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1, 5);\\n                scene.add(camera);\\n\\n                // Add the maze.\\n                mazeMesh = generate_maze_mesh(maze);\\n                scene.add(mazeMesh);\\n\\n                // Add the ground.\\n                g = new THREE.PlaneGeometry(mazeDimension*10, mazeDimension*10, mazeDimension, mazeDimension);\\n                planeTexture.wrapS = planeTexture.wrapT = THREE.RepeatWrapping;\\n                planeTexture.repeat.set(mazeDimension*5, mazeDimension*5);\\n                m = new THREE.MeshPhongMaterial({map:planeTexture});\\n                planeMesh = new THREE.Mesh(g, m);\\n                planeMesh.position.set((mazeDimension-1)/2, (mazeDimension-1)/2, 0);\\n                planeMesh.rotation.set(Math.PI/2, 0, 0);\\n                scene.add(planeMesh);                \\n\\n            }\\n\\n\\n            function updatePhysicsWorld() {\\n\\n                // Apply \\\\\\\"friction\\\\\\\". \\n                var lv = wBall.GetLinearVelocity();\\n    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stepX/ballRadius);\\n                tempMat.multiplySelf(ballMesh.matrix);\\n                ballMesh.matrix = tempMat;\\n                tempMat = new THREE.Matrix4();\\n                tempMat.makeRotationAxis(new THREE.Vector3(1,0,0), -stepY/ballRadius);\\n                tempMat.multiplySelf(ballMesh.matrix);\\n                ballMesh.matrix = tempMat;\\n                ballMesh.rotation.getRotationFromMatrix(ballMesh.matrix);\\n                \\n                // Update camera and light positions.\\n                camera.position.x += (ballMesh.position.x - camera.position.x) * 0.1;\\n                camera.position.y += (ballMesh.position.y - camera.position.y) * 0.1;\\n                camera.position.z += (5 - camera.position.z) * 0.1;\\n                light.position.x = camera.position.x;\\n                light.position.y = camera.position.y;\\n                light.position.z = camera.position.z - 3.7;\\n            }\\n\\n\\n            function gameLoop() {\\n         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window.innerHeight;\\n                h = this.outerHeight();\\n                this.css(\\\\\\\"position\\\\\\\", \\\\\\\"absolute\\\\\\\");\\n                this.css(\\\\\\\"top\\\\\\\", Math.max(0, (wh - h)/2) + \\\\\\\"px\\\\\\\");\\n                return this;\\n            }            \\n\\n            \\n            jQuery.fn.centerh = function () {\\n                ww = window.innerWidth;\\n                w = this.outerWidth();\\n                this.css(\\\\\\\"position\\\\\\\", \\\\\\\"absolute\\\\\\\");\\n                this.css(\\\\\\\"left\\\\\\\", Math.max(0, (ww - w)/2) + \\\\\\\"px\\\\\\\");\\n                return this;\\n            }            \\n\\n            \\n            jQuery.fn.center = function () {\\n                this.centerv();\\n                this.centerh();\\n                return this;\\n            }            \\n\\n            \\n            $(document).ready(function() {\\n\\n                // Prepare the instructions.\\n              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    \\n            \\n\\n        </script>\\n    \\n        <style>\\n        \\n            body {\\n                background: black;\\n                margin: 0;\\n                padding: 0;\\n                font-family: 'Helvetica';\\n            }\\n            \\n            #instructions {\\n                background-color: rgba(0,0,0,0.75);\\n                color: white;\\n                text-align: center;\\n                padding: 32px;\\n                margin: 0px;\\n                display: inline;\\n                border: 2px solid white;\\n            }\\n\\n            #help {\\n                position: absolute;\\n                left: 0px;\\n                bottom: 0px;\\n                padding: 4px;\\n                color: white;   \\n            }\\n\\n            #level {\\n                position: absolute;\\n                left: 0px;\\n                top: 0px;\\n                padding: 4px;\\n                color: yellow;   \\n                font-weight: bold;\\n            }\\n\\n        </style>\\n        \\n    </head>\\n    \\n    <body>\\n    \\n    <div id='instructions'>\\n        How to play Astray:\\n        <br><br>\\n        Use the arrow keys to move the ball and find the exit to the maze.\\n        <br><br>\\n        Vim trainees: h, j, k, l\\n    </div>\\n    \\n    <div id='help'>\\n        Hold down the 'I' key for instructions.\\n    </div>\\n\\n    <div id='level'>\\n        Level 1\\n    </div>\\n\\n<!--Fork me on github-->\\n    <a href=\\\\\\\"https://github.com/wwwtyro/Astray\\\\\\\"><img style=\\\\\\\"position: absolute; top: 0; right: 0; border: 0;\\\\\\\" src=\\\\\\\"https://s3.amazonaws.com/github/ribbons/forkme_right_red_aa0000.png\\\\\\\" alt=\\\\\\\"Fork me on GitHub\\\\\\\"></a>\\n    \\n<!--Google Analytics-->\\n    <script type=\\\\\\\"text/javascript\\\\\\\">\\n      var _gaq = _gaq || [];\\n      _gaq.push(['_setAccount', 'UA-33344670-1']);\\n      _gaq.push(['_trackPageview']);\\n      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Register as an anonymous module.\\n        define(factory);\\n    } else {\\n        // Browser globals\\n\\t    context.k = context.KeyboardJS = factory();\\n    }\\n}(this, function() {\\n\\n\\t//polyfills for ms's peice o' shit browsers\\n\\tfunction bind(target, type, handler) { if (target.addEventListener) { target.addEventListener(type, handler, false); } else { target.attachEvent(\\\\\\\"on\\\\\\\" + type, function(event) { return handler.call(target, event); }); } }\\n\\t[].indexOf||(Array.prototype.indexOf=function(a,b,c){for(c=this.length,b=(c+~~b)%c;b<c&&(!(b in this)||this[b]!==a);b++);return b^c?b:-1;});\\n\\n\\t//locals\\n\\tvar locals = {\\n\\t\\t'us': {\\n\\t\\t\\t\\\\\\\"backspace\\\\\\\": 8,\\n\\t\\t\\t\\\\\\\"tab\\\\\\\": 9,\\n\\t\\t\\t\\\\\\\"enter\\\\\\\": 13,\\n\\t\\t\\t\\\\\\\"shift\\\\\\\": 16,\\n\\t\\t\\t\\\\\\\"ctrl\\\\\\\": 17,\\n\\t\\t\\t\\\\\\\"alt\\\\\\\": 18,\\n\\t\\t\\t\\\\\\\"pause\\\\\\\": 19, \\\\\\\"break\\\\\\\": 19,\\n\\t\\t\\t\\\\\\\"capslock\\\\\\\": 20,\\n\\t\\t\\t\\\\\\\"escape\\\\\\\": 27, \\\\\\\"esc\\\\\\\": 27,\\n\\t\\t\\t\\\\\\\"space\\\\\\\": 32, \\\\\\\"spacebar\\\\\\\": 32,\\n\\t\\t\\t\\\\\\\"pageup\\\\\\\": 33,\\n\\t\\t\\t\\\\\\\"pagedown\\\\\\\": 34,\\n\\t\\t\\t\\\\\\\"end\\\\\\\": 35,\\n\\t\\t\\t\\\\\\\"home\\\\\\\": 36,\\n\\t\\t\\t\\\\\\\"left\\\\\\\": 37,\\n\\t\\t\\t\\\\\\\"up\\\\\\\": 38,\\n\\t\\t\\t\\\\\\\"right\\\\\\\": 39,\\n\\t\\t\\t\\\\\\\"down\\\\\\\": 40,\\n\\t\\t\\t\\\\\\\"insert\\\\\\\": 45,\\n\\t\\t\\t\\\\\\\"delete\\\\\\\": 46,\\n\\t\\t\\t\\\\\\\"0\\\\\\\": 48, \\\\\\\"1\\\\\\\": 49, \\\\\\\"2\\\\\\\": 50, \\\\\\\"3\\\\\\\": 51, \\\\\\\"4\\\\\\\": 52, \\\\\\\"5\\\\\\\": 53, \\\\\\\"6\\\\\\\": 54, \\\\\\\"7\\\\\\\": 55, \\\\\\\"8\\\\\\\": 56, \\\\\\\"9\\\\\\\": 57,\\n\\t\\t\\t\\\\\\\"a\\\\\\\": 65, \\\\\\\"b\\\\\\\": 66, \\\\\\\"c\\\\\\\": 67, \\\\\\\"d\\\\\\\": 68, \\\\\\\"e\\\\\\\": 69, \\\\\\\"f\\\\\\\": 70, \\\\\\\"g\\\\\\\": 71, \\\\\\\"h\\\\\\\": 72, \\\\\\\"i\\\\\\\": 73, \\\\\\\"j\\\\\\\": 74, \\\\\\\"k\\\\\\\": 75, \\\\\\\"l\\\\\\\": 76, \\\\\\\"m\\\\\\\": 77, \\\\\\\"n\\\\\\\": 78, \\\\\\\"o\\\\\\\": 79, \\\\\\\"p\\\\\\\": 80, \\\\\\\"q\\\\\\\": 81, \\\\\\\"r\\\\\\\": 82, \\\\\\\"s\\\\\\\": 83, \\\\\\\"t\\\\\\\": 84, \\\\\\\"u\\\\\\\": 85, \\\\\\\"v\\\\\\\": 86, \\\\\\\"w\\\\\\\": 87, \\\\\\\"x\\\\\\\": 88, \\\\\\\"y\\\\\\\": 89, \\\\\\\"z\\\\\\\": 90,\\n\\t\\t\\t\\\\\\\"meta\\\\\\\": 91, \\\\\\\"command\\\\\\\": 91, \\\\\\\"windows\\\\\\\": 91, \\\\\\\"win\\\\\\\": 91,\\n\\t\\t\\t\\\\\\\"_91\\\\\\\": 92,\\n\\t\\t\\t\\\\\\\"select\\\\\\\": 93,\\n\\t\\t\\t\\\\\\\"num0\\\\\\\": 96, \\\\\\\"num1\\\\\\\": 97, \\\\\\\"num2\\\\\\\": 98, \\\\\\\"num3\\\\\\\": 99, \\\\\\\"num4\\\\\\\": 100, \\\\\\\"num5\\\\\\\": 101, \\\\\\\"num6\\\\\\\": 102, \\\\\\\"num7\\\\\\\": 103, \\\\\\\"num8\\\\\\\": 104, \\\\\\\"num9\\\\\\\": 105,\\n\\t\\t\\t\\\\\\\"multiply\\\\\\\": 106,\\n\\t\\t\\t\\\\\\\"add\\\\\\\": 107,\\n\\t\\t\\t\\\\\\\"subtract\\\\\\\": 109,\\n\\t\\t\\t\\\\\\\"decimal\\\\\\\": 110,\\n\\t\\t\\t\\\\\\\"divide\\\\\\\": 111,\\n\\t\\t\\t\\\\\\\"f1\\\\\\\": 112, \\\\\\\"f2\\\\\\\": 113, \\\\\\\"f3\\\\\\\": 114, \\\\\\\"f4\\\\\\\": 115, \\\\\\\"f5\\\\\\\": 116, \\\\\\\"f6\\\\\\\": 117, \\\\\\\"f7\\\\\\\": 118, \\\\\\\"f8\\\\\\\": 119, \\\\\\\"f9\\\\\\\": 120, \\\\\\\"f10\\\\\\\": 121, \\\\\\\"f11\\\\\\\": 122, \\\\\\\"f12\\\\\\\": 123,\\n\\t\\t\\t\\\\\\\"numlock\\\\\\\": 144, \\\\\\\"num\\\\\\\": 144,\\n\\t\\t\\t\\\\\\\"scrolllock\\\\\\\": 145, \\\\\\\"scroll\\\\\\\": 145,\\n\\t\\t\\t\\\\\\\"semicolon\\\\\\\": 186,\\n\\t\\t\\t\\\\\\\"equal\\\\\\\": 187, \\\\\\\"equalsign\\\\\\\": 187,\\n\\t\\t\\t\\\\\\\"comma\\\\\\\": 188,\\n\\t\\t\\t\\\\\\\"dash\\\\\\\": 189,\\n\\t\\t\\t\\\\\\\"period\\\\\\\": 190,\\n\\t\\t\\t\\\\\\\"slash\\\\\\\": 191, \\\\\\\"forwardslash\\\\\\\": 191,\\n\\t\\t\\t\\\\\\\"graveaccent\\\\\\\": 192,\\n\\t\\t\\t\\\\\\\"openbracket\\\\\\\": 219,\\n\\t\\t\\t\\\\\\\"backslash\\\\\\\": 220,\\n\\t\\t\\t\\\\\\\"closebracket\\\\\\\": 221,\\n\\t\\t\\t\\\\\\\"singlequote\\\\\\\": 222\\n\\t\\t}\\n\\n\\t\\t//If you create a new local please submit it as a pull request or post it in the issue tracker at\\n\\t\\t// http://github.com/RobertWhurst/KeyboardJS/issues/\\n\\t}\\n\\n\\t//keys\\n\\tvar keys = locals['us'],\\n\\t\\tactiveKeys = [],\\n\\t\\tactiveBindings = {},\\n\\t\\tkeyBindingGroups = [];\\n\\n\\t//adds keys to the active keys array\\n\\tbind(document, \\\\\\\"keydown\\\\\\\", function(event) {\\n\\n\\t\\t//lookup the key pressed and save it to the active keys array\\n\\t\\tfor (var key in keys) {\\n\\t\\t\\tif(keys.hasOwnProperty(key) && event.keyCode === keys[key]) {\\n\\t\\t\\t\\tif(activeKeys.indexOf(key) < 0) {\\n\\t\\t\\t\\t\\tactiveKeys.push(key);\\n\\t\\t\\t\\t}\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\t//execute the first callback the longest key binding that matches the active keys\\n\\t\\treturn executeActiveKeyBindings(event);\\n\\n\\t});\\n\\n\\t//removes keys from the active array\\n\\tbind(document, \\\\\\\"keyup\\\\\\\", function (event) {\\n\\n\\t\\t//lookup the key released and prune it from the active keys array\\n\\t\\tfor(var key in keys) {\\n\\t\\t\\tif(keys.hasOwnProperty(key) && event.keyCode === keys[key]) {\\n\\n\\t\\t\\t\\tvar iAK = activeKeys.indexOf(key);\\n\\n\\t\\t\\t\\tif(iAK > -1) {\\n\\t\\t\\t\\t\\tactiveKeys.splice(iAK, 1);\\n\\t\\t\\t\\t}\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\t//execute the end callback on the active key binding\\n\\t\\treturn pruneActiveKeyBindings(event);\\n\\n\\t});\\n\\n\\t//bind to the window blur event and clear all pressed keys\\n\\tbind(window, \\\\\\\"blur\\\\\\\", function() {\\n\\t\\tactiveKeys = [];\\n\\n\\t\\t//execute the end callback on the active key binding\\n\\t\\treturn pruneActiveKeyBindings(event);\\n\\t});\\n\\n\\t/**\\n\\t * Generates an array of active key bindings\\n\\t */\\n\\tfunction queryActiveBindings() {\\n\\t\\tvar bindingStack = [];\\n\\n\\t\\t//loop through the key binding groups by number of keys.\\n\\t\\tfor(var keyCount = keyBindingGroups.length; keyCount > -1; keyCount -= 1) {\\n\\t\\t\\tif(keyBindingGroups[keyCount]) {\\n\\t\\t\\t\\tvar KeyBindingGroup = keyBindingGroups[keyCount];\\n\\n\\t\\t\\t\\t//loop through the key bindings of the same key length.\\n\\t\\t\\t\\tfor(var bindingIndex = 0; bindingIndex < KeyBindingGroup.length; bindingIndex += 1) {\\n\\t\\t\\t\\t\\tvar binding = KeyBindingGroup[bindingIndex],\\n\\n\\t\\t\\t\\t\\t//assume the binding is active till a required key is found to be unsatisfied\\n\\t\\t\\t\\t\\t\\tkeyBindingActive = true;\\n\\n\\t\\t\\t\\t\\t//loop through each key required by the binding.\\n\\t\\t\\t\\t\\tfor(var keyIndex = 0; keyIndex < binding.keys.length;  keyIndex += 1) {\\n\\t\\t\\t\\t\\t\\tvar key = binding.keys[keyIndex];\\n\\n\\t\\t\\t\\t\\t\\t//if the current key is not in the active keys array the mark the binding as inactive\\n\\t\\t\\t\\t\\t\\tif(activeKeys.indexOf(key) < 0) {\\n\\t\\t\\t\\t\\t\\t\\tkeyBindingActive = false;\\n\\t\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\t\\t//if the key combo is still active then push it into the binding stack\\n\\t\\t\\t\\t\\tif(keyBindingActive) {\\n\\t\\t\\t\\t\\t\\tbindingStack.push(binding);\\n\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t}\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\treturn bindingStack;\\n\\t}\\n\\n\\t/**\\n\\t * Collects active keys, sets active binds and fires on key down callbacks\\n\\t * @param event\\n\\t */\\n\\tfunction executeActiveKeyBindings(event) {\\n\\n\\t\\tif(activeKeys < 1) {\\n\\t\\t\\treturn true;\\n\\t\\t}\\n\\n\\t\\tvar bindingStack = queryActiveBindings(),\\n\\t\\t\\tspentKeys = [],\\n\\t\\t\\toutput;\\n\\n\\t\\t//loop through each active binding\\n\\t\\tfor (var bindingIndex = 0; bindingIndex < bindingStack.length; bindingIndex += 1) {\\n\\t\\t\\tvar binding = bindingStack[bindingIndex],\\n\\t\\t\\t\\tusesSpentKey = false;\\n\\n\\t\\t\\t//check each of the required keys. Make sure they have not been used by another binding\\n\\t\\t\\tfor(var keyIndex = 0; keyIndex < binding.keys.length; keyIndex += 1) {\\n\\t\\t\\t\\tvar key = binding.keys[keyIndex];\\n\\t\\t\\t\\tif(spentKeys.indexOf(key) > -1) {\\n\\t\\t\\t\\t\\tusesSpentKey = true;\\n\\t\\t\\t\\t\\tbreak;\\n\\t\\t\\t\\t}\\n\\t\\t\\t}\\n\\n\\t\\t\\t//if the binding does not use a key that has been spent then execute it\\n\\t\\t\\tif(!usesSpentKey) {\\n\\n\\t\\t\\t\\t//fire the callback\\n\\t\\t\\t\\tif(typeof binding.callback === \\\\\\\"function\\\\\\\") {\\n\\t\\t\\t\\t\\tif(!binding.callback(event, binding.keys, binding.keyCombo)) {\\n\\t\\t\\t\\t\\t\\toutput = false\\n\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\t//add the binding's combo to the active bindings array\\n\\t\\t\\t\\tif(!activeBindings[binding.keyCombo]) {\\n\\t\\t\\t\\t\\tactiveBindings[binding.keyCombo] = binding;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\t//add the current key binding's keys to the spent keys array\\n\\t\\t\\t\\tfor(var keyIndex = 0; keyIndex < binding.keys.length; keyIndex += 1) {\\n\\t\\t\\t\\t\\tvar key = binding.keys[keyIndex];\\n\\t\\t\\t\\t\\tif(spentKeys.indexOf(key) < 0) {\\n\\t\\t\\t\\t\\t\\tspentKeys.push(key);\\n\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t}\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\t//if there are spent keys then we know a binding was fired\\n\\t\\t// and that we need to tell jQuery to prevent event bubbling.\\n\\t\\tif(spentKeys.length) {\\n\\t\\t\\treturn false;\\n\\t\\t}\\n\\n\\t\\treturn output;\\n\\t}\\n\\n\\t/**\\n\\t * Removes no longer active keys and fires the on key up callbacks for associated active bindings.\\n\\t * @param event\\n\\t */\\n\\tfunction pruneActiveKeyBindings(event) {\\n\\t\\tvar bindingStack = queryActiveBindings();\\n\\t\\tvar output;\\n\\n\\t\\t//loop through the active combos\\n\\t\\tfor(var bindingCombo in activeBindings) {\\n\\t\\t\\tif(activeBindings.hasOwnProperty(bindingCombo)) {\\n\\t\\t\\t\\tvar binding = activeBindings[bindingCombo],\\n\\t\\t\\t\\t\\tactive = false;\\n\\n\\t\\t\\t\\t//loop thorugh the active bindings\\n\\t\\t\\t\\tfor(var bindingIndex = 0; bindingIndex < bindingStack.length; bindingIndex += 1) {\\n\\t\\t\\t\\t\\tvar activeCombo = bindingStack[bindingIndex].keyCombo;\\n\\n\\t\\t\\t\\t\\t//check to see if the combo is still active\\n\\t\\t\\t\\t\\tif(activeCombo === bindingCombo) {\\n\\t\\t\\t\\t\\t\\tactive = true;\\n\\t\\t\\t\\t\\t\\tbreak;\\n\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\t//if the combo is no longer active then fire its end callback and remove it\\n\\t\\t\\t\\tif(!active) {\\n\\n\\t\\t\\t\\t\\tif(typeof binding.endCallback === \\\\\\\"function\\\\\\\") {\\n\\t\\t\\t\\t\\t\\tif(!binding.endCallback(event, binding.keys, binding.keyCombo)) {\\n\\t\\t\\t\\t\\t\\t\\toutput = false\\n\\t\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\t\\tdelete activeBindings[bindingCombo];\\n\\t\\t\\t\\t}\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\treturn output;\\n\\t}\\n\\n\\t/**\\n\\t * Binds a on key down and on key up callback to a key or key combo. Accepts a string containing the name of each\\n\\t * key you want to bind to comma separated. If you want to bind a combo the use the plus sign to link keys together.\\n\\t * Example: 'ctrl + x, ctrl + c' Will fire if Control and x or y are pressed at the same time.\\n\\t * @param keyCombo\\n\\t * @param callback\\n\\t * @param endCallback\\n\\t */\\n\\tfunction bindKey(keyCombo, callback, endCallback) {\\n\\n\\t\\tfunction clear() {\\n\\t\\t\\tif(keys && keys.length) {\\n\\t\\t\\t\\tvar keyBindingGroup = keyBindingGroups[keys.length];\\n\\n\\t\\t\\t\\tif(keyBindingGroup.indexOf(keyBinding) > -1) {\\n\\t\\t\\t\\t\\tvar index = keyBindingGroups[keys.length].indexOf(keyBinding);\\n\\t\\t\\t\\t\\tkeyBindingGroups[keys.length].splice(index, 1);\\n\\t\\t\\t\\t}\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\t//create an array of combos from the first argument\\n\\t\\tvar bindSets = keyCombo.toLowerCase().replace(/\\\\s/g, '').split(',');\\n\\n\\t\\t//create a binding for each key combo\\n\\t\\tfor(var i = 0; i < bindSets.length; i += 1) {\\n\\n\\t\\t\\t//split up the keys\\n\\t\\t\\tvar keys = bindSets[i].split('+');\\n\\n\\t\\t\\t//if there are keys in the current combo\\n\\t\\t\\tif(keys.length) {\\n\\t\\t\\t\\tif(!keyBindingGroups[keys.length]) { keyBindingGroups[keys.length] = []; }\\n\\n\\t\\t\\t\\t//define the\\n\\t\\t\\t\\tvar keyBinding = {\\n\\t\\t\\t\\t\\t\\\\\\\"callback\\\\\\\": callback,\\n\\t\\t\\t\\t\\t\\\\\\\"endCallback\\\\\\\": endCallback,\\n\\t\\t\\t\\t\\t\\\\\\\"keyCombo\\\\\\\": bindSets[i],\\n\\t\\t\\t\\t\\t\\\\\\\"keys\\\\\\\": keys\\n\\t\\t\\t\\t};\\n\\n\\t\\t\\t\\t//save the binding sorted by length\\n\\t\\t\\t\\tkeyBindingGroups[keys.length].push(keyBinding);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\treturn {\\n\\t\\t\\t\\\\\\\"clear\\\\\\\": clear\\n\\t\\t}\\n\\t}\\n\\n\\t/**\\n\\t * Binds keys or key combos to an axis. The keys should be in the following order; up, down, left, right. If any\\n\\t * of the the binded key or key combos are active the callback will fire. The callback will be passed an array\\n\\t * containing two numbers. The first represents x and the second represents y. Both have a possible range of -1,\\n\\t * 0, or 1 depending on the axis direction.\\n\\t * @param up\\n\\t * @param down\\n\\t * @param left\\n\\t * @param right\\n\\t * @param callback\\n\\t */\\n\\tfunction bindAxis(up, down, left, right, callback) {\\n\\n\\t\\tfunction clear() {\\n\\t\\t\\tif(typeof clearUp === 'function') { clearUp(); }\\n\\t\\t\\tif(typeof clearDown === 'function') { clearDown(); }\\n\\t\\t\\tif(typeof clearLeft === 'function') { clearLeft(); }\\n\\t\\t\\tif(typeof clearRight === 'function') { clearRight(); }\\n\\t\\t\\tif(typeof timer === 'function') { clearInterval(timer); }\\n\\t\\t}\\n\\n\\t\\tvar axis = [0, 0];\\n\\n\\t\\tif(typeof callback !== 'function') {\\n\\t\\t\\treturn false;\\n\\t\\t}\\n\\n\\t\\t//up\\n\\t\\tvar clearUp = bindKey(up, function () {\\n\\t\\t\\tif(axis[0] === 0) {\\n\\t\\t\\t\\taxis[0] = -1;\\n\\t\\t\\t}\\n\\t\\t}, function() {\\n\\t\\t\\taxis[0] = 0;\\n\\t\\t}).clear;\\n\\n\\t\\t//down\\n\\t\\tvar clearDown = bindKey(down, function () {\\n\\t\\t\\tif(axis[0] === 0) {\\n\\t\\t\\t\\taxis[0] = 1;\\n\\t\\t\\t}\\n\\t\\t}, function() {\\n\\t\\t\\taxis[0] = 0;\\n\\t\\t}).clear;\\n\\n\\t\\t//left\\n\\t\\tvar clearLeft = bindKey(left, function () {\\n\\t\\t\\tif(axis[1] === 0) {\\n\\t\\t\\t\\taxis[1] = -1;\\n\\t\\t\\t}\\n\\t\\t}, function() {\\n\\t\\t\\taxis[1] = 0;\\n\\t\\t}).clear;\\n\\n\\t\\t//right\\n\\t\\tvar clearRight = bindKey(right, function () {\\n\\t\\t\\tif(axis[1] === 0) {\\n\\t\\t\\t\\taxis[1] = 1;\\n\\t\\t\\t}\\n\\t\\t}, function() {\\n\\t\\t\\taxis[1] = 0;\\n\\t\\t}).clear;\\n\\n\\t\\tvar timer = setInterval(function(){\\n\\n\\t\\t\\t//NO CHANGE\\n\\t\\t\\tif(axis[0] === 0 && axis[1] === 0) {\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\n\\t\\t\\t//run the callback\\n\\t\\t\\tcallback(axis);\\n\\n\\t\\t}, 1);\\n\\n\\t\\treturn {\\n\\t\\t\\t\\\\\\\"clear\\\\\\\": clear\\n\\t\\t}\\n\\t}\\n\\n\\t/**\\n\\t * Clears all key and key combo binds containing a given key or keys.\\n\\t * @param keys\\n\\t */\\n\\tfunction unbindKey(keys) {\\n\\n\\t\\tif(keys === 'all') {\\n\\t\\t\\tkeyBindingGroups = [];\\n\\t\\t\\treturn;\\n\\t\\t}\\n\\n\\t\\tkeys = keys.replace(/\\\\s/g, '').split(',');\\n\\n\\t\\t//loop through the key binding groups.\\n\\t\\tfor(var iKCL = keyBindingGroups.length; iKCL > -1; iKCL -= 1) {\\n\\t\\t\\tif(keyBindingGroups[iKCL]) {\\n\\t\\t\\t\\tvar KeyBindingGroup = keyBindingGroups[iKCL];\\n\\n\\t\\t\\t\\t//loop through the key bindings.\\n\\t\\t\\t\\tfor(var iB = 0; iB < KeyBindingGroup.length; iB += 1) {\\n\\t\\t\\t\\t\\tvar keyBinding = KeyBindingGroup[iB],\\n\\t\\t\\t\\t\\t\\tremove = false;\\n\\n\\t\\t\\t\\t\\t//loop through the current key binding keys.\\n\\t\\t\\t\\t\\tfor(var iKB = 0; iKB < keyBinding.keys.length;  iKB += 1) {\\n\\t\\t\\t\\t\\t\\tvar key = keyBinding.keys[iKB];\\n\\n\\t\\t\\t\\t\\t\\t//loop through the keys to be removed\\n\\t\\t\\t\\t\\t\\tfor(var iKR = 0; iKR < keys.length; iKR += 1) {\\n\\t\\t\\t\\t\\t\\t\\tvar keyToRemove = keys[iKR];\\n\\t\\t\\t\\t\\t\\t\\tif(keyToRemove === key) {\\n\\t\\t\\t\\t\\t\\t\\t\\tremove = true;\\n\\t\\t\\t\\t\\t\\t\\t\\tbreak;\\n\\t\\t\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t\\t\\tif(remove) { break; }\\n\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t\\tif(remove) {\\n\\t\\t\\t\\t\\t\\tkeyBindingGroups[iKCL].splice(iB, 1); iB -= 1;\\n\\t\\t\\t\\t\\t\\tif(keyBindingGroups[iKCL].length < 1) {\\n\\t\\t\\t\\t\\t\\t\\tdelete keyBindingGroups[iKCL];\\n\\t\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t\\t}\\n\\t\\t\\t\\t}\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\t/**\\n\\t * Gets an array of active keys\\n\\t */\\n\\tfunction getActiveKeys() {\\n\\t\\treturn activeKeys;\\n\\t}\\n\\n\\t/**\\n\\t * Adds a new keyboard local not supported by keyboard JS\\n\\t * @param local\\n\\t * @param keys\\n\\t */\\n\\tfunction addLocale(local, keys) {\\n\\t\\tlocals[local] = keys;\\n\\t}\\n\\n\\t/**\\n\\t * Changes the keyboard local\\n\\t * @param local\\n\\t */\\n\\tfunction setLocale(local) {\\n\\t\\tif(locals[local]) 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c&&c.specified?parseInt(c.value,10):s.test(a.nodeName)||t.test(a.nodeName)&&a.href?0:b}}}}),f.attrHooks.tabindex=f.propHooks.tabIndex,x={get:function(a,c){var d,e=f.prop(a,c);return e===!0||typeof e!=\\\\\\\"boolean\\\\\\\"&&(d=a.getAttributeNode(c))&&d.nodeValue!==!1?c.toLowerCase():b},set:function(a,b,c){var d;b===!1?f.removeAttr(a,c):(d=f.propFix[c]||c,d in a&&(a[d]=!0),a.setAttribute(c,c.toLowerCase()));return c}},v||(y={name:!0,id:!0,coords:!0},w=f.valHooks.button={get:function(a,c){var d;d=a.getAttributeNode(c);return d&&(y[c]?d.nodeValue!==\\\\\\\"\\\\\\\":d.specified)?d.nodeValue:b},set:function(a,b,d){var e=a.getAttributeNode(d);e||(e=c.createAttribute(d),a.setAttributeNode(e));return e.nodeValue=b+\\\\\\\"\\\\\\\"}},f.attrHooks.tabindex.set=w.set,f.each([\\\\\\\"width\\\\\\\",\\\\\\\"height\\\\\\\"],function(a,b){f.attrHooks[b]=f.extend(f.attrHooks[b],{set:function(a,c){if(c===\\\\\\\"\\\\\\\"){a.setAttribute(b,\\\\\\\"auto\\\\\\\");return 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a.getAttribute(\\\\\\\"value\\\\\\\")===null?\\\\\\\"on\\\\\\\":a.value}}}),f.each([\\\\\\\"radio\\\\\\\",\\\\\\\"checkbox\\\\\\\"],function(){f.valHooks[this]=f.extend(f.valHooks[this],{set:function(a,b){if(f.isArray(b))return a.checked=f.inArray(f(a).val(),b)>=0}})});var z=/^(?:textarea|input|select)$/i,A=/^([^\\\\.]*)?(?:\\\\.(.+))?$/,B=/(?:^|\\\\s)hover(\\\\.\\\\S+)?\\\\b/,C=/^key/,D=/^(?:mouse|contextmenu)|click/,E=/^(?:focusinfocus|focusoutblur)$/,F=/^(\\\\w*)(?:#([\\\\w\\\\-]+))?(?:\\\\.([\\\\w\\\\-]+))?$/,G=function(\\na){var b=F.exec(a);b&&(b[1]=(b[1]||\\\\\\\"\\\\\\\").toLowerCase(),b[3]=b[3]&&new RegExp(\\\\\\\"(?:^|\\\\\\\\s)\\\\\\\"+b[3]+\\\\\\\"(?:\\\\\\\\s|$)\\\\\\\"));return b},H=function(a,b){var c=a.attributes||{};return(!b[1]||a.nodeName.toLowerCase()===b[1])&&(!b[2]||(c.id||{}).value===b[2])&&(!b[3]||b[3].test((c[\\\\\\\"class\\\\\\\"]||{}).value))},I=function(a){return f.event.special.hover?a:a.replace(B,\\\\\\\"mouseenter$1 mouseleave$1\\\\\\\")};f.event={add:function(a,c,d,e,g){var h,i,j,k,l,m,n,o,p,q,r,s;if(!(a.nodeType===3||a.nodeType===8||!c||!d||!(h=f._data(a)))){d.handler&&(p=d,d=p.handler,g=p.selector),d.guid||(d.guid=f.guid++),j=h.events,j||(h.events=j={}),i=h.handle,i||(h.handle=i=function(a){return typeof f!=\\\\\\\"undefined\\\\\\\"&&(!a||f.event.triggered!==a.type)?f.event.dispatch.apply(i.elem,arguments):b},i.elem=a),c=f.trim(I(c)).split(\\\\\\\" 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o)f.event.remove(a,j+b[h],c,d,!0);continue}p=f.event.special[j]||{},j=(d?p.delegateType:p.bindType)||j,r=o[j]||[],m=r.length,l=l?new RegExp(\\\\\\\"(^|\\\\\\\\.)\\\\\\\"+l.split(\\\\\\\".\\\\\\\").sort().join(\\\\\\\"\\\\\\\\.(?:.*\\\\\\\\.)?\\\\\\\")+\\\\\\\"(\\\\\\\\.|$)\\\\\\\"):null;for(n=0;n<r.length;n++)s=r[n],(e||k===s.origType)&&(!c||c.guid===s.guid)&&(!l||l.test(s.namespace))&&(!d||d===s.selector||d===\\\\\\\"**\\\\\\\"&&s.selector)&&(r.splice(n--,1),s.selector&&r.delegateCount--,p.remove&&p.remove.call(a,s));r.length===0&&m!==r.length&&((!p.teardown||p.teardown.call(a,l)===!1)&&f.removeEvent(a,j,g.handle),delete o[j])}f.isEmptyObject(o)&&(q=g.handle,q&&(q.elem=null),f.removeData(a,[\\\\\\\"events\\\\\\\",\\\\\\\"handle\\\\\\\"],!0))}},customEvent:{getData:!0,setData:!0,changeData:!0},trigger:function(c,d,e,g){if(!e||e.nodeType!==3&&e.nodeType!==8){var h=c.type||c,i=[],j,k,l,m,n,o,p,q,r,s;if(E.test(h+f.event.triggered))return;h.indexOf(\\\\\\\"!\\\\\\\")>=0&&(h=h.slice(0,-1),k=!0),h.indexOf(\\\\\\\".\\\\\\\")>=0&&(i=h.split(\\\\\\\".\\\\\\\"),h=i.shift(),i.sort());if((!e||f.event.customEvent[h])&&!f.event.global[h])return;c=typeof c==\\\\\\\"object\\\\\\\"?c[f.expando]?c:new f.Event(h,c):new f.Event(h),c.type=h,c.isTrigger=!0,c.exclusive=k,c.namespace=i.join(\\\\\\\".\\\\\\\"),c.namespace_re=c.namespace?new RegExp(\\\\\\\"(^|\\\\\\\\.)\\\\\\\"+i.join(\\\\\\\"\\\\\\\\.(?:.*\\\\\\\\.)?\\\\\\\")+\\\\\\\"(\\\\\\\\.|$)\\\\\\\"):null,o=h.indexOf(\\\\\\\":\\\\\\\")<0?\\\\\\\"on\\\\\\\"+h:\\\\\\\"\\\\\\\";if(!e){j=f.cache;for(l in j)j[l].events&&j[l].events[h]&&f.event.trigger(c,d,j[l].handle.elem,!0);return}c.result=b,c.target||(c.target=e),d=d!=null?f.makeArray(d):[],d.unshift(c),p=f.event.special[h]||{};if(p.trigger&&p.trigger.apply(e,d)===!1)return;r=[[e,p.bindType||h]];if(!g&&!p.noBubble&&!f.isWindow(e)){s=p.delegateType||h,m=E.test(s+h)?e:e.parentNode,n=null;for(;m;m=m.parentNode)r.push([m,s]),n=m;n&&n===e.ownerDocument&&r.push([n.defaultView||n.parentWindow||a,s])}for(l=0;l<r.length&&!c.isPropagationStopped();l++)m=r[l][0],c.type=r[l][1],q=(f._data(m,\\\\\\\"events\\\\\\\")||{})[c.type]&&f._data(m,\\\\\\\"handle\\\\\\\"),q&&q.apply(m,d),q=o&&m[o],q&&f.acceptData(m)&&q.apply(m,d)===!1&&c.preventDefault();c.type=h,!g&&!c.isDefaultPrevented()&&(!p._default||p._default.apply(e.ownerDocument,d)===!1)&&(h!==\\\\\\\"click\\\\\\\"||!f.nodeName(e,\\\\\\\"a\\\\\\\"))&&f.acceptData(e)&&o&&e[h]&&(h!==\\\\\\\"focus\\\\\\\"&&h!==\\\\\\\"blur\\\\\\\"||c.target.offsetWidth!==0)&&!f.isWindow(e)&&(n=e[o],n&&(e[o]=null),f.event.triggered=h,e[h](),f.event.triggered=b,n&&(e[o]=n));return c.result}},dispatch:function(c){c=f.event.fix(c||a.event);var d=(f._data(this,\\\\\\\"events\\\\\\\")||{})[c.type]||[],e=d.delegateCount,g=[].slice.call(arguments,0),h=!c.exclusive&&!c.namespace,i=f.event.special[c.type]||{},j=[],k,l,m,n,o,p,q,r,s,t,u;g[0]=c,c.delegateTarget=this;if(!i.preDispatch||i.preDispatch.call(this,c)!==!1){if(e&&(!c.button||c.type!==\\\\\\\"click\\\\\\\")){n=f(this),n.context=this.ownerDocument||this;for(m=c.target;m!=this;m=m.parentNode||this)if(m.disabled!==!0){p={},r=[],n[0]=m;for(k=0;k<e;k++)s=d[k],t=s.selector,p[t]===b&&(p[t]=s.quick?H(m,s.quick):n.is(t)),p[t]&&r.push(s);r.length&&j.push({elem:m,matches:r})}}d.length>e&&j.push({elem:this,matches:d.slice(e)});for(k=0;k<j.length&&!c.isPropagationStopped();k++){q=j[k],c.currentTarget=q.elem;for(l=0;l<q.matches.length&&!c.isImmediatePropagationStopped();l++){s=q.matches[l];if(h||!c.namespace&&!s.namespace||c.namespace_re&&c.namespace_re.test(s.namespace))c.data=s.data,c.handleObj=s,o=((f.event.special[s.origType]||{}).handle||s.handler).apply(q.elem,g),o!==b&&(c.result=o,o===!1&&(c.preventDefault(),c.stopPropagation()))}}i.postDispatch&&i.postDispatch.call(this,c);return c.result}},props:\\\\\\\"attrChange attrName relatedNode srcElement altKey bubbles cancelable ctrlKey currentTarget eventPhase metaKey relatedTarget shiftKey target timeStamp view which\\\\\\\".split(\\\\\\\" \\\\\\\"),fixHooks:{},keyHooks:{props:\\\\\\\"char charCode key keyCode\\\\\\\".split(\\\\\\\" \\\\\\\"),filter:function(a,b){a.which==null&&(a.which=b.charCode!=null?b.charCode:b.keyCode);return a}},mouseHooks:{props:\\\\\\\"button buttons clientX clientY fromElement offsetX offsetY pageX pageY screenX screenY toElement\\\\\\\".split(\\\\\\\" \\\\\\\"),filter:function(a,d){var 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h.filter?h.filter(a,g):a},special:{ready:{setup:f.bindReady},load:{noBubble:!0},focus:{delegateType:\\\\\\\"focusin\\\\\\\"},blur:{delegateType:\\\\\\\"focusout\\\\\\\"},beforeunload:{setup:function(a,b,c){f.isWindow(this)&&(this.onbeforeunload=c)},teardown:function(a,b){this.onbeforeunload===b&&(this.onbeforeunload=null)}}},simulate:function(a,b,c,d){var e=f.extend(new f.Event,c,{type:a,isSimulated:!0,originalEvent:{}});d?f.event.trigger(e,null,b):f.event.dispatch.call(b,e),e.isDefaultPrevented()&&c.preventDefault()}},f.event.handle=f.event.dispatch,f.removeEvent=c.removeEventListener?function(a,b,c){a.removeEventListener&&a.removeEventListener(b,c,!1)}:function(a,b,c){a.detachEvent&&a.detachEvent(\\\\\\\"on\\\\\\\"+b,c)},f.Event=function(a,b){if(!(this instanceof f.Event))return new f.Event(a,b);a&&a.type?(this.originalEvent=a,this.type=a.type,this.isDefaultPrevented=a.defaultPrevented||a.returnValue===!1||a.getPreventDefault&&a.getPreventDefault()?K:J):this.type=a,b&&f.extend(this,b),this.timeStamp=a&&a.timeStamp||f.now(),this[f.expando]=!0},f.Event.prototype={preventDefault:function(){this.isDefaultPrevented=K;var a=this.originalEvent;!a||(a.preventDefault?a.preventDefault():a.returnValue=!1)},stopPropagation:function(){this.isPropagationStopped=K;var a=this.originalEvent;!a||(a.stopPropagation&&a.stopPropagation(),a.cancelBubble=!0)},stopImmediatePropagation:function(){this.isImmediatePropagationStopped=K,this.stopPropagation()},isDefaultPrevented:J,isPropagationStopped:J,isImmediatePropagationStopped:J},f.each({mouseenter:\\\\\\\"mouseover\\\\\\\",mouseleave:\\\\\\\"mouseout\\\\\\\"},function(a,b){f.event.special[a]={delegateType:b,bindType:b,handle:function(a){var 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aa(){aa.b2WorldManifold.apply(this,arguments);this.constructor===aa&&this.b2WorldManifold.apply(this,arguments)}function Z(){Z.ClipVertex.apply(this,arguments)}function d(){d.Features.apply(this,arguments)}function h(){h.b2CircleShape.apply(this,arguments);\\nthis.constructor===h&&this.b2CircleShape.apply(this,arguments)}function l(){l.b2EdgeChainDef.apply(this,arguments);this.constructor===l&&this.b2EdgeChainDef.apply(this,arguments)}function j(){j.b2EdgeShape.apply(this,arguments);this.constructor===j&&this.b2EdgeShape.apply(this,arguments)}function o(){o.b2MassData.apply(this,arguments)}function q(){q.b2PolygonShape.apply(this,arguments);this.constructor===q&&this.b2PolygonShape.apply(this,arguments)}function n(){n.b2Shape.apply(this,arguments);this.constructor===\\nn&&this.b2Shape.apply(this,arguments)}function a(){a.b2Color.apply(this,arguments);this.constructor===a&&this.b2Color.apply(this,arguments)}function c(){c.b2Settings.apply(this,arguments)}function g(){g.b2Mat22.apply(this,arguments);this.constructor===g&&this.b2Mat22.apply(this,arguments)}function b(){b.b2Mat33.apply(this,arguments);this.constructor===b&&this.b2Mat33.apply(this,arguments)}function e(){e.b2Math.apply(this,arguments)}function f(){f.b2Sweep.apply(this,arguments)}function m(){m.b2Transform.apply(this,\\narguments);this.constructor===m&&this.b2Transform.apply(this,arguments)}function r(){r.b2Vec2.apply(this,arguments);this.constructor===r&&this.b2Vec2.apply(this,arguments)}function s(){s.b2Vec3.apply(this,arguments);this.constructor===s&&this.b2Vec3.apply(this,arguments)}function v(){v.b2Body.apply(this,arguments);this.constructor===v&&this.b2Body.apply(this,arguments)}function t(){t.b2BodyDef.apply(this,arguments);this.constructor===t&&this.b2BodyDef.apply(this,arguments)}function x(){x.b2ContactFilter.apply(this,\\narguments)}function C(){C.b2ContactImpulse.apply(this,arguments)}function J(){J.b2ContactListener.apply(this,arguments)}function T(){T.b2ContactManager.apply(this,arguments);this.constructor===T&&this.b2ContactManager.apply(this,arguments)}function P(){P.b2DebugDraw.apply(this,arguments);this.constructor===P&&this.b2DebugDraw.apply(this,arguments)}function X(){X.b2DestructionListener.apply(this,arguments)}function $(){$.b2FilterData.apply(this,arguments)}function ba(){ba.b2Fixture.apply(this,arguments);\\nthis.constructor===ba&&this.b2Fixture.apply(this,arguments)}function ca(){ca.b2FixtureDef.apply(this,arguments);this.constructor===ca&&this.b2FixtureDef.apply(this,arguments)}function da(){da.b2Island.apply(this,arguments);this.constructor===da&&this.b2Island.apply(this,arguments)}function Fa(){Fa.b2TimeStep.apply(this,arguments)}function ea(){ea.b2World.apply(this,arguments);this.constructor===ea&&this.b2World.apply(this,arguments)}function Ga(){Ga.b2CircleContact.apply(this,arguments)}function fa(){fa.b2Contact.apply(this,\\narguments);this.constructor===fa&&this.b2Contact.apply(this,arguments)}function ga(){ga.b2ContactConstraint.apply(this,arguments);this.constructor===ga&&this.b2ContactConstraint.apply(this,arguments)}function Ha(){Ha.b2ContactConstraintPoint.apply(this,arguments)}function Ia(){Ia.b2ContactEdge.apply(this,arguments)}function ha(){ha.b2ContactFactory.apply(this,arguments);this.constructor===ha&&this.b2ContactFactory.apply(this,arguments)}function Ja(){Ja.b2ContactRegister.apply(this,arguments)}function Ka(){Ka.b2ContactResult.apply(this,\\narguments)}function ia(){ia.b2ContactSolver.apply(this,arguments);this.constructor===ia&&this.b2ContactSolver.apply(this,arguments)}function La(){La.b2EdgeAndCircleContact.apply(this,arguments)}function ja(){ja.b2NullContact.apply(this,arguments);this.constructor===ja&&this.b2NullContact.apply(this,arguments)}function Ma(){Ma.b2PolyAndCircleContact.apply(this,arguments)}function Na(){Na.b2PolyAndEdgeContact.apply(this,arguments)}function Oa(){Oa.b2PolygonContact.apply(this,arguments)}function ka(){ka.b2PositionSolverManifold.apply(this,\\narguments);this.constructor===ka&&this.b2PositionSolverManifold.apply(this,arguments)}function Pa(){Pa.b2BuoyancyController.apply(this,arguments)}function Qa(){Qa.b2ConstantAccelController.apply(this,arguments)}function Ra(){Ra.b2ConstantForceController.apply(this,arguments)}function Sa(){Sa.b2Controller.apply(this,arguments)}function Ta(){Ta.b2ControllerEdge.apply(this,arguments)}function Ua(){Ua.b2GravityController.apply(this,arguments)}function Va(){Va.b2TensorDampingController.apply(this,arguments)}\\nfunction la(){la.b2DistanceJoint.apply(this,arguments);this.constructor===la&&this.b2DistanceJoint.apply(this,arguments)}function ma(){ma.b2DistanceJointDef.apply(this,arguments);this.constructor===ma&&this.b2DistanceJointDef.apply(this,arguments)}function na(){na.b2FrictionJoint.apply(this,arguments);this.constructor===na&&this.b2FrictionJoint.apply(this,arguments)}function oa(){oa.b2FrictionJointDef.apply(this,arguments);this.constructor===oa&&this.b2FrictionJointDef.apply(this,arguments)}function pa(){pa.b2GearJoint.apply(this,\\narguments);this.constructor===pa&&this.b2GearJoint.apply(this,arguments)}function qa(){qa.b2GearJointDef.apply(this,arguments);this.constructor===qa&&this.b2GearJointDef.apply(this,arguments)}function Wa(){Wa.b2Jacobian.apply(this,arguments)}function ra(){ra.b2Joint.apply(this,arguments);this.constructor===ra&&this.b2Joint.apply(this,arguments)}function sa(){sa.b2JointDef.apply(this,arguments);this.constructor===sa&&this.b2JointDef.apply(this,arguments)}function Xa(){Xa.b2JointEdge.apply(this,arguments)}\\nfunction ta(){ta.b2LineJoint.apply(this,arguments);this.constructor===ta&&this.b2LineJoint.apply(this,arguments)}function ua(){ua.b2LineJointDef.apply(this,arguments);this.constructor===ua&&this.b2LineJointDef.apply(this,arguments)}function va(){va.b2MouseJoint.apply(this,arguments);this.constructor===va&&this.b2MouseJoint.apply(this,arguments)}function wa(){wa.b2MouseJointDef.apply(this,arguments);this.constructor===wa&&this.b2MouseJointDef.apply(this,arguments)}function xa(){xa.b2PrismaticJoint.apply(this,\\narguments);this.constructor===xa&&this.b2PrismaticJoint.apply(this,arguments)}function ya(){ya.b2PrismaticJointDef.apply(this,arguments);this.constructor===ya&&this.b2PrismaticJointDef.apply(this,arguments)}function za(){za.b2PulleyJoint.apply(this,arguments);this.constructor===za&&this.b2PulleyJoint.apply(this,arguments)}function Aa(){Aa.b2PulleyJointDef.apply(this,arguments);this.constructor===Aa&&this.b2PulleyJointDef.apply(this,arguments)}function Ba(){Ba.b2RevoluteJoint.apply(this,arguments);\\nthis.constructor===Ba&&this.b2RevoluteJoint.apply(this,arguments)}function Ca(){Ca.b2RevoluteJointDef.apply(this,arguments);this.constructor===Ca&&this.b2RevoluteJointDef.apply(this,arguments)}function Da(){Da.b2WeldJoint.apply(this,arguments);this.constructor===Da&&this.b2WeldJoint.apply(this,arguments)}function Ea(){Ea.b2WeldJointDef.apply(this,arguments);this.constructor===Ea&&this.b2WeldJointDef.apply(this,arguments)}Box2D.Collision.IBroadPhase=\\\\\\\"Box2D.Collision.IBroadPhase\\\\\\\";Box2D.Collision.b2AABB=\\nF;Box2D.Collision.b2Bound=G;Box2D.Collision.b2BoundValues=K;Box2D.Collision.b2Collision=y;Box2D.Collision.b2ContactID=w;Box2D.Collision.b2ContactPoint=A;Box2D.Collision.b2Distance=U;Box2D.Collision.b2DistanceInput=p;Box2D.Collision.b2DistanceOutput=B;Box2D.Collision.b2DistanceProxy=Q;Box2D.Collision.b2DynamicTree=V;Box2D.Collision.b2DynamicTreeBroadPhase=M;Box2D.Collision.b2DynamicTreeNode=L;Box2D.Collision.b2DynamicTreePair=I;Box2D.Collision.b2Manifold=W;Box2D.Collision.b2ManifoldPoint=Y;Box2D.Collision.b2Point=\\nk;Box2D.Collision.b2RayCastInput=z;Box2D.Collision.b2RayCastOutput=u;Box2D.Collision.b2Segment=D;Box2D.Collision.b2SeparationFunction=H;Box2D.Collision.b2Simplex=O;Box2D.Collision.b2SimplexCache=E;Box2D.Collision.b2SimplexVertex=R;Box2D.Collision.b2TimeOfImpact=N;Box2D.Collision.b2TOIInput=S;Box2D.Collision.b2WorldManifold=aa;Box2D.Collision.ClipVertex=Z;Box2D.Collision.Features=d;Box2D.Collision.Shapes.b2CircleShape=h;Box2D.Collision.Shapes.b2EdgeChainDef=l;Box2D.Collision.Shapes.b2EdgeShape=j;Box2D.Collision.Shapes.b2MassData=\\no;Box2D.Collision.Shapes.b2PolygonShape=q;Box2D.Collision.Shapes.b2Shape=n;Box2D.Common.b2internal=\\\\\\\"Box2D.Common.b2internal\\\\\\\";Box2D.Common.b2Color=a;Box2D.Common.b2Settings=c;Box2D.Common.Math.b2Mat22=g;Box2D.Common.Math.b2Mat33=b;Box2D.Common.Math.b2Math=e;Box2D.Common.Math.b2Sweep=f;Box2D.Common.Math.b2Transform=m;Box2D.Common.Math.b2Vec2=r;Box2D.Common.Math.b2Vec3=s;Box2D.Dynamics.b2Body=v;Box2D.Dynamics.b2BodyDef=t;Box2D.Dynamics.b2ContactFilter=x;Box2D.Dynamics.b2ContactImpulse=C;Box2D.Dynamics.b2ContactListener=\\nJ;Box2D.Dynamics.b2ContactManager=T;Box2D.Dynamics.b2DebugDraw=P;Box2D.Dynamics.b2DestructionListener=X;Box2D.Dynamics.b2FilterData=$;Box2D.Dynamics.b2Fixture=ba;Box2D.Dynamics.b2FixtureDef=ca;Box2D.Dynamics.b2Island=da;Box2D.Dynamics.b2TimeStep=Fa;Box2D.Dynamics.b2World=ea;Box2D.Dynamics.Contacts.b2CircleContact=Ga;Box2D.Dynamics.Contacts.b2Contact=fa;Box2D.Dynamics.Contacts.b2ContactConstraint=ga;Box2D.Dynamics.Contacts.b2ContactConstraintPoint=Ha;Box2D.Dynamics.Contacts.b2ContactEdge=Ia;Box2D.Dynamics.Contacts.b2ContactFactory=\\nha;Box2D.Dynamics.Contacts.b2ContactRegister=Ja;Box2D.Dynamics.Contacts.b2ContactResult=Ka;Box2D.Dynamics.Contacts.b2ContactSolver=ia;Box2D.Dynamics.Contacts.b2EdgeAndCircleContact=La;Box2D.Dynamics.Contacts.b2NullContact=ja;Box2D.Dynamics.Contacts.b2PolyAndCircleContact=Ma;Box2D.Dynamics.Contacts.b2PolyAndEdgeContact=Na;Box2D.Dynamics.Contacts.b2PolygonContact=Oa;Box2D.Dynamics.Contacts.b2PositionSolverManifold=ka;Box2D.Dynamics.Controllers.b2BuoyancyController=Pa;Box2D.Dynamics.Controllers.b2ConstantAccelController=\\nQa;Box2D.Dynamics.Controllers.b2ConstantForceController=Ra;Box2D.Dynamics.Controllers.b2Controller=Sa;Box2D.Dynamics.Controllers.b2ControllerEdge=Ta;Box2D.Dynamics.Controllers.b2GravityController=Ua;Box2D.Dynamics.Controllers.b2TensorDampingController=Va;Box2D.Dynamics.Joints.b2DistanceJoint=la;Box2D.Dynamics.Joints.b2DistanceJointDef=ma;Box2D.Dynamics.Joints.b2FrictionJoint=na;Box2D.Dynamics.Joints.b2FrictionJointDef=oa;Box2D.Dynamics.Joints.b2GearJoint=pa;Box2D.Dynamics.Joints.b2GearJointDef=qa;\\nBox2D.Dynamics.Joints.b2Jacobian=Wa;Box2D.Dynamics.Joints.b2Joint=ra;Box2D.Dynamics.Joints.b2JointDef=sa;Box2D.Dynamics.Joints.b2JointEdge=Xa;Box2D.Dynamics.Joints.b2LineJoint=ta;Box2D.Dynamics.Joints.b2LineJointDef=ua;Box2D.Dynamics.Joints.b2MouseJoint=va;Box2D.Dynamics.Joints.b2MouseJointDef=wa;Box2D.Dynamics.Joints.b2PrismaticJoint=xa;Box2D.Dynamics.Joints.b2PrismaticJointDef=ya;Box2D.Dynamics.Joints.b2PulleyJoint=za;Box2D.Dynamics.Joints.b2PulleyJointDef=Aa;Box2D.Dynamics.Joints.b2RevoluteJoint=\\nBa;Box2D.Dynamics.Joints.b2RevoluteJointDef=Ca;Box2D.Dynamics.Joints.b2WeldJoint=Da;Box2D.Dynamics.Joints.b2WeldJointDef=Ea})();Box2D.postDefs=[];\\n(function(){var F=Box2D.Collision.Shapes.b2CircleShape,G=Box2D.Collision.Shapes.b2PolygonShape,K=Box2D.Collision.Shapes.b2Shape,y=Box2D.Common.b2Settings,w=Box2D.Common.Math.b2Math,A=Box2D.Common.Math.b2Sweep,U=Box2D.Common.Math.b2Transform,p=Box2D.Common.Math.b2Vec2,B=Box2D.Collision.b2AABB,Q=Box2D.Collision.b2Bound,V=Box2D.Collision.b2BoundValues,M=Box2D.Collision.b2Collision,L=Box2D.Collision.b2ContactID,I=Box2D.Collision.b2ContactPoint,W=Box2D.Collision.b2Distance,Y=Box2D.Collision.b2DistanceInput,\\nk=Box2D.Collision.b2DistanceOutput,z=Box2D.Collision.b2DistanceProxy,u=Box2D.Collision.b2DynamicTree,D=Box2D.Collision.b2DynamicTreeBroadPhase,H=Box2D.Collision.b2DynamicTreeNode,O=Box2D.Collision.b2DynamicTreePair,E=Box2D.Collision.b2Manifold,R=Box2D.Collision.b2ManifoldPoint,N=Box2D.Collision.b2Point,S=Box2D.Collision.b2RayCastInput,aa=Box2D.Collision.b2RayCastOutput,Z=Box2D.Collision.b2Segment,d=Box2D.Collision.b2SeparationFunction,h=Box2D.Collision.b2Simplex,l=Box2D.Collision.b2SimplexCache,j=\\nBox2D.Collision.b2SimplexVertex,o=Box2D.Collision.b2TimeOfImpact,q=Box2D.Collision.b2TOIInput,n=Box2D.Collision.b2WorldManifold,a=Box2D.Collision.ClipVertex,c=Box2D.Collision.Features,g=Box2D.Collision.IBroadPhase;B.b2AABB=function(){this.lowerBound=new p;this.upperBound=new p};B.prototype.IsValid=function(){var b=this.upperBound.y-this.lowerBound.y;return b=(b=this.upperBound.x-this.lowerBound.x>=0&&b>=0)&&this.lowerBound.IsValid()&&this.upperBound.IsValid()};B.prototype.GetCenter=function(){return new p((this.lowerBound.x+\\nthis.upperBound.x)/2,(this.lowerBound.y+this.upperBound.y)/2)};B.prototype.GetExtents=function(){return new p((this.upperBound.x-this.lowerBound.x)/2,(this.upperBound.y-this.lowerBound.y)/2)};B.prototype.Contains=function(b){var e=true;return e=(e=(e=(e=e&&this.lowerBound.x<=b.lowerBound.x)&&this.lowerBound.y<=b.lowerBound.y)&&b.upperBound.x<=this.upperBound.x)&&b.upperBound.y<=this.upperBound.y};B.prototype.RayCast=function(b,e){var f=-Number.MAX_VALUE,m=Number.MAX_VALUE,r=e.p1.x,s=e.p1.y,v=e.p2.x-\\ne.p1.x,t=e.p2.y-e.p1.y,x=Math.abs(t),C=b.normal,J=0,T=0,P=J=0;P=0;if(Math.abs(v)<Number.MIN_VALUE){if(r<this.lowerBound.x||this.upperBound.x<r)return false}else{J=1/v;T=(this.lowerBound.x-r)*J;J=(this.upperBound.x-r)*J;P=-1;if(T>J){P=T;T=J;J=P;P=1}if(T>f){C.x=P;C.y=0;f=T}m=Math.min(m,J);if(f>m)return false}if(x<Number.MIN_VALUE){if(s<this.lowerBound.y||this.upperBound.y<s)return false}else{J=1/t;T=(this.lowerBound.y-s)*J;J=(this.upperBound.y-s)*J;P=-1;if(T>J){P=T;T=J;J=P;P=1}if(T>f){C.y=P;C.x=0;f=\\nT}m=Math.min(m,J);if(f>m)return false}b.fraction=f;return true};B.prototype.TestOverlap=function(b){var e=b.lowerBound.y-this.upperBound.y,f=this.lowerBound.y-b.upperBound.y;if(b.lowerBound.x-this.upperBound.x>0||e>0)return false;if(this.lowerBound.x-b.upperBound.x>0||f>0)return false;return true};B.Combine=function(b,e){var f=new B;f.Combine(b,e);return f};B.prototype.Combine=function(b,e){this.lowerBound.x=Math.min(b.lowerBound.x,e.lowerBound.x);this.lowerBound.y=Math.min(b.lowerBound.y,e.lowerBound.y);\\nthis.upperBound.x=Math.max(b.upperBound.x,e.upperBound.x);this.upperBound.y=Math.max(b.upperBound.y,e.upperBound.y)};Q.b2Bound=function(){};Q.prototype.IsLower=function(){return(this.value&1)==0};Q.prototype.IsUpper=function(){return(this.value&1)==1};Q.prototype.Swap=function(b){var e=this.value,f=this.proxy,m=this.stabbingCount;this.value=b.value;this.proxy=b.proxy;this.stabbingCount=b.stabbingCount;b.value=e;b.proxy=f;b.stabbingCount=m};V.b2BoundValues=function(){};V.prototype.b2BoundValues=function(){this.lowerValues=\\nnew Vector_a2j_Number;this.lowerValues[0]=0;this.lowerValues[1]=0;this.upperValues=new Vector_a2j_Number;this.upperValues[0]=0;this.upperValues[1]=0};M.b2Collision=function(){};M.ClipSegmentToLine=function(b,e,f,m){if(m===undefined)m=0;var r,s=0;r=e[0];var v=r.v;r=e[1];var t=r.v,x=f.x*v.x+f.y*v.y-m;r=f.x*t.x+f.y*t.y-m;x<=0&&b[s++].Set(e[0]);r<=0&&b[s++].Set(e[1]);if(x*r<0){f=x/(x-r);r=b[s];r=r.v;r.x=v.x+f*(t.x-v.x);r.y=v.y+f*(t.y-v.y);r=b[s];r.id=(x>0?e[0]:e[1]).id;++s}return s};M.EdgeSeparation=\\nfunction(b,e,f,m,r){if(f===undefined)f=0;parseInt(b.m_vertexCount);var s=b.m_vertices;b=b.m_normals;var v=parseInt(m.m_vertexCount),t=m.m_vertices,x,C;x=e.R;C=b[f];b=x.col1.x*C.x+x.col2.x*C.y;m=x.col1.y*C.x+x.col2.y*C.y;x=r.R;var J=x.col1.x*b+x.col1.y*m;x=x.col2.x*b+x.col2.y*m;for(var T=0,P=Number.MAX_VALUE,X=0;X<v;++X){C=t[X];C=C.x*J+C.y*x;if(C<P){P=C;T=X}}C=s[f];x=e.R;f=e.position.x+(x.col1.x*C.x+x.col2.x*C.y);e=e.position.y+(x.col1.y*C.x+x.col2.y*C.y);C=t[T];x=r.R;s=r.position.x+(x.col1.x*C.x+\\nx.col2.x*C.y);r=r.position.y+(x.col1.y*C.x+x.col2.y*C.y);s-=f;r-=e;return s*b+r*m};M.FindMaxSeparation=function(b,e,f,m,r){var s=parseInt(e.m_vertexCount),v=e.m_normals,t,x;x=r.R;t=m.m_centroid;var C=r.position.x+(x.col1.x*t.x+x.col2.x*t.y),J=r.position.y+(x.col1.y*t.x+x.col2.y*t.y);x=f.R;t=e.m_centroid;C-=f.position.x+(x.col1.x*t.x+x.col2.x*t.y);J-=f.position.y+(x.col1.y*t.x+x.col2.y*t.y);x=C*f.R.col1.x+J*f.R.col1.y;J=C*f.R.col2.x+J*f.R.col2.y;C=0;for(var T=-Number.MAX_VALUE,P=0;P<s;++P){t=v[P];\\nt=t.x*x+t.y*J;if(t>T){T=t;C=P}}v=M.EdgeSeparation(e,f,C,m,r);t=parseInt(C-1>=0?C-1:s-1);x=M.EdgeSeparation(e,f,t,m,r);J=parseInt(C+1<s?C+1:0);T=M.EdgeSeparation(e,f,J,m,r);var X=P=0,$=0;if(x>v&&x>T){$=-1;P=t;X=x}else if(T>v){$=1;P=J;X=T}else{b[0]=C;return v}for(;;){C=$==-1?P-1>=0?P-1:s-1:P+1<s?P+1:0;v=M.EdgeSeparation(e,f,C,m,r);if(v>X){P=C;X=v}else break}b[0]=P;return X};M.FindIncidentEdge=function(b,e,f,m,r,s){if(m===undefined)m=0;parseInt(e.m_vertexCount);var v=e.m_normals,t=parseInt(r.m_vertexCount);\\ne=r.m_vertices;r=r.m_normals;var x;x=f.R;f=v[m];v=x.col1.x*f.x+x.col2.x*f.y;var C=x.col1.y*f.x+x.col2.y*f.y;x=s.R;f=x.col1.x*v+x.col1.y*C;C=x.col2.x*v+x.col2.y*C;v=f;x=0;for(var J=Number.MAX_VALUE,T=0;T<t;++T){f=r[T];f=v*f.x+C*f.y;if(f<J){J=f;x=T}}r=parseInt(x);v=parseInt(r+1<t?r+1:0);t=b[0];f=e[r];x=s.R;t.v.x=s.position.x+(x.col1.x*f.x+x.col2.x*f.y);t.v.y=s.position.y+(x.col1.y*f.x+x.col2.y*f.y);t.id.features.referenceEdge=m;t.id.features.incidentEdge=r;t.id.features.incidentVertex=0;t=b[1];f=e[v];\\nx=s.R;t.v.x=s.position.x+(x.col1.x*f.x+x.col2.x*f.y);t.v.y=s.position.y+(x.col1.y*f.x+x.col2.y*f.y);t.id.features.referenceEdge=m;t.id.features.incidentEdge=v;t.id.features.incidentVertex=1};M.MakeClipPointVector=function(){var b=new Vector(2);b[0]=new a;b[1]=new a;return b};M.CollidePolygons=function(b,e,f,m,r){var s;b.m_pointCount=0;var v=e.m_radius+m.m_radius;s=0;M.s_edgeAO[0]=s;var t=M.FindMaxSeparation(M.s_edgeAO,e,f,m,r);s=M.s_edgeAO[0];if(!(t>v)){var x=0;M.s_edgeBO[0]=x;var C=M.FindMaxSeparation(M.s_edgeBO,\\nm,r,e,f);x=M.s_edgeBO[0];if(!(C>v)){var J=0,T=0;if(C>0.98*t+0.0010){t=m;m=e;e=r;f=f;J=x;b.m_type=E.e_faceB;T=1}else{t=e;m=m;e=f;f=r;J=s;b.m_type=E.e_faceA;T=0}s=M.s_incidentEdge;M.FindIncidentEdge(s,t,e,J,m,f);x=parseInt(t.m_vertexCount);r=t.m_vertices;t=r[J];var P;P=J+1<x?r[parseInt(J+1)]:r[0];J=M.s_localTangent;J.Set(P.x-t.x,P.y-t.y);J.Normalize();r=M.s_localNormal;r.x=J.y;r.y=-J.x;m=M.s_planePoint;m.Set(0.5*(t.x+P.x),0.5*(t.y+P.y));C=M.s_tangent;x=e.R;C.x=x.col1.x*J.x+x.col2.x*J.y;C.y=x.col1.y*\\nJ.x+x.col2.y*J.y;var X=M.s_tangent2;X.x=-C.x;X.y=-C.y;J=M.s_normal;J.x=C.y;J.y=-C.x;var $=M.s_v11,ba=M.s_v12;$.x=e.position.x+(x.col1.x*t.x+x.col2.x*t.y);$.y=e.position.y+(x.col1.y*t.x+x.col2.y*t.y);ba.x=e.position.x+(x.col1.x*P.x+x.col2.x*P.y);ba.y=e.position.y+(x.col1.y*P.x+x.col2.y*P.y);e=J.x*$.x+J.y*$.y;x=C.x*ba.x+C.y*ba.y+v;P=M.s_clipPoints1;t=M.s_clipPoints2;ba=0;ba=M.ClipSegmentToLine(P,s,X,-C.x*$.x-C.y*$.y+v);if(!(ba<2)){ba=M.ClipSegmentToLine(t,P,C,x);if(!(ba<2)){b.m_localPlaneNormal.SetV(r);\\nb.m_localPoint.SetV(m);for(m=r=0;m<y.b2_maxManifoldPoints;++m){s=t[m];if(J.x*s.v.x+J.y*s.v.y-e<=v){C=b.m_points[r];x=f.R;X=s.v.x-f.position.x;$=s.v.y-f.position.y;C.m_localPoint.x=X*x.col1.x+$*x.col1.y;C.m_localPoint.y=X*x.col2.x+$*x.col2.y;C.m_id.Set(s.id);C.m_id.features.flip=T;++r}}b.m_pointCount=r}}}}};M.CollideCircles=function(b,e,f,m,r){b.m_pointCount=0;var s,v;s=f.R;v=e.m_p;var t=f.position.x+(s.col1.x*v.x+s.col2.x*v.y);f=f.position.y+(s.col1.y*v.x+s.col2.y*v.y);s=r.R;v=m.m_p;t=r.position.x+\\n(s.col1.x*v.x+s.col2.x*v.y)-t;r=r.position.y+(s.col1.y*v.x+s.col2.y*v.y)-f;s=e.m_radius+m.m_radius;if(!(t*t+r*r>s*s)){b.m_type=E.e_circles;b.m_localPoint.SetV(e.m_p);b.m_localPlaneNormal.SetZero();b.m_pointCount=1;b.m_points[0].m_localPoint.SetV(m.m_p);b.m_points[0].m_id.key=0}};M.CollidePolygonAndCircle=function(b,e,f,m,r){var s=b.m_pointCount=0,v=0,t,x;x=r.R;t=m.m_p;var C=r.position.y+(x.col1.y*t.x+x.col2.y*t.y);s=r.position.x+(x.col1.x*t.x+x.col2.x*t.y)-f.position.x;v=C-f.position.y;x=f.R;f=s*\\nx.col1.x+v*x.col1.y;x=s*x.col2.x+v*x.col2.y;var J=0;C=-Number.MAX_VALUE;r=e.m_radius+m.m_radius;var T=parseInt(e.m_vertexCount),P=e.m_vertices;e=e.m_normals;for(var X=0;X<T;++X){t=P[X];s=f-t.x;v=x-t.y;t=e[X];s=t.x*s+t.y*v;if(s>r)return;if(s>C){C=s;J=X}}s=parseInt(J);v=parseInt(s+1<T?s+1:0);t=P[s];P=P[v];if(C<Number.MIN_VALUE){b.m_pointCount=1;b.m_type=E.e_faceA;b.m_localPlaneNormal.SetV(e[J]);b.m_localPoint.x=0.5*(t.x+P.x);b.m_localPoint.y=0.5*(t.y+P.y)}else{C=(f-P.x)*(t.x-P.x)+(x-P.y)*(t.y-P.y);\\nif((f-t.x)*(P.x-t.x)+(x-t.y)*(P.y-t.y)<=0){if((f-t.x)*(f-t.x)+(x-t.y)*(x-t.y)>r*r)return;b.m_pointCount=1;b.m_type=E.e_faceA;b.m_localPlaneNormal.x=f-t.x;b.m_localPlaneNormal.y=x-t.y;b.m_localPlaneNormal.Normalize();b.m_localPoint.SetV(t)}else if(C<=0){if((f-P.x)*(f-P.x)+(x-P.y)*(x-P.y)>r*r)return;b.m_pointCount=1;b.m_type=E.e_faceA;b.m_localPlaneNormal.x=f-P.x;b.m_localPlaneNormal.y=x-P.y;b.m_localPlaneNormal.Normalize();b.m_localPoint.SetV(P)}else{J=0.5*(t.x+P.x);t=0.5*(t.y+P.y);C=(f-J)*e[s].x+\\n(x-t)*e[s].y;if(C>r)return;b.m_pointCount=1;b.m_type=E.e_faceA;b.m_localPlaneNormal.x=e[s].x;b.m_localPlaneNormal.y=e[s].y;b.m_localPlaneNormal.Normalize();b.m_localPoint.Set(J,t)}}b.m_points[0].m_localPoint.SetV(m.m_p);b.m_points[0].m_id.key=0};M.TestOverlap=function(b,e){var f=e.lowerBound,m=b.upperBound,r=f.x-m.x,s=f.y-m.y;f=b.lowerBound;m=e.upperBound;var v=f.y-m.y;if(r>0||s>0)return false;if(f.x-m.x>0||v>0)return false;return true};Box2D.postDefs.push(function(){Box2D.Collision.b2Collision.s_incidentEdge=\\nM.MakeClipPointVector();Box2D.Collision.b2Collision.s_clipPoints1=M.MakeClipPointVector();Box2D.Collision.b2Collision.s_clipPoints2=M.MakeClipPointVector();Box2D.Collision.b2Collision.s_edgeAO=new Vector_a2j_Number(1);Box2D.Collision.b2Collision.s_edgeBO=new Vector_a2j_Number(1);Box2D.Collision.b2Collision.s_localTangent=new p;Box2D.Collision.b2Collision.s_localNormal=new p;Box2D.Collision.b2Collision.s_planePoint=new p;Box2D.Collision.b2Collision.s_normal=new p;Box2D.Collision.b2Collision.s_tangent=\\nnew p;Box2D.Collision.b2Collision.s_tangent2=new p;Box2D.Collision.b2Collision.s_v11=new p;Box2D.Collision.b2Collision.s_v12=new p;Box2D.Collision.b2Collision.b2CollidePolyTempVec=new p;Box2D.Collision.b2Collision.b2_nullFeature=255});L.b2ContactID=function(){this.features=new c};L.prototype.b2ContactID=function(){this.features._m_id=this};L.prototype.Set=function(b){this.key=b._key};L.prototype.Copy=function(){var b=new L;b.key=this.key;return b};Object.defineProperty(L.prototype,\\\\\\\"key\\\\\\\",{enumerable:false,\\nconfigurable:true,get:function(){return this._key}});Object.defineProperty(L.prototype,\\\\\\\"key\\\\\\\",{enumerable:false,configurable:true,set:function(b){if(b===undefined)b=0;this._key=b;this.features._referenceEdge=this._key&255;this.features._incidentEdge=(this._key&65280)>>8&255;this.features._incidentVertex=(this._key&16711680)>>16&255;this.features._flip=(this._key&4278190080)>>24&255}});I.b2ContactPoint=function(){this.position=new p;this.velocity=new p;this.normal=new p;this.id=new L};W.b2Distance=\\nfunction(){};W.Distance=function(b,e,f){++W.b2_gjkCalls;var m=f.proxyA,r=f.proxyB,s=f.transformA,v=f.transformB,t=W.s_simplex;t.ReadCache(e,m,s,r,v);var x=t.m_vertices,C=W.s_saveA,J=W.s_saveB,T=0;t.GetClosestPoint().LengthSquared();for(var P=0,X,$=0;$<20;){T=t.m_count;for(P=0;P<T;P++){C[P]=x[P].indexA;J[P]=x[P].indexB}switch(t.m_count){case 1:break;case 2:t.Solve2();break;case 3:t.Solve3();break;default:y.b2Assert(false)}if(t.m_count==3)break;X=t.GetClosestPoint();X.LengthSquared();P=t.GetSearchDirection();\\nif(P.LengthSquared()<Number.MIN_VALUE*Number.MIN_VALUE)break;X=x[t.m_count];X.indexA=m.GetSupport(w.MulTMV(s.R,P.GetNegative()));X.wA=w.MulX(s,m.GetVertex(X.indexA));X.indexB=r.GetSupport(w.MulTMV(v.R,P));X.wB=w.MulX(v,r.GetVertex(X.indexB));X.w=w.SubtractVV(X.wB,X.wA);++$;++W.b2_gjkIters;var ba=false;for(P=0;P<T;P++)if(X.indexA==C[P]&&X.indexB==J[P]){ba=true;break}if(ba)break;++t.m_count}W.b2_gjkMaxIters=w.Max(W.b2_gjkMaxIters,$);t.GetWitnessPoints(b.pointA,b.pointB);b.distance=w.SubtractVV(b.pointA,\\nb.pointB).Length();b.iterations=$;t.WriteCache(e);if(f.useRadii){e=m.m_radius;r=r.m_radius;if(b.distance>e+r&&b.distance>Number.MIN_VALUE){b.distance-=e+r;f=w.SubtractVV(b.pointB,b.pointA);f.Normalize();b.pointA.x+=e*f.x;b.pointA.y+=e*f.y;b.pointB.x-=r*f.x;b.pointB.y-=r*f.y}else{X=new p;X.x=0.5*(b.pointA.x+b.pointB.x);X.y=0.5*(b.pointA.y+b.pointB.y);b.pointA.x=b.pointB.x=X.x;b.pointA.y=b.pointB.y=X.y;b.distance=0}}};Box2D.postDefs.push(function(){Box2D.Collision.b2Distance.s_simplex=new h;Box2D.Collision.b2Distance.s_saveA=\\nnew Vector_a2j_Number(3);Box2D.Collision.b2Distance.s_saveB=new Vector_a2j_Number(3)});Y.b2DistanceInput=function(){};k.b2DistanceOutput=function(){this.pointA=new p;this.pointB=new p};z.b2DistanceProxy=function(){};z.prototype.Set=function(b){switch(b.GetType()){case K.e_circleShape:b=b instanceof F?b:null;this.m_vertices=new Vector(1,true);this.m_vertices[0]=b.m_p;this.m_count=1;this.m_radius=b.m_radius;break;case K.e_polygonShape:b=b instanceof G?b:null;this.m_vertices=b.m_vertices;this.m_count=\\nb.m_vertexCount;this.m_radius=b.m_radius;break;default:y.b2Assert(false)}};z.prototype.GetSupport=function(b){for(var e=0,f=this.m_vertices[0].x*b.x+this.m_vertices[0].y*b.y,m=1;m<this.m_count;++m){var r=this.m_vertices[m].x*b.x+this.m_vertices[m].y*b.y;if(r>f){e=m;f=r}}return e};z.prototype.GetSupportVertex=function(b){for(var e=0,f=this.m_vertices[0].x*b.x+this.m_vertices[0].y*b.y,m=1;m<this.m_count;++m){var r=this.m_vertices[m].x*b.x+this.m_vertices[m].y*b.y;if(r>f){e=m;f=r}}return this.m_vertices[e]};\\nz.prototype.GetVertexCount=function(){return this.m_count};z.prototype.GetVertex=function(b){if(b===undefined)b=0;y.b2Assert(0<=b&&b<this.m_count);return this.m_vertices[b]};u.b2DynamicTree=function(){};u.prototype.b2DynamicTree=function(){this.m_freeList=this.m_root=null;this.m_insertionCount=this.m_path=0};u.prototype.CreateProxy=function(b,e){var f=this.AllocateNode(),m=y.b2_aabbExtension,r=y.b2_aabbExtension;f.aabb.lowerBound.x=b.lowerBound.x-m;f.aabb.lowerBound.y=b.lowerBound.y-r;f.aabb.upperBound.x=\\nb.upperBound.x+m;f.aabb.upperBound.y=b.upperBound.y+r;f.userData=e;this.InsertLeaf(f);return f};u.prototype.DestroyProxy=function(b){this.RemoveLeaf(b);this.FreeNode(b)};u.prototype.MoveProxy=function(b,e,f){y.b2Assert(b.IsLeaf());if(b.aabb.Contains(e))return false;this.RemoveLeaf(b);var m=y.b2_aabbExtension+y.b2_aabbMultiplier*(f.x>0?f.x:-f.x);f=y.b2_aabbExtension+y.b2_aabbMultiplier*(f.y>0?f.y:-f.y);b.aabb.lowerBound.x=e.lowerBound.x-m;b.aabb.lowerBound.y=e.lowerBound.y-f;b.aabb.upperBound.x=e.upperBound.x+\\nm;b.aabb.upperBound.y=e.upperBound.y+f;this.InsertLeaf(b);return true};u.prototype.Rebalance=function(b){if(b===undefined)b=0;if(this.m_root!=null)for(var e=0;e<b;e++){for(var f=this.m_root,m=0;f.IsLeaf()==false;){f=this.m_path>>m&1?f.child2:f.child1;m=m+1&31}++this.m_path;this.RemoveLeaf(f);this.InsertLeaf(f)}};u.prototype.GetFatAABB=function(b){return b.aabb};u.prototype.GetUserData=function(b){return b.userData};u.prototype.Query=function(b,e){if(this.m_root!=null){var f=new Vector,m=0;for(f[m++]=\\nthis.m_root;m>0;){var r=f[--m];if(r.aabb.TestOverlap(e))if(r.IsLeaf()){if(!b(r))break}else{f[m++]=r.child1;f[m++]=r.child2}}}};u.prototype.RayCast=function(b,e){if(this.m_root!=null){var f=e.p1,m=e.p2,r=w.SubtractVV(f,m);r.Normalize();r=w.CrossFV(1,r);var s=w.AbsV(r),v=e.maxFraction,t=new B,x=0,C=0;x=f.x+v*(m.x-f.x);C=f.y+v*(m.y-f.y);t.lowerBound.x=Math.min(f.x,x);t.lowerBound.y=Math.min(f.y,C);t.upperBound.x=Math.max(f.x,x);t.upperBound.y=Math.max(f.y,C);var J=new Vector,T=0;for(J[T++]=this.m_root;T>\\n0;){v=J[--T];if(v.aabb.TestOverlap(t)!=false){x=v.aabb.GetCenter();C=v.aabb.GetExtents();if(!(Math.abs(r.x*(f.x-x.x)+r.y*(f.y-x.y))-s.x*C.x-s.y*C.y>0))if(v.IsLeaf()){x=new S;x.p1=e.p1;x.p2=e.p2;x.maxFraction=e.maxFraction;v=b(x,v);if(v==0)break;if(v>0){x=f.x+v*(m.x-f.x);C=f.y+v*(m.y-f.y);t.lowerBound.x=Math.min(f.x,x);t.lowerBound.y=Math.min(f.y,C);t.upperBound.x=Math.max(f.x,x);t.upperBound.y=Math.max(f.y,C)}}else{J[T++]=v.child1;J[T++]=v.child2}}}}};u.prototype.AllocateNode=function(){if(this.m_freeList){var b=\\nthis.m_freeList;this.m_freeList=b.parent;b.parent=null;b.child1=null;b.child2=null;return b}return new H};u.prototype.FreeNode=function(b){b.parent=this.m_freeList;this.m_freeList=b};u.prototype.InsertLeaf=function(b){++this.m_insertionCount;if(this.m_root==null){this.m_root=b;this.m_root.parent=null}else{var e=b.aabb.GetCenter(),f=this.m_root;if(f.IsLeaf()==false){do{var m=f.child1;f=f.child2;f=Math.abs((m.aabb.lowerBound.x+m.aabb.upperBound.x)/2-e.x)+Math.abs((m.aabb.lowerBound.y+m.aabb.upperBound.y)/\\n2-e.y)<Math.abs((f.aabb.lowerBound.x+f.aabb.upperBound.x)/2-e.x)+Math.abs((f.aabb.lowerBound.y+f.aabb.upperBound.y)/2-e.y)?m:f}while(f.IsLeaf()==false)}e=f.parent;m=this.AllocateNode();m.parent=e;m.userData=null;m.aabb.Combine(b.aabb,f.aabb);if(e){if(f.parent.child1==f)e.child1=m;else e.child2=m;m.child1=f;m.child2=b;f.parent=m;b.parent=m;do{if(e.aabb.Contains(m.aabb))break;e.aabb.Combine(e.child1.aabb,e.child2.aabb);m=e;e=e.parent}while(e)}else{m.child1=f;m.child2=b;f.parent=m;this.m_root=b.parent=\\nm}}};u.prototype.RemoveLeaf=function(b){if(b==this.m_root)this.m_root=null;else{var e=b.parent,f=e.parent;b=e.child1==b?e.child2:e.child1;if(f){if(f.child1==e)f.child1=b;else f.child2=b;b.parent=f;for(this.FreeNode(e);f;){e=f.aabb;f.aabb=B.Combine(f.child1.aabb,f.child2.aabb);if(e.Contains(f.aabb))break;f=f.parent}}else{this.m_root=b;b.parent=null;this.FreeNode(e)}}};D.b2DynamicTreeBroadPhase=function(){this.m_tree=new u;this.m_moveBuffer=new Vector;this.m_pairBuffer=new Vector;this.m_pairCount=0};\\nD.prototype.CreateProxy=function(b,e){var f=this.m_tree.CreateProxy(b,e);++this.m_proxyCount;this.BufferMove(f);return f};D.prototype.DestroyProxy=function(b){this.UnBufferMove(b);--this.m_proxyCount;this.m_tree.DestroyProxy(b)};D.prototype.MoveProxy=function(b,e,f){this.m_tree.MoveProxy(b,e,f)&&this.BufferMove(b)};D.prototype.TestOverlap=function(b,e){var f=this.m_tree.GetFatAABB(b),m=this.m_tree.GetFatAABB(e);return f.TestOverlap(m)};D.prototype.GetUserData=function(b){return this.m_tree.GetUserData(b)};\\nD.prototype.GetFatAABB=function(b){return this.m_tree.GetFatAABB(b)};D.prototype.GetProxyCount=function(){return this.m_proxyCount};D.prototype.UpdatePairs=function(b){var e=this;var f=e.m_pairCount=0,m;for(f=0;f<e.m_moveBuffer.length;++f){m=e.m_moveBuffer[f];var r=e.m_tree.GetFatAABB(m);e.m_tree.Query(function(t){if(t==m)return true;if(e.m_pairCount==e.m_pairBuffer.length)e.m_pairBuffer[e.m_pairCount]=new O;var x=e.m_pairBuffer[e.m_pairCount];x.proxyA=t<m?t:m;x.proxyB=t>=m?t:m;++e.m_pairCount;return true},\\nr)}for(f=e.m_moveBuffer.length=0;f<e.m_pairCount;){r=e.m_pairBuffer[f];var s=e.m_tree.GetUserData(r.proxyA),v=e.m_tree.GetUserData(r.proxyB);b(s,v);for(++f;f<e.m_pairCount;){s=e.m_pairBuffer[f];if(s.proxyA!=r.proxyA||s.proxyB!=r.proxyB)break;++f}}};D.prototype.Query=function(b,e){this.m_tree.Query(b,e)};D.prototype.RayCast=function(b,e){this.m_tree.RayCast(b,e)};D.prototype.Validate=function(){};D.prototype.Rebalance=function(b){if(b===undefined)b=0;this.m_tree.Rebalance(b)};D.prototype.BufferMove=\\nfunction(b){this.m_moveBuffer[this.m_moveBuffer.length]=b};D.prototype.UnBufferMove=function(b){this.m_moveBuffer.splice(parseInt(this.m_moveBuffer.indexOf(b)),1)};D.prototype.ComparePairs=function(){return 0};D.__implements={};D.__implements[g]=true;H.b2DynamicTreeNode=function(){this.aabb=new B};H.prototype.IsLeaf=function(){return this.child1==null};O.b2DynamicTreePair=function(){};E.b2Manifold=function(){this.m_pointCount=0};E.prototype.b2Manifold=function(){this.m_points=new Vector(y.b2_maxManifoldPoints);\\nfor(var b=0;b<y.b2_maxManifoldPoints;b++)this.m_points[b]=new R;this.m_localPlaneNormal=new p;this.m_localPoint=new p};E.prototype.Reset=function(){for(var b=0;b<y.b2_maxManifoldPoints;b++)(this.m_points[b]instanceof R?this.m_points[b]:null).Reset();this.m_localPlaneNormal.SetZero();this.m_localPoint.SetZero();this.m_pointCount=this.m_type=0};E.prototype.Set=function(b){this.m_pointCount=b.m_pointCount;for(var e=0;e<y.b2_maxManifoldPoints;e++)(this.m_points[e]instanceof R?this.m_points[e]:null).Set(b.m_points[e]);\\nthis.m_localPlaneNormal.SetV(b.m_localPlaneNormal);this.m_localPoint.SetV(b.m_localPoint);this.m_type=b.m_type};E.prototype.Copy=function(){var b=new E;b.Set(this);return b};Box2D.postDefs.push(function(){Box2D.Collision.b2Manifold.e_circles=1;Box2D.Collision.b2Manifold.e_faceA=2;Box2D.Collision.b2Manifold.e_faceB=4});R.b2ManifoldPoint=function(){this.m_localPoint=new p;this.m_id=new L};R.prototype.b2ManifoldPoint=function(){this.Reset()};R.prototype.Reset=function(){this.m_localPoint.SetZero();this.m_tangentImpulse=\\nthis.m_normalImpulse=0;this.m_id.key=0};R.prototype.Set=function(b){this.m_localPoint.SetV(b.m_localPoint);this.m_normalImpulse=b.m_normalImpulse;this.m_tangentImpulse=b.m_tangentImpulse;this.m_id.Set(b.m_id)};N.b2Point=function(){this.p=new p};N.prototype.Support=function(){return this.p};N.prototype.GetFirstVertex=function(){return this.p};S.b2RayCastInput=function(){this.p1=new p;this.p2=new p};S.prototype.b2RayCastInput=function(b,e,f){if(b===undefined)b=null;if(e===undefined)e=null;if(f===undefined)f=\\n1;b&&this.p1.SetV(b);e&&this.p2.SetV(e);this.maxFraction=f};aa.b2RayCastOutput=function(){this.normal=new p};Z.b2Segment=function(){this.p1=new p;this.p2=new p};Z.prototype.TestSegment=function(b,e,f,m){if(m===undefined)m=0;var r=f.p1,s=f.p2.x-r.x,v=f.p2.y-r.y;f=this.p2.y-this.p1.y;var t=-(this.p2.x-this.p1.x),x=100*Number.MIN_VALUE,C=-(s*f+v*t);if(C>x){var J=r.x-this.p1.x,T=r.y-this.p1.y;r=J*f+T*t;if(0<=r&&r<=m*C){m=-s*T+v*J;if(-x*C<=m&&m<=C*(1+x)){r/=C;m=Math.sqrt(f*f+t*t);f/=m;t/=m;b[0]=r;e.Set(f,\\nt);return true}}}return false};Z.prototype.Extend=function(b){this.ExtendForward(b);this.ExtendBackward(b)};Z.prototype.ExtendForward=function(b){var e=this.p2.x-this.p1.x,f=this.p2.y-this.p1.y;b=Math.min(e>0?(b.upperBound.x-this.p1.x)/e:e<0?(b.lowerBound.x-this.p1.x)/e:Number.POSITIVE_INFINITY,f>0?(b.upperBound.y-this.p1.y)/f:f<0?(b.lowerBound.y-this.p1.y)/f:Number.POSITIVE_INFINITY);this.p2.x=this.p1.x+e*b;this.p2.y=this.p1.y+f*b};Z.prototype.ExtendBackward=function(b){var e=-this.p2.x+this.p1.x,\\nf=-this.p2.y+this.p1.y;b=Math.min(e>0?(b.upperBound.x-this.p2.x)/e:e<0?(b.lowerBound.x-this.p2.x)/e:Number.POSITIVE_INFINITY,f>0?(b.upperBound.y-this.p2.y)/f:f<0?(b.lowerBound.y-this.p2.y)/f:Number.POSITIVE_INFINITY);this.p1.x=this.p2.x+e*b;this.p1.y=this.p2.y+f*b};d.b2SeparationFunction=function(){this.m_localPoint=new p;this.m_axis=new p};d.prototype.Initialize=function(b,e,f,m,r){this.m_proxyA=e;this.m_proxyB=m;var s=parseInt(b.count);y.b2Assert(0<s&&s<3);var v,t,x,C,J=C=x=m=e=0,T=0;J=0;if(s==\\n1){this.m_type=d.e_points;v=this.m_proxyA.GetVertex(b.indexA[0]);t=this.m_proxyB.GetVertex(b.indexB[0]);s=v;b=f.R;e=f.position.x+(b.col1.x*s.x+b.col2.x*s.y);m=f.position.y+(b.col1.y*s.x+b.col2.y*s.y);s=t;b=r.R;x=r.position.x+(b.col1.x*s.x+b.col2.x*s.y);C=r.position.y+(b.col1.y*s.x+b.col2.y*s.y);this.m_axis.x=x-e;this.m_axis.y=C-m;this.m_axis.Normalize()}else{if(b.indexB[0]==b.indexB[1]){this.m_type=d.e_faceA;e=this.m_proxyA.GetVertex(b.indexA[0]);m=this.m_proxyA.GetVertex(b.indexA[1]);t=this.m_proxyB.GetVertex(b.indexB[0]);\\nthis.m_localPoint.x=0.5*(e.x+m.x);this.m_localPoint.y=0.5*(e.y+m.y);this.m_axis=w.CrossVF(w.SubtractVV(m,e),1);this.m_axis.Normalize();s=this.m_axis;b=f.R;J=b.col1.x*s.x+b.col2.x*s.y;T=b.col1.y*s.x+b.col2.y*s.y;s=this.m_localPoint;b=f.R;e=f.position.x+(b.col1.x*s.x+b.col2.x*s.y);m=f.position.y+(b.col1.y*s.x+b.col2.y*s.y);s=t;b=r.R;x=r.position.x+(b.col1.x*s.x+b.col2.x*s.y);C=r.position.y+(b.col1.y*s.x+b.col2.y*s.y);J=(x-e)*J+(C-m)*T}else if(b.indexA[0]==b.indexA[0]){this.m_type=d.e_faceB;x=this.m_proxyB.GetVertex(b.indexB[0]);\\nC=this.m_proxyB.GetVertex(b.indexB[1]);v=this.m_proxyA.GetVertex(b.indexA[0]);this.m_localPoint.x=0.5*(x.x+C.x);this.m_localPoint.y=0.5*(x.y+C.y);this.m_axis=w.CrossVF(w.SubtractVV(C,x),1);this.m_axis.Normalize();s=this.m_axis;b=r.R;J=b.col1.x*s.x+b.col2.x*s.y;T=b.col1.y*s.x+b.col2.y*s.y;s=this.m_localPoint;b=r.R;x=r.position.x+(b.col1.x*s.x+b.col2.x*s.y);C=r.position.y+(b.col1.y*s.x+b.col2.y*s.y);s=v;b=f.R;e=f.position.x+(b.col1.x*s.x+b.col2.x*s.y);m=f.position.y+(b.col1.y*s.x+b.col2.y*s.y);J=(e-\\nx)*J+(m-C)*T}else{e=this.m_proxyA.GetVertex(b.indexA[0]);m=this.m_proxyA.GetVertex(b.indexA[1]);x=this.m_proxyB.GetVertex(b.indexB[0]);C=this.m_proxyB.GetVertex(b.indexB[1]);w.MulX(f,v);v=w.MulMV(f.R,w.SubtractVV(m,e));w.MulX(r,t);J=w.MulMV(r.R,w.SubtractVV(C,x));r=v.x*v.x+v.y*v.y;t=J.x*J.x+J.y*J.y;b=w.SubtractVV(J,v);f=v.x*b.x+v.y*b.y;b=J.x*b.x+J.y*b.y;v=v.x*J.x+v.y*J.y;T=r*t-v*v;J=0;if(T!=0)J=w.Clamp((v*b-f*t)/T,0,1);if((v*J+b)/t<0)J=w.Clamp((v-f)/r,0,1);v=new p;v.x=e.x+J*(m.x-e.x);v.y=e.y+J*(m.y-\\ne.y);t=new p;t.x=x.x+J*(C.x-x.x);t.y=x.y+J*(C.y-x.y);if(J==0||J==1){this.m_type=d.e_faceB;this.m_axis=w.CrossVF(w.SubtractVV(C,x),1);this.m_axis.Normalize();this.m_localPoint=t}else{this.m_type=d.e_faceA;this.m_axis=w.CrossVF(w.SubtractVV(m,e),1);this.m_localPoint=v}}J<0&&this.m_axis.NegativeSelf()}};d.prototype.Evaluate=function(b,e){var f,m,r=0;switch(this.m_type){case d.e_points:f=w.MulTMV(b.R,this.m_axis);m=w.MulTMV(e.R,this.m_axis.GetNegative());f=this.m_proxyA.GetSupportVertex(f);m=this.m_proxyB.GetSupportVertex(m);\\nf=w.MulX(b,f);m=w.MulX(e,m);return r=(m.x-f.x)*this.m_axis.x+(m.y-f.y)*this.m_axis.y;case d.e_faceA:r=w.MulMV(b.R,this.m_axis);f=w.MulX(b,this.m_localPoint);m=w.MulTMV(e.R,r.GetNegative());m=this.m_proxyB.GetSupportVertex(m);m=w.MulX(e,m);return r=(m.x-f.x)*r.x+(m.y-f.y)*r.y;case d.e_faceB:r=w.MulMV(e.R,this.m_axis);m=w.MulX(e,this.m_localPoint);f=w.MulTMV(b.R,r.GetNegative());f=this.m_proxyA.GetSupportVertex(f);f=w.MulX(b,f);return r=(f.x-m.x)*r.x+(f.y-m.y)*r.y;default:y.b2Assert(false);return 0}};\\nBox2D.postDefs.push(function(){Box2D.Collision.b2SeparationFunction.e_points=1;Box2D.Collision.b2SeparationFunction.e_faceA=2;Box2D.Collision.b2SeparationFunction.e_faceB=4});h.b2Simplex=function(){this.m_v1=new j;this.m_v2=new j;this.m_v3=new j;this.m_vertices=new Vector(3)};h.prototype.b2Simplex=function(){this.m_vertices[0]=this.m_v1;this.m_vertices[1]=this.m_v2;this.m_vertices[2]=this.m_v3};h.prototype.ReadCache=function(b,e,f,m,r){y.b2Assert(0<=b.count&&b.count<=3);var s,v;this.m_count=b.count;\\nfor(var t=this.m_vertices,x=0;x<this.m_count;x++){var C=t[x];C.indexA=b.indexA[x];C.indexB=b.indexB[x];s=e.GetVertex(C.indexA);v=m.GetVertex(C.indexB);C.wA=w.MulX(f,s);C.wB=w.MulX(r,v);C.w=w.SubtractVV(C.wB,C.wA);C.a=0}if(this.m_count>1){b=b.metric;s=this.GetMetric();if(s<0.5*b||2*b<s||s<Number.MIN_VALUE)this.m_count=0}if(this.m_count==0){C=t[0];C.indexA=0;C.indexB=0;s=e.GetVertex(0);v=m.GetVertex(0);C.wA=w.MulX(f,s);C.wB=w.MulX(r,v);C.w=w.SubtractVV(C.wB,C.wA);this.m_count=1}};h.prototype.WriteCache=\\nfunction(b){b.metric=this.GetMetric();b.count=Box2D.parseUInt(this.m_count);for(var e=this.m_vertices,f=0;f<this.m_count;f++){b.indexA[f]=Box2D.parseUInt(e[f].indexA);b.indexB[f]=Box2D.parseUInt(e[f].indexB)}};h.prototype.GetSearchDirection=function(){switch(this.m_count){case 1:return this.m_v1.w.GetNegative();case 2:var b=w.SubtractVV(this.m_v2.w,this.m_v1.w);return w.CrossVV(b,this.m_v1.w.GetNegative())>0?w.CrossFV(1,b):w.CrossVF(b,1);default:y.b2Assert(false);return new p}};h.prototype.GetClosestPoint=\\nfunction(){switch(this.m_count){case 0:y.b2Assert(false);return new p;case 1:return this.m_v1.w;case 2:return new p(this.m_v1.a*this.m_v1.w.x+this.m_v2.a*this.m_v2.w.x,this.m_v1.a*this.m_v1.w.y+this.m_v2.a*this.m_v2.w.y);default:y.b2Assert(false);return new p}};h.prototype.GetWitnessPoints=function(b,e){switch(this.m_count){case 0:y.b2Assert(false);break;case 1:b.SetV(this.m_v1.wA);e.SetV(this.m_v1.wB);break;case 2:b.x=this.m_v1.a*this.m_v1.wA.x+this.m_v2.a*this.m_v2.wA.x;b.y=this.m_v1.a*this.m_v1.wA.y+\\nthis.m_v2.a*this.m_v2.wA.y;e.x=this.m_v1.a*this.m_v1.wB.x+this.m_v2.a*this.m_v2.wB.x;e.y=this.m_v1.a*this.m_v1.wB.y+this.m_v2.a*this.m_v2.wB.y;break;case 3:e.x=b.x=this.m_v1.a*this.m_v1.wA.x+this.m_v2.a*this.m_v2.wA.x+this.m_v3.a*this.m_v3.wA.x;e.y=b.y=this.m_v1.a*this.m_v1.wA.y+this.m_v2.a*this.m_v2.wA.y+this.m_v3.a*this.m_v3.wA.y;break;default:y.b2Assert(false)}};h.prototype.GetMetric=function(){switch(this.m_count){case 0:y.b2Assert(false);return 0;case 1:return 0;case 2:return w.SubtractVV(this.m_v1.w,\\nthis.m_v2.w).Length();case 3:return w.CrossVV(w.SubtractVV(this.m_v2.w,this.m_v1.w),w.SubtractVV(this.m_v3.w,this.m_v1.w));default:y.b2Assert(false);return 0}};h.prototype.Solve2=function(){var b=this.m_v1.w,e=this.m_v2.w,f=w.SubtractVV(e,b);b=-(b.x*f.x+b.y*f.y);if(b<=0)this.m_count=this.m_v1.a=1;else{e=e.x*f.x+e.y*f.y;if(e<=0){this.m_count=this.m_v2.a=1;this.m_v1.Set(this.m_v2)}else{f=1/(e+b);this.m_v1.a=e*f;this.m_v2.a=b*f;this.m_count=2}}};h.prototype.Solve3=function(){var b=this.m_v1.w,e=this.m_v2.w,\\nf=this.m_v3.w,m=w.SubtractVV(e,b),r=w.Dot(b,m),s=w.Dot(e,m);r=-r;var v=w.SubtractVV(f,b),t=w.Dot(b,v),x=w.Dot(f,v);t=-t;var C=w.SubtractVV(f,e),J=w.Dot(e,C);C=w.Dot(f,C);J=-J;v=w.CrossVV(m,v);m=v*w.CrossVV(e,f);f=v*w.CrossVV(f,b);b=v*w.CrossVV(b,e);if(r<=0&&t<=0)this.m_count=this.m_v1.a=1;else if(s>0&&r>0&&b<=0){x=1/(s+r);this.m_v1.a=s*x;this.m_v2.a=r*x;this.m_count=2}else if(x>0&&t>0&&f<=0){s=1/(x+t);this.m_v1.a=x*s;this.m_v3.a=t*s;this.m_count=2;this.m_v2.Set(this.m_v3)}else if(s<=0&&J<=0){this.m_count=\\nthis.m_v2.a=1;this.m_v1.Set(this.m_v2)}else if(x<=0&&C<=0){this.m_count=this.m_v3.a=1;this.m_v1.Set(this.m_v3)}else if(C>0&&J>0&&m<=0){s=1/(C+J);this.m_v2.a=C*s;this.m_v3.a=J*s;this.m_count=2;this.m_v1.Set(this.m_v3)}else{s=1/(m+f+b);this.m_v1.a=m*s;this.m_v2.a=f*s;this.m_v3.a=b*s;this.m_count=3}};l.b2SimplexCache=function(){this.indexA=new Vector_a2j_Number(3);this.indexB=new Vector_a2j_Number(3)};j.b2SimplexVertex=function(){};j.prototype.Set=function(b){this.wA.SetV(b.wA);this.wB.SetV(b.wB);this.w.SetV(b.w);\\nthis.a=b.a;this.indexA=b.indexA;this.indexB=b.indexB};o.b2TimeOfImpact=function(){};o.TimeOfImpact=function(b){++o.b2_toiCalls;var e=b.proxyA,f=b.proxyB,m=b.sweepA,r=b.sweepB;y.b2Assert(m.t0==r.t0);y.b2Assert(1-m.t0>Number.MIN_VALUE);var s=e.m_radius+f.m_radius;b=b.tolerance;var v=0,t=0,x=0;o.s_cache.count=0;for(o.s_distanceInput.useRadii=false;;){m.GetTransform(o.s_xfA,v);r.GetTransform(o.s_xfB,v);o.s_distanceInput.proxyA=e;o.s_distanceInput.proxyB=f;o.s_distanceInput.transformA=o.s_xfA;o.s_distanceInput.transformB=\\no.s_xfB;W.Distance(o.s_distanceOutput,o.s_cache,o.s_distanceInput);if(o.s_distanceOutput.distance<=0){v=1;break}o.s_fcn.Initialize(o.s_cache,e,o.s_xfA,f,o.s_xfB);var C=o.s_fcn.Evaluate(o.s_xfA,o.s_xfB);if(C<=0){v=1;break}if(t==0)x=C>s?w.Max(s-b,0.75*s):w.Max(C-b,0.02*s);if(C-x<0.5*b){if(t==0){v=1;break}break}var J=v,T=v,P=1;C=C;m.GetTransform(o.s_xfA,P);r.GetTransform(o.s_xfB,P);var X=o.s_fcn.Evaluate(o.s_xfA,o.s_xfB);if(X>=x){v=1;break}for(var $=0;;){var ba=0;ba=$&1?T+(x-C)*(P-T)/(X-C):0.5*(T+P);\\nm.GetTransform(o.s_xfA,ba);r.GetTransform(o.s_xfB,ba);var ca=o.s_fcn.Evaluate(o.s_xfA,o.s_xfB);if(w.Abs(ca-x)<0.025*b){J=ba;break}if(ca>x){T=ba;C=ca}else{P=ba;X=ca}++$;++o.b2_toiRootIters;if($==50)break}o.b2_toiMaxRootIters=w.Max(o.b2_toiMaxRootIters,$);if(J<(1+100*Number.MIN_VALUE)*v)break;v=J;t++;++o.b2_toiIters;if(t==1E3)break}o.b2_toiMaxIters=w.Max(o.b2_toiMaxIters,t);return v};Box2D.postDefs.push(function(){Box2D.Collision.b2TimeOfImpact.b2_toiCalls=0;Box2D.Collision.b2TimeOfImpact.b2_toiIters=\\n0;Box2D.Collision.b2TimeOfImpact.b2_toiMaxIters=0;Box2D.Collision.b2TimeOfImpact.b2_toiRootIters=0;Box2D.Collision.b2TimeOfImpact.b2_toiMaxRootIters=0;Box2D.Collision.b2TimeOfImpact.s_cache=new l;Box2D.Collision.b2TimeOfImpact.s_distanceInput=new Y;Box2D.Collision.b2TimeOfImpact.s_xfA=new U;Box2D.Collision.b2TimeOfImpact.s_xfB=new U;Box2D.Collision.b2TimeOfImpact.s_fcn=new d;Box2D.Collision.b2TimeOfImpact.s_distanceOutput=new k});q.b2TOIInput=function(){this.proxyA=new z;this.proxyB=new z;this.sweepA=\\nnew A;this.sweepB=new A};n.b2WorldManifold=function(){this.m_normal=new p};n.prototype.b2WorldManifold=function(){this.m_points=new Vector(y.b2_maxManifoldPoints);for(var b=0;b<y.b2_maxManifoldPoints;b++)this.m_points[b]=new p};n.prototype.Initialize=function(b,e,f,m,r){if(f===undefined)f=0;if(r===undefined)r=0;if(b.m_pointCount!=0){var s=0,v,t,x=0,C=0,J=0,T=0,P=0;v=0;switch(b.m_type){case E.e_circles:t=e.R;v=b.m_localPoint;s=e.position.x+t.col1.x*v.x+t.col2.x*v.y;e=e.position.y+t.col1.y*v.x+t.col2.y*\\nv.y;t=m.R;v=b.m_points[0].m_localPoint;b=m.position.x+t.col1.x*v.x+t.col2.x*v.y;m=m.position.y+t.col1.y*v.x+t.col2.y*v.y;v=b-s;t=m-e;x=v*v+t*t;if(x>Number.MIN_VALUE*Number.MIN_VALUE){x=Math.sqrt(x);this.m_normal.x=v/x;this.m_normal.y=t/x}else{this.m_normal.x=1;this.m_normal.y=0}v=e+f*this.m_normal.y;m=m-r*this.m_normal.y;this.m_points[0].x=0.5*(s+f*this.m_normal.x+(b-r*this.m_normal.x));this.m_points[0].y=0.5*(v+m);break;case E.e_faceA:t=e.R;v=b.m_localPlaneNormal;x=t.col1.x*v.x+t.col2.x*v.y;C=t.col1.y*\\nv.x+t.col2.y*v.y;t=e.R;v=b.m_localPoint;J=e.position.x+t.col1.x*v.x+t.col2.x*v.y;T=e.position.y+t.col1.y*v.x+t.col2.y*v.y;this.m_normal.x=x;this.m_normal.y=C;for(s=0;s<b.m_pointCount;s++){t=m.R;v=b.m_points[s].m_localPoint;P=m.position.x+t.col1.x*v.x+t.col2.x*v.y;v=m.position.y+t.col1.y*v.x+t.col2.y*v.y;this.m_points[s].x=P+0.5*(f-(P-J)*x-(v-T)*C-r)*x;this.m_points[s].y=v+0.5*(f-(P-J)*x-(v-T)*C-r)*C}break;case E.e_faceB:t=m.R;v=b.m_localPlaneNormal;x=t.col1.x*v.x+t.col2.x*v.y;C=t.col1.y*v.x+t.col2.y*\\nv.y;t=m.R;v=b.m_localPoint;J=m.position.x+t.col1.x*v.x+t.col2.x*v.y;T=m.position.y+t.col1.y*v.x+t.col2.y*v.y;this.m_normal.x=-x;this.m_normal.y=-C;for(s=0;s<b.m_pointCount;s++){t=e.R;v=b.m_points[s].m_localPoint;P=e.position.x+t.col1.x*v.x+t.col2.x*v.y;v=e.position.y+t.col1.y*v.x+t.col2.y*v.y;this.m_points[s].x=P+0.5*(r-(P-J)*x-(v-T)*C-f)*x;this.m_points[s].y=v+0.5*(r-(P-J)*x-(v-T)*C-f)*C}}}};a.ClipVertex=function(){this.v=new p;this.id=new L};a.prototype.Set=function(b){this.v.SetV(b.v);this.id.Set(b.id)};\\nc.Features=function(){};Object.defineProperty(c.prototype,\\\\\\\"referenceEdge\\\\\\\",{enumerable:false,configurable:true,get:function(){return this._referenceEdge}});Object.defineProperty(c.prototype,\\\\\\\"referenceEdge\\\\\\\",{enumerable:false,configurable:true,set:function(b){if(b===undefined)b=0;this._referenceEdge=b;this._m_id._key=this._m_id._key&4294967040|this._referenceEdge&255}});Object.defineProperty(c.prototype,\\\\\\\"incidentEdge\\\\\\\",{enumerable:false,configurable:true,get:function(){return this._incidentEdge}});Object.defineProperty(c.prototype,\\n\\\\\\\"incidentEdge\\\\\\\",{enumerable:false,configurable:true,set:function(b){if(b===undefined)b=0;this._incidentEdge=b;this._m_id._key=this._m_id._key&4294902015|this._incidentEdge<<8&65280}});Object.defineProperty(c.prototype,\\\\\\\"incidentVertex\\\\\\\",{enumerable:false,configurable:true,get:function(){return this._incidentVertex}});Object.defineProperty(c.prototype,\\\\\\\"incidentVertex\\\\\\\",{enumerable:false,configurable:true,set:function(b){if(b===undefined)b=0;this._incidentVertex=b;this._m_id._key=this._m_id._key&4278255615|\\nthis._incidentVertex<<16&16711680}});Object.defineProperty(c.prototype,\\\\\\\"flip\\\\\\\",{enumerable:false,configurable:true,get:function(){return this._flip}});Object.defineProperty(c.prototype,\\\\\\\"flip\\\\\\\",{enumerable:false,configurable:true,set:function(b){if(b===undefined)b=0;this._flip=b;this._m_id._key=this._m_id._key&16777215|this._flip<<24&4278190080}})})();\\n(function(){var F=Box2D.Common.b2Settings,G=Box2D.Collision.Shapes.b2CircleShape,K=Box2D.Collision.Shapes.b2EdgeChainDef,y=Box2D.Collision.Shapes.b2EdgeShape,w=Box2D.Collision.Shapes.b2MassData,A=Box2D.Collision.Shapes.b2PolygonShape,U=Box2D.Collision.Shapes.b2Shape,p=Box2D.Common.Math.b2Mat22,B=Box2D.Common.Math.b2Math,Q=Box2D.Common.Math.b2Transform,V=Box2D.Common.Math.b2Vec2,M=Box2D.Collision.b2Distance,L=Box2D.Collision.b2DistanceInput,I=Box2D.Collision.b2DistanceOutput,W=Box2D.Collision.b2DistanceProxy,\\nY=Box2D.Collision.b2SimplexCache;Box2D.inherit(G,Box2D.Collision.Shapes.b2Shape);G.prototype.__super=Box2D.Collision.Shapes.b2Shape.prototype;G.b2CircleShape=function(){Box2D.Collision.Shapes.b2Shape.b2Shape.apply(this,arguments);this.m_p=new V};G.prototype.Copy=function(){var k=new G;k.Set(this);return k};G.prototype.Set=function(k){this.__super.Set.call(this,k);if(Box2D.is(k,G))this.m_p.SetV((k instanceof G?k:null).m_p)};G.prototype.TestPoint=function(k,z){var u=k.R,D=k.position.x+(u.col1.x*this.m_p.x+\\nu.col2.x*this.m_p.y);u=k.position.y+(u.col1.y*this.m_p.x+u.col2.y*this.m_p.y);D=z.x-D;u=z.y-u;return D*D+u*u<=this.m_radius*this.m_radius};G.prototype.RayCast=function(k,z,u){var D=u.R,H=z.p1.x-(u.position.x+(D.col1.x*this.m_p.x+D.col2.x*this.m_p.y));u=z.p1.y-(u.position.y+(D.col1.y*this.m_p.x+D.col2.y*this.m_p.y));D=z.p2.x-z.p1.x;var O=z.p2.y-z.p1.y,E=H*D+u*O,R=D*D+O*O,N=E*E-R*(H*H+u*u-this.m_radius*this.m_radius);if(N<0||R<Number.MIN_VALUE)return false;E=-(E+Math.sqrt(N));if(0<=E&&E<=z.maxFraction*\\nR){E/=R;k.fraction=E;k.normal.x=H+E*D;k.normal.y=u+E*O;k.normal.Normalize();return true}return false};G.prototype.ComputeAABB=function(k,z){var u=z.R,D=z.position.x+(u.col1.x*this.m_p.x+u.col2.x*this.m_p.y);u=z.position.y+(u.col1.y*this.m_p.x+u.col2.y*this.m_p.y);k.lowerBound.Set(D-this.m_radius,u-this.m_radius);k.upperBound.Set(D+this.m_radius,u+this.m_radius)};G.prototype.ComputeMass=function(k,z){if(z===undefined)z=0;k.mass=z*F.b2_pi*this.m_radius*this.m_radius;k.center.SetV(this.m_p);k.I=k.mass*\\n(0.5*this.m_radius*this.m_radius+(this.m_p.x*this.m_p.x+this.m_p.y*this.m_p.y))};G.prototype.ComputeSubmergedArea=function(k,z,u,D){if(z===undefined)z=0;u=B.MulX(u,this.m_p);var H=-(B.Dot(k,u)-z);if(H<-this.m_radius+Number.MIN_VALUE)return 0;if(H>this.m_radius){D.SetV(u);return Math.PI*this.m_radius*this.m_radius}z=this.m_radius*this.m_radius;var O=H*H;H=z*(Math.asin(H/this.m_radius)+Math.PI/2)+H*Math.sqrt(z-O);z=-2/3*Math.pow(z-O,1.5)/H;D.x=u.x+k.x*z;D.y=u.y+k.y*z;return H};G.prototype.GetLocalPosition=\\nfunction(){return this.m_p};G.prototype.SetLocalPosition=function(k){this.m_p.SetV(k)};G.prototype.GetRadius=function(){return this.m_radius};G.prototype.SetRadius=function(k){if(k===undefined)k=0;this.m_radius=k};G.prototype.b2CircleShape=function(k){if(k===undefined)k=0;this.__super.b2Shape.call(this);this.m_type=U.e_circleShape;this.m_radius=k};K.b2EdgeChainDef=function(){};K.prototype.b2EdgeChainDef=function(){this.vertexCount=0;this.isALoop=true;this.vertices=[]};Box2D.inherit(y,Box2D.Collision.Shapes.b2Shape);\\ny.prototype.__super=Box2D.Collision.Shapes.b2Shape.prototype;y.b2EdgeShape=function(){Box2D.Collision.Shapes.b2Shape.b2Shape.apply(this,arguments);this.s_supportVec=new V;this.m_v1=new V;this.m_v2=new V;this.m_coreV1=new V;this.m_coreV2=new V;this.m_normal=new V;this.m_direction=new V;this.m_cornerDir1=new V;this.m_cornerDir2=new V};y.prototype.TestPoint=function(){return false};y.prototype.RayCast=function(k,z,u){var D,H=z.p2.x-z.p1.x,O=z.p2.y-z.p1.y;D=u.R;var E=u.position.x+(D.col1.x*this.m_v1.x+\\nD.col2.x*this.m_v1.y),R=u.position.y+(D.col1.y*this.m_v1.x+D.col2.y*this.m_v1.y),N=u.position.y+(D.col1.y*this.m_v2.x+D.col2.y*this.m_v2.y)-R;u=-(u.position.x+(D.col1.x*this.m_v2.x+D.col2.x*this.m_v2.y)-E);D=100*Number.MIN_VALUE;var S=-(H*N+O*u);if(S>D){E=z.p1.x-E;var aa=z.p1.y-R;R=E*N+aa*u;if(0<=R&&R<=z.maxFraction*S){z=-H*aa+O*E;if(-D*S<=z&&z<=S*(1+D)){R/=S;k.fraction=R;z=Math.sqrt(N*N+u*u);k.normal.x=N/z;k.normal.y=u/z;return true}}}return false};y.prototype.ComputeAABB=function(k,z){var u=z.R,\\nD=z.position.x+(u.col1.x*this.m_v1.x+u.col2.x*this.m_v1.y),H=z.position.y+(u.col1.y*this.m_v1.x+u.col2.y*this.m_v1.y),O=z.position.x+(u.col1.x*this.m_v2.x+u.col2.x*this.m_v2.y);u=z.position.y+(u.col1.y*this.m_v2.x+u.col2.y*this.m_v2.y);if(D<O){k.lowerBound.x=D;k.upperBound.x=O}else{k.lowerBound.x=O;k.upperBound.x=D}if(H<u){k.lowerBound.y=H;k.upperBound.y=u}else{k.lowerBound.y=u;k.upperBound.y=H}};y.prototype.ComputeMass=function(k){k.mass=0;k.center.SetV(this.m_v1);k.I=0};y.prototype.ComputeSubmergedArea=\\nfunction(k,z,u,D){if(z===undefined)z=0;var H=new V(k.x*z,k.y*z),O=B.MulX(u,this.m_v1);u=B.MulX(u,this.m_v2);var E=B.Dot(k,O)-z;k=B.Dot(k,u)-z;if(E>0)if(k>0)return 0;else{O.x=-k/(E-k)*O.x+E/(E-k)*u.x;O.y=-k/(E-k)*O.y+E/(E-k)*u.y}else if(k>0){u.x=-k/(E-k)*O.x+E/(E-k)*u.x;u.y=-k/(E-k)*O.y+E/(E-k)*u.y}D.x=(H.x+O.x+u.x)/3;D.y=(H.y+O.y+u.y)/3;return 0.5*((O.x-H.x)*(u.y-H.y)-(O.y-H.y)*(u.x-H.x))};y.prototype.GetLength=function(){return this.m_length};y.prototype.GetVertex1=function(){return this.m_v1};y.prototype.GetVertex2=\\nfunction(){return this.m_v2};y.prototype.GetCoreVertex1=function(){return this.m_coreV1};y.prototype.GetCoreVertex2=function(){return this.m_coreV2};y.prototype.GetNormalVector=function(){return this.m_normal};y.prototype.GetDirectionVector=function(){return this.m_direction};y.prototype.GetCorner1Vector=function(){return this.m_cornerDir1};y.prototype.GetCorner2Vector=function(){return this.m_cornerDir2};y.prototype.Corner1IsConvex=function(){return this.m_cornerConvex1};y.prototype.Corner2IsConvex=\\nfunction(){return this.m_cornerConvex2};y.prototype.GetFirstVertex=function(k){var z=k.R;return new V(k.position.x+(z.col1.x*this.m_coreV1.x+z.col2.x*this.m_coreV1.y),k.position.y+(z.col1.y*this.m_coreV1.x+z.col2.y*this.m_coreV1.y))};y.prototype.GetNextEdge=function(){return this.m_nextEdge};y.prototype.GetPrevEdge=function(){return this.m_prevEdge};y.prototype.Support=function(k,z,u){if(z===undefined)z=0;if(u===undefined)u=0;var D=k.R,H=k.position.x+(D.col1.x*this.m_coreV1.x+D.col2.x*this.m_coreV1.y),\\nO=k.position.y+(D.col1.y*this.m_coreV1.x+D.col2.y*this.m_coreV1.y),E=k.position.x+(D.col1.x*this.m_coreV2.x+D.col2.x*this.m_coreV2.y);k=k.position.y+(D.col1.y*this.m_coreV2.x+D.col2.y*this.m_coreV2.y);if(H*z+O*u>E*z+k*u){this.s_supportVec.x=H;this.s_supportVec.y=O}else{this.s_supportVec.x=E;this.s_supportVec.y=k}return this.s_supportVec};y.prototype.b2EdgeShape=function(k,z){this.__super.b2Shape.call(this);this.m_type=U.e_edgeShape;this.m_nextEdge=this.m_prevEdge=null;this.m_v1=k;this.m_v2=z;this.m_direction.Set(this.m_v2.x-\\nthis.m_v1.x,this.m_v2.y-this.m_v1.y);this.m_length=this.m_direction.Normalize();this.m_normal.Set(this.m_direction.y,-this.m_direction.x);this.m_coreV1.Set(-F.b2_toiSlop*(this.m_normal.x-this.m_direction.x)+this.m_v1.x,-F.b2_toiSlop*(this.m_normal.y-this.m_direction.y)+this.m_v1.y);this.m_coreV2.Set(-F.b2_toiSlop*(this.m_normal.x+this.m_direction.x)+this.m_v2.x,-F.b2_toiSlop*(this.m_normal.y+this.m_direction.y)+this.m_v2.y);this.m_cornerDir1=this.m_normal;this.m_cornerDir2.Set(-this.m_normal.x,-this.m_normal.y)};\\ny.prototype.SetPrevEdge=function(k,z,u,D){this.m_prevEdge=k;this.m_coreV1=z;this.m_cornerDir1=u;this.m_cornerConvex1=D};y.prototype.SetNextEdge=function(k,z,u,D){this.m_nextEdge=k;this.m_coreV2=z;this.m_cornerDir2=u;this.m_cornerConvex2=D};w.b2MassData=function(){this.mass=0;this.center=new V(0,0);this.I=0};Box2D.inherit(A,Box2D.Collision.Shapes.b2Shape);A.prototype.__super=Box2D.Collision.Shapes.b2Shape.prototype;A.b2PolygonShape=function(){Box2D.Collision.Shapes.b2Shape.b2Shape.apply(this,arguments)};\\nA.prototype.Copy=function(){var k=new A;k.Set(this);return k};A.prototype.Set=function(k){this.__super.Set.call(this,k);if(Box2D.is(k,A)){k=k instanceof A?k:null;this.m_centroid.SetV(k.m_centroid);this.m_vertexCount=k.m_vertexCount;this.Reserve(this.m_vertexCount);for(var z=0;z<this.m_vertexCount;z++){this.m_vertices[z].SetV(k.m_vertices[z]);this.m_normals[z].SetV(k.m_normals[z])}}};A.prototype.SetAsArray=function(k,z){if(z===undefined)z=0;var u=new Vector,D=0,H;for(D=0;D<k.length;++D){H=k[D];u.push(H)}this.SetAsVector(u,\\nz)};A.AsArray=function(k,z){if(z===undefined)z=0;var u=new A;u.SetAsArray(k,z);return u};A.prototype.SetAsVector=function(k,z){if(z===undefined)z=0;if(z==0)z=k.length;F.b2Assert(2<=z);this.m_vertexCount=z;this.Reserve(z);var u=0;for(u=0;u<this.m_vertexCount;u++)this.m_vertices[u].SetV(k[u]);for(u=0;u<this.m_vertexCount;++u){var D=parseInt(u),H=parseInt(u+1<this.m_vertexCount?u+1:0);D=B.SubtractVV(this.m_vertices[H],this.m_vertices[D]);F.b2Assert(D.LengthSquared()>Number.MIN_VALUE);this.m_normals[u].SetV(B.CrossVF(D,\\n1));this.m_normals[u].Normalize()}this.m_centroid=A.ComputeCentroid(this.m_vertices,this.m_vertexCount)};A.AsVector=function(k,z){if(z===undefined)z=0;var u=new A;u.SetAsVector(k,z);return u};A.prototype.SetAsBox=function(k,z){if(k===undefined)k=0;if(z===undefined)z=0;this.m_vertexCount=4;this.Reserve(4);this.m_vertices[0].Set(-k,-z);this.m_vertices[1].Set(k,-z);this.m_vertices[2].Set(k,z);this.m_vertices[3].Set(-k,z);this.m_normals[0].Set(0,-1);this.m_normals[1].Set(1,0);this.m_normals[2].Set(0,\\n1);this.m_normals[3].Set(-1,0);this.m_centroid.SetZero()};A.AsBox=function(k,z){if(k===undefined)k=0;if(z===undefined)z=0;var u=new A;u.SetAsBox(k,z);return u};A.prototype.SetAsOrientedBox=function(k,z,u,D){if(k===undefined)k=0;if(z===undefined)z=0;if(u===undefined)u=null;if(D===undefined)D=0;this.m_vertexCount=4;this.Reserve(4);this.m_vertices[0].Set(-k,-z);this.m_vertices[1].Set(k,-z);this.m_vertices[2].Set(k,z);this.m_vertices[3].Set(-k,z);this.m_normals[0].Set(0,-1);this.m_normals[1].Set(1,0);\\nthis.m_normals[2].Set(0,1);this.m_normals[3].Set(-1,0);this.m_centroid=u;k=new Q;k.position=u;k.R.Set(D);for(u=0;u<this.m_vertexCount;++u){this.m_vertices[u]=B.MulX(k,this.m_vertices[u]);this.m_normals[u]=B.MulMV(k.R,this.m_normals[u])}};A.AsOrientedBox=function(k,z,u,D){if(k===undefined)k=0;if(z===undefined)z=0;if(u===undefined)u=null;if(D===undefined)D=0;var H=new A;H.SetAsOrientedBox(k,z,u,D);return H};A.prototype.SetAsEdge=function(k,z){this.m_vertexCount=2;this.Reserve(2);this.m_vertices[0].SetV(k);\\nthis.m_vertices[1].SetV(z);this.m_centroid.x=0.5*(k.x+z.x);this.m_centroid.y=0.5*(k.y+z.y);this.m_normals[0]=B.CrossVF(B.SubtractVV(z,k),1);this.m_normals[0].Normalize();this.m_normals[1].x=-this.m_normals[0].x;this.m_normals[1].y=-this.m_normals[0].y};A.AsEdge=function(k,z){var u=new A;u.SetAsEdge(k,z);return u};A.prototype.TestPoint=function(k,z){var u;u=k.R;for(var D=z.x-k.position.x,H=z.y-k.position.y,O=D*u.col1.x+H*u.col1.y,E=D*u.col2.x+H*u.col2.y,R=0;R<this.m_vertexCount;++R){u=this.m_vertices[R];\\nD=O-u.x;H=E-u.y;u=this.m_normals[R];if(u.x*D+u.y*H>0)return false}return true};A.prototype.RayCast=function(k,z,u){var D=0,H=z.maxFraction,O=0,E=0,R,N;O=z.p1.x-u.position.x;E=z.p1.y-u.position.y;R=u.R;var S=O*R.col1.x+E*R.col1.y,aa=O*R.col2.x+E*R.col2.y;O=z.p2.x-u.position.x;E=z.p2.y-u.position.y;R=u.R;z=O*R.col1.x+E*R.col1.y-S;R=O*R.col2.x+E*R.col2.y-aa;for(var Z=parseInt(-1),d=0;d<this.m_vertexCount;++d){N=this.m_vertices[d];O=N.x-S;E=N.y-aa;N=this.m_normals[d];O=N.x*O+N.y*E;E=N.x*z+N.y*R;if(E==\\n0){if(O<0)return false}else if(E<0&&O<D*E){D=O/E;Z=d}else if(E>0&&O<H*E)H=O/E;if(H<D-Number.MIN_VALUE)return false}if(Z>=0){k.fraction=D;R=u.R;N=this.m_normals[Z];k.normal.x=R.col1.x*N.x+R.col2.x*N.y;k.normal.y=R.col1.y*N.x+R.col2.y*N.y;return true}return false};A.prototype.ComputeAABB=function(k,z){for(var u=z.R,D=this.m_vertices[0],H=z.position.x+(u.col1.x*D.x+u.col2.x*D.y),O=z.position.y+(u.col1.y*D.x+u.col2.y*D.y),E=H,R=O,N=1;N<this.m_vertexCount;++N){D=this.m_vertices[N];var S=z.position.x+(u.col1.x*\\nD.x+u.col2.x*D.y);D=z.position.y+(u.col1.y*D.x+u.col2.y*D.y);H=H<S?H:S;O=O<D?O:D;E=E>S?E:S;R=R>D?R:D}k.lowerBound.x=H-this.m_radius;k.lowerBound.y=O-this.m_radius;k.upperBound.x=E+this.m_radius;k.upperBound.y=R+this.m_radius};A.prototype.ComputeMass=function(k,z){if(z===undefined)z=0;if(this.m_vertexCount==2){k.center.x=0.5*(this.m_vertices[0].x+this.m_vertices[1].x);k.center.y=0.5*(this.m_vertices[0].y+this.m_vertices[1].y);k.mass=0;k.I=0}else{for(var u=0,D=0,H=0,O=0,E=1/3,R=0;R<this.m_vertexCount;++R){var N=\\nthis.m_vertices[R],S=R+1<this.m_vertexCount?this.m_vertices[parseInt(R+1)]:this.m_vertices[0],aa=N.x-0,Z=N.y-0,d=S.x-0,h=S.y-0,l=aa*h-Z*d,j=0.5*l;H+=j;u+=j*E*(0+N.x+S.x);D+=j*E*(0+N.y+S.y);N=aa;Z=Z;d=d;h=h;O+=l*(E*(0.25*(N*N+d*N+d*d)+(0*N+0*d))+0+(E*(0.25*(Z*Z+h*Z+h*h)+(0*Z+0*h))+0))}k.mass=z*H;u*=1/H;D*=1/H;k.center.Set(u,D);k.I=z*O}};A.prototype.ComputeSubmergedArea=function(k,z,u,D){if(z===undefined)z=0;var H=B.MulTMV(u.R,k),O=z-B.Dot(k,u.position),E=new Vector_a2j_Number,R=0,N=parseInt(-1);z=\\nparseInt(-1);var S=false;for(k=k=0;k<this.m_vertexCount;++k){E[k]=B.Dot(H,this.m_vertices[k])-O;var aa=E[k]<-Number.MIN_VALUE;if(k>0)if(aa){if(!S){N=k-1;R++}}else if(S){z=k-1;R++}S=aa}switch(R){case 0:if(S){k=new w;this.ComputeMass(k,1);D.SetV(B.MulX(u,k.center));return k.mass}else return 0;case 1:if(N==-1)N=this.m_vertexCount-1;else z=this.m_vertexCount-1}k=parseInt((N+1)%this.m_vertexCount);H=parseInt((z+1)%this.m_vertexCount);O=(0-E[N])/(E[k]-E[N]);E=(0-E[z])/(E[H]-E[z]);N=new V(this.m_vertices[N].x*\\n(1-O)+this.m_vertices[k].x*O,this.m_vertices[N].y*(1-O)+this.m_vertices[k].y*O);z=new V(this.m_vertices[z].x*(1-E)+this.m_vertices[H].x*E,this.m_vertices[z].y*(1-E)+this.m_vertices[H].y*E);E=0;O=new V;R=this.m_vertices[k];for(k=k;k!=H;){k=(k+1)%this.m_vertexCount;S=k==H?z:this.m_vertices[k];aa=0.5*((R.x-N.x)*(S.y-N.y)-(R.y-N.y)*(S.x-N.x));E+=aa;O.x+=aa*(N.x+R.x+S.x)/3;O.y+=aa*(N.y+R.y+S.y)/3;R=S}O.Multiply(1/E);D.SetV(B.MulX(u,O));return E};A.prototype.GetVertexCount=function(){return this.m_vertexCount};\\nA.prototype.GetVertices=function(){return this.m_vertices};A.prototype.GetNormals=function(){return this.m_normals};A.prototype.GetSupport=function(k){for(var z=0,u=this.m_vertices[0].x*k.x+this.m_vertices[0].y*k.y,D=1;D<this.m_vertexCount;++D){var H=this.m_vertices[D].x*k.x+this.m_vertices[D].y*k.y;if(H>u){z=D;u=H}}return z};A.prototype.GetSupportVertex=function(k){for(var z=0,u=this.m_vertices[0].x*k.x+this.m_vertices[0].y*k.y,D=1;D<this.m_vertexCount;++D){var H=this.m_vertices[D].x*k.x+this.m_vertices[D].y*\\nk.y;if(H>u){z=D;u=H}}return this.m_vertices[z]};A.prototype.Validate=function(){return false};A.prototype.b2PolygonShape=function(){this.__super.b2Shape.call(this);this.m_type=U.e_polygonShape;this.m_centroid=new V;this.m_vertices=new Vector;this.m_normals=new Vector};A.prototype.Reserve=function(k){if(k===undefined)k=0;for(var z=parseInt(this.m_vertices.length);z<k;z++){this.m_vertices[z]=new V;this.m_normals[z]=new V}};A.ComputeCentroid=function(k,z){if(z===undefined)z=0;for(var u=new V,D=0,H=1/\\n3,O=0;O<z;++O){var E=k[O],R=O+1<z?k[parseInt(O+1)]:k[0],N=0.5*((E.x-0)*(R.y-0)-(E.y-0)*(R.x-0));D+=N;u.x+=N*H*(0+E.x+R.x);u.y+=N*H*(0+E.y+R.y)}u.x*=1/D;u.y*=1/D;return u};A.ComputeOBB=function(k,z,u){if(u===undefined)u=0;var D=0,H=new Vector(u+1);for(D=0;D<u;++D)H[D]=z[D];H[u]=H[0];z=Number.MAX_VALUE;for(D=1;D<=u;++D){var O=H[parseInt(D-1)],E=H[D].x-O.x,R=H[D].y-O.y,N=Math.sqrt(E*E+R*R);E/=N;R/=N;for(var S=-R,aa=E,Z=N=Number.MAX_VALUE,d=-Number.MAX_VALUE,h=-Number.MAX_VALUE,l=0;l<u;++l){var j=H[l].x-\\nO.x,o=H[l].y-O.y,q=E*j+R*o;j=S*j+aa*o;if(q<N)N=q;if(j<Z)Z=j;if(q>d)d=q;if(j>h)h=j}l=(d-N)*(h-Z);if(l<0.95*z){z=l;k.R.col1.x=E;k.R.col1.y=R;k.R.col2.x=S;k.R.col2.y=aa;E=0.5*(N+d);R=0.5*(Z+h);S=k.R;k.center.x=O.x+(S.col1.x*E+S.col2.x*R);k.center.y=O.y+(S.col1.y*E+S.col2.y*R);k.extents.x=0.5*(d-N);k.extents.y=0.5*(h-Z)}}};Box2D.postDefs.push(function(){Box2D.Collision.Shapes.b2PolygonShape.s_mat=new p});U.b2Shape=function(){};U.prototype.Copy=function(){return null};U.prototype.Set=function(k){this.m_radius=\\nk.m_radius};U.prototype.GetType=function(){return this.m_type};U.prototype.TestPoint=function(){return false};U.prototype.RayCast=function(){return false};U.prototype.ComputeAABB=function(){};U.prototype.ComputeMass=function(){};U.prototype.ComputeSubmergedArea=function(){return 0};U.TestOverlap=function(k,z,u,D){var H=new L;H.proxyA=new W;H.proxyA.Set(k);H.proxyB=new W;H.proxyB.Set(u);H.transformA=z;H.transformB=D;H.useRadii=true;k=new Y;k.count=0;z=new I;M.Distance(z,k,H);return z.distance<10*Number.MIN_VALUE};\\nU.prototype.b2Shape=function(){this.m_type=U.e_unknownShape;this.m_radius=F.b2_linearSlop};Box2D.postDefs.push(function(){Box2D.Collision.Shapes.b2Shape.e_unknownShape=parseInt(-1);Box2D.Collision.Shapes.b2Shape.e_circleShape=0;Box2D.Collision.Shapes.b2Shape.e_polygonShape=1;Box2D.Collision.Shapes.b2Shape.e_edgeShape=2;Box2D.Collision.Shapes.b2Shape.e_shapeTypeCount=3;Box2D.Collision.Shapes.b2Shape.e_hitCollide=1;Box2D.Collision.Shapes.b2Shape.e_missCollide=0;Box2D.Collision.Shapes.b2Shape.e_startsInsideCollide=\\nparseInt(-1)})})();\\n(function(){var F=Box2D.Common.b2Color,G=Box2D.Common.b2Settings,K=Box2D.Common.Math.b2Math;F.b2Color=function(){this._b=this._g=this._r=0};F.prototype.b2Color=function(y,w,A){if(y===undefined)y=0;if(w===undefined)w=0;if(A===undefined)A=0;this._r=Box2D.parseUInt(255*K.Clamp(y,0,1));this._g=Box2D.parseUInt(255*K.Clamp(w,0,1));this._b=Box2D.parseUInt(255*K.Clamp(A,0,1))};F.prototype.Set=function(y,w,A){if(y===undefined)y=0;if(w===undefined)w=0;if(A===undefined)A=0;this._r=Box2D.parseUInt(255*K.Clamp(y,\\n0,1));this._g=Box2D.parseUInt(255*K.Clamp(w,0,1));this._b=Box2D.parseUInt(255*K.Clamp(A,0,1))};Object.defineProperty(F.prototype,\\\\\\\"r\\\\\\\",{enumerable:false,configurable:true,set:function(y){if(y===undefined)y=0;this._r=Box2D.parseUInt(255*K.Clamp(y,0,1))}});Object.defineProperty(F.prototype,\\\\\\\"g\\\\\\\",{enumerable:false,configurable:true,set:function(y){if(y===undefined)y=0;this._g=Box2D.parseUInt(255*K.Clamp(y,0,1))}});Object.defineProperty(F.prototype,\\\\\\\"b\\\\\\\",{enumerable:false,configurable:true,set:function(y){if(y===\\nundefined)y=0;this._b=Box2D.parseUInt(255*K.Clamp(y,0,1))}});Object.defineProperty(F.prototype,\\\\\\\"color\\\\\\\",{enumerable:false,configurable:true,get:function(){return this._r<<16|this._g<<8|this._b}});G.b2Settings=function(){};G.b2MixFriction=function(y,w){if(y===undefined)y=0;if(w===undefined)w=0;return Math.sqrt(y*w)};G.b2MixRestitution=function(y,w){if(y===undefined)y=0;if(w===undefined)w=0;return y>w?y:w};G.b2Assert=function(y){if(!y)throw\\\\\\\"Assertion Failed\\\\\\\";};Box2D.postDefs.push(function(){Box2D.Common.b2Settings.VERSION=\\n\\\\\\\"2.1alpha\\\\\\\";Box2D.Common.b2Settings.USHRT_MAX=65535;Box2D.Common.b2Settings.b2_pi=Math.PI;Box2D.Common.b2Settings.b2_maxManifoldPoints=2;Box2D.Common.b2Settings.b2_aabbExtension=0.1;Box2D.Common.b2Settings.b2_aabbMultiplier=2;Box2D.Common.b2Settings.b2_polygonRadius=2*G.b2_linearSlop;Box2D.Common.b2Settings.b2_linearSlop=0.0050;Box2D.Common.b2Settings.b2_angularSlop=2/180*G.b2_pi;Box2D.Common.b2Settings.b2_toiSlop=8*G.b2_linearSlop;Box2D.Common.b2Settings.b2_maxTOIContactsPerIsland=32;Box2D.Common.b2Settings.b2_maxTOIJointsPerIsland=\\n32;Box2D.Common.b2Settings.b2_velocityThreshold=1;Box2D.Common.b2Settings.b2_maxLinearCorrection=0.2;Box2D.Common.b2Settings.b2_maxAngularCorrection=8/180*G.b2_pi;Box2D.Common.b2Settings.b2_maxTranslation=2;Box2D.Common.b2Settings.b2_maxTranslationSquared=G.b2_maxTranslation*G.b2_maxTranslation;Box2D.Common.b2Settings.b2_maxRotation=0.5*G.b2_pi;Box2D.Common.b2Settings.b2_maxRotationSquared=G.b2_maxRotation*G.b2_maxRotation;Box2D.Common.b2Settings.b2_contactBaumgarte=0.2;Box2D.Common.b2Settings.b2_timeToSleep=\\n0.5;Box2D.Common.b2Settings.b2_linearSleepTolerance=0.01;Box2D.Common.b2Settings.b2_angularSleepTolerance=2/180*G.b2_pi})})();\\n(function(){var F=Box2D.Common.Math.b2Mat22,G=Box2D.Common.Math.b2Mat33,K=Box2D.Common.Math.b2Math,y=Box2D.Common.Math.b2Sweep,w=Box2D.Common.Math.b2Transform,A=Box2D.Common.Math.b2Vec2,U=Box2D.Common.Math.b2Vec3;F.b2Mat22=function(){this.col1=new A;this.col2=new A};F.prototype.b2Mat22=function(){this.SetIdentity()};F.FromAngle=function(p){if(p===undefined)p=0;var B=new F;B.Set(p);return B};F.FromVV=function(p,B){var Q=new F;Q.SetVV(p,B);return Q};F.prototype.Set=function(p){if(p===undefined)p=0;\\nvar B=Math.cos(p);p=Math.sin(p);this.col1.x=B;this.col2.x=-p;this.col1.y=p;this.col2.y=B};F.prototype.SetVV=function(p,B){this.col1.SetV(p);this.col2.SetV(B)};F.prototype.Copy=function(){var p=new F;p.SetM(this);return p};F.prototype.SetM=function(p){this.col1.SetV(p.col1);this.col2.SetV(p.col2)};F.prototype.AddM=function(p){this.col1.x+=p.col1.x;this.col1.y+=p.col1.y;this.col2.x+=p.col2.x;this.col2.y+=p.col2.y};F.prototype.SetIdentity=function(){this.col1.x=1;this.col2.x=0;this.col1.y=0;this.col2.y=\\n1};F.prototype.SetZero=function(){this.col1.x=0;this.col2.x=0;this.col1.y=0;this.col2.y=0};F.prototype.GetAngle=function(){return Math.atan2(this.col1.y,this.col1.x)};F.prototype.GetInverse=function(p){var B=this.col1.x,Q=this.col2.x,V=this.col1.y,M=this.col2.y,L=B*M-Q*V;if(L!=0)L=1/L;p.col1.x=L*M;p.col2.x=-L*Q;p.col1.y=-L*V;p.col2.y=L*B;return p};F.prototype.Solve=function(p,B,Q){if(B===undefined)B=0;if(Q===undefined)Q=0;var V=this.col1.x,M=this.col2.x,L=this.col1.y,I=this.col2.y,W=V*I-M*L;if(W!=\\n0)W=1/W;p.x=W*(I*B-M*Q);p.y=W*(V*Q-L*B);return p};F.prototype.Abs=function(){this.col1.Abs();this.col2.Abs()};G.b2Mat33=function(){this.col1=new U;this.col2=new U;this.col3=new U};G.prototype.b2Mat33=function(p,B,Q){if(p===undefined)p=null;if(B===undefined)B=null;if(Q===undefined)Q=null;if(!p&&!B&&!Q){this.col1.SetZero();this.col2.SetZero();this.col3.SetZero()}else{this.col1.SetV(p);this.col2.SetV(B);this.col3.SetV(Q)}};G.prototype.SetVVV=function(p,B,Q){this.col1.SetV(p);this.col2.SetV(B);this.col3.SetV(Q)};\\nG.prototype.Copy=function(){return new G(this.col1,this.col2,this.col3)};G.prototype.SetM=function(p){this.col1.SetV(p.col1);this.col2.SetV(p.col2);this.col3.SetV(p.col3)};G.prototype.AddM=function(p){this.col1.x+=p.col1.x;this.col1.y+=p.col1.y;this.col1.z+=p.col1.z;this.col2.x+=p.col2.x;this.col2.y+=p.col2.y;this.col2.z+=p.col2.z;this.col3.x+=p.col3.x;this.col3.y+=p.col3.y;this.col3.z+=p.col3.z};G.prototype.SetIdentity=function(){this.col1.x=1;this.col2.x=0;this.col3.x=0;this.col1.y=0;this.col2.y=\\n1;this.col3.y=0;this.col1.z=0;this.col2.z=0;this.col3.z=1};G.prototype.SetZero=function(){this.col1.x=0;this.col2.x=0;this.col3.x=0;this.col1.y=0;this.col2.y=0;this.col3.y=0;this.col1.z=0;this.col2.z=0;this.col3.z=0};G.prototype.Solve22=function(p,B,Q){if(B===undefined)B=0;if(Q===undefined)Q=0;var V=this.col1.x,M=this.col2.x,L=this.col1.y,I=this.col2.y,W=V*I-M*L;if(W!=0)W=1/W;p.x=W*(I*B-M*Q);p.y=W*(V*Q-L*B);return p};G.prototype.Solve33=function(p,B,Q,V){if(B===undefined)B=0;if(Q===undefined)Q=0;\\nif(V===undefined)V=0;var M=this.col1.x,L=this.col1.y,I=this.col1.z,W=this.col2.x,Y=this.col2.y,k=this.col2.z,z=this.col3.x,u=this.col3.y,D=this.col3.z,H=M*(Y*D-k*u)+L*(k*z-W*D)+I*(W*u-Y*z);if(H!=0)H=1/H;p.x=H*(B*(Y*D-k*u)+Q*(k*z-W*D)+V*(W*u-Y*z));p.y=H*(M*(Q*D-V*u)+L*(V*z-B*D)+I*(B*u-Q*z));p.z=H*(M*(Y*V-k*Q)+L*(k*B-W*V)+I*(W*Q-Y*B));return p};K.b2Math=function(){};K.IsValid=function(p){if(p===undefined)p=0;return isFinite(p)};K.Dot=function(p,B){return p.x*B.x+p.y*B.y};K.CrossVV=function(p,B){return p.x*\\nB.y-p.y*B.x};K.CrossVF=function(p,B){if(B===undefined)B=0;return new A(B*p.y,-B*p.x)};K.CrossFV=function(p,B){if(p===undefined)p=0;return new A(-p*B.y,p*B.x)};K.MulMV=function(p,B){return new A(p.col1.x*B.x+p.col2.x*B.y,p.col1.y*B.x+p.col2.y*B.y)};K.MulTMV=function(p,B){return new A(K.Dot(B,p.col1),K.Dot(B,p.col2))};K.MulX=function(p,B){var Q=K.MulMV(p.R,B);Q.x+=p.position.x;Q.y+=p.position.y;return Q};K.MulXT=function(p,B){var Q=K.SubtractVV(B,p.position),V=Q.x*p.R.col1.x+Q.y*p.R.col1.y;Q.y=Q.x*\\np.R.col2.x+Q.y*p.R.col2.y;Q.x=V;return Q};K.AddVV=function(p,B){return new A(p.x+B.x,p.y+B.y)};K.SubtractVV=function(p,B){return new A(p.x-B.x,p.y-B.y)};K.Distance=function(p,B){var Q=p.x-B.x,V=p.y-B.y;return Math.sqrt(Q*Q+V*V)};K.DistanceSquared=function(p,B){var Q=p.x-B.x,V=p.y-B.y;return Q*Q+V*V};K.MulFV=function(p,B){if(p===undefined)p=0;return new A(p*B.x,p*B.y)};K.AddMM=function(p,B){return F.FromVV(K.AddVV(p.col1,B.col1),K.AddVV(p.col2,B.col2))};K.MulMM=function(p,B){return F.FromVV(K.MulMV(p,\\nB.col1),K.MulMV(p,B.col2))};K.MulTMM=function(p,B){var Q=new A(K.Dot(p.col1,B.col1),K.Dot(p.col2,B.col1)),V=new A(K.Dot(p.col1,B.col2),K.Dot(p.col2,B.col2));return F.FromVV(Q,V)};K.Abs=function(p){if(p===undefined)p=0;return p>0?p:-p};K.AbsV=function(p){return new A(K.Abs(p.x),K.Abs(p.y))};K.AbsM=function(p){return F.FromVV(K.AbsV(p.col1),K.AbsV(p.col2))};K.Min=function(p,B){if(p===undefined)p=0;if(B===undefined)B=0;return p<B?p:B};K.MinV=function(p,B){return new A(K.Min(p.x,B.x),K.Min(p.y,B.y))};\\nK.Max=function(p,B){if(p===undefined)p=0;if(B===undefined)B=0;return p>B?p:B};K.MaxV=function(p,B){return new A(K.Max(p.x,B.x),K.Max(p.y,B.y))};K.Clamp=function(p,B,Q){if(p===undefined)p=0;if(B===undefined)B=0;if(Q===undefined)Q=0;return p<B?B:p>Q?Q:p};K.ClampV=function(p,B,Q){return K.MaxV(B,K.MinV(p,Q))};K.Swap=function(p,B){var Q=p[0];p[0]=B[0];B[0]=Q};K.Random=function(){return Math.random()*2-1};K.RandomRange=function(p,B){if(p===undefined)p=0;if(B===undefined)B=0;var Q=Math.random();return Q=\\n(B-p)*Q+p};K.NextPowerOfTwo=function(p){if(p===undefined)p=0;p|=p>>1&2147483647;p|=p>>2&1073741823;p|=p>>4&268435455;p|=p>>8&16777215;p|=p>>16&65535;return p+1};K.IsPowerOfTwo=function(p){if(p===undefined)p=0;return p>0&&(p&p-1)==0};Box2D.postDefs.push(function(){Box2D.Common.Math.b2Math.b2Vec2_zero=new A(0,0);Box2D.Common.Math.b2Math.b2Mat22_identity=F.FromVV(new A(1,0),new A(0,1));Box2D.Common.Math.b2Math.b2Transform_identity=new w(K.b2Vec2_zero,K.b2Mat22_identity)});y.b2Sweep=function(){this.localCenter=\\nnew A;this.c0=new A;this.c=new A};y.prototype.Set=function(p){this.localCenter.SetV(p.localCenter);this.c0.SetV(p.c0);this.c.SetV(p.c);this.a0=p.a0;this.a=p.a;this.t0=p.t0};y.prototype.Copy=function(){var p=new y;p.localCenter.SetV(this.localCenter);p.c0.SetV(this.c0);p.c.SetV(this.c);p.a0=this.a0;p.a=this.a;p.t0=this.t0;return p};y.prototype.GetTransform=function(p,B){if(B===undefined)B=0;p.position.x=(1-B)*this.c0.x+B*this.c.x;p.position.y=(1-B)*this.c0.y+B*this.c.y;p.R.Set((1-B)*this.a0+B*this.a);\\nvar Q=p.R;p.position.x-=Q.col1.x*this.localCenter.x+Q.col2.x*this.localCenter.y;p.position.y-=Q.col1.y*this.localCenter.x+Q.col2.y*this.localCenter.y};y.prototype.Advance=function(p){if(p===undefined)p=0;if(this.t0<p&&1-this.t0>Number.MIN_VALUE){var B=(p-this.t0)/(1-this.t0);this.c0.x=(1-B)*this.c0.x+B*this.c.x;this.c0.y=(1-B)*this.c0.y+B*this.c.y;this.a0=(1-B)*this.a0+B*this.a;this.t0=p}};w.b2Transform=function(){this.position=new A;this.R=new F};w.prototype.b2Transform=function(p,B){if(p===undefined)p=\\nnull;if(B===undefined)B=null;if(p){this.position.SetV(p);this.R.SetM(B)}};w.prototype.Initialize=function(p,B){this.position.SetV(p);this.R.SetM(B)};w.prototype.SetIdentity=function(){this.position.SetZero();this.R.SetIdentity()};w.prototype.Set=function(p){this.position.SetV(p.position);this.R.SetM(p.R)};w.prototype.GetAngle=function(){return Math.atan2(this.R.col1.y,this.R.col1.x)};A.b2Vec2=function(){};A.prototype.b2Vec2=function(p,B){if(p===undefined)p=0;if(B===undefined)B=0;this.x=p;this.y=B};\\nA.prototype.SetZero=function(){this.y=this.x=0};A.prototype.Set=function(p,B){if(p===undefined)p=0;if(B===undefined)B=0;this.x=p;this.y=B};A.prototype.SetV=function(p){this.x=p.x;this.y=p.y};A.prototype.GetNegative=function(){return new A(-this.x,-this.y)};A.prototype.NegativeSelf=function(){this.x=-this.x;this.y=-this.y};A.Make=function(p,B){if(p===undefined)p=0;if(B===undefined)B=0;return new A(p,B)};A.prototype.Copy=function(){return new A(this.x,this.y)};A.prototype.Add=function(p){this.x+=p.x;\\nthis.y+=p.y};A.prototype.Subtract=function(p){this.x-=p.x;this.y-=p.y};A.prototype.Multiply=function(p){if(p===undefined)p=0;this.x*=p;this.y*=p};A.prototype.MulM=function(p){var B=this.x;this.x=p.col1.x*B+p.col2.x*this.y;this.y=p.col1.y*B+p.col2.y*this.y};A.prototype.MulTM=function(p){var B=K.Dot(this,p.col1);this.y=K.Dot(this,p.col2);this.x=B};A.prototype.CrossVF=function(p){if(p===undefined)p=0;var B=this.x;this.x=p*this.y;this.y=-p*B};A.prototype.CrossFV=function(p){if(p===undefined)p=0;var B=\\nthis.x;this.x=-p*this.y;this.y=p*B};A.prototype.MinV=function(p){this.x=this.x<p.x?this.x:p.x;this.y=this.y<p.y?this.y:p.y};A.prototype.MaxV=function(p){this.x=this.x>p.x?this.x:p.x;this.y=this.y>p.y?this.y:p.y};A.prototype.Abs=function(){if(this.x<0)this.x=-this.x;if(this.y<0)this.y=-this.y};A.prototype.Length=function(){return Math.sqrt(this.x*this.x+this.y*this.y)};A.prototype.LengthSquared=function(){return this.x*this.x+this.y*this.y};A.prototype.Normalize=function(){var p=Math.sqrt(this.x*this.x+\\nthis.y*this.y);if(p<Number.MIN_VALUE)return 0;var B=1/p;this.x*=B;this.y*=B;return p};A.prototype.IsValid=function(){return K.IsValid(this.x)&&K.IsValid(this.y)};U.b2Vec3=function(){};U.prototype.b2Vec3=function(p,B,Q){if(p===undefined)p=0;if(B===undefined)B=0;if(Q===undefined)Q=0;this.x=p;this.y=B;this.z=Q};U.prototype.SetZero=function(){this.x=this.y=this.z=0};U.prototype.Set=function(p,B,Q){if(p===undefined)p=0;if(B===undefined)B=0;if(Q===undefined)Q=0;this.x=p;this.y=B;this.z=Q};U.prototype.SetV=\\nfunction(p){this.x=p.x;this.y=p.y;this.z=p.z};U.prototype.GetNegative=function(){return new U(-this.x,-this.y,-this.z)};U.prototype.NegativeSelf=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z};U.prototype.Copy=function(){return new U(this.x,this.y,this.z)};U.prototype.Add=function(p){this.x+=p.x;this.y+=p.y;this.z+=p.z};U.prototype.Subtract=function(p){this.x-=p.x;this.y-=p.y;this.z-=p.z};U.prototype.Multiply=function(p){if(p===undefined)p=0;this.x*=p;this.y*=p;this.z*=p}})();\\n(function(){var F=Box2D.Common.Math.b2Math,G=Box2D.Common.Math.b2Sweep,K=Box2D.Common.Math.b2Transform,y=Box2D.Common.Math.b2Vec2,w=Box2D.Common.b2Color,A=Box2D.Common.b2Settings,U=Box2D.Collision.b2AABB,p=Box2D.Collision.b2ContactPoint,B=Box2D.Collision.b2DynamicTreeBroadPhase,Q=Box2D.Collision.b2RayCastInput,V=Box2D.Collision.b2RayCastOutput,M=Box2D.Collision.Shapes.b2CircleShape,L=Box2D.Collision.Shapes.b2EdgeShape,I=Box2D.Collision.Shapes.b2MassData,W=Box2D.Collision.Shapes.b2PolygonShape,Y=Box2D.Collision.Shapes.b2Shape,\\nk=Box2D.Dynamics.b2Body,z=Box2D.Dynamics.b2BodyDef,u=Box2D.Dynamics.b2ContactFilter,D=Box2D.Dynamics.b2ContactImpulse,H=Box2D.Dynamics.b2ContactListener,O=Box2D.Dynamics.b2ContactManager,E=Box2D.Dynamics.b2DebugDraw,R=Box2D.Dynamics.b2DestructionListener,N=Box2D.Dynamics.b2FilterData,S=Box2D.Dynamics.b2Fixture,aa=Box2D.Dynamics.b2FixtureDef,Z=Box2D.Dynamics.b2Island,d=Box2D.Dynamics.b2TimeStep,h=Box2D.Dynamics.b2World,l=Box2D.Dynamics.Contacts.b2Contact,j=Box2D.Dynamics.Contacts.b2ContactFactory,\\no=Box2D.Dynamics.Contacts.b2ContactSolver,q=Box2D.Dynamics.Joints.b2Joint,n=Box2D.Dynamics.Joints.b2PulleyJoint;k.b2Body=function(){this.m_xf=new K;this.m_sweep=new G;this.m_linearVelocity=new y;this.m_force=new y};k.prototype.connectEdges=function(a,c,g){if(g===undefined)g=0;var b=Math.atan2(c.GetDirectionVector().y,c.GetDirectionVector().x);g=F.MulFV(Math.tan((b-g)*0.5),c.GetDirectionVector());g=F.SubtractVV(g,c.GetNormalVector());g=F.MulFV(A.b2_toiSlop,g);g=F.AddVV(g,c.GetVertex1());var e=F.AddVV(a.GetDirectionVector(),\\nc.GetDirectionVector());e.Normalize();var f=F.Dot(a.GetDirectionVector(),c.GetNormalVector())>0;a.SetNextEdge(c,g,e,f);c.SetPrevEdge(a,g,e,f);return b};k.prototype.CreateFixture=function(a){if(this.m_world.IsLocked()==true)return null;var c=new S;c.Create(this,this.m_xf,a);this.m_flags&k.e_activeFlag&&c.CreateProxy(this.m_world.m_contactManager.m_broadPhase,this.m_xf);c.m_next=this.m_fixtureList;this.m_fixtureList=c;++this.m_fixtureCount;c.m_body=this;c.m_density>0&&this.ResetMassData();this.m_world.m_flags|=\\nh.e_newFixture;return c};k.prototype.CreateFixture2=function(a,c){if(c===undefined)c=0;var g=new aa;g.shape=a;g.density=c;return this.CreateFixture(g)};k.prototype.DestroyFixture=function(a){if(this.m_world.IsLocked()!=true){for(var c=this.m_fixtureList,g=null;c!=null;){if(c==a){if(g)g.m_next=a.m_next;else this.m_fixtureList=a.m_next;break}g=c;c=c.m_next}for(c=this.m_contactList;c;){g=c.contact;c=c.next;var b=g.GetFixtureA(),e=g.GetFixtureB();if(a==b||a==e)this.m_world.m_contactManager.Destroy(g)}this.m_flags&\\nk.e_activeFlag&&a.DestroyProxy(this.m_world.m_contactManager.m_broadPhase);a.Destroy();a.m_body=null;a.m_next=null;--this.m_fixtureCount;this.ResetMassData()}};k.prototype.SetPositionAndAngle=function(a,c){if(c===undefined)c=0;var g;if(this.m_world.IsLocked()!=true){this.m_xf.R.Set(c);this.m_xf.position.SetV(a);g=this.m_xf.R;var b=this.m_sweep.localCenter;this.m_sweep.c.x=g.col1.x*b.x+g.col2.x*b.y;this.m_sweep.c.y=g.col1.y*b.x+g.col2.y*b.y;this.m_sweep.c.x+=this.m_xf.position.x;this.m_sweep.c.y+=\\nthis.m_xf.position.y;this.m_sweep.c0.SetV(this.m_sweep.c);this.m_sweep.a0=this.m_sweep.a=c;b=this.m_world.m_contactManager.m_broadPhase;for(g=this.m_fixtureList;g;g=g.m_next)g.Synchronize(b,this.m_xf,this.m_xf);this.m_world.m_contactManager.FindNewContacts()}};k.prototype.SetTransform=function(a){this.SetPositionAndAngle(a.position,a.GetAngle())};k.prototype.GetTransform=function(){return this.m_xf};k.prototype.GetPosition=function(){return this.m_xf.position};k.prototype.SetPosition=function(a){this.SetPositionAndAngle(a,\\nthis.GetAngle())};k.prototype.GetAngle=function(){return this.m_sweep.a};k.prototype.SetAngle=function(a){if(a===undefined)a=0;this.SetPositionAndAngle(this.GetPosition(),a)};k.prototype.GetWorldCenter=function(){return this.m_sweep.c};k.prototype.GetLocalCenter=function(){return this.m_sweep.localCenter};k.prototype.SetLinearVelocity=function(a){this.m_type!=k.b2_staticBody&&this.m_linearVelocity.SetV(a)};k.prototype.GetLinearVelocity=function(){return this.m_linearVelocity};k.prototype.SetAngularVelocity=\\nfunction(a){if(a===undefined)a=0;if(this.m_type!=k.b2_staticBody)this.m_angularVelocity=a};k.prototype.GetAngularVelocity=function(){return this.m_angularVelocity};k.prototype.GetDefinition=function(){var a=new z;a.type=this.GetType();a.allowSleep=(this.m_flags&k.e_allowSleepFlag)==k.e_allowSleepFlag;a.angle=this.GetAngle();a.angularDamping=this.m_angularDamping;a.angularVelocity=this.m_angularVelocity;a.fixedRotation=(this.m_flags&k.e_fixedRotationFlag)==k.e_fixedRotationFlag;a.bullet=(this.m_flags&\\nk.e_bulletFlag)==k.e_bulletFlag;a.awake=(this.m_flags&k.e_awakeFlag)==k.e_awakeFlag;a.linearDamping=this.m_linearDamping;a.linearVelocity.SetV(this.GetLinearVelocity());a.position=this.GetPosition();a.userData=this.GetUserData();return a};k.prototype.ApplyForce=function(a,c){if(this.m_type==k.b2_dynamicBody){this.IsAwake()==false&&this.SetAwake(true);this.m_force.x+=a.x;this.m_force.y+=a.y;this.m_torque+=(c.x-this.m_sweep.c.x)*a.y-(c.y-this.m_sweep.c.y)*a.x}};k.prototype.ApplyTorque=function(a){if(a===\\nundefined)a=0;if(this.m_type==k.b2_dynamicBody){this.IsAwake()==false&&this.SetAwake(true);this.m_torque+=a}};k.prototype.ApplyImpulse=function(a,c){if(this.m_type==k.b2_dynamicBody){this.IsAwake()==false&&this.SetAwake(true);this.m_linearVelocity.x+=this.m_invMass*a.x;this.m_linearVelocity.y+=this.m_invMass*a.y;this.m_angularVelocity+=this.m_invI*((c.x-this.m_sweep.c.x)*a.y-(c.y-this.m_sweep.c.y)*a.x)}};k.prototype.Split=function(a){for(var c=this.GetLinearVelocity().Copy(),g=this.GetAngularVelocity(),\\nb=this.GetWorldCenter(),e=this.m_world.CreateBody(this.GetDefinition()),f,m=this.m_fixtureList;m;)if(a(m)){var r=m.m_next;if(f)f.m_next=r;else this.m_fixtureList=r;this.m_fixtureCount--;m.m_next=e.m_fixtureList;e.m_fixtureList=m;e.m_fixtureCount++;m.m_body=e;m=r}else{f=m;m=m.m_next}this.ResetMassData();e.ResetMassData();f=this.GetWorldCenter();a=e.GetWorldCenter();f=F.AddVV(c,F.CrossFV(g,F.SubtractVV(f,b)));c=F.AddVV(c,F.CrossFV(g,F.SubtractVV(a,b)));this.SetLinearVelocity(f);e.SetLinearVelocity(c);\\nthis.SetAngularVelocity(g);e.SetAngularVelocity(g);this.SynchronizeFixtures();e.SynchronizeFixtures();return e};k.prototype.Merge=function(a){var c;for(c=a.m_fixtureList;c;){var g=c.m_next;a.m_fixtureCount--;c.m_next=this.m_fixtureList;this.m_fixtureList=c;this.m_fixtureCount++;c.m_body=e;c=g}b.m_fixtureCount=0;var b=this,e=a;b.GetWorldCenter();e.GetWorldCenter();b.GetLinearVelocity().Copy();e.GetLinearVelocity().Copy();b.GetAngularVelocity();e.GetAngularVelocity();b.ResetMassData();this.SynchronizeFixtures()};\\nk.prototype.GetMass=function(){return this.m_mass};k.prototype.GetInertia=function(){return this.m_I};k.prototype.GetMassData=function(a){a.mass=this.m_mass;a.I=this.m_I;a.center.SetV(this.m_sweep.localCenter)};k.prototype.SetMassData=function(a){A.b2Assert(this.m_world.IsLocked()==false);if(this.m_world.IsLocked()!=true)if(this.m_type==k.b2_dynamicBody){this.m_invI=this.m_I=this.m_invMass=0;this.m_mass=a.mass;if(this.m_mass<=0)this.m_mass=1;this.m_invMass=1/this.m_mass;if(a.I>0&&(this.m_flags&k.e_fixedRotationFlag)==\\n0){this.m_I=a.I-this.m_mass*(a.center.x*a.center.x+a.center.y*a.center.y);this.m_invI=1/this.m_I}var c=this.m_sweep.c.Copy();this.m_sweep.localCenter.SetV(a.center);this.m_sweep.c0.SetV(F.MulX(this.m_xf,this.m_sweep.localCenter));this.m_sweep.c.SetV(this.m_sweep.c0);this.m_linearVelocity.x+=this.m_angularVelocity*-(this.m_sweep.c.y-c.y);this.m_linearVelocity.y+=this.m_angularVelocity*+(this.m_sweep.c.x-c.x)}};k.prototype.ResetMassData=function(){this.m_invI=this.m_I=this.m_invMass=this.m_mass=0;this.m_sweep.localCenter.SetZero();\\nif(!(this.m_type==k.b2_staticBody||this.m_type==k.b2_kinematicBody)){for(var a=y.Make(0,0),c=this.m_fixtureList;c;c=c.m_next)if(c.m_density!=0){var g=c.GetMassData();this.m_mass+=g.mass;a.x+=g.center.x*g.mass;a.y+=g.center.y*g.mass;this.m_I+=g.I}if(this.m_mass>0){this.m_invMass=1/this.m_mass;a.x*=this.m_invMass;a.y*=this.m_invMass}else this.m_invMass=this.m_mass=1;if(this.m_I>0&&(this.m_flags&k.e_fixedRotationFlag)==0){this.m_I-=this.m_mass*(a.x*a.x+a.y*a.y);this.m_I*=this.m_inertiaScale;A.b2Assert(this.m_I>\\n0);this.m_invI=1/this.m_I}else this.m_invI=this.m_I=0;c=this.m_sweep.c.Copy();this.m_sweep.localCenter.SetV(a);this.m_sweep.c0.SetV(F.MulX(this.m_xf,this.m_sweep.localCenter));this.m_sweep.c.SetV(this.m_sweep.c0);this.m_linearVelocity.x+=this.m_angularVelocity*-(this.m_sweep.c.y-c.y);this.m_linearVelocity.y+=this.m_angularVelocity*+(this.m_sweep.c.x-c.x)}};k.prototype.GetWorldPoint=function(a){var c=this.m_xf.R;a=new y(c.col1.x*a.x+c.col2.x*a.y,c.col1.y*a.x+c.col2.y*a.y);a.x+=this.m_xf.position.x;\\na.y+=this.m_xf.position.y;return a};k.prototype.GetWorldVector=function(a){return F.MulMV(this.m_xf.R,a)};k.prototype.GetLocalPoint=function(a){return F.MulXT(this.m_xf,a)};k.prototype.GetLocalVector=function(a){return F.MulTMV(this.m_xf.R,a)};k.prototype.GetLinearVelocityFromWorldPoint=function(a){return new y(this.m_linearVelocity.x-this.m_angularVelocity*(a.y-this.m_sweep.c.y),this.m_linearVelocity.y+this.m_angularVelocity*(a.x-this.m_sweep.c.x))};k.prototype.GetLinearVelocityFromLocalPoint=function(a){var c=\\nthis.m_xf.R;a=new y(c.col1.x*a.x+c.col2.x*a.y,c.col1.y*a.x+c.col2.y*a.y);a.x+=this.m_xf.position.x;a.y+=this.m_xf.position.y;return new y(this.m_linearVelocity.x-this.m_angularVelocity*(a.y-this.m_sweep.c.y),this.m_linearVelocity.y+this.m_angularVelocity*(a.x-this.m_sweep.c.x))};k.prototype.GetLinearDamping=function(){return this.m_linearDamping};k.prototype.SetLinearDamping=function(a){if(a===undefined)a=0;this.m_linearDamping=a};k.prototype.GetAngularDamping=function(){return this.m_angularDamping};\\nk.prototype.SetAngularDamping=function(a){if(a===undefined)a=0;this.m_angularDamping=a};k.prototype.SetType=function(a){if(a===undefined)a=0;if(this.m_type!=a){this.m_type=a;this.ResetMassData();if(this.m_type==k.b2_staticBody){this.m_linearVelocity.SetZero();this.m_angularVelocity=0}this.SetAwake(true);this.m_force.SetZero();this.m_torque=0;for(a=this.m_contactList;a;a=a.next)a.contact.FlagForFiltering()}};k.prototype.GetType=function(){return this.m_type};k.prototype.SetBullet=function(a){if(a)this.m_flags|=\\nk.e_bulletFlag;else this.m_flags&=~k.e_bulletFlag};k.prototype.IsBullet=function(){return(this.m_flags&k.e_bulletFlag)==k.e_bulletFlag};k.prototype.SetSleepingAllowed=function(a){if(a)this.m_flags|=k.e_allowSleepFlag;else{this.m_flags&=~k.e_allowSleepFlag;this.SetAwake(true)}};k.prototype.SetAwake=function(a){if(a){this.m_flags|=k.e_awakeFlag;this.m_sleepTime=0}else{this.m_flags&=~k.e_awakeFlag;this.m_sleepTime=0;this.m_linearVelocity.SetZero();this.m_angularVelocity=0;this.m_force.SetZero();this.m_torque=\\n0}};k.prototype.IsAwake=function(){return(this.m_flags&k.e_awakeFlag)==k.e_awakeFlag};k.prototype.SetFixedRotation=function(a){if(a)this.m_flags|=k.e_fixedRotationFlag;else this.m_flags&=~k.e_fixedRotationFlag;this.ResetMassData()};k.prototype.IsFixedRotation=function(){return(this.m_flags&k.e_fixedRotationFlag)==k.e_fixedRotationFlag};k.prototype.SetActive=function(a){if(a!=this.IsActive()){var c;if(a){this.m_flags|=k.e_activeFlag;a=this.m_world.m_contactManager.m_broadPhase;for(c=this.m_fixtureList;c;c=\\nc.m_next)c.CreateProxy(a,this.m_xf)}else{this.m_flags&=~k.e_activeFlag;a=this.m_world.m_contactManager.m_broadPhase;for(c=this.m_fixtureList;c;c=c.m_next)c.DestroyProxy(a);for(a=this.m_contactList;a;){c=a;a=a.next;this.m_world.m_contactManager.Destroy(c.contact)}this.m_contactList=null}}};k.prototype.IsActive=function(){return(this.m_flags&k.e_activeFlag)==k.e_activeFlag};k.prototype.IsSleepingAllowed=function(){return(this.m_flags&k.e_allowSleepFlag)==k.e_allowSleepFlag};k.prototype.GetFixtureList=\\nfunction(){return this.m_fixtureList};k.prototype.GetJointList=function(){return this.m_jointList};k.prototype.GetControllerList=function(){return this.m_controllerList};k.prototype.GetContactList=function(){return this.m_contactList};k.prototype.GetNext=function(){return this.m_next};k.prototype.GetUserData=function(){return this.m_userData};k.prototype.SetUserData=function(a){this.m_userData=a};k.prototype.GetWorld=function(){return this.m_world};k.prototype.b2Body=function(a,c){this.m_flags=0;\\nif(a.bullet)this.m_flags|=k.e_bulletFlag;if(a.fixedRotation)this.m_flags|=k.e_fixedRotationFlag;if(a.allowSleep)this.m_flags|=k.e_allowSleepFlag;if(a.awake)this.m_flags|=k.e_awakeFlag;if(a.active)this.m_flags|=k.e_activeFlag;this.m_world=c;this.m_xf.position.SetV(a.position);this.m_xf.R.Set(a.angle);this.m_sweep.localCenter.SetZero();this.m_sweep.t0=1;this.m_sweep.a0=this.m_sweep.a=a.angle;var g=this.m_xf.R,b=this.m_sweep.localCenter;this.m_sweep.c.x=g.col1.x*b.x+g.col2.x*b.y;this.m_sweep.c.y=g.col1.y*\\nb.x+g.col2.y*b.y;this.m_sweep.c.x+=this.m_xf.position.x;this.m_sweep.c.y+=this.m_xf.position.y;this.m_sweep.c0.SetV(this.m_sweep.c);this.m_contactList=this.m_controllerList=this.m_jointList=null;this.m_controllerCount=0;this.m_next=this.m_prev=null;this.m_linearVelocity.SetV(a.linearVelocity);this.m_angularVelocity=a.angularVelocity;this.m_linearDamping=a.linearDamping;this.m_angularDamping=a.angularDamping;this.m_force.Set(0,0);this.m_sleepTime=this.m_torque=0;this.m_type=a.type;if(this.m_type==\\nk.b2_dynamicBody)this.m_invMass=this.m_mass=1;else this.m_invMass=this.m_mass=0;this.m_invI=this.m_I=0;this.m_inertiaScale=a.inertiaScale;this.m_userData=a.userData;this.m_fixtureList=null;this.m_fixtureCount=0};k.prototype.SynchronizeFixtures=function(){var a=k.s_xf1;a.R.Set(this.m_sweep.a0);var c=a.R,g=this.m_sweep.localCenter;a.position.x=this.m_sweep.c0.x-(c.col1.x*g.x+c.col2.x*g.y);a.position.y=this.m_sweep.c0.y-(c.col1.y*g.x+c.col2.y*g.y);g=this.m_world.m_contactManager.m_broadPhase;for(c=this.m_fixtureList;c;c=\\nc.m_next)c.Synchronize(g,a,this.m_xf)};k.prototype.SynchronizeTransform=function(){this.m_xf.R.Set(this.m_sweep.a);var a=this.m_xf.R,c=this.m_sweep.localCenter;this.m_xf.position.x=this.m_sweep.c.x-(a.col1.x*c.x+a.col2.x*c.y);this.m_xf.position.y=this.m_sweep.c.y-(a.col1.y*c.x+a.col2.y*c.y)};k.prototype.ShouldCollide=function(a){if(this.m_type!=k.b2_dynamicBody&&a.m_type!=k.b2_dynamicBody)return false;for(var c=this.m_jointList;c;c=c.next)if(c.other==a)if(c.joint.m_collideConnected==false)return false;\\nreturn true};k.prototype.Advance=function(a){if(a===undefined)a=0;this.m_sweep.Advance(a);this.m_sweep.c.SetV(this.m_sweep.c0);this.m_sweep.a=this.m_sweep.a0;this.SynchronizeTransform()};Box2D.postDefs.push(function(){Box2D.Dynamics.b2Body.s_xf1=new K;Box2D.Dynamics.b2Body.e_islandFlag=1;Box2D.Dynamics.b2Body.e_awakeFlag=2;Box2D.Dynamics.b2Body.e_allowSleepFlag=4;Box2D.Dynamics.b2Body.e_bulletFlag=8;Box2D.Dynamics.b2Body.e_fixedRotationFlag=16;Box2D.Dynamics.b2Body.e_activeFlag=32;Box2D.Dynamics.b2Body.b2_staticBody=\\n0;Box2D.Dynamics.b2Body.b2_kinematicBody=1;Box2D.Dynamics.b2Body.b2_dynamicBody=2});z.b2BodyDef=function(){this.position=new y;this.linearVelocity=new y};z.prototype.b2BodyDef=function(){this.userData=null;this.position.Set(0,0);this.angle=0;this.linearVelocity.Set(0,0);this.angularDamping=this.linearDamping=this.angularVelocity=0;this.awake=this.allowSleep=true;this.bullet=this.fixedRotation=false;this.type=k.b2_staticBody;this.active=true;this.inertiaScale=1};u.b2ContactFilter=function(){};u.prototype.ShouldCollide=\\nfunction(a,c){var g=a.GetFilterData(),b=c.GetFilterData();if(g.groupIndex==b.groupIndex&&g.groupIndex!=0)return g.groupIndex>0;return(g.maskBits&b.categoryBits)!=0&&(g.categoryBits&b.maskBits)!=0};u.prototype.RayCollide=function(a,c){if(!a)return true;return this.ShouldCollide(a instanceof S?a:null,c)};Box2D.postDefs.push(function(){Box2D.Dynamics.b2ContactFilter.b2_defaultFilter=new u});D.b2ContactImpulse=function(){this.normalImpulses=new Vector_a2j_Number(A.b2_maxManifoldPoints);this.tangentImpulses=\\nnew Vector_a2j_Number(A.b2_maxManifoldPoints)};H.b2ContactListener=function(){};H.prototype.BeginContact=function(){};H.prototype.EndContact=function(){};H.prototype.PreSolve=function(){};H.prototype.PostSolve=function(){};Box2D.postDefs.push(function(){Box2D.Dynamics.b2ContactListener.b2_defaultListener=new H});O.b2ContactManager=function(){};O.prototype.b2ContactManager=function(){this.m_world=null;this.m_contactCount=0;this.m_contactFilter=u.b2_defaultFilter;this.m_contactListener=H.b2_defaultListener;\\nthis.m_contactFactory=new j(this.m_allocator);this.m_broadPhase=new B};O.prototype.AddPair=function(a,c){var g=a instanceof S?a:null,b=c instanceof S?c:null,e=g.GetBody(),f=b.GetBody();if(e!=f){for(var m=f.GetContactList();m;){if(m.other==e){var r=m.contact.GetFixtureA(),s=m.contact.GetFixtureB();if(r==g&&s==b)return;if(r==b&&s==g)return}m=m.next}if(f.ShouldCollide(e)!=false)if(this.m_contactFilter.ShouldCollide(g,b)!=false){m=this.m_contactFactory.Create(g,b);g=m.GetFixtureA();b=m.GetFixtureB();\\ne=g.m_body;f=b.m_body;m.m_prev=null;m.m_next=this.m_world.m_contactList;if(this.m_world.m_contactList!=null)this.m_world.m_contactList.m_prev=m;this.m_world.m_contactList=m;m.m_nodeA.contact=m;m.m_nodeA.other=f;m.m_nodeA.prev=null;m.m_nodeA.next=e.m_contactList;if(e.m_contactList!=null)e.m_contactList.prev=m.m_nodeA;e.m_contactList=m.m_nodeA;m.m_nodeB.contact=m;m.m_nodeB.other=e;m.m_nodeB.prev=null;m.m_nodeB.next=f.m_contactList;if(f.m_contactList!=null)f.m_contactList.prev=m.m_nodeB;f.m_contactList=\\nm.m_nodeB;++this.m_world.m_contactCount}}};O.prototype.FindNewContacts=function(){this.m_broadPhase.UpdatePairs(Box2D.generateCallback(this,this.AddPair))};O.prototype.Destroy=function(a){var c=a.GetFixtureA(),g=a.GetFixtureB();c=c.GetBody();g=g.GetBody();a.IsTouching()&&this.m_contactListener.EndContact(a);if(a.m_prev)a.m_prev.m_next=a.m_next;if(a.m_next)a.m_next.m_prev=a.m_prev;if(a==this.m_world.m_contactList)this.m_world.m_contactList=a.m_next;if(a.m_nodeA.prev)a.m_nodeA.prev.next=a.m_nodeA.next;\\nif(a.m_nodeA.next)a.m_nodeA.next.prev=a.m_nodeA.prev;if(a.m_nodeA==c.m_contactList)c.m_contactList=a.m_nodeA.next;if(a.m_nodeB.prev)a.m_nodeB.prev.next=a.m_nodeB.next;if(a.m_nodeB.next)a.m_nodeB.next.prev=a.m_nodeB.prev;if(a.m_nodeB==g.m_contactList)g.m_contactList=a.m_nodeB.next;this.m_contactFactory.Destroy(a);--this.m_contactCount};O.prototype.Collide=function(){for(var a=this.m_world.m_contactList;a;){var c=a.GetFixtureA(),g=a.GetFixtureB(),b=c.GetBody(),e=g.GetBody();if(b.IsAwake()==false&&e.IsAwake()==\\nfalse)a=a.GetNext();else{if(a.m_flags&l.e_filterFlag){if(e.ShouldCollide(b)==false){c=a;a=c.GetNext();this.Destroy(c);continue}if(this.m_contactFilter.ShouldCollide(c,g)==false){c=a;a=c.GetNext();this.Destroy(c);continue}a.m_flags&=~l.e_filterFlag}if(this.m_broadPhase.TestOverlap(c.m_proxy,g.m_proxy)==false){c=a;a=c.GetNext();this.Destroy(c)}else{a.Update(this.m_contactListener);a=a.GetNext()}}}};Box2D.postDefs.push(function(){Box2D.Dynamics.b2ContactManager.s_evalCP=new p});E.b2DebugDraw=function(){};\\nE.prototype.b2DebugDraw=function(){};E.prototype.SetFlags=function(){};E.prototype.GetFlags=function(){};E.prototype.AppendFlags=function(){};E.prototype.ClearFlags=function(){};E.prototype.SetSprite=function(){};E.prototype.GetSprite=function(){};E.prototype.SetDrawScale=function(){};E.prototype.GetDrawScale=function(){};E.prototype.SetLineThickness=function(){};E.prototype.GetLineThickness=function(){};E.prototype.SetAlpha=function(){};E.prototype.GetAlpha=function(){};E.prototype.SetFillAlpha=\\nfunction(){};E.prototype.GetFillAlpha=function(){};E.prototype.SetXFormScale=function(){};E.prototype.GetXFormScale=function(){};E.prototype.DrawPolygon=function(){};E.prototype.DrawSolidPolygon=function(){};E.prototype.DrawCircle=function(){};E.prototype.DrawSolidCircle=function(){};E.prototype.DrawSegment=function(){};E.prototype.DrawTransform=function(){};Box2D.postDefs.push(function(){Box2D.Dynamics.b2DebugDraw.e_shapeBit=1;Box2D.Dynamics.b2DebugDraw.e_jointBit=2;Box2D.Dynamics.b2DebugDraw.e_aabbBit=\\n4;Box2D.Dynamics.b2DebugDraw.e_pairBit=8;Box2D.Dynamics.b2DebugDraw.e_centerOfMassBit=16;Box2D.Dynamics.b2DebugDraw.e_controllerBit=32});R.b2DestructionListener=function(){};R.prototype.SayGoodbyeJoint=function(){};R.prototype.SayGoodbyeFixture=function(){};N.b2FilterData=function(){this.categoryBits=1;this.maskBits=65535;this.groupIndex=0};N.prototype.Copy=function(){var a=new N;a.categoryBits=this.categoryBits;a.maskBits=this.maskBits;a.groupIndex=this.groupIndex;return a};S.b2Fixture=function(){this.m_filter=\\nnew N};S.prototype.GetType=function(){return this.m_shape.GetType()};S.prototype.GetShape=function(){return this.m_shape};S.prototype.SetSensor=function(a){if(this.m_isSensor!=a){this.m_isSensor=a;if(this.m_body!=null)for(a=this.m_body.GetContactList();a;){var c=a.contact,g=c.GetFixtureA(),b=c.GetFixtureB();if(g==this||b==this)c.SetSensor(g.IsSensor()||b.IsSensor());a=a.next}}};S.prototype.IsSensor=function(){return this.m_isSensor};S.prototype.SetFilterData=function(a){this.m_filter=a.Copy();if(!this.m_body)for(a=\\nthis.m_body.GetContactList();a;){var c=a.contact,g=c.GetFixtureA(),b=c.GetFixtureB();if(g==this||b==this)c.FlagForFiltering();a=a.next}};S.prototype.GetFilterData=function(){return this.m_filter.Copy()};S.prototype.GetBody=function(){return this.m_body};S.prototype.GetNext=function(){return this.m_next};S.prototype.GetUserData=function(){return this.m_userData};S.prototype.SetUserData=function(a){this.m_userData=a};S.prototype.TestPoint=function(a){return this.m_shape.TestPoint(this.m_body.GetTransform(),\\na)};S.prototype.RayCast=function(a,c){return this.m_shape.RayCast(a,c,this.m_body.GetTransform())};S.prototype.GetMassData=function(a){if(a===undefined)a=null;if(a==null)a=new I;this.m_shape.ComputeMass(a,this.m_density);return a};S.prototype.SetDensity=function(a){if(a===undefined)a=0;this.m_density=a};S.prototype.GetDensity=function(){return this.m_density};S.prototype.GetFriction=function(){return this.m_friction};S.prototype.SetFriction=function(a){if(a===undefined)a=0;this.m_friction=a};S.prototype.GetRestitution=\\nfunction(){return this.m_restitution};S.prototype.SetRestitution=function(a){if(a===undefined)a=0;this.m_restitution=a};S.prototype.GetAABB=function(){return this.m_aabb};S.prototype.b2Fixture=function(){this.m_aabb=new U;this.m_shape=this.m_next=this.m_body=this.m_userData=null;this.m_restitution=this.m_friction=this.m_density=0};S.prototype.Create=function(a,c,g){this.m_userData=g.userData;this.m_friction=g.friction;this.m_restitution=g.restitution;this.m_body=a;this.m_next=null;this.m_filter=g.filter.Copy();\\nthis.m_isSensor=g.isSensor;this.m_shape=g.shape.Copy();this.m_density=g.density};S.prototype.Destroy=function(){this.m_shape=null};S.prototype.CreateProxy=function(a,c){this.m_shape.ComputeAABB(this.m_aabb,c);this.m_proxy=a.CreateProxy(this.m_aabb,this)};S.prototype.DestroyProxy=function(a){if(this.m_proxy!=null){a.DestroyProxy(this.m_proxy);this.m_proxy=null}};S.prototype.Synchronize=function(a,c,g){if(this.m_proxy){var b=new U,e=new U;this.m_shape.ComputeAABB(b,c);this.m_shape.ComputeAABB(e,g);\\nthis.m_aabb.Combine(b,e);c=F.SubtractVV(g.position,c.position);a.MoveProxy(this.m_proxy,this.m_aabb,c)}};aa.b2FixtureDef=function(){this.filter=new N};aa.prototype.b2FixtureDef=function(){this.userData=this.shape=null;this.friction=0.2;this.density=this.restitution=0;this.filter.categoryBits=1;this.filter.maskBits=65535;this.filter.groupIndex=0;this.isSensor=false};Z.b2Island=function(){};Z.prototype.b2Island=function(){this.m_bodies=new Vector;this.m_contacts=new Vector;this.m_joints=new Vector};\\nZ.prototype.Initialize=function(a,c,g,b,e,f){if(a===undefined)a=0;if(c===undefined)c=0;if(g===undefined)g=0;var m=0;this.m_bodyCapacity=a;this.m_contactCapacity=c;this.m_jointCapacity=g;this.m_jointCount=this.m_contactCount=this.m_bodyCount=0;this.m_allocator=b;this.m_listener=e;this.m_contactSolver=f;for(m=this.m_bodies.length;m<a;m++)this.m_bodies[m]=null;for(m=this.m_contacts.length;m<c;m++)this.m_contacts[m]=null;for(m=this.m_joints.length;m<g;m++)this.m_joints[m]=null};Z.prototype.Clear=function(){this.m_jointCount=\\nthis.m_contactCount=this.m_bodyCount=0};Z.prototype.Solve=function(a,c,g){var b=0,e=0,f;for(b=0;b<this.m_bodyCount;++b){e=this.m_bodies[b];if(e.GetType()==k.b2_dynamicBody){e.m_linearVelocity.x+=a.dt*(c.x+e.m_invMass*e.m_force.x);e.m_linearVelocity.y+=a.dt*(c.y+e.m_invMass*e.m_force.y);e.m_angularVelocity+=a.dt*e.m_invI*e.m_torque;e.m_linearVelocity.Multiply(F.Clamp(1-a.dt*e.m_linearDamping,0,1));e.m_angularVelocity*=F.Clamp(1-a.dt*e.m_angularDamping,0,1)}}this.m_contactSolver.Initialize(a,this.m_contacts,\\nthis.m_contactCount,this.m_allocator);c=this.m_contactSolver;c.InitVelocityConstraints(a);for(b=0;b<this.m_jointCount;++b){f=this.m_joints[b];f.InitVelocityConstraints(a)}for(b=0;b<a.velocityIterations;++b){for(e=0;e<this.m_jointCount;++e){f=this.m_joints[e];f.SolveVelocityConstraints(a)}c.SolveVelocityConstraints()}for(b=0;b<this.m_jointCount;++b){f=this.m_joints[b];f.FinalizeVelocityConstraints()}c.FinalizeVelocityConstraints();for(b=0;b<this.m_bodyCount;++b){e=this.m_bodies[b];if(e.GetType()!=\\nk.b2_staticBody){var m=a.dt*e.m_linearVelocity.x,r=a.dt*e.m_linearVelocity.y;if(m*m+r*r>A.b2_maxTranslationSquared){e.m_linearVelocity.Normalize();e.m_linearVelocity.x*=A.b2_maxTranslation*a.inv_dt;e.m_linearVelocity.y*=A.b2_maxTranslation*a.inv_dt}m=a.dt*e.m_angularVelocity;if(m*m>A.b2_maxRotationSquared)e.m_angularVelocity=e.m_angularVelocity<0?-A.b2_maxRotation*a.inv_dt:A.b2_maxRotation*a.inv_dt;e.m_sweep.c0.SetV(e.m_sweep.c);e.m_sweep.a0=e.m_sweep.a;e.m_sweep.c.x+=a.dt*e.m_linearVelocity.x;e.m_sweep.c.y+=\\na.dt*e.m_linearVelocity.y;e.m_sweep.a+=a.dt*e.m_angularVelocity;e.SynchronizeTransform()}}for(b=0;b<a.positionIterations;++b){m=c.SolvePositionConstraints(A.b2_contactBaumgarte);r=true;for(e=0;e<this.m_jointCount;++e){f=this.m_joints[e];f=f.SolvePositionConstraints(A.b2_contactBaumgarte);r=r&&f}if(m&&r)break}this.Report(c.m_constraints);if(g){g=Number.MAX_VALUE;c=A.b2_linearSleepTolerance*A.b2_linearSleepTolerance;m=A.b2_angularSleepTolerance*A.b2_angularSleepTolerance;for(b=0;b<this.m_bodyCount;++b){e=\\nthis.m_bodies[b];if(e.GetType()!=k.b2_staticBody){if((e.m_flags&k.e_allowSleepFlag)==0)g=e.m_sleepTime=0;if((e.m_flags&k.e_allowSleepFlag)==0||e.m_angularVelocity*e.m_angularVelocity>m||F.Dot(e.m_linearVelocity,e.m_linearVelocity)>c)g=e.m_sleepTime=0;else{e.m_sleepTime+=a.dt;g=F.Min(g,e.m_sleepTime)}}}if(g>=A.b2_timeToSleep)for(b=0;b<this.m_bodyCount;++b){e=this.m_bodies[b];e.SetAwake(false)}}};Z.prototype.SolveTOI=function(a){var c=0,g=0;this.m_contactSolver.Initialize(a,this.m_contacts,this.m_contactCount,\\nthis.m_allocator);var b=this.m_contactSolver;for(c=0;c<this.m_jointCount;++c)this.m_joints[c].InitVelocityConstraints(a);for(c=0;c<a.velocityIterations;++c){b.SolveVelocityConstraints();for(g=0;g<this.m_jointCount;++g)this.m_joints[g].SolveVelocityConstraints(a)}for(c=0;c<this.m_bodyCount;++c){g=this.m_bodies[c];if(g.GetType()!=k.b2_staticBody){var e=a.dt*g.m_linearVelocity.x,f=a.dt*g.m_linearVelocity.y;if(e*e+f*f>A.b2_maxTranslationSquared){g.m_linearVelocity.Normalize();g.m_linearVelocity.x*=A.b2_maxTranslation*\\na.inv_dt;g.m_linearVelocity.y*=A.b2_maxTranslation*a.inv_dt}e=a.dt*g.m_angularVelocity;if(e*e>A.b2_maxRotationSquared)g.m_angularVelocity=g.m_angularVelocity<0?-A.b2_maxRotation*a.inv_dt:A.b2_maxRotation*a.inv_dt;g.m_sweep.c0.SetV(g.m_sweep.c);g.m_sweep.a0=g.m_sweep.a;g.m_sweep.c.x+=a.dt*g.m_linearVelocity.x;g.m_sweep.c.y+=a.dt*g.m_linearVelocity.y;g.m_sweep.a+=a.dt*g.m_angularVelocity;g.SynchronizeTransform()}}for(c=0;c<a.positionIterations;++c){e=b.SolvePositionConstraints(0.75);f=true;for(g=0;g<\\nthis.m_jointCount;++g){var m=this.m_joints[g].SolvePositionConstraints(A.b2_contactBaumgarte);f=f&&m}if(e&&f)break}this.Report(b.m_constraints)};Z.prototype.Report=function(a){if(this.m_listener!=null)for(var c=0;c<this.m_contactCount;++c){for(var g=this.m_contacts[c],b=a[c],e=0;e<b.pointCount;++e){Z.s_impulse.normalImpulses[e]=b.points[e].normalImpulse;Z.s_impulse.tangentImpulses[e]=b.points[e].tangentImpulse}this.m_listener.PostSolve(g,Z.s_impulse)}};Z.prototype.AddBody=function(a){a.m_islandIndex=\\nthis.m_bodyCount;this.m_bodies[this.m_bodyCount++]=a};Z.prototype.AddContact=function(a){this.m_contacts[this.m_contactCount++]=a};Z.prototype.AddJoint=function(a){this.m_joints[this.m_jointCount++]=a};Box2D.postDefs.push(function(){Box2D.Dynamics.b2Island.s_impulse=new D});d.b2TimeStep=function(){};d.prototype.Set=function(a){this.dt=a.dt;this.inv_dt=a.inv_dt;this.positionIterations=a.positionIterations;this.velocityIterations=a.velocityIterations;this.warmStarting=a.warmStarting};h.b2World=function(){this.s_stack=\\nnew Vector;this.m_contactManager=new O;this.m_contactSolver=new o;this.m_island=new Z};h.prototype.b2World=function(a,c){this.m_controllerList=this.m_jointList=this.m_contactList=this.m_bodyList=this.m_debugDraw=this.m_destructionListener=null;this.m_controllerCount=this.m_jointCount=this.m_contactCount=this.m_bodyCount=0;h.m_warmStarting=true;h.m_continuousPhysics=true;this.m_allowSleep=c;this.m_gravity=a;this.m_inv_dt0=0;this.m_contactManager.m_world=this;this.m_groundBody=this.CreateBody(new z)};\\nh.prototype.SetDestructionListener=function(a){this.m_destructionListener=a};h.prototype.SetContactFilter=function(a){this.m_contactManager.m_contactFilter=a};h.prototype.SetContactListener=function(a){this.m_contactManager.m_contactListener=a};h.prototype.SetDebugDraw=function(a){this.m_debugDraw=a};h.prototype.SetBroadPhase=function(a){var c=this.m_contactManager.m_broadPhase;this.m_contactManager.m_broadPhase=a;for(var g=this.m_bodyList;g;g=g.m_next)for(var b=g.m_fixtureList;b;b=b.m_next)b.m_proxy=\\na.CreateProxy(c.GetFatAABB(b.m_proxy),b)};h.prototype.Validate=function(){this.m_contactManager.m_broadPhase.Validate()};h.prototype.GetProxyCount=function(){return this.m_contactManager.m_broadPhase.GetProxyCount()};h.prototype.CreateBody=function(a){if(this.IsLocked()==true)return null;a=new k(a,this);a.m_prev=null;if(a.m_next=this.m_bodyList)this.m_bodyList.m_prev=a;this.m_bodyList=a;++this.m_bodyCount;return a};h.prototype.DestroyBody=function(a){if(this.IsLocked()!=true){for(var c=a.m_jointList;c;){var g=\\nc;c=c.next;this.m_destructionListener&&this.m_destructionListener.SayGoodbyeJoint(g.joint);this.DestroyJoint(g.joint)}for(c=a.m_controllerList;c;){g=c;c=c.nextController;g.controller.RemoveBody(a)}for(c=a.m_contactList;c;){g=c;c=c.next;this.m_contactManager.Destroy(g.contact)}a.m_contactList=null;for(c=a.m_fixtureList;c;){g=c;c=c.m_next;this.m_destructionListener&&this.m_destructionListener.SayGoodbyeFixture(g);g.DestroyProxy(this.m_contactManager.m_broadPhase);g.Destroy()}a.m_fixtureList=null;a.m_fixtureCount=\\n0;if(a.m_prev)a.m_prev.m_next=a.m_next;if(a.m_next)a.m_next.m_prev=a.m_prev;if(a==this.m_bodyList)this.m_bodyList=a.m_next;--this.m_bodyCount}};h.prototype.CreateJoint=function(a){var c=q.Create(a,null);c.m_prev=null;if(c.m_next=this.m_jointList)this.m_jointList.m_prev=c;this.m_jointList=c;++this.m_jointCount;c.m_edgeA.joint=c;c.m_edgeA.other=c.m_bodyB;c.m_edgeA.prev=null;if(c.m_edgeA.next=c.m_bodyA.m_jointList)c.m_bodyA.m_jointList.prev=c.m_edgeA;c.m_bodyA.m_jointList=c.m_edgeA;c.m_edgeB.joint=c;\\nc.m_edgeB.other=c.m_bodyA;c.m_edgeB.prev=null;if(c.m_edgeB.next=c.m_bodyB.m_jointList)c.m_bodyB.m_jointList.prev=c.m_edgeB;c.m_bodyB.m_jointList=c.m_edgeB;var g=a.bodyA,b=a.bodyB;if(a.collideConnected==false)for(a=b.GetContactList();a;){a.other==g&&a.contact.FlagForFiltering();a=a.next}return c};h.prototype.DestroyJoint=function(a){var c=a.m_collideConnected;if(a.m_prev)a.m_prev.m_next=a.m_next;if(a.m_next)a.m_next.m_prev=a.m_prev;if(a==this.m_jointList)this.m_jointList=a.m_next;var g=a.m_bodyA,b=\\na.m_bodyB;g.SetAwake(true);b.SetAwake(true);if(a.m_edgeA.prev)a.m_edgeA.prev.next=a.m_edgeA.next;if(a.m_edgeA.next)a.m_edgeA.next.prev=a.m_edgeA.prev;if(a.m_edgeA==g.m_jointList)g.m_jointList=a.m_edgeA.next;a.m_edgeA.prev=null;a.m_edgeA.next=null;if(a.m_edgeB.prev)a.m_edgeB.prev.next=a.m_edgeB.next;if(a.m_edgeB.next)a.m_edgeB.next.prev=a.m_edgeB.prev;if(a.m_edgeB==b.m_jointList)b.m_jointList=a.m_edgeB.next;a.m_edgeB.prev=null;a.m_edgeB.next=null;q.Destroy(a,null);--this.m_jointCount;if(c==false)for(a=\\nb.GetContactList();a;){a.other==g&&a.contact.FlagForFiltering();a=a.next}};h.prototype.AddController=function(a){a.m_next=this.m_controllerList;a.m_prev=null;this.m_controllerList=a;a.m_world=this;this.m_controllerCount++;return a};h.prototype.RemoveController=function(a){if(a.m_prev)a.m_prev.m_next=a.m_next;if(a.m_next)a.m_next.m_prev=a.m_prev;if(this.m_controllerList==a)this.m_controllerList=a.m_next;this.m_controllerCount--};h.prototype.CreateController=function(a){if(a.m_world!=this)throw Error(\\\\\\\"Controller can only be a member of one world\\\\\\\");\\na.m_next=this.m_controllerList;a.m_prev=null;if(this.m_controllerList)this.m_controllerList.m_prev=a;this.m_controllerList=a;++this.m_controllerCount;a.m_world=this;return a};h.prototype.DestroyController=function(a){a.Clear();if(a.m_next)a.m_next.m_prev=a.m_prev;if(a.m_prev)a.m_prev.m_next=a.m_next;if(a==this.m_controllerList)this.m_controllerList=a.m_next;--this.m_controllerCount};h.prototype.SetWarmStarting=function(a){h.m_warmStarting=a};h.prototype.SetContinuousPhysics=function(a){h.m_continuousPhysics=\\na};h.prototype.GetBodyCount=function(){return this.m_bodyCount};h.prototype.GetJointCount=function(){return this.m_jointCount};h.prototype.GetContactCount=function(){return this.m_contactCount};h.prototype.SetGravity=function(a){this.m_gravity=a};h.prototype.GetGravity=function(){return this.m_gravity};h.prototype.GetGroundBody=function(){return this.m_groundBody};h.prototype.Step=function(a,c,g){if(a===undefined)a=0;if(c===undefined)c=0;if(g===undefined)g=0;if(this.m_flags&h.e_newFixture){this.m_contactManager.FindNewContacts();\\nthis.m_flags&=~h.e_newFixture}this.m_flags|=h.e_locked;var b=h.s_timestep2;b.dt=a;b.velocityIterations=c;b.positionIterations=g;b.inv_dt=a>0?1/a:0;b.dtRatio=this.m_inv_dt0*a;b.warmStarting=h.m_warmStarting;this.m_contactManager.Collide();b.dt>0&&this.Solve(b);h.m_continuousPhysics&&b.dt>0&&this.SolveTOI(b);if(b.dt>0)this.m_inv_dt0=b.inv_dt;this.m_flags&=~h.e_locked};h.prototype.ClearForces=function(){for(var a=this.m_bodyList;a;a=a.m_next){a.m_force.SetZero();a.m_torque=0}};h.prototype.DrawDebugData=\\nfunction(){if(this.m_debugDraw!=null){this.m_debugDraw.m_sprite.graphics.clear();var a=this.m_debugDraw.GetFlags(),c,g,b;new y;new y;new y;var e;new U;new U;e=[new y,new y,new y,new y];var f=new w(0,0,0);if(a&E.e_shapeBit)for(c=this.m_bodyList;c;c=c.m_next){e=c.m_xf;for(g=c.GetFixtureList();g;g=g.m_next){b=g.GetShape();if(c.IsActive()==false)f.Set(0.5,0.5,0.3);else if(c.GetType()==k.b2_staticBody)f.Set(0.5,0.9,0.5);else if(c.GetType()==k.b2_kinematicBody)f.Set(0.5,0.5,0.9);else c.IsAwake()==false?\\nf.Set(0.6,0.6,0.6):f.Set(0.9,0.7,0.7);this.DrawShape(b,e,f)}}if(a&E.e_jointBit)for(c=this.m_jointList;c;c=c.m_next)this.DrawJoint(c);if(a&E.e_controllerBit)for(c=this.m_controllerList;c;c=c.m_next)c.Draw(this.m_debugDraw);if(a&E.e_pairBit){f.Set(0.3,0.9,0.9);for(c=this.m_contactManager.m_contactList;c;c=c.GetNext()){b=c.GetFixtureA();g=c.GetFixtureB();b=b.GetAABB().GetCenter();g=g.GetAABB().GetCenter();this.m_debugDraw.DrawSegment(b,g,f)}}if(a&E.e_aabbBit){b=this.m_contactManager.m_broadPhase;e=[new y,\\nnew y,new y,new y];for(c=this.m_bodyList;c;c=c.GetNext())if(c.IsActive()!=false)for(g=c.GetFixtureList();g;g=g.GetNext()){var m=b.GetFatAABB(g.m_proxy);e[0].Set(m.lowerBound.x,m.lowerBound.y);e[1].Set(m.upperBound.x,m.lowerBound.y);e[2].Set(m.upperBound.x,m.upperBound.y);e[3].Set(m.lowerBound.x,m.upperBound.y);this.m_debugDraw.DrawPolygon(e,4,f)}}if(a&E.e_centerOfMassBit)for(c=this.m_bodyList;c;c=c.m_next){e=h.s_xf;e.R=c.m_xf.R;e.position=c.GetWorldCenter();this.m_debugDraw.DrawTransform(e)}}};h.prototype.QueryAABB=\\nfunction(a,c){var g=this.m_contactManager.m_broadPhase;g.Query(function(b){return a(g.GetUserData(b))},c)};h.prototype.QueryShape=function(a,c,g){if(g===undefined)g=null;if(g==null){g=new K;g.SetIdentity()}var b=this.m_contactManager.m_broadPhase,e=new U;c.ComputeAABB(e,g);b.Query(function(f){f=b.GetUserData(f)instanceof S?b.GetUserData(f):null;if(Y.TestOverlap(c,g,f.GetShape(),f.GetBody().GetTransform()))return a(f);return true},e)};h.prototype.QueryPoint=function(a,c){var g=this.m_contactManager.m_broadPhase,\\nb=new U;b.lowerBound.Set(c.x-A.b2_linearSlop,c.y-A.b2_linearSlop);b.upperBound.Set(c.x+A.b2_linearSlop,c.y+A.b2_linearSlop);g.Query(function(e){e=g.GetUserData(e)instanceof S?g.GetUserData(e):null;if(e.TestPoint(c))return a(e);return true},b)};h.prototype.RayCast=function(a,c,g){var b=this.m_contactManager.m_broadPhase,e=new V,f=new Q(c,g);b.RayCast(function(m,r){var s=b.GetUserData(r);s=s instanceof S?s:null;if(s.RayCast(e,m)){var v=e.fraction,t=new y((1-v)*c.x+v*g.x,(1-v)*c.y+v*g.y);return a(s,\\nt,e.normal,v)}return m.maxFraction},f)};h.prototype.RayCastOne=function(a,c){var g;this.RayCast(function(b,e,f,m){if(m===undefined)m=0;g=b;return m},a,c);return g};h.prototype.RayCastAll=function(a,c){var g=new Vector;this.RayCast(function(b){g[g.length]=b;return 1},a,c);return g};h.prototype.GetBodyList=function(){return this.m_bodyList};h.prototype.GetJointList=function(){return this.m_jointList};h.prototype.GetContactList=function(){return this.m_contactList};h.prototype.IsLocked=function(){return(this.m_flags&\\nh.e_locked)>0};h.prototype.Solve=function(a){for(var c,g=this.m_controllerList;g;g=g.m_next)g.Step(a);g=this.m_island;g.Initialize(this.m_bodyCount,this.m_contactCount,this.m_jointCount,null,this.m_contactManager.m_contactListener,this.m_contactSolver);for(c=this.m_bodyList;c;c=c.m_next)c.m_flags&=~k.e_islandFlag;for(var b=this.m_contactList;b;b=b.m_next)b.m_flags&=~l.e_islandFlag;for(b=this.m_jointList;b;b=b.m_next)b.m_islandFlag=false;parseInt(this.m_bodyCount);b=this.s_stack;for(var e=this.m_bodyList;e;e=\\ne.m_next)if(!(e.m_flags&k.e_islandFlag))if(!(e.IsAwake()==false||e.IsActive()==false))if(e.GetType()!=k.b2_staticBody){g.Clear();var f=0;b[f++]=e;for(e.m_flags|=k.e_islandFlag;f>0;){c=b[--f];g.AddBody(c);c.IsAwake()==false&&c.SetAwake(true);if(c.GetType()!=k.b2_staticBody){for(var m,r=c.m_contactList;r;r=r.next)if(!(r.contact.m_flags&l.e_islandFlag))if(!(r.contact.IsSensor()==true||r.contact.IsEnabled()==false||r.contact.IsTouching()==false)){g.AddContact(r.contact);r.contact.m_flags|=l.e_islandFlag;\\nm=r.other;if(!(m.m_flags&k.e_islandFlag)){b[f++]=m;m.m_flags|=k.e_islandFlag}}for(c=c.m_jointList;c;c=c.next)if(c.joint.m_islandFlag!=true){m=c.other;if(m.IsActive()!=false){g.AddJoint(c.joint);c.joint.m_islandFlag=true;if(!(m.m_flags&k.e_islandFlag)){b[f++]=m;m.m_flags|=k.e_islandFlag}}}}}g.Solve(a,this.m_gravity,this.m_allowSleep);for(f=0;f<g.m_bodyCount;++f){c=g.m_bodies[f];if(c.GetType()==k.b2_staticBody)c.m_flags&=~k.e_islandFlag}}for(f=0;f<b.length;++f){if(!b[f])break;b[f]=null}for(c=this.m_bodyList;c;c=\\nc.m_next)c.IsAwake()==false||c.IsActive()==false||c.GetType()!=k.b2_staticBody&&c.SynchronizeFixtures();this.m_contactManager.FindNewContacts()};h.prototype.SolveTOI=function(a){var c,g,b,e=this.m_island;e.Initialize(this.m_bodyCount,A.b2_maxTOIContactsPerIsland,A.b2_maxTOIJointsPerIsland,null,this.m_contactManager.m_contactListener,this.m_contactSolver);var f=h.s_queue;for(c=this.m_bodyList;c;c=c.m_next){c.m_flags&=~k.e_islandFlag;c.m_sweep.t0=0}for(b=this.m_contactList;b;b=b.m_next)b.m_flags&=~(l.e_toiFlag|\\nl.e_islandFlag);for(b=this.m_jointList;b;b=b.m_next)b.m_islandFlag=false;for(;;){var m=null,r=1;for(b=this.m_contactList;b;b=b.m_next)if(!(b.IsSensor()==true||b.IsEnabled()==false||b.IsContinuous()==false)){c=1;if(b.m_flags&l.e_toiFlag)c=b.m_toi;else{c=b.m_fixtureA;g=b.m_fixtureB;c=c.m_body;g=g.m_body;if((c.GetType()!=k.b2_dynamicBody||c.IsAwake()==false)&&(g.GetType()!=k.b2_dynamicBody||g.IsAwake()==false))continue;var s=c.m_sweep.t0;if(c.m_sweep.t0<g.m_sweep.t0){s=g.m_sweep.t0;c.m_sweep.Advance(s)}else if(g.m_sweep.t0<\\nc.m_sweep.t0){s=c.m_sweep.t0;g.m_sweep.Advance(s)}c=b.ComputeTOI(c.m_sweep,g.m_sweep);A.b2Assert(0<=c&&c<=1);if(c>0&&c<1){c=(1-c)*s+c;if(c>1)c=1}b.m_toi=c;b.m_flags|=l.e_toiFlag}if(Number.MIN_VALUE<c&&c<r){m=b;r=c}}if(m==null||1-100*Number.MIN_VALUE<r)break;c=m.m_fixtureA;g=m.m_fixtureB;c=c.m_body;g=g.m_body;h.s_backupA.Set(c.m_sweep);h.s_backupB.Set(g.m_sweep);c.Advance(r);g.Advance(r);m.Update(this.m_contactManager.m_contactListener);m.m_flags&=~l.e_toiFlag;if(m.IsSensor()==true||m.IsEnabled()==\\nfalse){c.m_sweep.Set(h.s_backupA);g.m_sweep.Set(h.s_backupB);c.SynchronizeTransform();g.SynchronizeTransform()}else if(m.IsTouching()!=false){c=c;if(c.GetType()!=k.b2_dynamicBody)c=g;e.Clear();m=b=0;f[b+m++]=c;for(c.m_flags|=k.e_islandFlag;m>0;){c=f[b++];--m;e.AddBody(c);c.IsAwake()==false&&c.SetAwake(true);if(c.GetType()==k.b2_dynamicBody){for(g=c.m_contactList;g;g=g.next){if(e.m_contactCount==e.m_contactCapacity)break;if(!(g.contact.m_flags&l.e_islandFlag))if(!(g.contact.IsSensor()==true||g.contact.IsEnabled()==\\nfalse||g.contact.IsTouching()==false)){e.AddContact(g.contact);g.contact.m_flags|=l.e_islandFlag;s=g.other;if(!(s.m_flags&k.e_islandFlag)){if(s.GetType()!=k.b2_staticBody){s.Advance(r);s.SetAwake(true)}f[b+m]=s;++m;s.m_flags|=k.e_islandFlag}}}for(c=c.m_jointList;c;c=c.next)if(e.m_jointCount!=e.m_jointCapacity)if(c.joint.m_islandFlag!=true){s=c.other;if(s.IsActive()!=false){e.AddJoint(c.joint);c.joint.m_islandFlag=true;if(!(s.m_flags&k.e_islandFlag)){if(s.GetType()!=k.b2_staticBody){s.Advance(r);s.SetAwake(true)}f[b+\\nm]=s;++m;s.m_flags|=k.e_islandFlag}}}}}b=h.s_timestep;b.warmStarting=false;b.dt=(1-r)*a.dt;b.inv_dt=1/b.dt;b.dtRatio=0;b.velocityIterations=a.velocityIterations;b.positionIterations=a.positionIterations;e.SolveTOI(b);for(r=r=0;r<e.m_bodyCount;++r){c=e.m_bodies[r];c.m_flags&=~k.e_islandFlag;if(c.IsAwake()!=false)if(c.GetType()==k.b2_dynamicBody){c.SynchronizeFixtures();for(g=c.m_contactList;g;g=g.next)g.contact.m_flags&=~l.e_toiFlag}}for(r=0;r<e.m_contactCount;++r){b=e.m_contacts[r];b.m_flags&=~(l.e_toiFlag|\\nl.e_islandFlag)}for(r=0;r<e.m_jointCount;++r){b=e.m_joints[r];b.m_islandFlag=false}this.m_contactManager.FindNewContacts()}}};h.prototype.DrawJoint=function(a){var c=a.GetBodyA(),g=a.GetBodyB(),b=c.m_xf.position,e=g.m_xf.position,f=a.GetAnchorA(),m=a.GetAnchorB(),r=h.s_jointColor;switch(a.m_type){case q.e_distanceJoint:this.m_debugDraw.DrawSegment(f,m,r);break;case q.e_pulleyJoint:c=a instanceof n?a:null;a=c.GetGroundAnchorA();c=c.GetGroundAnchorB();this.m_debugDraw.DrawSegment(a,f,r);this.m_debugDraw.DrawSegment(c,\\nm,r);this.m_debugDraw.DrawSegment(a,c,r);break;case q.e_mouseJoint:this.m_debugDraw.DrawSegment(f,m,r);break;default:c!=this.m_groundBody&&this.m_debugDraw.DrawSegment(b,f,r);this.m_debugDraw.DrawSegment(f,m,r);g!=this.m_groundBody&&this.m_debugDraw.DrawSegment(e,m,r)}};h.prototype.DrawShape=function(a,c,g){switch(a.m_type){case Y.e_circleShape:var b=a instanceof M?a:null;this.m_debugDraw.DrawSolidCircle(F.MulX(c,b.m_p),b.m_radius,c.R.col1,g);break;case Y.e_polygonShape:b=0;b=a instanceof W?a:null;\\na=parseInt(b.GetVertexCount());var e=b.GetVertices(),f=new Vector(a);for(b=0;b<a;++b)f[b]=F.MulX(c,e[b]);this.m_debugDraw.DrawSolidPolygon(f,a,g);break;case Y.e_edgeShape:b=a instanceof L?a:null;this.m_debugDraw.DrawSegment(F.MulX(c,b.GetVertex1()),F.MulX(c,b.GetVertex2()),g)}};Box2D.postDefs.push(function(){Box2D.Dynamics.b2World.s_timestep2=new d;Box2D.Dynamics.b2World.s_xf=new K;Box2D.Dynamics.b2World.s_backupA=new G;Box2D.Dynamics.b2World.s_backupB=new G;Box2D.Dynamics.b2World.s_timestep=new d;\\nBox2D.Dynamics.b2World.s_queue=new Vector;Box2D.Dynamics.b2World.s_jointColor=new w(0.5,0.8,0.8);Box2D.Dynamics.b2World.e_newFixture=1;Box2D.Dynamics.b2World.e_locked=2})})();\\n(function(){var F=Box2D.Collision.Shapes.b2CircleShape,G=Box2D.Collision.Shapes.b2EdgeShape,K=Box2D.Collision.Shapes.b2PolygonShape,y=Box2D.Collision.Shapes.b2Shape,w=Box2D.Dynamics.Contacts.b2CircleContact,A=Box2D.Dynamics.Contacts.b2Contact,U=Box2D.Dynamics.Contacts.b2ContactConstraint,p=Box2D.Dynamics.Contacts.b2ContactConstraintPoint,B=Box2D.Dynamics.Contacts.b2ContactEdge,Q=Box2D.Dynamics.Contacts.b2ContactFactory,V=Box2D.Dynamics.Contacts.b2ContactRegister,M=Box2D.Dynamics.Contacts.b2ContactResult,\\nL=Box2D.Dynamics.Contacts.b2ContactSolver,I=Box2D.Dynamics.Contacts.b2EdgeAndCircleContact,W=Box2D.Dynamics.Contacts.b2NullContact,Y=Box2D.Dynamics.Contacts.b2PolyAndCircleContact,k=Box2D.Dynamics.Contacts.b2PolyAndEdgeContact,z=Box2D.Dynamics.Contacts.b2PolygonContact,u=Box2D.Dynamics.Contacts.b2PositionSolverManifold,D=Box2D.Dynamics.b2Body,H=Box2D.Dynamics.b2TimeStep,O=Box2D.Common.b2Settings,E=Box2D.Common.Math.b2Mat22,R=Box2D.Common.Math.b2Math,N=Box2D.Common.Math.b2Vec2,S=Box2D.Collision.b2Collision,\\naa=Box2D.Collision.b2ContactID,Z=Box2D.Collision.b2Manifold,d=Box2D.Collision.b2TimeOfImpact,h=Box2D.Collision.b2TOIInput,l=Box2D.Collision.b2WorldManifold;Box2D.inherit(w,Box2D.Dynamics.Contacts.b2Contact);w.prototype.__super=Box2D.Dynamics.Contacts.b2Contact.prototype;w.b2CircleContact=function(){Box2D.Dynamics.Contacts.b2Contact.b2Contact.apply(this,arguments)};w.Create=function(){return new w};w.Destroy=function(){};w.prototype.Reset=function(j,o){this.__super.Reset.call(this,j,o)};w.prototype.Evaluate=\\nfunction(){var j=this.m_fixtureA.GetBody(),o=this.m_fixtureB.GetBody();S.CollideCircles(this.m_manifold,this.m_fixtureA.GetShape()instanceof F?this.m_fixtureA.GetShape():null,j.m_xf,this.m_fixtureB.GetShape()instanceof F?this.m_fixtureB.GetShape():null,o.m_xf)};A.b2Contact=function(){this.m_nodeA=new B;this.m_nodeB=new B;this.m_manifold=new Z;this.m_oldManifold=new Z};A.prototype.GetManifold=function(){return this.m_manifold};A.prototype.GetWorldManifold=function(j){var o=this.m_fixtureA.GetBody(),\\nq=this.m_fixtureB.GetBody(),n=this.m_fixtureA.GetShape(),a=this.m_fixtureB.GetShape();j.Initialize(this.m_manifold,o.GetTransform(),n.m_radius,q.GetTransform(),a.m_radius)};A.prototype.IsTouching=function(){return(this.m_flags&A.e_touchingFlag)==A.e_touchingFlag};A.prototype.IsContinuous=function(){return(this.m_flags&A.e_continuousFlag)==A.e_continuousFlag};A.prototype.SetSensor=function(j){if(j)this.m_flags|=A.e_sensorFlag;else this.m_flags&=~A.e_sensorFlag};A.prototype.IsSensor=function(){return(this.m_flags&\\nA.e_sensorFlag)==A.e_sensorFlag};A.prototype.SetEnabled=function(j){if(j)this.m_flags|=A.e_enabledFlag;else this.m_flags&=~A.e_enabledFlag};A.prototype.IsEnabled=function(){return(this.m_flags&A.e_enabledFlag)==A.e_enabledFlag};A.prototype.GetNext=function(){return this.m_next};A.prototype.GetFixtureA=function(){return this.m_fixtureA};A.prototype.GetFixtureB=function(){return this.m_fixtureB};A.prototype.FlagForFiltering=function(){this.m_flags|=A.e_filterFlag};A.prototype.b2Contact=function(){};\\nA.prototype.Reset=function(j,o){if(j===undefined)j=null;if(o===undefined)o=null;this.m_flags=A.e_enabledFlag;if(!j||!o)this.m_fixtureB=this.m_fixtureA=null;else{if(j.IsSensor()||o.IsSensor())this.m_flags|=A.e_sensorFlag;var q=j.GetBody(),n=o.GetBody();if(q.GetType()!=D.b2_dynamicBody||q.IsBullet()||n.GetType()!=D.b2_dynamicBody||n.IsBullet())this.m_flags|=A.e_continuousFlag;this.m_fixtureA=j;this.m_fixtureB=o;this.m_manifold.m_pointCount=0;this.m_next=this.m_prev=null;this.m_nodeA.contact=null;this.m_nodeA.prev=\\nnull;this.m_nodeA.next=null;this.m_nodeA.other=null;this.m_nodeB.contact=null;this.m_nodeB.prev=null;this.m_nodeB.next=null;this.m_nodeB.other=null}};A.prototype.Update=function(j){var o=this.m_oldManifold;this.m_oldManifold=this.m_manifold;this.m_manifold=o;this.m_flags|=A.e_enabledFlag;var q=false;o=(this.m_flags&A.e_touchingFlag)==A.e_touchingFlag;var n=this.m_fixtureA.m_body,a=this.m_fixtureB.m_body,c=this.m_fixtureA.m_aabb.TestOverlap(this.m_fixtureB.m_aabb);if(this.m_flags&A.e_sensorFlag){if(c){q=\\nthis.m_fixtureA.GetShape();c=this.m_fixtureB.GetShape();n=n.GetTransform();a=a.GetTransform();q=y.TestOverlap(q,n,c,a)}this.m_manifold.m_pointCount=0}else{if(n.GetType()!=D.b2_dynamicBody||n.IsBullet()||a.GetType()!=D.b2_dynamicBody||a.IsBullet())this.m_flags|=A.e_continuousFlag;else this.m_flags&=~A.e_continuousFlag;if(c){this.Evaluate();q=this.m_manifold.m_pointCount>0;for(c=0;c<this.m_manifold.m_pointCount;++c){var g=this.m_manifold.m_points[c];g.m_normalImpulse=0;g.m_tangentImpulse=0;for(var b=\\ng.m_id,e=0;e<this.m_oldManifold.m_pointCount;++e){var f=this.m_oldManifold.m_points[e];if(f.m_id.key==b.key){g.m_normalImpulse=f.m_normalImpulse;g.m_tangentImpulse=f.m_tangentImpulse;break}}}}else this.m_manifold.m_pointCount=0;if(q!=o){n.SetAwake(true);a.SetAwake(true)}}if(q)this.m_flags|=A.e_touchingFlag;else this.m_flags&=~A.e_touchingFlag;o==false&&q==true&&j.BeginContact(this);o==true&&q==false&&j.EndContact(this);(this.m_flags&A.e_sensorFlag)==0&&j.PreSolve(this,this.m_oldManifold)};A.prototype.Evaluate=\\nfunction(){};A.prototype.ComputeTOI=function(j,o){A.s_input.proxyA.Set(this.m_fixtureA.GetShape());A.s_input.proxyB.Set(this.m_fixtureB.GetShape());A.s_input.sweepA=j;A.s_input.sweepB=o;A.s_input.tolerance=O.b2_linearSlop;return d.TimeOfImpact(A.s_input)};Box2D.postDefs.push(function(){Box2D.Dynamics.Contacts.b2Contact.e_sensorFlag=1;Box2D.Dynamics.Contacts.b2Contact.e_continuousFlag=2;Box2D.Dynamics.Contacts.b2Contact.e_islandFlag=4;Box2D.Dynamics.Contacts.b2Contact.e_toiFlag=8;Box2D.Dynamics.Contacts.b2Contact.e_touchingFlag=\\n16;Box2D.Dynamics.Contacts.b2Contact.e_enabledFlag=32;Box2D.Dynamics.Contacts.b2Contact.e_filterFlag=64;Box2D.Dynamics.Contacts.b2Contact.s_input=new h});U.b2ContactConstraint=function(){this.localPlaneNormal=new N;this.localPoint=new N;this.normal=new N;this.normalMass=new E;this.K=new E};U.prototype.b2ContactConstraint=function(){this.points=new Vector(O.b2_maxManifoldPoints);for(var j=0;j<O.b2_maxManifoldPoints;j++)this.points[j]=new p};p.b2ContactConstraintPoint=function(){this.localPoint=new N;\\nthis.rA=new N;this.rB=new N};B.b2ContactEdge=function(){};Q.b2ContactFactory=function(){};Q.prototype.b2ContactFactory=function(j){this.m_allocator=j;this.InitializeRegisters()};Q.prototype.AddType=function(j,o,q,n){if(q===undefined)q=0;if(n===undefined)n=0;this.m_registers[q][n].createFcn=j;this.m_registers[q][n].destroyFcn=o;this.m_registers[q][n].primary=true;if(q!=n){this.m_registers[n][q].createFcn=j;this.m_registers[n][q].destroyFcn=o;this.m_registers[n][q].primary=false}};Q.prototype.InitializeRegisters=\\nfunction(){this.m_registers=new Vector(y.e_shapeTypeCount);for(var j=0;j<y.e_shapeTypeCount;j++){this.m_registers[j]=new Vector(y.e_shapeTypeCount);for(var o=0;o<y.e_shapeTypeCount;o++)this.m_registers[j][o]=new V}this.AddType(w.Create,w.Destroy,y.e_circleShape,y.e_circleShape);this.AddType(Y.Create,Y.Destroy,y.e_polygonShape,y.e_circleShape);this.AddType(z.Create,z.Destroy,y.e_polygonShape,y.e_polygonShape);this.AddType(I.Create,I.Destroy,y.e_edgeShape,y.e_circleShape);this.AddType(k.Create,k.Destroy,\\ny.e_polygonShape,y.e_edgeShape)};Q.prototype.Create=function(j,o){var q=parseInt(j.GetType()),n=parseInt(o.GetType());q=this.m_registers[q][n];if(q.pool){n=q.pool;q.pool=n.m_next;q.poolCount--;n.Reset(j,o);return n}n=q.createFcn;if(n!=null){if(q.primary){n=n(this.m_allocator);n.Reset(j,o)}else{n=n(this.m_allocator);n.Reset(o,j)}return n}else return null};Q.prototype.Destroy=function(j){if(j.m_manifold.m_pointCount>0){j.m_fixtureA.m_body.SetAwake(true);j.m_fixtureB.m_body.SetAwake(true)}var o=parseInt(j.m_fixtureA.GetType()),\\nq=parseInt(j.m_fixtureB.GetType());o=this.m_registers[o][q];o.poolCount++;j.m_next=o.pool;o.pool=j;o=o.destroyFcn;o(j,this.m_allocator)};V.b2ContactRegister=function(){};M.b2ContactResult=function(){this.position=new N;this.normal=new N;this.id=new aa};L.b2ContactSolver=function(){this.m_step=new H;this.m_constraints=new Vector};L.prototype.b2ContactSolver=function(){};L.prototype.Initialize=function(j,o,q,n){if(q===undefined)q=0;var a;this.m_step.Set(j);this.m_allocator=n;j=0;for(this.m_constraintCount=\\nq;this.m_constraints.length<this.m_constraintCount;)this.m_constraints[this.m_constraints.length]=new U;for(j=0;j<q;++j){a=o[j];n=a.m_fixtureA;var c=a.m_fixtureB,g=n.m_shape.m_radius,b=c.m_shape.m_radius,e=n.m_body,f=c.m_body,m=a.GetManifold(),r=O.b2MixFriction(n.GetFriction(),c.GetFriction()),s=O.b2MixRestitution(n.GetRestitution(),c.GetRestitution()),v=e.m_linearVelocity.x,t=e.m_linearVelocity.y,x=f.m_linearVelocity.x,C=f.m_linearVelocity.y,J=e.m_angularVelocity,T=f.m_angularVelocity;O.b2Assert(m.m_pointCount>\\n0);L.s_worldManifold.Initialize(m,e.m_xf,g,f.m_xf,b);c=L.s_worldManifold.m_normal.x;a=L.s_worldManifold.m_normal.y;n=this.m_constraints[j];n.bodyA=e;n.bodyB=f;n.manifold=m;n.normal.x=c;n.normal.y=a;n.pointCount=m.m_pointCount;n.friction=r;n.restitution=s;n.localPlaneNormal.x=m.m_localPlaneNormal.x;n.localPlaneNormal.y=m.m_localPlaneNormal.y;n.localPoint.x=m.m_localPoint.x;n.localPoint.y=m.m_localPoint.y;n.radius=g+b;n.type=m.m_type;for(g=0;g<n.pointCount;++g){r=m.m_points[g];b=n.points[g];b.normalImpulse=\\nr.m_normalImpulse;b.tangentImpulse=r.m_tangentImpulse;b.localPoint.SetV(r.m_localPoint);r=b.rA.x=L.s_worldManifold.m_points[g].x-e.m_sweep.c.x;s=b.rA.y=L.s_worldManifold.m_points[g].y-e.m_sweep.c.y;var P=b.rB.x=L.s_worldManifold.m_points[g].x-f.m_sweep.c.x,X=b.rB.y=L.s_worldManifold.m_points[g].y-f.m_sweep.c.y,$=r*a-s*c,ba=P*a-X*c;$*=$;ba*=ba;b.normalMass=1/(e.m_invMass+f.m_invMass+e.m_invI*$+f.m_invI*ba);var ca=e.m_mass*e.m_invMass+f.m_mass*f.m_invMass;ca+=e.m_mass*e.m_invI*$+f.m_mass*f.m_invI*ba;\\nb.equalizedMass=1/ca;ba=a;ca=-c;$=r*ca-s*ba;ba=P*ca-X*ba;$*=$;ba*=ba;b.tangentMass=1/(e.m_invMass+f.m_invMass+e.m_invI*$+f.m_invI*ba);b.velocityBias=0;r=n.normal.x*(x+-T*X-v- -J*s)+n.normal.y*(C+T*P-t-J*r);if(r<-O.b2_velocityThreshold)b.velocityBias+=-n.restitution*r}if(n.pointCount==2){C=n.points[0];x=n.points[1];m=e.m_invMass;e=e.m_invI;v=f.m_invMass;f=f.m_invI;t=C.rA.x*a-C.rA.y*c;C=C.rB.x*a-C.rB.y*c;J=x.rA.x*a-x.rA.y*c;x=x.rB.x*a-x.rB.y*c;c=m+v+e*t*t+f*C*C;a=m+v+e*J*J+f*x*x;f=m+v+e*t*J+f*C*x;if(c*\\nc<100*(c*a-f*f)){n.K.col1.Set(c,f);n.K.col2.Set(f,a);n.K.GetInverse(n.normalMass)}else n.pointCount=1}}};L.prototype.InitVelocityConstraints=function(j){for(var o=0;o<this.m_constraintCount;++o){var q=this.m_constraints[o],n=q.bodyA,a=q.bodyB,c=n.m_invMass,g=n.m_invI,b=a.m_invMass,e=a.m_invI,f=q.normal.x,m=q.normal.y,r=m,s=-f,v=0,t=0;if(j.warmStarting){t=q.pointCount;for(v=0;v<t;++v){var x=q.points[v];x.normalImpulse*=j.dtRatio;x.tangentImpulse*=j.dtRatio;var C=x.normalImpulse*f+x.tangentImpulse*\\nr,J=x.normalImpulse*m+x.tangentImpulse*s;n.m_angularVelocity-=g*(x.rA.x*J-x.rA.y*C);n.m_linearVelocity.x-=c*C;n.m_linearVelocity.y-=c*J;a.m_angularVelocity+=e*(x.rB.x*J-x.rB.y*C);a.m_linearVelocity.x+=b*C;a.m_linearVelocity.y+=b*J}}else{t=q.pointCount;for(v=0;v<t;++v){n=q.points[v];n.normalImpulse=0;n.tangentImpulse=0}}}};L.prototype.SolveVelocityConstraints=function(){for(var j=0,o,q=0,n=0,a=0,c=n=n=q=q=0,g=q=q=0,b=q=a=0,e=0,f,m=0;m<this.m_constraintCount;++m){a=this.m_constraints[m];var r=a.bodyA,\\ns=a.bodyB,v=r.m_angularVelocity,t=s.m_angularVelocity,x=r.m_linearVelocity,C=s.m_linearVelocity,J=r.m_invMass,T=r.m_invI,P=s.m_invMass,X=s.m_invI;b=a.normal.x;var $=e=a.normal.y;f=-b;g=a.friction;for(j=0;j<a.pointCount;j++){o=a.points[j];q=C.x-t*o.rB.y-x.x+v*o.rA.y;n=C.y+t*o.rB.x-x.y-v*o.rA.x;q=q*$+n*f;q=o.tangentMass*-q;n=g*o.normalImpulse;n=R.Clamp(o.tangentImpulse+q,-n,n);q=n-o.tangentImpulse;c=q*$;q=q*f;x.x-=J*c;x.y-=J*q;v-=T*(o.rA.x*q-o.rA.y*c);C.x+=P*c;C.y+=P*q;t+=X*(o.rB.x*q-o.rB.y*c);o.tangentImpulse=\\nn}parseInt(a.pointCount);if(a.pointCount==1){o=a.points[0];q=C.x+-t*o.rB.y-x.x- -v*o.rA.y;n=C.y+t*o.rB.x-x.y-v*o.rA.x;a=q*b+n*e;q=-o.normalMass*(a-o.velocityBias);n=o.normalImpulse+q;n=n>0?n:0;q=n-o.normalImpulse;c=q*b;q=q*e;x.x-=J*c;x.y-=J*q;v-=T*(o.rA.x*q-o.rA.y*c);C.x+=P*c;C.y+=P*q;t+=X*(o.rB.x*q-o.rB.y*c);o.normalImpulse=n}else{o=a.points[0];j=a.points[1];q=o.normalImpulse;g=j.normalImpulse;var ba=(C.x-t*o.rB.y-x.x+v*o.rA.y)*b+(C.y+t*o.rB.x-x.y-v*o.rA.x)*e,ca=(C.x-t*j.rB.y-x.x+v*j.rA.y)*b+(C.y+\\nt*j.rB.x-x.y-v*j.rA.x)*e;n=ba-o.velocityBias;c=ca-j.velocityBias;f=a.K;n-=f.col1.x*q+f.col2.x*g;for(c-=f.col1.y*q+f.col2.y*g;;){f=a.normalMass;$=-(f.col1.x*n+f.col2.x*c);f=-(f.col1.y*n+f.col2.y*c);if($>=0&&f>=0){q=$-q;g=f-g;a=q*b;q=q*e;b=g*b;e=g*e;x.x-=J*(a+b);x.y-=J*(q+e);v-=T*(o.rA.x*q-o.rA.y*a+j.rA.x*e-j.rA.y*b);C.x+=P*(a+b);C.y+=P*(q+e);t+=X*(o.rB.x*q-o.rB.y*a+j.rB.x*e-j.rB.y*b);o.normalImpulse=$;j.normalImpulse=f;break}$=-o.normalMass*n;f=0;ca=a.K.col1.y*$+c;if($>=0&&ca>=0){q=$-q;g=f-g;a=q*b;\\nq=q*e;b=g*b;e=g*e;x.x-=J*(a+b);x.y-=J*(q+e);v-=T*(o.rA.x*q-o.rA.y*a+j.rA.x*e-j.rA.y*b);C.x+=P*(a+b);C.y+=P*(q+e);t+=X*(o.rB.x*q-o.rB.y*a+j.rB.x*e-j.rB.y*b);o.normalImpulse=$;j.normalImpulse=f;break}$=0;f=-j.normalMass*c;ba=a.K.col2.x*f+n;if(f>=0&&ba>=0){q=$-q;g=f-g;a=q*b;q=q*e;b=g*b;e=g*e;x.x-=J*(a+b);x.y-=J*(q+e);v-=T*(o.rA.x*q-o.rA.y*a+j.rA.x*e-j.rA.y*b);C.x+=P*(a+b);C.y+=P*(q+e);t+=X*(o.rB.x*q-o.rB.y*a+j.rB.x*e-j.rB.y*b);o.normalImpulse=$;j.normalImpulse=f;break}f=$=0;ba=n;ca=c;if(ba>=0&&ca>=0){q=\\n$-q;g=f-g;a=q*b;q=q*e;b=g*b;e=g*e;x.x-=J*(a+b);x.y-=J*(q+e);v-=T*(o.rA.x*q-o.rA.y*a+j.rA.x*e-j.rA.y*b);C.x+=P*(a+b);C.y+=P*(q+e);t+=X*(o.rB.x*q-o.rB.y*a+j.rB.x*e-j.rB.y*b);o.normalImpulse=$;j.normalImpulse=f;break}break}}r.m_angularVelocity=v;s.m_angularVelocity=t}};L.prototype.FinalizeVelocityConstraints=function(){for(var j=0;j<this.m_constraintCount;++j)for(var o=this.m_constraints[j],q=o.manifold,n=0;n<o.pointCount;++n){var a=q.m_points[n],c=o.points[n];a.m_normalImpulse=c.normalImpulse;a.m_tangentImpulse=\\nc.tangentImpulse}};L.prototype.SolvePositionConstraints=function(j){if(j===undefined)j=0;for(var o=0,q=0;q<this.m_constraintCount;q++){var n=this.m_constraints[q],a=n.bodyA,c=n.bodyB,g=a.m_mass*a.m_invMass,b=a.m_mass*a.m_invI,e=c.m_mass*c.m_invMass,f=c.m_mass*c.m_invI;L.s_psm.Initialize(n);for(var m=L.s_psm.m_normal,r=0;r<n.pointCount;r++){var s=n.points[r],v=L.s_psm.m_points[r],t=L.s_psm.m_separations[r],x=v.x-a.m_sweep.c.x,C=v.y-a.m_sweep.c.y,J=v.x-c.m_sweep.c.x;v=v.y-c.m_sweep.c.y;o=o<t?o:t;t=\\nR.Clamp(j*(t+O.b2_linearSlop),-O.b2_maxLinearCorrection,0);t=-s.equalizedMass*t;s=t*m.x;t=t*m.y;a.m_sweep.c.x-=g*s;a.m_sweep.c.y-=g*t;a.m_sweep.a-=b*(x*t-C*s);a.SynchronizeTransform();c.m_sweep.c.x+=e*s;c.m_sweep.c.y+=e*t;c.m_sweep.a+=f*(J*t-v*s);c.SynchronizeTransform()}}return o>-1.5*O.b2_linearSlop};Box2D.postDefs.push(function(){Box2D.Dynamics.Contacts.b2ContactSolver.s_worldManifold=new l;Box2D.Dynamics.Contacts.b2ContactSolver.s_psm=new u});Box2D.inherit(I,Box2D.Dynamics.Contacts.b2Contact);\\nI.prototype.__super=Box2D.Dynamics.Contacts.b2Contact.prototype;I.b2EdgeAndCircleContact=function(){Box2D.Dynamics.Contacts.b2Contact.b2Contact.apply(this,arguments)};I.Create=function(){return new I};I.Destroy=function(){};I.prototype.Reset=function(j,o){this.__super.Reset.call(this,j,o)};I.prototype.Evaluate=function(){var j=this.m_fixtureA.GetBody(),o=this.m_fixtureB.GetBody();this.b2CollideEdgeAndCircle(this.m_manifold,this.m_fixtureA.GetShape()instanceof G?this.m_fixtureA.GetShape():null,j.m_xf,\\nthis.m_fixtureB.GetShape()instanceof F?this.m_fixtureB.GetShape():null,o.m_xf)};I.prototype.b2CollideEdgeAndCircle=function(){};Box2D.inherit(W,Box2D.Dynamics.Contacts.b2Contact);W.prototype.__super=Box2D.Dynamics.Contacts.b2Contact.prototype;W.b2NullContact=function(){Box2D.Dynamics.Contacts.b2Contact.b2Contact.apply(this,arguments)};W.prototype.b2NullContact=function(){this.__super.b2Contact.call(this)};W.prototype.Evaluate=function(){};Box2D.inherit(Y,Box2D.Dynamics.Contacts.b2Contact);Y.prototype.__super=\\nBox2D.Dynamics.Contacts.b2Contact.prototype;Y.b2PolyAndCircleContact=function(){Box2D.Dynamics.Contacts.b2Contact.b2Contact.apply(this,arguments)};Y.Create=function(){return new Y};Y.Destroy=function(){};Y.prototype.Reset=function(j,o){this.__super.Reset.call(this,j,o);O.b2Assert(j.GetType()==y.e_polygonShape);O.b2Assert(o.GetType()==y.e_circleShape)};Y.prototype.Evaluate=function(){var j=this.m_fixtureA.m_body,o=this.m_fixtureB.m_body;S.CollidePolygonAndCircle(this.m_manifold,this.m_fixtureA.GetShape()instanceof\\nK?this.m_fixtureA.GetShape():null,j.m_xf,this.m_fixtureB.GetShape()instanceof F?this.m_fixtureB.GetShape():null,o.m_xf)};Box2D.inherit(k,Box2D.Dynamics.Contacts.b2Contact);k.prototype.__super=Box2D.Dynamics.Contacts.b2Contact.prototype;k.b2PolyAndEdgeContact=function(){Box2D.Dynamics.Contacts.b2Contact.b2Contact.apply(this,arguments)};k.Create=function(){return new k};k.Destroy=function(){};k.prototype.Reset=function(j,o){this.__super.Reset.call(this,j,o);O.b2Assert(j.GetType()==y.e_polygonShape);\\nO.b2Assert(o.GetType()==y.e_edgeShape)};k.prototype.Evaluate=function(){var j=this.m_fixtureA.GetBody(),o=this.m_fixtureB.GetBody();this.b2CollidePolyAndEdge(this.m_manifold,this.m_fixtureA.GetShape()instanceof K?this.m_fixtureA.GetShape():null,j.m_xf,this.m_fixtureB.GetShape()instanceof G?this.m_fixtureB.GetShape():null,o.m_xf)};k.prototype.b2CollidePolyAndEdge=function(){};Box2D.inherit(z,Box2D.Dynamics.Contacts.b2Contact);z.prototype.__super=Box2D.Dynamics.Contacts.b2Contact.prototype;z.b2PolygonContact=\\nfunction(){Box2D.Dynamics.Contacts.b2Contact.b2Contact.apply(this,arguments)};z.Create=function(){return new z};z.Destroy=function(){};z.prototype.Reset=function(j,o){this.__super.Reset.call(this,j,o)};z.prototype.Evaluate=function(){var j=this.m_fixtureA.GetBody(),o=this.m_fixtureB.GetBody();S.CollidePolygons(this.m_manifold,this.m_fixtureA.GetShape()instanceof K?this.m_fixtureA.GetShape():null,j.m_xf,this.m_fixtureB.GetShape()instanceof K?this.m_fixtureB.GetShape():null,o.m_xf)};u.b2PositionSolverManifold=\\nfunction(){};u.prototype.b2PositionSolverManifold=function(){this.m_normal=new N;this.m_separations=new Vector_a2j_Number(O.b2_maxManifoldPoints);this.m_points=new Vector(O.b2_maxManifoldPoints);for(var j=0;j<O.b2_maxManifoldPoints;j++)this.m_points[j]=new N};u.prototype.Initialize=function(j){O.b2Assert(j.pointCount>0);var o=0,q=0,n=0,a,c=0,g=0;switch(j.type){case Z.e_circles:a=j.bodyA.m_xf.R;n=j.localPoint;o=j.bodyA.m_xf.position.x+(a.col1.x*n.x+a.col2.x*n.y);q=j.bodyA.m_xf.position.y+(a.col1.y*\\nn.x+a.col2.y*n.y);a=j.bodyB.m_xf.R;n=j.points[0].localPoint;c=j.bodyB.m_xf.position.x+(a.col1.x*n.x+a.col2.x*n.y);a=j.bodyB.m_xf.position.y+(a.col1.y*n.x+a.col2.y*n.y);n=c-o;g=a-q;var b=n*n+g*g;if(b>Number.MIN_VALUE*Number.MIN_VALUE){b=Math.sqrt(b);this.m_normal.x=n/b;this.m_normal.y=g/b}else{this.m_normal.x=1;this.m_normal.y=0}this.m_points[0].x=0.5*(o+c);this.m_points[0].y=0.5*(q+a);this.m_separations[0]=n*this.m_normal.x+g*this.m_normal.y-j.radius;break;case Z.e_faceA:a=j.bodyA.m_xf.R;n=j.localPlaneNormal;\\nthis.m_normal.x=a.col1.x*n.x+a.col2.x*n.y;this.m_normal.y=a.col1.y*n.x+a.col2.y*n.y;a=j.bodyA.m_xf.R;n=j.localPoint;c=j.bodyA.m_xf.position.x+(a.col1.x*n.x+a.col2.x*n.y);g=j.bodyA.m_xf.position.y+(a.col1.y*n.x+a.col2.y*n.y);a=j.bodyB.m_xf.R;for(o=0;o<j.pointCount;++o){n=j.points[o].localPoint;q=j.bodyB.m_xf.position.x+(a.col1.x*n.x+a.col2.x*n.y);n=j.bodyB.m_xf.position.y+(a.col1.y*n.x+a.col2.y*n.y);this.m_separations[o]=(q-c)*this.m_normal.x+(n-g)*this.m_normal.y-j.radius;this.m_points[o].x=q;this.m_points[o].y=\\nn}break;case Z.e_faceB:a=j.bodyB.m_xf.R;n=j.localPlaneNormal;this.m_normal.x=a.col1.x*n.x+a.col2.x*n.y;this.m_normal.y=a.col1.y*n.x+a.col2.y*n.y;a=j.bodyB.m_xf.R;n=j.localPoint;c=j.bodyB.m_xf.position.x+(a.col1.x*n.x+a.col2.x*n.y);g=j.bodyB.m_xf.position.y+(a.col1.y*n.x+a.col2.y*n.y);a=j.bodyA.m_xf.R;for(o=0;o<j.pointCount;++o){n=j.points[o].localPoint;q=j.bodyA.m_xf.position.x+(a.col1.x*n.x+a.col2.x*n.y);n=j.bodyA.m_xf.position.y+(a.col1.y*n.x+a.col2.y*n.y);this.m_separations[o]=(q-c)*this.m_normal.x+\\n(n-g)*this.m_normal.y-j.radius;this.m_points[o].Set(q,n)}this.m_normal.x*=-1;this.m_normal.y*=-1}};Box2D.postDefs.push(function(){Box2D.Dynamics.Contacts.b2PositionSolverManifold.circlePointA=new N;Box2D.Dynamics.Contacts.b2PositionSolverManifold.circlePointB=new N})})();\\n(function(){var F=Box2D.Common.Math.b2Mat22,G=Box2D.Common.Math.b2Math,K=Box2D.Common.Math.b2Vec2,y=Box2D.Common.b2Color,w=Box2D.Dynamics.Controllers.b2BuoyancyController,A=Box2D.Dynamics.Controllers.b2ConstantAccelController,U=Box2D.Dynamics.Controllers.b2ConstantForceController,p=Box2D.Dynamics.Controllers.b2Controller,B=Box2D.Dynamics.Controllers.b2ControllerEdge,Q=Box2D.Dynamics.Controllers.b2GravityController,V=Box2D.Dynamics.Controllers.b2TensorDampingController;Box2D.inherit(w,Box2D.Dynamics.Controllers.b2Controller);\\nw.prototype.__super=Box2D.Dynamics.Controllers.b2Controller.prototype;w.b2BuoyancyController=function(){Box2D.Dynamics.Controllers.b2Controller.b2Controller.apply(this,arguments);this.normal=new K(0,-1);this.density=this.offset=0;this.velocity=new K(0,0);this.linearDrag=2;this.angularDrag=1;this.useDensity=false;this.useWorldGravity=true;this.gravity=null};w.prototype.Step=function(){if(this.m_bodyList){if(this.useWorldGravity)this.gravity=this.GetWorld().GetGravity().Copy();for(var M=this.m_bodyList;M;M=\\nM.nextBody){var L=M.body;if(L.IsAwake()!=false){for(var I=new K,W=new K,Y=0,k=0,z=L.GetFixtureList();z;z=z.GetNext()){var u=new K,D=z.GetShape().ComputeSubmergedArea(this.normal,this.offset,L.GetTransform(),u);Y+=D;I.x+=D*u.x;I.y+=D*u.y;var H=0;H=1;k+=D*H;W.x+=D*u.x*H;W.y+=D*u.y*H}I.x/=Y;I.y/=Y;W.x/=k;W.y/=k;if(!(Y<Number.MIN_VALUE)){k=this.gravity.GetNegative();k.Multiply(this.density*Y);L.ApplyForce(k,W);W=L.GetLinearVelocityFromWorldPoint(I);W.Subtract(this.velocity);W.Multiply(-this.linearDrag*\\nY);L.ApplyForce(W,I);L.ApplyTorque(-L.GetInertia()/L.GetMass()*Y*L.GetAngularVelocity()*this.angularDrag)}}}}};w.prototype.Draw=function(M){var L=new K,I=new K;L.x=this.normal.x*this.offset+this.normal.y*1E3;L.y=this.normal.y*this.offset-this.normal.x*1E3;I.x=this.normal.x*this.offset-this.normal.y*1E3;I.y=this.normal.y*this.offset+this.normal.x*1E3;var W=new y(0,0,1);M.DrawSegment(L,I,W)};Box2D.inherit(A,Box2D.Dynamics.Controllers.b2Controller);A.prototype.__super=Box2D.Dynamics.Controllers.b2Controller.prototype;\\nA.b2ConstantAccelController=function(){Box2D.Dynamics.Controllers.b2Controller.b2Controller.apply(this,arguments);this.A=new K(0,0)};A.prototype.Step=function(M){M=new K(this.A.x*M.dt,this.A.y*M.dt);for(var L=this.m_bodyList;L;L=L.nextBody){var I=L.body;I.IsAwake()&&I.SetLinearVelocity(new K(I.GetLinearVelocity().x+M.x,I.GetLinearVelocity().y+M.y))}};Box2D.inherit(U,Box2D.Dynamics.Controllers.b2Controller);U.prototype.__super=Box2D.Dynamics.Controllers.b2Controller.prototype;U.b2ConstantForceController=\\nfunction(){Box2D.Dynamics.Controllers.b2Controller.b2Controller.apply(this,arguments);this.F=new K(0,0)};U.prototype.Step=function(){for(var M=this.m_bodyList;M;M=M.nextBody){var L=M.body;L.IsAwake()&&L.ApplyForce(this.F,L.GetWorldCenter())}};p.b2Controller=function(){};p.prototype.Step=function(){};p.prototype.Draw=function(){};p.prototype.AddBody=function(M){var L=new B;L.controller=this;L.body=M;L.nextBody=this.m_bodyList;L.prevBody=null;this.m_bodyList=L;if(L.nextBody)L.nextBody.prevBody=L;this.m_bodyCount++;\\nL.nextController=M.m_controllerList;L.prevController=null;M.m_controllerList=L;if(L.nextController)L.nextController.prevController=L;M.m_controllerCount++};p.prototype.RemoveBody=function(M){for(var L=M.m_controllerList;L&&L.controller!=this;)L=L.nextController;if(L.prevBody)L.prevBody.nextBody=L.nextBody;if(L.nextBody)L.nextBody.prevBody=L.prevBody;if(L.nextController)L.nextController.prevController=L.prevController;if(L.prevController)L.prevController.nextController=L.nextController;if(this.m_bodyList==\\nL)this.m_bodyList=L.nextBody;if(M.m_controllerList==L)M.m_controllerList=L.nextController;M.m_controllerCount--;this.m_bodyCount--};p.prototype.Clear=function(){for(;this.m_bodyList;)this.RemoveBody(this.m_bodyList.body)};p.prototype.GetNext=function(){return this.m_next};p.prototype.GetWorld=function(){return this.m_world};p.prototype.GetBodyList=function(){return this.m_bodyList};B.b2ControllerEdge=function(){};Box2D.inherit(Q,Box2D.Dynamics.Controllers.b2Controller);Q.prototype.__super=Box2D.Dynamics.Controllers.b2Controller.prototype;\\nQ.b2GravityController=function(){Box2D.Dynamics.Controllers.b2Controller.b2Controller.apply(this,arguments);this.G=1;this.invSqr=true};Q.prototype.Step=function(){var M=null,L=null,I=null,W=0,Y=null,k=null,z=null,u=0,D=0,H=0;u=null;if(this.invSqr)for(M=this.m_bodyList;M;M=M.nextBody){L=M.body;I=L.GetWorldCenter();W=L.GetMass();for(Y=this.m_bodyList;Y!=M;Y=Y.nextBody){k=Y.body;z=k.GetWorldCenter();u=z.x-I.x;D=z.y-I.y;H=u*u+D*D;if(!(H<Number.MIN_VALUE)){u=new K(u,D);u.Multiply(this.G/H/Math.sqrt(H)*\\nW*k.GetMass());L.IsAwake()&&L.ApplyForce(u,I);u.Multiply(-1);k.IsAwake()&&k.ApplyForce(u,z)}}}else for(M=this.m_bodyList;M;M=M.nextBody){L=M.body;I=L.GetWorldCenter();W=L.GetMass();for(Y=this.m_bodyList;Y!=M;Y=Y.nextBody){k=Y.body;z=k.GetWorldCenter();u=z.x-I.x;D=z.y-I.y;H=u*u+D*D;if(!(H<Number.MIN_VALUE)){u=new K(u,D);u.Multiply(this.G/H*W*k.GetMass());L.IsAwake()&&L.ApplyForce(u,I);u.Multiply(-1);k.IsAwake()&&k.ApplyForce(u,z)}}}};Box2D.inherit(V,Box2D.Dynamics.Controllers.b2Controller);V.prototype.__super=\\nBox2D.Dynamics.Controllers.b2Controller.prototype;V.b2TensorDampingController=function(){Box2D.Dynamics.Controllers.b2Controller.b2Controller.apply(this,arguments);this.T=new F;this.maxTimestep=0};V.prototype.SetAxisAligned=function(M,L){if(M===undefined)M=0;if(L===undefined)L=0;this.T.col1.x=-M;this.T.col1.y=0;this.T.col2.x=0;this.T.col2.y=-L;this.maxTimestep=M>0||L>0?1/Math.max(M,L):0};V.prototype.Step=function(M){M=M.dt;if(!(M<=Number.MIN_VALUE)){if(M>this.maxTimestep&&this.maxTimestep>0)M=this.maxTimestep;\\nfor(var L=this.m_bodyList;L;L=L.nextBody){var I=L.body;if(I.IsAwake()){var W=I.GetWorldVector(G.MulMV(this.T,I.GetLocalVector(I.GetLinearVelocity())));I.SetLinearVelocity(new K(I.GetLinearVelocity().x+W.x*M,I.GetLinearVelocity().y+W.y*M))}}}}})();\\n(function(){var F=Box2D.Common.b2Settings,G=Box2D.Common.Math.b2Mat22,K=Box2D.Common.Math.b2Mat33,y=Box2D.Common.Math.b2Math,w=Box2D.Common.Math.b2Vec2,A=Box2D.Common.Math.b2Vec3,U=Box2D.Dynamics.Joints.b2DistanceJoint,p=Box2D.Dynamics.Joints.b2DistanceJointDef,B=Box2D.Dynamics.Joints.b2FrictionJoint,Q=Box2D.Dynamics.Joints.b2FrictionJointDef,V=Box2D.Dynamics.Joints.b2GearJoint,M=Box2D.Dynamics.Joints.b2GearJointDef,L=Box2D.Dynamics.Joints.b2Jacobian,I=Box2D.Dynamics.Joints.b2Joint,W=Box2D.Dynamics.Joints.b2JointDef,\\nY=Box2D.Dynamics.Joints.b2JointEdge,k=Box2D.Dynamics.Joints.b2LineJoint,z=Box2D.Dynamics.Joints.b2LineJointDef,u=Box2D.Dynamics.Joints.b2MouseJoint,D=Box2D.Dynamics.Joints.b2MouseJointDef,H=Box2D.Dynamics.Joints.b2PrismaticJoint,O=Box2D.Dynamics.Joints.b2PrismaticJointDef,E=Box2D.Dynamics.Joints.b2PulleyJoint,R=Box2D.Dynamics.Joints.b2PulleyJointDef,N=Box2D.Dynamics.Joints.b2RevoluteJoint,S=Box2D.Dynamics.Joints.b2RevoluteJointDef,aa=Box2D.Dynamics.Joints.b2WeldJoint,Z=Box2D.Dynamics.Joints.b2WeldJointDef;\\nBox2D.inherit(U,Box2D.Dynamics.Joints.b2Joint);U.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;U.b2DistanceJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.m_localAnchor1=new w;this.m_localAnchor2=new w;this.m_u=new w};U.prototype.GetAnchorA=function(){return this.m_bodyA.GetWorldPoint(this.m_localAnchor1)};U.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchor2)};U.prototype.GetReactionForce=function(d){if(d===undefined)d=\\n0;return new w(d*this.m_impulse*this.m_u.x,d*this.m_impulse*this.m_u.y)};U.prototype.GetReactionTorque=function(){return 0};U.prototype.GetLength=function(){return this.m_length};U.prototype.SetLength=function(d){if(d===undefined)d=0;this.m_length=d};U.prototype.GetFrequency=function(){return this.m_frequencyHz};U.prototype.SetFrequency=function(d){if(d===undefined)d=0;this.m_frequencyHz=d};U.prototype.GetDampingRatio=function(){return this.m_dampingRatio};U.prototype.SetDampingRatio=function(d){if(d===\\nundefined)d=0;this.m_dampingRatio=d};U.prototype.b2DistanceJoint=function(d){this.__super.b2Joint.call(this,d);this.m_localAnchor1.SetV(d.localAnchorA);this.m_localAnchor2.SetV(d.localAnchorB);this.m_length=d.length;this.m_frequencyHz=d.frequencyHz;this.m_dampingRatio=d.dampingRatio;this.m_bias=this.m_gamma=this.m_impulse=0};U.prototype.InitVelocityConstraints=function(d){var h,l=0,j=this.m_bodyA,o=this.m_bodyB;h=j.m_xf.R;var q=this.m_localAnchor1.x-j.m_sweep.localCenter.x,n=this.m_localAnchor1.y-\\nj.m_sweep.localCenter.y;l=h.col1.x*q+h.col2.x*n;n=h.col1.y*q+h.col2.y*n;q=l;h=o.m_xf.R;var a=this.m_localAnchor2.x-o.m_sweep.localCenter.x,c=this.m_localAnchor2.y-o.m_sweep.localCenter.y;l=h.col1.x*a+h.col2.x*c;c=h.col1.y*a+h.col2.y*c;a=l;this.m_u.x=o.m_sweep.c.x+a-j.m_sweep.c.x-q;this.m_u.y=o.m_sweep.c.y+c-j.m_sweep.c.y-n;l=Math.sqrt(this.m_u.x*this.m_u.x+this.m_u.y*this.m_u.y);l>F.b2_linearSlop?this.m_u.Multiply(1/l):this.m_u.SetZero();h=q*this.m_u.y-n*this.m_u.x;var g=a*this.m_u.y-c*this.m_u.x;\\nh=j.m_invMass+j.m_invI*h*h+o.m_invMass+o.m_invI*g*g;this.m_mass=h!=0?1/h:0;if(this.m_frequencyHz>0){l=l-this.m_length;g=2*Math.PI*this.m_frequencyHz;var b=this.m_mass*g*g;this.m_gamma=d.dt*(2*this.m_mass*this.m_dampingRatio*g+d.dt*b);this.m_gamma=this.m_gamma!=0?1/this.m_gamma:0;this.m_bias=l*d.dt*b*this.m_gamma;this.m_mass=h+this.m_gamma;this.m_mass=this.m_mass!=0?1/this.m_mass:0}if(d.warmStarting){this.m_impulse*=d.dtRatio;d=this.m_impulse*this.m_u.x;h=this.m_impulse*this.m_u.y;j.m_linearVelocity.x-=\\nj.m_invMass*d;j.m_linearVelocity.y-=j.m_invMass*h;j.m_angularVelocity-=j.m_invI*(q*h-n*d);o.m_linearVelocity.x+=o.m_invMass*d;o.m_linearVelocity.y+=o.m_invMass*h;o.m_angularVelocity+=o.m_invI*(a*h-c*d)}else this.m_impulse=0};U.prototype.SolveVelocityConstraints=function(){var d,h=this.m_bodyA,l=this.m_bodyB;d=h.m_xf.R;var j=this.m_localAnchor1.x-h.m_sweep.localCenter.x,o=this.m_localAnchor1.y-h.m_sweep.localCenter.y,q=d.col1.x*j+d.col2.x*o;o=d.col1.y*j+d.col2.y*o;j=q;d=l.m_xf.R;var n=this.m_localAnchor2.x-\\nl.m_sweep.localCenter.x,a=this.m_localAnchor2.y-l.m_sweep.localCenter.y;q=d.col1.x*n+d.col2.x*a;a=d.col1.y*n+d.col2.y*a;n=q;q=-this.m_mass*(this.m_u.x*(l.m_linearVelocity.x+-l.m_angularVelocity*a-(h.m_linearVelocity.x+-h.m_angularVelocity*o))+this.m_u.y*(l.m_linearVelocity.y+l.m_angularVelocity*n-(h.m_linearVelocity.y+h.m_angularVelocity*j))+this.m_bias+this.m_gamma*this.m_impulse);this.m_impulse+=q;d=q*this.m_u.x;q=q*this.m_u.y;h.m_linearVelocity.x-=h.m_invMass*d;h.m_linearVelocity.y-=h.m_invMass*\\nq;h.m_angularVelocity-=h.m_invI*(j*q-o*d);l.m_linearVelocity.x+=l.m_invMass*d;l.m_linearVelocity.y+=l.m_invMass*q;l.m_angularVelocity+=l.m_invI*(n*q-a*d)};U.prototype.SolvePositionConstraints=function(){var d;if(this.m_frequencyHz>0)return true;var h=this.m_bodyA,l=this.m_bodyB;d=h.m_xf.R;var j=this.m_localAnchor1.x-h.m_sweep.localCenter.x,o=this.m_localAnchor1.y-h.m_sweep.localCenter.y,q=d.col1.x*j+d.col2.x*o;o=d.col1.y*j+d.col2.y*o;j=q;d=l.m_xf.R;var n=this.m_localAnchor2.x-l.m_sweep.localCenter.x,\\na=this.m_localAnchor2.y-l.m_sweep.localCenter.y;q=d.col1.x*n+d.col2.x*a;a=d.col1.y*n+d.col2.y*a;n=q;q=l.m_sweep.c.x+n-h.m_sweep.c.x-j;var c=l.m_sweep.c.y+a-h.m_sweep.c.y-o;d=Math.sqrt(q*q+c*c);q/=d;c/=d;d=d-this.m_length;d=y.Clamp(d,-F.b2_maxLinearCorrection,F.b2_maxLinearCorrection);var g=-this.m_mass*d;this.m_u.Set(q,c);q=g*this.m_u.x;c=g*this.m_u.y;h.m_sweep.c.x-=h.m_invMass*q;h.m_sweep.c.y-=h.m_invMass*c;h.m_sweep.a-=h.m_invI*(j*c-o*q);l.m_sweep.c.x+=l.m_invMass*q;l.m_sweep.c.y+=l.m_invMass*c;\\nl.m_sweep.a+=l.m_invI*(n*c-a*q);h.SynchronizeTransform();l.SynchronizeTransform();return y.Abs(d)<F.b2_linearSlop};Box2D.inherit(p,Box2D.Dynamics.Joints.b2JointDef);p.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;p.b2DistanceJointDef=function(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,arguments);this.localAnchorA=new w;this.localAnchorB=new w};p.prototype.b2DistanceJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_distanceJoint;this.length=1;this.dampingRatio=\\nthis.frequencyHz=0};p.prototype.Initialize=function(d,h,l,j){this.bodyA=d;this.bodyB=h;this.localAnchorA.SetV(this.bodyA.GetLocalPoint(l));this.localAnchorB.SetV(this.bodyB.GetLocalPoint(j));d=j.x-l.x;l=j.y-l.y;this.length=Math.sqrt(d*d+l*l);this.dampingRatio=this.frequencyHz=0};Box2D.inherit(B,Box2D.Dynamics.Joints.b2Joint);B.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;B.b2FrictionJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.m_localAnchorA=new w;\\nthis.m_localAnchorB=new w;this.m_linearMass=new G;this.m_linearImpulse=new w};B.prototype.GetAnchorA=function(){return this.m_bodyA.GetWorldPoint(this.m_localAnchorA)};B.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchorB)};B.prototype.GetReactionForce=function(d){if(d===undefined)d=0;return new w(d*this.m_linearImpulse.x,d*this.m_linearImpulse.y)};B.prototype.GetReactionTorque=function(d){if(d===undefined)d=0;return d*this.m_angularImpulse};B.prototype.SetMaxForce=\\nfunction(d){if(d===undefined)d=0;this.m_maxForce=d};B.prototype.GetMaxForce=function(){return this.m_maxForce};B.prototype.SetMaxTorque=function(d){if(d===undefined)d=0;this.m_maxTorque=d};B.prototype.GetMaxTorque=function(){return this.m_maxTorque};B.prototype.b2FrictionJoint=function(d){this.__super.b2Joint.call(this,d);this.m_localAnchorA.SetV(d.localAnchorA);this.m_localAnchorB.SetV(d.localAnchorB);this.m_linearMass.SetZero();this.m_angularMass=0;this.m_linearImpulse.SetZero();this.m_angularImpulse=\\n0;this.m_maxForce=d.maxForce;this.m_maxTorque=d.maxTorque};B.prototype.InitVelocityConstraints=function(d){var h,l=0,j=this.m_bodyA,o=this.m_bodyB;h=j.m_xf.R;var q=this.m_localAnchorA.x-j.m_sweep.localCenter.x,n=this.m_localAnchorA.y-j.m_sweep.localCenter.y;l=h.col1.x*q+h.col2.x*n;n=h.col1.y*q+h.col2.y*n;q=l;h=o.m_xf.R;var a=this.m_localAnchorB.x-o.m_sweep.localCenter.x,c=this.m_localAnchorB.y-o.m_sweep.localCenter.y;l=h.col1.x*a+h.col2.x*c;c=h.col1.y*a+h.col2.y*c;a=l;h=j.m_invMass;l=o.m_invMass;\\nvar g=j.m_invI,b=o.m_invI,e=new G;e.col1.x=h+l;e.col2.x=0;e.col1.y=0;e.col2.y=h+l;e.col1.x+=g*n*n;e.col2.x+=-g*q*n;e.col1.y+=-g*q*n;e.col2.y+=g*q*q;e.col1.x+=b*c*c;e.col2.x+=-b*a*c;e.col1.y+=-b*a*c;e.col2.y+=b*a*a;e.GetInverse(this.m_linearMass);this.m_angularMass=g+b;if(this.m_angularMass>0)this.m_angularMass=1/this.m_angularMass;if(d.warmStarting){this.m_linearImpulse.x*=d.dtRatio;this.m_linearImpulse.y*=d.dtRatio;this.m_angularImpulse*=d.dtRatio;d=this.m_linearImpulse;j.m_linearVelocity.x-=h*d.x;\\nj.m_linearVelocity.y-=h*d.y;j.m_angularVelocity-=g*(q*d.y-n*d.x+this.m_angularImpulse);o.m_linearVelocity.x+=l*d.x;o.m_linearVelocity.y+=l*d.y;o.m_angularVelocity+=b*(a*d.y-c*d.x+this.m_angularImpulse)}else{this.m_linearImpulse.SetZero();this.m_angularImpulse=0}};B.prototype.SolveVelocityConstraints=function(d){var h,l=0,j=this.m_bodyA,o=this.m_bodyB,q=j.m_linearVelocity,n=j.m_angularVelocity,a=o.m_linearVelocity,c=o.m_angularVelocity,g=j.m_invMass,b=o.m_invMass,e=j.m_invI,f=o.m_invI;h=j.m_xf.R;var m=\\nthis.m_localAnchorA.x-j.m_sweep.localCenter.x,r=this.m_localAnchorA.y-j.m_sweep.localCenter.y;l=h.col1.x*m+h.col2.x*r;r=h.col1.y*m+h.col2.y*r;m=l;h=o.m_xf.R;var s=this.m_localAnchorB.x-o.m_sweep.localCenter.x,v=this.m_localAnchorB.y-o.m_sweep.localCenter.y;l=h.col1.x*s+h.col2.x*v;v=h.col1.y*s+h.col2.y*v;s=l;h=0;l=-this.m_angularMass*(c-n);var t=this.m_angularImpulse;h=d.dt*this.m_maxTorque;this.m_angularImpulse=y.Clamp(this.m_angularImpulse+l,-h,h);l=this.m_angularImpulse-t;n-=e*l;c+=f*l;h=y.MulMV(this.m_linearMass,\\nnew w(-(a.x-c*v-q.x+n*r),-(a.y+c*s-q.y-n*m)));l=this.m_linearImpulse.Copy();this.m_linearImpulse.Add(h);h=d.dt*this.m_maxForce;if(this.m_linearImpulse.LengthSquared()>h*h){this.m_linearImpulse.Normalize();this.m_linearImpulse.Multiply(h)}h=y.SubtractVV(this.m_linearImpulse,l);q.x-=g*h.x;q.y-=g*h.y;n-=e*(m*h.y-r*h.x);a.x+=b*h.x;a.y+=b*h.y;c+=f*(s*h.y-v*h.x);j.m_angularVelocity=n;o.m_angularVelocity=c};B.prototype.SolvePositionConstraints=function(){return true};Box2D.inherit(Q,Box2D.Dynamics.Joints.b2JointDef);\\nQ.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;Q.b2FrictionJointDef=function(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,arguments);this.localAnchorA=new w;this.localAnchorB=new w};Q.prototype.b2FrictionJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_frictionJoint;this.maxTorque=this.maxForce=0};Q.prototype.Initialize=function(d,h,l){this.bodyA=d;this.bodyB=h;this.localAnchorA.SetV(this.bodyA.GetLocalPoint(l));this.localAnchorB.SetV(this.bodyB.GetLocalPoint(l))};\\nBox2D.inherit(V,Box2D.Dynamics.Joints.b2Joint);V.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;V.b2GearJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.m_groundAnchor1=new w;this.m_groundAnchor2=new w;this.m_localAnchor1=new w;this.m_localAnchor2=new w;this.m_J=new L};V.prototype.GetAnchorA=function(){return this.m_bodyA.GetWorldPoint(this.m_localAnchor1)};V.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchor2)};V.prototype.GetReactionForce=\\nfunction(d){if(d===undefined)d=0;return new w(d*this.m_impulse*this.m_J.linearB.x,d*this.m_impulse*this.m_J.linearB.y)};V.prototype.GetReactionTorque=function(d){if(d===undefined)d=0;var h=this.m_bodyB.m_xf.R,l=this.m_localAnchor1.x-this.m_bodyB.m_sweep.localCenter.x,j=this.m_localAnchor1.y-this.m_bodyB.m_sweep.localCenter.y,o=h.col1.x*l+h.col2.x*j;j=h.col1.y*l+h.col2.y*j;l=o;return d*(this.m_impulse*this.m_J.angularB-l*this.m_impulse*this.m_J.linearB.y+j*this.m_impulse*this.m_J.linearB.x)};V.prototype.GetRatio=\\nfunction(){return this.m_ratio};V.prototype.SetRatio=function(d){if(d===undefined)d=0;this.m_ratio=d};V.prototype.b2GearJoint=function(d){this.__super.b2Joint.call(this,d);var h=parseInt(d.joint1.m_type),l=parseInt(d.joint2.m_type);this.m_prismatic2=this.m_revolute2=this.m_prismatic1=this.m_revolute1=null;var j=0,o=0;this.m_ground1=d.joint1.GetBodyA();this.m_bodyA=d.joint1.GetBodyB();if(h==I.e_revoluteJoint){this.m_revolute1=d.joint1 instanceof N?d.joint1:null;this.m_groundAnchor1.SetV(this.m_revolute1.m_localAnchor1);\\nthis.m_localAnchor1.SetV(this.m_revolute1.m_localAnchor2);j=this.m_revolute1.GetJointAngle()}else{this.m_prismatic1=d.joint1 instanceof H?d.joint1:null;this.m_groundAnchor1.SetV(this.m_prismatic1.m_localAnchor1);this.m_localAnchor1.SetV(this.m_prismatic1.m_localAnchor2);j=this.m_prismatic1.GetJointTranslation()}this.m_ground2=d.joint2.GetBodyA();this.m_bodyB=d.joint2.GetBodyB();if(l==I.e_revoluteJoint){this.m_revolute2=d.joint2 instanceof N?d.joint2:null;this.m_groundAnchor2.SetV(this.m_revolute2.m_localAnchor1);\\nthis.m_localAnchor2.SetV(this.m_revolute2.m_localAnchor2);o=this.m_revolute2.GetJointAngle()}else{this.m_prismatic2=d.joint2 instanceof H?d.joint2:null;this.m_groundAnchor2.SetV(this.m_prismatic2.m_localAnchor1);this.m_localAnchor2.SetV(this.m_prismatic2.m_localAnchor2);o=this.m_prismatic2.GetJointTranslation()}this.m_ratio=d.ratio;this.m_constant=j+this.m_ratio*o;this.m_impulse=0};V.prototype.InitVelocityConstraints=function(d){var h=this.m_ground1,l=this.m_ground2,j=this.m_bodyA,o=this.m_bodyB,\\nq=0,n=0,a=0,c=0,g=a=0,b=0;this.m_J.SetZero();if(this.m_revolute1){this.m_J.angularA=-1;b+=j.m_invI}else{h=h.m_xf.R;n=this.m_prismatic1.m_localXAxis1;q=h.col1.x*n.x+h.col2.x*n.y;n=h.col1.y*n.x+h.col2.y*n.y;h=j.m_xf.R;a=this.m_localAnchor1.x-j.m_sweep.localCenter.x;c=this.m_localAnchor1.y-j.m_sweep.localCenter.y;g=h.col1.x*a+h.col2.x*c;c=h.col1.y*a+h.col2.y*c;a=g;a=a*n-c*q;this.m_J.linearA.Set(-q,-n);this.m_J.angularA=-a;b+=j.m_invMass+j.m_invI*a*a}if(this.m_revolute2){this.m_J.angularB=-this.m_ratio;\\nb+=this.m_ratio*this.m_ratio*o.m_invI}else{h=l.m_xf.R;n=this.m_prismatic2.m_localXAxis1;q=h.col1.x*n.x+h.col2.x*n.y;n=h.col1.y*n.x+h.col2.y*n.y;h=o.m_xf.R;a=this.m_localAnchor2.x-o.m_sweep.localCenter.x;c=this.m_localAnchor2.y-o.m_sweep.localCenter.y;g=h.col1.x*a+h.col2.x*c;c=h.col1.y*a+h.col2.y*c;a=g;a=a*n-c*q;this.m_J.linearB.Set(-this.m_ratio*q,-this.m_ratio*n);this.m_J.angularB=-this.m_ratio*a;b+=this.m_ratio*this.m_ratio*(o.m_invMass+o.m_invI*a*a)}this.m_mass=b>0?1/b:0;if(d.warmStarting){j.m_linearVelocity.x+=\\nj.m_invMass*this.m_impulse*this.m_J.linearA.x;j.m_linearVelocity.y+=j.m_invMass*this.m_impulse*this.m_J.linearA.y;j.m_angularVelocity+=j.m_invI*this.m_impulse*this.m_J.angularA;o.m_linearVelocity.x+=o.m_invMass*this.m_impulse*this.m_J.linearB.x;o.m_linearVelocity.y+=o.m_invMass*this.m_impulse*this.m_J.linearB.y;o.m_angularVelocity+=o.m_invI*this.m_impulse*this.m_J.angularB}else this.m_impulse=0};V.prototype.SolveVelocityConstraints=function(){var d=this.m_bodyA,h=this.m_bodyB,l=-this.m_mass*this.m_J.Compute(d.m_linearVelocity,\\nd.m_angularVelocity,h.m_linearVelocity,h.m_angularVelocity);this.m_impulse+=l;d.m_linearVelocity.x+=d.m_invMass*l*this.m_J.linearA.x;d.m_linearVelocity.y+=d.m_invMass*l*this.m_J.linearA.y;d.m_angularVelocity+=d.m_invI*l*this.m_J.angularA;h.m_linearVelocity.x+=h.m_invMass*l*this.m_J.linearB.x;h.m_linearVelocity.y+=h.m_invMass*l*this.m_J.linearB.y;h.m_angularVelocity+=h.m_invI*l*this.m_J.angularB};V.prototype.SolvePositionConstraints=function(){var d=this.m_bodyA,h=this.m_bodyB,l=0,j=0;l=this.m_revolute1?\\nthis.m_revolute1.GetJointAngle():this.m_prismatic1.GetJointTranslation();j=this.m_revolute2?this.m_revolute2.GetJointAngle():this.m_prismatic2.GetJointTranslation();l=-this.m_mass*(this.m_constant-(l+this.m_ratio*j));d.m_sweep.c.x+=d.m_invMass*l*this.m_J.linearA.x;d.m_sweep.c.y+=d.m_invMass*l*this.m_J.linearA.y;d.m_sweep.a+=d.m_invI*l*this.m_J.angularA;h.m_sweep.c.x+=h.m_invMass*l*this.m_J.linearB.x;h.m_sweep.c.y+=h.m_invMass*l*this.m_J.linearB.y;h.m_sweep.a+=h.m_invI*l*this.m_J.angularB;d.SynchronizeTransform();\\nh.SynchronizeTransform();return 0<F.b2_linearSlop};Box2D.inherit(M,Box2D.Dynamics.Joints.b2JointDef);M.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;M.b2GearJointDef=function(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,arguments)};M.prototype.b2GearJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_gearJoint;this.joint2=this.joint1=null;this.ratio=1};L.b2Jacobian=function(){this.linearA=new w;this.linearB=new w};L.prototype.SetZero=function(){this.linearA.SetZero();\\nthis.angularA=0;this.linearB.SetZero();this.angularB=0};L.prototype.Set=function(d,h,l,j){if(h===undefined)h=0;if(j===undefined)j=0;this.linearA.SetV(d);this.angularA=h;this.linearB.SetV(l);this.angularB=j};L.prototype.Compute=function(d,h,l,j){if(h===undefined)h=0;if(j===undefined)j=0;return this.linearA.x*d.x+this.linearA.y*d.y+this.angularA*h+(this.linearB.x*l.x+this.linearB.y*l.y)+this.angularB*j};I.b2Joint=function(){this.m_edgeA=new Y;this.m_edgeB=new Y;this.m_localCenterA=new w;this.m_localCenterB=\\nnew w};I.prototype.GetType=function(){return this.m_type};I.prototype.GetAnchorA=function(){return null};I.prototype.GetAnchorB=function(){return null};I.prototype.GetReactionForce=function(){return null};I.prototype.GetReactionTorque=function(){return 0};I.prototype.GetBodyA=function(){return this.m_bodyA};I.prototype.GetBodyB=function(){return this.m_bodyB};I.prototype.GetNext=function(){return this.m_next};I.prototype.GetUserData=function(){return this.m_userData};I.prototype.SetUserData=function(d){this.m_userData=\\nd};I.prototype.IsActive=function(){return this.m_bodyA.IsActive()&&this.m_bodyB.IsActive()};I.Create=function(d){var h=null;switch(d.type){case I.e_distanceJoint:h=new U(d instanceof p?d:null);break;case I.e_mouseJoint:h=new u(d instanceof D?d:null);break;case I.e_prismaticJoint:h=new H(d instanceof O?d:null);break;case I.e_revoluteJoint:h=new N(d instanceof S?d:null);break;case I.e_pulleyJoint:h=new E(d instanceof R?d:null);break;case I.e_gearJoint:h=new V(d instanceof M?d:null);break;case I.e_lineJoint:h=\\nnew k(d instanceof z?d:null);break;case I.e_weldJoint:h=new aa(d instanceof Z?d:null);break;case I.e_frictionJoint:h=new B(d instanceof Q?d:null)}return h};I.Destroy=function(){};I.prototype.b2Joint=function(d){F.b2Assert(d.bodyA!=d.bodyB);this.m_type=d.type;this.m_next=this.m_prev=null;this.m_bodyA=d.bodyA;this.m_bodyB=d.bodyB;this.m_collideConnected=d.collideConnected;this.m_islandFlag=false;this.m_userData=d.userData};I.prototype.InitVelocityConstraints=function(){};I.prototype.SolveVelocityConstraints=\\nfunction(){};I.prototype.FinalizeVelocityConstraints=function(){};I.prototype.SolvePositionConstraints=function(){return false};Box2D.postDefs.push(function(){Box2D.Dynamics.Joints.b2Joint.e_unknownJoint=0;Box2D.Dynamics.Joints.b2Joint.e_revoluteJoint=1;Box2D.Dynamics.Joints.b2Joint.e_prismaticJoint=2;Box2D.Dynamics.Joints.b2Joint.e_distanceJoint=3;Box2D.Dynamics.Joints.b2Joint.e_pulleyJoint=4;Box2D.Dynamics.Joints.b2Joint.e_mouseJoint=5;Box2D.Dynamics.Joints.b2Joint.e_gearJoint=6;Box2D.Dynamics.Joints.b2Joint.e_lineJoint=\\n7;Box2D.Dynamics.Joints.b2Joint.e_weldJoint=8;Box2D.Dynamics.Joints.b2Joint.e_frictionJoint=9;Box2D.Dynamics.Joints.b2Joint.e_inactiveLimit=0;Box2D.Dynamics.Joints.b2Joint.e_atLowerLimit=1;Box2D.Dynamics.Joints.b2Joint.e_atUpperLimit=2;Box2D.Dynamics.Joints.b2Joint.e_equalLimits=3});W.b2JointDef=function(){};W.prototype.b2JointDef=function(){this.type=I.e_unknownJoint;this.bodyB=this.bodyA=this.userData=null;this.collideConnected=false};Y.b2JointEdge=function(){};Box2D.inherit(k,Box2D.Dynamics.Joints.b2Joint);\\nk.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;k.b2LineJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.m_localAnchor1=new w;this.m_localAnchor2=new w;this.m_localXAxis1=new w;this.m_localYAxis1=new w;this.m_axis=new w;this.m_perp=new w;this.m_K=new G;this.m_impulse=new w};k.prototype.GetAnchorA=function(){return this.m_bodyA.GetWorldPoint(this.m_localAnchor1)};k.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchor2)};k.prototype.GetReactionForce=\\nfunction(d){if(d===undefined)d=0;return new w(d*(this.m_impulse.x*this.m_perp.x+(this.m_motorImpulse+this.m_impulse.y)*this.m_axis.x),d*(this.m_impulse.x*this.m_perp.y+(this.m_motorImpulse+this.m_impulse.y)*this.m_axis.y))};k.prototype.GetReactionTorque=function(d){if(d===undefined)d=0;return d*this.m_impulse.y};k.prototype.GetJointTranslation=function(){var d=this.m_bodyA,h=this.m_bodyB,l=d.GetWorldPoint(this.m_localAnchor1),j=h.GetWorldPoint(this.m_localAnchor2);h=j.x-l.x;l=j.y-l.y;d=d.GetWorldVector(this.m_localXAxis1);\\nreturn d.x*h+d.y*l};k.prototype.GetJointSpeed=function(){var d=this.m_bodyA,h=this.m_bodyB,l;l=d.m_xf.R;var j=this.m_localAnchor1.x-d.m_sweep.localCenter.x,o=this.m_localAnchor1.y-d.m_sweep.localCenter.y,q=l.col1.x*j+l.col2.x*o;o=l.col1.y*j+l.col2.y*o;j=q;l=h.m_xf.R;var n=this.m_localAnchor2.x-h.m_sweep.localCenter.x,a=this.m_localAnchor2.y-h.m_sweep.localCenter.y;q=l.col1.x*n+l.col2.x*a;a=l.col1.y*n+l.col2.y*a;n=q;l=h.m_sweep.c.x+n-(d.m_sweep.c.x+j);q=h.m_sweep.c.y+a-(d.m_sweep.c.y+o);var c=d.GetWorldVector(this.m_localXAxis1),\\ng=d.m_linearVelocity,b=h.m_linearVelocity;d=d.m_angularVelocity;h=h.m_angularVelocity;return l*-d*c.y+q*d*c.x+(c.x*(b.x+-h*a-g.x- -d*o)+c.y*(b.y+h*n-g.y-d*j))};k.prototype.IsLimitEnabled=function(){return this.m_enableLimit};k.prototype.EnableLimit=function(d){this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_enableLimit=d};k.prototype.GetLowerLimit=function(){return this.m_lowerTranslation};k.prototype.GetUpperLimit=function(){return this.m_upperTranslation};k.prototype.SetLimits=function(d,\\nh){if(d===undefined)d=0;if(h===undefined)h=0;this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_lowerTranslation=d;this.m_upperTranslation=h};k.prototype.IsMotorEnabled=function(){return this.m_enableMotor};k.prototype.EnableMotor=function(d){this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_enableMotor=d};k.prototype.SetMotorSpeed=function(d){if(d===undefined)d=0;this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_motorSpeed=d};k.prototype.GetMotorSpeed=function(){return this.m_motorSpeed};\\nk.prototype.SetMaxMotorForce=function(d){if(d===undefined)d=0;this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_maxMotorForce=d};k.prototype.GetMaxMotorForce=function(){return this.m_maxMotorForce};k.prototype.GetMotorForce=function(){return this.m_motorImpulse};k.prototype.b2LineJoint=function(d){this.__super.b2Joint.call(this,d);this.m_localAnchor1.SetV(d.localAnchorA);this.m_localAnchor2.SetV(d.localAnchorB);this.m_localXAxis1.SetV(d.localAxisA);this.m_localYAxis1.x=-this.m_localXAxis1.y;\\nthis.m_localYAxis1.y=this.m_localXAxis1.x;this.m_impulse.SetZero();this.m_motorImpulse=this.m_motorMass=0;this.m_lowerTranslation=d.lowerTranslation;this.m_upperTranslation=d.upperTranslation;this.m_maxMotorForce=d.maxMotorForce;this.m_motorSpeed=d.motorSpeed;this.m_enableLimit=d.enableLimit;this.m_enableMotor=d.enableMotor;this.m_limitState=I.e_inactiveLimit;this.m_axis.SetZero();this.m_perp.SetZero()};k.prototype.InitVelocityConstraints=function(d){var h=this.m_bodyA,l=this.m_bodyB,j,o=0;this.m_localCenterA.SetV(h.GetLocalCenter());\\nthis.m_localCenterB.SetV(l.GetLocalCenter());var q=h.GetTransform();l.GetTransform();j=h.m_xf.R;var n=this.m_localAnchor1.x-this.m_localCenterA.x,a=this.m_localAnchor1.y-this.m_localCenterA.y;o=j.col1.x*n+j.col2.x*a;a=j.col1.y*n+j.col2.y*a;n=o;j=l.m_xf.R;var c=this.m_localAnchor2.x-this.m_localCenterB.x,g=this.m_localAnchor2.y-this.m_localCenterB.y;o=j.col1.x*c+j.col2.x*g;g=j.col1.y*c+j.col2.y*g;c=o;j=l.m_sweep.c.x+c-h.m_sweep.c.x-n;o=l.m_sweep.c.y+g-h.m_sweep.c.y-a;this.m_invMassA=h.m_invMass;this.m_invMassB=\\nl.m_invMass;this.m_invIA=h.m_invI;this.m_invIB=l.m_invI;this.m_axis.SetV(y.MulMV(q.R,this.m_localXAxis1));this.m_a1=(j+n)*this.m_axis.y-(o+a)*this.m_axis.x;this.m_a2=c*this.m_axis.y-g*this.m_axis.x;this.m_motorMass=this.m_invMassA+this.m_invMassB+this.m_invIA*this.m_a1*this.m_a1+this.m_invIB*this.m_a2*this.m_a2;this.m_motorMass=this.m_motorMass>Number.MIN_VALUE?1/this.m_motorMass:0;this.m_perp.SetV(y.MulMV(q.R,this.m_localYAxis1));this.m_s1=(j+n)*this.m_perp.y-(o+a)*this.m_perp.x;this.m_s2=c*this.m_perp.y-\\ng*this.m_perp.x;q=this.m_invMassA;n=this.m_invMassB;a=this.m_invIA;c=this.m_invIB;this.m_K.col1.x=q+n+a*this.m_s1*this.m_s1+c*this.m_s2*this.m_s2;this.m_K.col1.y=a*this.m_s1*this.m_a1+c*this.m_s2*this.m_a2;this.m_K.col2.x=this.m_K.col1.y;this.m_K.col2.y=q+n+a*this.m_a1*this.m_a1+c*this.m_a2*this.m_a2;if(this.m_enableLimit){j=this.m_axis.x*j+this.m_axis.y*o;if(y.Abs(this.m_upperTranslation-this.m_lowerTranslation)<2*F.b2_linearSlop)this.m_limitState=I.e_equalLimits;else if(j<=this.m_lowerTranslation){if(this.m_limitState!=\\nI.e_atLowerLimit){this.m_limitState=I.e_atLowerLimit;this.m_impulse.y=0}}else if(j>=this.m_upperTranslation){if(this.m_limitState!=I.e_atUpperLimit){this.m_limitState=I.e_atUpperLimit;this.m_impulse.y=0}}else{this.m_limitState=I.e_inactiveLimit;this.m_impulse.y=0}}else this.m_limitState=I.e_inactiveLimit;if(this.m_enableMotor==false)this.m_motorImpulse=0;if(d.warmStarting){this.m_impulse.x*=d.dtRatio;this.m_impulse.y*=d.dtRatio;this.m_motorImpulse*=d.dtRatio;d=this.m_impulse.x*this.m_perp.x+(this.m_motorImpulse+\\nthis.m_impulse.y)*this.m_axis.x;j=this.m_impulse.x*this.m_perp.y+(this.m_motorImpulse+this.m_impulse.y)*this.m_axis.y;o=this.m_impulse.x*this.m_s1+(this.m_motorImpulse+this.m_impulse.y)*this.m_a1;q=this.m_impulse.x*this.m_s2+(this.m_motorImpulse+this.m_impulse.y)*this.m_a2;h.m_linearVelocity.x-=this.m_invMassA*d;h.m_linearVelocity.y-=this.m_invMassA*j;h.m_angularVelocity-=this.m_invIA*o;l.m_linearVelocity.x+=this.m_invMassB*d;l.m_linearVelocity.y+=this.m_invMassB*j;l.m_angularVelocity+=this.m_invIB*\\nq}else{this.m_impulse.SetZero();this.m_motorImpulse=0}};k.prototype.SolveVelocityConstraints=function(d){var h=this.m_bodyA,l=this.m_bodyB,j=h.m_linearVelocity,o=h.m_angularVelocity,q=l.m_linearVelocity,n=l.m_angularVelocity,a=0,c=0,g=0,b=0;if(this.m_enableMotor&&this.m_limitState!=I.e_equalLimits){b=this.m_motorMass*(this.m_motorSpeed-(this.m_axis.x*(q.x-j.x)+this.m_axis.y*(q.y-j.y)+this.m_a2*n-this.m_a1*o));a=this.m_motorImpulse;c=d.dt*this.m_maxMotorForce;this.m_motorImpulse=y.Clamp(this.m_motorImpulse+\\nb,-c,c);b=this.m_motorImpulse-a;a=b*this.m_axis.x;c=b*this.m_axis.y;g=b*this.m_a1;b=b*this.m_a2;j.x-=this.m_invMassA*a;j.y-=this.m_invMassA*c;o-=this.m_invIA*g;q.x+=this.m_invMassB*a;q.y+=this.m_invMassB*c;n+=this.m_invIB*b}c=this.m_perp.x*(q.x-j.x)+this.m_perp.y*(q.y-j.y)+this.m_s2*n-this.m_s1*o;if(this.m_enableLimit&&this.m_limitState!=I.e_inactiveLimit){g=this.m_axis.x*(q.x-j.x)+this.m_axis.y*(q.y-j.y)+this.m_a2*n-this.m_a1*o;a=this.m_impulse.Copy();d=this.m_K.Solve(new w,-c,-g);this.m_impulse.Add(d);\\nif(this.m_limitState==I.e_atLowerLimit)this.m_impulse.y=y.Max(this.m_impulse.y,0);else if(this.m_limitState==I.e_atUpperLimit)this.m_impulse.y=y.Min(this.m_impulse.y,0);c=-c-(this.m_impulse.y-a.y)*this.m_K.col2.x;g=0;g=this.m_K.col1.x!=0?c/this.m_K.col1.x+a.x:a.x;this.m_impulse.x=g;d.x=this.m_impulse.x-a.x;d.y=this.m_impulse.y-a.y;a=d.x*this.m_perp.x+d.y*this.m_axis.x;c=d.x*this.m_perp.y+d.y*this.m_axis.y;g=d.x*this.m_s1+d.y*this.m_a1;b=d.x*this.m_s2+d.y*this.m_a2}else{d=0;d=this.m_K.col1.x!=0?-c/\\nthis.m_K.col1.x:0;this.m_impulse.x+=d;a=d*this.m_perp.x;c=d*this.m_perp.y;g=d*this.m_s1;b=d*this.m_s2}j.x-=this.m_invMassA*a;j.y-=this.m_invMassA*c;o-=this.m_invIA*g;q.x+=this.m_invMassB*a;q.y+=this.m_invMassB*c;n+=this.m_invIB*b;h.m_linearVelocity.SetV(j);h.m_angularVelocity=o;l.m_linearVelocity.SetV(q);l.m_angularVelocity=n};k.prototype.SolvePositionConstraints=function(){var d=this.m_bodyA,h=this.m_bodyB,l=d.m_sweep.c,j=d.m_sweep.a,o=h.m_sweep.c,q=h.m_sweep.a,n,a=0,c=0,g=0,b=0,e=n=0,f=0;c=false;\\nvar m=0,r=G.FromAngle(j);g=G.FromAngle(q);n=r;f=this.m_localAnchor1.x-this.m_localCenterA.x;var s=this.m_localAnchor1.y-this.m_localCenterA.y;a=n.col1.x*f+n.col2.x*s;s=n.col1.y*f+n.col2.y*s;f=a;n=g;g=this.m_localAnchor2.x-this.m_localCenterB.x;b=this.m_localAnchor2.y-this.m_localCenterB.y;a=n.col1.x*g+n.col2.x*b;b=n.col1.y*g+n.col2.y*b;g=a;n=o.x+g-l.x-f;a=o.y+b-l.y-s;if(this.m_enableLimit){this.m_axis=y.MulMV(r,this.m_localXAxis1);this.m_a1=(n+f)*this.m_axis.y-(a+s)*this.m_axis.x;this.m_a2=g*this.m_axis.y-\\nb*this.m_axis.x;var v=this.m_axis.x*n+this.m_axis.y*a;if(y.Abs(this.m_upperTranslation-this.m_lowerTranslation)<2*F.b2_linearSlop){m=y.Clamp(v,-F.b2_maxLinearCorrection,F.b2_maxLinearCorrection);e=y.Abs(v);c=true}else if(v<=this.m_lowerTranslation){m=y.Clamp(v-this.m_lowerTranslation+F.b2_linearSlop,-F.b2_maxLinearCorrection,0);e=this.m_lowerTranslation-v;c=true}else if(v>=this.m_upperTranslation){m=y.Clamp(v-this.m_upperTranslation+F.b2_linearSlop,0,F.b2_maxLinearCorrection);e=v-this.m_upperTranslation;\\nc=true}}this.m_perp=y.MulMV(r,this.m_localYAxis1);this.m_s1=(n+f)*this.m_perp.y-(a+s)*this.m_perp.x;this.m_s2=g*this.m_perp.y-b*this.m_perp.x;r=new w;s=this.m_perp.x*n+this.m_perp.y*a;e=y.Max(e,y.Abs(s));f=0;if(c){c=this.m_invMassA;g=this.m_invMassB;b=this.m_invIA;n=this.m_invIB;this.m_K.col1.x=c+g+b*this.m_s1*this.m_s1+n*this.m_s2*this.m_s2;this.m_K.col1.y=b*this.m_s1*this.m_a1+n*this.m_s2*this.m_a2;this.m_K.col2.x=this.m_K.col1.y;this.m_K.col2.y=c+g+b*this.m_a1*this.m_a1+n*this.m_a2*this.m_a2;this.m_K.Solve(r,\\n-s,-m)}else{c=this.m_invMassA;g=this.m_invMassB;b=this.m_invIA;n=this.m_invIB;m=c+g+b*this.m_s1*this.m_s1+n*this.m_s2*this.m_s2;c=0;c=m!=0?-s/m:0;r.x=c;r.y=0}m=r.x*this.m_perp.x+r.y*this.m_axis.x;c=r.x*this.m_perp.y+r.y*this.m_axis.y;s=r.x*this.m_s1+r.y*this.m_a1;r=r.x*this.m_s2+r.y*this.m_a2;l.x-=this.m_invMassA*m;l.y-=this.m_invMassA*c;j-=this.m_invIA*s;o.x+=this.m_invMassB*m;o.y+=this.m_invMassB*c;q+=this.m_invIB*r;d.m_sweep.a=j;h.m_sweep.a=q;d.SynchronizeTransform();h.SynchronizeTransform();return e<=\\nF.b2_linearSlop&&f<=F.b2_angularSlop};Box2D.inherit(z,Box2D.Dynamics.Joints.b2JointDef);z.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;z.b2LineJointDef=function(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,arguments);this.localAnchorA=new w;this.localAnchorB=new w;this.localAxisA=new w};z.prototype.b2LineJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_lineJoint;this.localAxisA.Set(1,0);this.enableLimit=false;this.upperTranslation=this.lowerTranslation=\\n0;this.enableMotor=false;this.motorSpeed=this.maxMotorForce=0};z.prototype.Initialize=function(d,h,l,j){this.bodyA=d;this.bodyB=h;this.localAnchorA=this.bodyA.GetLocalPoint(l);this.localAnchorB=this.bodyB.GetLocalPoint(l);this.localAxisA=this.bodyA.GetLocalVector(j)};Box2D.inherit(u,Box2D.Dynamics.Joints.b2Joint);u.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;u.b2MouseJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.K=new G;this.K1=new G;this.K2=new G;\\nthis.m_localAnchor=new w;this.m_target=new w;this.m_impulse=new w;this.m_mass=new G;this.m_C=new w};u.prototype.GetAnchorA=function(){return this.m_target};u.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchor)};u.prototype.GetReactionForce=function(d){if(d===undefined)d=0;return new w(d*this.m_impulse.x,d*this.m_impulse.y)};u.prototype.GetReactionTorque=function(){return 0};u.prototype.GetTarget=function(){return this.m_target};u.prototype.SetTarget=function(d){this.m_bodyB.IsAwake()==\\nfalse&&this.m_bodyB.SetAwake(true);this.m_target=d};u.prototype.GetMaxForce=function(){return this.m_maxForce};u.prototype.SetMaxForce=function(d){if(d===undefined)d=0;this.m_maxForce=d};u.prototype.GetFrequency=function(){return this.m_frequencyHz};u.prototype.SetFrequency=function(d){if(d===undefined)d=0;this.m_frequencyHz=d};u.prototype.GetDampingRatio=function(){return this.m_dampingRatio};u.prototype.SetDampingRatio=function(d){if(d===undefined)d=0;this.m_dampingRatio=d};u.prototype.b2MouseJoint=\\nfunction(d){this.__super.b2Joint.call(this,d);this.m_target.SetV(d.target);var h=this.m_target.x-this.m_bodyB.m_xf.position.x,l=this.m_target.y-this.m_bodyB.m_xf.position.y,j=this.m_bodyB.m_xf.R;this.m_localAnchor.x=h*j.col1.x+l*j.col1.y;this.m_localAnchor.y=h*j.col2.x+l*j.col2.y;this.m_maxForce=d.maxForce;this.m_impulse.SetZero();this.m_frequencyHz=d.frequencyHz;this.m_dampingRatio=d.dampingRatio;this.m_gamma=this.m_beta=0};u.prototype.InitVelocityConstraints=function(d){var h=this.m_bodyB,l=h.GetMass(),\\nj=2*Math.PI*this.m_frequencyHz,o=l*j*j;this.m_gamma=d.dt*(2*l*this.m_dampingRatio*j+d.dt*o);this.m_gamma=this.m_gamma!=0?1/this.m_gamma:0;this.m_beta=d.dt*o*this.m_gamma;o=h.m_xf.R;l=this.m_localAnchor.x-h.m_sweep.localCenter.x;j=this.m_localAnchor.y-h.m_sweep.localCenter.y;var q=o.col1.x*l+o.col2.x*j;j=o.col1.y*l+o.col2.y*j;l=q;o=h.m_invMass;q=h.m_invI;this.K1.col1.x=o;this.K1.col2.x=0;this.K1.col1.y=0;this.K1.col2.y=o;this.K2.col1.x=q*j*j;this.K2.col2.x=-q*l*j;this.K2.col1.y=-q*l*j;this.K2.col2.y=\\nq*l*l;this.K.SetM(this.K1);this.K.AddM(this.K2);this.K.col1.x+=this.m_gamma;this.K.col2.y+=this.m_gamma;this.K.GetInverse(this.m_mass);this.m_C.x=h.m_sweep.c.x+l-this.m_target.x;this.m_C.y=h.m_sweep.c.y+j-this.m_target.y;h.m_angularVelocity*=0.98;this.m_impulse.x*=d.dtRatio;this.m_impulse.y*=d.dtRatio;h.m_linearVelocity.x+=o*this.m_impulse.x;h.m_linearVelocity.y+=o*this.m_impulse.y;h.m_angularVelocity+=q*(l*this.m_impulse.y-j*this.m_impulse.x)};u.prototype.SolveVelocityConstraints=function(d){var h=\\nthis.m_bodyB,l,j=0,o=0;l=h.m_xf.R;var q=this.m_localAnchor.x-h.m_sweep.localCenter.x,n=this.m_localAnchor.y-h.m_sweep.localCenter.y;j=l.col1.x*q+l.col2.x*n;n=l.col1.y*q+l.col2.y*n;q=j;j=h.m_linearVelocity.x+-h.m_angularVelocity*n;var a=h.m_linearVelocity.y+h.m_angularVelocity*q;l=this.m_mass;j=j+this.m_beta*this.m_C.x+this.m_gamma*this.m_impulse.x;o=a+this.m_beta*this.m_C.y+this.m_gamma*this.m_impulse.y;a=-(l.col1.x*j+l.col2.x*o);o=-(l.col1.y*j+l.col2.y*o);l=this.m_impulse.x;j=this.m_impulse.y;this.m_impulse.x+=\\na;this.m_impulse.y+=o;d=d.dt*this.m_maxForce;this.m_impulse.LengthSquared()>d*d&&this.m_impulse.Multiply(d/this.m_impulse.Length());a=this.m_impulse.x-l;o=this.m_impulse.y-j;h.m_linearVelocity.x+=h.m_invMass*a;h.m_linearVelocity.y+=h.m_invMass*o;h.m_angularVelocity+=h.m_invI*(q*o-n*a)};u.prototype.SolvePositionConstraints=function(){return true};Box2D.inherit(D,Box2D.Dynamics.Joints.b2JointDef);D.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;D.b2MouseJointDef=function(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,\\narguments);this.target=new w};D.prototype.b2MouseJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_mouseJoint;this.maxForce=0;this.frequencyHz=5;this.dampingRatio=0.7};Box2D.inherit(H,Box2D.Dynamics.Joints.b2Joint);H.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;H.b2PrismaticJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.m_localAnchor1=new w;this.m_localAnchor2=new w;this.m_localXAxis1=new w;this.m_localYAxis1=new w;this.m_axis=new w;\\nthis.m_perp=new w;this.m_K=new K;this.m_impulse=new A};H.prototype.GetAnchorA=function(){return this.m_bodyA.GetWorldPoint(this.m_localAnchor1)};H.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchor2)};H.prototype.GetReactionForce=function(d){if(d===undefined)d=0;return new w(d*(this.m_impulse.x*this.m_perp.x+(this.m_motorImpulse+this.m_impulse.z)*this.m_axis.x),d*(this.m_impulse.x*this.m_perp.y+(this.m_motorImpulse+this.m_impulse.z)*this.m_axis.y))};H.prototype.GetReactionTorque=\\nfunction(d){if(d===undefined)d=0;return d*this.m_impulse.y};H.prototype.GetJointTranslation=function(){var d=this.m_bodyA,h=this.m_bodyB,l=d.GetWorldPoint(this.m_localAnchor1),j=h.GetWorldPoint(this.m_localAnchor2);h=j.x-l.x;l=j.y-l.y;d=d.GetWorldVector(this.m_localXAxis1);return d.x*h+d.y*l};H.prototype.GetJointSpeed=function(){var d=this.m_bodyA,h=this.m_bodyB,l;l=d.m_xf.R;var j=this.m_localAnchor1.x-d.m_sweep.localCenter.x,o=this.m_localAnchor1.y-d.m_sweep.localCenter.y,q=l.col1.x*j+l.col2.x*o;\\no=l.col1.y*j+l.col2.y*o;j=q;l=h.m_xf.R;var n=this.m_localAnchor2.x-h.m_sweep.localCenter.x,a=this.m_localAnchor2.y-h.m_sweep.localCenter.y;q=l.col1.x*n+l.col2.x*a;a=l.col1.y*n+l.col2.y*a;n=q;l=h.m_sweep.c.x+n-(d.m_sweep.c.x+j);q=h.m_sweep.c.y+a-(d.m_sweep.c.y+o);var c=d.GetWorldVector(this.m_localXAxis1),g=d.m_linearVelocity,b=h.m_linearVelocity;d=d.m_angularVelocity;h=h.m_angularVelocity;return l*-d*c.y+q*d*c.x+(c.x*(b.x+-h*a-g.x- -d*o)+c.y*(b.y+h*n-g.y-d*j))};H.prototype.IsLimitEnabled=function(){return this.m_enableLimit};\\nH.prototype.EnableLimit=function(d){this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_enableLimit=d};H.prototype.GetLowerLimit=function(){return this.m_lowerTranslation};H.prototype.GetUpperLimit=function(){return this.m_upperTranslation};H.prototype.SetLimits=function(d,h){if(d===undefined)d=0;if(h===undefined)h=0;this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_lowerTranslation=d;this.m_upperTranslation=h};H.prototype.IsMotorEnabled=function(){return this.m_enableMotor};\\nH.prototype.EnableMotor=function(d){this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_enableMotor=d};H.prototype.SetMotorSpeed=function(d){if(d===undefined)d=0;this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_motorSpeed=d};H.prototype.GetMotorSpeed=function(){return this.m_motorSpeed};H.prototype.SetMaxMotorForce=function(d){if(d===undefined)d=0;this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_maxMotorForce=d};H.prototype.GetMotorForce=function(){return this.m_motorImpulse};\\nH.prototype.b2PrismaticJoint=function(d){this.__super.b2Joint.call(this,d);this.m_localAnchor1.SetV(d.localAnchorA);this.m_localAnchor2.SetV(d.localAnchorB);this.m_localXAxis1.SetV(d.localAxisA);this.m_localYAxis1.x=-this.m_localXAxis1.y;this.m_localYAxis1.y=this.m_localXAxis1.x;this.m_refAngle=d.referenceAngle;this.m_impulse.SetZero();this.m_motorImpulse=this.m_motorMass=0;this.m_lowerTranslation=d.lowerTranslation;this.m_upperTranslation=d.upperTranslation;this.m_maxMotorForce=d.maxMotorForce;this.m_motorSpeed=\\nd.motorSpeed;this.m_enableLimit=d.enableLimit;this.m_enableMotor=d.enableMotor;this.m_limitState=I.e_inactiveLimit;this.m_axis.SetZero();this.m_perp.SetZero()};H.prototype.InitVelocityConstraints=function(d){var h=this.m_bodyA,l=this.m_bodyB,j,o=0;this.m_localCenterA.SetV(h.GetLocalCenter());this.m_localCenterB.SetV(l.GetLocalCenter());var q=h.GetTransform();l.GetTransform();j=h.m_xf.R;var n=this.m_localAnchor1.x-this.m_localCenterA.x,a=this.m_localAnchor1.y-this.m_localCenterA.y;o=j.col1.x*n+j.col2.x*\\na;a=j.col1.y*n+j.col2.y*a;n=o;j=l.m_xf.R;var c=this.m_localAnchor2.x-this.m_localCenterB.x,g=this.m_localAnchor2.y-this.m_localCenterB.y;o=j.col1.x*c+j.col2.x*g;g=j.col1.y*c+j.col2.y*g;c=o;j=l.m_sweep.c.x+c-h.m_sweep.c.x-n;o=l.m_sweep.c.y+g-h.m_sweep.c.y-a;this.m_invMassA=h.m_invMass;this.m_invMassB=l.m_invMass;this.m_invIA=h.m_invI;this.m_invIB=l.m_invI;this.m_axis.SetV(y.MulMV(q.R,this.m_localXAxis1));this.m_a1=(j+n)*this.m_axis.y-(o+a)*this.m_axis.x;this.m_a2=c*this.m_axis.y-g*this.m_axis.x;this.m_motorMass=\\nthis.m_invMassA+this.m_invMassB+this.m_invIA*this.m_a1*this.m_a1+this.m_invIB*this.m_a2*this.m_a2;if(this.m_motorMass>Number.MIN_VALUE)this.m_motorMass=1/this.m_motorMass;this.m_perp.SetV(y.MulMV(q.R,this.m_localYAxis1));this.m_s1=(j+n)*this.m_perp.y-(o+a)*this.m_perp.x;this.m_s2=c*this.m_perp.y-g*this.m_perp.x;q=this.m_invMassA;n=this.m_invMassB;a=this.m_invIA;c=this.m_invIB;this.m_K.col1.x=q+n+a*this.m_s1*this.m_s1+c*this.m_s2*this.m_s2;this.m_K.col1.y=a*this.m_s1+c*this.m_s2;this.m_K.col1.z=a*\\nthis.m_s1*this.m_a1+c*this.m_s2*this.m_a2;this.m_K.col2.x=this.m_K.col1.y;this.m_K.col2.y=a+c;this.m_K.col2.z=a*this.m_a1+c*this.m_a2;this.m_K.col3.x=this.m_K.col1.z;this.m_K.col3.y=this.m_K.col2.z;this.m_K.col3.z=q+n+a*this.m_a1*this.m_a1+c*this.m_a2*this.m_a2;if(this.m_enableLimit){j=this.m_axis.x*j+this.m_axis.y*o;if(y.Abs(this.m_upperTranslation-this.m_lowerTranslation)<2*F.b2_linearSlop)this.m_limitState=I.e_equalLimits;else if(j<=this.m_lowerTranslation){if(this.m_limitState!=I.e_atLowerLimit){this.m_limitState=\\nI.e_atLowerLimit;this.m_impulse.z=0}}else if(j>=this.m_upperTranslation){if(this.m_limitState!=I.e_atUpperLimit){this.m_limitState=I.e_atUpperLimit;this.m_impulse.z=0}}else{this.m_limitState=I.e_inactiveLimit;this.m_impulse.z=0}}else this.m_limitState=I.e_inactiveLimit;if(this.m_enableMotor==false)this.m_motorImpulse=0;if(d.warmStarting){this.m_impulse.x*=d.dtRatio;this.m_impulse.y*=d.dtRatio;this.m_motorImpulse*=d.dtRatio;d=this.m_impulse.x*this.m_perp.x+(this.m_motorImpulse+this.m_impulse.z)*this.m_axis.x;\\nj=this.m_impulse.x*this.m_perp.y+(this.m_motorImpulse+this.m_impulse.z)*this.m_axis.y;o=this.m_impulse.x*this.m_s1+this.m_impulse.y+(this.m_motorImpulse+this.m_impulse.z)*this.m_a1;q=this.m_impulse.x*this.m_s2+this.m_impulse.y+(this.m_motorImpulse+this.m_impulse.z)*this.m_a2;h.m_linearVelocity.x-=this.m_invMassA*d;h.m_linearVelocity.y-=this.m_invMassA*j;h.m_angularVelocity-=this.m_invIA*o;l.m_linearVelocity.x+=this.m_invMassB*d;l.m_linearVelocity.y+=this.m_invMassB*j;l.m_angularVelocity+=this.m_invIB*\\nq}else{this.m_impulse.SetZero();this.m_motorImpulse=0}};H.prototype.SolveVelocityConstraints=function(d){var h=this.m_bodyA,l=this.m_bodyB,j=h.m_linearVelocity,o=h.m_angularVelocity,q=l.m_linearVelocity,n=l.m_angularVelocity,a=0,c=0,g=0,b=0;if(this.m_enableMotor&&this.m_limitState!=I.e_equalLimits){b=this.m_motorMass*(this.m_motorSpeed-(this.m_axis.x*(q.x-j.x)+this.m_axis.y*(q.y-j.y)+this.m_a2*n-this.m_a1*o));a=this.m_motorImpulse;d=d.dt*this.m_maxMotorForce;this.m_motorImpulse=y.Clamp(this.m_motorImpulse+\\nb,-d,d);b=this.m_motorImpulse-a;a=b*this.m_axis.x;c=b*this.m_axis.y;g=b*this.m_a1;b=b*this.m_a2;j.x-=this.m_invMassA*a;j.y-=this.m_invMassA*c;o-=this.m_invIA*g;q.x+=this.m_invMassB*a;q.y+=this.m_invMassB*c;n+=this.m_invIB*b}g=this.m_perp.x*(q.x-j.x)+this.m_perp.y*(q.y-j.y)+this.m_s2*n-this.m_s1*o;c=n-o;if(this.m_enableLimit&&this.m_limitState!=I.e_inactiveLimit){d=this.m_axis.x*(q.x-j.x)+this.m_axis.y*(q.y-j.y)+this.m_a2*n-this.m_a1*o;a=this.m_impulse.Copy();d=this.m_K.Solve33(new A,-g,-c,-d);this.m_impulse.Add(d);\\nif(this.m_limitState==I.e_atLowerLimit)this.m_impulse.z=y.Max(this.m_impulse.z,0);else if(this.m_limitState==I.e_atUpperLimit)this.m_impulse.z=y.Min(this.m_impulse.z,0);g=-g-(this.m_impulse.z-a.z)*this.m_K.col3.x;c=-c-(this.m_impulse.z-a.z)*this.m_K.col3.y;c=this.m_K.Solve22(new w,g,c);c.x+=a.x;c.y+=a.y;this.m_impulse.x=c.x;this.m_impulse.y=c.y;d.x=this.m_impulse.x-a.x;d.y=this.m_impulse.y-a.y;d.z=this.m_impulse.z-a.z;a=d.x*this.m_perp.x+d.z*this.m_axis.x;c=d.x*this.m_perp.y+d.z*this.m_axis.y;g=d.x*\\nthis.m_s1+d.y+d.z*this.m_a1;b=d.x*this.m_s2+d.y+d.z*this.m_a2}else{d=this.m_K.Solve22(new w,-g,-c);this.m_impulse.x+=d.x;this.m_impulse.y+=d.y;a=d.x*this.m_perp.x;c=d.x*this.m_perp.y;g=d.x*this.m_s1+d.y;b=d.x*this.m_s2+d.y}j.x-=this.m_invMassA*a;j.y-=this.m_invMassA*c;o-=this.m_invIA*g;q.x+=this.m_invMassB*a;q.y+=this.m_invMassB*c;n+=this.m_invIB*b;h.m_linearVelocity.SetV(j);h.m_angularVelocity=o;l.m_linearVelocity.SetV(q);l.m_angularVelocity=n};H.prototype.SolvePositionConstraints=function(){var d=\\nthis.m_bodyA,h=this.m_bodyB,l=d.m_sweep.c,j=d.m_sweep.a,o=h.m_sweep.c,q=h.m_sweep.a,n,a=0,c=0,g=0,b=a=n=0,e=0;c=false;var f=0,m=G.FromAngle(j),r=G.FromAngle(q);n=m;e=this.m_localAnchor1.x-this.m_localCenterA.x;var s=this.m_localAnchor1.y-this.m_localCenterA.y;a=n.col1.x*e+n.col2.x*s;s=n.col1.y*e+n.col2.y*s;e=a;n=r;r=this.m_localAnchor2.x-this.m_localCenterB.x;g=this.m_localAnchor2.y-this.m_localCenterB.y;a=n.col1.x*r+n.col2.x*g;g=n.col1.y*r+n.col2.y*g;r=a;n=o.x+r-l.x-e;a=o.y+g-l.y-s;if(this.m_enableLimit){this.m_axis=\\ny.MulMV(m,this.m_localXAxis1);this.m_a1=(n+e)*this.m_axis.y-(a+s)*this.m_axis.x;this.m_a2=r*this.m_axis.y-g*this.m_axis.x;var v=this.m_axis.x*n+this.m_axis.y*a;if(y.Abs(this.m_upperTranslation-this.m_lowerTranslation)<2*F.b2_linearSlop){f=y.Clamp(v,-F.b2_maxLinearCorrection,F.b2_maxLinearCorrection);b=y.Abs(v);c=true}else if(v<=this.m_lowerTranslation){f=y.Clamp(v-this.m_lowerTranslation+F.b2_linearSlop,-F.b2_maxLinearCorrection,0);b=this.m_lowerTranslation-v;c=true}else if(v>=this.m_upperTranslation){f=\\ny.Clamp(v-this.m_upperTranslation+F.b2_linearSlop,0,F.b2_maxLinearCorrection);b=v-this.m_upperTranslation;c=true}}this.m_perp=y.MulMV(m,this.m_localYAxis1);this.m_s1=(n+e)*this.m_perp.y-(a+s)*this.m_perp.x;this.m_s2=r*this.m_perp.y-g*this.m_perp.x;m=new A;s=this.m_perp.x*n+this.m_perp.y*a;r=q-j-this.m_refAngle;b=y.Max(b,y.Abs(s));e=y.Abs(r);if(c){c=this.m_invMassA;g=this.m_invMassB;n=this.m_invIA;a=this.m_invIB;this.m_K.col1.x=c+g+n*this.m_s1*this.m_s1+a*this.m_s2*this.m_s2;this.m_K.col1.y=n*this.m_s1+\\na*this.m_s2;this.m_K.col1.z=n*this.m_s1*this.m_a1+a*this.m_s2*this.m_a2;this.m_K.col2.x=this.m_K.col1.y;this.m_K.col2.y=n+a;this.m_K.col2.z=n*this.m_a1+a*this.m_a2;this.m_K.col3.x=this.m_K.col1.z;this.m_K.col3.y=this.m_K.col2.z;this.m_K.col3.z=c+g+n*this.m_a1*this.m_a1+a*this.m_a2*this.m_a2;this.m_K.Solve33(m,-s,-r,-f)}else{c=this.m_invMassA;g=this.m_invMassB;n=this.m_invIA;a=this.m_invIB;f=n*this.m_s1+a*this.m_s2;v=n+a;this.m_K.col1.Set(c+g+n*this.m_s1*this.m_s1+a*this.m_s2*this.m_s2,f,0);this.m_K.col2.Set(f,\\nv,0);f=this.m_K.Solve22(new w,-s,-r);m.x=f.x;m.y=f.y;m.z=0}f=m.x*this.m_perp.x+m.z*this.m_axis.x;c=m.x*this.m_perp.y+m.z*this.m_axis.y;s=m.x*this.m_s1+m.y+m.z*this.m_a1;m=m.x*this.m_s2+m.y+m.z*this.m_a2;l.x-=this.m_invMassA*f;l.y-=this.m_invMassA*c;j-=this.m_invIA*s;o.x+=this.m_invMassB*f;o.y+=this.m_invMassB*c;q+=this.m_invIB*m;d.m_sweep.a=j;h.m_sweep.a=q;d.SynchronizeTransform();h.SynchronizeTransform();return b<=F.b2_linearSlop&&e<=F.b2_angularSlop};Box2D.inherit(O,Box2D.Dynamics.Joints.b2JointDef);\\nO.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;O.b2PrismaticJointDef=function(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,arguments);this.localAnchorA=new w;this.localAnchorB=new w;this.localAxisA=new w};O.prototype.b2PrismaticJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_prismaticJoint;this.localAxisA.Set(1,0);this.referenceAngle=0;this.enableLimit=false;this.upperTranslation=this.lowerTranslation=0;this.enableMotor=false;this.motorSpeed=this.maxMotorForce=\\n0};O.prototype.Initialize=function(d,h,l,j){this.bodyA=d;this.bodyB=h;this.localAnchorA=this.bodyA.GetLocalPoint(l);this.localAnchorB=this.bodyB.GetLocalPoint(l);this.localAxisA=this.bodyA.GetLocalVector(j);this.referenceAngle=this.bodyB.GetAngle()-this.bodyA.GetAngle()};Box2D.inherit(E,Box2D.Dynamics.Joints.b2Joint);E.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;E.b2PulleyJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.m_groundAnchor1=new w;this.m_groundAnchor2=\\nnew w;this.m_localAnchor1=new w;this.m_localAnchor2=new w;this.m_u1=new w;this.m_u2=new w};E.prototype.GetAnchorA=function(){return this.m_bodyA.GetWorldPoint(this.m_localAnchor1)};E.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchor2)};E.prototype.GetReactionForce=function(d){if(d===undefined)d=0;return new w(d*this.m_impulse*this.m_u2.x,d*this.m_impulse*this.m_u2.y)};E.prototype.GetReactionTorque=function(){return 0};E.prototype.GetGroundAnchorA=function(){var d=\\nthis.m_ground.m_xf.position.Copy();d.Add(this.m_groundAnchor1);return d};E.prototype.GetGroundAnchorB=function(){var d=this.m_ground.m_xf.position.Copy();d.Add(this.m_groundAnchor2);return d};E.prototype.GetLength1=function(){var d=this.m_bodyA.GetWorldPoint(this.m_localAnchor1),h=d.x-(this.m_ground.m_xf.position.x+this.m_groundAnchor1.x);d=d.y-(this.m_ground.m_xf.position.y+this.m_groundAnchor1.y);return Math.sqrt(h*h+d*d)};E.prototype.GetLength2=function(){var d=this.m_bodyB.GetWorldPoint(this.m_localAnchor2),\\nh=d.x-(this.m_ground.m_xf.position.x+this.m_groundAnchor2.x);d=d.y-(this.m_ground.m_xf.position.y+this.m_groundAnchor2.y);return Math.sqrt(h*h+d*d)};E.prototype.GetRatio=function(){return this.m_ratio};E.prototype.b2PulleyJoint=function(d){this.__super.b2Joint.call(this,d);this.m_ground=this.m_bodyA.m_world.m_groundBody;this.m_groundAnchor1.x=d.groundAnchorA.x-this.m_ground.m_xf.position.x;this.m_groundAnchor1.y=d.groundAnchorA.y-this.m_ground.m_xf.position.y;this.m_groundAnchor2.x=d.groundAnchorB.x-\\nthis.m_ground.m_xf.position.x;this.m_groundAnchor2.y=d.groundAnchorB.y-this.m_ground.m_xf.position.y;this.m_localAnchor1.SetV(d.localAnchorA);this.m_localAnchor2.SetV(d.localAnchorB);this.m_ratio=d.ratio;this.m_constant=d.lengthA+this.m_ratio*d.lengthB;this.m_maxLength1=y.Min(d.maxLengthA,this.m_constant-this.m_ratio*E.b2_minPulleyLength);this.m_maxLength2=y.Min(d.maxLengthB,(this.m_constant-E.b2_minPulleyLength)/this.m_ratio);this.m_limitImpulse2=this.m_limitImpulse1=this.m_impulse=0};E.prototype.InitVelocityConstraints=\\nfunction(d){var h=this.m_bodyA,l=this.m_bodyB,j;j=h.m_xf.R;var o=this.m_localAnchor1.x-h.m_sweep.localCenter.x,q=this.m_localAnchor1.y-h.m_sweep.localCenter.y,n=j.col1.x*o+j.col2.x*q;q=j.col1.y*o+j.col2.y*q;o=n;j=l.m_xf.R;var a=this.m_localAnchor2.x-l.m_sweep.localCenter.x,c=this.m_localAnchor2.y-l.m_sweep.localCenter.y;n=j.col1.x*a+j.col2.x*c;c=j.col1.y*a+j.col2.y*c;a=n;j=l.m_sweep.c.x+a;n=l.m_sweep.c.y+c;var g=this.m_ground.m_xf.position.x+this.m_groundAnchor2.x,b=this.m_ground.m_xf.position.y+\\nthis.m_groundAnchor2.y;this.m_u1.Set(h.m_sweep.c.x+o-(this.m_ground.m_xf.position.x+this.m_groundAnchor1.x),h.m_sweep.c.y+q-(this.m_ground.m_xf.position.y+this.m_groundAnchor1.y));this.m_u2.Set(j-g,n-b);j=this.m_u1.Length();n=this.m_u2.Length();j>F.b2_linearSlop?this.m_u1.Multiply(1/j):this.m_u1.SetZero();n>F.b2_linearSlop?this.m_u2.Multiply(1/n):this.m_u2.SetZero();if(this.m_constant-j-this.m_ratio*n>0){this.m_state=I.e_inactiveLimit;this.m_impulse=0}else this.m_state=I.e_atUpperLimit;if(j<this.m_maxLength1){this.m_limitState1=\\nI.e_inactiveLimit;this.m_limitImpulse1=0}else this.m_limitState1=I.e_atUpperLimit;if(n<this.m_maxLength2){this.m_limitState2=I.e_inactiveLimit;this.m_limitImpulse2=0}else this.m_limitState2=I.e_atUpperLimit;j=o*this.m_u1.y-q*this.m_u1.x;n=a*this.m_u2.y-c*this.m_u2.x;this.m_limitMass1=h.m_invMass+h.m_invI*j*j;this.m_limitMass2=l.m_invMass+l.m_invI*n*n;this.m_pulleyMass=this.m_limitMass1+this.m_ratio*this.m_ratio*this.m_limitMass2;this.m_limitMass1=1/this.m_limitMass1;this.m_limitMass2=1/this.m_limitMass2;\\nthis.m_pulleyMass=1/this.m_pulleyMass;if(d.warmStarting){this.m_impulse*=d.dtRatio;this.m_limitImpulse1*=d.dtRatio;this.m_limitImpulse2*=d.dtRatio;d=(-this.m_impulse-this.m_limitImpulse1)*this.m_u1.x;j=(-this.m_impulse-this.m_limitImpulse1)*this.m_u1.y;n=(-this.m_ratio*this.m_impulse-this.m_limitImpulse2)*this.m_u2.x;g=(-this.m_ratio*this.m_impulse-this.m_limitImpulse2)*this.m_u2.y;h.m_linearVelocity.x+=h.m_invMass*d;h.m_linearVelocity.y+=h.m_invMass*j;h.m_angularVelocity+=h.m_invI*(o*j-q*d);l.m_linearVelocity.x+=\\nl.m_invMass*n;l.m_linearVelocity.y+=l.m_invMass*g;l.m_angularVelocity+=l.m_invI*(a*g-c*n)}else this.m_limitImpulse2=this.m_limitImpulse1=this.m_impulse=0};E.prototype.SolveVelocityConstraints=function(){var d=this.m_bodyA,h=this.m_bodyB,l;l=d.m_xf.R;var j=this.m_localAnchor1.x-d.m_sweep.localCenter.x,o=this.m_localAnchor1.y-d.m_sweep.localCenter.y,q=l.col1.x*j+l.col2.x*o;o=l.col1.y*j+l.col2.y*o;j=q;l=h.m_xf.R;var n=this.m_localAnchor2.x-h.m_sweep.localCenter.x,a=this.m_localAnchor2.y-h.m_sweep.localCenter.y;\\nq=l.col1.x*n+l.col2.x*a;a=l.col1.y*n+l.col2.y*a;n=q;var c=q=l=0,g=0;l=g=l=g=c=q=l=0;if(this.m_state==I.e_atUpperLimit){l=d.m_linearVelocity.x+-d.m_angularVelocity*o;q=d.m_linearVelocity.y+d.m_angularVelocity*j;c=h.m_linearVelocity.x+-h.m_angularVelocity*a;g=h.m_linearVelocity.y+h.m_angularVelocity*n;l=-(this.m_u1.x*l+this.m_u1.y*q)-this.m_ratio*(this.m_u2.x*c+this.m_u2.y*g);g=this.m_pulleyMass*-l;l=this.m_impulse;this.m_impulse=y.Max(0,this.m_impulse+g);g=this.m_impulse-l;l=-g*this.m_u1.x;q=-g*this.m_u1.y;\\nc=-this.m_ratio*g*this.m_u2.x;g=-this.m_ratio*g*this.m_u2.y;d.m_linearVelocity.x+=d.m_invMass*l;d.m_linearVelocity.y+=d.m_invMass*q;d.m_angularVelocity+=d.m_invI*(j*q-o*l);h.m_linearVelocity.x+=h.m_invMass*c;h.m_linearVelocity.y+=h.m_invMass*g;h.m_angularVelocity+=h.m_invI*(n*g-a*c)}if(this.m_limitState1==I.e_atUpperLimit){l=d.m_linearVelocity.x+-d.m_angularVelocity*o;q=d.m_linearVelocity.y+d.m_angularVelocity*j;l=-(this.m_u1.x*l+this.m_u1.y*q);g=-this.m_limitMass1*l;l=this.m_limitImpulse1;this.m_limitImpulse1=\\ny.Max(0,this.m_limitImpulse1+g);g=this.m_limitImpulse1-l;l=-g*this.m_u1.x;q=-g*this.m_u1.y;d.m_linearVelocity.x+=d.m_invMass*l;d.m_linearVelocity.y+=d.m_invMass*q;d.m_angularVelocity+=d.m_invI*(j*q-o*l)}if(this.m_limitState2==I.e_atUpperLimit){c=h.m_linearVelocity.x+-h.m_angularVelocity*a;g=h.m_linearVelocity.y+h.m_angularVelocity*n;l=-(this.m_u2.x*c+this.m_u2.y*g);g=-this.m_limitMass2*l;l=this.m_limitImpulse2;this.m_limitImpulse2=y.Max(0,this.m_limitImpulse2+g);g=this.m_limitImpulse2-l;c=-g*this.m_u2.x;\\ng=-g*this.m_u2.y;h.m_linearVelocity.x+=h.m_invMass*c;h.m_linearVelocity.y+=h.m_invMass*g;h.m_angularVelocity+=h.m_invI*(n*g-a*c)}};E.prototype.SolvePositionConstraints=function(){var d=this.m_bodyA,h=this.m_bodyB,l,j=this.m_ground.m_xf.position.x+this.m_groundAnchor1.x,o=this.m_ground.m_xf.position.y+this.m_groundAnchor1.y,q=this.m_ground.m_xf.position.x+this.m_groundAnchor2.x,n=this.m_ground.m_xf.position.y+this.m_groundAnchor2.y,a=0,c=0,g=0,b=0,e=l=0,f=0,m=0,r=e=m=l=e=l=0;if(this.m_state==I.e_atUpperLimit){l=\\nd.m_xf.R;a=this.m_localAnchor1.x-d.m_sweep.localCenter.x;c=this.m_localAnchor1.y-d.m_sweep.localCenter.y;e=l.col1.x*a+l.col2.x*c;c=l.col1.y*a+l.col2.y*c;a=e;l=h.m_xf.R;g=this.m_localAnchor2.x-h.m_sweep.localCenter.x;b=this.m_localAnchor2.y-h.m_sweep.localCenter.y;e=l.col1.x*g+l.col2.x*b;b=l.col1.y*g+l.col2.y*b;g=e;l=d.m_sweep.c.x+a;e=d.m_sweep.c.y+c;f=h.m_sweep.c.x+g;m=h.m_sweep.c.y+b;this.m_u1.Set(l-j,e-o);this.m_u2.Set(f-q,m-n);l=this.m_u1.Length();e=this.m_u2.Length();l>F.b2_linearSlop?this.m_u1.Multiply(1/\\nl):this.m_u1.SetZero();e>F.b2_linearSlop?this.m_u2.Multiply(1/e):this.m_u2.SetZero();l=this.m_constant-l-this.m_ratio*e;r=y.Max(r,-l);l=y.Clamp(l+F.b2_linearSlop,-F.b2_maxLinearCorrection,0);m=-this.m_pulleyMass*l;l=-m*this.m_u1.x;e=-m*this.m_u1.y;f=-this.m_ratio*m*this.m_u2.x;m=-this.m_ratio*m*this.m_u2.y;d.m_sweep.c.x+=d.m_invMass*l;d.m_sweep.c.y+=d.m_invMass*e;d.m_sweep.a+=d.m_invI*(a*e-c*l);h.m_sweep.c.x+=h.m_invMass*f;h.m_sweep.c.y+=h.m_invMass*m;h.m_sweep.a+=h.m_invI*(g*m-b*f);d.SynchronizeTransform();\\nh.SynchronizeTransform()}if(this.m_limitState1==I.e_atUpperLimit){l=d.m_xf.R;a=this.m_localAnchor1.x-d.m_sweep.localCenter.x;c=this.m_localAnchor1.y-d.m_sweep.localCenter.y;e=l.col1.x*a+l.col2.x*c;c=l.col1.y*a+l.col2.y*c;a=e;l=d.m_sweep.c.x+a;e=d.m_sweep.c.y+c;this.m_u1.Set(l-j,e-o);l=this.m_u1.Length();if(l>F.b2_linearSlop){this.m_u1.x*=1/l;this.m_u1.y*=1/l}else this.m_u1.SetZero();l=this.m_maxLength1-l;r=y.Max(r,-l);l=y.Clamp(l+F.b2_linearSlop,-F.b2_maxLinearCorrection,0);m=-this.m_limitMass1*l;\\nl=-m*this.m_u1.x;e=-m*this.m_u1.y;d.m_sweep.c.x+=d.m_invMass*l;d.m_sweep.c.y+=d.m_invMass*e;d.m_sweep.a+=d.m_invI*(a*e-c*l);d.SynchronizeTransform()}if(this.m_limitState2==I.e_atUpperLimit){l=h.m_xf.R;g=this.m_localAnchor2.x-h.m_sweep.localCenter.x;b=this.m_localAnchor2.y-h.m_sweep.localCenter.y;e=l.col1.x*g+l.col2.x*b;b=l.col1.y*g+l.col2.y*b;g=e;f=h.m_sweep.c.x+g;m=h.m_sweep.c.y+b;this.m_u2.Set(f-q,m-n);e=this.m_u2.Length();if(e>F.b2_linearSlop){this.m_u2.x*=1/e;this.m_u2.y*=1/e}else this.m_u2.SetZero();\\nl=this.m_maxLength2-e;r=y.Max(r,-l);l=y.Clamp(l+F.b2_linearSlop,-F.b2_maxLinearCorrection,0);m=-this.m_limitMass2*l;f=-m*this.m_u2.x;m=-m*this.m_u2.y;h.m_sweep.c.x+=h.m_invMass*f;h.m_sweep.c.y+=h.m_invMass*m;h.m_sweep.a+=h.m_invI*(g*m-b*f);h.SynchronizeTransform()}return r<F.b2_linearSlop};Box2D.postDefs.push(function(){Box2D.Dynamics.Joints.b2PulleyJoint.b2_minPulleyLength=2});Box2D.inherit(R,Box2D.Dynamics.Joints.b2JointDef);R.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;R.b2PulleyJointDef=\\nfunction(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,arguments);this.groundAnchorA=new w;this.groundAnchorB=new w;this.localAnchorA=new w;this.localAnchorB=new w};R.prototype.b2PulleyJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_pulleyJoint;this.groundAnchorA.Set(-1,1);this.groundAnchorB.Set(1,1);this.localAnchorA.Set(-1,0);this.localAnchorB.Set(1,0);this.maxLengthB=this.lengthB=this.maxLengthA=this.lengthA=0;this.ratio=1;this.collideConnected=true};R.prototype.Initialize=\\nfunction(d,h,l,j,o,q,n){if(n===undefined)n=0;this.bodyA=d;this.bodyB=h;this.groundAnchorA.SetV(l);this.groundAnchorB.SetV(j);this.localAnchorA=this.bodyA.GetLocalPoint(o);this.localAnchorB=this.bodyB.GetLocalPoint(q);d=o.x-l.x;l=o.y-l.y;this.lengthA=Math.sqrt(d*d+l*l);l=q.x-j.x;j=q.y-j.y;this.lengthB=Math.sqrt(l*l+j*j);this.ratio=n;n=this.lengthA+this.ratio*this.lengthB;this.maxLengthA=n-this.ratio*E.b2_minPulleyLength;this.maxLengthB=(n-E.b2_minPulleyLength)/this.ratio};Box2D.inherit(N,Box2D.Dynamics.Joints.b2Joint);\\nN.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;N.b2RevoluteJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.K=new G;this.K1=new G;this.K2=new G;this.K3=new G;this.impulse3=new A;this.impulse2=new w;this.reduced=new w;this.m_localAnchor1=new w;this.m_localAnchor2=new w;this.m_impulse=new A;this.m_mass=new K};N.prototype.GetAnchorA=function(){return this.m_bodyA.GetWorldPoint(this.m_localAnchor1)};N.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchor2)};\\nN.prototype.GetReactionForce=function(d){if(d===undefined)d=0;return new w(d*this.m_impulse.x,d*this.m_impulse.y)};N.prototype.GetReactionTorque=function(d){if(d===undefined)d=0;return d*this.m_impulse.z};N.prototype.GetJointAngle=function(){return this.m_bodyB.m_sweep.a-this.m_bodyA.m_sweep.a-this.m_referenceAngle};N.prototype.GetJointSpeed=function(){return this.m_bodyB.m_angularVelocity-this.m_bodyA.m_angularVelocity};N.prototype.IsLimitEnabled=function(){return this.m_enableLimit};N.prototype.EnableLimit=\\nfunction(d){this.m_enableLimit=d};N.prototype.GetLowerLimit=function(){return this.m_lowerAngle};N.prototype.GetUpperLimit=function(){return this.m_upperAngle};N.prototype.SetLimits=function(d,h){if(d===undefined)d=0;if(h===undefined)h=0;this.m_lowerAngle=d;this.m_upperAngle=h};N.prototype.IsMotorEnabled=function(){this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);return this.m_enableMotor};N.prototype.EnableMotor=function(d){this.m_enableMotor=d};N.prototype.SetMotorSpeed=function(d){if(d===\\nundefined)d=0;this.m_bodyA.SetAwake(true);this.m_bodyB.SetAwake(true);this.m_motorSpeed=d};N.prototype.GetMotorSpeed=function(){return this.m_motorSpeed};N.prototype.SetMaxMotorTorque=function(d){if(d===undefined)d=0;this.m_maxMotorTorque=d};N.prototype.GetMotorTorque=function(){return this.m_maxMotorTorque};N.prototype.b2RevoluteJoint=function(d){this.__super.b2Joint.call(this,d);this.m_localAnchor1.SetV(d.localAnchorA);this.m_localAnchor2.SetV(d.localAnchorB);this.m_referenceAngle=d.referenceAngle;\\nthis.m_impulse.SetZero();this.m_motorImpulse=0;this.m_lowerAngle=d.lowerAngle;this.m_upperAngle=d.upperAngle;this.m_maxMotorTorque=d.maxMotorTorque;this.m_motorSpeed=d.motorSpeed;this.m_enableLimit=d.enableLimit;this.m_enableMotor=d.enableMotor;this.m_limitState=I.e_inactiveLimit};N.prototype.InitVelocityConstraints=function(d){var h=this.m_bodyA,l=this.m_bodyB,j,o=0;j=h.m_xf.R;var q=this.m_localAnchor1.x-h.m_sweep.localCenter.x,n=this.m_localAnchor1.y-h.m_sweep.localCenter.y;o=j.col1.x*q+j.col2.x*\\nn;n=j.col1.y*q+j.col2.y*n;q=o;j=l.m_xf.R;var a=this.m_localAnchor2.x-l.m_sweep.localCenter.x,c=this.m_localAnchor2.y-l.m_sweep.localCenter.y;o=j.col1.x*a+j.col2.x*c;c=j.col1.y*a+j.col2.y*c;a=o;j=h.m_invMass;o=l.m_invMass;var g=h.m_invI,b=l.m_invI;this.m_mass.col1.x=j+o+n*n*g+c*c*b;this.m_mass.col2.x=-n*q*g-c*a*b;this.m_mass.col3.x=-n*g-c*b;this.m_mass.col1.y=this.m_mass.col2.x;this.m_mass.col2.y=j+o+q*q*g+a*a*b;this.m_mass.col3.y=q*g+a*b;this.m_mass.col1.z=this.m_mass.col3.x;this.m_mass.col2.z=this.m_mass.col3.y;\\nthis.m_mass.col3.z=g+b;this.m_motorMass=1/(g+b);if(this.m_enableMotor==false)this.m_motorImpulse=0;if(this.m_enableLimit){var e=l.m_sweep.a-h.m_sweep.a-this.m_referenceAngle;if(y.Abs(this.m_upperAngle-this.m_lowerAngle)<2*F.b2_angularSlop)this.m_limitState=I.e_equalLimits;else if(e<=this.m_lowerAngle){if(this.m_limitState!=I.e_atLowerLimit)this.m_impulse.z=0;this.m_limitState=I.e_atLowerLimit}else if(e>=this.m_upperAngle){if(this.m_limitState!=I.e_atUpperLimit)this.m_impulse.z=0;this.m_limitState=\\nI.e_atUpperLimit}else{this.m_limitState=I.e_inactiveLimit;this.m_impulse.z=0}}else this.m_limitState=I.e_inactiveLimit;if(d.warmStarting){this.m_impulse.x*=d.dtRatio;this.m_impulse.y*=d.dtRatio;this.m_motorImpulse*=d.dtRatio;d=this.m_impulse.x;e=this.m_impulse.y;h.m_linearVelocity.x-=j*d;h.m_linearVelocity.y-=j*e;h.m_angularVelocity-=g*(q*e-n*d+this.m_motorImpulse+this.m_impulse.z);l.m_linearVelocity.x+=o*d;l.m_linearVelocity.y+=o*e;l.m_angularVelocity+=b*(a*e-c*d+this.m_motorImpulse+this.m_impulse.z)}else{this.m_impulse.SetZero();\\nthis.m_motorImpulse=0}};N.prototype.SolveVelocityConstraints=function(d){var h=this.m_bodyA,l=this.m_bodyB,j=0,o=j=0,q=0,n=0,a=0,c=h.m_linearVelocity,g=h.m_angularVelocity,b=l.m_linearVelocity,e=l.m_angularVelocity,f=h.m_invMass,m=l.m_invMass,r=h.m_invI,s=l.m_invI;if(this.m_enableMotor&&this.m_limitState!=I.e_equalLimits){o=this.m_motorMass*-(e-g-this.m_motorSpeed);q=this.m_motorImpulse;n=d.dt*this.m_maxMotorTorque;this.m_motorImpulse=y.Clamp(this.m_motorImpulse+o,-n,n);o=this.m_motorImpulse-q;g-=\\nr*o;e+=s*o}if(this.m_enableLimit&&this.m_limitState!=I.e_inactiveLimit){d=h.m_xf.R;o=this.m_localAnchor1.x-h.m_sweep.localCenter.x;q=this.m_localAnchor1.y-h.m_sweep.localCenter.y;j=d.col1.x*o+d.col2.x*q;q=d.col1.y*o+d.col2.y*q;o=j;d=l.m_xf.R;n=this.m_localAnchor2.x-l.m_sweep.localCenter.x;a=this.m_localAnchor2.y-l.m_sweep.localCenter.y;j=d.col1.x*n+d.col2.x*a;a=d.col1.y*n+d.col2.y*a;n=j;d=b.x+-e*a-c.x- -g*q;var v=b.y+e*n-c.y-g*o;this.m_mass.Solve33(this.impulse3,-d,-v,-(e-g));if(this.m_limitState==\\nI.e_equalLimits)this.m_impulse.Add(this.impulse3);else if(this.m_limitState==I.e_atLowerLimit){j=this.m_impulse.z+this.impulse3.z;if(j<0){this.m_mass.Solve22(this.reduced,-d,-v);this.impulse3.x=this.reduced.x;this.impulse3.y=this.reduced.y;this.impulse3.z=-this.m_impulse.z;this.m_impulse.x+=this.reduced.x;this.m_impulse.y+=this.reduced.y;this.m_impulse.z=0}}else if(this.m_limitState==I.e_atUpperLimit){j=this.m_impulse.z+this.impulse3.z;if(j>0){this.m_mass.Solve22(this.reduced,-d,-v);this.impulse3.x=\\nthis.reduced.x;this.impulse3.y=this.reduced.y;this.impulse3.z=-this.m_impulse.z;this.m_impulse.x+=this.reduced.x;this.m_impulse.y+=this.reduced.y;this.m_impulse.z=0}}c.x-=f*this.impulse3.x;c.y-=f*this.impulse3.y;g-=r*(o*this.impulse3.y-q*this.impulse3.x+this.impulse3.z);b.x+=m*this.impulse3.x;b.y+=m*this.impulse3.y;e+=s*(n*this.impulse3.y-a*this.impulse3.x+this.impulse3.z)}else{d=h.m_xf.R;o=this.m_localAnchor1.x-h.m_sweep.localCenter.x;q=this.m_localAnchor1.y-h.m_sweep.localCenter.y;j=d.col1.x*o+\\nd.col2.x*q;q=d.col1.y*o+d.col2.y*q;o=j;d=l.m_xf.R;n=this.m_localAnchor2.x-l.m_sweep.localCenter.x;a=this.m_localAnchor2.y-l.m_sweep.localCenter.y;j=d.col1.x*n+d.col2.x*a;a=d.col1.y*n+d.col2.y*a;n=j;this.m_mass.Solve22(this.impulse2,-(b.x+-e*a-c.x- -g*q),-(b.y+e*n-c.y-g*o));this.m_impulse.x+=this.impulse2.x;this.m_impulse.y+=this.impulse2.y;c.x-=f*this.impulse2.x;c.y-=f*this.impulse2.y;g-=r*(o*this.impulse2.y-q*this.impulse2.x);b.x+=m*this.impulse2.x;b.y+=m*this.impulse2.y;e+=s*(n*this.impulse2.y-\\na*this.impulse2.x)}h.m_linearVelocity.SetV(c);h.m_angularVelocity=g;l.m_linearVelocity.SetV(b);l.m_angularVelocity=e};N.prototype.SolvePositionConstraints=function(){var d=0,h,l=this.m_bodyA,j=this.m_bodyB,o=0,q=h=0,n=0,a=0;if(this.m_enableLimit&&this.m_limitState!=I.e_inactiveLimit){d=j.m_sweep.a-l.m_sweep.a-this.m_referenceAngle;var c=0;if(this.m_limitState==I.e_equalLimits){d=y.Clamp(d-this.m_lowerAngle,-F.b2_maxAngularCorrection,F.b2_maxAngularCorrection);c=-this.m_motorMass*d;o=y.Abs(d)}else if(this.m_limitState==\\nI.e_atLowerLimit){d=d-this.m_lowerAngle;o=-d;d=y.Clamp(d+F.b2_angularSlop,-F.b2_maxAngularCorrection,0);c=-this.m_motorMass*d}else if(this.m_limitState==I.e_atUpperLimit){o=d=d-this.m_upperAngle;d=y.Clamp(d-F.b2_angularSlop,0,F.b2_maxAngularCorrection);c=-this.m_motorMass*d}l.m_sweep.a-=l.m_invI*c;j.m_sweep.a+=j.m_invI*c;l.SynchronizeTransform();j.SynchronizeTransform()}h=l.m_xf.R;c=this.m_localAnchor1.x-l.m_sweep.localCenter.x;d=this.m_localAnchor1.y-l.m_sweep.localCenter.y;q=h.col1.x*c+h.col2.x*\\nd;d=h.col1.y*c+h.col2.y*d;c=q;h=j.m_xf.R;var g=this.m_localAnchor2.x-j.m_sweep.localCenter.x,b=this.m_localAnchor2.y-j.m_sweep.localCenter.y;q=h.col1.x*g+h.col2.x*b;b=h.col1.y*g+h.col2.y*b;g=q;n=j.m_sweep.c.x+g-l.m_sweep.c.x-c;a=j.m_sweep.c.y+b-l.m_sweep.c.y-d;var e=n*n+a*a;h=Math.sqrt(e);q=l.m_invMass;var f=j.m_invMass,m=l.m_invI,r=j.m_invI,s=10*F.b2_linearSlop;if(e>s*s){e=1/(q+f);n=e*-n;a=e*-a;l.m_sweep.c.x-=0.5*q*n;l.m_sweep.c.y-=0.5*q*a;j.m_sweep.c.x+=0.5*f*n;j.m_sweep.c.y+=0.5*f*a;n=j.m_sweep.c.x+\\ng-l.m_sweep.c.x-c;a=j.m_sweep.c.y+b-l.m_sweep.c.y-d}this.K1.col1.x=q+f;this.K1.col2.x=0;this.K1.col1.y=0;this.K1.col2.y=q+f;this.K2.col1.x=m*d*d;this.K2.col2.x=-m*c*d;this.K2.col1.y=-m*c*d;this.K2.col2.y=m*c*c;this.K3.col1.x=r*b*b;this.K3.col2.x=-r*g*b;this.K3.col1.y=-r*g*b;this.K3.col2.y=r*g*g;this.K.SetM(this.K1);this.K.AddM(this.K2);this.K.AddM(this.K3);this.K.Solve(N.tImpulse,-n,-a);n=N.tImpulse.x;a=N.tImpulse.y;l.m_sweep.c.x-=l.m_invMass*n;l.m_sweep.c.y-=l.m_invMass*a;l.m_sweep.a-=l.m_invI*(c*\\na-d*n);j.m_sweep.c.x+=j.m_invMass*n;j.m_sweep.c.y+=j.m_invMass*a;j.m_sweep.a+=j.m_invI*(g*a-b*n);l.SynchronizeTransform();j.SynchronizeTransform();return h<=F.b2_linearSlop&&o<=F.b2_angularSlop};Box2D.postDefs.push(function(){Box2D.Dynamics.Joints.b2RevoluteJoint.tImpulse=new w});Box2D.inherit(S,Box2D.Dynamics.Joints.b2JointDef);S.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;S.b2RevoluteJointDef=function(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,arguments);this.localAnchorA=\\nnew w;this.localAnchorB=new w};S.prototype.b2RevoluteJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_revoluteJoint;this.localAnchorA.Set(0,0);this.localAnchorB.Set(0,0);this.motorSpeed=this.maxMotorTorque=this.upperAngle=this.lowerAngle=this.referenceAngle=0;this.enableMotor=this.enableLimit=false};S.prototype.Initialize=function(d,h,l){this.bodyA=d;this.bodyB=h;this.localAnchorA=this.bodyA.GetLocalPoint(l);this.localAnchorB=this.bodyB.GetLocalPoint(l);this.referenceAngle=this.bodyB.GetAngle()-\\nthis.bodyA.GetAngle()};Box2D.inherit(aa,Box2D.Dynamics.Joints.b2Joint);aa.prototype.__super=Box2D.Dynamics.Joints.b2Joint.prototype;aa.b2WeldJoint=function(){Box2D.Dynamics.Joints.b2Joint.b2Joint.apply(this,arguments);this.m_localAnchorA=new w;this.m_localAnchorB=new w;this.m_impulse=new A;this.m_mass=new K};aa.prototype.GetAnchorA=function(){return this.m_bodyA.GetWorldPoint(this.m_localAnchorA)};aa.prototype.GetAnchorB=function(){return this.m_bodyB.GetWorldPoint(this.m_localAnchorB)};aa.prototype.GetReactionForce=\\nfunction(d){if(d===undefined)d=0;return new w(d*this.m_impulse.x,d*this.m_impulse.y)};aa.prototype.GetReactionTorque=function(d){if(d===undefined)d=0;return d*this.m_impulse.z};aa.prototype.b2WeldJoint=function(d){this.__super.b2Joint.call(this,d);this.m_localAnchorA.SetV(d.localAnchorA);this.m_localAnchorB.SetV(d.localAnchorB);this.m_referenceAngle=d.referenceAngle;this.m_impulse.SetZero();this.m_mass=new K};aa.prototype.InitVelocityConstraints=function(d){var h,l=0,j=this.m_bodyA,o=this.m_bodyB;\\nh=j.m_xf.R;var q=this.m_localAnchorA.x-j.m_sweep.localCenter.x,n=this.m_localAnchorA.y-j.m_sweep.localCenter.y;l=h.col1.x*q+h.col2.x*n;n=h.col1.y*q+h.col2.y*n;q=l;h=o.m_xf.R;var a=this.m_localAnchorB.x-o.m_sweep.localCenter.x,c=this.m_localAnchorB.y-o.m_sweep.localCenter.y;l=h.col1.x*a+h.col2.x*c;c=h.col1.y*a+h.col2.y*c;a=l;h=j.m_invMass;l=o.m_invMass;var g=j.m_invI,b=o.m_invI;this.m_mass.col1.x=h+l+n*n*g+c*c*b;this.m_mass.col2.x=-n*q*g-c*a*b;this.m_mass.col3.x=-n*g-c*b;this.m_mass.col1.y=this.m_mass.col2.x;\\nthis.m_mass.col2.y=h+l+q*q*g+a*a*b;this.m_mass.col3.y=q*g+a*b;this.m_mass.col1.z=this.m_mass.col3.x;this.m_mass.col2.z=this.m_mass.col3.y;this.m_mass.col3.z=g+b;if(d.warmStarting){this.m_impulse.x*=d.dtRatio;this.m_impulse.y*=d.dtRatio;this.m_impulse.z*=d.dtRatio;j.m_linearVelocity.x-=h*this.m_impulse.x;j.m_linearVelocity.y-=h*this.m_impulse.y;j.m_angularVelocity-=g*(q*this.m_impulse.y-n*this.m_impulse.x+this.m_impulse.z);o.m_linearVelocity.x+=l*this.m_impulse.x;o.m_linearVelocity.y+=l*this.m_impulse.y;\\no.m_angularVelocity+=b*(a*this.m_impulse.y-c*this.m_impulse.x+this.m_impulse.z)}else this.m_impulse.SetZero()};aa.prototype.SolveVelocityConstraints=function(){var d,h=0,l=this.m_bodyA,j=this.m_bodyB,o=l.m_linearVelocity,q=l.m_angularVelocity,n=j.m_linearVelocity,a=j.m_angularVelocity,c=l.m_invMass,g=j.m_invMass,b=l.m_invI,e=j.m_invI;d=l.m_xf.R;var f=this.m_localAnchorA.x-l.m_sweep.localCenter.x,m=this.m_localAnchorA.y-l.m_sweep.localCenter.y;h=d.col1.x*f+d.col2.x*m;m=d.col1.y*f+d.col2.y*m;f=h;d=\\nj.m_xf.R;var r=this.m_localAnchorB.x-j.m_sweep.localCenter.x,s=this.m_localAnchorB.y-j.m_sweep.localCenter.y;h=d.col1.x*r+d.col2.x*s;s=d.col1.y*r+d.col2.y*s;r=h;d=n.x-a*s-o.x+q*m;h=n.y+a*r-o.y-q*f;var v=a-q,t=new A;this.m_mass.Solve33(t,-d,-h,-v);this.m_impulse.Add(t);o.x-=c*t.x;o.y-=c*t.y;q-=b*(f*t.y-m*t.x+t.z);n.x+=g*t.x;n.y+=g*t.y;a+=e*(r*t.y-s*t.x+t.z);l.m_angularVelocity=q;j.m_angularVelocity=a};aa.prototype.SolvePositionConstraints=function(){var d,h=0,l=this.m_bodyA,j=this.m_bodyB;d=l.m_xf.R;\\nvar o=this.m_localAnchorA.x-l.m_sweep.localCenter.x,q=this.m_localAnchorA.y-l.m_sweep.localCenter.y;h=d.col1.x*o+d.col2.x*q;q=d.col1.y*o+d.col2.y*q;o=h;d=j.m_xf.R;var n=this.m_localAnchorB.x-j.m_sweep.localCenter.x,a=this.m_localAnchorB.y-j.m_sweep.localCenter.y;h=d.col1.x*n+d.col2.x*a;a=d.col1.y*n+d.col2.y*a;n=h;d=l.m_invMass;h=j.m_invMass;var c=l.m_invI,g=j.m_invI,b=j.m_sweep.c.x+n-l.m_sweep.c.x-o,e=j.m_sweep.c.y+a-l.m_sweep.c.y-q,f=j.m_sweep.a-l.m_sweep.a-this.m_referenceAngle,m=10*F.b2_linearSlop,\\nr=Math.sqrt(b*b+e*e),s=y.Abs(f);if(r>m){c*=1;g*=1}this.m_mass.col1.x=d+h+q*q*c+a*a*g;this.m_mass.col2.x=-q*o*c-a*n*g;this.m_mass.col3.x=-q*c-a*g;this.m_mass.col1.y=this.m_mass.col2.x;this.m_mass.col2.y=d+h+o*o*c+n*n*g;this.m_mass.col3.y=o*c+n*g;this.m_mass.col1.z=this.m_mass.col3.x;this.m_mass.col2.z=this.m_mass.col3.y;this.m_mass.col3.z=c+g;m=new A;this.m_mass.Solve33(m,-b,-e,-f);l.m_sweep.c.x-=d*m.x;l.m_sweep.c.y-=d*m.y;l.m_sweep.a-=c*(o*m.y-q*m.x+m.z);j.m_sweep.c.x+=h*m.x;j.m_sweep.c.y+=h*m.y;\\nj.m_sweep.a+=g*(n*m.y-a*m.x+m.z);l.SynchronizeTransform();j.SynchronizeTransform();return r<=F.b2_linearSlop&&s<=F.b2_angularSlop};Box2D.inherit(Z,Box2D.Dynamics.Joints.b2JointDef);Z.prototype.__super=Box2D.Dynamics.Joints.b2JointDef.prototype;Z.b2WeldJointDef=function(){Box2D.Dynamics.Joints.b2JointDef.b2JointDef.apply(this,arguments);this.localAnchorA=new w;this.localAnchorB=new w};Z.prototype.b2WeldJointDef=function(){this.__super.b2JointDef.call(this);this.type=I.e_weldJoint;this.referenceAngle=\\n0};Z.prototype.Initialize=function(d,h,l){this.bodyA=d;this.bodyB=h;this.localAnchorA.SetV(this.bodyA.GetLocalPoint(l));this.localAnchorB.SetV(this.bodyB.GetLocalPoint(l));this.referenceAngle=this.bodyB.GetAngle()-this.bodyA.GetAngle()}})();\\n(function(){var F=Box2D.Dynamics.b2DebugDraw;F.b2DebugDraw=function(){this.m_xformScale=this.m_fillAlpha=this.m_alpha=this.m_lineThickness=this.m_drawScale=1;var G=this;this.m_sprite={graphics:{clear:function(){G.m_ctx.clearRect(0,0,G.m_ctx.canvas.width,G.m_ctx.canvas.height)}}}};F.prototype._color=function(G,K){return\\\\\\\"rgba(\\\\\\\"+((G&16711680)>>16)+\\\\\\\",\\\\\\\"+((G&65280)>>8)+\\\\\\\",\\\\\\\"+(G&255)+\\\\\\\",\\\\\\\"+K+\\\\\\\")\\\\\\\"};F.prototype.b2DebugDraw=function(){this.m_drawFlags=0};F.prototype.SetFlags=function(G){if(G===undefined)G=0;this.m_drawFlags=\\nG};F.prototype.GetFlags=function(){return this.m_drawFlags};F.prototype.AppendFlags=function(G){if(G===undefined)G=0;this.m_drawFlags|=G};F.prototype.ClearFlags=function(G){if(G===undefined)G=0;this.m_drawFlags&=~G};F.prototype.SetSprite=function(G){this.m_ctx=G};F.prototype.GetSprite=function(){return this.m_ctx};F.prototype.SetDrawScale=function(G){if(G===undefined)G=0;this.m_drawScale=G};F.prototype.GetDrawScale=function(){return this.m_drawScale};F.prototype.SetLineThickness=function(G){if(G===\\nundefined)G=0;this.m_lineThickness=G;this.m_ctx.strokeWidth=G};F.prototype.GetLineThickness=function(){return this.m_lineThickness};F.prototype.SetAlpha=function(G){if(G===undefined)G=0;this.m_alpha=G};F.prototype.GetAlpha=function(){return this.m_alpha};F.prototype.SetFillAlpha=function(G){if(G===undefined)G=0;this.m_fillAlpha=G};F.prototype.GetFillAlpha=function(){return this.m_fillAlpha};F.prototype.SetXFormScale=function(G){if(G===undefined)G=0;this.m_xformScale=G};F.prototype.GetXFormScale=function(){return this.m_xformScale};\\nF.prototype.DrawPolygon=function(G,K,y){if(K){var w=this.m_ctx,A=this.m_drawScale;w.beginPath();w.strokeStyle=this._color(y.color,this.m_alpha);w.moveTo(G[0].x*A,G[0].y*A);for(y=1;y<K;y++)w.lineTo(G[y].x*A,G[y].y*A);w.lineTo(G[0].x*A,G[0].y*A);w.closePath();w.stroke()}};F.prototype.DrawSolidPolygon=function(G,K,y){if(K){var w=this.m_ctx,A=this.m_drawScale;w.beginPath();w.strokeStyle=this._color(y.color,this.m_alpha);w.fillStyle=this._color(y.color,this.m_fillAlpha);w.moveTo(G[0].x*A,G[0].y*A);for(y=\\n1;y<K;y++)w.lineTo(G[y].x*A,G[y].y*A);w.lineTo(G[0].x*A,G[0].y*A);w.closePath();w.fill();w.stroke()}};F.prototype.DrawCircle=function(G,K,y){if(K){var w=this.m_ctx,A=this.m_drawScale;w.beginPath();w.strokeStyle=this._color(y.color,this.m_alpha);w.arc(G.x*A,G.y*A,K*A,0,Math.PI*2,true);w.closePath();w.stroke()}};F.prototype.DrawSolidCircle=function(G,K,y,w){if(K){var A=this.m_ctx,U=this.m_drawScale,p=G.x*U,B=G.y*U;A.moveTo(0,0);A.beginPath();A.strokeStyle=this._color(w.color,this.m_alpha);A.fillStyle=\\nthis._color(w.color,this.m_fillAlpha);A.arc(p,B,K*U,0,Math.PI*2,true);A.moveTo(p,B);A.lineTo((G.x+y.x*K)*U,(G.y+y.y*K)*U);A.closePath();A.fill();A.stroke()}};F.prototype.DrawSegment=function(G,K,y){var w=this.m_ctx,A=this.m_drawScale;w.strokeStyle=this._color(y.color,this.m_alpha);w.beginPath();w.moveTo(G.x*A,G.y*A);w.lineTo(K.x*A,K.y*A);w.closePath();w.stroke()};F.prototype.DrawTransform=function(G){var K=this.m_ctx,y=this.m_drawScale;K.beginPath();K.strokeStyle=this._color(16711680,this.m_alpha);\\nK.moveTo(G.position.x*y,G.position.y*y);K.lineTo((G.position.x+this.m_xformScale*G.R.col1.x)*y,(G.position.y+this.m_xformScale*G.R.col1.y)*y);K.strokeStyle=this._color(65280,this.m_alpha);K.moveTo(G.position.x*y,G.position.y*y);K.lineTo((G.position.x+this.m_xformScale*G.R.col2.x)*y,(G.position.y+this.m_xformScale*G.R.col2.y)*y);K.closePath();K.stroke()}})();var i;for(i=0;i<Box2D.postDefs.length;++i)Box2D.postDefs[i]();delete Box2D.postDefs;\\n\"","status":200,"headers":{"age":"0","via":"1.1 varnish","date":"Sat, 17 Aug 2024 16:40:59 GMT","etag":"W/\"51579d89-36ea7\"","vary":"Accept-Encoding","server":"GitHub.com","expires":"Sat, 17 Aug 2024 16:50:59 GMT","x-cache":"MISS","x-timer":"S1723912859.352158,VS0,VE105","x-served-by":"cache-fra-eddf8230071-FRA","content-type":"application/javascript; 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THREE=THREE||{REVISION:\\\\\\\"49\\\\\\\"};self.Int32Array||(self.Int32Array=Array,self.Float32Array=Array);\\n(function(){for(var a=0,b=[\\\\\\\"ms\\\\\\\",\\\\\\\"moz\\\\\\\",\\\\\\\"webkit\\\\\\\",\\\\\\\"o\\\\\\\"],c=0;c<b.length&&!window.requestAnimationFrame;++c){window.requestAnimationFrame=window[b[c]+\\\\\\\"RequestAnimationFrame\\\\\\\"];window.cancelAnimationFrame=window[b[c]+\\\\\\\"CancelAnimationFrame\\\\\\\"]||window[b[c]+\\\\\\\"CancelRequestAnimationFrame\\\\\\\"]}if(!window.requestAnimationFrame)window.requestAnimationFrame=function(b){var c=Date.now(),f=Math.max(0,16-(c-a)),g=window.setTimeout(function(){b(c+f)},f);a=c+f;return g};if(!window.cancelAnimationFrame)window.cancelAnimationFrame=\\nfunction(a){clearTimeout(a)}})();THREE.Clock=function(a){this.autoStart=a!==void 0?a:true;this.elapsedTime=this.oldTime=this.startTime=0;this.running=false};THREE.Clock.prototype.start=function(){this.oldTime=this.startTime=Date.now();this.running=true};THREE.Clock.prototype.stop=function(){this.getElapsedTime();this.running=false};THREE.Clock.prototype.getElapsedTime=function(){return this.elapsedTime=this.elapsedTime+this.getDelta()};\\nTHREE.Clock.prototype.getDelta=function(){var a=0;this.autoStart&&!this.running&&this.start();if(this.running){var b=Date.now(),a=0.001*(b-this.oldTime);this.oldTime=b;this.elapsedTime=this.elapsedTime+a}return a};THREE.Color=function(a){a!==void 0&&this.setHex(a);return this};\\nTHREE.Color.prototype={constructor:THREE.Color,r:1,g:1,b:1,copy:function(a){this.r=a.r;this.g=a.g;this.b=a.b;return this},copyGammaToLinear:function(a){this.r=a.r*a.r;this.g=a.g*a.g;this.b=a.b*a.b;return this},copyLinearToGamma:function(a){this.r=Math.sqrt(a.r);this.g=Math.sqrt(a.g);this.b=Math.sqrt(a.b);return this},convertGammaToLinear:function(){var a=this.r,b=this.g,c=this.b;this.r=a*a;this.g=b*b;this.b=c*c;return this},convertLinearToGamma:function(){this.r=Math.sqrt(this.r);this.g=Math.sqrt(this.g);\\nthis.b=Math.sqrt(this.b);return this},setRGB:function(a,b,c){this.r=a;this.g=b;this.b=c;return this},setHSV:function(a,b,c){var d,e,f;if(c===0)this.r=this.g=this.b=0;else{d=Math.floor(a*6);e=a*6-d;a=c*(1-b);f=c*(1-b*e);b=c*(1-b*(1-e));switch(d){case 1:this.r=f;this.g=c;this.b=a;break;case 2:this.r=a;this.g=c;this.b=b;break;case 3:this.r=a;this.g=f;this.b=c;break;case 4:this.r=b;this.g=a;this.b=c;break;case 5:this.r=c;this.g=a;this.b=f;break;case 6:case 0:this.r=c;this.g=b;this.b=a}}return this},setHex:function(a){a=\\nMath.floor(a);this.r=(a>>16&255)/255;this.g=(a>>8&255)/255;this.b=(a&255)/255;return this},lerpSelf:function(a,b){this.r=this.r+(a.r-this.r)*b;this.g=this.g+(a.g-this.g)*b;this.b=this.b+(a.b-this.b)*b;return this},getHex:function(){return Math.floor(this.r*255)<<16^Math.floor(this.g*255)<<8^Math.floor(this.b*255)},getContextStyle:function(){return\\\\\\\"rgb(\\\\\\\"+Math.floor(this.r*255)+\\\\\\\",\\\\\\\"+Math.floor(this.g*255)+\\\\\\\",\\\\\\\"+Math.floor(this.b*255)+\\\\\\\")\\\\\\\"},clone:function(){return(new THREE.Color).setRGB(this.r,this.g,this.b)}};\\nTHREE.Vector2=function(a,b){this.x=a||0;this.y=b||0};\\nTHREE.Vector2.prototype={constructor:THREE.Vector2,set:function(a,b){this.x=a;this.y=b;return this},copy:function(a){this.x=a.x;this.y=a.y;return this},add:function(a,b){this.x=a.x+b.x;this.y=a.y+b.y;return this},addSelf:function(a){this.x=this.x+a.x;this.y=this.y+a.y;return this},sub:function(a,b){this.x=a.x-b.x;this.y=a.y-b.y;return this},subSelf:function(a){this.x=this.x-a.x;this.y=this.y-a.y;return this},multiplyScalar:function(a){this.x=this.x*a;this.y=this.y*a;return this},divideScalar:function(a){if(a){this.x=\\nthis.x/a;this.y=this.y/a}else this.set(0,0);return this},negate:function(){return this.multiplyScalar(-1)},dot:function(a){return this.x*a.x+this.y*a.y},lengthSq:function(){return this.x*this.x+this.y*this.y},length:function(){return Math.sqrt(this.lengthSq())},normalize:function(){return this.divideScalar(this.length())},distanceTo:function(a){return Math.sqrt(this.distanceToSquared(a))},distanceToSquared:function(a){var b=this.x-a.x,a=this.y-a.y;return b*b+a*a},setLength:function(a){return this.normalize().multiplyScalar(a)},\\nlerpSelf:function(a,b){this.x=this.x+(a.x-this.x)*b;this.y=this.y+(a.y-this.y)*b;return this},equals:function(a){return a.x===this.x&&a.y===this.y},isZero:function(){return this.lengthSq()<1.0E-4},clone:function(){return new THREE.Vector2(this.x,this.y)}};THREE.Vector3=function(a,b,c){this.x=a||0;this.y=b||0;this.z=c||0};\\nTHREE.Vector3.prototype={constructor:THREE.Vector3,set:function(a,b,c){this.x=a;this.y=b;this.z=c;return this},setX:function(a){this.x=a;return this},setY:function(a){this.y=a;return this},setZ:function(a){this.z=a;return this},copy:function(a){this.x=a.x;this.y=a.y;this.z=a.z;return this},add:function(a,b){this.x=a.x+b.x;this.y=a.y+b.y;this.z=a.z+b.z;return this},addSelf:function(a){this.x=this.x+a.x;this.y=this.y+a.y;this.z=this.z+a.z;return this},addScalar:function(a){this.x=this.x+a;this.y=this.y+\\na;this.z=this.z+a;return this},sub:function(a,b){this.x=a.x-b.x;this.y=a.y-b.y;this.z=a.z-b.z;return this},subSelf:function(a){this.x=this.x-a.x;this.y=this.y-a.y;this.z=this.z-a.z;return this},multiply:function(a,b){this.x=a.x*b.x;this.y=a.y*b.y;this.z=a.z*b.z;return this},multiplySelf:function(a){this.x=this.x*a.x;this.y=this.y*a.y;this.z=this.z*a.z;return this},multiplyScalar:function(a){this.x=this.x*a;this.y=this.y*a;this.z=this.z*a;return this},divideSelf:function(a){this.x=this.x/a.x;this.y=\\nthis.y/a.y;this.z=this.z/a.z;return this},divideScalar:function(a){if(a){this.x=this.x/a;this.y=this.y/a;this.z=this.z/a}else this.z=this.y=this.x=0;return this},negate:function(){return this.multiplyScalar(-1)},dot:function(a){return this.x*a.x+this.y*a.y+this.z*a.z},lengthSq:function(){return this.x*this.x+this.y*this.y+this.z*this.z},length:function(){return Math.sqrt(this.lengthSq())},lengthManhattan:function(){return Math.abs(this.x)+Math.abs(this.y)+Math.abs(this.z)},normalize:function(){return this.divideScalar(this.length())},\\nsetLength:function(a){return this.normalize().multiplyScalar(a)},lerpSelf:function(a,b){this.x=this.x+(a.x-this.x)*b;this.y=this.y+(a.y-this.y)*b;this.z=this.z+(a.z-this.z)*b;return this},cross:function(a,b){this.x=a.y*b.z-a.z*b.y;this.y=a.z*b.x-a.x*b.z;this.z=a.x*b.y-a.y*b.x;return this},crossSelf:function(a){var b=this.x,c=this.y,d=this.z;this.x=c*a.z-d*a.y;this.y=d*a.x-b*a.z;this.z=b*a.y-c*a.x;return this},distanceTo:function(a){return Math.sqrt(this.distanceToSquared(a))},distanceToSquared:function(a){return(new THREE.Vector3).sub(this,\\na).lengthSq()},getPositionFromMatrix:function(a){this.x=a.elements[12];this.y=a.elements[13];this.z=a.elements[14];return this},getRotationFromMatrix:function(a,b){var c=b?b.x:1,d=b?b.y:1,e=b?b.z:1,f=a.elements[0]/c,g=a.elements[4]/d,c=a.elements[1]/c,d=a.elements[5]/d,h=a.elements[9]/e,j=a.elements[10]/e;this.y=Math.asin(a.elements[8]/e);e=Math.cos(this.y);if(Math.abs(e)>1.0E-5){this.x=Math.atan2(-h/e,j/e);this.z=Math.atan2(-g/e,f/e)}else{this.x=0;this.z=Math.atan2(c,d)}return this},getScaleFromMatrix:function(a){var b=\\nthis.set(a.elements[0],a.elements[1],a.elements[2]).length(),c=this.set(a.elements[4],a.elements[5],a.elements[6]).length(),a=this.set(a.elements[8],a.elements[9],a.elements[10]).length();this.x=b;this.y=c;this.z=a},equals:function(a){return a.x===this.x&&a.y===this.y&&a.z===this.z},isZero:function(){return this.lengthSq()<1.0E-4},clone:function(){return new THREE.Vector3(this.x,this.y,this.z)}};THREE.Vector4=function(a,b,c,d){this.x=a||0;this.y=b||0;this.z=c||0;this.w=d!==void 0?d:1};\\nTHREE.Vector4.prototype={constructor:THREE.Vector4,set:function(a,b,c,d){this.x=a;this.y=b;this.z=c;this.w=d;return this},copy:function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=a.w!==void 0?a.w:1;return this},add:function(a,b){this.x=a.x+b.x;this.y=a.y+b.y;this.z=a.z+b.z;this.w=a.w+b.w;return this},addSelf:function(a){this.x=this.x+a.x;this.y=this.y+a.y;this.z=this.z+a.z;this.w=this.w+a.w;return this},sub:function(a,b){this.x=a.x-b.x;this.y=a.y-b.y;this.z=a.z-b.z;this.w=a.w-b.w;return this},subSelf:function(a){this.x=\\nthis.x-a.x;this.y=this.y-a.y;this.z=this.z-a.z;this.w=this.w-a.w;return this},multiplyScalar:function(a){this.x=this.x*a;this.y=this.y*a;this.z=this.z*a;this.w=this.w*a;return this},divideScalar:function(a){if(a){this.x=this.x/a;this.y=this.y/a;this.z=this.z/a;this.w=this.w/a}else{this.z=this.y=this.x=0;this.w=1}return this},negate:function(){return this.multiplyScalar(-1)},dot:function(a){return this.x*a.x+this.y*a.y+this.z*a.z+this.w*a.w},lengthSq:function(){return this.dot(this)},length:function(){return Math.sqrt(this.lengthSq())},\\nnormalize:function(){return this.divideScalar(this.length())},setLength:function(a){return this.normalize().multiplyScalar(a)},lerpSelf:function(a,b){this.x=this.x+(a.x-this.x)*b;this.y=this.y+(a.y-this.y)*b;this.z=this.z+(a.z-this.z)*b;this.w=this.w+(a.w-this.w)*b;return this},clone:function(){return new THREE.Vector4(this.x,this.y,this.z,this.w)}};THREE.Frustum=function(){this.planes=[new THREE.Vector4,new THREE.Vector4,new THREE.Vector4,new THREE.Vector4,new THREE.Vector4,new THREE.Vector4]};\\nTHREE.Frustum.prototype.setFromMatrix=function(a){var b,c=this.planes,d=a.elements,a=d[0];b=d[1];var e=d[2],f=d[3],g=d[4],h=d[5],j=d[6],l=d[7],k=d[8],p=d[9],m=d[10],o=d[11],q=d[12],n=d[13],r=d[14],d=d[15];c[0].set(f-a,l-g,o-k,d-q);c[1].set(f+a,l+g,o+k,d+q);c[2].set(f+b,l+h,o+p,d+n);c[3].set(f-b,l-h,o-p,d-n);c[4].set(f-e,l-j,o-m,d-r);c[5].set(f+e,l+j,o+m,d+r);for(a=0;a<6;a++){b=c[a];b.divideScalar(Math.sqrt(b.x*b.x+b.y*b.y+b.z*b.z))}};\\nTHREE.Frustum.prototype.contains=function(a){for(var b=this.planes,c=a.matrixWorld,d=c.elements,c=-a.geometry.boundingSphere.radius*c.getMaxScaleOnAxis(),e=0;e<6;e++){a=b[e].x*d[12]+b[e].y*d[13]+b[e].z*d[14]+b[e].w;if(a<=c)return false}return true};THREE.Frustum.__v1=new THREE.Vector3;\\nTHREE.Ray=function(a,b){function c(a,b,c){q.sub(c,a);u=q.dot(b);t=n.add(a,r.copy(b).multiplyScalar(u));return y=c.distanceTo(t)}function d(a,b,c,d){q.sub(d,b);n.sub(c,b);r.sub(a,b);s=q.dot(q);w=q.dot(n);H=q.dot(r);E=n.dot(n);z=n.dot(r);v=1/(s*E-w*w);A=(E*H-w*z)*v;J=(s*z-w*H)*v;return A>=0&&J>=0&&A+J<1}this.origin=a||new THREE.Vector3;this.direction=b||new THREE.Vector3;var e=1.0E-4;this.setPrecision=function(a){e=a};var f=new THREE.Vector3,g=new THREE.Vector3,h=new THREE.Vector3,j=new THREE.Vector3,\\nl=new THREE.Vector3,k=new THREE.Vector3,p=new THREE.Vector3,m=new THREE.Vector3,o=new THREE.Vector3;this.intersectObject=function(a){var b,n=[];if(a instanceof THREE.Particle){var q=c(this.origin,this.direction,a.matrixWorld.getPosition());if(q>a.scale.x)return[];b={distance:q,point:a.position,face:null,object:a};n.push(b)}else if(a instanceof THREE.Mesh){var q=c(this.origin,this.direction,a.matrixWorld.getPosition()),r=THREE.Frustum.__v1.set(a.matrixWorld.getColumnX().length(),a.matrixWorld.getColumnY().length(),\\na.matrixWorld.getColumnZ().length());if(q>a.geometry.boundingSphere.radius*Math.max(r.x,Math.max(r.y,r.z)))return n;var s,i,t=a.geometry,u=t.vertices,C;a.matrixRotationWorld.extractRotation(a.matrixWorld);q=0;for(r=t.faces.length;q<r;q++){b=t.faces[q];l.copy(this.origin);k.copy(this.direction);C=a.matrixWorld;p=C.multiplyVector3(p.copy(b.centroid)).subSelf(l);m=a.matrixRotationWorld.multiplyVector3(m.copy(b.normal));s=k.dot(m);if(!(Math.abs(s)<e)){i=m.dot(p)/s;if(!(i<0)&&(a.doubleSided||(a.flipSided?\\ns>0:s<0))){o.add(l,k.multiplyScalar(i));if(b instanceof THREE.Face3){f=C.multiplyVector3(f.copy(u[b.a]));g=C.multiplyVector3(g.copy(u[b.b]));h=C.multiplyVector3(h.copy(u[b.c]));if(d(o,f,g,h)){b={distance:l.distanceTo(o),point:o.clone(),face:b,object:a};n.push(b)}}else if(b instanceof THREE.Face4){f=C.multiplyVector3(f.copy(u[b.a]));g=C.multiplyVector3(g.copy(u[b.b]));h=C.multiplyVector3(h.copy(u[b.c]));j=C.multiplyVector3(j.copy(u[b.d]));if(d(o,f,g,j)||d(o,g,h,j)){b={distance:l.distanceTo(o),point:o.clone(),\\nface:b,object:a};n.push(b)}}}}}}return n};this.intersectObjects=function(a){for(var b=[],c=0,d=a.length;c<d;c++)Array.prototype.push.apply(b,this.intersectObject(a[c]));b.sort(function(a,b){return a.distance-b.distance});return b};var q=new THREE.Vector3,n=new THREE.Vector3,r=new THREE.Vector3,u,t,y,s,w,H,E,z,v,A,J};\\nTHREE.Rectangle=function(){function a(){f=d-b;g=e-c}var b,c,d,e,f,g,h=true;this.getX=function(){return b};this.getY=function(){return c};this.getWidth=function(){return f};this.getHeight=function(){return g};this.getLeft=function(){return b};this.getTop=function(){return c};this.getRight=function(){return d};this.getBottom=function(){return e};this.set=function(f,g,k,p){h=false;b=f;c=g;d=k;e=p;a()};this.addPoint=function(f,g){if(h){h=false;b=f;c=g;d=f;e=g}else{b=b<f?b:f;c=c<g?c:g;d=d>f?d:f;e=e>g?\\ne:g}a()};this.add3Points=function(f,g,k,p,m,o){if(h){h=false;b=f<k?f<m?f:m:k<m?k:m;c=g<p?g<o?g:o:p<o?p:o;d=f>k?f>m?f:m:k>m?k:m;e=g>p?g>o?g:o:p>o?p:o}else{b=f<k?f<m?f<b?f:b:m<b?m:b:k<m?k<b?k:b:m<b?m:b;c=g<p?g<o?g<c?g:c:o<c?o:c:p<o?p<c?p:c:o<c?o:c;d=f>k?f>m?f>d?f:d:m>d?m:d:k>m?k>d?k:d:m>d?m:d;e=g>p?g>o?g>e?g:e:o>e?o:e:p>o?p>e?p:e:o>e?o:e}a()};this.addRectangle=function(f){if(h){h=false;b=f.getLeft();c=f.getTop();d=f.getRight();e=f.getBottom()}else{b=b<f.getLeft()?b:f.getLeft();c=c<f.getTop()?c:f.getTop();\\nd=d>f.getRight()?d:f.getRight();e=e>f.getBottom()?e:f.getBottom()}a()};this.inflate=function(f){b=b-f;c=c-f;d=d+f;e=e+f;a()};this.minSelf=function(f){b=b>f.getLeft()?b:f.getLeft();c=c>f.getTop()?c:f.getTop();d=d<f.getRight()?d:f.getRight();e=e<f.getBottom()?e:f.getBottom();a()};this.intersects=function(a){return d<a.getLeft()||b>a.getRight()||e<a.getTop()||c>a.getBottom()?false:true};this.empty=function(){h=true;e=d=c=b=0;a()};this.isEmpty=function(){return h}};\\nTHREE.Math={clamp:function(a,b,c){return a<b?b:a>c?c:a},clampBottom:function(a,b){return a<b?b:a},mapLinear:function(a,b,c,d,e){return d+(a-b)*(e-d)/(c-b)},random16:function(){return(65280*Math.random()+255*Math.random())/65535},randInt:function(a,b){return a+Math.floor(Math.random()*(b-a+1))},randFloat:function(a,b){return a+Math.random()*(b-a)},randFloatSpread:function(a){return a*(0.5-Math.random())},sign:function(a){return a<0?-1:a>0?1:0}};THREE.Matrix3=function(){this.elements=new Float32Array(9)};\\nTHREE.Matrix3.prototype={constructor:THREE.Matrix3,getInverse:function(a){var b=a.elements,a=b[10]*b[5]-b[6]*b[9],c=-b[10]*b[1]+b[2]*b[9],d=b[6]*b[1]-b[2]*b[5],e=-b[10]*b[4]+b[6]*b[8],f=b[10]*b[0]-b[2]*b[8],g=-b[6]*b[0]+b[2]*b[4],h=b[9]*b[4]-b[5]*b[8],j=-b[9]*b[0]+b[1]*b[8],l=b[5]*b[0]-b[1]*b[4],b=b[0]*a+b[1]*e+b[2]*h;b===0&&console.warn(\\\\\\\"Matrix3.getInverse(): determinant == 0\\\\\\\");var b=1/b,k=this.elements;k[0]=b*a;k[1]=b*c;k[2]=b*d;k[3]=b*e;k[4]=b*f;k[5]=b*g;k[6]=b*h;k[7]=b*j;k[8]=b*l;return this},\\ntranspose:function(){var a,b=this.elements;a=b[1];b[1]=b[3];b[3]=a;a=b[2];b[2]=b[6];b[6]=a;a=b[5];b[5]=b[7];b[7]=a;return this},transposeIntoArray:function(a){var b=this.m;a[0]=b[0];a[1]=b[3];a[2]=b[6];a[3]=b[1];a[4]=b[4];a[5]=b[7];a[6]=b[2];a[7]=b[5];a[8]=b[8];return this}};THREE.Matrix4=function(a,b,c,d,e,f,g,h,j,l,k,p,m,o,q,n){this.elements=new Float32Array(16);this.set(a!==void 0?a:1,b||0,c||0,d||0,e||0,f!==void 0?f:1,g||0,h||0,j||0,l||0,k!==void 0?k:1,p||0,m||0,o||0,q||0,n!==void 0?n:1)};\\nTHREE.Matrix4.prototype={constructor:THREE.Matrix4,set:function(a,b,c,d,e,f,g,h,j,l,k,p,m,o,q,n){var r=this.elements;r[0]=a;r[4]=b;r[8]=c;r[12]=d;r[1]=e;r[5]=f;r[9]=g;r[13]=h;r[2]=j;r[6]=l;r[10]=k;r[14]=p;r[3]=m;r[7]=o;r[11]=q;r[15]=n;return this},identity:function(){this.set(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1);return this},copy:function(a){a=a.elements;this.set(a[0],a[4],a[8],a[12],a[1],a[5],a[9],a[13],a[2],a[6],a[10],a[14],a[3],a[7],a[11],a[15]);return this},lookAt:function(a,b,c){var d=this.elements,\\ne=THREE.Matrix4.__v1,f=THREE.Matrix4.__v2,g=THREE.Matrix4.__v3;g.sub(a,b).normalize();if(g.length()===0)g.z=1;e.cross(c,g).normalize();if(e.length()===0){g.x=g.x+1.0E-4;e.cross(c,g).normalize()}f.cross(g,e);d[0]=e.x;d[4]=f.x;d[8]=g.x;d[1]=e.y;d[5]=f.y;d[9]=g.y;d[2]=e.z;d[6]=f.z;d[10]=g.z;return this},multiply:function(a,b){var c=a.elements,d=b.elements,e=this.elements,f=c[0],g=c[4],h=c[8],j=c[12],l=c[1],k=c[5],p=c[9],m=c[13],o=c[2],q=c[6],n=c[10],r=c[14],u=c[3],t=c[7],y=c[11],c=c[15],s=d[0],w=d[4],\\nH=d[8],E=d[12],z=d[1],v=d[5],A=d[9],J=d[13],K=d[2],R=d[6],P=d[10],D=d[14],M=d[3],G=d[7],i=d[11],d=d[15];e[0]=f*s+g*z+h*K+j*M;e[4]=f*w+g*v+h*R+j*G;e[8]=f*H+g*A+h*P+j*i;e[12]=f*E+g*J+h*D+j*d;e[1]=l*s+k*z+p*K+m*M;e[5]=l*w+k*v+p*R+m*G;e[9]=l*H+k*A+p*P+m*i;e[13]=l*E+k*J+p*D+m*d;e[2]=o*s+q*z+n*K+r*M;e[6]=o*w+q*v+n*R+r*G;e[10]=o*H+q*A+n*P+r*i;e[14]=o*E+q*J+n*D+r*d;e[3]=u*s+t*z+y*K+c*M;e[7]=u*w+t*v+y*R+c*G;e[11]=u*H+t*A+y*P+c*i;e[15]=u*E+t*J+y*D+c*d;return this},multiplySelf:function(a){return this.multiply(this,\\na)},multiplyToArray:function(a,b,c){var d=this.elements;this.multiply(a,b);c[0]=d[0];c[1]=d[1];c[2]=d[2];c[3]=d[3];c[4]=d[4];c[5]=d[5];c[6]=d[6];c[7]=d[7];c[8]=d[8];c[9]=d[9];c[10]=d[10];c[11]=d[11];c[12]=d[12];c[13]=d[13];c[14]=d[14];c[15]=d[15];return this},multiplyScalar:function(a){var b=this.elements;b[0]=b[0]*a;b[4]=b[4]*a;b[8]=b[8]*a;b[12]=b[12]*a;b[1]=b[1]*a;b[5]=b[5]*a;b[9]=b[9]*a;b[13]=b[13]*a;b[2]=b[2]*a;b[6]=b[6]*a;b[10]=b[10]*a;b[14]=b[14]*a;b[3]=b[3]*a;b[7]=b[7]*a;b[11]=b[11]*a;b[15]=\\nb[15]*a;return this},multiplyVector3:function(a){var b=this.elements,c=a.x,d=a.y,e=a.z,f=1/(b[3]*c+b[7]*d+b[11]*e+b[15]);a.x=(b[0]*c+b[4]*d+b[8]*e+b[12])*f;a.y=(b[1]*c+b[5]*d+b[9]*e+b[13])*f;a.z=(b[2]*c+b[6]*d+b[10]*e+b[14])*f;return a},multiplyVector4:function(a){var b=this.elements,c=a.x,d=a.y,e=a.z,f=a.w;a.x=b[0]*c+b[4]*d+b[8]*e+b[12]*f;a.y=b[1]*c+b[5]*d+b[9]*e+b[13]*f;a.z=b[2]*c+b[6]*d+b[10]*e+b[14]*f;a.w=b[3]*c+b[7]*d+b[11]*e+b[15]*f;return a},rotateAxis:function(a){var b=this.elements,c=a.x,\\nd=a.y,e=a.z;a.x=c*b[0]+d*b[4]+e*b[8];a.y=c*b[1]+d*b[5]+e*b[9];a.z=c*b[2]+d*b[6]+e*b[10];a.normalize();return a},crossVector:function(a){var b=this.elements,c=new THREE.Vector4;c.x=b[0]*a.x+b[4]*a.y+b[8]*a.z+b[12]*a.w;c.y=b[1]*a.x+b[5]*a.y+b[9]*a.z+b[13]*a.w;c.z=b[2]*a.x+b[6]*a.y+b[10]*a.z+b[14]*a.w;c.w=a.w?b[3]*a.x+b[7]*a.y+b[11]*a.z+b[15]*a.w:1;return c},determinant:function(){var a=this.elements,b=a[0],c=a[4],d=a[8],e=a[12],f=a[1],g=a[5],h=a[9],j=a[13],l=a[2],k=a[6],p=a[10],m=a[14],o=a[3],q=a[7],\\nn=a[11],a=a[15];return e*h*k*o-d*j*k*o-e*g*p*o+c*j*p*o+d*g*m*o-c*h*m*o-e*h*l*q+d*j*l*q+e*f*p*q-b*j*p*q-d*f*m*q+b*h*m*q+e*g*l*n-c*j*l*n-e*f*k*n+b*j*k*n+c*f*m*n-b*g*m*n-d*g*l*a+c*h*l*a+d*f*k*a-b*h*k*a-c*f*p*a+b*g*p*a},transpose:function(){var a=this.elements,b;b=a[1];a[1]=a[4];a[4]=b;b=a[2];a[2]=a[8];a[8]=b;b=a[6];a[6]=a[9];a[9]=b;b=a[3];a[3]=a[12];a[12]=b;b=a[7];a[7]=a[13];a[13]=b;b=a[11];a[11]=a[14];a[14]=b;return this},flattenToArray:function(a){var b=this.elements;a[0]=b[0];a[1]=b[1];a[2]=b[2];\\na[3]=b[3];a[4]=b[4];a[5]=b[5];a[6]=b[6];a[7]=b[7];a[8]=b[8];a[9]=b[9];a[10]=b[10];a[11]=b[11];a[12]=b[12];a[13]=b[13];a[14]=b[14];a[15]=b[15];return a},flattenToArrayOffset:function(a,b){var c=this.elements;a[b]=c[0];a[b+1]=c[1];a[b+2]=c[2];a[b+3]=c[3];a[b+4]=c[4];a[b+5]=c[5];a[b+6]=c[6];a[b+7]=c[7];a[b+8]=c[8];a[b+9]=c[9];a[b+10]=c[10];a[b+11]=c[11];a[b+12]=c[12];a[b+13]=c[13];a[b+14]=c[14];a[b+15]=c[15];return a},getPosition:function(){var a=this.elements;return THREE.Matrix4.__v1.set(a[12],a[13],\\na[14])},setPosition:function(a){var b=this.elements;b[12]=a.x;b[13]=a.y;b[14]=a.z;return this},getColumnX:function(){var a=this.elements;return THREE.Matrix4.__v1.set(a[0],a[1],a[2])},getColumnY:function(){var a=this.elements;return THREE.Matrix4.__v1.set(a[4],a[5],a[6])},getColumnZ:function(){var a=this.elements;return THREE.Matrix4.__v1.set(a[8],a[9],a[10])},getInverse:function(a){var b=this.elements,c=a.elements,d=c[0],e=c[4],f=c[8],g=c[12],h=c[1],j=c[5],l=c[9],k=c[13],p=c[2],m=c[6],o=c[10],q=\\nc[14],n=c[3],r=c[7],u=c[11],c=c[15];b[0]=l*q*r-k*o*r+k*m*u-j*q*u-l*m*c+j*o*c;b[4]=g*o*r-f*q*r-g*m*u+e*q*u+f*m*c-e*o*c;b[8]=f*k*r-g*l*r+g*j*u-e*k*u-f*j*c+e*l*c;b[12]=g*l*m-f*k*m-g*j*o+e*k*o+f*j*q-e*l*q;b[1]=k*o*n-l*q*n-k*p*u+h*q*u+l*p*c-h*o*c;b[5]=f*q*n-g*o*n+g*p*u-d*q*u-f*p*c+d*o*c;b[9]=g*l*n-f*k*n-g*h*u+d*k*u+f*h*c-d*l*c;b[13]=f*k*p-g*l*p+g*h*o-d*k*o-f*h*q+d*l*q;b[2]=j*q*n-k*m*n+k*p*r-h*q*r-j*p*c+h*m*c;b[6]=g*m*n-e*q*n-g*p*r+d*q*r+e*p*c-d*m*c;b[10]=e*k*n-g*j*n+g*h*r-d*k*r-e*h*c+d*j*c;b[14]=g*j*p-\\ne*k*p-g*h*m+d*k*m+e*h*q-d*j*q;b[3]=l*m*n-j*o*n-l*p*r+h*o*r+j*p*u-h*m*u;b[7]=e*o*n-f*m*n+f*p*r-d*o*r-e*p*u+d*m*u;b[11]=f*j*n-e*l*n-f*h*r+d*l*r+e*h*u-d*j*u;b[15]=e*l*p-f*j*p+f*h*m-d*l*m-e*h*o+d*j*o;this.multiplyScalar(1/a.determinant());return this},setRotationFromEuler:function(a,b){var c=this.elements,d=a.x,e=a.y,f=a.z,g=Math.cos(d),d=Math.sin(d),h=Math.cos(e),e=Math.sin(e),j=Math.cos(f),f=Math.sin(f);switch(b){case \\\\\\\"YXZ\\\\\\\":var l=h*j,k=h*f,p=e*j,m=e*f;c[0]=l+m*d;c[4]=p*d-k;c[8]=g*e;c[1]=g*f;c[5]=g*\\nj;c[9]=-d;c[2]=k*d-p;c[6]=m+l*d;c[10]=g*h;break;case \\\\\\\"ZXY\\\\\\\":l=h*j;k=h*f;p=e*j;m=e*f;c[0]=l-m*d;c[4]=-g*f;c[8]=p+k*d;c[1]=k+p*d;c[5]=g*j;c[9]=m-l*d;c[2]=-g*e;c[6]=d;c[10]=g*h;break;case \\\\\\\"ZYX\\\\\\\":l=g*j;k=g*f;p=d*j;m=d*f;c[0]=h*j;c[4]=p*e-k;c[8]=l*e+m;c[1]=h*f;c[5]=m*e+l;c[9]=k*e-p;c[2]=-e;c[6]=d*h;c[10]=g*h;break;case \\\\\\\"YZX\\\\\\\":l=g*h;k=g*e;p=d*h;m=d*e;c[0]=h*j;c[4]=m-l*f;c[8]=p*f+k;c[1]=f;c[5]=g*j;c[9]=-d*j;c[2]=-e*j;c[6]=k*f+p;c[10]=l-m*f;break;case \\\\\\\"XZY\\\\\\\":l=g*h;k=g*e;p=d*h;m=d*e;c[0]=h*j;c[4]=-f;c[8]=e*j;\\nc[1]=l*f+m;c[5]=g*j;c[9]=k*f-p;c[2]=p*f-k;c[6]=d*j;c[10]=m*f+l;break;default:l=g*j;k=g*f;p=d*j;m=d*f;c[0]=h*j;c[4]=-h*f;c[8]=e;c[1]=k+p*e;c[5]=l-m*e;c[9]=-d*h;c[2]=m-l*e;c[6]=p+k*e;c[10]=g*h}return this},setRotationFromQuaternion:function(a){var b=this.elements,c=a.x,d=a.y,e=a.z,f=a.w,g=c+c,h=d+d,j=e+e,a=c*g,l=c*h,c=c*j,k=d*h,d=d*j,e=e*j,g=f*g,h=f*h,f=f*j;b[0]=1-(k+e);b[4]=l-f;b[8]=c+h;b[1]=l+f;b[5]=1-(a+e);b[9]=d-g;b[2]=c-h;b[6]=d+g;b[10]=1-(a+k);return this},compose:function(a,b,c){var d=this.elements,\\ne=THREE.Matrix4.__m1,f=THREE.Matrix4.__m2;e.identity();e.setRotationFromQuaternion(b);f.makeScale(c.x,c.y,c.z);this.multiply(e,f);d[12]=a.x;d[13]=a.y;d[14]=a.z;return this},decompose:function(a,b,c){var d=this.elements,e=THREE.Matrix4.__v1,f=THREE.Matrix4.__v2,g=THREE.Matrix4.__v3;e.set(d[0],d[1],d[2]);f.set(d[4],d[5],d[6]);g.set(d[8],d[9],d[10]);a=a instanceof THREE.Vector3?a:new THREE.Vector3;b=b instanceof THREE.Quaternion?b:new THREE.Quaternion;c=c instanceof THREE.Vector3?c:new THREE.Vector3;\\nc.x=e.length();c.y=f.length();c.z=g.length();a.x=d[12];a.y=d[13];a.z=d[14];d=THREE.Matrix4.__m1;d.copy(this);d.elements[0]=d.elements[0]/c.x;d.elements[1]=d.elements[1]/c.x;d.elements[2]=d.elements[2]/c.x;d.elements[4]=d.elements[4]/c.y;d.elements[5]=d.elements[5]/c.y;d.elements[6]=d.elements[6]/c.y;d.elements[8]=d.elements[8]/c.z;d.elements[9]=d.elements[9]/c.z;d.elements[10]=d.elements[10]/c.z;b.setFromRotationMatrix(d);return[a,b,c]},extractPosition:function(a){var b=this.elements,a=a.elements;\\nb[12]=a[12];b[13]=a[13];b[14]=a[14];return this},extractRotation:function(a){var b=this.elements,a=a.elements,c=THREE.Matrix4.__v1,d=1/c.set(a[0],a[1],a[2]).length(),e=1/c.set(a[4],a[5],a[6]).length(),c=1/c.set(a[8],a[9],a[10]).length();b[0]=a[0]*d;b[1]=a[1]*d;b[2]=a[2]*d;b[4]=a[4]*e;b[5]=a[5]*e;b[6]=a[6]*e;b[8]=a[8]*c;b[9]=a[9]*c;b[10]=a[10]*c;return this},translate:function(a){var b=this.elements,c=a.x,d=a.y,a=a.z;b[12]=b[0]*c+b[4]*d+b[8]*a+b[12];b[13]=b[1]*c+b[5]*d+b[9]*a+b[13];b[14]=b[2]*c+b[6]*\\nd+b[10]*a+b[14];b[15]=b[3]*c+b[7]*d+b[11]*a+b[15];return this},rotateX:function(a){var b=this.elements,c=b[4],d=b[5],e=b[6],f=b[7],g=b[8],h=b[9],j=b[10],l=b[11],k=Math.cos(a),a=Math.sin(a);b[4]=k*c+a*g;b[5]=k*d+a*h;b[6]=k*e+a*j;b[7]=k*f+a*l;b[8]=k*g-a*c;b[9]=k*h-a*d;b[10]=k*j-a*e;b[11]=k*l-a*f;return this},rotateY:function(a){var b=this.elements,c=b[0],d=b[1],e=b[2],f=b[3],g=b[8],h=b[9],j=b[10],l=b[11],k=Math.cos(a),a=Math.sin(a);b[0]=k*c-a*g;b[1]=k*d-a*h;b[2]=k*e-a*j;b[3]=k*f-a*l;b[8]=k*g+a*c;b[9]=\\nk*h+a*d;b[10]=k*j+a*e;b[11]=k*l+a*f;return this},rotateZ:function(a){var b=this.elements,c=b[0],d=b[1],e=b[2],f=b[3],g=b[4],h=b[5],j=b[6],l=b[7],k=Math.cos(a),a=Math.sin(a);b[0]=k*c+a*g;b[1]=k*d+a*h;b[2]=k*e+a*j;b[3]=k*f+a*l;b[4]=k*g-a*c;b[5]=k*h-a*d;b[6]=k*j-a*e;b[7]=k*l-a*f;return this},rotateByAxis:function(a,b){var c=this.elements;if(a.x===1&&a.y===0&&a.z===0)return this.rotateX(b);if(a.x===0&&a.y===1&&a.z===0)return this.rotateY(b);if(a.x===0&&a.y===0&&a.z===1)return this.rotateZ(b);var d=a.x,\\ne=a.y,f=a.z,g=Math.sqrt(d*d+e*e+f*f),d=d/g,e=e/g,f=f/g,g=d*d,h=e*e,j=f*f,l=Math.cos(b),k=Math.sin(b),p=1-l,m=d*e*p,o=d*f*p,p=e*f*p,d=d*k,q=e*k,k=f*k,f=g+(1-g)*l,g=m+k,e=o-q,m=m-k,h=h+(1-h)*l,k=p+d,o=o+q,p=p-d,j=j+(1-j)*l,l=c[0],d=c[1],q=c[2],n=c[3],r=c[4],u=c[5],t=c[6],y=c[7],s=c[8],w=c[9],H=c[10],E=c[11];c[0]=f*l+g*r+e*s;c[1]=f*d+g*u+e*w;c[2]=f*q+g*t+e*H;c[3]=f*n+g*y+e*E;c[4]=m*l+h*r+k*s;c[5]=m*d+h*u+k*w;c[6]=m*q+h*t+k*H;c[7]=m*n+h*y+k*E;c[8]=o*l+p*r+j*s;c[9]=o*d+p*u+j*w;c[10]=o*q+p*t+j*H;c[11]=\\no*n+p*y+j*E;return this},scale:function(a){var b=this.elements,c=a.x,d=a.y,a=a.z;b[0]=b[0]*c;b[4]=b[4]*d;b[8]=b[8]*a;b[1]=b[1]*c;b[5]=b[5]*d;b[9]=b[9]*a;b[2]=b[2]*c;b[6]=b[6]*d;b[10]=b[10]*a;b[3]=b[3]*c;b[7]=b[7]*d;b[11]=b[11]*a;return this},getMaxScaleOnAxis:function(){var a=this.elements;return Math.sqrt(Math.max(a[0]*a[0]+a[1]*a[1]+a[2]*a[2],Math.max(a[4]*a[4]+a[5]*a[5]+a[6]*a[6],a[8]*a[8]+a[9]*a[9]+a[10]*a[10])))},makeTranslation:function(a,b,c){this.set(1,0,0,a,0,1,0,b,0,0,1,c,0,0,0,1);return this},\\nmakeRotationX:function(a){var b=Math.cos(a),a=Math.sin(a);this.set(1,0,0,0,0,b,-a,0,0,a,b,0,0,0,0,1);return this},makeRotationY:function(a){var b=Math.cos(a),a=Math.sin(a);this.set(b,0,a,0,0,1,0,0,-a,0,b,0,0,0,0,1);return this},makeRotationZ:function(a){var b=Math.cos(a),a=Math.sin(a);this.set(b,-a,0,0,a,b,0,0,0,0,1,0,0,0,0,1);return this},makeRotationAxis:function(a,b){var c=Math.cos(b),d=Math.sin(b),e=1-c,f=a.x,g=a.y,h=a.z,j=e*f,l=e*g;this.set(j*f+c,j*g-d*h,j*h+d*g,0,j*g+d*h,l*g+c,l*h-d*f,0,j*h-\\nd*g,l*h+d*f,e*h*h+c,0,0,0,0,1);return this},makeScale:function(a,b,c){this.set(a,0,0,0,0,b,0,0,0,0,c,0,0,0,0,1);return this},makeFrustum:function(a,b,c,d,e,f){var g=this.elements;g[0]=2*e/(b-a);g[4]=0;g[8]=(b+a)/(b-a);g[12]=0;g[1]=0;g[5]=2*e/(d-c);g[9]=(d+c)/(d-c);g[13]=0;g[2]=0;g[6]=0;g[10]=-(f+e)/(f-e);g[14]=-2*f*e/(f-e);g[3]=0;g[7]=0;g[11]=-1;g[15]=0;return this},makePerspective:function(a,b,c,d){var a=c*Math.tan(a*Math.PI/360),e=-a;return this.makeFrustum(e*b,a*b,e,a,c,d)},makeOrthographic:function(a,\\nb,c,d,e,f){var g=this.elements,h=b-a,j=c-d,l=f-e;g[0]=2/h;g[4]=0;g[8]=0;g[12]=-((b+a)/h);g[1]=0;g[5]=2/j;g[9]=0;g[13]=-((c+d)/j);g[2]=0;g[6]=0;g[10]=-2/l;g[14]=-((f+e)/l);g[3]=0;g[7]=0;g[11]=0;g[15]=1;return this},clone:function(){var a=this.elements;return new THREE.Matrix4(a[0],a[4],a[8],a[12],a[1],a[5],a[9],a[13],a[2],a[6],a[10],a[14],a[3],a[7],a[11],a[15])}};THREE.Matrix4.__v1=new THREE.Vector3;THREE.Matrix4.__v2=new THREE.Vector3;THREE.Matrix4.__v3=new THREE.Vector3;THREE.Matrix4.__m1=new THREE.Matrix4;\\nTHREE.Matrix4.__m2=new THREE.Matrix4;\\nTHREE.Object3D=function(){this.id=THREE.Object3DCount++;this.name=\\\\\\\"\\\\\\\";this.parent=void 0;this.children=[];this.up=new THREE.Vector3(0,1,0);this.position=new THREE.Vector3;this.rotation=new THREE.Vector3;this.eulerOrder=\\\\\\\"XYZ\\\\\\\";this.scale=new THREE.Vector3(1,1,1);this.flipSided=this.doubleSided=false;this.renderDepth=null;this.rotationAutoUpdate=true;this.matrix=new THREE.Matrix4;this.matrixWorld=new THREE.Matrix4;this.matrixRotationWorld=new THREE.Matrix4;this.matrixWorldNeedsUpdate=this.matrixAutoUpdate=\\ntrue;this.quaternion=new THREE.Quaternion;this.useQuaternion=false;this.boundRadius=0;this.boundRadiusScale=1;this.visible=true;this.receiveShadow=this.castShadow=false;this.frustumCulled=true;this._vector=new THREE.Vector3};\\nTHREE.Object3D.prototype={constructor:THREE.Object3D,applyMatrix:function(a){this.matrix.multiply(a,this.matrix);this.scale.getScaleFromMatrix(this.matrix);this.rotation.getRotationFromMatrix(this.matrix,this.scale);this.position.getPositionFromMatrix(this.matrix)},translate:function(a,b){this.matrix.rotateAxis(b);this.position.addSelf(b.multiplyScalar(a))},translateX:function(a){this.translate(a,this._vector.set(1,0,0))},translateY:function(a){this.translate(a,this._vector.set(0,1,0))},translateZ:function(a){this.translate(a,\\nthis._vector.set(0,0,1))},lookAt:function(a){this.matrix.lookAt(a,this.position,this.up);this.rotationAutoUpdate&&this.rotation.getRotationFromMatrix(this.matrix)},add:function(a){if(a===this)console.warn(\\\\\\\"THREE.Object3D.add: An object can't be added as a child of itself.\\\\\\\");else if(a instanceof THREE.Object3D){a.parent!==void 0&&a.parent.remove(a);a.parent=this;this.children.push(a);for(var b=this;b.parent!==void 0;)b=b.parent;b!==void 0&&b instanceof THREE.Scene&&b.__addObject(a)}},remove:function(a){var b=\\nthis.children.indexOf(a);if(b!==-1){a.parent=void 0;this.children.splice(b,1);for(b=this;b.parent!==void 0;)b=b.parent;b!==void 0&&b instanceof THREE.Scene&&b.__removeObject(a)}},getChildByName:function(a,b){var c,d,e;c=0;for(d=this.children.length;c<d;c++){e=this.children[c];if(e.name===a)return e;if(b){e=e.getChildByName(a,b);if(e!==void 0)return e}}},updateMatrix:function(){this.matrix.setPosition(this.position);this.useQuaternion?this.matrix.setRotationFromQuaternion(this.quaternion):this.matrix.setRotationFromEuler(this.rotation,\\nthis.eulerOrder);if(this.scale.x!==1||this.scale.y!==1||this.scale.z!==1){this.matrix.scale(this.scale);this.boundRadiusScale=Math.max(this.scale.x,Math.max(this.scale.y,this.scale.z))}this.matrixWorldNeedsUpdate=true},updateMatrixWorld:function(a){this.matrixAutoUpdate&&this.updateMatrix();if(this.matrixWorldNeedsUpdate||a){this.parent?this.matrixWorld.multiply(this.parent.matrixWorld,this.matrix):this.matrixWorld.copy(this.matrix);this.matrixWorldNeedsUpdate=false;a=true}for(var b=0,c=this.children.length;b<\\nc;b++)this.children[b].updateMatrixWorld(a)}};THREE.Object3DCount=0;\\nTHREE.Projector=function(){function a(){var a=g[f]=g[f]||new THREE.RenderableObject;f++;return a}function b(){var a=l[j]=l[j]||new THREE.RenderableVertex;j++;return a}function c(a,b){return b.z-a.z}function d(a,b){var c=0,d=1,e=a.z+a.w,f=b.z+b.w,g=-a.z+a.w,h=-b.z+b.w;if(e>=0&&f>=0&&g>=0&&h>=0)return true;if(e<0&&f<0||g<0&&h<0)return false;e<0?c=Math.max(c,e/(e-f)):f<0&&(d=Math.min(d,e/(e-f)));g<0?c=Math.max(c,g/(g-h)):h<0&&(d=Math.min(d,g/(g-h)));if(d<c)return false;a.lerpSelf(b,c);b.lerpSelf(a,1-\\nd);return true}var e,f,g=[],h,j,l=[],k,p,m=[],o,q=[],n,r,u=[],t,y,s=[],w={objects:[],sprites:[],lights:[],elements:[]},H=new THREE.Vector3,E=new THREE.Vector4,z=new THREE.Matrix4,v=new THREE.Matrix4,A=new THREE.Frustum,J=new THREE.Vector4,K=new THREE.Vector4;this.projectVector=function(a,b){b.matrixWorldInverse.getInverse(b.matrixWorld);z.multiply(b.projectionMatrix,b.matrixWorldInverse);z.multiplyVector3(a);return a};this.unprojectVector=function(a,b){b.projectionMatrixInverse.getInverse(b.projectionMatrix);\\nz.multiply(b.matrixWorld,b.projectionMatrixInverse);z.multiplyVector3(a);return a};this.pickingRay=function(a,b){var c;a.z=-1;c=new THREE.Vector3(a.x,a.y,1);this.unprojectVector(a,b);this.unprojectVector(c,b);c.subSelf(a).normalize();return new THREE.Ray(a,c)};this.projectGraph=function(b,d){f=0;w.objects.length=0;w.sprites.length=0;w.lights.length=0;var g=function(b){if(b.visible!==false){if((b instanceof THREE.Mesh||b instanceof THREE.Line)&&(b.frustumCulled===false||A.contains(b))){H.copy(b.matrixWorld.getPosition());\\nz.multiplyVector3(H);e=a();e.object=b;e.z=H.z;w.objects.push(e)}else if(b instanceof THREE.Sprite||b instanceof THREE.Particle){H.copy(b.matrixWorld.getPosition());z.multiplyVector3(H);e=a();e.object=b;e.z=H.z;w.sprites.push(e)}else b instanceof THREE.Light&&w.lights.push(b);for(var c=0,d=b.children.length;c<d;c++)g(b.children[c])}};g(b);d&&w.objects.sort(c);return w};this.projectScene=function(a,e,f){var g=e.near,G=e.far,i=false,H,U,C,Y,F,ea,fa,ia,O,Q,Z,$,ha,Ma,Ka;y=r=o=p=0;w.elements.length=0;if(e.parent===\\nvoid 0){console.warn(\\\\\\\"DEPRECATED: Camera hasn't been added to a Scene. Adding it...\\\\\\\");a.add(e)}a.updateMatrixWorld();e.matrixWorldInverse.getInverse(e.matrixWorld);z.multiply(e.projectionMatrix,e.matrixWorldInverse);A.setFromMatrix(z);w=this.projectGraph(a,false);a=0;for(H=w.objects.length;a<H;a++){O=w.objects[a].object;Q=O.matrixWorld;j=0;if(O instanceof THREE.Mesh){Z=O.geometry;$=O.geometry.materials;Y=Z.vertices;ha=Z.faces;Ma=Z.faceVertexUvs;Z=O.matrixRotationWorld.extractRotation(Q);U=0;for(C=\\nY.length;U<C;U++){h=b();h.positionWorld.copy(Y[U]);Q.multiplyVector3(h.positionWorld);h.positionScreen.copy(h.positionWorld);z.multiplyVector4(h.positionScreen);h.positionScreen.x=h.positionScreen.x/h.positionScreen.w;h.positionScreen.y=h.positionScreen.y/h.positionScreen.w;h.visible=h.positionScreen.z>g&&h.positionScreen.z<G}Y=0;for(U=ha.length;Y<U;Y++){C=ha[Y];if(C instanceof THREE.Face3){F=l[C.a];ea=l[C.b];fa=l[C.c];if(F.visible&&ea.visible&&fa.visible){i=(fa.positionScreen.x-F.positionScreen.x)*\\n(ea.positionScreen.y-F.positionScreen.y)-(fa.positionScreen.y-F.positionScreen.y)*(ea.positionScreen.x-F.positionScreen.x)<0;if(O.doubleSided||i!=O.flipSided){ia=m[p]=m[p]||new THREE.RenderableFace3;p++;k=ia;k.v1.copy(F);k.v2.copy(ea);k.v3.copy(fa)}else continue}else continue}else if(C instanceof THREE.Face4){F=l[C.a];ea=l[C.b];fa=l[C.c];ia=l[C.d];if(F.visible&&ea.visible&&fa.visible&&ia.visible){i=(ia.positionScreen.x-F.positionScreen.x)*(ea.positionScreen.y-F.positionScreen.y)-(ia.positionScreen.y-\\nF.positionScreen.y)*(ea.positionScreen.x-F.positionScreen.x)<0||(ea.positionScreen.x-fa.positionScreen.x)*(ia.positionScreen.y-fa.positionScreen.y)-(ea.positionScreen.y-fa.positionScreen.y)*(ia.positionScreen.x-fa.positionScreen.x)<0;if(O.doubleSided||i!=O.flipSided){Ka=q[o]=q[o]||new THREE.RenderableFace4;o++;k=Ka;k.v1.copy(F);k.v2.copy(ea);k.v3.copy(fa);k.v4.copy(ia)}else continue}else continue}k.normalWorld.copy(C.normal);!i&&(O.flipSided||O.doubleSided)&&k.normalWorld.negate();Z.multiplyVector3(k.normalWorld);\\nk.centroidWorld.copy(C.centroid);Q.multiplyVector3(k.centroidWorld);k.centroidScreen.copy(k.centroidWorld);z.multiplyVector3(k.centroidScreen);fa=C.vertexNormals;F=0;for(ea=fa.length;F<ea;F++){ia=k.vertexNormalsWorld[F];ia.copy(fa[F]);!i&&(O.flipSided||O.doubleSided)&&ia.negate();Z.multiplyVector3(ia)}F=0;for(ea=Ma.length;F<ea;F++)if(Ka=Ma[F][Y]){fa=0;for(ia=Ka.length;fa<ia;fa++)k.uvs[F][fa]=Ka[fa]}k.material=O.material;k.faceMaterial=C.materialIndex!==null?$[C.materialIndex]:null;k.z=k.centroidScreen.z;\\nw.elements.push(k)}}else if(O instanceof THREE.Line){v.multiply(z,Q);Y=O.geometry.vertices;F=b();F.positionScreen.copy(Y[0]);v.multiplyVector4(F.positionScreen);Q=O.type===THREE.LinePieces?2:1;U=1;for(C=Y.length;U<C;U++){F=b();F.positionScreen.copy(Y[U]);v.multiplyVector4(F.positionScreen);if(!((U+1)%Q>0)){ea=l[j-2];J.copy(F.positionScreen);K.copy(ea.positionScreen);if(d(J,K)){J.multiplyScalar(1/J.w);K.multiplyScalar(1/K.w);$=u[r]=u[r]||new THREE.RenderableLine;r++;n=$;n.v1.positionScreen.copy(J);\\nn.v2.positionScreen.copy(K);n.z=Math.max(J.z,K.z);n.material=O.material;w.elements.push(n)}}}}}a=0;for(H=w.sprites.length;a<H;a++){O=w.sprites[a].object;Q=O.matrixWorld;if(O instanceof THREE.Particle){E.set(Q.elements[12],Q.elements[13],Q.elements[14],1);z.multiplyVector4(E);E.z=E.z/E.w;if(E.z>0&&E.z<1){g=s[y]=s[y]||new THREE.RenderableParticle;y++;t=g;t.x=E.x/E.w;t.y=E.y/E.w;t.z=E.z;t.rotation=O.rotation.z;t.scale.x=O.scale.x*Math.abs(t.x-(E.x+e.projectionMatrix.elements[0])/(E.w+e.projectionMatrix.elements[12]));\\nt.scale.y=O.scale.y*Math.abs(t.y-(E.y+e.projectionMatrix.elements[5])/(E.w+e.projectionMatrix.elements[13]));t.material=O.material;w.elements.push(t)}}}f&&w.elements.sort(c);return w}};THREE.Quaternion=function(a,b,c,d){this.x=a||0;this.y=b||0;this.z=c||0;this.w=d!==void 0?d:1};\\nTHREE.Quaternion.prototype={constructor:THREE.Quaternion,set:function(a,b,c,d){this.x=a;this.y=b;this.z=c;this.w=d;return this},copy:function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=a.w;return this},setFromEuler:function(a){var b=Math.PI/360,c=a.x*b,d=a.y*b,e=a.z*b,a=Math.cos(d),d=Math.sin(d),b=Math.cos(-e),e=Math.sin(-e),f=Math.cos(c),c=Math.sin(c),g=a*b,h=d*e;this.w=g*f-h*c;this.x=g*c+h*f;this.y=d*b*f+a*e*c;this.z=a*e*f-d*b*c;return this},setFromAxisAngle:function(a,b){var c=b/2,d=Math.sin(c);\\nthis.x=a.x*d;this.y=a.y*d;this.z=a.z*d;this.w=Math.cos(c);return this},setFromRotationMatrix:function(a){var b=Math.pow(a.determinant(),1/3);this.w=Math.sqrt(Math.max(0,b+a.elements[0]+a.elements[5]+a.elements[10]))/2;this.x=Math.sqrt(Math.max(0,b+a.elements[0]-a.elements[5]-a.elements[10]))/2;this.y=Math.sqrt(Math.max(0,b-a.elements[0]+a.elements[5]-a.elements[10]))/2;this.z=Math.sqrt(Math.max(0,b-a.elements[0]-a.elements[5]+a.elements[10]))/2;this.x=a.elements[6]-a.elements[9]<0?-Math.abs(this.x):\\nMath.abs(this.x);this.y=a.elements[8]-a.elements[2]<0?-Math.abs(this.y):Math.abs(this.y);this.z=a.elements[1]-a.elements[4]<0?-Math.abs(this.z):Math.abs(this.z);this.normalize();return this},calculateW:function(){this.w=-Math.sqrt(Math.abs(1-this.x*this.x-this.y*this.y-this.z*this.z));return this},inverse:function(){this.x=this.x*-1;this.y=this.y*-1;this.z=this.z*-1;return this},length:function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)},normalize:function(){var a=\\nMath.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w);if(a===0)this.w=this.z=this.y=this.x=0;else{a=1/a;this.x=this.x*a;this.y=this.y*a;this.z=this.z*a;this.w=this.w*a}return this},multiply:function(a,b){this.x=a.x*b.w+a.y*b.z-a.z*b.y+a.w*b.x;this.y=-a.x*b.z+a.y*b.w+a.z*b.x+a.w*b.y;this.z=a.x*b.y-a.y*b.x+a.z*b.w+a.w*b.z;this.w=-a.x*b.x-a.y*b.y-a.z*b.z+a.w*b.w;return this},multiplySelf:function(a){var b=this.x,c=this.y,d=this.z,e=this.w,f=a.x,g=a.y,h=a.z,a=a.w;this.x=b*a+e*f+c*h-d*g;this.y=\\nc*a+e*g+d*f-b*h;this.z=d*a+e*h+b*g-c*f;this.w=e*a-b*f-c*g-d*h;return this},multiplyVector3:function(a,b){b||(b=a);var c=a.x,d=a.y,e=a.z,f=this.x,g=this.y,h=this.z,j=this.w,l=j*c+g*e-h*d,k=j*d+h*c-f*e,p=j*e+f*d-g*c,c=-f*c-g*d-h*e;b.x=l*j+c*-f+k*-h-p*-g;b.y=k*j+c*-g+p*-f-l*-h;b.z=p*j+c*-h+l*-g-k*-f;return b},clone:function(){return new THREE.Quaternion(this.x,this.y,this.z,this.w)}};\\nTHREE.Quaternion.slerp=function(a,b,c,d){var e=a.w*b.w+a.x*b.x+a.y*b.y+a.z*b.z;if(e<0){c.w=-b.w;c.x=-b.x;c.y=-b.y;c.z=-b.z;e=-e}else c.copy(b);if(Math.abs(e)>=1){c.w=a.w;c.x=a.x;c.y=a.y;c.z=a.z;return c}var f=Math.acos(e),e=Math.sqrt(1-e*e);if(Math.abs(e)<0.001){c.w=0.5*(a.w+b.w);c.x=0.5*(a.x+b.x);c.y=0.5*(a.y+b.y);c.z=0.5*(a.z+b.z);return c}b=Math.sin((1-d)*f)/e;d=Math.sin(d*f)/e;c.w=a.w*b+c.w*d;c.x=a.x*b+c.x*d;c.y=a.y*b+c.y*d;c.z=a.z*b+c.z*d;return c};THREE.Vertex=function(){console.warn(\\\\\\\"THREE.Vertex has been DEPRECATED. Use THREE.Vector3 instead.\\\\\\\")};\\nTHREE.Face3=function(a,b,c,d,e,f){this.a=a;this.b=b;this.c=c;this.normal=d instanceof THREE.Vector3?d:new THREE.Vector3;this.vertexNormals=d instanceof Array?d:[];this.color=e instanceof THREE.Color?e:new THREE.Color;this.vertexColors=e instanceof Array?e:[];this.vertexTangents=[];this.materialIndex=f;this.centroid=new THREE.Vector3};\\nTHREE.Face3.prototype={constructor:THREE.Face3,clone:function(){var a=new THREE.Face3(this.a,this.b,this.c);a.normal.copy(this.normal);a.color.copy(this.color);a.centroid.copy(this.centroid);a.materialIndex=this.materialIndex;var b,c;b=0;for(c=this.vertexNormals.length;b<c;b++)a.vertexNormals[b]=this.vertexNormals[b].clone();b=0;for(c=this.vertexColors.length;b<c;b++)a.vertexColors[b]=this.vertexColors[b].clone();b=0;for(c=this.vertexTangents.length;b<c;b++)a.vertexTangents[b]=this.vertexTangents[b].clone();\\nreturn a}};THREE.Face4=function(a,b,c,d,e,f,g){this.a=a;this.b=b;this.c=c;this.d=d;this.normal=e instanceof THREE.Vector3?e:new THREE.Vector3;this.vertexNormals=e instanceof Array?e:[];this.color=f instanceof THREE.Color?f:new THREE.Color;this.vertexColors=f instanceof Array?f:[];this.vertexTangents=[];this.materialIndex=g;this.centroid=new THREE.Vector3};\\nTHREE.Face4.prototype={constructor:THREE.Face4,clone:function(){var a=new THREE.Face4(this.a,this.b,this.c,this.d);a.normal.copy(this.normal);a.color.copy(this.color);a.centroid.copy(this.centroid);a.materialIndex=this.materialIndex;var b,c;b=0;for(c=this.vertexNormals.length;b<c;b++)a.vertexNormals[b]=this.vertexNormals[b].clone();b=0;for(c=this.vertexColors.length;b<c;b++)a.vertexColors[b]=this.vertexColors[b].clone();b=0;for(c=this.vertexTangents.length;b<c;b++)a.vertexTangents[b]=this.vertexTangents[b].clone();\\nreturn a}};THREE.UV=function(a,b){this.u=a||0;this.v=b||0};THREE.UV.prototype={constructor:THREE.UV,set:function(a,b){this.u=a;this.v=b;return this},copy:function(a){this.u=a.u;this.v=a.v;return this},lerpSelf:function(a,b){this.u=this.u+(a.u-this.u)*b;this.v=this.v+(a.v-this.v)*b;return this},clone:function(){return new THREE.UV(this.u,this.v)}};\\nTHREE.Geometry=function(){this.id=THREE.GeometryCount++;this.vertices=[];this.colors=[];this.materials=[];this.faces=[];this.faceUvs=[[]];this.faceVertexUvs=[[]];this.morphTargets=[];this.morphColors=[];this.morphNormals=[];this.skinWeights=[];this.skinIndices=[];this.boundingSphere=this.boundingBox=null;this.dynamic=this.hasTangents=false};\\nTHREE.Geometry.prototype={constructor:THREE.Geometry,applyMatrix:function(a){var b=new THREE.Matrix4;b.extractRotation(a);for(var c=0,d=this.vertices.length;c<d;c++)a.multiplyVector3(this.vertices[c]);c=0;for(d=this.faces.length;c<d;c++){var e=this.faces[c];b.multiplyVector3(e.normal);for(var f=0,g=e.vertexNormals.length;f<g;f++)b.multiplyVector3(e.vertexNormals[f]);a.multiplyVector3(e.centroid)}},computeCentroids:function(){var a,b,c;a=0;for(b=this.faces.length;a<b;a++){c=this.faces[a];c.centroid.set(0,\\n0,0);if(c instanceof THREE.Face3){c.centroid.addSelf(this.vertices[c.a]);c.centroid.addSelf(this.vertices[c.b]);c.centroid.addSelf(this.vertices[c.c]);c.centroid.divideScalar(3)}else if(c instanceof THREE.Face4){c.centroid.addSelf(this.vertices[c.a]);c.centroid.addSelf(this.vertices[c.b]);c.centroid.addSelf(this.vertices[c.c]);c.centroid.addSelf(this.vertices[c.d]);c.centroid.divideScalar(4)}}},computeFaceNormals:function(){var a,b,c,d,e,f,g=new THREE.Vector3,h=new THREE.Vector3;a=0;for(b=this.faces.length;a<\\nb;a++){c=this.faces[a];d=this.vertices[c.a];e=this.vertices[c.b];f=this.vertices[c.c];g.sub(f,e);h.sub(d,e);g.crossSelf(h);g.isZero()||g.normalize();c.normal.copy(g)}},computeVertexNormals:function(){var a,b,c,d;if(this.__tmpVertices===void 0){d=this.__tmpVertices=Array(this.vertices.length);a=0;for(b=this.vertices.length;a<b;a++)d[a]=new THREE.Vector3;a=0;for(b=this.faces.length;a<b;a++){c=this.faces[a];if(c instanceof THREE.Face3)c.vertexNormals=[new THREE.Vector3,new THREE.Vector3,new THREE.Vector3];\\nelse if(c instanceof THREE.Face4)c.vertexNormals=[new THREE.Vector3,new THREE.Vector3,new THREE.Vector3,new THREE.Vector3]}}else{d=this.__tmpVertices;a=0;for(b=this.vertices.length;a<b;a++)d[a].set(0,0,0)}a=0;for(b=this.faces.length;a<b;a++){c=this.faces[a];if(c instanceof THREE.Face3){d[c.a].addSelf(c.normal);d[c.b].addSelf(c.normal);d[c.c].addSelf(c.normal)}else if(c instanceof THREE.Face4){d[c.a].addSelf(c.normal);d[c.b].addSelf(c.normal);d[c.c].addSelf(c.normal);d[c.d].addSelf(c.normal)}}a=0;\\nfor(b=this.vertices.length;a<b;a++)d[a].normalize();a=0;for(b=this.faces.length;a<b;a++){c=this.faces[a];if(c instanceof THREE.Face3){c.vertexNormals[0].copy(d[c.a]);c.vertexNormals[1].copy(d[c.b]);c.vertexNormals[2].copy(d[c.c])}else if(c instanceof THREE.Face4){c.vertexNormals[0].copy(d[c.a]);c.vertexNormals[1].copy(d[c.b]);c.vertexNormals[2].copy(d[c.c]);c.vertexNormals[3].copy(d[c.d])}}},computeMorphNormals:function(){var a,b,c,d,e;c=0;for(d=this.faces.length;c<d;c++){e=this.faces[c];e.__originalFaceNormal?\\ne.__originalFaceNormal.copy(e.normal):e.__originalFaceNormal=e.normal.clone();if(!e.__originalVertexNormals)e.__originalVertexNormals=[];a=0;for(b=e.vertexNormals.length;a<b;a++)e.__originalVertexNormals[a]?e.__originalVertexNormals[a].copy(e.vertexNormals[a]):e.__originalVertexNormals[a]=e.vertexNormals[a].clone()}var f=new THREE.Geometry;f.faces=this.faces;a=0;for(b=this.morphTargets.length;a<b;a++){if(!this.morphNormals[a]){this.morphNormals[a]={};this.morphNormals[a].faceNormals=[];this.morphNormals[a].vertexNormals=\\n[];var g=this.morphNormals[a].faceNormals,h=this.morphNormals[a].vertexNormals,j,l;c=0;for(d=this.faces.length;c<d;c++){e=this.faces[c];j=new THREE.Vector3;l=e instanceof THREE.Face3?{a:new THREE.Vector3,b:new THREE.Vector3,c:new THREE.Vector3}:{a:new THREE.Vector3,b:new THREE.Vector3,c:new THREE.Vector3,d:new THREE.Vector3};g.push(j);h.push(l)}}g=this.morphNormals[a];f.vertices=this.morphTargets[a].vertices;f.computeFaceNormals();f.computeVertexNormals();c=0;for(d=this.faces.length;c<d;c++){e=this.faces[c];\\nj=g.faceNormals[c];l=g.vertexNormals[c];j.copy(e.normal);if(e instanceof THREE.Face3){l.a.copy(e.vertexNormals[0]);l.b.copy(e.vertexNormals[1]);l.c.copy(e.vertexNormals[2])}else{l.a.copy(e.vertexNormals[0]);l.b.copy(e.vertexNormals[1]);l.c.copy(e.vertexNormals[2]);l.d.copy(e.vertexNormals[3])}}}c=0;for(d=this.faces.length;c<d;c++){e=this.faces[c];e.normal=e.__originalFaceNormal;e.vertexNormals=e.__originalVertexNormals}},computeTangents:function(){function a(a,b,c,d,e,f,F){h=a.vertices[b];j=a.vertices[c];\\nl=a.vertices[d];k=g[e];p=g[f];m=g[F];o=j.x-h.x;q=l.x-h.x;n=j.y-h.y;r=l.y-h.y;u=j.z-h.z;t=l.z-h.z;y=p.u-k.u;s=m.u-k.u;w=p.v-k.v;H=m.v-k.v;E=1/(y*H-s*w);J.set((H*o-w*q)*E,(H*n-w*r)*E,(H*u-w*t)*E);K.set((y*q-s*o)*E,(y*r-s*n)*E,(y*t-s*u)*E);v[b].addSelf(J);v[c].addSelf(J);v[d].addSelf(J);A[b].addSelf(K);A[c].addSelf(K);A[d].addSelf(K)}var b,c,d,e,f,g,h,j,l,k,p,m,o,q,n,r,u,t,y,s,w,H,E,z,v=[],A=[],J=new THREE.Vector3,K=new THREE.Vector3,R=new THREE.Vector3,P=new THREE.Vector3,D=new THREE.Vector3;b=0;for(c=\\nthis.vertices.length;b<c;b++){v[b]=new THREE.Vector3;A[b]=new THREE.Vector3}b=0;for(c=this.faces.length;b<c;b++){f=this.faces[b];g=this.faceVertexUvs[0][b];if(f instanceof THREE.Face3)a(this,f.a,f.b,f.c,0,1,2);else if(f instanceof THREE.Face4){a(this,f.a,f.b,f.d,0,1,3);a(this,f.b,f.c,f.d,1,2,3)}}var M=[\\\\\\\"a\\\\\\\",\\\\\\\"b\\\\\\\",\\\\\\\"c\\\\\\\",\\\\\\\"d\\\\\\\"];b=0;for(c=this.faces.length;b<c;b++){f=this.faces[b];for(d=0;d<f.vertexNormals.length;d++){D.copy(f.vertexNormals[d]);e=f[M[d]];z=v[e];R.copy(z);R.subSelf(D.multiplyScalar(D.dot(z))).normalize();\\nP.cross(f.vertexNormals[d],z);e=P.dot(A[e]);e=e<0?-1:1;f.vertexTangents[d]=new THREE.Vector4(R.x,R.y,R.z,e)}}this.hasTangents=true},computeBoundingBox:function(){if(!this.boundingBox)this.boundingBox={min:new THREE.Vector3,max:new THREE.Vector3};if(this.vertices.length>0){var a;a=this.vertices[0];this.boundingBox.min.copy(a);this.boundingBox.max.copy(a);for(var b=this.boundingBox.min,c=this.boundingBox.max,d=1,e=this.vertices.length;d<e;d++){a=this.vertices[d];if(a.x<b.x)b.x=a.x;else if(a.x>c.x)c.x=\\na.x;if(a.y<b.y)b.y=a.y;else if(a.y>c.y)c.y=a.y;if(a.z<b.z)b.z=a.z;else if(a.z>c.z)c.z=a.z}}else{this.boundingBox.min.set(0,0,0);this.boundingBox.max.set(0,0,0)}},computeBoundingSphere:function(){if(!this.boundingSphere)this.boundingSphere={radius:0};for(var a,b=0,c=0,d=this.vertices.length;c<d;c++){a=this.vertices[c].length();a>b&&(b=a)}this.boundingSphere.radius=b},mergeVertices:function(){var a={},b=[],c=[],d,e=Math.pow(10,4),f,g,h;f=0;for(g=this.vertices.length;f<g;f++){d=this.vertices[f];d=[Math.round(d.x*\\ne),Math.round(d.y*e),Math.round(d.z*e)].join(\\\\\\\"_\\\\\\\");if(a[d]===void 0){a[d]=f;b.push(this.vertices[f]);c[f]=b.length-1}else c[f]=c[a[d]]}f=0;for(g=this.faces.length;f<g;f++){e=this.faces[f];if(e instanceof THREE.Face3){e.a=c[e.a];e.b=c[e.b];e.c=c[e.c]}else if(e instanceof THREE.Face4){e.a=c[e.a];e.b=c[e.b];e.c=c[e.c];e.d=c[e.d];d=[e.a,e.b,e.c,e.d];for(a=3;a>0;a--)if(d.indexOf(e[\\\\\\\"abcd\\\\\\\"[a]])!=a){d.splice(a,1);this.faces[f]=new THREE.Face3(d[0],d[1],d[2]);e=0;for(d=this.faceVertexUvs.length;e<d;e++)(h=\\nthis.faceVertexUvs[e][f])&&h.splice(a,1);break}}}c=this.vertices.length-b.length;this.vertices=b;return c}};THREE.GeometryCount=0;\\nTHREE.Spline=function(a){function b(a,b,c,d,e,f,g){a=(c-a)*0.5;d=(d-b)*0.5;return(2*(b-c)+a+d)*g+(-3*(b-c)-2*a-d)*f+a*e+b}this.points=a;var c=[],d={x:0,y:0,z:0},e,f,g,h,j,l,k,p,m;this.initFromArray=function(a){this.points=[];for(var b=0;b<a.length;b++)this.points[b]={x:a[b][0],y:a[b][1],z:a[b][2]}};this.getPoint=function(a){e=(this.points.length-1)*a;f=Math.floor(e);g=e-f;c[0]=f===0?f:f-1;c[1]=f;c[2]=f>this.points.length-2?this.points.length-1:f+1;c[3]=f>this.points.length-3?this.points.length-1:\\nf+2;l=this.points[c[0]];k=this.points[c[1]];p=this.points[c[2]];m=this.points[c[3]];h=g*g;j=g*h;d.x=b(l.x,k.x,p.x,m.x,g,h,j);d.y=b(l.y,k.y,p.y,m.y,g,h,j);d.z=b(l.z,k.z,p.z,m.z,g,h,j);return d};this.getControlPointsArray=function(){var a,b,c=this.points.length,d=[];for(a=0;a<c;a++){b=this.points[a];d[a]=[b.x,b.y,b.z]}return d};this.getLength=function(a){var b,c,d,e=b=b=0,f=new THREE.Vector3,g=new THREE.Vector3,h=[],j=0;h[0]=0;a||(a=100);c=this.points.length*a;f.copy(this.points[0]);for(a=1;a<c;a++){b=\\na/c;d=this.getPoint(b);g.copy(d);j=j+g.distanceTo(f);f.copy(d);b=(this.points.length-1)*b;b=Math.floor(b);if(b!=e){h[b]=j;e=b}}h[h.length]=j;return{chunks:h,total:j}};this.reparametrizeByArcLength=function(a){var b,c,d,e,f,g,h=[],j=new THREE.Vector3,k=this.getLength();h.push(j.copy(this.points[0]).clone());for(b=1;b<this.points.length;b++){c=k.chunks[b]-k.chunks[b-1];g=Math.ceil(a*c/k.total);e=(b-1)/(this.points.length-1);f=b/(this.points.length-1);for(c=1;c<g-1;c++){d=e+c*(1/g)*(f-e);d=this.getPoint(d);\\nh.push(j.copy(d).clone())}h.push(j.copy(this.points[b]).clone())}this.points=h}};THREE.Camera=function(){THREE.Object3D.call(this);this.matrixWorldInverse=new THREE.Matrix4;this.projectionMatrix=new THREE.Matrix4;this.projectionMatrixInverse=new THREE.Matrix4};THREE.Camera.prototype=new THREE.Object3D;THREE.Camera.prototype.constructor=THREE.Camera;THREE.Camera.prototype.lookAt=function(a){this.matrix.lookAt(this.position,a,this.up);this.rotationAutoUpdate&&this.rotation.getRotationFromMatrix(this.matrix)};\\nTHREE.OrthographicCamera=function(a,b,c,d,e,f){THREE.Camera.call(this);this.left=a;this.right=b;this.top=c;this.bottom=d;this.near=e!==void 0?e:0.1;this.far=f!==void 0?f:2E3;this.updateProjectionMatrix()};THREE.OrthographicCamera.prototype=new THREE.Camera;THREE.OrthographicCamera.prototype.constructor=THREE.OrthographicCamera;THREE.OrthographicCamera.prototype.updateProjectionMatrix=function(){this.projectionMatrix.makeOrthographic(this.left,this.right,this.top,this.bottom,this.near,this.far)};\\nTHREE.PerspectiveCamera=function(a,b,c,d){THREE.Camera.call(this);this.fov=a!==void 0?a:50;this.aspect=b!==void 0?b:1;this.near=c!==void 0?c:0.1;this.far=d!==void 0?d:2E3;this.updateProjectionMatrix()};THREE.PerspectiveCamera.prototype=new THREE.Camera;THREE.PerspectiveCamera.prototype.constructor=THREE.PerspectiveCamera;THREE.PerspectiveCamera.prototype.setLens=function(a,b){this.fov=2*Math.atan((b!==void 0?b:24)/(a*2))*(180/Math.PI);this.updateProjectionMatrix()};\\nTHREE.PerspectiveCamera.prototype.setViewOffset=function(a,b,c,d,e,f){this.fullWidth=a;this.fullHeight=b;this.x=c;this.y=d;this.width=e;this.height=f;this.updateProjectionMatrix()};\\nTHREE.PerspectiveCamera.prototype.updateProjectionMatrix=function(){if(this.fullWidth){var a=this.fullWidth/this.fullHeight,b=Math.tan(this.fov*Math.PI/360)*this.near,c=-b,d=a*c,a=Math.abs(a*b-d),c=Math.abs(b-c);this.projectionMatrix.makeFrustum(d+this.x*a/this.fullWidth,d+(this.x+this.width)*a/this.fullWidth,b-(this.y+this.height)*c/this.fullHeight,b-this.y*c/this.fullHeight,this.near,this.far)}else this.projectionMatrix.makePerspective(this.fov,this.aspect,this.near,this.far)};\\nTHREE.Light=function(a){THREE.Object3D.call(this);this.color=new THREE.Color(a)};THREE.Light.prototype=new THREE.Object3D;THREE.Light.prototype.constructor=THREE.Light;THREE.Light.prototype.supr=THREE.Object3D.prototype;THREE.AmbientLight=function(a){THREE.Light.call(this,a)};THREE.AmbientLight.prototype=new THREE.Light;THREE.AmbientLight.prototype.constructor=THREE.AmbientLight;\\nTHREE.DirectionalLight=function(a,b,c){THREE.Light.call(this,a);this.position=new THREE.Vector3(0,1,0);this.target=new THREE.Object3D;this.intensity=b!==void 0?b:1;this.distance=c!==void 0?c:0;this.onlyShadow=this.castShadow=false;this.shadowCameraNear=50;this.shadowCameraFar=5E3;this.shadowCameraLeft=-500;this.shadowCameraTop=this.shadowCameraRight=500;this.shadowCameraBottom=-500;this.shadowCameraVisible=false;this.shadowBias=0;this.shadowDarkness=0.5;this.shadowMapHeight=this.shadowMapWidth=512;\\nthis.shadowCascade=false;this.shadowCascadeOffset=new THREE.Vector3(0,0,-1E3);this.shadowCascadeCount=2;this.shadowCascadeBias=[0,0,0];this.shadowCascadeWidth=[512,512,512];this.shadowCascadeHeight=[512,512,512];this.shadowCascadeNearZ=[-1,0.99,0.998];this.shadowCascadeFarZ=[0.99,0.998,1];this.shadowCascadeArray=[];this.shadowMatrix=this.shadowCamera=this.shadowMapSize=this.shadowMap=null};THREE.DirectionalLight.prototype=new THREE.Light;THREE.DirectionalLight.prototype.constructor=THREE.DirectionalLight;\\nTHREE.PointLight=function(a,b,c){THREE.Light.call(this,a);this.position=new THREE.Vector3(0,0,0);this.intensity=b!==void 0?b:1;this.distance=c!==void 0?c:0};THREE.PointLight.prototype=new THREE.Light;THREE.PointLight.prototype.constructor=THREE.PointLight;\\nTHREE.SpotLight=function(a,b,c,d,e){THREE.Light.call(this,a);this.position=new THREE.Vector3(0,1,0);this.target=new THREE.Object3D;this.intensity=b!==void 0?b:1;this.distance=c!==void 0?c:0;this.angle=d!==void 0?d:Math.PI/2;this.exponent=e!==void 0?e:10;this.onlyShadow=this.castShadow=false;this.shadowCameraNear=50;this.shadowCameraFar=5E3;this.shadowCameraFov=50;this.shadowCameraVisible=false;this.shadowBias=0;this.shadowDarkness=0.5;this.shadowMapHeight=this.shadowMapWidth=512;this.shadowMatrix=\\nthis.shadowCamera=this.shadowMapSize=this.shadowMap=null};THREE.SpotLight.prototype=new THREE.Light;THREE.SpotLight.prototype.constructor=THREE.SpotLight;THREE.Loader=function(a){this.statusDomElement=(this.showStatus=a)?THREE.Loader.prototype.addStatusElement():null;this.onLoadStart=function(){};this.onLoadProgress=function(){};this.onLoadComplete=function(){}};\\nTHREE.Loader.prototype={constructor:THREE.Loader,crossOrigin:\\\\\\\"anonymous\\\\\\\",addStatusElement:function(){var a=document.createElement(\\\\\\\"div\\\\\\\");a.style.position=\\\\\\\"absolute\\\\\\\";a.style.right=\\\\\\\"0px\\\\\\\";a.style.top=\\\\\\\"0px\\\\\\\";a.style.fontSize=\\\\\\\"0.8em\\\\\\\";a.style.textAlign=\\\\\\\"left\\\\\\\";a.style.background=\\\\\\\"rgba(0,0,0,0.25)\\\\\\\";a.style.color=\\\\\\\"#fff\\\\\\\";a.style.width=\\\\\\\"120px\\\\\\\";a.style.padding=\\\\\\\"0.5em 0.5em 0.5em 0.5em\\\\\\\";a.style.zIndex=1E3;a.innerHTML=\\\\\\\"Loading ...\\\\\\\";return a},updateProgress:function(a){var b=\\\\\\\"Loaded \\\\\\\",b=a.total?b+((100*a.loaded/\\na.total).toFixed(0)+\\\\\\\"%\\\\\\\"):b+((a.loaded/1E3).toFixed(2)+\\\\\\\" KB\\\\\\\");this.statusDomElement.innerHTML=b},extractUrlBase:function(a){a=a.split(\\\\\\\"/\\\\\\\");a.pop();return(a.length<1?\\\\\\\".\\\\\\\":a.join(\\\\\\\"/\\\\\\\"))+\\\\\\\"/\\\\\\\"},initMaterials:function(a,b,c){a.materials=[];for(var d=0;d<b.length;++d)a.materials[d]=THREE.Loader.prototype.createMaterial(b[d],c)},hasNormals:function(a){var b,c,d=a.materials.length;for(c=0;c<d;c++){b=a.materials[c];if(b instanceof THREE.ShaderMaterial)return true}return false},createMaterial:function(a,b){function c(a){a=\\nMath.log(a)/Math.LN2;return Math.floor(a)==a}function d(a){a=Math.log(a)/Math.LN2;return Math.pow(2,Math.round(a))}function e(a,b){var e=new Image;e.onload=function(){if(!c(this.width)||!c(this.height)){var b=d(this.width),e=d(this.height);a.image.width=b;a.image.height=e;a.image.getContext(\\\\\\\"2d\\\\\\\").drawImage(this,0,0,b,e)}else a.image=this;a.needsUpdate=true};e.crossOrigin=h.crossOrigin;e.src=b}function f(a,c,d,f,g,h){var j=document.createElement(\\\\\\\"canvas\\\\\\\");a[c]=new THREE.Texture(j);a[c].sourceFile=\\nd;if(f){a[c].repeat.set(f[0],f[1]);if(f[0]!=1)a[c].wrapS=THREE.RepeatWrapping;if(f[1]!=1)a[c].wrapT=THREE.RepeatWrapping}g&&a[c].offset.set(g[0],g[1]);if(h){f={repeat:THREE.RepeatWrapping,mirror:THREE.MirroredRepeatWrapping};if(f[h[0]]!==void 0)a[c].wrapS=f[h[0]];if(f[h[1]]!==void 0)a[c].wrapT=f[h[1]]}e(a[c],b+\\\\\\\"/\\\\\\\"+d)}function g(a){return(a[0]*255<<16)+(a[1]*255<<8)+a[2]*255}var h=this,j=\\\\\\\"MeshLambertMaterial\\\\\\\",l={color:15658734,opacity:1,map:null,lightMap:null,normalMap:null,wireframe:a.wireframe};\\nif(a.shading){var k=a.shading.toLowerCase();k===\\\\\\\"phong\\\\\\\"?j=\\\\\\\"MeshPhongMaterial\\\\\\\":k===\\\\\\\"basic\\\\\\\"&&(j=\\\\\\\"MeshBasicMaterial\\\\\\\")}if(a.blending!==void 0&&THREE[a.blending]!==void 0)l.blending=THREE[a.blending];if(a.transparent!==void 0||a.opacity<1)l.transparent=a.transparent;if(a.depthTest!==void 0)l.depthTest=a.depthTest;if(a.depthWrite!==void 0)l.depthWrite=a.depthWrite;if(a.vertexColors!==void 0)if(a.vertexColors==\\\\\\\"face\\\\\\\")l.vertexColors=THREE.FaceColors;else if(a.vertexColors)l.vertexColors=THREE.VertexColors;\\nif(a.colorDiffuse)l.color=g(a.colorDiffuse);else if(a.DbgColor)l.color=a.DbgColor;if(a.colorSpecular)l.specular=g(a.colorSpecular);if(a.colorAmbient)l.ambient=g(a.colorAmbient);if(a.transparency)l.opacity=a.transparency;if(a.specularCoef)l.shininess=a.specularCoef;a.mapDiffuse&&b&&f(l,\\\\\\\"map\\\\\\\",a.mapDiffuse,a.mapDiffuseRepeat,a.mapDiffuseOffset,a.mapDiffuseWrap);a.mapLight&&b&&f(l,\\\\\\\"lightMap\\\\\\\",a.mapLight,a.mapLightRepeat,a.mapLightOffset,a.mapLightWrap);a.mapNormal&&b&&f(l,\\\\\\\"normalMap\\\\\\\",a.mapNormal,a.mapNormalRepeat,\\na.mapNormalOffset,a.mapNormalWrap);a.mapSpecular&&b&&f(l,\\\\\\\"specularMap\\\\\\\",a.mapSpecular,a.mapSpecularRepeat,a.mapSpecularOffset,a.mapSpecularWrap);if(a.mapNormal){j=THREE.ShaderUtils.lib.normal;k=THREE.UniformsUtils.clone(j.uniforms);k.tNormal.texture=l.normalMap;if(a.mapNormalFactor)k.uNormalScale.value=a.mapNormalFactor;if(l.map){k.tDiffuse.texture=l.map;k.enableDiffuse.value=true}if(l.specularMap){k.tSpecular.texture=l.specularMap;k.enableSpecular.value=true}if(l.lightMap){k.tAO.texture=l.lightMap;\\nk.enableAO.value=true}k.uDiffuseColor.value.setHex(l.color);k.uSpecularColor.value.setHex(l.specular);k.uAmbientColor.value.setHex(l.ambient);k.uShininess.value=l.shininess;if(l.opacity!==void 0)k.uOpacity.value=l.opacity;l=new THREE.ShaderMaterial({fragmentShader:j.fragmentShader,vertexShader:j.vertexShader,uniforms:k,lights:true,fog:true})}else l=new THREE[j](l);if(a.DbgName!==void 0)l.name=a.DbgName;return l}};THREE.BinaryLoader=function(a){THREE.Loader.call(this,a)};\\nTHREE.BinaryLoader.prototype=new THREE.Loader;THREE.BinaryLoader.prototype.constructor=THREE.BinaryLoader;THREE.BinaryLoader.prototype.load=function(a,b,c,d){var c=c?c:this.extractUrlBase(a),d=d?d:this.extractUrlBase(a),e=this.showProgress?THREE.Loader.prototype.updateProgress:null;this.onLoadStart();this.loadAjaxJSON(this,a,b,c,d,e)};\\nTHREE.BinaryLoader.prototype.loadAjaxJSON=function(a,b,c,d,e,f){var g=new XMLHttpRequest;g.onreadystatechange=function(){if(g.readyState==4)if(g.status==200||g.status==0){var h=JSON.parse(g.responseText);a.loadAjaxBuffers(h,c,e,d,f)}else console.error(\\\\\\\"THREE.BinaryLoader: Couldn't load [\\\\\\\"+b+\\\\\\\"] [\\\\\\\"+g.status+\\\\\\\"]\\\\\\\")};g.open(\\\\\\\"GET\\\\\\\",b,true);g.overrideMimeType&&g.overrideMimeType(\\\\\\\"text/plain; charset=x-user-defined\\\\\\\");g.setRequestHeader(\\\\\\\"Content-Type\\\\\\\",\\\\\\\"text/plain\\\\\\\");g.send(null)};\\nTHREE.BinaryLoader.prototype.loadAjaxBuffers=function(a,b,c,d,e){var f=new XMLHttpRequest,g=c+\\\\\\\"/\\\\\\\"+a.buffers,h=0;f.onreadystatechange=function(){if(f.readyState==4)f.status==200||f.status==0?THREE.BinaryLoader.prototype.createBinModel(f.response,b,d,a.materials):console.error(\\\\\\\"THREE.BinaryLoader: Couldn't load [\\\\\\\"+g+\\\\\\\"] [\\\\\\\"+f.status+\\\\\\\"]\\\\\\\");else if(f.readyState==3){if(e){h==0&&(h=f.getResponseHeader(\\\\\\\"Content-Length\\\\\\\"));e({total:h,loaded:f.responseText.length})}}else f.readyState==2&&(h=f.getResponseHeader(\\\\\\\"Content-Length\\\\\\\"))};\\nf.open(\\\\\\\"GET\\\\\\\",g,true);f.responseType=\\\\\\\"arraybuffer\\\\\\\";f.send(null)};\\nTHREE.BinaryLoader.prototype.createBinModel=function(a,b,c,d){var e=function(b){var c,e,j,l,k,p,m,o,q,n,r,u,t,y,s;function w(a){return a%4?4-a%4:0}function H(a,b){return(new Uint8Array(a,b,1))[0]}function E(a,b){return(new Uint32Array(a,b,1))[0]}function z(b,c){var d,e,f,g,h,i,j,k,l=new Uint32Array(a,c,3*b);for(d=0;d<b;d++){e=l[d*3];f=l[d*3+1];g=l[d*3+2];h=G[e*2];e=G[e*2+1];i=G[f*2];j=G[f*2+1];f=G[g*2];k=G[g*2+1];g=P.faceVertexUvs[0];var m=[];m.push(new THREE.UV(h,e));m.push(new THREE.UV(i,j));m.push(new THREE.UV(f,\\nk));g.push(m)}}function v(b,c){var d,e,f,g,h,i,j,k,l,m,n=new Uint32Array(a,c,4*b);for(d=0;d<b;d++){e=n[d*4];f=n[d*4+1];g=n[d*4+2];h=n[d*4+3];i=G[e*2];e=G[e*2+1];j=G[f*2];l=G[f*2+1];k=G[g*2];m=G[g*2+1];g=G[h*2];f=G[h*2+1];h=P.faceVertexUvs[0];var o=[];o.push(new THREE.UV(i,e));o.push(new THREE.UV(j,l));o.push(new THREE.UV(k,m));o.push(new THREE.UV(g,f));h.push(o)}}function A(b,c,d){for(var e,f,g,h,c=new Uint32Array(a,c,3*b),i=new Uint16Array(a,d,b),d=0;d<b;d++){e=c[d*3];f=c[d*3+1];g=c[d*3+2];h=i[d];\\nP.faces.push(new THREE.Face3(e,f,g,null,null,h))}}function J(b,c,d){for(var e,f,g,h,i,c=new Uint32Array(a,c,4*b),j=new Uint16Array(a,d,b),d=0;d<b;d++){e=c[d*4];f=c[d*4+1];g=c[d*4+2];h=c[d*4+3];i=j[d];P.faces.push(new THREE.Face4(e,f,g,h,null,null,i))}}function K(b,c,d,e){for(var f,g,h,i,j,k,l,c=new Uint32Array(a,c,3*b),d=new Uint32Array(a,d,3*b),m=new Uint16Array(a,e,b),e=0;e<b;e++){f=c[e*3];g=c[e*3+1];h=c[e*3+2];j=d[e*3];k=d[e*3+1];l=d[e*3+2];i=m[e];var n=M[k*3],o=M[k*3+1];k=M[k*3+2];var p=M[l*3],\\nq=M[l*3+1];l=M[l*3+2];P.faces.push(new THREE.Face3(f,g,h,[new THREE.Vector3(M[j*3],M[j*3+1],M[j*3+2]),new THREE.Vector3(n,o,k),new THREE.Vector3(p,q,l)],null,i))}}function R(b,c,d,e){for(var f,g,h,i,j,k,l,m,n,c=new Uint32Array(a,c,4*b),d=new Uint32Array(a,d,4*b),o=new Uint16Array(a,e,b),e=0;e<b;e++){f=c[e*4];g=c[e*4+1];h=c[e*4+2];i=c[e*4+3];k=d[e*4];l=d[e*4+1];m=d[e*4+2];n=d[e*4+3];j=o[e];var p=M[l*3],q=M[l*3+1];l=M[l*3+2];var r=M[m*3],s=M[m*3+1];m=M[m*3+2];var t=M[n*3],u=M[n*3+1];n=M[n*3+2];P.faces.push(new THREE.Face4(f,\\ng,h,i,[new THREE.Vector3(M[k*3],M[k*3+1],M[k*3+2]),new THREE.Vector3(p,q,l),new THREE.Vector3(r,s,m),new THREE.Vector3(t,u,n)],null,j))}}var P=this,D=0,M=[],G=[],i,T,U;THREE.Geometry.call(this);THREE.Loader.prototype.initMaterials(P,d,b);(function(a,b,c){for(var a=new Uint8Array(a,b,c),d=\\\\\\\"\\\\\\\",e=0;e<c;e++)d=d+String.fromCharCode(a[b+e]);return d})(a,D,12);c=H(a,D+12);H(a,D+13);H(a,D+14);H(a,D+15);e=H(a,D+16);j=H(a,D+17);l=H(a,D+18);k=H(a,D+19);p=E(a,D+20);m=E(a,D+20+4);o=E(a,D+20+8);b=E(a,D+20+12);q=\\nE(a,D+20+16);n=E(a,D+20+20);r=E(a,D+20+24);u=E(a,D+20+28);t=E(a,D+20+32);y=E(a,D+20+36);s=E(a,D+20+40);D=D+c;c=e*3+k;U=e*4+k;i=b*c;T=q*(c+j*3);e=n*(c+l*3);k=r*(c+j*3+l*3);c=u*U;j=t*(U+j*4);l=y*(U+l*4);D=D+function(b){var b=new Float32Array(a,b,p*3),c,d,e,f;for(c=0;c<p;c++){d=b[c*3];e=b[c*3+1];f=b[c*3+2];P.vertices.push(new THREE.Vector3(d,e,f))}return p*3*Float32Array.BYTES_PER_ELEMENT}(D);D=D+function(b){if(m){var b=new Int8Array(a,b,m*3),c,d,e,f;for(c=0;c<m;c++){d=b[c*3];e=b[c*3+1];f=b[c*3+2];M.push(d/\\n127,e/127,f/127)}}return m*3*Int8Array.BYTES_PER_ELEMENT}(D);D=D+w(m*3);D=D+function(b){if(o){var b=new Float32Array(a,b,o*2),c,d,e;for(c=0;c<o;c++){d=b[c*2];e=b[c*2+1];G.push(d,e)}}return o*2*Float32Array.BYTES_PER_ELEMENT}(D);i=D+i+w(b*2);T=i+T+w(q*2);e=T+e+w(n*2);k=e+k+w(r*2);c=k+c+w(u*2);j=c+j+w(t*2);l=j+l+w(y*2);(function(a){if(n){var b=a+n*Uint32Array.BYTES_PER_ELEMENT*3;A(n,a,b+n*Uint32Array.BYTES_PER_ELEMENT*3);z(n,b)}})(T);(function(a){if(r){var b=a+r*Uint32Array.BYTES_PER_ELEMENT*3,c=b+\\nr*Uint32Array.BYTES_PER_ELEMENT*3;K(r,a,b,c+r*Uint32Array.BYTES_PER_ELEMENT*3);z(r,c)}})(e);(function(a){if(y){var b=a+y*Uint32Array.BYTES_PER_ELEMENT*4;J(y,a,b+y*Uint32Array.BYTES_PER_ELEMENT*4);v(y,b)}})(j);(function(a){if(s){var b=a+s*Uint32Array.BYTES_PER_ELEMENT*4,c=b+s*Uint32Array.BYTES_PER_ELEMENT*4;R(s,a,b,c+s*Uint32Array.BYTES_PER_ELEMENT*4);v(s,c)}})(l);b&&A(b,D,D+b*Uint32Array.BYTES_PER_ELEMENT*3);(function(a){if(q){var b=a+q*Uint32Array.BYTES_PER_ELEMENT*3;K(q,a,b,b+q*Uint32Array.BYTES_PER_ELEMENT*\\n3)}})(i);u&&J(u,k,k+u*Uint32Array.BYTES_PER_ELEMENT*4);(function(a){if(t){var b=a+t*Uint32Array.BYTES_PER_ELEMENT*4;R(t,a,b,b+t*Uint32Array.BYTES_PER_ELEMENT*4)}})(c);this.computeCentroids();this.computeFaceNormals();THREE.Loader.prototype.hasNormals(this)&&this.computeTangents()};e.prototype=new THREE.Geometry;e.prototype.constructor=e;b(new e(c))};THREE.JSONLoader=function(a){THREE.Loader.call(this,a)};THREE.JSONLoader.prototype=new THREE.Loader;THREE.JSONLoader.prototype.constructor=THREE.JSONLoader;\\nTHREE.JSONLoader.prototype.load=function(a,b,c){c=c?c:this.extractUrlBase(a);this.onLoadStart();this.loadAjaxJSON(this,a,b,c)};\\nTHREE.JSONLoader.prototype.loadAjaxJSON=function(a,b,c,d,e){var f=new XMLHttpRequest,g=0;f.onreadystatechange=function(){if(f.readyState===f.DONE)if(f.status===200||f.status===0){if(f.responseText){var h=JSON.parse(f.responseText);a.createModel(h,c,d)}else console.warn(\\\\\\\"THREE.JSONLoader: [\\\\\\\"+b+\\\\\\\"] seems to be unreachable or file there is empty\\\\\\\");a.onLoadComplete()}else console.error(\\\\\\\"THREE.JSONLoader: Couldn't load [\\\\\\\"+b+\\\\\\\"] [\\\\\\\"+f.status+\\\\\\\"]\\\\\\\");else if(f.readyState===f.LOADING){if(e){g===0&&(g=f.getResponseHeader(\\\\\\\"Content-Length\\\\\\\"));\\ne({total:g,loaded:f.responseText.length})}}else f.readyState===f.HEADERS_RECEIVED&&(g=f.getResponseHeader(\\\\\\\"Content-Length\\\\\\\"))};f.open(\\\\\\\"GET\\\\\\\",b,true);f.overrideMimeType&&f.overrideMimeType(\\\\\\\"text/plain; charset=x-user-defined\\\\\\\");f.setRequestHeader(\\\\\\\"Content-Type\\\\\\\",\\\\\\\"text/plain\\\\\\\");f.send(null)};\\nTHREE.JSONLoader.prototype.createModel=function(a,b,c){var d=new THREE.Geometry,e=a.scale!==void 0?1/a.scale:1;this.initMaterials(d,a.materials,c);(function(b){var c,e,j,l,k,p,m,o,q,n,r,u,t,y,s=a.faces;p=a.vertices;var w=a.normals,H=a.colors,E=0;for(c=0;c<a.uvs.length;c++)a.uvs[c].length&&E++;for(c=0;c<E;c++){d.faceUvs[c]=[];d.faceVertexUvs[c]=[]}l=0;for(k=p.length;l<k;){m=new THREE.Vector3;m.x=p[l++]*b;m.y=p[l++]*b;m.z=p[l++]*b;d.vertices.push(m)}l=0;for(k=s.length;l<k;){b=s[l++];p=b&1;j=b&2;c=b&\\n4;e=b&8;o=b&16;m=b&32;n=b&64;b=b&128;if(p){r=new THREE.Face4;r.a=s[l++];r.b=s[l++];r.c=s[l++];r.d=s[l++];p=4}else{r=new THREE.Face3;r.a=s[l++];r.b=s[l++];r.c=s[l++];p=3}if(j){j=s[l++];r.materialIndex=j}j=d.faces.length;if(c)for(c=0;c<E;c++){u=a.uvs[c];q=s[l++];y=u[q*2];q=u[q*2+1];d.faceUvs[c][j]=new THREE.UV(y,q)}if(e)for(c=0;c<E;c++){u=a.uvs[c];t=[];for(e=0;e<p;e++){q=s[l++];y=u[q*2];q=u[q*2+1];t[e]=new THREE.UV(y,q)}d.faceVertexUvs[c][j]=t}if(o){o=s[l++]*3;e=new THREE.Vector3;e.x=w[o++];e.y=w[o++];\\ne.z=w[o];r.normal=e}if(m)for(c=0;c<p;c++){o=s[l++]*3;e=new THREE.Vector3;e.x=w[o++];e.y=w[o++];e.z=w[o];r.vertexNormals.push(e)}if(n){m=s[l++];m=new THREE.Color(H[m]);r.color=m}if(b)for(c=0;c<p;c++){m=s[l++];m=new THREE.Color(H[m]);r.vertexColors.push(m)}d.faces.push(r)}})(e);(function(){var b,c,e,j;if(a.skinWeights){b=0;for(c=a.skinWeights.length;b<c;b=b+2){e=a.skinWeights[b];j=a.skinWeights[b+1];d.skinWeights.push(new THREE.Vector4(e,j,0,0))}}if(a.skinIndices){b=0;for(c=a.skinIndices.length;b<c;b=\\nb+2){e=a.skinIndices[b];j=a.skinIndices[b+1];d.skinIndices.push(new THREE.Vector4(e,j,0,0))}}d.bones=a.bones;d.animation=a.animation})();(function(b){if(a.morphTargets!==void 0){var c,e,j,l,k,p;c=0;for(e=a.morphTargets.length;c<e;c++){d.morphTargets[c]={};d.morphTargets[c].name=a.morphTargets[c].name;d.morphTargets[c].vertices=[];k=d.morphTargets[c].vertices;p=a.morphTargets[c].vertices;j=0;for(l=p.length;j<l;j=j+3){var m=new THREE.Vector3;m.x=p[j]*b;m.y=p[j+1]*b;m.z=p[j+2]*b;k.push(m)}}}if(a.morphColors!==\\nvoid 0){c=0;for(e=a.morphColors.length;c<e;c++){d.morphColors[c]={};d.morphColors[c].name=a.morphColors[c].name;d.morphColors[c].colors=[];l=d.morphColors[c].colors;k=a.morphColors[c].colors;b=0;for(j=k.length;b<j;b=b+3){p=new THREE.Color(16755200);p.setRGB(k[b],k[b+1],k[b+2]);l.push(p)}}}})(e);d.computeCentroids();d.computeFaceNormals();this.hasNormals(d)&&d.computeTangents();b(d)};\\nTHREE.SceneLoader=function(){this.onLoadStart=function(){};this.onLoadProgress=function(){};this.onLoadComplete=function(){};this.callbackSync=function(){};this.callbackProgress=function(){}};THREE.SceneLoader.prototype.constructor=THREE.SceneLoader;\\nTHREE.SceneLoader.prototype.load=function(a,b){var c=this,d=new XMLHttpRequest;d.onreadystatechange=function(){if(d.readyState==4)if(d.status==200||d.status==0){var e=JSON.parse(d.responseText);c.createScene(e,b,a)}else console.error(\\\\\\\"THREE.SceneLoader: Couldn't load [\\\\\\\"+a+\\\\\\\"] [\\\\\\\"+d.status+\\\\\\\"]\\\\\\\")};d.open(\\\\\\\"GET\\\\\\\",a,true);d.overrideMimeType&&d.overrideMimeType(\\\\\\\"text/plain; charset=x-user-defined\\\\\\\");d.setRequestHeader(\\\\\\\"Content-Type\\\\\\\",\\\\\\\"text/plain\\\\\\\");d.send(null)};\\nTHREE.SceneLoader.prototype.createScene=function(a,b,c){function d(a,b){return b==\\\\\\\"relativeToHTML\\\\\\\"?a:l+\\\\\\\"/\\\\\\\"+a}function e(){var a;for(m in D.objects)if(!C.objects[m]){u=D.objects[m];if(u.geometry!==void 0){if(J=C.geometries[u.geometry]){a=false;K=C.materials[u.materials[0]];(a=K instanceof THREE.ShaderMaterial)&&J.computeTangents();w=u.position;H=u.rotation;E=u.quaternion;z=u.scale;t=u.matrix;E=0;u.materials.length==0&&(K=new THREE.MeshFaceMaterial);u.materials.length>1&&(K=new THREE.MeshFaceMaterial);\\na=new THREE.Mesh(J,K);a.name=m;if(t){a.matrixAutoUpdate=false;a.matrix.set(t[0],t[1],t[2],t[3],t[4],t[5],t[6],t[7],t[8],t[9],t[10],t[11],t[12],t[13],t[14],t[15])}else{a.position.set(w[0],w[1],w[2]);if(E){a.quaternion.set(E[0],E[1],E[2],E[3]);a.useQuaternion=true}else a.rotation.set(H[0],H[1],H[2]);a.scale.set(z[0],z[1],z[2])}a.visible=u.visible;a.doubleSided=u.doubleSided;a.castShadow=u.castShadow;a.receiveShadow=u.receiveShadow;C.scene.add(a);C.objects[m]=a}}else{w=u.position;H=u.rotation;E=u.quaternion;\\nz=u.scale;E=0;a=new THREE.Object3D;a.name=m;a.position.set(w[0],w[1],w[2]);if(E){a.quaternion.set(E[0],E[1],E[2],E[3]);a.useQuaternion=true}else a.rotation.set(H[0],H[1],H[2]);a.scale.set(z[0],z[1],z[2]);a.visible=u.visible!==void 0?u.visible:false;C.scene.add(a);C.objects[m]=a;C.empties[m]=a}}}function f(a){return function(b){C.geometries[a]=b;e();G=G-1;j.onLoadComplete();h()}}function g(a){return function(b){C.geometries[a]=b}}function h(){j.callbackProgress({totalModels:T,totalTextures:U,loadedModels:T-\\nG,loadedTextures:U-i},C);j.onLoadProgress();G==0&&i==0&&b(C)}var j=this,l=THREE.Loader.prototype.extractUrlBase(c),k,p,m,o,q,n,r,u,t,y,s,w,H,E,z,v,A,J,K,R,P,D,M,G,i,T,U,C;D=a;c=new THREE.BinaryLoader;M=new THREE.JSONLoader;i=G=0;C={scene:new THREE.Scene,geometries:{},materials:{},textures:{},objects:{},cameras:{},lights:{},fogs:{},empties:{}};if(D.transform){a=D.transform.position;y=D.transform.rotation;v=D.transform.scale;a&&C.scene.position.set(a[0],a[1],a[2]);y&&C.scene.rotation.set(y[0],y[1],\\ny[2]);v&&C.scene.scale.set(v[0],v[1],v[2]);if(a||y||v){C.scene.updateMatrix();C.scene.updateMatrixWorld()}}a=function(){i=i-1;h();j.onLoadComplete()};for(q in D.cameras){v=D.cameras[q];v.type==\\\\\\\"perspective\\\\\\\"?R=new THREE.PerspectiveCamera(v.fov,v.aspect,v.near,v.far):v.type==\\\\\\\"ortho\\\\\\\"&&(R=new THREE.OrthographicCamera(v.left,v.right,v.top,v.bottom,v.near,v.far));w=v.position;y=v.target;v=v.up;R.position.set(w[0],w[1],w[2]);R.target=new THREE.Vector3(y[0],y[1],y[2]);v&&R.up.set(v[0],v[1],v[2]);C.cameras[q]=\\nR}for(o in D.lights){y=D.lights[o];q=y.color!==void 0?y.color:16777215;R=y.intensity!==void 0?y.intensity:1;if(y.type==\\\\\\\"directional\\\\\\\"){w=y.direction;s=new THREE.DirectionalLight(q,R);s.position.set(w[0],w[1],w[2]);s.position.normalize()}else if(y.type==\\\\\\\"point\\\\\\\"){w=y.position;s=y.distance;s=new THREE.PointLight(q,R,s);s.position.set(w[0],w[1],w[2])}else y.type==\\\\\\\"ambient\\\\\\\"&&(s=new THREE.AmbientLight(q));C.scene.add(s);C.lights[o]=s}for(n in D.fogs){o=D.fogs[n];o.type==\\\\\\\"linear\\\\\\\"?P=new THREE.Fog(0,o.near,\\no.far):o.type==\\\\\\\"exp2\\\\\\\"&&(P=new THREE.FogExp2(0,o.density));v=o.color;P.color.setRGB(v[0],v[1],v[2]);C.fogs[n]=P}if(C.cameras&&D.defaults.camera)C.currentCamera=C.cameras[D.defaults.camera];if(C.fogs&&D.defaults.fog)C.scene.fog=C.fogs[D.defaults.fog];v=D.defaults.bgcolor;C.bgColor=new THREE.Color;C.bgColor.setRGB(v[0],v[1],v[2]);C.bgColorAlpha=D.defaults.bgalpha;for(k in D.geometries){n=D.geometries[k];if(n.type==\\\\\\\"bin_mesh\\\\\\\"||n.type==\\\\\\\"ascii_mesh\\\\\\\"){G=G+1;j.onLoadStart()}}T=G;for(k in D.geometries){n=\\nD.geometries[k];if(n.type==\\\\\\\"cube\\\\\\\"){J=new THREE.CubeGeometry(n.width,n.height,n.depth,n.segmentsWidth,n.segmentsHeight,n.segmentsDepth,null,n.flipped,n.sides);C.geometries[k]=J}else if(n.type==\\\\\\\"plane\\\\\\\"){J=new THREE.PlaneGeometry(n.width,n.height,n.segmentsWidth,n.segmentsHeight);C.geometries[k]=J}else if(n.type==\\\\\\\"sphere\\\\\\\"){J=new THREE.SphereGeometry(n.radius,n.segmentsWidth,n.segmentsHeight);C.geometries[k]=J}else if(n.type==\\\\\\\"cylinder\\\\\\\"){J=new THREE.CylinderGeometry(n.topRad,n.botRad,n.height,n.radSegs,\\nn.heightSegs);C.geometries[k]=J}else if(n.type==\\\\\\\"torus\\\\\\\"){J=new THREE.TorusGeometry(n.radius,n.tube,n.segmentsR,n.segmentsT);C.geometries[k]=J}else if(n.type==\\\\\\\"icosahedron\\\\\\\"){J=new THREE.IcosahedronGeometry(n.radius,n.subdivisions);C.geometries[k]=J}else if(n.type==\\\\\\\"bin_mesh\\\\\\\")c.load(d(n.url,D.urlBaseType),f(k));else if(n.type==\\\\\\\"ascii_mesh\\\\\\\")M.load(d(n.url,D.urlBaseType),f(k));else if(n.type==\\\\\\\"embedded_mesh\\\\\\\"){n=D.embeds[n.id];n.metadata=D.metadata;n&&M.createModel(n,g(k),\\\\\\\"\\\\\\\")}}for(r in D.textures){k=D.textures[r];\\nif(k.url instanceof Array){i=i+k.url.length;for(n=0;n<k.url.length;n++)j.onLoadStart()}else{i=i+1;j.onLoadStart()}}U=i;for(r in D.textures){k=D.textures[r];if(k.mapping!=void 0&&THREE[k.mapping]!=void 0)k.mapping=new THREE[k.mapping];if(k.url instanceof Array){n=[];for(P=0;P<k.url.length;P++)n[P]=d(k.url[P],D.urlBaseType);n=THREE.ImageUtils.loadTextureCube(n,k.mapping,a)}else{n=THREE.ImageUtils.loadTexture(d(k.url,D.urlBaseType),k.mapping,a);if(THREE[k.minFilter]!=void 0)n.minFilter=THREE[k.minFilter];\\nif(THREE[k.magFilter]!=void 0)n.magFilter=THREE[k.magFilter];if(k.repeat){n.repeat.set(k.repeat[0],k.repeat[1]);if(k.repeat[0]!=1)n.wrapS=THREE.RepeatWrapping;if(k.repeat[1]!=1)n.wrapT=THREE.RepeatWrapping}k.offset&&n.offset.set(k.offset[0],k.offset[1]);if(k.wrap){P={repeat:THREE.RepeatWrapping,mirror:THREE.MirroredRepeatWrapping};if(P[k.wrap[0]]!==void 0)n.wrapS=P[k.wrap[0]];if(P[k.wrap[1]]!==void 0)n.wrapT=P[k.wrap[1]]}}C.textures[r]=n}for(p in D.materials){t=D.materials[p];for(A in t.parameters)if(A==\\n\\\\\\\"envMap\\\\\\\"||A==\\\\\\\"map\\\\\\\"||A==\\\\\\\"lightMap\\\\\\\")t.parameters[A]=C.textures[t.parameters[A]];else if(A==\\\\\\\"shading\\\\\\\")t.parameters[A]=t.parameters[A]==\\\\\\\"flat\\\\\\\"?THREE.FlatShading:THREE.SmoothShading;else if(A==\\\\\\\"blending\\\\\\\")t.parameters[A]=THREE[t.parameters[A]]?THREE[t.parameters[A]]:THREE.NormalBlending;else if(A==\\\\\\\"combine\\\\\\\")t.parameters[A]=t.parameters[A]==\\\\\\\"MixOperation\\\\\\\"?THREE.MixOperation:THREE.MultiplyOperation;else if(A==\\\\\\\"vertexColors\\\\\\\")if(t.parameters[A]==\\\\\\\"face\\\\\\\")t.parameters[A]=THREE.FaceColors;else if(t.parameters[A])t.parameters[A]=\\nTHREE.VertexColors;if(t.parameters.opacity!==void 0&&t.parameters.opacity<1)t.parameters.transparent=true;if(t.parameters.normalMap){r=THREE.ShaderUtils.lib.normal;a=THREE.UniformsUtils.clone(r.uniforms);k=t.parameters.color;n=t.parameters.specular;P=t.parameters.ambient;c=t.parameters.shininess;a.tNormal.texture=C.textures[t.parameters.normalMap];if(t.parameters.normalMapFactor)a.uNormalScale.value=t.parameters.normalMapFactor;if(t.parameters.map){a.tDiffuse.texture=t.parameters.map;a.enableDiffuse.value=\\ntrue}if(t.parameters.lightMap){a.tAO.texture=t.parameters.lightMap;a.enableAO.value=true}if(t.parameters.specularMap){a.tSpecular.texture=C.textures[t.parameters.specularMap];a.enableSpecular.value=true}a.uDiffuseColor.value.setHex(k);a.uSpecularColor.value.setHex(n);a.uAmbientColor.value.setHex(P);a.uShininess.value=c;if(t.parameters.opacity)a.uOpacity.value=t.parameters.opacity;K=new THREE.ShaderMaterial({fragmentShader:r.fragmentShader,vertexShader:r.vertexShader,uniforms:a,lights:true,fog:true})}else K=\\nnew THREE[t.type](t.parameters);C.materials[p]=K}e();j.callbackSync(C);h()};\\nTHREE.Material=function(a){a=a||{};this.id=THREE.MaterialCount++;this.name=\\\\\\\"\\\\\\\";this.opacity=a.opacity!==void 0?a.opacity:1;this.transparent=a.transparent!==void 0?a.transparent:false;this.blending=a.blending!==void 0?a.blending:THREE.NormalBlending;this.blendSrc=a.blendSrc!==void 0?a.blendSrc:THREE.SrcAlphaFactor;this.blendDst=a.blendDst!==void 0?a.blendDst:THREE.OneMinusSrcAlphaFactor;this.blendEquation=a.blendEquation!==void 0?a.blendEquation:THREE.AddEquation;this.depthTest=a.depthTest!==void 0?\\na.depthTest:true;this.depthWrite=a.depthWrite!==void 0?a.depthWrite:true;this.polygonOffset=a.polygonOffset!==void 0?a.polygonOffset:false;this.polygonOffsetFactor=a.polygonOffsetFactor!==void 0?a.polygonOffsetFactor:0;this.polygonOffsetUnits=a.polygonOffsetUnits!==void 0?a.polygonOffsetUnits:0;this.alphaTest=a.alphaTest!==void 0?a.alphaTest:0;this.overdraw=a.overdraw!==void 0?a.overdraw:false;this.needsUpdate=this.visible=true};THREE.MaterialCount=0;THREE.NoShading=0;THREE.FlatShading=1;\\nTHREE.SmoothShading=2;THREE.NoColors=0;THREE.FaceColors=1;THREE.VertexColors=2;THREE.NoBlending=0;THREE.NormalBlending=1;THREE.AdditiveBlending=2;THREE.SubtractiveBlending=3;THREE.MultiplyBlending=4;THREE.AdditiveAlphaBlending=5;THREE.CustomBlending=6;THREE.AddEquation=100;THREE.SubtractEquation=101;THREE.ReverseSubtractEquation=102;THREE.ZeroFactor=200;THREE.OneFactor=201;THREE.SrcColorFactor=202;THREE.OneMinusSrcColorFactor=203;THREE.SrcAlphaFactor=204;THREE.OneMinusSrcAlphaFactor=205;\\nTHREE.DstAlphaFactor=206;THREE.OneMinusDstAlphaFactor=207;THREE.DstColorFactor=208;THREE.OneMinusDstColorFactor=209;THREE.SrcAlphaSaturateFactor=210;\\nTHREE.LineBasicMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.color=a.color!==void 0?new THREE.Color(a.color):new THREE.Color(16777215);this.linewidth=a.linewidth!==void 0?a.linewidth:1;this.linecap=a.linecap!==void 0?a.linecap:\\\\\\\"round\\\\\\\";this.linejoin=a.linejoin!==void 0?a.linejoin:\\\\\\\"round\\\\\\\";this.vertexColors=a.vertexColors?a.vertexColors:false;this.fog=a.fog!==void 0?a.fog:true};THREE.LineBasicMaterial.prototype=new THREE.Material;THREE.LineBasicMaterial.prototype.constructor=THREE.LineBasicMaterial;\\nTHREE.MeshBasicMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.color=a.color!==void 0?new THREE.Color(a.color):new THREE.Color(16777215);this.map=a.map!==void 0?a.map:null;this.lightMap=a.lightMap!==void 0?a.lightMap:null;this.envMap=a.envMap!==void 0?a.envMap:null;this.combine=a.combine!==void 0?a.combine:THREE.MultiplyOperation;this.reflectivity=a.reflectivity!==void 0?a.reflectivity:1;this.refractionRatio=a.refractionRatio!==void 0?a.refractionRatio:0.98;this.fog=a.fog!==void 0?a.fog:\\ntrue;this.shading=a.shading!==void 0?a.shading:THREE.SmoothShading;this.wireframe=a.wireframe!==void 0?a.wireframe:false;this.wireframeLinewidth=a.wireframeLinewidth!==void 0?a.wireframeLinewidth:1;this.wireframeLinecap=a.wireframeLinecap!==void 0?a.wireframeLinecap:\\\\\\\"round\\\\\\\";this.wireframeLinejoin=a.wireframeLinejoin!==void 0?a.wireframeLinejoin:\\\\\\\"round\\\\\\\";this.vertexColors=a.vertexColors!==void 0?a.vertexColors:THREE.NoColors;this.skinning=a.skinning!==void 0?a.skinning:false;this.morphTargets=a.morphTargets!==\\nvoid 0?a.morphTargets:false};THREE.MeshBasicMaterial.prototype=new THREE.Material;THREE.MeshBasicMaterial.prototype.constructor=THREE.MeshBasicMaterial;\\nTHREE.MeshLambertMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.color=a.color!==void 0?new THREE.Color(a.color):new THREE.Color(16777215);this.ambient=a.ambient!==void 0?new THREE.Color(a.ambient):new THREE.Color(16777215);this.emissive=a.emissive!==void 0?new THREE.Color(a.emissive):new THREE.Color(0);this.wrapAround=a.wrapAround!==void 0?a.wrapAround:false;this.wrapRGB=new THREE.Vector3(1,1,1);this.map=a.map!==void 0?a.map:null;this.lightMap=a.lightMap!==void 0?a.lightMap:null;this.envMap=\\na.envMap!==void 0?a.envMap:null;this.combine=a.combine!==void 0?a.combine:THREE.MultiplyOperation;this.reflectivity=a.reflectivity!==void 0?a.reflectivity:1;this.refractionRatio=a.refractionRatio!==void 0?a.refractionRatio:0.98;this.fog=a.fog!==void 0?a.fog:true;this.shading=a.shading!==void 0?a.shading:THREE.SmoothShading;this.wireframe=a.wireframe!==void 0?a.wireframe:false;this.wireframeLinewidth=a.wireframeLinewidth!==void 0?a.wireframeLinewidth:1;this.wireframeLinecap=a.wireframeLinecap!==void 0?\\na.wireframeLinecap:\\\\\\\"round\\\\\\\";this.wireframeLinejoin=a.wireframeLinejoin!==void 0?a.wireframeLinejoin:\\\\\\\"round\\\\\\\";this.vertexColors=a.vertexColors!==void 0?a.vertexColors:THREE.NoColors;this.skinning=a.skinning!==void 0?a.skinning:false;this.morphTargets=a.morphTargets!==void 0?a.morphTargets:false;this.morphNormals=a.morphNormals!==void 0?a.morphNormals:false};THREE.MeshLambertMaterial.prototype=new THREE.Material;THREE.MeshLambertMaterial.prototype.constructor=THREE.MeshLambertMaterial;\\nTHREE.MeshPhongMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.color=a.color!==void 0?new THREE.Color(a.color):new THREE.Color(16777215);this.ambient=a.ambient!==void 0?new THREE.Color(a.ambient):new THREE.Color(16777215);this.emissive=a.emissive!==void 0?new THREE.Color(a.emissive):new THREE.Color(0);this.specular=a.specular!==void 0?new THREE.Color(a.specular):new THREE.Color(1118481);this.shininess=a.shininess!==void 0?a.shininess:30;this.metal=a.metal!==void 0?a.metal:false;this.perPixel=\\na.perPixel!==void 0?a.perPixel:false;this.wrapAround=a.wrapAround!==void 0?a.wrapAround:false;this.wrapRGB=new THREE.Vector3(1,1,1);this.map=a.map!==void 0?a.map:null;this.lightMap=a.lightMap!==void 0?a.lightMap:null;this.envMap=a.envMap!==void 0?a.envMap:null;this.combine=a.combine!==void 0?a.combine:THREE.MultiplyOperation;this.reflectivity=a.reflectivity!==void 0?a.reflectivity:1;this.refractionRatio=a.refractionRatio!==void 0?a.refractionRatio:0.98;this.fog=a.fog!==void 0?a.fog:true;this.shading=\\na.shading!==void 0?a.shading:THREE.SmoothShading;this.wireframe=a.wireframe!==void 0?a.wireframe:false;this.wireframeLinewidth=a.wireframeLinewidth!==void 0?a.wireframeLinewidth:1;this.wireframeLinecap=a.wireframeLinecap!==void 0?a.wireframeLinecap:\\\\\\\"round\\\\\\\";this.wireframeLinejoin=a.wireframeLinejoin!==void 0?a.wireframeLinejoin:\\\\\\\"round\\\\\\\";this.vertexColors=a.vertexColors!==void 0?a.vertexColors:THREE.NoColors;this.skinning=a.skinning!==void 0?a.skinning:false;this.morphTargets=a.morphTargets!==void 0?\\na.morphTargets:false;this.morphNormals=a.morphNormals!==void 0?a.morphNormals:false};THREE.MeshPhongMaterial.prototype=new THREE.Material;THREE.MeshPhongMaterial.prototype.constructor=THREE.MeshPhongMaterial;THREE.MeshDepthMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.shading=a.shading!==void 0?a.shading:THREE.SmoothShading;this.wireframe=a.wireframe!==void 0?a.wireframe:false;this.wireframeLinewidth=a.wireframeLinewidth!==void 0?a.wireframeLinewidth:1};\\nTHREE.MeshDepthMaterial.prototype=new THREE.Material;THREE.MeshDepthMaterial.prototype.constructor=THREE.MeshDepthMaterial;THREE.MeshNormalMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.shading=a.shading?a.shading:THREE.FlatShading;this.wireframe=a.wireframe?a.wireframe:false;this.wireframeLinewidth=a.wireframeLinewidth?a.wireframeLinewidth:1};THREE.MeshNormalMaterial.prototype=new THREE.Material;THREE.MeshNormalMaterial.prototype.constructor=THREE.MeshNormalMaterial;\\nTHREE.MeshFaceMaterial=function(){};THREE.ParticleBasicMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.color=a.color!==void 0?new THREE.Color(a.color):new THREE.Color(16777215);this.map=a.map!==void 0?a.map:null;this.size=a.size!==void 0?a.size:1;this.sizeAttenuation=a.sizeAttenuation!==void 0?a.sizeAttenuation:true;this.vertexColors=a.vertexColors!==void 0?a.vertexColors:false;this.fog=a.fog!==void 0?a.fog:true};THREE.ParticleBasicMaterial.prototype=new THREE.Material;\\nTHREE.ParticleBasicMaterial.prototype.constructor=THREE.ParticleBasicMaterial;THREE.ParticleCanvasMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.color=a.color!==void 0?new THREE.Color(a.color):new THREE.Color(16777215);this.program=a.program!==void 0?a.program:function(){}};THREE.ParticleCanvasMaterial.prototype=new THREE.Material;THREE.ParticleCanvasMaterial.prototype.constructor=THREE.ParticleCanvasMaterial;\\nTHREE.ParticleDOMMaterial=function(a){THREE.Material.call(this);this.domElement=a};\\nTHREE.ShaderMaterial=function(a){THREE.Material.call(this,a);a=a||{};this.fragmentShader=a.fragmentShader!==void 0?a.fragmentShader:\\\\\\\"void main() {}\\\\\\\";this.vertexShader=a.vertexShader!==void 0?a.vertexShader:\\\\\\\"void main() {}\\\\\\\";this.uniforms=a.uniforms!==void 0?a.uniforms:{};this.attributes=a.attributes;this.shading=a.shading!==void 0?a.shading:THREE.SmoothShading;this.wireframe=a.wireframe!==void 0?a.wireframe:false;this.wireframeLinewidth=a.wireframeLinewidth!==void 0?a.wireframeLinewidth:1;this.fog=\\na.fog!==void 0?a.fog:false;this.lights=a.lights!==void 0?a.lights:false;this.vertexColors=a.vertexColors!==void 0?a.vertexColors:THREE.NoColors;this.skinning=a.skinning!==void 0?a.skinning:false;this.morphTargets=a.morphTargets!==void 0?a.morphTargets:false;this.morphNormals=a.morphNormals!==void 0?a.morphNormals:false};THREE.ShaderMaterial.prototype=new THREE.Material;THREE.ShaderMaterial.prototype.constructor=THREE.ShaderMaterial;\\nTHREE.Texture=function(a,b,c,d,e,f,g,h){this.id=THREE.TextureCount++;this.image=a;this.mapping=b!==void 0?b:new THREE.UVMapping;this.wrapS=c!==void 0?c:THREE.ClampToEdgeWrapping;this.wrapT=d!==void 0?d:THREE.ClampToEdgeWrapping;this.magFilter=e!==void 0?e:THREE.LinearFilter;this.minFilter=f!==void 0?f:THREE.LinearMipMapLinearFilter;this.format=g!==void 0?g:THREE.RGBAFormat;this.type=h!==void 0?h:THREE.UnsignedByteType;this.offset=new THREE.Vector2(0,0);this.repeat=new THREE.Vector2(1,1);this.generateMipmaps=\\ntrue;this.needsUpdate=this.premultiplyAlpha=false;this.onUpdate=null};THREE.Texture.prototype={constructor:THREE.Texture,clone:function(){var a=new THREE.Texture(this.image,this.mapping,this.wrapS,this.wrapT,this.magFilter,this.minFilter,this.format,this.type);a.offset.copy(this.offset);a.repeat.copy(this.repeat);return a}};THREE.TextureCount=0;THREE.MultiplyOperation=0;THREE.MixOperation=1;THREE.UVMapping=function(){};THREE.CubeReflectionMapping=function(){};THREE.CubeRefractionMapping=function(){};\\nTHREE.SphericalReflectionMapping=function(){};THREE.SphericalRefractionMapping=function(){};THREE.RepeatWrapping=0;THREE.ClampToEdgeWrapping=1;THREE.MirroredRepeatWrapping=2;THREE.NearestFilter=3;THREE.NearestMipMapNearestFilter=4;THREE.NearestMipMapLinearFilter=5;THREE.LinearFilter=6;THREE.LinearMipMapNearestFilter=7;THREE.LinearMipMapLinearFilter=8;THREE.ByteType=9;THREE.UnsignedByteType=10;THREE.ShortType=11;THREE.UnsignedShortType=12;THREE.IntType=13;THREE.UnsignedIntType=14;THREE.FloatType=15;\\nTHREE.AlphaFormat=16;THREE.RGBFormat=17;THREE.RGBAFormat=18;THREE.LuminanceFormat=19;THREE.LuminanceAlphaFormat=20;THREE.DataTexture=function(a,b,c,d,e,f,g,h,j,l){THREE.Texture.call(this,null,f,g,h,j,l,d,e);this.image={data:a,width:b,height:c}};THREE.DataTexture.prototype=new THREE.Texture;THREE.DataTexture.prototype.constructor=THREE.DataTexture;\\nTHREE.DataTexture.prototype.clone=function(){var a=new THREE.DataTexture(this.image.data,this.image.width,this.image.height,this.format,this.type,this.mapping,this.wrapS,this.wrapT,this.magFilter,this.minFilter);a.offset.copy(this.offset);a.repeat.copy(this.repeat);return a};THREE.Particle=function(a){THREE.Object3D.call(this);this.material=a};THREE.Particle.prototype=new THREE.Object3D;THREE.Particle.prototype.constructor=THREE.Particle;\\nTHREE.ParticleSystem=function(a,b){THREE.Object3D.call(this);this.geometry=a;this.material=b!==void 0?b:new THREE.ParticleBasicMaterial({color:Math.random()*16777215});this.sortParticles=false;if(this.geometry){this.geometry.boundingSphere||this.geometry.computeBoundingSphere();this.boundRadius=a.boundingSphere.radius}this.frustumCulled=false};THREE.ParticleSystem.prototype=new THREE.Object3D;THREE.ParticleSystem.prototype.constructor=THREE.ParticleSystem;\\nTHREE.Line=function(a,b,c){THREE.Object3D.call(this);this.geometry=a;this.material=b!==void 0?b:new THREE.LineBasicMaterial({color:Math.random()*16777215});this.type=c!==void 0?c:THREE.LineStrip;this.geometry&&(this.geometry.boundingSphere||this.geometry.computeBoundingSphere())};THREE.LineStrip=0;THREE.LinePieces=1;THREE.Line.prototype=new THREE.Object3D;THREE.Line.prototype.constructor=THREE.Line;\\nTHREE.Mesh=function(a,b){THREE.Object3D.call(this);this.geometry=a;this.material=b!==void 0?b:new THREE.MeshBasicMaterial({color:Math.random()*16777215,wireframe:true});if(this.geometry){this.geometry.boundingSphere||this.geometry.computeBoundingSphere();this.boundRadius=a.boundingSphere.radius;if(this.geometry.morphTargets.length){this.morphTargetBase=-1;this.morphTargetForcedOrder=[];this.morphTargetInfluences=[];this.morphTargetDictionary={};for(var c=0;c<this.geometry.morphTargets.length;c++){this.morphTargetInfluences.push(0);\\nthis.morphTargetDictionary[this.geometry.morphTargets[c].name]=c}}}};THREE.Mesh.prototype=new THREE.Object3D;THREE.Mesh.prototype.constructor=THREE.Mesh;THREE.Mesh.prototype.supr=THREE.Object3D.prototype;THREE.Mesh.prototype.getMorphTargetIndexByName=function(a){if(this.morphTargetDictionary[a]!==void 0)return this.morphTargetDictionary[a];console.log(\\\\\\\"THREE.Mesh.getMorphTargetIndexByName: morph target \\\\\\\"+a+\\\\\\\" does not exist. Returning 0.\\\\\\\");return 0};\\nTHREE.Bone=function(a){THREE.Object3D.call(this);this.skin=a;this.skinMatrix=new THREE.Matrix4};THREE.Bone.prototype=new THREE.Object3D;THREE.Bone.prototype.constructor=THREE.Bone;THREE.Bone.prototype.supr=THREE.Object3D.prototype;\\nTHREE.Bone.prototype.update=function(a,b){this.matrixAutoUpdate&&(b=b|this.updateMatrix());if(b||this.matrixWorldNeedsUpdate){a?this.skinMatrix.multiply(a,this.matrix):this.skinMatrix.copy(this.matrix);this.matrixWorldNeedsUpdate=false;b=true}var c,d=this.children.length;for(c=0;c<d;c++)this.children[c].update(this.skinMatrix,b)};\\nTHREE.SkinnedMesh=function(a,b){THREE.Mesh.call(this,a,b);this.identityMatrix=new THREE.Matrix4;this.bones=[];this.boneMatrices=[];var c,d,e,f,g,h;if(this.geometry.bones!==void 0){for(c=0;c<this.geometry.bones.length;c++){e=this.geometry.bones[c];f=e.pos;g=e.rotq;h=e.scl;d=this.addBone();d.name=e.name;d.position.set(f[0],f[1],f[2]);d.quaternion.set(g[0],g[1],g[2],g[3]);d.useQuaternion=true;h!==void 0?d.scale.set(h[0],h[1],h[2]):d.scale.set(1,1,1)}for(c=0;c<this.bones.length;c++){e=this.geometry.bones[c];\\nd=this.bones[c];e.parent===-1?this.add(d):this.bones[e.parent].add(d)}this.boneMatrices=new Float32Array(16*this.bones.length);this.pose()}};THREE.SkinnedMesh.prototype=new THREE.Mesh;THREE.SkinnedMesh.prototype.constructor=THREE.SkinnedMesh;THREE.SkinnedMesh.prototype.addBone=function(a){a===void 0&&(a=new THREE.Bone(this));this.bones.push(a);return a};\\nTHREE.SkinnedMesh.prototype.updateMatrixWorld=function(a){this.matrixAutoUpdate&&this.updateMatrix();if(this.matrixWorldNeedsUpdate||a){this.parent?this.matrixWorld.multiply(this.parent.matrixWorld,this.matrix):this.matrixWorld.copy(this.matrix);this.matrixWorldNeedsUpdate=false}for(var a=0,b=this.children.length;a<b;a++){var c=this.children[a];c instanceof THREE.Bone?c.update(this.identityMatrix,false):c.updateMatrixWorld(true)}for(var b=this.bones.length,c=this.bones,d=this.boneMatrices,a=0;a<b;a++)c[a].skinMatrix.flattenToArrayOffset(d,\\na*16)};\\nTHREE.SkinnedMesh.prototype.pose=function(){this.updateMatrixWorld(true);for(var a,b=[],c=0;c<this.bones.length;c++){a=this.bones[c];var d=new THREE.Matrix4;d.getInverse(a.skinMatrix);b.push(d);a.skinMatrix.flattenToArrayOffset(this.boneMatrices,c*16)}if(this.geometry.skinVerticesA===void 0){this.geometry.skinVerticesA=[];this.geometry.skinVerticesB=[];for(a=0;a<this.geometry.skinIndices.length;a++){var c=this.geometry.vertices[a],e=this.geometry.skinIndices[a].x,f=this.geometry.skinIndices[a].y,d=\\nnew THREE.Vector3(c.x,c.y,c.z);this.geometry.skinVerticesA.push(b[e].multiplyVector3(d));d=new THREE.Vector3(c.x,c.y,c.z);this.geometry.skinVerticesB.push(b[f].multiplyVector3(d));if(this.geometry.skinWeights[a].x+this.geometry.skinWeights[a].y!==1){c=(1-(this.geometry.skinWeights[a].x+this.geometry.skinWeights[a].y))*0.5;this.geometry.skinWeights[a].x=this.geometry.skinWeights[a].x+c;this.geometry.skinWeights[a].y=this.geometry.skinWeights[a].y+c}}}};\\nTHREE.MorphAnimMesh=function(a,b){THREE.Mesh.call(this,a,b);this.duration=1E3;this.mirroredLoop=false;this.currentKeyframe=this.lastKeyframe=this.time=0;this.direction=1;this.directionBackwards=false;this.setFrameRange(0,this.geometry.morphTargets.length-1)};THREE.MorphAnimMesh.prototype=new THREE.Mesh;THREE.MorphAnimMesh.prototype.constructor=THREE.MorphAnimMesh;\\nTHREE.MorphAnimMesh.prototype.setFrameRange=function(a,b){this.startKeyframe=a;this.endKeyframe=b;this.length=this.endKeyframe-this.startKeyframe+1};THREE.MorphAnimMesh.prototype.setDirectionForward=function(){this.direction=1;this.directionBackwards=false};THREE.MorphAnimMesh.prototype.setDirectionBackward=function(){this.direction=-1;this.directionBackwards=true};\\nTHREE.MorphAnimMesh.prototype.parseAnimations=function(){var a=this.geometry;if(!a.animations)a.animations={};for(var b,c=a.animations,d=/([a-z]+)(\\\\d+)/,e=0,f=a.morphTargets.length;e<f;e++){var g=a.morphTargets[e].name.match(d);if(g&&g.length>1){g=g[1];c[g]||(c[g]={start:Infinity,end:-Infinity});var h=c[g];if(e<h.start)h.start=e;if(e>h.end)h.end=e;b||(b=g)}}a.firstAnimation=b};\\nTHREE.MorphAnimMesh.prototype.setAnimationLabel=function(a,b,c){if(!this.geometry.animations)this.geometry.animations={};this.geometry.animations[a]={start:b,end:c}};THREE.MorphAnimMesh.prototype.playAnimation=function(a,b){var c=this.geometry.animations[a];if(c){this.setFrameRange(c.start,c.end);this.duration=1E3*((c.end-c.start)/b);this.time=0}else console.warn(\\\\\\\"animation[\\\\\\\"+a+\\\\\\\"] undefined\\\\\\\")};\\nTHREE.MorphAnimMesh.prototype.updateAnimation=function(a){var b=this.duration/this.length;this.time=this.time+this.direction*a;if(this.mirroredLoop){if(this.time>this.duration||this.time<0){this.direction=this.direction*-1;if(this.time>this.duration){this.time=this.duration;this.directionBackwards=true}if(this.time<0){this.time=0;this.directionBackwards=false}}}else{this.time=this.time%this.duration;if(this.time<0)this.time=this.time+this.duration}a=this.startKeyframe+THREE.Math.clamp(Math.floor(this.time/\\nb),0,this.length-1);if(a!==this.currentKeyframe){this.morphTargetInfluences[this.lastKeyframe]=0;this.morphTargetInfluences[this.currentKeyframe]=1;this.morphTargetInfluences[a]=0;this.lastKeyframe=this.currentKeyframe;this.currentKeyframe=a}b=this.time%b/b;this.directionBackwards&&(b=1-b);this.morphTargetInfluences[this.currentKeyframe]=b;this.morphTargetInfluences[this.lastKeyframe]=1-b};THREE.Ribbon=function(a,b){THREE.Object3D.call(this);this.geometry=a;this.material=b};\\nTHREE.Ribbon.prototype=new THREE.Object3D;THREE.Ribbon.prototype.constructor=THREE.Ribbon;THREE.LOD=function(){THREE.Object3D.call(this);this.LODs=[]};THREE.LOD.prototype=new THREE.Object3D;THREE.LOD.prototype.constructor=THREE.LOD;THREE.LOD.prototype.supr=THREE.Object3D.prototype;THREE.LOD.prototype.addLevel=function(a,b){b===void 0&&(b=0);for(var b=Math.abs(b),c=0;c<this.LODs.length;c++)if(b<this.LODs[c].visibleAtDistance)break;this.LODs.splice(c,0,{visibleAtDistance:b,object3D:a});this.add(a)};\\nTHREE.LOD.prototype.update=function(a){if(this.LODs.length>1){a.matrixWorldInverse.getInverse(a.matrixWorld);a=a.matrixWorldInverse;a=-(a.elements[2]*this.matrixWorld.elements[12]+a.elements[6]*this.matrixWorld.elements[13]+a.elements[10]*this.matrixWorld.elements[14]+a.elements[14]);this.LODs[0].object3D.visible=true;for(var b=1;b<this.LODs.length;b++)if(a>=this.LODs[b].visibleAtDistance){this.LODs[b-1].object3D.visible=false;this.LODs[b].object3D.visible=true}else break;for(;b<this.LODs.length;b++)this.LODs[b].object3D.visible=\\nfalse}};\\nTHREE.Sprite=function(a){THREE.Object3D.call(this);this.color=a.color!==void 0?new THREE.Color(a.color):new THREE.Color(16777215);this.map=a.map!==void 0?a.map:new THREE.Texture;this.blending=a.blending!==void 0?a.blending:THREE.NormalBlending;this.blendSrc=a.blendSrc!==void 0?a.blendSrc:THREE.SrcAlphaFactor;this.blendDst=a.blendDst!==void 0?a.blendDst:THREE.OneMinusSrcAlphaFactor;this.blendEquation=a.blendEquation!==void 0?a.blendEquation:THREE.AddEquation;this.useScreenCoordinates=a.useScreenCoordinates!==void 0?\\na.useScreenCoordinates:true;this.mergeWith3D=a.mergeWith3D!==void 0?a.mergeWith3D:!this.useScreenCoordinates;this.affectedByDistance=a.affectedByDistance!==void 0?a.affectedByDistance:!this.useScreenCoordinates;this.scaleByViewport=a.scaleByViewport!==void 0?a.scaleByViewport:!this.affectedByDistance;this.alignment=a.alignment instanceof THREE.Vector2?a.alignment:THREE.SpriteAlignment.center;this.rotation3d=this.rotation;this.rotation=0;this.opacity=1;this.uvOffset=new THREE.Vector2(0,0);this.uvScale=\\nnew THREE.Vector2(1,1)};THREE.Sprite.prototype=new THREE.Object3D;THREE.Sprite.prototype.constructor=THREE.Sprite;THREE.Sprite.prototype.updateMatrix=function(){this.matrix.setPosition(this.position);this.rotation3d.set(0,0,this.rotation);this.matrix.setRotationFromEuler(this.rotation3d);if(this.scale.x!==1||this.scale.y!==1){this.matrix.scale(this.scale);this.boundRadiusScale=Math.max(this.scale.x,this.scale.y)}this.matrixWorldNeedsUpdate=true};THREE.SpriteAlignment={};\\nTHREE.SpriteAlignment.topLeft=new THREE.Vector2(1,-1);THREE.SpriteAlignment.topCenter=new THREE.Vector2(0,-1);THREE.SpriteAlignment.topRight=new THREE.Vector2(-1,-1);THREE.SpriteAlignment.centerLeft=new THREE.Vector2(1,0);THREE.SpriteAlignment.center=new THREE.Vector2(0,0);THREE.SpriteAlignment.centerRight=new THREE.Vector2(-1,0);THREE.SpriteAlignment.bottomLeft=new THREE.Vector2(1,1);THREE.SpriteAlignment.bottomCenter=new THREE.Vector2(0,1);\\nTHREE.SpriteAlignment.bottomRight=new THREE.Vector2(-1,1);THREE.Scene=function(){THREE.Object3D.call(this);this.overrideMaterial=this.fog=null;this.matrixAutoUpdate=false;this.__objects=[];this.__lights=[];this.__objectsAdded=[];this.__objectsRemoved=[]};THREE.Scene.prototype=new THREE.Object3D;THREE.Scene.prototype.constructor=THREE.Scene;\\nTHREE.Scene.prototype.__addObject=function(a){if(a instanceof THREE.Light)this.__lights.indexOf(a)===-1&&this.__lights.push(a);else if(!(a instanceof THREE.Camera||a instanceof THREE.Bone)&&this.__objects.indexOf(a)===-1){this.__objects.push(a);this.__objectsAdded.push(a);var b=this.__objectsRemoved.indexOf(a);b!==-1&&this.__objectsRemoved.splice(b,1)}for(b=0;b<a.children.length;b++)this.__addObject(a.children[b])};\\nTHREE.Scene.prototype.__removeObject=function(a){if(a instanceof THREE.Light){var b=this.__lights.indexOf(a);b!==-1&&this.__lights.splice(b,1)}else if(!(a instanceof THREE.Camera)){b=this.__objects.indexOf(a);if(b!==-1){this.__objects.splice(b,1);this.__objectsRemoved.push(a);b=this.__objectsAdded.indexOf(a);b!==-1&&this.__objectsAdded.splice(b,1)}}for(b=0;b<a.children.length;b++)this.__removeObject(a.children[b])};\\nTHREE.Fog=function(a,b,c){this.color=new THREE.Color(a);this.near=b!==void 0?b:1;this.far=c!==void 0?c:1E3};THREE.FogExp2=function(a,b){this.color=new THREE.Color(a);this.density=b!==void 0?b:2.5E-4};\\nTHREE.DOMRenderer=function(){console.log(\\\\\\\"THREE.DOMRenderer\\\\\\\",THREE.REVISION);var a,b,c,d,e,f,g,h=new THREE.Projector;g=function(a){for(var b=document.documentElement,c=0;c<a.length;c++)if(typeof b.style[a[c]]===\\\\\\\"string\\\\\\\")return a[c];return null}([\\\\\\\"transform\\\\\\\",\\\\\\\"MozTransform\\\\\\\",\\\\\\\"WebkitTransform\\\\\\\",\\\\\\\"msTransform\\\\\\\",\\\\\\\"OTransform\\\\\\\"]);this.domElement=document.createElement(\\\\\\\"div\\\\\\\");this.setSize=function(a,b){c=a;d=b;e=c/2;f=d/2};this.render=function(c,d){var k,p,m,o,q,n;a=h.projectScene(c,d);b=a.elements;k=0;for(p=\\nb.length;k<p;k++){m=b[k];if(m instanceof THREE.RenderableParticle&&m.material instanceof THREE.ParticleDOMMaterial){o=m.material.domElement;q=m.x*e+e-(o.offsetWidth>>1);n=m.y*f+f-(o.offsetHeight>>1);o.style.left=q+\\\\\\\"px\\\\\\\";o.style.top=n+\\\\\\\"px\\\\\\\";o.style.zIndex=Math.abs(Math.floor((1-m.z)*d.far/d.near));g&&(o.style[g]=\\\\\\\"scale(\\\\\\\"+m.scale.x*e+\\\\\\\",\\\\\\\"+m.scale.y*f+\\\\\\\")\\\\\\\")}}}};\\nTHREE.CanvasRenderer=function(a){function b(a){if(t!=a)n.globalAlpha=t=a}function c(a){if(y!=a){switch(a){case THREE.NormalBlending:n.globalCompositeOperation=\\\\\\\"source-over\\\\\\\";break;case THREE.AdditiveBlending:n.globalCompositeOperation=\\\\\\\"lighter\\\\\\\"}y=a}}function d(a){if(s!=a)n.strokeStyle=s=a}function e(a){if(w!=a)n.fillStyle=w=a}console.log(\\\\\\\"THREE.CanvasRenderer\\\\\\\",THREE.REVISION);var a=a||{},f=this,g,h,j,l=new THREE.Projector,k=a.canvas!==void 0?a.canvas:document.createElement(\\\\\\\"canvas\\\\\\\"),p,m,o,q,n=k.getContext(\\\\\\\"2d\\\\\\\"),\\nr=new THREE.Color(0),u=0,t=1,y=0,s=null,w=null,H=null,E=null,z=null,v,A,J,K,R=new THREE.RenderableVertex,P=new THREE.RenderableVertex,D,M,G,i,T,U,C,Y,F,ea,fa,ia,O=new THREE.Color,Q=new THREE.Color,Z=new THREE.Color,$=new THREE.Color,ha=new THREE.Color,Ma=[],Ka=[],Ra,La,Sa,Na,Kb,lb,gb,Lb,hb,Cb,Wa=new THREE.Rectangle,Ba=new THREE.Rectangle,xa=new THREE.Rectangle,$a=false,aa=new THREE.Color,Ta=new THREE.Color,Qa=new THREE.Color,oa=new THREE.Vector3,ib,Db,Sc,ab,pc,Bc,a=16;ib=document.createElement(\\\\\\\"canvas\\\\\\\");\\nib.width=ib.height=2;Db=ib.getContext(\\\\\\\"2d\\\\\\\");Db.fillStyle=\\\\\\\"rgba(0,0,0,1)\\\\\\\";Db.fillRect(0,0,2,2);Sc=Db.getImageData(0,0,2,2);ab=Sc.data;pc=document.createElement(\\\\\\\"canvas\\\\\\\");pc.width=pc.height=a;Bc=pc.getContext(\\\\\\\"2d\\\\\\\");Bc.translate(-a/2,-a/2);Bc.scale(a,a);a--;this.domElement=k;this.sortElements=this.sortObjects=this.autoClear=true;this.info={render:{vertices:0,faces:0}};this.setSize=function(a,b){p=a;m=b;o=Math.floor(p/2);q=Math.floor(m/2);k.width=p;k.height=m;Wa.set(-o,-q,o,q);Ba.set(-o,-q,o,q);t=1;y=\\n0;z=E=H=w=s=null};this.setClearColor=function(a,b){r.copy(a);u=b!==void 0?b:1;Ba.set(-o,-q,o,q)};this.setClearColorHex=function(a,b){r.setHex(a);u=b!==void 0?b:1;Ba.set(-o,-q,o,q)};this.clear=function(){n.setTransform(1,0,0,-1,o,q);if(!Ba.isEmpty()){Ba.minSelf(Wa);Ba.inflate(2);u<1&&n.clearRect(Math.floor(Ba.getX()),Math.floor(Ba.getY()),Math.floor(Ba.getWidth()),Math.floor(Ba.getHeight()));if(u>0){c(THREE.NormalBlending);b(1);e(\\\\\\\"rgba(\\\\\\\"+Math.floor(r.r*255)+\\\\\\\",\\\\\\\"+Math.floor(r.g*255)+\\\\\\\",\\\\\\\"+Math.floor(r.b*\\n255)+\\\\\\\",\\\\\\\"+u+\\\\\\\")\\\\\\\");n.fillRect(Math.floor(Ba.getX()),Math.floor(Ba.getY()),Math.floor(Ba.getWidth()),Math.floor(Ba.getHeight()))}Ba.empty()}};this.render=function(a,k){function m(a){var b,c,d,e;aa.setRGB(0,0,0);Ta.setRGB(0,0,0);Qa.setRGB(0,0,0);b=0;for(c=a.length;b<c;b++){d=a[b];e=d.color;if(d instanceof THREE.AmbientLight){aa.r=aa.r+e.r;aa.g=aa.g+e.g;aa.b=aa.b+e.b}else if(d instanceof THREE.DirectionalLight){Ta.r=Ta.r+e.r;Ta.g=Ta.g+e.g;Ta.b=Ta.b+e.b}else if(d instanceof THREE.PointLight){Qa.r=Qa.r+e.r;\\nQa.g=Qa.g+e.g;Qa.b=Qa.b+e.b}}}function p(a,b,c,d){var e,f,g,i,h,j;e=0;for(f=a.length;e<f;e++){g=a[e];i=g.color;if(g instanceof THREE.DirectionalLight){h=g.matrixWorld.getPosition();j=c.dot(h);if(!(j<=0)){j=j*g.intensity;d.r=d.r+i.r*j;d.g=d.g+i.g*j;d.b=d.b+i.b*j}}else if(g instanceof THREE.PointLight){h=g.matrixWorld.getPosition();j=c.dot(oa.sub(h,b).normalize());if(!(j<=0)){j=j*(g.distance==0?1:1-Math.min(b.distanceTo(h)/g.distance,1));if(j!=0){j=j*g.intensity;d.r=d.r+i.r*j;d.g=d.g+i.g*j;d.b=d.b+\\ni.b*j}}}}}function r(a,f,g){b(g.opacity);c(g.blending);var i,h,j,k,l,m;if(g instanceof THREE.ParticleBasicMaterial){if(g.map){k=g.map.image;l=k.width>>1;m=k.height>>1;g=f.scale.x*o;j=f.scale.y*q;i=g*l;h=j*m;xa.set(a.x-i,a.y-h,a.x+i,a.y+h);if(Wa.intersects(xa)){n.save();n.translate(a.x,a.y);n.rotate(-f.rotation);n.scale(g,-j);n.translate(-l,-m);n.drawImage(k,0,0);n.restore()}}}else if(g instanceof THREE.ParticleCanvasMaterial){i=f.scale.x*o;h=f.scale.y*q;xa.set(a.x-i,a.y-h,a.x+i,a.y+h);if(Wa.intersects(xa)){d(g.color.getContextStyle());\\ne(g.color.getContextStyle());n.save();n.translate(a.x,a.y);n.rotate(-f.rotation);n.scale(i,h);g.program(n);n.restore()}}}function s(a,e,f,g){b(g.opacity);c(g.blending);n.beginPath();n.moveTo(a.positionScreen.x,a.positionScreen.y);n.lineTo(e.positionScreen.x,e.positionScreen.y);n.closePath();if(g instanceof THREE.LineBasicMaterial){a=g.linewidth;if(H!=a)n.lineWidth=H=a;a=g.linecap;if(E!=a)n.lineCap=E=a;a=g.linejoin;if(z!=a)n.lineJoin=z=a;d(g.color.getContextStyle());n.stroke();xa.inflate(g.linewidth*\\n2)}}function t(a,d,e,g,h,l,m,n){f.info.render.vertices=f.info.render.vertices+3;f.info.render.faces++;b(n.opacity);c(n.blending);D=a.positionScreen.x;M=a.positionScreen.y;G=d.positionScreen.x;i=d.positionScreen.y;T=e.positionScreen.x;U=e.positionScreen.y;w(D,M,G,i,T,U);if(n instanceof THREE.MeshBasicMaterial)if(n.map){if(n.map.mapping instanceof 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if(m instanceof THREE.MeshNormalMaterial){O.r=hc(n.normalWorld.x);O.g=hc(n.normalWorld.y);O.b=hc(n.normalWorld.z);y(D,M,G,i,T,U,C,\\nY);m.wireframe?Mb(O,m.wireframeLinewidth,m.wireframeLinecap,m.wireframeLinejoin):Eb(O)}else if(m instanceof THREE.MeshDepthMaterial){Ra=k.near;La=k.far;Q.r=Q.g=Q.b=1-ac(a.positionScreen.z,Ra,La);Z.r=Z.g=Z.b=1-ac(d.positionScreen.z,Ra,La);$.r=$.g=$.b=1-ac(g.positionScreen.z,Ra,La);ha.r=ha.g=ha.b=1-ac(e.positionScreen.z,Ra,La);Sa=Cc(Q,Z,$,ha);w(D,M,G,i,C,Y);gc(D,M,G,i,C,Y,0,0,1,0,0,1,Sa);w(F,ea,T,U,fa,ia);gc(F,ea,T,U,fa,ia,1,0,1,1,0,1,Sa)}}}function w(a,b,c,d,e,f){n.beginPath();n.moveTo(a,b);n.lineTo(c,\\nd);n.lineTo(e,f);n.lineTo(a,b);n.closePath()}function y(a,b,c,d,e,f,g,i){n.beginPath();n.moveTo(a,b);n.lineTo(c,d);n.lineTo(e,f);n.lineTo(g,i);n.lineTo(a,b);n.closePath()}function Mb(a,b,c,e){if(H!=b)n.lineWidth=H=b;if(E!=c)n.lineCap=E=c;if(z!=e)n.lineJoin=z=e;d(a.getContextStyle());n.stroke();xa.inflate(b*2)}function Eb(a){e(a.getContextStyle());n.fill()}function ad(a,b,c,d,f,g,i,h,j,k,l,m,p){if(p.image.width!=0){if(p.needsUpdate==true||Ma[p.id]==void 0){var o=p.wrapS==THREE.RepeatWrapping,q=p.wrapT==\\nTHREE.RepeatWrapping;Ma[p.id]=n.createPattern(p.image,o&&q?\\\\\\\"repeat\\\\\\\":o&&!q?\\\\\\\"repeat-x\\\\\\\":!o&&q?\\\\\\\"repeat-y\\\\\\\":\\\\\\\"no-repeat\\\\\\\");p.needsUpdate=false}e(Ma[p.id]);var o=p.offset.x/p.repeat.x,q=p.offset.y/p.repeat.y,Db=p.image.width*p.repeat.x,r=p.image.height*p.repeat.y,i=(i+o)*Db,h=(h+q)*r,c=c-a,d=d-b,f=f-a,g=g-b,j=(j+o)*Db-i,k=(k+q)*r-h,l=(l+o)*Db-i,m=(m+q)*r-h,o=j*m-l*k;if(o==0){if(Ka[p.id]===void 0){b=document.createElement(\\\\\\\"canvas\\\\\\\");b.width=p.image.width;b.height=p.image.height;b=b.getContext(\\\\\\\"2d\\\\\\\");b.drawImage(p.image,\\n0,0);Ka[p.id]=b.getImageData(0,0,p.image.width,p.image.height).data}b=Ka[p.id];i=(Math.floor(i)+Math.floor(h)*p.image.width)*4;O.setRGB(b[i]/255,b[i+1]/255,b[i+2]/255);Eb(O)}else{o=1/o;p=(m*c-k*f)*o;k=(m*d-k*g)*o;c=(j*f-l*c)*o;d=(j*g-l*d)*o;a=a-p*i-c*h;i=b-k*i-d*h;n.save();n.transform(p,k,c,d,a,i);n.fill();n.restore()}}}function gc(a,b,c,d,e,f,g,i,h,j,k,l,m){var p,o;p=m.width-1;o=m.height-1;g=g*p;i=i*o;c=c-a;d=d-b;e=e-a;f=f-b;h=h*p-g;j=j*o-i;k=k*p-g;l=l*o-i;o=1/(h*l-k*j);p=(l*c-j*e)*o;j=(l*d-j*f)*\\no;c=(h*e-k*c)*o;d=(h*f-k*d)*o;a=a-p*g-c*i;b=b-j*g-d*i;n.save();n.transform(p,j,c,d,a,b);n.clip();n.drawImage(m,0,0);n.restore()}function Cc(a,b,c,d){var e=~~(a.r*255),f=~~(a.g*255),a=~~(a.b*255),g=~~(b.r*255),i=~~(b.g*255),b=~~(b.b*255),h=~~(c.r*255),j=~~(c.g*255),c=~~(c.b*255),k=~~(d.r*255),l=~~(d.g*255),d=~~(d.b*255);ab[0]=e<0?0:e>255?255:e;ab[1]=f<0?0:f>255?255:f;ab[2]=a<0?0:a>255?255:a;ab[4]=g<0?0:g>255?255:g;ab[5]=i<0?0:i>255?255:i;ab[6]=b<0?0:b>255?255:b;ab[8]=h<0?0:h>255?255:h;ab[9]=j<0?0:\\nj>255?255:j;ab[10]=c<0?0:c>255?255:c;ab[12]=k<0?0:k>255?255:k;ab[13]=l<0?0:l>255?255:l;ab[14]=d<0?0:d>255?255:d;Db.putImageData(Sc,0,0);Bc.drawImage(ib,0,0);return pc}function ac(a,b,c){a=(a-b)/(c-b);return a*a*(3-2*a)}function hc(a){a=(a+1)*0.5;return a<0?0:a>1?1:a}function Nb(a,b){var c=b.x-a.x,d=b.y-a.y,e=c*c+d*d;if(e!=0){e=1/Math.sqrt(e);c=c*e;d=d*e;b.x=b.x+c;b.y=b.y+d;a.x=a.x-c;a.y=a.y-d}}var Dc,bd,Ha,eb;this.autoClear?this.clear():n.setTransform(1,0,0,-1,o,q);f.info.render.vertices=0;f.info.render.faces=\\n0;g=l.projectScene(a,k,this.sortElements);h=g.elements;j=g.lights;($a=j.length>0)&&m(j);Dc=0;for(bd=h.length;Dc<bd;Dc++){Ha=h[Dc];eb=Ha.material;eb=eb instanceof THREE.MeshFaceMaterial?Ha.faceMaterial:eb;if(!(eb===void 0||eb.visible===false)){xa.empty();if(Ha instanceof THREE.RenderableParticle){v=Ha;v.x=v.x*o;v.y=v.y*q;r(v,Ha,eb,a)}else if(Ha instanceof THREE.RenderableLine){v=Ha.v1;A=Ha.v2;v.positionScreen.x=v.positionScreen.x*o;v.positionScreen.y=v.positionScreen.y*q;A.positionScreen.x=A.positionScreen.x*\\no;A.positionScreen.y=A.positionScreen.y*q;xa.addPoint(v.positionScreen.x,v.positionScreen.y);xa.addPoint(A.positionScreen.x,A.positionScreen.y);Wa.intersects(xa)&&s(v,A,Ha,eb,a)}else if(Ha instanceof THREE.RenderableFace3){v=Ha.v1;A=Ha.v2;J=Ha.v3;v.positionScreen.x=v.positionScreen.x*o;v.positionScreen.y=v.positionScreen.y*q;A.positionScreen.x=A.positionScreen.x*o;A.positionScreen.y=A.positionScreen.y*q;J.positionScreen.x=J.positionScreen.x*o;J.positionScreen.y=J.positionScreen.y*q;if(eb.overdraw){Nb(v.positionScreen,\\nA.positionScreen);Nb(A.positionScreen,J.positionScreen);Nb(J.positionScreen,v.positionScreen)}xa.add3Points(v.positionScreen.x,v.positionScreen.y,A.positionScreen.x,A.positionScreen.y,J.positionScreen.x,J.positionScreen.y);Wa.intersects(xa)&&t(v,A,J,0,1,2,Ha,eb,a)}else if(Ha instanceof THREE.RenderableFace4){v=Ha.v1;A=Ha.v2;J=Ha.v3;K=Ha.v4;v.positionScreen.x=v.positionScreen.x*o;v.positionScreen.y=v.positionScreen.y*q;A.positionScreen.x=A.positionScreen.x*o;A.positionScreen.y=A.positionScreen.y*q;\\nJ.positionScreen.x=J.positionScreen.x*o;J.positionScreen.y=J.positionScreen.y*q;K.positionScreen.x=K.positionScreen.x*o;K.positionScreen.y=K.positionScreen.y*q;R.positionScreen.copy(A.positionScreen);P.positionScreen.copy(K.positionScreen);if(eb.overdraw){Nb(v.positionScreen,A.positionScreen);Nb(A.positionScreen,K.positionScreen);Nb(K.positionScreen,v.positionScreen);Nb(J.positionScreen,R.positionScreen);Nb(J.positionScreen,P.positionScreen)}xa.addPoint(v.positionScreen.x,v.positionScreen.y);xa.addPoint(A.positionScreen.x,\\nA.positionScreen.y);xa.addPoint(J.positionScreen.x,J.positionScreen.y);xa.addPoint(K.positionScreen.x,K.positionScreen.y);Wa.intersects(xa)&&u(v,A,J,K,R,P,Ha,eb,a)}Ba.addRectangle(xa)}}n.setTransform(1,0,0,1,0,0)}};\\nTHREE.SVGRenderer=function(){function a(a,b,c,d){var e,f,g,h,j,k;e=0;for(f=a.length;e<f;e++){g=a[e];h=g.color;if(g instanceof THREE.DirectionalLight){j=g.matrixWorld.getPosition();k=c.dot(j);if(!(k<=0)){k=k*g.intensity;d.r=d.r+h.r*k;d.g=d.g+h.g*k;d.b=d.b+h.b*k}}else if(g instanceof THREE.PointLight){j=g.matrixWorld.getPosition();k=c.dot(v.sub(j,b).normalize());if(!(k<=0)){k=k*(g.distance==0?1:1-Math.min(b.distanceTo(j)/g.distance,1));if(k!=0){k=k*g.intensity;d.r=d.r+h.r*k;d.g=d.g+h.g*k;d.b=d.b+h.b*\\nk}}}}}function b(a){if(A[a]==null){A[a]=document.createElementNS(\\\\\\\"http://www.w3.org/2000/svg\\\\\\\",\\\\\\\"path\\\\\\\");D==0&&A[a].setAttribute(\\\\\\\"shape-rendering\\\\\\\",\\\\\\\"crispEdges\\\\\\\")}return A[a]}function c(a){a=(a+1)*0.5;return a<0?0:a>1?1:a}console.log(\\\\\\\"THREE.SVGRenderer\\\\\\\",THREE.REVISION);var d=this,e,f,g,h=new THREE.Projector,j=document.createElementNS(\\\\\\\"http://www.w3.org/2000/svg\\\\\\\",\\\\\\\"svg\\\\\\\"),l,k,p,m,o,q,n,r,u=new THREE.Rectangle,t=new THREE.Rectangle,y=false,s=new THREE.Color,w=new THREE.Color,H=new THREE.Color,E=new THREE.Color,\\nz,v=new THREE.Vector3,A=[],J=[],K,R,P,D=1;this.domElement=j;this.sortElements=this.sortObjects=this.autoClear=true;this.info={render:{vertices:0,faces:0}};this.setQuality=function(a){switch(a){case \\\\\\\"high\\\\\\\":D=1;break;case \\\\\\\"low\\\\\\\":D=0}};this.setSize=function(a,b){l=a;k=b;p=l/2;m=k/2;j.setAttribute(\\\\\\\"viewBox\\\\\\\",-p+\\\\\\\" \\\\\\\"+-m+\\\\\\\" \\\\\\\"+l+\\\\\\\" \\\\\\\"+k);j.setAttribute(\\\\\\\"width\\\\\\\",l);j.setAttribute(\\\\\\\"height\\\\\\\",k);u.set(-p,-m,p,m)};this.clear=function(){for(;j.childNodes.length>0;)j.removeChild(j.childNodes[0])};this.render=function(k,\\nl){var i,v,A,C;this.autoClear&&this.clear();d.info.render.vertices=0;d.info.render.faces=0;e=h.projectScene(k,l,this.sortElements);f=e.elements;g=e.lights;P=R=0;if(y=g.length>0){w.setRGB(0,0,0);H.setRGB(0,0,0);E.setRGB(0,0,0);i=0;for(v=g.length;i<v;i++){C=g[i];A=C.color;if(C instanceof THREE.AmbientLight){w.r=w.r+A.r;w.g=w.g+A.g;w.b=w.b+A.b}else if(C instanceof THREE.DirectionalLight){H.r=H.r+A.r;H.g=H.g+A.g;H.b=H.b+A.b}else if(C instanceof THREE.PointLight){E.r=E.r+A.r;E.g=E.g+A.g;E.b=E.b+A.b}}}i=\\n0;for(v=f.length;i<v;i++){A=f[i];C=A.material;C=C instanceof THREE.MeshFaceMaterial?A.faceMaterial:C;if(!(C===void 0||C.visible===false)){t.empty();if(A instanceof THREE.RenderableParticle){o=A;o.x=o.x*p;o.y=o.y*-m}else if(A instanceof THREE.RenderableLine){o=A.v1;q=A.v2;o.positionScreen.x=o.positionScreen.x*p;o.positionScreen.y=o.positionScreen.y*-m;q.positionScreen.x=q.positionScreen.x*p;q.positionScreen.y=q.positionScreen.y*-m;t.addPoint(o.positionScreen.x,o.positionScreen.y);t.addPoint(q.positionScreen.x,\\nq.positionScreen.y);if(u.intersects(t)){A=o;var Y=q,F=P++;if(J[F]==null){J[F]=document.createElementNS(\\\\\\\"http://www.w3.org/2000/svg\\\\\\\",\\\\\\\"line\\\\\\\");D==0&&J[F].setAttribute(\\\\\\\"shape-rendering\\\\\\\",\\\\\\\"crispEdges\\\\\\\")}K=J[F];K.setAttribute(\\\\\\\"x1\\\\\\\",A.positionScreen.x);K.setAttribute(\\\\\\\"y1\\\\\\\",A.positionScreen.y);K.setAttribute(\\\\\\\"x2\\\\\\\",Y.positionScreen.x);K.setAttribute(\\\\\\\"y2\\\\\\\",Y.positionScreen.y);if(C instanceof THREE.LineBasicMaterial){K.setAttribute(\\\\\\\"style\\\\\\\",\\\\\\\"fill: none; stroke: \\\\\\\"+C.color.getContextStyle()+\\\\\\\"; stroke-width: \\\\\\\"+C.linewidth+\\n\\\\\\\"; stroke-opacity: \\\\\\\"+C.opacity+\\\\\\\"; stroke-linecap: \\\\\\\"+C.linecap+\\\\\\\"; stroke-linejoin: \\\\\\\"+C.linejoin);j.appendChild(K)}}}else if(A instanceof THREE.RenderableFace3){o=A.v1;q=A.v2;n=A.v3;o.positionScreen.x=o.positionScreen.x*p;o.positionScreen.y=o.positionScreen.y*-m;q.positionScreen.x=q.positionScreen.x*p;q.positionScreen.y=q.positionScreen.y*-m;n.positionScreen.x=n.positionScreen.x*p;n.positionScreen.y=n.positionScreen.y*-m;t.addPoint(o.positionScreen.x,o.positionScreen.y);t.addPoint(q.positionScreen.x,\\nq.positionScreen.y);t.addPoint(n.positionScreen.x,n.positionScreen.y);if(u.intersects(t)){var Y=o,F=q,ea=n;d.info.render.vertices=d.info.render.vertices+3;d.info.render.faces++;K=b(R++);K.setAttribute(\\\\\\\"d\\\\\\\",\\\\\\\"M \\\\\\\"+Y.positionScreen.x+\\\\\\\" \\\\\\\"+Y.positionScreen.y+\\\\\\\" L \\\\\\\"+F.positionScreen.x+\\\\\\\" \\\\\\\"+F.positionScreen.y+\\\\\\\" L \\\\\\\"+ea.positionScreen.x+\\\\\\\",\\\\\\\"+ea.positionScreen.y+\\\\\\\"z\\\\\\\");if(C instanceof THREE.MeshBasicMaterial)s.copy(C.color);else if(C instanceof THREE.MeshLambertMaterial)if(y){s.r=w.r;s.g=w.g;s.b=w.b;a(g,A.centroidWorld,\\nA.normalWorld,s);s.r=Math.max(0,Math.min(C.color.r*s.r,1));s.g=Math.max(0,Math.min(C.color.g*s.g,1));s.b=Math.max(0,Math.min(C.color.b*s.b,1))}else s.copy(C.color);else if(C instanceof THREE.MeshDepthMaterial){z=1-C.__2near/(C.__farPlusNear-A.z*C.__farMinusNear);s.setRGB(z,z,z)}else C instanceof THREE.MeshNormalMaterial&&s.setRGB(c(A.normalWorld.x),c(A.normalWorld.y),c(A.normalWorld.z));C.wireframe?K.setAttribute(\\\\\\\"style\\\\\\\",\\\\\\\"fill: none; stroke: \\\\\\\"+s.getContextStyle()+\\\\\\\"; stroke-width: \\\\\\\"+C.wireframeLinewidth+\\n\\\\\\\"; stroke-opacity: \\\\\\\"+C.opacity+\\\\\\\"; stroke-linecap: \\\\\\\"+C.wireframeLinecap+\\\\\\\"; stroke-linejoin: \\\\\\\"+C.wireframeLinejoin):K.setAttribute(\\\\\\\"style\\\\\\\",\\\\\\\"fill: \\\\\\\"+s.getContextStyle()+\\\\\\\"; fill-opacity: \\\\\\\"+C.opacity);j.appendChild(K)}}else if(A instanceof THREE.RenderableFace4){o=A.v1;q=A.v2;n=A.v3;r=A.v4;o.positionScreen.x=o.positionScreen.x*p;o.positionScreen.y=o.positionScreen.y*-m;q.positionScreen.x=q.positionScreen.x*p;q.positionScreen.y=q.positionScreen.y*-m;n.positionScreen.x=n.positionScreen.x*p;n.positionScreen.y=\\nn.positionScreen.y*-m;r.positionScreen.x=r.positionScreen.x*p;r.positionScreen.y=r.positionScreen.y*-m;t.addPoint(o.positionScreen.x,o.positionScreen.y);t.addPoint(q.positionScreen.x,q.positionScreen.y);t.addPoint(n.positionScreen.x,n.positionScreen.y);t.addPoint(r.positionScreen.x,r.positionScreen.y);if(u.intersects(t)){var Y=o,F=q,ea=n,fa=r;d.info.render.vertices=d.info.render.vertices+4;d.info.render.faces++;K=b(R++);K.setAttribute(\\\\\\\"d\\\\\\\",\\\\\\\"M \\\\\\\"+Y.positionScreen.x+\\\\\\\" \\\\\\\"+Y.positionScreen.y+\\\\\\\" L \\\\\\\"+F.positionScreen.x+\\n\\\\\\\" \\\\\\\"+F.positionScreen.y+\\\\\\\" L \\\\\\\"+ea.positionScreen.x+\\\\\\\",\\\\\\\"+ea.positionScreen.y+\\\\\\\" L \\\\\\\"+fa.positionScreen.x+\\\\\\\",\\\\\\\"+fa.positionScreen.y+\\\\\\\"z\\\\\\\");if(C instanceof THREE.MeshBasicMaterial)s.copy(C.color);else if(C instanceof THREE.MeshLambertMaterial)if(y){s.r=w.r;s.g=w.g;s.b=w.b;a(g,A.centroidWorld,A.normalWorld,s);s.r=Math.max(0,Math.min(C.color.r*s.r,1));s.g=Math.max(0,Math.min(C.color.g*s.g,1));s.b=Math.max(0,Math.min(C.color.b*s.b,1))}else s.copy(C.color);else if(C instanceof THREE.MeshDepthMaterial){z=1-C.__2near/\\n(C.__farPlusNear-A.z*C.__farMinusNear);s.setRGB(z,z,z)}else C instanceof THREE.MeshNormalMaterial&&s.setRGB(c(A.normalWorld.x),c(A.normalWorld.y),c(A.normalWorld.z));C.wireframe?K.setAttribute(\\\\\\\"style\\\\\\\",\\\\\\\"fill: none; stroke: \\\\\\\"+s.getContextStyle()+\\\\\\\"; stroke-width: \\\\\\\"+C.wireframeLinewidth+\\\\\\\"; stroke-opacity: \\\\\\\"+C.opacity+\\\\\\\"; stroke-linecap: \\\\\\\"+C.wireframeLinecap+\\\\\\\"; stroke-linejoin: \\\\\\\"+C.wireframeLinejoin):K.setAttribute(\\\\\\\"style\\\\\\\",\\\\\\\"fill: \\\\\\\"+s.getContextStyle()+\\\\\\\"; fill-opacity: \\\\\\\"+C.opacity);j.appendChild(K)}}}}}};\\nTHREE.ShaderChunk={fog_pars_fragment:\\\\\\\"#ifdef USE_FOG\\\\nuniform vec3 fogColor;\\\\n#ifdef FOG_EXP2\\\\nuniform float fogDensity;\\\\n#else\\\\nuniform float fogNear;\\\\nuniform float fogFar;\\\\n#endif\\\\n#endif\\\\\\\",fog_fragment:\\\\\\\"#ifdef USE_FOG\\\\nfloat depth = gl_FragCoord.z / gl_FragCoord.w;\\\\n#ifdef FOG_EXP2\\\\nconst float LOG2 = 1.442695;\\\\nfloat fogFactor = exp2( - fogDensity * fogDensity * depth * depth * LOG2 );\\\\nfogFactor = 1.0 - clamp( fogFactor, 0.0, 1.0 );\\\\n#else\\\\nfloat fogFactor = smoothstep( fogNear, fogFar, depth );\\\\n#endif\\\\ngl_FragColor = mix( gl_FragColor, vec4( fogColor, gl_FragColor.w ), fogFactor );\\\\n#endif\\\\\\\",\\nenvmap_pars_fragment:\\\\\\\"#ifdef USE_ENVMAP\\\\nvarying vec3 vReflect;\\\\nuniform float reflectivity;\\\\nuniform samplerCube envMap;\\\\nuniform float flipEnvMap;\\\\nuniform int combine;\\\\n#endif\\\\\\\",envmap_fragment:\\\\\\\"#ifdef USE_ENVMAP\\\\n#ifdef DOUBLE_SIDED\\\\nfloat flipNormal = ( -1.0 + 2.0 * float( gl_FrontFacing ) );\\\\nvec4 cubeColor = textureCube( envMap, flipNormal * vec3( flipEnvMap * vReflect.x, vReflect.yz ) );\\\\n#else\\\\nvec4 cubeColor = textureCube( envMap, vec3( flipEnvMap * vReflect.x, vReflect.yz ) );\\\\n#endif\\\\n#ifdef GAMMA_INPUT\\\\ncubeColor.xyz *= cubeColor.xyz;\\\\n#endif\\\\nif ( combine == 1 ) {\\\\ngl_FragColor.xyz = mix( gl_FragColor.xyz, cubeColor.xyz, reflectivity );\\\\n} else {\\\\ngl_FragColor.xyz = gl_FragColor.xyz * cubeColor.xyz;\\\\n}\\\\n#endif\\\\\\\",\\nenvmap_pars_vertex:\\\\\\\"#ifdef USE_ENVMAP\\\\nvarying vec3 vReflect;\\\\nuniform float refractionRatio;\\\\nuniform bool useRefract;\\\\n#endif\\\\\\\",envmap_vertex:\\\\\\\"#ifdef USE_ENVMAP\\\\nvec4 mPosition = objectMatrix * vec4( position, 1.0 );\\\\nvec3 nWorld = mat3( objectMatrix[ 0 ].xyz, objectMatrix[ 1 ].xyz, objectMatrix[ 2 ].xyz ) * normal;\\\\nif ( useRefract ) {\\\\nvReflect = refract( normalize( mPosition.xyz - cameraPosition ), normalize( nWorld.xyz ), refractionRatio );\\\\n} else {\\\\nvReflect = reflect( normalize( mPosition.xyz - cameraPosition ), normalize( nWorld.xyz ) );\\\\n}\\\\n#endif\\\\\\\",\\nmap_particle_pars_fragment:\\\\\\\"#ifdef USE_MAP\\\\nuniform sampler2D map;\\\\n#endif\\\\\\\",map_particle_fragment:\\\\\\\"#ifdef USE_MAP\\\\ngl_FragColor = gl_FragColor * texture2D( map, gl_PointCoord );\\\\n#endif\\\\\\\",map_pars_vertex:\\\\\\\"#ifdef USE_MAP\\\\nvarying vec2 vUv;\\\\nuniform vec4 offsetRepeat;\\\\n#endif\\\\\\\",map_pars_fragment:\\\\\\\"#ifdef USE_MAP\\\\nvarying vec2 vUv;\\\\nuniform sampler2D map;\\\\n#endif\\\\\\\",map_vertex:\\\\\\\"#ifdef USE_MAP\\\\nvUv = uv * offsetRepeat.zw + offsetRepeat.xy;\\\\n#endif\\\\\\\",map_fragment:\\\\\\\"#ifdef USE_MAP\\\\n#ifdef GAMMA_INPUT\\\\nvec4 texelColor = texture2D( map, vUv );\\\\ntexelColor.xyz *= texelColor.xyz;\\\\ngl_FragColor = gl_FragColor * texelColor;\\\\n#else\\\\ngl_FragColor = gl_FragColor * texture2D( map, vUv );\\\\n#endif\\\\n#endif\\\\\\\",\\nlightmap_pars_fragment:\\\\\\\"#ifdef USE_LIGHTMAP\\\\nvarying vec2 vUv2;\\\\nuniform sampler2D lightMap;\\\\n#endif\\\\\\\",lightmap_pars_vertex:\\\\\\\"#ifdef USE_LIGHTMAP\\\\nvarying vec2 vUv2;\\\\n#endif\\\\\\\",lightmap_fragment:\\\\\\\"#ifdef USE_LIGHTMAP\\\\ngl_FragColor = gl_FragColor * texture2D( lightMap, vUv2 );\\\\n#endif\\\\\\\",lightmap_vertex:\\\\\\\"#ifdef USE_LIGHTMAP\\\\nvUv2 = uv2;\\\\n#endif\\\\\\\",lights_lambert_pars_vertex:\\\\\\\"uniform vec3 ambient;\\\\nuniform vec3 diffuse;\\\\nuniform vec3 emissive;\\\\nuniform vec3 ambientLightColor;\\\\n#if MAX_DIR_LIGHTS > 0\\\\nuniform vec3 directionalLightColor[ MAX_DIR_LIGHTS ];\\\\nuniform vec3 directionalLightDirection[ MAX_DIR_LIGHTS ];\\\\n#endif\\\\n#if MAX_POINT_LIGHTS > 0\\\\nuniform vec3 pointLightColor[ MAX_POINT_LIGHTS ];\\\\nuniform vec3 pointLightPosition[ MAX_POINT_LIGHTS ];\\\\nuniform float pointLightDistance[ MAX_POINT_LIGHTS ];\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\nuniform vec3 spotLightColor[ MAX_SPOT_LIGHTS ];\\\\nuniform vec3 spotLightPosition[ MAX_SPOT_LIGHTS ];\\\\nuniform vec3 spotLightDirection[ MAX_SPOT_LIGHTS ];\\\\nuniform float spotLightDistance[ MAX_SPOT_LIGHTS ];\\\\nuniform float spotLightAngle[ MAX_SPOT_LIGHTS ];\\\\nuniform float spotLightExponent[ MAX_SPOT_LIGHTS ];\\\\n#endif\\\\n#ifdef WRAP_AROUND\\\\nuniform vec3 wrapRGB;\\\\n#endif\\\\\\\",\\nlights_lambert_vertex:\\\\\\\"vLightFront = vec3( 0.0 );\\\\n#ifdef DOUBLE_SIDED\\\\nvLightBack = vec3( 0.0 );\\\\n#endif\\\\ntransformedNormal = normalize( transformedNormal );\\\\n#if MAX_DIR_LIGHTS > 0\\\\nfor( int i = 0; i < MAX_DIR_LIGHTS; i ++ ) {\\\\nvec4 lDirection = viewMatrix * vec4( directionalLightDirection[ i ], 0.0 );\\\\nvec3 dirVector = normalize( lDirection.xyz );\\\\nfloat dotProduct = dot( transformedNormal, dirVector );\\\\nvec3 directionalLightWeighting = vec3( max( dotProduct, 0.0 ) );\\\\n#ifdef DOUBLE_SIDED\\\\nvec3 directionalLightWeightingBack = vec3( max( -dotProduct, 0.0 ) );\\\\n#ifdef WRAP_AROUND\\\\nvec3 directionalLightWeightingHalfBack = vec3( max( -0.5 * dotProduct + 0.5, 0.0 ) );\\\\n#endif\\\\n#endif\\\\n#ifdef WRAP_AROUND\\\\nvec3 directionalLightWeightingHalf = vec3( max( 0.5 * dotProduct + 0.5, 0.0 ) );\\\\ndirectionalLightWeighting = mix( directionalLightWeighting, directionalLightWeightingHalf, wrapRGB );\\\\n#ifdef DOUBLE_SIDED\\\\ndirectionalLightWeightingBack = mix( directionalLightWeightingBack, directionalLightWeightingHalfBack, wrapRGB );\\\\n#endif\\\\n#endif\\\\nvLightFront += directionalLightColor[ i ] * directionalLightWeighting;\\\\n#ifdef DOUBLE_SIDED\\\\nvLightBack += directionalLightColor[ i ] * directionalLightWeightingBack;\\\\n#endif\\\\n}\\\\n#endif\\\\n#if MAX_POINT_LIGHTS > 0\\\\nfor( int i = 0; i < MAX_POINT_LIGHTS; i ++ ) {\\\\nvec4 lPosition = viewMatrix * vec4( pointLightPosition[ i ], 1.0 );\\\\nvec3 lVector = lPosition.xyz - mvPosition.xyz;\\\\nfloat lDistance = 1.0;\\\\nif ( pointLightDistance[ i ] > 0.0 )\\\\nlDistance = 1.0 - min( ( length( lVector ) / pointLightDistance[ i ] ), 1.0 );\\\\nlVector = normalize( lVector );\\\\nfloat dotProduct = dot( transformedNormal, lVector );\\\\nvec3 pointLightWeighting = vec3( max( dotProduct, 0.0 ) );\\\\n#ifdef DOUBLE_SIDED\\\\nvec3 pointLightWeightingBack = vec3( max( -dotProduct, 0.0 ) );\\\\n#ifdef WRAP_AROUND\\\\nvec3 pointLightWeightingHalfBack = vec3( max( -0.5 * dotProduct + 0.5, 0.0 ) );\\\\n#endif\\\\n#endif\\\\n#ifdef WRAP_AROUND\\\\nvec3 pointLightWeightingHalf = vec3( max( 0.5 * dotProduct + 0.5, 0.0 ) );\\\\npointLightWeighting = mix( pointLightWeighting, pointLightWeightingHalf, wrapRGB );\\\\n#ifdef DOUBLE_SIDED\\\\npointLightWeightingBack = mix( pointLightWeightingBack, pointLightWeightingHalfBack, wrapRGB );\\\\n#endif\\\\n#endif\\\\nvLightFront += pointLightColor[ i ] * pointLightWeighting * lDistance;\\\\n#ifdef DOUBLE_SIDED\\\\nvLightBack += pointLightColor[ i ] * pointLightWeightingBack * lDistance;\\\\n#endif\\\\n}\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\nfor( int i = 0; i < MAX_SPOT_LIGHTS; i ++ ) {\\\\nvec4 lPosition = viewMatrix * vec4( spotLightPosition[ i ], 1.0 );\\\\nvec3 lVector = lPosition.xyz - mvPosition.xyz;\\\\nlVector = normalize( lVector );\\\\nfloat spotEffect = dot( spotLightDirection[ i ], normalize( spotLightPosition[ i ] - mPosition.xyz ) );\\\\nif ( spotEffect > spotLightAngle[ i ] ) {\\\\nspotEffect = pow( spotEffect, spotLightExponent[ i ] );\\\\nfloat lDistance = 1.0;\\\\nif ( spotLightDistance[ i ] > 0.0 )\\\\nlDistance = 1.0 - min( ( length( lVector ) / spotLightDistance[ i ] ), 1.0 );\\\\nfloat dotProduct = dot( transformedNormal, lVector );\\\\nvec3 spotLightWeighting = vec3( max( dotProduct, 0.0 ) );\\\\n#ifdef DOUBLE_SIDED\\\\nvec3 spotLightWeightingBack = vec3( max( -dotProduct, 0.0 ) );\\\\n#ifdef WRAP_AROUND\\\\nvec3 spotLightWeightingHalfBack = vec3( max( -0.5 * dotProduct + 0.5, 0.0 ) );\\\\n#endif\\\\n#endif\\\\n#ifdef WRAP_AROUND\\\\nvec3 spotLightWeightingHalf = vec3( max( 0.5 * dotProduct + 0.5, 0.0 ) );\\\\nspotLightWeighting = mix( spotLightWeighting, spotLightWeightingHalf, wrapRGB );\\\\n#ifdef DOUBLE_SIDED\\\\nspotLightWeightingBack = mix( spotLightWeightingBack, spotLightWeightingHalfBack, wrapRGB );\\\\n#endif\\\\n#endif\\\\nvLightFront += spotLightColor[ i ] * spotLightWeighting * lDistance * spotEffect;\\\\n#ifdef DOUBLE_SIDED\\\\nvLightBack += spotLightColor[ i ] * spotLightWeightingBack * lDistance * spotEffect;\\\\n#endif\\\\n}\\\\n}\\\\n#endif\\\\nvLightFront = vLightFront * diffuse + ambient * ambientLightColor + emissive;\\\\n#ifdef DOUBLE_SIDED\\\\nvLightBack = vLightBack * diffuse + ambient * ambientLightColor + emissive;\\\\n#endif\\\\\\\",\\nlights_phong_pars_vertex:\\\\\\\"#ifndef PHONG_PER_PIXEL\\\\n#if MAX_POINT_LIGHTS > 0\\\\nuniform vec3 pointLightPosition[ MAX_POINT_LIGHTS ];\\\\nuniform float pointLightDistance[ MAX_POINT_LIGHTS ];\\\\nvarying vec4 vPointLight[ MAX_POINT_LIGHTS ];\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\nuniform vec3 spotLightPosition[ MAX_SPOT_LIGHTS ];\\\\nuniform float spotLightDistance[ MAX_SPOT_LIGHTS ];\\\\nvarying vec4 vSpotLight[ MAX_SPOT_LIGHTS ];\\\\n#endif\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\nvarying vec3 vWorldPosition;\\\\n#endif\\\\\\\",lights_phong_vertex:\\\\\\\"#ifndef PHONG_PER_PIXEL\\\\n#if MAX_POINT_LIGHTS > 0\\\\nfor( int i = 0; i < MAX_POINT_LIGHTS; i ++ ) {\\\\nvec4 lPosition = viewMatrix * vec4( pointLightPosition[ i ], 1.0 );\\\\nvec3 lVector = lPosition.xyz - mvPosition.xyz;\\\\nfloat lDistance = 1.0;\\\\nif ( pointLightDistance[ i ] > 0.0 )\\\\nlDistance = 1.0 - min( ( length( lVector ) / pointLightDistance[ i ] ), 1.0 );\\\\nvPointLight[ i ] = vec4( lVector, lDistance );\\\\n}\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\nfor( int i = 0; i < MAX_SPOT_LIGHTS; i ++ ) {\\\\nvec4 lPosition = viewMatrix * vec4( spotLightPosition[ i ], 1.0 );\\\\nvec3 lVector = lPosition.xyz - mvPosition.xyz;\\\\nfloat lDistance = 1.0;\\\\nif ( spotLightDistance[ i ] > 0.0 )\\\\nlDistance = 1.0 - min( ( length( lVector ) / spotLightDistance[ i ] ), 1.0 );\\\\nvSpotLight[ i ] = vec4( lVector, lDistance );\\\\n}\\\\n#endif\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\nvWorldPosition = mPosition.xyz;\\\\n#endif\\\\\\\",\\nlights_phong_pars_fragment:\\\\\\\"uniform vec3 ambientLightColor;\\\\n#if MAX_DIR_LIGHTS > 0\\\\nuniform vec3 directionalLightColor[ MAX_DIR_LIGHTS ];\\\\nuniform vec3 directionalLightDirection[ MAX_DIR_LIGHTS ];\\\\n#endif\\\\n#if MAX_POINT_LIGHTS > 0\\\\nuniform vec3 pointLightColor[ MAX_POINT_LIGHTS ];\\\\n#ifdef PHONG_PER_PIXEL\\\\nuniform vec3 pointLightPosition[ MAX_POINT_LIGHTS ];\\\\nuniform float pointLightDistance[ MAX_POINT_LIGHTS ];\\\\n#else\\\\nvarying vec4 vPointLight[ MAX_POINT_LIGHTS ];\\\\n#endif\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\nuniform vec3 spotLightColor[ MAX_SPOT_LIGHTS ];\\\\nuniform vec3 spotLightPosition[ MAX_SPOT_LIGHTS ];\\\\nuniform vec3 spotLightDirection[ MAX_SPOT_LIGHTS ];\\\\nuniform float spotLightAngle[ MAX_SPOT_LIGHTS ];\\\\nuniform float spotLightExponent[ MAX_SPOT_LIGHTS ];\\\\n#ifdef PHONG_PER_PIXEL\\\\nuniform float spotLightDistance[ MAX_SPOT_LIGHTS ];\\\\n#else\\\\nvarying vec4 vSpotLight[ MAX_SPOT_LIGHTS ];\\\\n#endif\\\\nvarying vec3 vWorldPosition;\\\\n#endif\\\\n#ifdef WRAP_AROUND\\\\nuniform vec3 wrapRGB;\\\\n#endif\\\\nvarying vec3 vViewPosition;\\\\nvarying vec3 vNormal;\\\\\\\",\\nlights_phong_fragment:\\\\\\\"vec3 normal = normalize( vNormal );\\\\nvec3 viewPosition = normalize( vViewPosition );\\\\n#ifdef DOUBLE_SIDED\\\\nnormal = normal * ( -1.0 + 2.0 * float( gl_FrontFacing ) );\\\\n#endif\\\\n#if MAX_POINT_LIGHTS > 0\\\\nvec3 pointDiffuse  = vec3( 0.0 );\\\\nvec3 pointSpecular = vec3( 0.0 );\\\\nfor ( int i = 0; i < MAX_POINT_LIGHTS; i ++ ) {\\\\n#ifdef PHONG_PER_PIXEL\\\\nvec4 lPosition = viewMatrix * vec4( pointLightPosition[ i ], 1.0 );\\\\nvec3 lVector = lPosition.xyz + vViewPosition.xyz;\\\\nfloat lDistance = 1.0;\\\\nif ( pointLightDistance[ i ] > 0.0 )\\\\nlDistance = 1.0 - min( ( length( lVector ) / pointLightDistance[ i ] ), 1.0 );\\\\nlVector = normalize( lVector );\\\\n#else\\\\nvec3 lVector = normalize( vPointLight[ i ].xyz );\\\\nfloat lDistance = vPointLight[ i ].w;\\\\n#endif\\\\nfloat dotProduct = dot( normal, lVector );\\\\n#ifdef WRAP_AROUND\\\\nfloat pointDiffuseWeightFull = max( dotProduct, 0.0 );\\\\nfloat pointDiffuseWeightHalf = max( 0.5 * dotProduct + 0.5, 0.0 );\\\\nvec3 pointDiffuseWeight = mix( vec3 ( pointDiffuseWeightFull ), vec3( pointDiffuseWeightHalf ), wrapRGB );\\\\n#else\\\\nfloat pointDiffuseWeight = max( dotProduct, 0.0 );\\\\n#endif\\\\npointDiffuse  += diffuse * pointLightColor[ i ] * pointDiffuseWeight * lDistance;\\\\nvec3 pointHalfVector = normalize( lVector + viewPosition );\\\\nfloat pointDotNormalHalf = max( dot( normal, pointHalfVector ), 0.0 );\\\\nfloat pointSpecularWeight = max( pow( pointDotNormalHalf, shininess ), 0.0 );\\\\n#ifdef PHYSICALLY_BASED_SHADING\\\\nfloat specularNormalization = ( shininess + 2.0001 ) / 8.0;\\\\nvec3 schlick = specular + vec3( 1.0 - specular ) * pow( 1.0 - dot( lVector, pointHalfVector ), 5.0 );\\\\npointSpecular += schlick * pointLightColor[ i ] * pointSpecularWeight * pointDiffuseWeight * lDistance * specularNormalization;\\\\n#else\\\\npointSpecular += specular * pointLightColor[ i ] * pointSpecularWeight * pointDiffuseWeight * lDistance;\\\\n#endif\\\\n}\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\nvec3 spotDiffuse  = vec3( 0.0 );\\\\nvec3 spotSpecular = vec3( 0.0 );\\\\nfor ( int i = 0; i < MAX_SPOT_LIGHTS; i ++ ) {\\\\n#ifdef PHONG_PER_PIXEL\\\\nvec4 lPosition = viewMatrix * vec4( spotLightPosition[ i ], 1.0 );\\\\nvec3 lVector = lPosition.xyz + vViewPosition.xyz;\\\\nfloat lDistance = 1.0;\\\\nif ( spotLightDistance[ i ] > 0.0 )\\\\nlDistance = 1.0 - min( ( length( lVector ) / spotLightDistance[ i ] ), 1.0 );\\\\nlVector = normalize( lVector );\\\\n#else\\\\nvec3 lVector = normalize( vSpotLight[ i ].xyz );\\\\nfloat lDistance = vSpotLight[ i ].w;\\\\n#endif\\\\nfloat spotEffect = dot( spotLightDirection[ i ], normalize( spotLightPosition[ i ] - vWorldPosition ) );\\\\nif ( spotEffect > spotLightAngle[ i ] ) {\\\\nspotEffect = pow( spotEffect, spotLightExponent[ i ] );\\\\nfloat dotProduct = dot( normal, lVector );\\\\n#ifdef WRAP_AROUND\\\\nfloat spotDiffuseWeightFull = max( dotProduct, 0.0 );\\\\nfloat spotDiffuseWeightHalf = max( 0.5 * dotProduct + 0.5, 0.0 );\\\\nvec3 spotDiffuseWeight = mix( vec3 ( spotDiffuseWeightFull ), vec3( spotDiffuseWeightHalf ), wrapRGB );\\\\n#else\\\\nfloat spotDiffuseWeight = max( dotProduct, 0.0 );\\\\n#endif\\\\nspotDiffuse += diffuse * spotLightColor[ i ] * spotDiffuseWeight * lDistance * spotEffect;\\\\nvec3 spotHalfVector = normalize( lVector + viewPosition );\\\\nfloat spotDotNormalHalf = max( dot( normal, spotHalfVector ), 0.0 );\\\\nfloat spotSpecularWeight = max( pow( spotDotNormalHalf, shininess ), 0.0 );\\\\n#ifdef PHYSICALLY_BASED_SHADING\\\\nfloat specularNormalization = ( shininess + 2.0001 ) / 8.0;\\\\nvec3 schlick = specular + vec3( 1.0 - specular ) * pow( 1.0 - dot( lVector, spotHalfVector ), 5.0 );\\\\nspotSpecular += schlick * spotLightColor[ i ] * spotSpecularWeight * spotDiffuseWeight * lDistance * specularNormalization * spotEffect;\\\\n#else\\\\nspotSpecular += specular * spotLightColor[ i ] * spotSpecularWeight * spotDiffuseWeight * lDistance * spotEffect;\\\\n#endif\\\\n}\\\\n}\\\\n#endif\\\\n#if MAX_DIR_LIGHTS > 0\\\\nvec3 dirDiffuse  = vec3( 0.0 );\\\\nvec3 dirSpecular = vec3( 0.0 );\\\\nfor( int i = 0; i < MAX_DIR_LIGHTS; i ++ ) {\\\\nvec4 lDirection = viewMatrix * vec4( directionalLightDirection[ i ], 0.0 );\\\\nvec3 dirVector = normalize( lDirection.xyz );\\\\nfloat dotProduct = dot( normal, dirVector );\\\\n#ifdef WRAP_AROUND\\\\nfloat dirDiffuseWeightFull = max( dotProduct, 0.0 );\\\\nfloat dirDiffuseWeightHalf = max( 0.5 * dotProduct + 0.5, 0.0 );\\\\nvec3 dirDiffuseWeight = mix( vec3( dirDiffuseWeightFull ), vec3( dirDiffuseWeightHalf ), wrapRGB );\\\\n#else\\\\nfloat dirDiffuseWeight = max( dotProduct, 0.0 );\\\\n#endif\\\\ndirDiffuse  += diffuse * directionalLightColor[ i ] * dirDiffuseWeight;\\\\nvec3 dirHalfVector = normalize( dirVector + viewPosition );\\\\nfloat dirDotNormalHalf = max( dot( normal, dirHalfVector ), 0.0 );\\\\nfloat dirSpecularWeight = max( pow( dirDotNormalHalf, shininess ), 0.0 );\\\\n#ifdef PHYSICALLY_BASED_SHADING\\\\nfloat specularNormalization = ( shininess + 2.0001 ) / 8.0;\\\\nvec3 schlick = specular + vec3( 1.0 - specular ) * pow( 1.0 - dot( dirVector, dirHalfVector ), 5.0 );\\\\ndirSpecular += schlick * directionalLightColor[ i ] * dirSpecularWeight * dirDiffuseWeight * specularNormalization;\\\\n#else\\\\ndirSpecular += specular * directionalLightColor[ i ] * dirSpecularWeight * dirDiffuseWeight;\\\\n#endif\\\\n}\\\\n#endif\\\\nvec3 totalDiffuse = vec3( 0.0 );\\\\nvec3 totalSpecular = vec3( 0.0 );\\\\n#if MAX_DIR_LIGHTS > 0\\\\ntotalDiffuse += dirDiffuse;\\\\ntotalSpecular += dirSpecular;\\\\n#endif\\\\n#if MAX_POINT_LIGHTS > 0\\\\ntotalDiffuse += pointDiffuse;\\\\ntotalSpecular += pointSpecular;\\\\n#endif\\\\n#if MAX_SPOT_LIGHTS > 0\\\\ntotalDiffuse += spotDiffuse;\\\\ntotalSpecular += spotSpecular;\\\\n#endif\\\\n#ifdef METAL\\\\ngl_FragColor.xyz = gl_FragColor.xyz * ( emissive + totalDiffuse + ambientLightColor * ambient + totalSpecular );\\\\n#else\\\\ngl_FragColor.xyz = gl_FragColor.xyz * ( emissive + totalDiffuse + ambientLightColor * ambient ) + totalSpecular;\\\\n#endif\\\\\\\",\\ncolor_pars_fragment:\\\\\\\"#ifdef USE_COLOR\\\\nvarying vec3 vColor;\\\\n#endif\\\\\\\",color_fragment:\\\\\\\"#ifdef USE_COLOR\\\\ngl_FragColor = gl_FragColor * vec4( vColor, opacity );\\\\n#endif\\\\\\\",color_pars_vertex:\\\\\\\"#ifdef USE_COLOR\\\\nvarying vec3 vColor;\\\\n#endif\\\\\\\",color_vertex:\\\\\\\"#ifdef USE_COLOR\\\\n#ifdef GAMMA_INPUT\\\\nvColor = color * color;\\\\n#else\\\\nvColor = color;\\\\n#endif\\\\n#endif\\\\\\\",skinning_pars_vertex:\\\\\\\"#ifdef USE_SKINNING\\\\nuniform mat4 boneGlobalMatrices[ MAX_BONES ];\\\\n#endif\\\\\\\",skinning_vertex:\\\\\\\"#ifdef USE_SKINNING\\\\ngl_Position  = ( boneGlobalMatrices[ int( skinIndex.x ) ] * skinVertexA ) * skinWeight.x;\\\\ngl_Position += ( boneGlobalMatrices[ int( skinIndex.y ) ] * skinVertexB ) * skinWeight.y;\\\\ngl_Position  = projectionMatrix * modelViewMatrix * gl_Position;\\\\n#endif\\\\\\\",\\nmorphtarget_pars_vertex:\\\\\\\"#ifdef USE_MORPHTARGETS\\\\n#ifndef USE_MORPHNORMALS\\\\nuniform float morphTargetInfluences[ 8 ];\\\\n#else\\\\nuniform float morphTargetInfluences[ 4 ];\\\\n#endif\\\\n#endif\\\\\\\",morphtarget_vertex:\\\\\\\"#ifdef USE_MORPHTARGETS\\\\nvec3 morphed = vec3( 0.0 );\\\\nmorphed += ( morphTarget0 - position ) * morphTargetInfluences[ 0 ];\\\\nmorphed += ( morphTarget1 - position ) * morphTargetInfluences[ 1 ];\\\\nmorphed += ( morphTarget2 - position ) * morphTargetInfluences[ 2 ];\\\\nmorphed += ( morphTarget3 - position ) * morphTargetInfluences[ 3 ];\\\\n#ifndef USE_MORPHNORMALS\\\\nmorphed += ( morphTarget4 - position ) * morphTargetInfluences[ 4 ];\\\\nmorphed += ( morphTarget5 - position ) * morphTargetInfluences[ 5 ];\\\\nmorphed += ( morphTarget6 - position ) * morphTargetInfluences[ 6 ];\\\\nmorphed += ( morphTarget7 - position ) * morphTargetInfluences[ 7 ];\\\\n#endif\\\\nmorphed += position;\\\\ngl_Position = projectionMatrix * modelViewMatrix * vec4( morphed, 1.0 );\\\\n#endif\\\\\\\",\\ndefault_vertex:\\\\\\\"#ifndef USE_MORPHTARGETS\\\\n#ifndef USE_SKINNING\\\\ngl_Position = projectionMatrix * mvPosition;\\\\n#endif\\\\n#endif\\\\\\\",morphnormal_vertex:\\\\\\\"#ifdef USE_MORPHNORMALS\\\\nvec3 morphedNormal = vec3( 0.0 );\\\\nmorphedNormal +=  ( morphNormal0 - normal ) * morphTargetInfluences[ 0 ];\\\\nmorphedNormal +=  ( morphNormal1 - normal ) * morphTargetInfluences[ 1 ];\\\\nmorphedNormal +=  ( morphNormal2 - normal ) * morphTargetInfluences[ 2 ];\\\\nmorphedNormal +=  ( morphNormal3 - normal ) * morphTargetInfluences[ 3 ];\\\\nmorphedNormal += normal;\\\\nvec3 transformedNormal = normalMatrix * morphedNormal;\\\\n#else\\\\nvec3 transformedNormal = normalMatrix * normal;\\\\n#endif\\\\\\\",\\nshadowmap_pars_fragment:\\\\\\\"#ifdef USE_SHADOWMAP\\\\nuniform sampler2D shadowMap[ MAX_SHADOWS ];\\\\nuniform vec2 shadowMapSize[ MAX_SHADOWS ];\\\\nuniform float shadowDarkness[ MAX_SHADOWS ];\\\\nuniform float shadowBias[ MAX_SHADOWS ];\\\\nvarying vec4 vShadowCoord[ MAX_SHADOWS ];\\\\nfloat unpackDepth( const in vec4 rgba_depth ) {\\\\nconst vec4 bit_shift = vec4( 1.0 / ( 256.0 * 256.0 * 256.0 ), 1.0 / ( 256.0 * 256.0 ), 1.0 / 256.0, 1.0 );\\\\nfloat depth = dot( rgba_depth, bit_shift );\\\\nreturn depth;\\\\n}\\\\n#endif\\\\\\\",shadowmap_fragment:\\\\\\\"#ifdef USE_SHADOWMAP\\\\n#ifdef SHADOWMAP_DEBUG\\\\nvec3 frustumColors[3];\\\\nfrustumColors[0] = vec3( 1.0, 0.5, 0.0 );\\\\nfrustumColors[1] = vec3( 0.0, 1.0, 0.8 );\\\\nfrustumColors[2] = vec3( 0.0, 0.5, 1.0 );\\\\n#endif\\\\n#ifdef SHADOWMAP_CASCADE\\\\nint inFrustumCount = 0;\\\\n#endif\\\\nfloat fDepth;\\\\nvec3 shadowColor = vec3( 1.0 );\\\\nfor( int i = 0; i < MAX_SHADOWS; i ++ ) {\\\\nvec3 shadowCoord = vShadowCoord[ i ].xyz / vShadowCoord[ i ].w;\\\\nbvec4 inFrustumVec = bvec4 ( shadowCoord.x >= 0.0, shadowCoord.x <= 1.0, shadowCoord.y >= 0.0, shadowCoord.y <= 1.0 );\\\\nbool inFrustum = all( inFrustumVec );\\\\n#ifdef SHADOWMAP_CASCADE\\\\ninFrustumCount += int( inFrustum );\\\\nbvec3 frustumTestVec = bvec3( inFrustum, inFrustumCount == 1, shadowCoord.z <= 1.0 );\\\\n#else\\\\nbvec2 frustumTestVec = bvec2( inFrustum, shadowCoord.z <= 1.0 );\\\\n#endif\\\\nbool frustumTest = all( frustumTestVec );\\\\nif ( frustumTest ) {\\\\nshadowCoord.z += shadowBias[ i ];\\\\n#ifdef SHADOWMAP_SOFT\\\\nfloat shadow = 0.0;\\\\nconst float shadowDelta = 1.0 / 9.0;\\\\nfloat xPixelOffset = 1.0 / shadowMapSize[ i ].x;\\\\nfloat yPixelOffset = 1.0 / shadowMapSize[ i ].y;\\\\nfloat dx0 = -1.25 * xPixelOffset;\\\\nfloat dy0 = -1.25 * yPixelOffset;\\\\nfloat dx1 = 1.25 * xPixelOffset;\\\\nfloat dy1 = 1.25 * yPixelOffset;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy + vec2( dx0, dy0 ) ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy + vec2( 0.0, dy0 ) ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy + vec2( dx1, dy0 ) ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy + vec2( dx0, 0.0 ) ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy + vec2( dx1, 0.0 ) ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy + vec2( dx0, dy1 ) ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy + vec2( 0.0, dy1 ) ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nfDepth = unpackDepth( texture2D( shadowMap[ i ], shadowCoord.xy + vec2( dx1, dy1 ) ) );\\\\nif ( fDepth < shadowCoord.z ) shadow += shadowDelta;\\\\nshadowColor = shadowColor * vec3( ( 1.0 - shadowDarkness[ i ] * shadow ) );\\\\n#else\\\\nvec4 rgbaDepth = texture2D( shadowMap[ i ], shadowCoord.xy );\\\\nfloat fDepth = unpackDepth( rgbaDepth );\\\\nif ( fDepth < shadowCoord.z )\\\\nshadowColor = shadowColor * vec3( 1.0 - shadowDarkness[ i ] );\\\\n#endif\\\\n}\\\\n#ifdef SHADOWMAP_DEBUG\\\\n#ifdef SHADOWMAP_CASCADE\\\\nif ( inFrustum && inFrustumCount == 1 ) gl_FragColor.xyz *= frustumColors[ i ];\\\\n#else\\\\nif ( inFrustum ) gl_FragColor.xyz *= frustumColors[ i ];\\\\n#endif\\\\n#endif\\\\n}\\\\n#ifdef GAMMA_OUTPUT\\\\nshadowColor *= shadowColor;\\\\n#endif\\\\ngl_FragColor.xyz = gl_FragColor.xyz * shadowColor;\\\\n#endif\\\\\\\",\\nshadowmap_pars_vertex:\\\\\\\"#ifdef USE_SHADOWMAP\\\\nvarying vec4 vShadowCoord[ MAX_SHADOWS ];\\\\nuniform mat4 shadowMatrix[ MAX_SHADOWS ];\\\\n#endif\\\\\\\",shadowmap_vertex:\\\\\\\"#ifdef USE_SHADOWMAP\\\\nfor( int i = 0; i < MAX_SHADOWS; i ++ ) {\\\\n#ifdef USE_MORPHTARGETS\\\\nvShadowCoord[ i ] = shadowMatrix[ i ] * objectMatrix * vec4( morphed, 1.0 );\\\\n#else\\\\nvShadowCoord[ i ] = shadowMatrix[ i ] * objectMatrix * vec4( position, 1.0 );\\\\n#endif\\\\n}\\\\n#endif\\\\\\\",alphatest_fragment:\\\\\\\"#ifdef ALPHATEST\\\\nif ( gl_FragColor.a < ALPHATEST ) discard;\\\\n#endif\\\\\\\",\\nlinear_to_gamma_fragment:\\\\\\\"#ifdef GAMMA_OUTPUT\\\\ngl_FragColor.xyz = sqrt( gl_FragColor.xyz );\\\\n#endif\\\\\\\"};\\nTHREE.UniformsUtils={merge:function(a){var b,c,d,e={};for(b=0;b<a.length;b++){d=this.clone(a[b]);for(c in d)e[c]=d[c]}return e},clone:function(a){var b,c,d,e={};for(b in a){e[b]={};for(c in a[b]){d=a[b][c];e[b][c]=d instanceof THREE.Color||d instanceof THREE.Vector2||d instanceof THREE.Vector3||d instanceof THREE.Vector4||d instanceof THREE.Matrix4||d instanceof THREE.Texture?d.clone():d instanceof Array?d.slice():d}}return e}};\\nTHREE.UniformsLib={common:{diffuse:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(15658734)},opacity:{type:\\\\\\\"f\\\\\\\",value:1},map:{type:\\\\\\\"t\\\\\\\",value:0,texture:null},offsetRepeat:{type:\\\\\\\"v4\\\\\\\",value:new THREE.Vector4(0,0,1,1)},lightMap:{type:\\\\\\\"t\\\\\\\",value:2,texture:null},envMap:{type:\\\\\\\"t\\\\\\\",value:1,texture:null},flipEnvMap:{type:\\\\\\\"f\\\\\\\",value:-1},useRefract:{type:\\\\\\\"i\\\\\\\",value:0},reflectivity:{type:\\\\\\\"f\\\\\\\",value:1},refractionRatio:{type:\\\\\\\"f\\\\\\\",value:0.98},combine:{type:\\\\\\\"i\\\\\\\",value:0},morphTargetInfluences:{type:\\\\\\\"f\\\\\\\",value:0}},fog:{fogDensity:{type:\\\\\\\"f\\\\\\\",\\nvalue:2.5E-4},fogNear:{type:\\\\\\\"f\\\\\\\",value:1},fogFar:{type:\\\\\\\"f\\\\\\\",value:2E3},fogColor:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(16777215)}},lights:{ambientLightColor:{type:\\\\\\\"fv\\\\\\\",value:[]},directionalLightDirection:{type:\\\\\\\"fv\\\\\\\",value:[]},directionalLightColor:{type:\\\\\\\"fv\\\\\\\",value:[]},pointLightColor:{type:\\\\\\\"fv\\\\\\\",value:[]},pointLightPosition:{type:\\\\\\\"fv\\\\\\\",value:[]},pointLightDistance:{type:\\\\\\\"fv1\\\\\\\",value:[]},spotLightColor:{type:\\\\\\\"fv\\\\\\\",value:[]},spotLightPosition:{type:\\\\\\\"fv\\\\\\\",value:[]},spotLightDirection:{type:\\\\\\\"fv\\\\\\\",value:[]},spotLightDistance:{type:\\\\\\\"fv1\\\\\\\",\\nvalue:[]},spotLightAngle:{type:\\\\\\\"fv1\\\\\\\",value:[]},spotLightExponent:{type:\\\\\\\"fv1\\\\\\\",value:[]}},particle:{psColor:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(15658734)},opacity:{type:\\\\\\\"f\\\\\\\",value:1},size:{type:\\\\\\\"f\\\\\\\",value:1},scale:{type:\\\\\\\"f\\\\\\\",value:1},map:{type:\\\\\\\"t\\\\\\\",value:0,texture:null},fogDensity:{type:\\\\\\\"f\\\\\\\",value:2.5E-4},fogNear:{type:\\\\\\\"f\\\\\\\",value:1},fogFar:{type:\\\\\\\"f\\\\\\\",value:2E3},fogColor:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(16777215)}},shadowmap:{shadowMap:{type:\\\\\\\"tv\\\\\\\",value:6,texture:[]},shadowMapSize:{type:\\\\\\\"v2v\\\\\\\",value:[]},shadowBias:{type:\\\\\\\"fv1\\\\\\\",\\nvalue:[]},shadowDarkness:{type:\\\\\\\"fv1\\\\\\\",value:[]},shadowMatrix:{type:\\\\\\\"m4v\\\\\\\",value:[]}}};\\nTHREE.ShaderLib={depth:{uniforms:{mNear:{type:\\\\\\\"f\\\\\\\",value:1},mFar:{type:\\\\\\\"f\\\\\\\",value:2E3},opacity:{type:\\\\\\\"f\\\\\\\",value:1}},vertexShader:\\\\\\\"void main() {\\\\ngl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );\\\\n}\\\\\\\",fragmentShader:\\\\\\\"uniform float mNear;\\\\nuniform float mFar;\\\\nuniform float opacity;\\\\nvoid main() {\\\\nfloat depth = gl_FragCoord.z / gl_FragCoord.w;\\\\nfloat color = 1.0 - smoothstep( mNear, mFar, depth );\\\\ngl_FragColor = vec4( vec3( color ), opacity );\\\\n}\\\\\\\"},normal:{uniforms:{opacity:{type:\\\\\\\"f\\\\\\\",\\nvalue:1}},vertexShader:\\\\\\\"varying vec3 vNormal;\\\\nvoid main() {\\\\nvec4 mvPosition = modelViewMatrix * vec4( position, 1.0 );\\\\nvNormal = normalMatrix * normal;\\\\ngl_Position = projectionMatrix * mvPosition;\\\\n}\\\\\\\",fragmentShader:\\\\\\\"uniform float opacity;\\\\nvarying vec3 vNormal;\\\\nvoid main() {\\\\ngl_FragColor = vec4( 0.5 * normalize( vNormal ) + 0.5, opacity );\\\\n}\\\\\\\"},basic:{uniforms:THREE.UniformsUtils.merge([THREE.UniformsLib.common,THREE.UniformsLib.fog,THREE.UniformsLib.shadowmap]),vertexShader:[THREE.ShaderChunk.map_pars_vertex,\\nTHREE.ShaderChunk.lightmap_pars_vertex,THREE.ShaderChunk.envmap_pars_vertex,THREE.ShaderChunk.color_pars_vertex,THREE.ShaderChunk.skinning_pars_vertex,THREE.ShaderChunk.morphtarget_pars_vertex,THREE.ShaderChunk.shadowmap_pars_vertex,\\\\\\\"void main() {\\\\nvec4 mvPosition = modelViewMatrix * vec4( position, 1.0 );\\\\\\\",THREE.ShaderChunk.map_vertex,THREE.ShaderChunk.lightmap_vertex,THREE.ShaderChunk.envmap_vertex,THREE.ShaderChunk.color_vertex,THREE.ShaderChunk.skinning_vertex,THREE.ShaderChunk.morphtarget_vertex,\\nTHREE.ShaderChunk.default_vertex,THREE.ShaderChunk.shadowmap_vertex,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\"),fragmentShader:[\\\\\\\"uniform vec3 diffuse;\\\\nuniform float opacity;\\\\\\\",THREE.ShaderChunk.color_pars_fragment,THREE.ShaderChunk.map_pars_fragment,THREE.ShaderChunk.lightmap_pars_fragment,THREE.ShaderChunk.envmap_pars_fragment,THREE.ShaderChunk.fog_pars_fragment,THREE.ShaderChunk.shadowmap_pars_fragment,\\\\\\\"void main() {\\\\ngl_FragColor = vec4( diffuse, opacity );\\\\\\\",THREE.ShaderChunk.map_fragment,THREE.ShaderChunk.alphatest_fragment,\\nTHREE.ShaderChunk.lightmap_fragment,THREE.ShaderChunk.color_fragment,THREE.ShaderChunk.envmap_fragment,THREE.ShaderChunk.shadowmap_fragment,THREE.ShaderChunk.linear_to_gamma_fragment,THREE.ShaderChunk.fog_fragment,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\")},lambert:{uniforms:THREE.UniformsUtils.merge([THREE.UniformsLib.common,THREE.UniformsLib.fog,THREE.UniformsLib.lights,THREE.UniformsLib.shadowmap,{ambient:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(16777215)},emissive:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(0)},wrapRGB:{type:\\\\\\\"v3\\\\\\\",value:new THREE.Vector3(1,\\n1,1)}}]),vertexShader:[\\\\\\\"varying vec3 vLightFront;\\\\n#ifdef DOUBLE_SIDED\\\\nvarying vec3 vLightBack;\\\\n#endif\\\\\\\",THREE.ShaderChunk.map_pars_vertex,THREE.ShaderChunk.lightmap_pars_vertex,THREE.ShaderChunk.envmap_pars_vertex,THREE.ShaderChunk.lights_lambert_pars_vertex,THREE.ShaderChunk.color_pars_vertex,THREE.ShaderChunk.skinning_pars_vertex,THREE.ShaderChunk.morphtarget_pars_vertex,THREE.ShaderChunk.shadowmap_pars_vertex,\\\\\\\"void main() {\\\\nvec4 mvPosition = modelViewMatrix * vec4( position, 1.0 );\\\\\\\",THREE.ShaderChunk.map_vertex,\\nTHREE.ShaderChunk.lightmap_vertex,THREE.ShaderChunk.envmap_vertex,THREE.ShaderChunk.color_vertex,THREE.ShaderChunk.morphnormal_vertex,\\\\\\\"#ifndef USE_ENVMAP\\\\nvec4 mPosition = objectMatrix * vec4( position, 1.0 );\\\\n#endif\\\\\\\",THREE.ShaderChunk.lights_lambert_vertex,THREE.ShaderChunk.skinning_vertex,THREE.ShaderChunk.morphtarget_vertex,THREE.ShaderChunk.default_vertex,THREE.ShaderChunk.shadowmap_vertex,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\"),fragmentShader:[\\\\\\\"uniform float opacity;\\\\nvarying vec3 vLightFront;\\\\n#ifdef DOUBLE_SIDED\\\\nvarying vec3 vLightBack;\\\\n#endif\\\\\\\",\\nTHREE.ShaderChunk.color_pars_fragment,THREE.ShaderChunk.map_pars_fragment,THREE.ShaderChunk.lightmap_pars_fragment,THREE.ShaderChunk.envmap_pars_fragment,THREE.ShaderChunk.fog_pars_fragment,THREE.ShaderChunk.shadowmap_pars_fragment,\\\\\\\"void main() {\\\\ngl_FragColor = vec4( vec3 ( 1.0 ), opacity );\\\\\\\",THREE.ShaderChunk.map_fragment,THREE.ShaderChunk.alphatest_fragment,\\\\\\\"#ifdef DOUBLE_SIDED\\\\nif ( gl_FrontFacing )\\\\ngl_FragColor.xyz *= vLightFront;\\\\nelse\\\\ngl_FragColor.xyz *= vLightBack;\\\\n#else\\\\ngl_FragColor.xyz *= vLightFront;\\\\n#endif\\\\\\\",\\nTHREE.ShaderChunk.lightmap_fragment,THREE.ShaderChunk.color_fragment,THREE.ShaderChunk.envmap_fragment,THREE.ShaderChunk.shadowmap_fragment,THREE.ShaderChunk.linear_to_gamma_fragment,THREE.ShaderChunk.fog_fragment,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\")},phong:{uniforms:THREE.UniformsUtils.merge([THREE.UniformsLib.common,THREE.UniformsLib.fog,THREE.UniformsLib.lights,THREE.UniformsLib.shadowmap,{ambient:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(16777215)},emissive:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(0)},specular:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(1118481)},\\nshininess:{type:\\\\\\\"f\\\\\\\",value:30},wrapRGB:{type:\\\\\\\"v3\\\\\\\",value:new THREE.Vector3(1,1,1)}}]),vertexShader:[\\\\\\\"varying vec3 vViewPosition;\\\\nvarying vec3 vNormal;\\\\\\\",THREE.ShaderChunk.map_pars_vertex,THREE.ShaderChunk.lightmap_pars_vertex,THREE.ShaderChunk.envmap_pars_vertex,THREE.ShaderChunk.lights_phong_pars_vertex,THREE.ShaderChunk.color_pars_vertex,THREE.ShaderChunk.skinning_pars_vertex,THREE.ShaderChunk.morphtarget_pars_vertex,THREE.ShaderChunk.shadowmap_pars_vertex,\\\\\\\"void main() {\\\\nvec4 mvPosition = modelViewMatrix * vec4( position, 1.0 );\\\\\\\",\\nTHREE.ShaderChunk.map_vertex,THREE.ShaderChunk.lightmap_vertex,THREE.ShaderChunk.envmap_vertex,THREE.ShaderChunk.color_vertex,\\\\\\\"#ifndef USE_ENVMAP\\\\nvec4 mPosition = objectMatrix * vec4( position, 1.0 );\\\\n#endif\\\\nvViewPosition = -mvPosition.xyz;\\\\\\\",THREE.ShaderChunk.morphnormal_vertex,\\\\\\\"vNormal = transformedNormal;\\\\\\\",THREE.ShaderChunk.lights_phong_vertex,THREE.ShaderChunk.skinning_vertex,THREE.ShaderChunk.morphtarget_vertex,THREE.ShaderChunk.default_vertex,THREE.ShaderChunk.shadowmap_vertex,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\"),\\nfragmentShader:[\\\\\\\"uniform vec3 diffuse;\\\\nuniform float opacity;\\\\nuniform vec3 ambient;\\\\nuniform vec3 emissive;\\\\nuniform vec3 specular;\\\\nuniform float shininess;\\\\\\\",THREE.ShaderChunk.color_pars_fragment,THREE.ShaderChunk.map_pars_fragment,THREE.ShaderChunk.lightmap_pars_fragment,THREE.ShaderChunk.envmap_pars_fragment,THREE.ShaderChunk.fog_pars_fragment,THREE.ShaderChunk.lights_phong_pars_fragment,THREE.ShaderChunk.shadowmap_pars_fragment,\\\\\\\"void main() {\\\\ngl_FragColor = vec4( vec3 ( 1.0 ), opacity );\\\\\\\",\\nTHREE.ShaderChunk.map_fragment,THREE.ShaderChunk.alphatest_fragment,THREE.ShaderChunk.lights_phong_fragment,THREE.ShaderChunk.lightmap_fragment,THREE.ShaderChunk.color_fragment,THREE.ShaderChunk.envmap_fragment,THREE.ShaderChunk.shadowmap_fragment,THREE.ShaderChunk.linear_to_gamma_fragment,THREE.ShaderChunk.fog_fragment,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\")},particle_basic:{uniforms:THREE.UniformsUtils.merge([THREE.UniformsLib.particle,THREE.UniformsLib.shadowmap]),vertexShader:[\\\\\\\"uniform float size;\\\\nuniform float scale;\\\\\\\",\\nTHREE.ShaderChunk.color_pars_vertex,THREE.ShaderChunk.shadowmap_pars_vertex,\\\\\\\"void main() {\\\\\\\",THREE.ShaderChunk.color_vertex,\\\\\\\"vec4 mvPosition = modelViewMatrix * vec4( position, 1.0 );\\\\n#ifdef USE_SIZEATTENUATION\\\\ngl_PointSize = size * ( scale / length( mvPosition.xyz ) );\\\\n#else\\\\ngl_PointSize = size;\\\\n#endif\\\\ngl_Position = projectionMatrix * mvPosition;\\\\\\\",THREE.ShaderChunk.shadowmap_vertex,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\"),fragmentShader:[\\\\\\\"uniform vec3 psColor;\\\\nuniform float opacity;\\\\\\\",THREE.ShaderChunk.color_pars_fragment,\\nTHREE.ShaderChunk.map_particle_pars_fragment,THREE.ShaderChunk.fog_pars_fragment,THREE.ShaderChunk.shadowmap_pars_fragment,\\\\\\\"void main() {\\\\ngl_FragColor = vec4( psColor, opacity );\\\\\\\",THREE.ShaderChunk.map_particle_fragment,THREE.ShaderChunk.alphatest_fragment,THREE.ShaderChunk.color_fragment,THREE.ShaderChunk.shadowmap_fragment,THREE.ShaderChunk.fog_fragment,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\")},depthRGBA:{uniforms:{},vertexShader:[THREE.ShaderChunk.morphtarget_pars_vertex,\\\\\\\"void main() {\\\\nvec4 mvPosition = modelViewMatrix * vec4( position, 1.0 );\\\\\\\",\\nTHREE.ShaderChunk.morphtarget_vertex,THREE.ShaderChunk.default_vertex,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\"),fragmentShader:\\\\\\\"vec4 pack_depth( const in float depth ) {\\\\nconst vec4 bit_shift = vec4( 256.0 * 256.0 * 256.0, 256.0 * 256.0, 256.0, 1.0 );\\\\nconst vec4 bit_mask  = vec4( 0.0, 1.0 / 256.0, 1.0 / 256.0, 1.0 / 256.0 );\\\\nvec4 res = fract( depth * bit_shift );\\\\nres -= res.xxyz * bit_mask;\\\\nreturn res;\\\\n}\\\\nvoid main() {\\\\ngl_FragData[ 0 ] = pack_depth( gl_FragCoord.z );\\\\n}\\\\\\\"}};\\nTHREE.WebGLRenderer=function(a){function b(a,b){var c=a.vertices.length,d=b.material;if(d.attributes){if(a.__webglCustomAttributesList===void 0)a.__webglCustomAttributesList=[];for(var e in d.attributes){var f=d.attributes[e];if(!f.__webglInitialized||f.createUniqueBuffers){f.__webglInitialized=true;var g=1;f.type===\\\\\\\"v2\\\\\\\"?g=2:f.type===\\\\\\\"v3\\\\\\\"?g=3:f.type===\\\\\\\"v4\\\\\\\"?g=4:f.type===\\\\\\\"c\\\\\\\"&&(g=3);f.size=g;f.array=new Float32Array(c*g);f.buffer=i.createBuffer();f.buffer.belongsToAttribute=e;f.needsUpdate=true}a.__webglCustomAttributesList.push(f)}}}\\nfunction c(a,b){if(a.material&&!(a.material 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instanceof THREE.MeshBasicMaterial||d instanceof THREE.MeshLambertMaterial||\\nd instanceof THREE.MeshPhongMaterial){j.opacity.value=d.opacity;G.gammaInput?j.diffuse.value.copyGammaToLinear(d.color):j.diffuse.value=d.color;(j.map.texture=d.map)&&j.offsetRepeat.value.set(d.map.offset.x,d.map.offset.y,d.map.repeat.x,d.map.repeat.y);j.lightMap.texture=d.lightMap;j.envMap.texture=d.envMap;j.flipEnvMap.value=d.envMap instanceof THREE.WebGLRenderTargetCube?1:-1;j.reflectivity.value=d.reflectivity;j.refractionRatio.value=d.refractionRatio;j.combine.value=d.combine;j.useRefract.value=\\nd.envMap&&d.envMap.mapping instanceof THREE.CubeRefractionMapping}if(d instanceof THREE.LineBasicMaterial){j.diffuse.value=d.color;j.opacity.value=d.opacity}else if(d instanceof THREE.ParticleBasicMaterial){j.psColor.value=d.color;j.opacity.value=d.opacity;j.size.value=d.size;j.scale.value=E.height/2;j.map.texture=d.map}else if(d instanceof THREE.MeshPhongMaterial){j.shininess.value=d.shininess;if(G.gammaInput){j.ambient.value.copyGammaToLinear(d.ambient);j.emissive.value.copyGammaToLinear(d.emissive);\\nj.specular.value.copyGammaToLinear(d.specular)}else{j.ambient.value=d.ambient;j.emissive.value=d.emissive;j.specular.value=d.specular}d.wrapAround&&j.wrapRGB.value.copy(d.wrapRGB)}else if(d instanceof THREE.MeshLambertMaterial){if(G.gammaInput){j.ambient.value.copyGammaToLinear(d.ambient);j.emissive.value.copyGammaToLinear(d.emissive)}else{j.ambient.value=d.ambient;j.emissive.value=d.emissive}d.wrapAround&&j.wrapRGB.value.copy(d.wrapRGB)}else if(d instanceof THREE.MeshDepthMaterial){j.mNear.value=\\na.near;j.mFar.value=a.far;j.opacity.value=d.opacity}else if(d instanceof THREE.MeshNormalMaterial)j.opacity.value=d.opacity;if(e.receiveShadow&&!d._shadowPass&&j.shadowMatrix){h=c=0;for(k=b.length;h<k;h++){l=b[h];if(l.castShadow&&(l instanceof THREE.SpotLight||l instanceof 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Array&&l.image.length===6){h=l;if(h.image.length===6)if(h.needsUpdate){if(!h.image.__webglTextureCube)h.image.__webglTextureCube=i.createTexture();i.activeTexture(i.TEXTURE0+\\nk);i.bindTexture(i.TEXTURE_CUBE_MAP,h.image.__webglTextureCube);k=[];for(l=0;l<6;l++){m=k;n=l;if(G.autoScaleCubemaps){r=h.image[l];t=ib;if(!(r.width<=t&&r.height<=t)){u=Math.max(r.width,r.height);s=Math.floor(r.width*t/u);t=Math.floor(r.height*t/u);u=document.createElement(\\\\\\\"canvas\\\\\\\");u.width=s;u.height=t;u.getContext(\\\\\\\"2d\\\\\\\").drawImage(r,0,0,r.width,r.height,0,0,s,t);r=u}}else r=h.image[l];m[n]=r}l=k[0];m=(l.width&l.width-1)===0&&(l.height&l.height-1)===0;n=H(h.format);r=H(h.type);y(i.TEXTURE_CUBE_MAP,\\nh,m);for(l=0;l<6;l++)i.texImage2D(i.TEXTURE_CUBE_MAP_POSITIVE_X+l,0,n,n,r,k[l]);h.generateMipmaps&&m&&i.generateMipmap(i.TEXTURE_CUBE_MAP);h.needsUpdate=false;if(h.onUpdate)h.onUpdate()}else{i.activeTexture(i.TEXTURE0+k);i.bindTexture(i.TEXTURE_CUBE_MAP,h.image.__webglTextureCube)}}else if(l instanceof THREE.WebGLRenderTargetCube){h=l;i.activeTexture(i.TEXTURE0+k);i.bindTexture(i.TEXTURE_CUBE_MAP,h.__webglTexture)}else G.setTexture(l,k);break;case \\\\\\\"tv\\\\\\\":if(!h._array){h._array=[];m=0;for(n=h.texture.length;m<\\nn;m++)h._array[m]=k+m}i.uniform1iv(l,h._array);m=0;for(n=h.texture.length;m<n;m++)(l=h.texture[m])&&G.setTexture(l,h._array[m])}}if((d instanceof THREE.ShaderMaterial||d instanceof THREE.MeshPhongMaterial||d.envMap)&&g.cameraPosition!==null){b=a.matrixWorld.getPosition();i.uniform3f(g.cameraPosition,b.x,b.y,b.z)}(d instanceof THREE.MeshPhongMaterial||d instanceof THREE.MeshLambertMaterial||d instanceof THREE.ShaderMaterial||d.skinning)&&g.viewMatrix!==null&&i.uniformMatrix4fv(g.viewMatrix,false,a._viewMatrixArray);\\nd.skinning&&i.uniformMatrix4fv(g.boneGlobalMatrices,false,e.boneMatrices)}i.uniformMatrix4fv(g.modelViewMatrix,false,e._modelViewMatrix.elements);g.normalMatrix&&i.uniformMatrix3fv(g.normalMatrix,false,e._normalMatrix.elements);g.objectMatrix!==null&&i.uniformMatrix4fv(g.objectMatrix,false,e.matrixWorld.elements);return f}function r(a,b){a._modelViewMatrix.multiply(b.matrixWorldInverse,a.matrixWorld);a._normalMatrix.getInverse(a._modelViewMatrix);a._normalMatrix.transpose()}function u(a,b,c){if(Ra!==\\na){a?i.enable(i.POLYGON_OFFSET_FILL):i.disable(i.POLYGON_OFFSET_FILL);Ra=a}if(a&&(La!==b||Sa!==c)){i.polygonOffset(b,c);La=b;Sa=c}}function t(a,b){var c;a===\\\\\\\"fragment\\\\\\\"?c=i.createShader(i.FRAGMENT_SHADER):a===\\\\\\\"vertex\\\\\\\"&&(c=i.createShader(i.VERTEX_SHADER));i.shaderSource(c,b);i.compileShader(c);if(!i.getShaderParameter(c,i.COMPILE_STATUS)){console.error(i.getShaderInfoLog(c));console.error(b);return null}return c}function y(a,b,c){if(c){i.texParameteri(a,i.TEXTURE_WRAP_S,H(b.wrapS));i.texParameteri(a,\\ni.TEXTURE_WRAP_T,H(b.wrapT));i.texParameteri(a,i.TEXTURE_MAG_FILTER,H(b.magFilter));i.texParameteri(a,i.TEXTURE_MIN_FILTER,H(b.minFilter))}else{i.texParameteri(a,i.TEXTURE_WRAP_S,i.CLAMP_TO_EDGE);i.texParameteri(a,i.TEXTURE_WRAP_T,i.CLAMP_TO_EDGE);i.texParameteri(a,i.TEXTURE_MAG_FILTER,w(b.magFilter));i.texParameteri(a,i.TEXTURE_MIN_FILTER,w(b.minFilter))}}function s(a,b){i.bindRenderbuffer(i.RENDERBUFFER,a);if(b.depthBuffer&&!b.stencilBuffer){i.renderbufferStorage(i.RENDERBUFFER,i.DEPTH_COMPONENT16,\\nb.width,b.height);i.framebufferRenderbuffer(i.FRAMEBUFFER,i.DEPTH_ATTACHMENT,i.RENDERBUFFER,a)}else if(b.depthBuffer&&b.stencilBuffer){i.renderbufferStorage(i.RENDERBUFFER,i.DEPTH_STENCIL,b.width,b.height);i.framebufferRenderbuffer(i.FRAMEBUFFER,i.DEPTH_STENCIL_ATTACHMENT,i.RENDERBUFFER,a)}else i.renderbufferStorage(i.RENDERBUFFER,i.RGBA4,b.width,b.height)}function w(a){switch(a){case THREE.NearestFilter:case THREE.NearestMipMapNearestFilter:case THREE.NearestMipMapLinearFilter:return i.NEAREST;default:return i.LINEAR}}\\nfunction H(a){switch(a){case THREE.RepeatWrapping:return i.REPEAT;case THREE.ClampToEdgeWrapping:return i.CLAMP_TO_EDGE;case THREE.MirroredRepeatWrapping:return i.MIRRORED_REPEAT;case THREE.NearestFilter:return i.NEAREST;case THREE.NearestMipMapNearestFilter:return i.NEAREST_MIPMAP_NEAREST;case THREE.NearestMipMapLinearFilter:return i.NEAREST_MIPMAP_LINEAR;case THREE.LinearFilter:return i.LINEAR;case THREE.LinearMipMapNearestFilter:return i.LINEAR_MIPMAP_NEAREST;case THREE.LinearMipMapLinearFilter:return i.LINEAR_MIPMAP_LINEAR;\\ncase THREE.ByteType:return i.BYTE;case THREE.UnsignedByteType:return i.UNSIGNED_BYTE;case THREE.ShortType:return i.SHORT;case THREE.UnsignedShortType:return i.UNSIGNED_SHORT;case THREE.IntType:return i.INT;case THREE.UnsignedIntType:return i.UNSIGNED_INT;case THREE.FloatType:return i.FLOAT;case THREE.AlphaFormat:return i.ALPHA;case THREE.RGBFormat:return i.RGB;case THREE.RGBAFormat:return i.RGBA;case THREE.LuminanceFormat:return i.LUMINANCE;case THREE.LuminanceAlphaFormat:return i.LUMINANCE_ALPHA;\\ncase THREE.AddEquation:return i.FUNC_ADD;case THREE.SubtractEquation:return i.FUNC_SUBTRACT;case THREE.ReverseSubtractEquation:return i.FUNC_REVERSE_SUBTRACT;case THREE.ZeroFactor:return i.ZERO;case THREE.OneFactor:return i.ONE;case THREE.SrcColorFactor:return i.SRC_COLOR;case THREE.OneMinusSrcColorFactor:return i.ONE_MINUS_SRC_COLOR;case THREE.SrcAlphaFactor:return i.SRC_ALPHA;case THREE.OneMinusSrcAlphaFactor:return i.ONE_MINUS_SRC_ALPHA;case THREE.DstAlphaFactor:return i.DST_ALPHA;case THREE.OneMinusDstAlphaFactor:return i.ONE_MINUS_DST_ALPHA;\\ncase THREE.DstColorFactor:return i.DST_COLOR;case THREE.OneMinusDstColorFactor:return i.ONE_MINUS_DST_COLOR;case THREE.SrcAlphaSaturateFactor:return i.SRC_ALPHA_SATURATE}return 0}console.log(\\\\\\\"THREE.WebGLRenderer\\\\\\\",THREE.REVISION);var a=a||{},E=a.canvas!==void 0?a.canvas:document.createElement(\\\\\\\"canvas\\\\\\\"),z=a.precision!==void 0?a.precision:\\\\\\\"highp\\\\\\\",v=a.alpha!==void 0?a.alpha:true,A=a.premultipliedAlpha!==void 0?a.premultipliedAlpha:true,J=a.antialias!==void 0?a.antialias:false,K=a.stencil!==void 0?a.stencil:\\ntrue,R=a.preserveDrawingBuffer!==void 0?a.preserveDrawingBuffer:false,P=a.clearColor!==void 0?new THREE.Color(a.clearColor):new THREE.Color(0),D=a.clearAlpha!==void 0?a.clearAlpha:0,M=a.maxLights!==void 0?a.maxLights:4;this.domElement=E;this.context=null;this.autoUpdateScene=this.autoUpdateObjects=this.sortObjects=this.autoClearStencil=this.autoClearDepth=this.autoClearColor=this.autoClear=true;this.shadowMapEnabled=this.physicallyBasedShading=this.gammaOutput=this.gammaInput=false;this.shadowMapCullFrontFaces=\\nthis.shadowMapSoft=this.shadowMapAutoUpdate=true;this.shadowMapCascade=this.shadowMapDebug=false;this.maxMorphTargets=8;this.maxMorphNormals=4;this.autoScaleCubemaps=true;this.renderPluginsPre=[];this.renderPluginsPost=[];this.info={memory:{programs:0,geometries:0,textures:0},render:{calls:0,vertices:0,faces:0,points:0}};var G=this,i,T=[],U=null,C=null,Y=-1,F=null,ea=null,fa=0,ia=-1,O=-1,Q=-1,Z=-1,$=-1,ha=-1,Ma=-1,Ka=-1,Ra=null,La=null,Sa=null,Na=null,Kb=0,lb=0,gb=0,Lb=0,hb=0,Cb=0,Wa=new THREE.Frustum,\\nBa=new THREE.Matrix4,xa=new THREE.Matrix4,$a=new THREE.Vector4,aa=new THREE.Vector3,Ta=true,Qa={ambient:[0,0,0],directional:{length:0,colors:[],positions:[]},point:{length:0,colors:[],positions:[],distances:[]},spot:{length:0,colors:[],positions:[],distances:[],directions:[],angles:[],exponents:[]}};i=function(){var a;try{if(!(a=E.getContext(\\\\\\\"experimental-webgl\\\\\\\",{alpha:v,premultipliedAlpha:A,antialias:J,stencil:K,preserveDrawingBuffer:R})))throw\\\\\\\"Error creating WebGL context.\\\\\\\";}catch(b){console.error(b)}a.getExtension(\\\\\\\"OES_texture_float\\\\\\\")||\\nconsole.log(\\\\\\\"THREE.WebGLRenderer: Float textures not supported.\\\\\\\");return a}();i.clearColor(0,0,0,1);i.clearDepth(1);i.clearStencil(0);i.enable(i.DEPTH_TEST);i.depthFunc(i.LEQUAL);i.frontFace(i.CCW);i.cullFace(i.BACK);i.enable(i.CULL_FACE);i.enable(i.BLEND);i.blendEquation(i.FUNC_ADD);i.blendFunc(i.SRC_ALPHA,i.ONE_MINUS_SRC_ALPHA);i.clearColor(P.r,P.g,P.b,D);this.context=i;var oa=i.getParameter(i.MAX_VERTEX_TEXTURE_IMAGE_UNITS);i.getParameter(i.MAX_TEXTURE_SIZE);var ib=i.getParameter(i.MAX_CUBE_MAP_TEXTURE_SIZE);\\nthis.getContext=function(){return i};this.supportsVertexTextures=function(){return oa>0};this.setSize=function(a,b){E.width=a;E.height=b;this.setViewport(0,0,E.width,E.height)};this.setViewport=function(a,b,c,d){Kb=a;lb=b;gb=c;Lb=d;i.viewport(Kb,lb,gb,Lb)};this.setScissor=function(a,b,c,d){i.scissor(a,b,c,d)};this.enableScissorTest=function(a){a?i.enable(i.SCISSOR_TEST):i.disable(i.SCISSOR_TEST)};this.setClearColorHex=function(a,b){P.setHex(a);D=b;i.clearColor(P.r,P.g,P.b,D)};this.setClearColor=function(a,\\nb){P.copy(a);D=b;i.clearColor(P.r,P.g,P.b,D)};this.getClearColor=function(){return P};this.getClearAlpha=function(){return D};this.clear=function(a,b,c){var d=0;if(a===void 0||a)d=d|i.COLOR_BUFFER_BIT;if(b===void 0||b)d=d|i.DEPTH_BUFFER_BIT;if(c===void 0||c)d=d|i.STENCIL_BUFFER_BIT;i.clear(d)};this.clearTarget=function(a,b,c,d){this.setRenderTarget(a);this.clear(b,c,d)};this.addPostPlugin=function(a){a.init(this);this.renderPluginsPost.push(a)};this.addPrePlugin=function(a){a.init(this);this.renderPluginsPre.push(a)};\\nthis.deallocateObject=function(a){if(a.__webglInit){a.__webglInit=false;delete a._modelViewMatrix;delete a._normalMatrix;delete a._normalMatrixArray;delete a._modelViewMatrixArray;delete a._objectMatrixArray;if(a instanceof THREE.Mesh)for(var b in a.geometry.geometryGroups){var c=a.geometry.geometryGroups[b];i.deleteBuffer(c.__webglVertexBuffer);i.deleteBuffer(c.__webglNormalBuffer);i.deleteBuffer(c.__webglTangentBuffer);i.deleteBuffer(c.__webglColorBuffer);i.deleteBuffer(c.__webglUVBuffer);i.deleteBuffer(c.__webglUV2Buffer);\\ni.deleteBuffer(c.__webglSkinVertexABuffer);i.deleteBuffer(c.__webglSkinVertexBBuffer);i.deleteBuffer(c.__webglSkinIndicesBuffer);i.deleteBuffer(c.__webglSkinWeightsBuffer);i.deleteBuffer(c.__webglFaceBuffer);i.deleteBuffer(c.__webglLineBuffer);var d=void 0,e=void 0;if(c.numMorphTargets){d=0;for(e=c.numMorphTargets;d<e;d++)i.deleteBuffer(c.__webglMorphTargetsBuffers[d])}if(c.numMorphNormals){d=0;for(e=c.numMorphNormals;d<e;d++)i.deleteBuffer(c.__webglMorphNormalsBuffers[d])}if(c.__webglCustomAttributesList){d=\\nvoid 0;for(d in c.__webglCustomAttributesList)i.deleteBuffer(c.__webglCustomAttributesList[d].buffer)}G.info.memory.geometries--}else if(a instanceof THREE.Ribbon){a=a.geometry;i.deleteBuffer(a.__webglVertexBuffer);i.deleteBuffer(a.__webglColorBuffer);G.info.memory.geometries--}else if(a instanceof THREE.Line){a=a.geometry;i.deleteBuffer(a.__webglVertexBuffer);i.deleteBuffer(a.__webglColorBuffer);G.info.memory.geometries--}else if(a instanceof THREE.ParticleSystem){a=a.geometry;i.deleteBuffer(a.__webglVertexBuffer);\\ni.deleteBuffer(a.__webglColorBuffer);G.info.memory.geometries--}}};this.deallocateTexture=function(a){if(a.__webglInit){a.__webglInit=false;i.deleteTexture(a.__webglTexture);G.info.memory.textures--}};this.deallocateRenderTarget=function(a){if(a&&a.__webglTexture){i.deleteTexture(a.__webglTexture);if(a instanceof THREE.WebGLRenderTargetCube)for(var b=0;b<6;b++){i.deleteFramebuffer(a.__webglFramebuffer[b]);i.deleteRenderbuffer(a.__webglRenderbuffer[b])}else{i.deleteFramebuffer(a.__webglFramebuffer);\\ni.deleteRenderbuffer(a.__webglRenderbuffer)}}};this.updateShadowMap=function(a,b){U=null;Y=F=Ka=Ma=Q=-1;Ta=true;O=ia=-1;this.shadowMapPlugin.update(a,b)};this.renderBufferImmediate=function(a,b,c){if(!a.__webglVertexBuffer)a.__webglVertexBuffer=i.createBuffer();if(!a.__webglNormalBuffer)a.__webglNormalBuffer=i.createBuffer();if(a.hasPos){i.bindBuffer(i.ARRAY_BUFFER,a.__webglVertexBuffer);i.bufferData(i.ARRAY_BUFFER,a.positionArray,i.DYNAMIC_DRAW);i.enableVertexAttribArray(b.attributes.position);i.vertexAttribPointer(b.attributes.position,\\n3,i.FLOAT,false,0,0)}if(a.hasNormal){i.bindBuffer(i.ARRAY_BUFFER,a.__webglNormalBuffer);if(c===THREE.FlatShading){var d,e,f,g,h,j,k,l,m,n,p=a.count*3;for(n=0;n<p;n=n+9){c=a.normalArray;d=c[n];e=c[n+1];f=c[n+2];g=c[n+3];j=c[n+4];l=c[n+5];h=c[n+6];k=c[n+7];m=c[n+8];d=(d+g+h)/3;e=(e+j+k)/3;f=(f+l+m)/3;c[n]=d;c[n+1]=e;c[n+2]=f;c[n+3]=d;c[n+4]=e;c[n+5]=f;c[n+6]=d;c[n+7]=e;c[n+8]=f}}i.bufferData(i.ARRAY_BUFFER,a.normalArray,i.DYNAMIC_DRAW);i.enableVertexAttribArray(b.attributes.normal);i.vertexAttribPointer(b.attributes.normal,\\n3,i.FLOAT,false,0,0)}i.drawArrays(i.TRIANGLES,0,a.count);a.count=0};this.renderBufferDirect=function(a,b,c,d,e,f){if(d.visible!==false){c=n(a,b,c,d,f);a=c.attributes;b=false;d=e.id*16777215+c.id*2+(d.wireframe?1:0);if(d!==F){F=d;b=true}if(f instanceof THREE.Mesh){f=e.offsets;d=0;for(c=f.length;d<c;++d){if(b){i.bindBuffer(i.ARRAY_BUFFER,e.vertexPositionBuffer);i.vertexAttribPointer(a.position,e.vertexPositionBuffer.itemSize,i.FLOAT,false,0,f[d].index*12);if(a.normal>=0&&e.vertexNormalBuffer){i.bindBuffer(i.ARRAY_BUFFER,\\ne.vertexNormalBuffer);i.vertexAttribPointer(a.normal,e.vertexNormalBuffer.itemSize,i.FLOAT,false,0,f[d].index*12)}if(a.uv>=0&&e.vertexUvBuffer)if(e.vertexUvBuffer){i.bindBuffer(i.ARRAY_BUFFER,e.vertexUvBuffer);i.vertexAttribPointer(a.uv,e.vertexUvBuffer.itemSize,i.FLOAT,false,0,f[d].index*8);i.enableVertexAttribArray(a.uv)}else i.disableVertexAttribArray(a.uv);if(a.color>=0&&e.vertexColorBuffer){i.bindBuffer(i.ARRAY_BUFFER,e.vertexColorBuffer);i.vertexAttribPointer(a.color,e.vertexColorBuffer.itemSize,\\ni.FLOAT,false,0,f[d].index*16)}i.bindBuffer(i.ELEMENT_ARRAY_BUFFER,e.vertexIndexBuffer)}i.drawElements(i.TRIANGLES,f[d].count,i.UNSIGNED_SHORT,f[d].start*2);G.info.render.calls++;G.info.render.vertices=G.info.render.vertices+f[d].count;G.info.render.faces=G.info.render.faces+f[d].count/3}}}};this.renderBuffer=function(a,b,c,d,e,f){if(d.visible!==false){var g,h,c=n(a,b,c,d,f),b=c.attributes,a=false,c=e.id*16777215+c.id*2+(d.wireframe?1:0);if(c!==F){F=c;a=true}if(!d.morphTargets&&b.position>=0){if(a){i.bindBuffer(i.ARRAY_BUFFER,\\ne.__webglVertexBuffer);i.vertexAttribPointer(b.position,3,i.FLOAT,false,0,0)}}else if(f.morphTargetBase){c=d.program.attributes;if(f.morphTargetBase!==-1){i.bindBuffer(i.ARRAY_BUFFER,e.__webglMorphTargetsBuffers[f.morphTargetBase]);i.vertexAttribPointer(c.position,3,i.FLOAT,false,0,0)}else if(c.position>=0){i.bindBuffer(i.ARRAY_BUFFER,e.__webglVertexBuffer);i.vertexAttribPointer(c.position,3,i.FLOAT,false,0,0)}if(f.morphTargetForcedOrder.length){g=0;var j=f.morphTargetForcedOrder;for(h=f.morphTargetInfluences;g<\\nd.numSupportedMorphTargets&&g<j.length;){i.bindBuffer(i.ARRAY_BUFFER,e.__webglMorphTargetsBuffers[j[g]]);i.vertexAttribPointer(c[\\\\\\\"morphTarget\\\\\\\"+g],3,i.FLOAT,false,0,0);if(d.morphNormals){i.bindBuffer(i.ARRAY_BUFFER,e.__webglMorphNormalsBuffers[j[g]]);i.vertexAttribPointer(c[\\\\\\\"morphNormal\\\\\\\"+g],3,i.FLOAT,false,0,0)}f.__webglMorphTargetInfluences[g]=h[j[g]];g++}}else{var j=[],k=-1,l=0;h=f.morphTargetInfluences;var m,p=h.length;g=0;for(f.morphTargetBase!==-1&&(j[f.morphTargetBase]=true);g<d.numSupportedMorphTargets;){for(m=\\n0;m<p;m++)if(!j[m]&&h[m]>k){l=m;k=h[l]}i.bindBuffer(i.ARRAY_BUFFER,e.__webglMorphTargetsBuffers[l]);i.vertexAttribPointer(c[\\\\\\\"morphTarget\\\\\\\"+g],3,i.FLOAT,false,0,0);if(d.morphNormals){i.bindBuffer(i.ARRAY_BUFFER,e.__webglMorphNormalsBuffers[l]);i.vertexAttribPointer(c[\\\\\\\"morphNormal\\\\\\\"+g],3,i.FLOAT,false,0,0)}f.__webglMorphTargetInfluences[g]=k;j[l]=1;k=-1;g++}}d.program.uniforms.morphTargetInfluences!==null&&i.uniform1fv(d.program.uniforms.morphTargetInfluences,f.__webglMorphTargetInfluences)}if(a){if(e.__webglCustomAttributesList){g=\\n0;for(h=e.__webglCustomAttributesList.length;g<h;g++){c=e.__webglCustomAttributesList[g];if(b[c.buffer.belongsToAttribute]>=0){i.bindBuffer(i.ARRAY_BUFFER,c.buffer);i.vertexAttribPointer(b[c.buffer.belongsToAttribute],c.size,i.FLOAT,false,0,0)}}}if(b.color>=0){i.bindBuffer(i.ARRAY_BUFFER,e.__webglColorBuffer);i.vertexAttribPointer(b.color,3,i.FLOAT,false,0,0)}if(b.normal>=0){i.bindBuffer(i.ARRAY_BUFFER,e.__webglNormalBuffer);i.vertexAttribPointer(b.normal,3,i.FLOAT,false,0,0)}if(b.tangent>=0){i.bindBuffer(i.ARRAY_BUFFER,\\ne.__webglTangentBuffer);i.vertexAttribPointer(b.tangent,4,i.FLOAT,false,0,0)}if(b.uv>=0)if(e.__webglUVBuffer){i.bindBuffer(i.ARRAY_BUFFER,e.__webglUVBuffer);i.vertexAttribPointer(b.uv,2,i.FLOAT,false,0,0);i.enableVertexAttribArray(b.uv)}else i.disableVertexAttribArray(b.uv);if(b.uv2>=0)if(e.__webglUV2Buffer){i.bindBuffer(i.ARRAY_BUFFER,e.__webglUV2Buffer);i.vertexAttribPointer(b.uv2,2,i.FLOAT,false,0,0);i.enableVertexAttribArray(b.uv2)}else i.disableVertexAttribArray(b.uv2);if(d.skinning&&b.skinVertexA>=\\n0&&b.skinVertexB>=0&&b.skinIndex>=0&&b.skinWeight>=0){i.bindBuffer(i.ARRAY_BUFFER,e.__webglSkinVertexABuffer);i.vertexAttribPointer(b.skinVertexA,4,i.FLOAT,false,0,0);i.bindBuffer(i.ARRAY_BUFFER,e.__webglSkinVertexBBuffer);i.vertexAttribPointer(b.skinVertexB,4,i.FLOAT,false,0,0);i.bindBuffer(i.ARRAY_BUFFER,e.__webglSkinIndicesBuffer);i.vertexAttribPointer(b.skinIndex,4,i.FLOAT,false,0,0);i.bindBuffer(i.ARRAY_BUFFER,e.__webglSkinWeightsBuffer);i.vertexAttribPointer(b.skinWeight,4,i.FLOAT,false,0,0)}}if(f instanceof\\nTHREE.Mesh){if(d.wireframe){d=d.wireframeLinewidth;if(d!==Na){i.lineWidth(d);Na=d}a&&i.bindBuffer(i.ELEMENT_ARRAY_BUFFER,e.__webglLineBuffer);i.drawElements(i.LINES,e.__webglLineCount,i.UNSIGNED_SHORT,0)}else{a&&i.bindBuffer(i.ELEMENT_ARRAY_BUFFER,e.__webglFaceBuffer);i.drawElements(i.TRIANGLES,e.__webglFaceCount,i.UNSIGNED_SHORT,0)}G.info.render.calls++;G.info.render.vertices=G.info.render.vertices+e.__webglFaceCount;G.info.render.faces=G.info.render.faces+e.__webglFaceCount/3}else if(f instanceof\\nTHREE.Line){f=f.type===THREE.LineStrip?i.LINE_STRIP:i.LINES;d=d.linewidth;if(d!==Na){i.lineWidth(d);Na=d}i.drawArrays(f,0,e.__webglLineCount);G.info.render.calls++}else if(f instanceof THREE.ParticleSystem){i.drawArrays(i.POINTS,0,e.__webglParticleCount);G.info.render.calls++;G.info.render.points=G.info.render.points+e.__webglParticleCount}else if(f instanceof THREE.Ribbon){i.drawArrays(i.TRIANGLE_STRIP,0,e.__webglVertexCount);G.info.render.calls++}}};this.render=function(a,b,c,d){var e,f,k,m,n=a.__lights,\\np=a.fog;Y=-1;Ta=true;if(b.parent===void 0){console.warn(\\\\\\\"DEPRECATED: Camera hasn't been added to a Scene. Adding it...\\\\\\\");a.add(b)}this.autoUpdateScene&&a.updateMatrixWorld();if(!b._viewMatrixArray)b._viewMatrixArray=new Float32Array(16);if(!b._projectionMatrixArray)b._projectionMatrixArray=new Float32Array(16);b.matrixWorldInverse.getInverse(b.matrixWorld);b.matrixWorldInverse.flattenToArray(b._viewMatrixArray);b.projectionMatrix.flattenToArray(b._projectionMatrixArray);Ba.multiply(b.projectionMatrix,\\nb.matrixWorldInverse);Wa.setFromMatrix(Ba);this.autoUpdateObjects&&this.initWebGLObjects(a);h(this.renderPluginsPre,a,b);G.info.render.calls=0;G.info.render.vertices=0;G.info.render.faces=0;G.info.render.points=0;this.setRenderTarget(c);(this.autoClear||d)&&this.clear(this.autoClearColor,this.autoClearDepth,this.autoClearStencil);m=a.__webglObjects;d=0;for(e=m.length;d<e;d++){f=m[d];k=f.object;f.render=false;if(k.visible&&(!(k instanceof THREE.Mesh||k instanceof THREE.ParticleSystem)||!k.frustumCulled||\\nWa.contains(k))){r(k,b);var o=f,q=o.object,s=o.buffer,t=void 0,t=t=void 0,t=q.material;if(t instanceof THREE.MeshFaceMaterial){t=s.materialIndex;if(t>=0){t=q.geometry.materials[t];if(t.transparent){o.transparent=t;o.opaque=null}else{o.opaque=t;o.transparent=null}}}else if(t)if(t.transparent){o.transparent=t;o.opaque=null}else{o.opaque=t;o.transparent=null}f.render=true;if(this.sortObjects)if(k.renderDepth)f.z=k.renderDepth;else{$a.copy(k.matrixWorld.getPosition());Ba.multiplyVector3($a);f.z=$a.z}}}this.sortObjects&&\\nm.sort(g);m=a.__webglObjectsImmediate;d=0;for(e=m.length;d<e;d++){f=m[d];k=f.object;if(k.visible){r(k,b);k=f.object.material;if(k.transparent){f.transparent=k;f.opaque=null}else{f.opaque=k;f.transparent=null}}}if(a.overrideMaterial){d=a.overrideMaterial;this.setBlending(d.blending,d.blendEquation,d.blendSrc,d.blendDst);this.setDepthTest(d.depthTest);this.setDepthWrite(d.depthWrite);u(d.polygonOffset,d.polygonOffsetFactor,d.polygonOffsetUnits);j(a.__webglObjects,false,\\\\\\\"\\\\\\\",b,n,p,true,d);l(a.__webglObjectsImmediate,\\n\\\\\\\"\\\\\\\",b,n,p,false,d)}else{this.setBlending(THREE.NormalBlending);j(a.__webglObjects,true,\\\\\\\"opaque\\\\\\\",b,n,p,false);l(a.__webglObjectsImmediate,\\\\\\\"opaque\\\\\\\",b,n,p,false);j(a.__webglObjects,false,\\\\\\\"transparent\\\\\\\",b,n,p,true);l(a.__webglObjectsImmediate,\\\\\\\"transparent\\\\\\\",b,n,p,true)}h(this.renderPluginsPost,a,b);if(c&&c.generateMipmaps&&c.minFilter!==THREE.NearestFilter&&c.minFilter!==THREE.LinearFilter)if(c instanceof THREE.WebGLRenderTargetCube){i.bindTexture(i.TEXTURE_CUBE_MAP,c.__webglTexture);i.generateMipmap(i.TEXTURE_CUBE_MAP);\\ni.bindTexture(i.TEXTURE_CUBE_MAP,null)}else{i.bindTexture(i.TEXTURE_2D,c.__webglTexture);i.generateMipmap(i.TEXTURE_2D);i.bindTexture(i.TEXTURE_2D,null)}this.setDepthTest(true);this.setDepthWrite(true)};this.renderImmediateObject=function(a,b,c,d,e){var f=n(a,b,c,d,e);F=-1;G.setObjectFaces(e);e.immediateRenderCallback?e.immediateRenderCallback(f,i,Wa):e.render(function(a){G.renderBufferImmediate(a,f,d.shading)})};this.initWebGLObjects=function(a){if(!a.__webglObjects){a.__webglObjects=[];a.__webglObjectsImmediate=\\n[];a.__webglSprites=[];a.__webglFlares=[]}for(;a.__objectsAdded.length;){var g=a.__objectsAdded[0],h=a,j=void 0,l=void 0,n=void 0;if(!g.__webglInit){g.__webglInit=true;g._modelViewMatrix=new THREE.Matrix4;g._normalMatrix=new THREE.Matrix3;if(g instanceof THREE.Mesh){l=g.geometry;if(l instanceof THREE.Geometry){if(l.geometryGroups===void 0){var r=l,s=void 0,t=void 0,u=void 0,v=void 0,w=void 0,z=void 0,y=void 0,A={},C=r.morphTargets.length,D=r.morphNormals.length;r.geometryGroups={};s=0;for(t=r.faces.length;s<\\nt;s++){u=r.faces[s];v=u.materialIndex;z=v!==void 0?v:-1;A[z]===void 0&&(A[z]={hash:z,counter:0});y=A[z].hash+\\\\\\\"_\\\\\\\"+A[z].counter;r.geometryGroups[y]===void 0&&(r.geometryGroups[y]={faces3:[],faces4:[],materialIndex:v,vertices:0,numMorphTargets:C,numMorphNormals:D});w=u instanceof THREE.Face3?3:4;if(r.geometryGroups[y].vertices+w>65535){A[z].counter=A[z].counter+1;y=A[z].hash+\\\\\\\"_\\\\\\\"+A[z].counter;r.geometryGroups[y]===void 0&&(r.geometryGroups[y]={faces3:[],faces4:[],materialIndex:v,vertices:0,numMorphTargets:C,\\nnumMorphNormals:D})}u instanceof THREE.Face3?r.geometryGroups[y].faces3.push(s):r.geometryGroups[y].faces4.push(s);r.geometryGroups[y].vertices=r.geometryGroups[y].vertices+w}r.geometryGroupsList=[];var E=void 0;for(E in r.geometryGroups){r.geometryGroups[E].id=fa++;r.geometryGroupsList.push(r.geometryGroups[E])}}for(j in l.geometryGroups){n=l.geometryGroups[j];if(!n.__webglVertexBuffer){var F=n;F.__webglVertexBuffer=i.createBuffer();F.__webglNormalBuffer=i.createBuffer();F.__webglTangentBuffer=i.createBuffer();\\nF.__webglColorBuffer=i.createBuffer();F.__webglUVBuffer=i.createBuffer();F.__webglUV2Buffer=i.createBuffer();F.__webglSkinVertexABuffer=i.createBuffer();F.__webglSkinVertexBBuffer=i.createBuffer();F.__webglSkinIndicesBuffer=i.createBuffer();F.__webglSkinWeightsBuffer=i.createBuffer();F.__webglFaceBuffer=i.createBuffer();F.__webglLineBuffer=i.createBuffer();var H=void 0,K=void 0;if(F.numMorphTargets){F.__webglMorphTargetsBuffers=[];H=0;for(K=F.numMorphTargets;H<K;H++)F.__webglMorphTargetsBuffers.push(i.createBuffer())}if(F.numMorphNormals){F.__webglMorphNormalsBuffers=\\n[];H=0;for(K=F.numMorphNormals;H<K;H++)F.__webglMorphNormalsBuffers.push(i.createBuffer())}G.info.memory.geometries++;var Q=n,J=g,O=J.geometry,M=Q.faces3,$=Q.faces4,P=M.length*3+$.length*4,Z=M.length*1+$.length*2,Y=M.length*3+$.length*4,R=c(J,Q),T=e(R),ea=d(R),ia=R.vertexColors?R.vertexColors:false;Q.__vertexArray=new Float32Array(P*3);if(ea)Q.__normalArray=new Float32Array(P*3);if(O.hasTangents)Q.__tangentArray=new Float32Array(P*4);if(ia)Q.__colorArray=new Float32Array(P*3);if(T){if(O.faceUvs.length>\\n0||O.faceVertexUvs.length>0)Q.__uvArray=new Float32Array(P*2);if(O.faceUvs.length>1||O.faceVertexUvs.length>1)Q.__uv2Array=new Float32Array(P*2)}if(J.geometry.skinWeights.length&&J.geometry.skinIndices.length){Q.__skinVertexAArray=new Float32Array(P*4);Q.__skinVertexBArray=new Float32Array(P*4);Q.__skinIndexArray=new Float32Array(P*4);Q.__skinWeightArray=new Float32Array(P*4)}Q.__faceArray=new Uint16Array(Z*3);Q.__lineArray=new Uint16Array(Y*2);var U=void 0,ha=void 0;if(Q.numMorphTargets){Q.__morphTargetsArrays=\\n[];U=0;for(ha=Q.numMorphTargets;U<ha;U++)Q.__morphTargetsArrays.push(new Float32Array(P*3))}if(Q.numMorphNormals){Q.__morphNormalsArrays=[];U=0;for(ha=Q.numMorphNormals;U<ha;U++)Q.__morphNormalsArrays.push(new Float32Array(P*3))}Q.__webglFaceCount=Z*3;Q.__webglLineCount=Y*2;if(R.attributes){if(Q.__webglCustomAttributesList===void 0)Q.__webglCustomAttributesList=[];var Ra=void 0;for(Ra in R.attributes){var Ma=R.attributes[Ra],aa={},Ka;for(Ka in Ma)aa[Ka]=Ma[Ka];if(!aa.__webglInitialized||aa.createUniqueBuffers){aa.__webglInitialized=\\ntrue;var La=1;aa.type===\\\\\\\"v2\\\\\\\"?La=2:aa.type===\\\\\\\"v3\\\\\\\"?La=3:aa.type===\\\\\\\"v4\\\\\\\"?La=4:aa.type===\\\\\\\"c\\\\\\\"&&(La=3);aa.size=La;aa.array=new Float32Array(P*La);aa.buffer=i.createBuffer();aa.buffer.belongsToAttribute=Ra;Ma.needsUpdate=true;aa.__original=Ma}Q.__webglCustomAttributesList.push(aa)}}Q.__inittedArrays=true;l.verticesNeedUpdate=true;l.morphTargetsNeedUpdate=true;l.elementsNeedUpdate=true;l.uvsNeedUpdate=true;l.normalsNeedUpdate=true;l.tangetsNeedUpdate=true;l.colorsNeedUpdate=true}}}}else if(g instanceof THREE.Ribbon){l=\\ng.geometry;if(!l.__webglVertexBuffer){var Sa=l;Sa.__webglVertexBuffer=i.createBuffer();Sa.__webglColorBuffer=i.createBuffer();G.info.memory.geometries++;var oa=l,xa=oa.vertices.length;oa.__vertexArray=new Float32Array(xa*3);oa.__colorArray=new Float32Array(xa*3);oa.__webglVertexCount=xa;l.verticesNeedUpdate=true;l.colorsNeedUpdate=true}}else if(g instanceof THREE.Line){l=g.geometry;if(!l.__webglVertexBuffer){var Ba=l;Ba.__webglVertexBuffer=i.createBuffer();Ba.__webglColorBuffer=i.createBuffer();G.info.memory.geometries++;\\nvar Na=l,Ta=g,Wa=Na.vertices.length;Na.__vertexArray=new Float32Array(Wa*3);Na.__colorArray=new Float32Array(Wa*3);Na.__webglLineCount=Wa;b(Na,Ta);l.verticesNeedUpdate=true;l.colorsNeedUpdate=true}}else if(g instanceof THREE.ParticleSystem){l=g.geometry;if(!l.__webglVertexBuffer){var $a=l;$a.__webglVertexBuffer=i.createBuffer();$a.__webglColorBuffer=i.createBuffer();G.info.geometries++;var Qa=l,Kb=g,lb=Qa.vertices.length;Qa.__vertexArray=new Float32Array(lb*3);Qa.__colorArray=new Float32Array(lb*\\n3);Qa.__sortArray=[];Qa.__webglParticleCount=lb;b(Qa,Kb);l.verticesNeedUpdate=true;l.colorsNeedUpdate=true}}}if(!g.__webglActive){if(g instanceof THREE.Mesh){l=g.geometry;if(l instanceof THREE.BufferGeometry)k(h.__webglObjects,l,g);else for(j in l.geometryGroups){n=l.geometryGroups[j];k(h.__webglObjects,n,g)}}else if(g instanceof THREE.Ribbon||g instanceof THREE.Line||g instanceof THREE.ParticleSystem){l=g.geometry;k(h.__webglObjects,l,g)}else g instanceof THREE.ImmediateRenderObject||g.immediateRenderCallback?\\nh.__webglObjectsImmediate.push({object:g,opaque:null,transparent:null}):g instanceof THREE.Sprite?h.__webglSprites.push(g):g instanceof THREE.LensFlare&&h.__webglFlares.push(g);g.__webglActive=true}a.__objectsAdded.splice(0,1)}for(;a.__objectsRemoved.length;){var bb=a.__objectsRemoved[0],gb=a;bb instanceof THREE.Mesh||bb instanceof THREE.ParticleSystem||bb instanceof THREE.Ribbon||bb instanceof THREE.Line?o(gb.__webglObjects,bb):bb instanceof THREE.Sprite?q(gb.__webglSprites,bb):bb instanceof THREE.LensFlare?\\nq(gb.__webglFlares,bb):(bb instanceof THREE.ImmediateRenderObject||bb.immediateRenderCallback)&&o(gb.__webglObjectsImmediate,bb);bb.__webglActive=false;a.__objectsRemoved.splice(0,1)}for(var ib=0,Lb=a.__webglObjects.length;ib<Lb;ib++){var jb=a.__webglObjects[ib].object,ga=jb.geometry,hb=void 0,ic=void 0,Ua=void 0;if(jb instanceof THREE.Mesh)if(ga instanceof THREE.BufferGeometry){ga.verticesNeedUpdate=false;ga.elementsNeedUpdate=false;ga.uvsNeedUpdate=false;ga.normalsNeedUpdate=false;ga.colorsNeedUpdate=\\nfalse}else{for(var Cb=0,nd=ga.geometryGroupsList.length;Cb<nd;Cb++){hb=ga.geometryGroupsList[Cb];Ua=c(jb,hb);ic=Ua.attributes&&p(Ua);if(ga.verticesNeedUpdate||ga.morphTargetsNeedUpdate||ga.elementsNeedUpdate||ga.uvsNeedUpdate||ga.normalsNeedUpdate||ga.colorsNeedUpdate||ga.tangetsNeedUpdate||ic){var ca=hb,od=jb,Xa=i.DYNAMIC_DRAW,pd=!ga.dynamic,bc=Ua;if(ca.__inittedArrays){var cd=d(bc),Tc=bc.vertexColors?bc.vertexColors:false,dd=e(bc),Ec=cd===THREE.SmoothShading,I=void 0,S=void 0,fb=void 0,N=void 0,\\njc=void 0,Ob=void 0,kb=void 0,Fc=void 0,Fb=void 0,kc=void 0,lc=void 0,V=void 0,W=void 0,X=void 0,ma=void 0,mb=void 0,nb=void 0,ob=void 0,qc=void 0,pb=void 0,qb=void 0,rb=void 0,rc=void 0,sb=void 0,tb=void 0,ub=void 0,sc=void 0,vb=void 0,wb=void 0,xb=void 0,tc=void 0,yb=void 0,zb=void 0,Ab=void 0,uc=void 0,Pb=void 0,Qb=void 0,Rb=void 0,Gc=void 0,Sb=void 0,Tb=void 0,Ub=void 0,Hc=void 0,ja=void 0,ed=void 0,Vb=void 0,mc=void 0,nc=void 0,Ea=void 0,fd=void 0,Ca=void 0,Da=void 0,Wb=void 0,Gb=void 0,wa=0,\\nAa=0,Hb=0,Ib=0,cb=0,Ja=0,na=0,Oa=0,ya=0,L=0,ba=0,B=0,Ya=void 0,Fa=ca.__vertexArray,vc=ca.__uvArray,wc=ca.__uv2Array,db=ca.__normalArray,qa=ca.__tangentArray,Ga=ca.__colorArray,ra=ca.__skinVertexAArray,sa=ca.__skinVertexBArray,ta=ca.__skinIndexArray,ua=ca.__skinWeightArray,Uc=ca.__morphTargetsArrays,Vc=ca.__morphNormalsArrays,Wc=ca.__webglCustomAttributesList,x=void 0,Bb=ca.__faceArray,Za=ca.__lineArray,Pa=od.geometry,qd=Pa.elementsNeedUpdate,gd=Pa.uvsNeedUpdate,rd=Pa.normalsNeedUpdate,sd=Pa.tangetsNeedUpdate,\\ntd=Pa.colorsNeedUpdate,ud=Pa.morphTargetsNeedUpdate,cc=Pa.vertices,ka=ca.faces3,la=ca.faces4,za=Pa.faces,Xc=Pa.faceVertexUvs[0],Yc=Pa.faceVertexUvs[1],dc=Pa.skinVerticesA,ec=Pa.skinVerticesB,fc=Pa.skinIndices,Xb=Pa.skinWeights,Yb=Pa.morphTargets,Ic=Pa.morphNormals;if(Pa.verticesNeedUpdate){I=0;for(S=ka.length;I<S;I++){N=za[ka[I]];V=cc[N.a];W=cc[N.b];X=cc[N.c];Fa[Aa]=V.x;Fa[Aa+1]=V.y;Fa[Aa+2]=V.z;Fa[Aa+3]=W.x;Fa[Aa+4]=W.y;Fa[Aa+5]=W.z;Fa[Aa+6]=X.x;Fa[Aa+7]=X.y;Fa[Aa+8]=X.z;Aa=Aa+9}I=0;for(S=la.length;I<\\nS;I++){N=za[la[I]];V=cc[N.a];W=cc[N.b];X=cc[N.c];ma=cc[N.d];Fa[Aa]=V.x;Fa[Aa+1]=V.y;Fa[Aa+2]=V.z;Fa[Aa+3]=W.x;Fa[Aa+4]=W.y;Fa[Aa+5]=W.z;Fa[Aa+6]=X.x;Fa[Aa+7]=X.y;Fa[Aa+8]=X.z;Fa[Aa+9]=ma.x;Fa[Aa+10]=ma.y;Fa[Aa+11]=ma.z;Aa=Aa+12}i.bindBuffer(i.ARRAY_BUFFER,ca.__webglVertexBuffer);i.bufferData(i.ARRAY_BUFFER,Fa,Xa)}if(ud){Ea=0;for(fd=Yb.length;Ea<fd;Ea++){I=ba=0;for(S=ka.length;I<S;I++){Wb=ka[I];N=za[Wb];V=Yb[Ea].vertices[N.a];W=Yb[Ea].vertices[N.b];X=Yb[Ea].vertices[N.c];Ca=Uc[Ea];Ca[ba]=V.x;Ca[ba+\\n1]=V.y;Ca[ba+2]=V.z;Ca[ba+3]=W.x;Ca[ba+4]=W.y;Ca[ba+5]=W.z;Ca[ba+6]=X.x;Ca[ba+7]=X.y;Ca[ba+8]=X.z;if(bc.morphNormals){if(Ec){Gb=Ic[Ea].vertexNormals[Wb];pb=Gb.a;qb=Gb.b;rb=Gb.c}else rb=qb=pb=Ic[Ea].faceNormals[Wb];Da=Vc[Ea];Da[ba]=pb.x;Da[ba+1]=pb.y;Da[ba+2]=pb.z;Da[ba+3]=qb.x;Da[ba+4]=qb.y;Da[ba+5]=qb.z;Da[ba+6]=rb.x;Da[ba+7]=rb.y;Da[ba+8]=rb.z}ba=ba+9}I=0;for(S=la.length;I<S;I++){Wb=la[I];N=za[Wb];V=Yb[Ea].vertices[N.a];W=Yb[Ea].vertices[N.b];X=Yb[Ea].vertices[N.c];ma=Yb[Ea].vertices[N.d];Ca=Uc[Ea];\\nCa[ba]=V.x;Ca[ba+1]=V.y;Ca[ba+2]=V.z;Ca[ba+3]=W.x;Ca[ba+4]=W.y;Ca[ba+5]=W.z;Ca[ba+6]=X.x;Ca[ba+7]=X.y;Ca[ba+8]=X.z;Ca[ba+9]=ma.x;Ca[ba+10]=ma.y;Ca[ba+11]=ma.z;if(bc.morphNormals){if(Ec){Gb=Ic[Ea].vertexNormals[Wb];pb=Gb.a;qb=Gb.b;rb=Gb.c;rc=Gb.d}else rc=rb=qb=pb=Ic[Ea].faceNormals[Wb];Da=Vc[Ea];Da[ba]=pb.x;Da[ba+1]=pb.y;Da[ba+2]=pb.z;Da[ba+3]=qb.x;Da[ba+4]=qb.y;Da[ba+5]=qb.z;Da[ba+6]=rb.x;Da[ba+7]=rb.y;Da[ba+8]=rb.z;Da[ba+9]=rc.x;Da[ba+10]=rc.y;Da[ba+11]=rc.z}ba=ba+12}i.bindBuffer(i.ARRAY_BUFFER,\\nca.__webglMorphTargetsBuffers[Ea]);i.bufferData(i.ARRAY_BUFFER,Uc[Ea],Xa);if(bc.morphNormals){i.bindBuffer(i.ARRAY_BUFFER,ca.__webglMorphNormalsBuffers[Ea]);i.bufferData(i.ARRAY_BUFFER,Vc[Ea],Xa)}}}if(Xb.length){I=0;for(S=ka.length;I<S;I++){N=za[ka[I]];vb=Xb[N.a];wb=Xb[N.b];xb=Xb[N.c];ua[L]=vb.x;ua[L+1]=vb.y;ua[L+2]=vb.z;ua[L+3]=vb.w;ua[L+4]=wb.x;ua[L+5]=wb.y;ua[L+6]=wb.z;ua[L+7]=wb.w;ua[L+8]=xb.x;ua[L+9]=xb.y;ua[L+10]=xb.z;ua[L+11]=xb.w;yb=fc[N.a];zb=fc[N.b];Ab=fc[N.c];ta[L]=yb.x;ta[L+1]=yb.y;ta[L+\\n2]=yb.z;ta[L+3]=yb.w;ta[L+4]=zb.x;ta[L+5]=zb.y;ta[L+6]=zb.z;ta[L+7]=zb.w;ta[L+8]=Ab.x;ta[L+9]=Ab.y;ta[L+10]=Ab.z;ta[L+11]=Ab.w;Pb=dc[N.a];Qb=dc[N.b];Rb=dc[N.c];ra[L]=Pb.x;ra[L+1]=Pb.y;ra[L+2]=Pb.z;ra[L+3]=1;ra[L+4]=Qb.x;ra[L+5]=Qb.y;ra[L+6]=Qb.z;ra[L+7]=1;ra[L+8]=Rb.x;ra[L+9]=Rb.y;ra[L+10]=Rb.z;ra[L+11]=1;Sb=ec[N.a];Tb=ec[N.b];Ub=ec[N.c];sa[L]=Sb.x;sa[L+1]=Sb.y;sa[L+2]=Sb.z;sa[L+3]=1;sa[L+4]=Tb.x;sa[L+5]=Tb.y;sa[L+6]=Tb.z;sa[L+7]=1;sa[L+8]=Ub.x;sa[L+9]=Ub.y;sa[L+10]=Ub.z;sa[L+11]=1;L=L+12}I=0;for(S=\\nla.length;I<S;I++){N=za[la[I]];vb=Xb[N.a];wb=Xb[N.b];xb=Xb[N.c];tc=Xb[N.d];ua[L]=vb.x;ua[L+1]=vb.y;ua[L+2]=vb.z;ua[L+3]=vb.w;ua[L+4]=wb.x;ua[L+5]=wb.y;ua[L+6]=wb.z;ua[L+7]=wb.w;ua[L+8]=xb.x;ua[L+9]=xb.y;ua[L+10]=xb.z;ua[L+11]=xb.w;ua[L+12]=tc.x;ua[L+13]=tc.y;ua[L+14]=tc.z;ua[L+15]=tc.w;yb=fc[N.a];zb=fc[N.b];Ab=fc[N.c];uc=fc[N.d];ta[L]=yb.x;ta[L+1]=yb.y;ta[L+2]=yb.z;ta[L+3]=yb.w;ta[L+4]=zb.x;ta[L+5]=zb.y;ta[L+6]=zb.z;ta[L+7]=zb.w;ta[L+8]=Ab.x;ta[L+9]=Ab.y;ta[L+10]=Ab.z;ta[L+11]=Ab.w;ta[L+12]=uc.x;\\nta[L+13]=uc.y;ta[L+14]=uc.z;ta[L+15]=uc.w;Pb=dc[N.a];Qb=dc[N.b];Rb=dc[N.c];Gc=dc[N.d];ra[L]=Pb.x;ra[L+1]=Pb.y;ra[L+2]=Pb.z;ra[L+3]=1;ra[L+4]=Qb.x;ra[L+5]=Qb.y;ra[L+6]=Qb.z;ra[L+7]=1;ra[L+8]=Rb.x;ra[L+9]=Rb.y;ra[L+10]=Rb.z;ra[L+11]=1;ra[L+12]=Gc.x;ra[L+13]=Gc.y;ra[L+14]=Gc.z;ra[L+15]=1;Sb=ec[N.a];Tb=ec[N.b];Ub=ec[N.c];Hc=ec[N.d];sa[L]=Sb.x;sa[L+1]=Sb.y;sa[L+2]=Sb.z;sa[L+3]=1;sa[L+4]=Tb.x;sa[L+5]=Tb.y;sa[L+6]=Tb.z;sa[L+7]=1;sa[L+8]=Ub.x;sa[L+9]=Ub.y;sa[L+10]=Ub.z;sa[L+11]=1;sa[L+12]=Hc.x;sa[L+13]=Hc.y;\\nsa[L+14]=Hc.z;sa[L+15]=1;L=L+16}if(L>0){i.bindBuffer(i.ARRAY_BUFFER,ca.__webglSkinVertexABuffer);i.bufferData(i.ARRAY_BUFFER,ra,Xa);i.bindBuffer(i.ARRAY_BUFFER,ca.__webglSkinVertexBBuffer);i.bufferData(i.ARRAY_BUFFER,sa,Xa);i.bindBuffer(i.ARRAY_BUFFER,ca.__webglSkinIndicesBuffer);i.bufferData(i.ARRAY_BUFFER,ta,Xa);i.bindBuffer(i.ARRAY_BUFFER,ca.__webglSkinWeightsBuffer);i.bufferData(i.ARRAY_BUFFER,ua,Xa)}}if(td&&Tc){I=0;for(S=ka.length;I<S;I++){N=za[ka[I]];kb=N.vertexColors;Fc=N.color;if(kb.length===\\n3&&Tc===THREE.VertexColors){sb=kb[0];tb=kb[1];ub=kb[2]}else ub=tb=sb=Fc;Ga[ya]=sb.r;Ga[ya+1]=sb.g;Ga[ya+2]=sb.b;Ga[ya+3]=tb.r;Ga[ya+4]=tb.g;Ga[ya+5]=tb.b;Ga[ya+6]=ub.r;Ga[ya+7]=ub.g;Ga[ya+8]=ub.b;ya=ya+9}I=0;for(S=la.length;I<S;I++){N=za[la[I]];kb=N.vertexColors;Fc=N.color;if(kb.length===4&&Tc===THREE.VertexColors){sb=kb[0];tb=kb[1];ub=kb[2];sc=kb[3]}else sc=ub=tb=sb=Fc;Ga[ya]=sb.r;Ga[ya+1]=sb.g;Ga[ya+2]=sb.b;Ga[ya+3]=tb.r;Ga[ya+4]=tb.g;Ga[ya+5]=tb.b;Ga[ya+6]=ub.r;Ga[ya+7]=ub.g;Ga[ya+8]=ub.b;Ga[ya+\\n9]=sc.r;Ga[ya+10]=sc.g;Ga[ya+11]=sc.b;ya=ya+12}if(ya>0){i.bindBuffer(i.ARRAY_BUFFER,ca.__webglColorBuffer);i.bufferData(i.ARRAY_BUFFER,Ga,Xa)}}if(sd&&Pa.hasTangents){I=0;for(S=ka.length;I<S;I++){N=za[ka[I]];Fb=N.vertexTangents;mb=Fb[0];nb=Fb[1];ob=Fb[2];qa[na]=mb.x;qa[na+1]=mb.y;qa[na+2]=mb.z;qa[na+3]=mb.w;qa[na+4]=nb.x;qa[na+5]=nb.y;qa[na+6]=nb.z;qa[na+7]=nb.w;qa[na+8]=ob.x;qa[na+9]=ob.y;qa[na+10]=ob.z;qa[na+11]=ob.w;na=na+12}I=0;for(S=la.length;I<S;I++){N=za[la[I]];Fb=N.vertexTangents;mb=Fb[0];\\nnb=Fb[1];ob=Fb[2];qc=Fb[3];qa[na]=mb.x;qa[na+1]=mb.y;qa[na+2]=mb.z;qa[na+3]=mb.w;qa[na+4]=nb.x;qa[na+5]=nb.y;qa[na+6]=nb.z;qa[na+7]=nb.w;qa[na+8]=ob.x;qa[na+9]=ob.y;qa[na+10]=ob.z;qa[na+11]=ob.w;qa[na+12]=qc.x;qa[na+13]=qc.y;qa[na+14]=qc.z;qa[na+15]=qc.w;na=na+16}i.bindBuffer(i.ARRAY_BUFFER,ca.__webglTangentBuffer);i.bufferData(i.ARRAY_BUFFER,qa,Xa)}if(rd&&cd){I=0;for(S=ka.length;I<S;I++){N=za[ka[I]];jc=N.vertexNormals;Ob=N.normal;if(jc.length===3&&Ec)for(ja=0;ja<3;ja++){Vb=jc[ja];db[Ja]=Vb.x;db[Ja+\\n1]=Vb.y;db[Ja+2]=Vb.z;Ja=Ja+3}else for(ja=0;ja<3;ja++){db[Ja]=Ob.x;db[Ja+1]=Ob.y;db[Ja+2]=Ob.z;Ja=Ja+3}}I=0;for(S=la.length;I<S;I++){N=za[la[I]];jc=N.vertexNormals;Ob=N.normal;if(jc.length===4&&Ec)for(ja=0;ja<4;ja++){Vb=jc[ja];db[Ja]=Vb.x;db[Ja+1]=Vb.y;db[Ja+2]=Vb.z;Ja=Ja+3}else for(ja=0;ja<4;ja++){db[Ja]=Ob.x;db[Ja+1]=Ob.y;db[Ja+2]=Ob.z;Ja=Ja+3}}i.bindBuffer(i.ARRAY_BUFFER,ca.__webglNormalBuffer);i.bufferData(i.ARRAY_BUFFER,db,Xa)}if(gd&&Xc&&dd){I=0;for(S=ka.length;I<S;I++){fb=ka[I];N=za[fb];kc=\\nXc[fb];if(kc!==void 0)for(ja=0;ja<3;ja++){mc=kc[ja];vc[Hb]=mc.u;vc[Hb+1]=mc.v;Hb=Hb+2}}I=0;for(S=la.length;I<S;I++){fb=la[I];N=za[fb];kc=Xc[fb];if(kc!==void 0)for(ja=0;ja<4;ja++){mc=kc[ja];vc[Hb]=mc.u;vc[Hb+1]=mc.v;Hb=Hb+2}}if(Hb>0){i.bindBuffer(i.ARRAY_BUFFER,ca.__webglUVBuffer);i.bufferData(i.ARRAY_BUFFER,vc,Xa)}}if(gd&&Yc&&dd){I=0;for(S=ka.length;I<S;I++){fb=ka[I];N=za[fb];lc=Yc[fb];if(lc!==void 0)for(ja=0;ja<3;ja++){nc=lc[ja];wc[Ib]=nc.u;wc[Ib+1]=nc.v;Ib=Ib+2}}I=0;for(S=la.length;I<S;I++){fb=\\nla[I];N=za[fb];lc=Yc[fb];if(lc!==void 0)for(ja=0;ja<4;ja++){nc=lc[ja];wc[Ib]=nc.u;wc[Ib+1]=nc.v;Ib=Ib+2}}if(Ib>0){i.bindBuffer(i.ARRAY_BUFFER,ca.__webglUV2Buffer);i.bufferData(i.ARRAY_BUFFER,wc,Xa)}}if(qd){I=0;for(S=ka.length;I<S;I++){N=za[ka[I]];Bb[cb]=wa;Bb[cb+1]=wa+1;Bb[cb+2]=wa+2;cb=cb+3;Za[Oa]=wa;Za[Oa+1]=wa+1;Za[Oa+2]=wa;Za[Oa+3]=wa+2;Za[Oa+4]=wa+1;Za[Oa+5]=wa+2;Oa=Oa+6;wa=wa+3}I=0;for(S=la.length;I<S;I++){N=za[la[I]];Bb[cb]=wa;Bb[cb+1]=wa+1;Bb[cb+2]=wa+3;Bb[cb+3]=wa+1;Bb[cb+4]=wa+2;Bb[cb+5]=\\nwa+3;cb=cb+6;Za[Oa]=wa;Za[Oa+1]=wa+1;Za[Oa+2]=wa;Za[Oa+3]=wa+3;Za[Oa+4]=wa+1;Za[Oa+5]=wa+2;Za[Oa+6]=wa+2;Za[Oa+7]=wa+3;Oa=Oa+8;wa=wa+4}i.bindBuffer(i.ELEMENT_ARRAY_BUFFER,ca.__webglFaceBuffer);i.bufferData(i.ELEMENT_ARRAY_BUFFER,Bb,Xa);i.bindBuffer(i.ELEMENT_ARRAY_BUFFER,ca.__webglLineBuffer);i.bufferData(i.ELEMENT_ARRAY_BUFFER,Za,Xa)}if(Wc){ja=0;for(ed=Wc.length;ja<ed;ja++){x=Wc[ja];if(x.__original.needsUpdate){B=0;if(x.size===1)if(x.boundTo===void 0||x.boundTo===\\\\\\\"vertices\\\\\\\"){I=0;for(S=ka.length;I<\\nS;I++){N=za[ka[I]];x.array[B]=x.value[N.a];x.array[B+1]=x.value[N.b];x.array[B+2]=x.value[N.c];B=B+3}I=0;for(S=la.length;I<S;I++){N=za[la[I]];x.array[B]=x.value[N.a];x.array[B+1]=x.value[N.b];x.array[B+2]=x.value[N.c];x.array[B+3]=x.value[N.d];B=B+4}}else{if(x.boundTo===\\\\\\\"faces\\\\\\\"){I=0;for(S=ka.length;I<S;I++){Ya=x.value[ka[I]];x.array[B]=Ya;x.array[B+1]=Ya;x.array[B+2]=Ya;B=B+3}I=0;for(S=la.length;I<S;I++){Ya=x.value[la[I]];x.array[B]=Ya;x.array[B+1]=Ya;x.array[B+2]=Ya;x.array[B+3]=Ya;B=B+4}}}else if(x.size===\\n2)if(x.boundTo===void 0||x.boundTo===\\\\\\\"vertices\\\\\\\"){I=0;for(S=ka.length;I<S;I++){N=za[ka[I]];V=x.value[N.a];W=x.value[N.b];X=x.value[N.c];x.array[B]=V.x;x.array[B+1]=V.y;x.array[B+2]=W.x;x.array[B+3]=W.y;x.array[B+4]=X.x;x.array[B+5]=X.y;B=B+6}I=0;for(S=la.length;I<S;I++){N=za[la[I]];V=x.value[N.a];W=x.value[N.b];X=x.value[N.c];ma=x.value[N.d];x.array[B]=V.x;x.array[B+1]=V.y;x.array[B+2]=W.x;x.array[B+3]=W.y;x.array[B+4]=X.x;x.array[B+5]=X.y;x.array[B+6]=ma.x;x.array[B+7]=ma.y;B=B+8}}else{if(x.boundTo===\\n\\\\\\\"faces\\\\\\\"){I=0;for(S=ka.length;I<S;I++){X=W=V=Ya=x.value[ka[I]];x.array[B]=V.x;x.array[B+1]=V.y;x.array[B+2]=W.x;x.array[B+3]=W.y;x.array[B+4]=X.x;x.array[B+5]=X.y;B=B+6}I=0;for(S=la.length;I<S;I++){ma=X=W=V=Ya=x.value[la[I]];x.array[B]=V.x;x.array[B+1]=V.y;x.array[B+2]=W.x;x.array[B+3]=W.y;x.array[B+4]=X.x;x.array[B+5]=X.y;x.array[B+6]=ma.x;x.array[B+7]=ma.y;B=B+8}}}else if(x.size===3){var da;da=x.type===\\\\\\\"c\\\\\\\"?[\\\\\\\"r\\\\\\\",\\\\\\\"g\\\\\\\",\\\\\\\"b\\\\\\\"]:[\\\\\\\"x\\\\\\\",\\\\\\\"y\\\\\\\",\\\\\\\"z\\\\\\\"];if(x.boundTo===void 0||x.boundTo===\\\\\\\"vertices\\\\\\\"){I=0;for(S=ka.length;I<\\nS;I++){N=za[ka[I]];V=x.value[N.a];W=x.value[N.b];X=x.value[N.c];x.array[B]=V[da[0]];x.array[B+1]=V[da[1]];x.array[B+2]=V[da[2]];x.array[B+3]=W[da[0]];x.array[B+4]=W[da[1]];x.array[B+5]=W[da[2]];x.array[B+6]=X[da[0]];x.array[B+7]=X[da[1]];x.array[B+8]=X[da[2]];B=B+9}I=0;for(S=la.length;I<S;I++){N=za[la[I]];V=x.value[N.a];W=x.value[N.b];X=x.value[N.c];ma=x.value[N.d];x.array[B]=V[da[0]];x.array[B+1]=V[da[1]];x.array[B+2]=V[da[2]];x.array[B+3]=W[da[0]];x.array[B+4]=W[da[1]];x.array[B+5]=W[da[2]];x.array[B+\\n6]=X[da[0]];x.array[B+7]=X[da[1]];x.array[B+8]=X[da[2]];x.array[B+9]=ma[da[0]];x.array[B+10]=ma[da[1]];x.array[B+11]=ma[da[2]];B=B+12}}else if(x.boundTo===\\\\\\\"faces\\\\\\\"){I=0;for(S=ka.length;I<S;I++){X=W=V=Ya=x.value[ka[I]];x.array[B]=V[da[0]];x.array[B+1]=V[da[1]];x.array[B+2]=V[da[2]];x.array[B+3]=W[da[0]];x.array[B+4]=W[da[1]];x.array[B+5]=W[da[2]];x.array[B+6]=X[da[0]];x.array[B+7]=X[da[1]];x.array[B+8]=X[da[2]];B=B+9}I=0;for(S=la.length;I<S;I++){ma=X=W=V=Ya=x.value[la[I]];x.array[B]=V[da[0]];x.array[B+\\n1]=V[da[1]];x.array[B+2]=V[da[2]];x.array[B+3]=W[da[0]];x.array[B+4]=W[da[1]];x.array[B+5]=W[da[2]];x.array[B+6]=X[da[0]];x.array[B+7]=X[da[1]];x.array[B+8]=X[da[2]];x.array[B+9]=ma[da[0]];x.array[B+10]=ma[da[1]];x.array[B+11]=ma[da[2]];B=B+12}}}else if(x.size===4)if(x.boundTo===void 0||x.boundTo===\\\\\\\"vertices\\\\\\\"){I=0;for(S=ka.length;I<S;I++){N=za[ka[I]];V=x.value[N.a];W=x.value[N.b];X=x.value[N.c];x.array[B]=V.x;x.array[B+1]=V.y;x.array[B+2]=V.z;x.array[B+3]=V.w;x.array[B+4]=W.x;x.array[B+5]=W.y;x.array[B+\\n6]=W.z;x.array[B+7]=W.w;x.array[B+8]=X.x;x.array[B+9]=X.y;x.array[B+10]=X.z;x.array[B+11]=X.w;B=B+12}I=0;for(S=la.length;I<S;I++){N=za[la[I]];V=x.value[N.a];W=x.value[N.b];X=x.value[N.c];ma=x.value[N.d];x.array[B]=V.x;x.array[B+1]=V.y;x.array[B+2]=V.z;x.array[B+3]=V.w;x.array[B+4]=W.x;x.array[B+5]=W.y;x.array[B+6]=W.z;x.array[B+7]=W.w;x.array[B+8]=X.x;x.array[B+9]=X.y;x.array[B+10]=X.z;x.array[B+11]=X.w;x.array[B+12]=ma.x;x.array[B+13]=ma.y;x.array[B+14]=ma.z;x.array[B+15]=ma.w;B=B+16}}else if(x.boundTo===\\n\\\\\\\"faces\\\\\\\"){I=0;for(S=ka.length;I<S;I++){X=W=V=Ya=x.value[ka[I]];x.array[B]=V.x;x.array[B+1]=V.y;x.array[B+2]=V.z;x.array[B+3]=V.w;x.array[B+4]=W.x;x.array[B+5]=W.y;x.array[B+6]=W.z;x.array[B+7]=W.w;x.array[B+8]=X.x;x.array[B+9]=X.y;x.array[B+10]=X.z;x.array[B+11]=X.w;B=B+12}I=0;for(S=la.length;I<S;I++){ma=X=W=V=Ya=x.value[la[I]];x.array[B]=V.x;x.array[B+1]=V.y;x.array[B+2]=V.z;x.array[B+3]=V.w;x.array[B+4]=W.x;x.array[B+5]=W.y;x.array[B+6]=W.z;x.array[B+7]=W.w;x.array[B+8]=X.x;x.array[B+9]=X.y;x.array[B+\\n10]=X.z;x.array[B+11]=X.w;x.array[B+12]=ma.x;x.array[B+13]=ma.y;x.array[B+14]=ma.z;x.array[B+15]=ma.w;B=B+16}}i.bindBuffer(i.ARRAY_BUFFER,x.buffer);i.bufferData(i.ARRAY_BUFFER,x.array,Xa)}}}if(pd){delete ca.__inittedArrays;delete ca.__colorArray;delete ca.__normalArray;delete ca.__tangentArray;delete ca.__uvArray;delete ca.__uv2Array;delete ca.__faceArray;delete ca.__vertexArray;delete ca.__lineArray;delete ca.__skinVertexAArray;delete ca.__skinVertexBArray;delete ca.__skinIndexArray;delete ca.__skinWeightArray}}}}ga.verticesNeedUpdate=\\nfalse;ga.morphTargetsNeedUpdate=false;ga.elementsNeedUpdate=false;ga.uvsNeedUpdate=false;ga.normalsNeedUpdate=false;ga.colorsNeedUpdate=false;ga.tangetsNeedUpdate=false;Ua.attributes&&m(Ua)}else if(jb instanceof THREE.Ribbon){if(ga.verticesNeedUpdate||ga.colorsNeedUpdate){var Zb=ga,hd=i.DYNAMIC_DRAW,xc=void 0,yc=void 0,Jc=void 0,$b=void 0,Kc=void 0,id=Zb.vertices,jd=Zb.colors,vd=id.length,wd=jd.length,Lc=Zb.__vertexArray,Mc=Zb.__colorArray,xd=Zb.colorsNeedUpdate;if(Zb.verticesNeedUpdate){for(xc=0;xc<\\nvd;xc++){Jc=id[xc];$b=xc*3;Lc[$b]=Jc.x;Lc[$b+1]=Jc.y;Lc[$b+2]=Jc.z}i.bindBuffer(i.ARRAY_BUFFER,Zb.__webglVertexBuffer);i.bufferData(i.ARRAY_BUFFER,Lc,hd)}if(xd){for(yc=0;yc<wd;yc++){Kc=jd[yc];$b=yc*3;Mc[$b]=Kc.r;Mc[$b+1]=Kc.g;Mc[$b+2]=Kc.b}i.bindBuffer(i.ARRAY_BUFFER,Zb.__webglColorBuffer);i.bufferData(i.ARRAY_BUFFER,Mc,hd)}}ga.verticesNeedUpdate=false;ga.colorsNeedUpdate=false}else if(jb instanceof THREE.Line){Ua=c(jb,hb);ic=Ua.attributes&&p(Ua);if(ga.verticesNeedUpdate||ga.colorsNeedUpdate||ic){var Jb=\\nga,Zc=i.DYNAMIC_DRAW,zc=void 0,Ac=void 0,Nc=void 0,va=void 0,Oc=void 0,kd=Jb.vertices,ld=Jb.colors,yd=kd.length,zd=ld.length,Pc=Jb.__vertexArray,Qc=Jb.__colorArray,Ad=Jb.colorsNeedUpdate,$c=Jb.__webglCustomAttributesList,Rc=void 0,md=void 0,Ia=void 0,oc=void 0,Va=void 0,pa=void 0;if(Jb.verticesNeedUpdate){for(zc=0;zc<yd;zc++){Nc=kd[zc];va=zc*3;Pc[va]=Nc.x;Pc[va+1]=Nc.y;Pc[va+2]=Nc.z}i.bindBuffer(i.ARRAY_BUFFER,Jb.__webglVertexBuffer);i.bufferData(i.ARRAY_BUFFER,Pc,Zc)}if(Ad){for(Ac=0;Ac<zd;Ac++){Oc=\\nld[Ac];va=Ac*3;Qc[va]=Oc.r;Qc[va+1]=Oc.g;Qc[va+2]=Oc.b}i.bindBuffer(i.ARRAY_BUFFER,Jb.__webglColorBuffer);i.bufferData(i.ARRAY_BUFFER,Qc,Zc)}if($c){Rc=0;for(md=$c.length;Rc<md;Rc++){pa=$c[Rc];if(pa.needsUpdate&&(pa.boundTo===void 0||pa.boundTo===\\\\\\\"vertices\\\\\\\")){va=0;oc=pa.value.length;if(pa.size===1)for(Ia=0;Ia<oc;Ia++)pa.array[Ia]=pa.value[Ia];else if(pa.size===2)for(Ia=0;Ia<oc;Ia++){Va=pa.value[Ia];pa.array[va]=Va.x;pa.array[va+1]=Va.y;va=va+2}else if(pa.size===3)if(pa.type===\\\\\\\"c\\\\\\\")for(Ia=0;Ia<oc;Ia++){Va=\\npa.value[Ia];pa.array[va]=Va.r;pa.array[va+1]=Va.g;pa.array[va+2]=Va.b;va=va+3}else for(Ia=0;Ia<oc;Ia++){Va=pa.value[Ia];pa.array[va]=Va.x;pa.array[va+1]=Va.y;pa.array[va+2]=Va.z;va=va+3}else if(pa.size===4)for(Ia=0;Ia<oc;Ia++){Va=pa.value[Ia];pa.array[va]=Va.x;pa.array[va+1]=Va.y;pa.array[va+2]=Va.z;pa.array[va+3]=Va.w;va=va+4}i.bindBuffer(i.ARRAY_BUFFER,pa.buffer);i.bufferData(i.ARRAY_BUFFER,pa.array,Zc)}}}}ga.verticesNeedUpdate=false;ga.colorsNeedUpdate=false;Ua.attributes&&m(Ua)}else if(jb instanceof\\nTHREE.ParticleSystem){Ua=c(jb,hb);ic=Ua.attributes&&p(Ua);(ga.verticesNeedUpdate||ga.colorsNeedUpdate||jb.sortParticles||ic)&&f(ga,i.DYNAMIC_DRAW,jb);ga.verticesNeedUpdate=false;ga.colorsNeedUpdate=false;Ua.attributes&&m(Ua)}}};this.initMaterial=function(a,b,c,d){var e,f,g;a instanceof THREE.MeshDepthMaterial?g=\\\\\\\"depth\\\\\\\":a instanceof THREE.MeshNormalMaterial?g=\\\\\\\"normal\\\\\\\":a instanceof THREE.MeshBasicMaterial?g=\\\\\\\"basic\\\\\\\":a instanceof THREE.MeshLambertMaterial?g=\\\\\\\"lambert\\\\\\\":a instanceof THREE.MeshPhongMaterial?\\ng=\\\\\\\"phong\\\\\\\":a instanceof THREE.LineBasicMaterial?g=\\\\\\\"basic\\\\\\\":a instanceof THREE.ParticleBasicMaterial&&(g=\\\\\\\"particle_basic\\\\\\\");if(g){var h=THREE.ShaderLib[g];a.uniforms=THREE.UniformsUtils.clone(h.uniforms);a.vertexShader=h.vertexShader;a.fragmentShader=h.fragmentShader}var j,k,l,m,n;j=m=n=h=0;for(k=b.length;j<k;j++){l=b[j];if(!l.onlyShadow){l instanceof THREE.DirectionalLight&&m++;l instanceof THREE.PointLight&&n++;l instanceof THREE.SpotLight&&h++}}if(n+h+m<=M){k=m;l=n;m=h}else{k=Math.ceil(M*m/(n+m));\\nm=l=M-k}var p=0,h=0;for(n=b.length;h<n;h++){j=b[h];if(j.castShadow){j instanceof THREE.SpotLight&&p++;j instanceof THREE.DirectionalLight&&!j.shadowCascade&&p++}}var o=50;if(d!==void 0&&d instanceof THREE.SkinnedMesh)o=d.bones.length;var q;a:{n=a.fragmentShader;j=a.vertexShader;var h=a.uniforms,b=a.attributes,c={map:!!a.map,envMap:!!a.envMap,lightMap:!!a.lightMap,vertexColors:a.vertexColors,fog:c,useFog:a.fog,sizeAttenuation:a.sizeAttenuation,skinning:a.skinning,maxBones:o,morphTargets:a.morphTargets,\\nmorphNormals:a.morphNormals,maxMorphTargets:this.maxMorphTargets,maxMorphNormals:this.maxMorphNormals,maxDirLights:k,maxPointLights:l,maxSpotLights:m,maxShadows:p,shadowMapEnabled:this.shadowMapEnabled&&d.receiveShadow,shadowMapSoft:this.shadowMapSoft,shadowMapDebug:this.shadowMapDebug,shadowMapCascade:this.shadowMapCascade,alphaTest:a.alphaTest,metal:a.metal,perPixel:a.perPixel,wrapAround:a.wrapAround,doubleSided:d&&d.doubleSided},r,d=[];if(g)d.push(g);else{d.push(n);d.push(j)}for(r in c){d.push(r);\\nd.push(c[r])}g=d.join();r=0;for(d=T.length;r<d;r++)if(T[r].code===g){q=T[r].program;break a}r=i.createProgram();d=[\\\\\\\"precision \\\\\\\"+z+\\\\\\\" float;\\\\\\\",oa>0?\\\\\\\"#define VERTEX_TEXTURES\\\\\\\":\\\\\\\"\\\\\\\",G.gammaInput?\\\\\\\"#define GAMMA_INPUT\\\\\\\":\\\\\\\"\\\\\\\",G.gammaOutput?\\\\\\\"#define GAMMA_OUTPUT\\\\\\\":\\\\\\\"\\\\\\\",G.physicallyBasedShading?\\\\\\\"#define PHYSICALLY_BASED_SHADING\\\\\\\":\\\\\\\"\\\\\\\",\\\\\\\"#define MAX_DIR_LIGHTS \\\\\\\"+c.maxDirLights,\\\\\\\"#define MAX_POINT_LIGHTS \\\\\\\"+c.maxPointLights,\\\\\\\"#define MAX_SPOT_LIGHTS \\\\\\\"+c.maxSpotLights,\\\\\\\"#define MAX_SHADOWS \\\\\\\"+c.maxShadows,\\\\\\\"#define MAX_BONES \\\\\\\"+\\nc.maxBones,c.map?\\\\\\\"#define USE_MAP\\\\\\\":\\\\\\\"\\\\\\\",c.envMap?\\\\\\\"#define USE_ENVMAP\\\\\\\":\\\\\\\"\\\\\\\",c.lightMap?\\\\\\\"#define USE_LIGHTMAP\\\\\\\":\\\\\\\"\\\\\\\",c.vertexColors?\\\\\\\"#define USE_COLOR\\\\\\\":\\\\\\\"\\\\\\\",c.skinning?\\\\\\\"#define USE_SKINNING\\\\\\\":\\\\\\\"\\\\\\\",c.morphTargets?\\\\\\\"#define USE_MORPHTARGETS\\\\\\\":\\\\\\\"\\\\\\\",c.morphNormals?\\\\\\\"#define USE_MORPHNORMALS\\\\\\\":\\\\\\\"\\\\\\\",c.perPixel?\\\\\\\"#define PHONG_PER_PIXEL\\\\\\\":\\\\\\\"\\\\\\\",c.wrapAround?\\\\\\\"#define WRAP_AROUND\\\\\\\":\\\\\\\"\\\\\\\",c.doubleSided?\\\\\\\"#define DOUBLE_SIDED\\\\\\\":\\\\\\\"\\\\\\\",c.shadowMapEnabled?\\\\\\\"#define USE_SHADOWMAP\\\\\\\":\\\\\\\"\\\\\\\",c.shadowMapSoft?\\\\\\\"#define SHADOWMAP_SOFT\\\\\\\":\\\\\\\"\\\\\\\",c.shadowMapDebug?\\\\\\\"#define SHADOWMAP_DEBUG\\\\\\\":\\n\\\\\\\"\\\\\\\",c.shadowMapCascade?\\\\\\\"#define SHADOWMAP_CASCADE\\\\\\\":\\\\\\\"\\\\\\\",c.sizeAttenuation?\\\\\\\"#define USE_SIZEATTENUATION\\\\\\\":\\\\\\\"\\\\\\\",\\\\\\\"uniform mat4 objectMatrix;\\\\nuniform mat4 modelViewMatrix;\\\\nuniform mat4 projectionMatrix;\\\\nuniform mat4 viewMatrix;\\\\nuniform mat3 normalMatrix;\\\\nuniform vec3 cameraPosition;\\\\nattribute vec3 position;\\\\nattribute vec3 normal;\\\\nattribute vec2 uv;\\\\nattribute vec2 uv2;\\\\n#ifdef USE_COLOR\\\\nattribute vec3 color;\\\\n#endif\\\\n#ifdef USE_MORPHTARGETS\\\\nattribute vec3 morphTarget0;\\\\nattribute vec3 morphTarget1;\\\\nattribute vec3 morphTarget2;\\\\nattribute vec3 morphTarget3;\\\\n#ifdef USE_MORPHNORMALS\\\\nattribute vec3 morphNormal0;\\\\nattribute vec3 morphNormal1;\\\\nattribute vec3 morphNormal2;\\\\nattribute vec3 morphNormal3;\\\\n#else\\\\nattribute vec3 morphTarget4;\\\\nattribute vec3 morphTarget5;\\\\nattribute vec3 morphTarget6;\\\\nattribute vec3 morphTarget7;\\\\n#endif\\\\n#endif\\\\n#ifdef USE_SKINNING\\\\nattribute vec4 skinVertexA;\\\\nattribute vec4 skinVertexB;\\\\nattribute vec4 skinIndex;\\\\nattribute vec4 skinWeight;\\\\n#endif\\\\n\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\");\\nk=[\\\\\\\"precision \\\\\\\"+z+\\\\\\\" float;\\\\\\\",\\\\\\\"#define MAX_DIR_LIGHTS \\\\\\\"+c.maxDirLights,\\\\\\\"#define MAX_POINT_LIGHTS \\\\\\\"+c.maxPointLights,\\\\\\\"#define MAX_SPOT_LIGHTS \\\\\\\"+c.maxSpotLights,\\\\\\\"#define MAX_SHADOWS \\\\\\\"+c.maxShadows,c.alphaTest?\\\\\\\"#define ALPHATEST \\\\\\\"+c.alphaTest:\\\\\\\"\\\\\\\",G.gammaInput?\\\\\\\"#define GAMMA_INPUT\\\\\\\":\\\\\\\"\\\\\\\",G.gammaOutput?\\\\\\\"#define GAMMA_OUTPUT\\\\\\\":\\\\\\\"\\\\\\\",G.physicallyBasedShading?\\\\\\\"#define PHYSICALLY_BASED_SHADING\\\\\\\":\\\\\\\"\\\\\\\",c.useFog&&c.fog?\\\\\\\"#define USE_FOG\\\\\\\":\\\\\\\"\\\\\\\",c.useFog&&c.fog instanceof THREE.FogExp2?\\\\\\\"#define FOG_EXP2\\\\\\\":\\\\\\\"\\\\\\\",c.map?\\\\\\\"#define USE_MAP\\\\\\\":\\n\\\\\\\"\\\\\\\",c.envMap?\\\\\\\"#define USE_ENVMAP\\\\\\\":\\\\\\\"\\\\\\\",c.lightMap?\\\\\\\"#define USE_LIGHTMAP\\\\\\\":\\\\\\\"\\\\\\\",c.vertexColors?\\\\\\\"#define USE_COLOR\\\\\\\":\\\\\\\"\\\\\\\",c.metal?\\\\\\\"#define METAL\\\\\\\":\\\\\\\"\\\\\\\",c.perPixel?\\\\\\\"#define PHONG_PER_PIXEL\\\\\\\":\\\\\\\"\\\\\\\",c.wrapAround?\\\\\\\"#define WRAP_AROUND\\\\\\\":\\\\\\\"\\\\\\\",c.doubleSided?\\\\\\\"#define DOUBLE_SIDED\\\\\\\":\\\\\\\"\\\\\\\",c.shadowMapEnabled?\\\\\\\"#define USE_SHADOWMAP\\\\\\\":\\\\\\\"\\\\\\\",c.shadowMapSoft?\\\\\\\"#define SHADOWMAP_SOFT\\\\\\\":\\\\\\\"\\\\\\\",c.shadowMapDebug?\\\\\\\"#define SHADOWMAP_DEBUG\\\\\\\":\\\\\\\"\\\\\\\",c.shadowMapCascade?\\\\\\\"#define SHADOWMAP_CASCADE\\\\\\\":\\\\\\\"\\\\\\\",\\\\\\\"uniform mat4 viewMatrix;\\\\nuniform vec3 cameraPosition;\\\\n\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\");\\ni.attachShader(r,t(\\\\\\\"fragment\\\\\\\",k+n));i.attachShader(r,t(\\\\\\\"vertex\\\\\\\",d+j));i.linkProgram(r);i.getProgramParameter(r,i.LINK_STATUS)||console.error(\\\\\\\"Could not initialise shader\\\\nVALIDATE_STATUS: \\\\\\\"+i.getProgramParameter(r,i.VALIDATE_STATUS)+\\\\\\\", gl error [\\\\\\\"+i.getError()+\\\\\\\"]\\\\\\\");r.uniforms={};r.attributes={};var s,d=[\\\\\\\"viewMatrix\\\\\\\",\\\\\\\"modelViewMatrix\\\\\\\",\\\\\\\"projectionMatrix\\\\\\\",\\\\\\\"normalMatrix\\\\\\\",\\\\\\\"objectMatrix\\\\\\\",\\\\\\\"cameraPosition\\\\\\\",\\\\\\\"boneGlobalMatrices\\\\\\\",\\\\\\\"morphTargetInfluences\\\\\\\"];for(s in h)d.push(s);s=d;d=0;for(h=s.length;d<h;d++){n=\\ns[d];r.uniforms[n]=i.getUniformLocation(r,n)}d=[\\\\\\\"position\\\\\\\",\\\\\\\"normal\\\\\\\",\\\\\\\"uv\\\\\\\",\\\\\\\"uv2\\\\\\\",\\\\\\\"tangent\\\\\\\",\\\\\\\"color\\\\\\\",\\\\\\\"skinVertexA\\\\\\\",\\\\\\\"skinVertexB\\\\\\\",\\\\\\\"skinIndex\\\\\\\",\\\\\\\"skinWeight\\\\\\\"];for(s=0;s<c.maxMorphTargets;s++)d.push(\\\\\\\"morphTarget\\\\\\\"+s);for(s=0;s<c.maxMorphNormals;s++)d.push(\\\\\\\"morphNormal\\\\\\\"+s);for(q in b)d.push(q);q=d;s=0;for(b=q.length;s<b;s++){c=q[s];r.attributes[c]=i.getAttribLocation(r,c)}r.id=T.length;T.push({program:r,code:g});G.info.memory.programs=T.length;q=r}a.program=q;q=a.program.attributes;q.position>=0&&i.enableVertexAttribArray(q.position);\\nq.color>=0&&i.enableVertexAttribArray(q.color);q.normal>=0&&i.enableVertexAttribArray(q.normal);q.tangent>=0&&i.enableVertexAttribArray(q.tangent);if(a.skinning&&q.skinVertexA>=0&&q.skinVertexB>=0&&q.skinIndex>=0&&q.skinWeight>=0){i.enableVertexAttribArray(q.skinVertexA);i.enableVertexAttribArray(q.skinVertexB);i.enableVertexAttribArray(q.skinIndex);i.enableVertexAttribArray(q.skinWeight)}if(a.attributes)for(f in a.attributes)q[f]!==void 0&&q[f]>=0&&i.enableVertexAttribArray(q[f]);if(a.morphTargets){a.numSupportedMorphTargets=\\n0;r=\\\\\\\"morphTarget\\\\\\\";for(f=0;f<this.maxMorphTargets;f++){s=r+f;if(q[s]>=0){i.enableVertexAttribArray(q[s]);a.numSupportedMorphTargets++}}}if(a.morphNormals){a.numSupportedMorphNormals=0;r=\\\\\\\"morphNormal\\\\\\\";for(f=0;f<this.maxMorphNormals;f++){s=r+f;if(q[s]>=0){i.enableVertexAttribArray(q[s]);a.numSupportedMorphNormals++}}}a.uniformsList=[];for(e in a.uniforms)a.uniformsList.push([a.uniforms[e],e])};this.setFaceCulling=function(a,b){if(a){!b||b===\\\\\\\"ccw\\\\\\\"?i.frontFace(i.CCW):i.frontFace(i.CW);a===\\\\\\\"back\\\\\\\"?i.cullFace(i.BACK):\\na===\\\\\\\"front\\\\\\\"?i.cullFace(i.FRONT):i.cullFace(i.FRONT_AND_BACK);i.enable(i.CULL_FACE)}else i.disable(i.CULL_FACE)};this.setObjectFaces=function(a){if(ia!==a.doubleSided){a.doubleSided?i.disable(i.CULL_FACE):i.enable(i.CULL_FACE);ia=a.doubleSided}if(O!==a.flipSided){a.flipSided?i.frontFace(i.CW):i.frontFace(i.CCW);O=a.flipSided}};this.setDepthTest=function(a){if(Ma!==a){a?i.enable(i.DEPTH_TEST):i.disable(i.DEPTH_TEST);Ma=a}};this.setDepthWrite=function(a){if(Ka!==a){i.depthMask(a);Ka=a}};this.setBlending=\\nfunction(a,b,c,d){if(a!==Q){switch(a){case THREE.NoBlending:i.disable(i.BLEND);break;case THREE.AdditiveBlending:i.enable(i.BLEND);i.blendEquation(i.FUNC_ADD);i.blendFunc(i.SRC_ALPHA,i.ONE);break;case THREE.SubtractiveBlending:i.enable(i.BLEND);i.blendEquation(i.FUNC_ADD);i.blendFunc(i.ZERO,i.ONE_MINUS_SRC_COLOR);break;case THREE.MultiplyBlending:i.enable(i.BLEND);i.blendEquation(i.FUNC_ADD);i.blendFunc(i.ZERO,i.SRC_COLOR);break;case THREE.CustomBlending:i.enable(i.BLEND);break;default:i.enable(i.BLEND);\\ni.blendEquationSeparate(i.FUNC_ADD,i.FUNC_ADD);i.blendFuncSeparate(i.SRC_ALPHA,i.ONE_MINUS_SRC_ALPHA,i.ONE,i.ONE_MINUS_SRC_ALPHA)}Q=a}if(a===THREE.CustomBlending){if(b!==Z){i.blendEquation(H(b));Z=b}if(c!==$||d!==ha){i.blendFunc(H(c),H(d));$=c;ha=d}}else ha=$=Z=null};this.setTexture=function(a,b){if(a.needsUpdate){if(!a.__webglInit){a.__webglInit=true;a.__webglTexture=i.createTexture();G.info.memory.textures++}i.activeTexture(i.TEXTURE0+b);i.bindTexture(i.TEXTURE_2D,a.__webglTexture);i.pixelStorei(i.UNPACK_PREMULTIPLY_ALPHA_WEBGL,\\na.premultiplyAlpha);var c=a.image,d=(c.width&c.width-1)===0&&(c.height&c.height-1)===0,e=H(a.format),f=H(a.type);y(i.TEXTURE_2D,a,d);a instanceof THREE.DataTexture?i.texImage2D(i.TEXTURE_2D,0,e,c.width,c.height,0,e,f,c.data):i.texImage2D(i.TEXTURE_2D,0,e,e,f,a.image);a.generateMipmaps&&d&&i.generateMipmap(i.TEXTURE_2D);a.needsUpdate=false;if(a.onUpdate)a.onUpdate()}else{i.activeTexture(i.TEXTURE0+b);i.bindTexture(i.TEXTURE_2D,a.__webglTexture)}};this.setRenderTarget=function(a){var b=a instanceof\\nTHREE.WebGLRenderTargetCube;if(a&&!a.__webglFramebuffer){if(a.depthBuffer===void 0)a.depthBuffer=true;if(a.stencilBuffer===void 0)a.stencilBuffer=true;a.__webglTexture=i.createTexture();var c=(a.width&a.width-1)===0&&(a.height&a.height-1)===0,d=H(a.format),e=H(a.type);if(b){a.__webglFramebuffer=[];a.__webglRenderbuffer=[];i.bindTexture(i.TEXTURE_CUBE_MAP,a.__webglTexture);y(i.TEXTURE_CUBE_MAP,a,c);for(var f=0;f<6;f++){a.__webglFramebuffer[f]=i.createFramebuffer();a.__webglRenderbuffer[f]=i.createRenderbuffer();\\ni.texImage2D(i.TEXTURE_CUBE_MAP_POSITIVE_X+f,0,d,a.width,a.height,0,d,e,null);var g=a,h=i.TEXTURE_CUBE_MAP_POSITIVE_X+f;i.bindFramebuffer(i.FRAMEBUFFER,a.__webglFramebuffer[f]);i.framebufferTexture2D(i.FRAMEBUFFER,i.COLOR_ATTACHMENT0,h,g.__webglTexture,0);s(a.__webglRenderbuffer[f],a)}c&&i.generateMipmap(i.TEXTURE_CUBE_MAP)}else{a.__webglFramebuffer=i.createFramebuffer();a.__webglRenderbuffer=i.createRenderbuffer();i.bindTexture(i.TEXTURE_2D,a.__webglTexture);y(i.TEXTURE_2D,a,c);i.texImage2D(i.TEXTURE_2D,\\n0,d,a.width,a.height,0,d,e,null);d=i.TEXTURE_2D;i.bindFramebuffer(i.FRAMEBUFFER,a.__webglFramebuffer);i.framebufferTexture2D(i.FRAMEBUFFER,i.COLOR_ATTACHMENT0,d,a.__webglTexture,0);s(a.__webglRenderbuffer,a);c&&i.generateMipmap(i.TEXTURE_2D)}b?i.bindTexture(i.TEXTURE_CUBE_MAP,null):i.bindTexture(i.TEXTURE_2D,null);i.bindRenderbuffer(i.RENDERBUFFER,null);i.bindFramebuffer(i.FRAMEBUFFER,null)}if(a){b=b?a.__webglFramebuffer[a.activeCubeFace]:a.__webglFramebuffer;c=a.width;a=a.height;e=d=0}else{b=null;\\nc=gb;a=Lb;d=Kb;e=lb}if(b!==C){i.bindFramebuffer(i.FRAMEBUFFER,b);i.viewport(d,e,c,a);C=b}hb=c;Cb=a};this.shadowMapPlugin=new THREE.ShadowMapPlugin;this.addPrePlugin(this.shadowMapPlugin);this.addPostPlugin(new THREE.SpritePlugin);this.addPostPlugin(new THREE.LensFlarePlugin)};\\nTHREE.WebGLRenderTarget=function(a,b,c){this.width=a;this.height=b;c=c||{};this.wrapS=c.wrapS!==void 0?c.wrapS:THREE.ClampToEdgeWrapping;this.wrapT=c.wrapT!==void 0?c.wrapT:THREE.ClampToEdgeWrapping;this.magFilter=c.magFilter!==void 0?c.magFilter:THREE.LinearFilter;this.minFilter=c.minFilter!==void 0?c.minFilter:THREE.LinearMipMapLinearFilter;this.offset=new THREE.Vector2(0,0);this.repeat=new THREE.Vector2(1,1);this.format=c.format!==void 0?c.format:THREE.RGBAFormat;this.type=c.type!==void 0?c.type:\\nTHREE.UnsignedByteType;this.depthBuffer=c.depthBuffer!==void 0?c.depthBuffer:true;this.stencilBuffer=c.stencilBuffer!==void 0?c.stencilBuffer:true;this.generateMipmaps=true};\\nTHREE.WebGLRenderTarget.prototype.clone=function(){var a=new THREE.WebGLRenderTarget(this.width,this.height);a.wrapS=this.wrapS;a.wrapT=this.wrapT;a.magFilter=this.magFilter;a.minFilter=this.minFilter;a.offset.copy(this.offset);a.repeat.copy(this.repeat);a.format=this.format;a.type=this.type;a.depthBuffer=this.depthBuffer;a.stencilBuffer=this.stencilBuffer;return a};THREE.WebGLRenderTargetCube=function(a,b,c){THREE.WebGLRenderTarget.call(this,a,b,c);this.activeCubeFace=0};\\nTHREE.WebGLRenderTargetCube.prototype=new THREE.WebGLRenderTarget;THREE.WebGLRenderTargetCube.prototype.constructor=THREE.WebGLRenderTargetCube;THREE.RenderableVertex=function(){this.positionWorld=new THREE.Vector3;this.positionScreen=new THREE.Vector4;this.visible=true};THREE.RenderableVertex.prototype.copy=function(a){this.positionWorld.copy(a.positionWorld);this.positionScreen.copy(a.positionScreen)};\\nTHREE.RenderableFace3=function(){this.v1=new THREE.RenderableVertex;this.v2=new THREE.RenderableVertex;this.v3=new THREE.RenderableVertex;this.centroidWorld=new THREE.Vector3;this.centroidScreen=new THREE.Vector3;this.normalWorld=new THREE.Vector3;this.vertexNormalsWorld=[new THREE.Vector3,new THREE.Vector3,new THREE.Vector3];this.faceMaterial=this.material=null;this.uvs=[[]];this.z=null};\\nTHREE.RenderableFace4=function(){this.v1=new THREE.RenderableVertex;this.v2=new THREE.RenderableVertex;this.v3=new THREE.RenderableVertex;this.v4=new THREE.RenderableVertex;this.centroidWorld=new THREE.Vector3;this.centroidScreen=new THREE.Vector3;this.normalWorld=new THREE.Vector3;this.vertexNormalsWorld=[new THREE.Vector3,new THREE.Vector3,new THREE.Vector3,new THREE.Vector3];this.faceMaterial=this.material=null;this.uvs=[[]];this.z=null};THREE.RenderableObject=function(){this.z=this.object=null};\\nTHREE.RenderableParticle=function(){this.rotation=this.z=this.y=this.x=null;this.scale=new THREE.Vector2;this.material=null};THREE.RenderableLine=function(){this.z=null;this.v1=new THREE.RenderableVertex;this.v2=new THREE.RenderableVertex;this.material=null};\\nTHREE.ColorUtils={adjustHSV:function(a,b,c,d){var e=THREE.ColorUtils.__hsv;THREE.ColorUtils.rgbToHsv(a,e);e.h=THREE.Math.clamp(e.h+b,0,1);e.s=THREE.Math.clamp(e.s+c,0,1);e.v=THREE.Math.clamp(e.v+d,0,1);a.setHSV(e.h,e.s,e.v)},rgbToHsv:function(a,b){var c=a.r,d=a.g,e=a.b,f=Math.max(Math.max(c,d),e),g=Math.min(Math.min(c,d),e);if(g===f)g=c=0;else{var h=f-g,g=h/f,c=(c===f?(d-e)/h:d===f?2+(e-c)/h:4+(c-d)/h)/6;c<0&&(c=c+1);c>1&&(c=c-1)}b===void 0&&(b={h:0,s:0,v:0});b.h=c;b.s=g;b.v=f;return b}};\\nTHREE.ColorUtils.__hsv={h:0,s:0,v:0};\\nTHREE.GeometryUtils={merge:function(a,b){for(var c,d,e=a.vertices.length,f=b instanceof THREE.Mesh?b.geometry:b,g=a.vertices,h=f.vertices,j=a.faces,l=f.faces,k=a.faceVertexUvs[0],p=f.faceVertexUvs[0],m={},o=0;o<a.materials.length;o++)m[a.materials[o].id]=o;if(b instanceof THREE.Mesh){b.matrixAutoUpdate&&b.updateMatrix();c=b.matrix;d=new THREE.Matrix4;d.extractRotation(c,b.scale)}for(var o=0,q=h.length;o<q;o++){var n=h[o].clone();c&&c.multiplyVector3(n);g.push(n)}o=0;for(q=l.length;o<q;o++){var g=\\nl[o],r,u,t=g.vertexNormals,y=g.vertexColors;g instanceof THREE.Face3?r=new THREE.Face3(g.a+e,g.b+e,g.c+e):g instanceof THREE.Face4&&(r=new THREE.Face4(g.a+e,g.b+e,g.c+e,g.d+e));r.normal.copy(g.normal);d&&d.multiplyVector3(r.normal);h=0;for(n=t.length;h<n;h++){u=t[h].clone();d&&d.multiplyVector3(u);r.vertexNormals.push(u)}r.color.copy(g.color);h=0;for(n=y.length;h<n;h++){u=y[h];r.vertexColors.push(u.clone())}if(g.materialIndex!==void 0){h=f.materials[g.materialIndex];n=h.id;y=m[n];if(y===void 0){y=\\na.materials.length;m[n]=y;a.materials.push(h)}r.materialIndex=y}r.centroid.copy(g.centroid);c&&c.multiplyVector3(r.centroid);j.push(r)}o=0;for(q=p.length;o<q;o++){c=p[o];d=[];h=0;for(n=c.length;h<n;h++)d.push(new THREE.UV(c[h].u,c[h].v));k.push(d)}},clone:function(a){var b=new THREE.Geometry,c,d=a.vertices,e=a.faces,f=a.faceVertexUvs[0];if(a.materials)b.materials=a.materials.slice();a=0;for(c=d.length;a<c;a++)b.vertices.push(d[a].clone());a=0;for(c=e.length;a<c;a++)b.faces.push(e[a].clone());a=0;\\nfor(c=f.length;a<c;a++){for(var d=f[a],e=[],g=0,h=d.length;g<h;g++)e.push(new THREE.UV(d[g].u,d[g].v));b.faceVertexUvs[0].push(e)}return b},randomPointInTriangle:function(a,b,c){var d,e,f,g=new THREE.Vector3,h=THREE.GeometryUtils.__v1;d=THREE.GeometryUtils.random();e=THREE.GeometryUtils.random();if(d+e>1){d=1-d;e=1-e}f=1-d-e;g.copy(a);g.multiplyScalar(d);h.copy(b);h.multiplyScalar(e);g.addSelf(h);h.copy(c);h.multiplyScalar(f);g.addSelf(h);return g},randomPointInFace:function(a,b,c){var d,e,f;if(a instanceof\\nTHREE.Face3){d=b.vertices[a.a];e=b.vertices[a.b];f=b.vertices[a.c];return THREE.GeometryUtils.randomPointInTriangle(d,e,f)}if(a instanceof THREE.Face4){d=b.vertices[a.a];e=b.vertices[a.b];f=b.vertices[a.c];var b=b.vertices[a.d],g;if(c)if(a._area1&&a._area2){c=a._area1;g=a._area2}else{c=THREE.GeometryUtils.triangleArea(d,e,b);g=THREE.GeometryUtils.triangleArea(e,f,b);a._area1=c;a._area2=g}else{c=THREE.GeometryUtils.triangleArea(d,e,b);g=THREE.GeometryUtils.triangleArea(e,f,b)}return THREE.GeometryUtils.random()*\\n(c+g)<c?THREE.GeometryUtils.randomPointInTriangle(d,e,b):THREE.GeometryUtils.randomPointInTriangle(e,f,b)}},randomPointsInGeometry:function(a,b){function c(a){function b(c,d){if(d<c)return c;var e=c+Math.floor((d-c)/2);return l[e]>a?b(c,e-1):l[e]<a?b(e+1,d):e}return b(0,l.length-1)}var d,e,f=a.faces,g=a.vertices,h=f.length,j=0,l=[],k,p,m,o;for(e=0;e<h;e++){d=f[e];if(d instanceof THREE.Face3){k=g[d.a];p=g[d.b];m=g[d.c];d._area=THREE.GeometryUtils.triangleArea(k,p,m)}else if(d instanceof THREE.Face4){k=\\ng[d.a];p=g[d.b];m=g[d.c];o=g[d.d];d._area1=THREE.GeometryUtils.triangleArea(k,p,o);d._area2=THREE.GeometryUtils.triangleArea(p,m,o);d._area=d._area1+d._area2}j=j+d._area;l[e]=j}d=[];for(e=0;e<b;e++){g=THREE.GeometryUtils.random()*j;g=c(g);d[e]=THREE.GeometryUtils.randomPointInFace(f[g],a,true)}return d},triangleArea:function(a,b,c){var d,e=THREE.GeometryUtils.__v1;e.sub(a,b);d=e.length();e.sub(a,c);a=e.length();e.sub(b,c);c=e.length();b=0.5*(d+a+c);return Math.sqrt(b*(b-d)*(b-a)*(b-c))},center:function(a){a.computeBoundingBox();\\nvar b=a.boundingBox,c=new THREE.Vector3;c.add(b.min,b.max);c.multiplyScalar(-0.5);a.applyMatrix((new THREE.Matrix4).makeTranslation(c.x,c.y,c.z));a.computeBoundingBox();return c},normalizeUVs:function(a){for(var a=a.faceVertexUvs[0],b=0,c=a.length;b<c;b++)for(var d=a[b],e=0,f=d.length;e<f;e++){if(d[e].u!==1)d[e].u=d[e].u-Math.floor(d[e].u);if(d[e].v!==1)d[e].v=d[e].v-Math.floor(d[e].v)}},triangulateQuads:function(a){var b,c,d,e,f=[],g=[],h=[];b=0;for(c=a.faceUvs.length;b<c;b++)g[b]=[];b=0;for(c=a.faceVertexUvs.length;b<\\nc;b++)h[b]=[];b=0;for(c=a.faces.length;b<c;b++){d=a.faces[b];if(d instanceof THREE.Face4){e=d.a;var j=d.b,l=d.c,k=d.d,p=new THREE.Face3,m=new THREE.Face3;p.color.copy(d.color);m.color.copy(d.color);p.materialIndex=d.materialIndex;m.materialIndex=d.materialIndex;p.a=e;p.b=j;p.c=k;m.a=j;m.b=l;m.c=k;if(d.vertexColors.length===4){p.vertexColors[0]=d.vertexColors[0].clone();p.vertexColors[1]=d.vertexColors[1].clone();p.vertexColors[2]=d.vertexColors[3].clone();m.vertexColors[0]=d.vertexColors[1].clone();\\nm.vertexColors[1]=d.vertexColors[2].clone();m.vertexColors[2]=d.vertexColors[3].clone()}f.push(p,m);d=0;for(e=a.faceVertexUvs.length;d<e;d++)if(a.faceVertexUvs[d].length){p=a.faceVertexUvs[d][b];j=p[1];l=p[2];k=p[3];p=[p[0].clone(),j.clone(),k.clone()];j=[j.clone(),l.clone(),k.clone()];h[d].push(p,j)}d=0;for(e=a.faceUvs.length;d<e;d++)if(a.faceUvs[d].length){j=a.faceUvs[d][b];g[d].push(j,j)}}else{f.push(d);d=0;for(e=a.faceUvs.length;d<e;d++)g[d].push(a.faceUvs[d]);d=0;for(e=a.faceVertexUvs.length;d<\\ne;d++)h[d].push(a.faceVertexUvs[d])}}a.faces=f;a.faceUvs=g;a.faceVertexUvs=h;a.computeCentroids();a.computeFaceNormals();a.computeVertexNormals();a.hasTangents&&a.computeTangents()},explode:function(a){for(var b=[],c=0,d=a.faces.length;c<d;c++){var e=b.length,f=a.faces[c];if(f instanceof THREE.Face4){var g=f.a,h=f.b,j=f.c,g=a.vertices[g],h=a.vertices[h],j=a.vertices[j],l=a.vertices[f.d];b.push(g.clone());b.push(h.clone());b.push(j.clone());b.push(l.clone());f.a=e;f.b=e+1;f.c=e+2;f.d=e+3}else{g=f.a;\\nh=f.b;j=f.c;g=a.vertices[g];h=a.vertices[h];j=a.vertices[j];b.push(g.clone());b.push(h.clone());b.push(j.clone());f.a=e;f.b=e+1;f.c=e+2}}a.vertices=b;delete a.__tmpVertices},tessellate:function(a,b){var c,d,e,f,g,h,j,l,k,p,m,o,q,n,r,u,t,y,s,w=[],H=[];c=0;for(d=a.faceVertexUvs.length;c<d;c++)H[c]=[];c=0;for(d=a.faces.length;c<d;c++){e=a.faces[c];if(e instanceof THREE.Face3){f=e.a;g=e.b;h=e.c;l=a.vertices[f];k=a.vertices[g];p=a.vertices[h];o=l.distanceTo(k);q=k.distanceTo(p);m=l.distanceTo(p);if(o>\\nb||q>b||m>b){j=a.vertices.length;y=e.clone();s=e.clone();if(o>=q&&o>=m){l=l.clone();l.lerpSelf(k,0.5);y.a=f;y.b=j;y.c=h;s.a=j;s.b=g;s.c=h;if(e.vertexNormals.length===3){f=e.vertexNormals[0].clone();f.lerpSelf(e.vertexNormals[1],0.5);y.vertexNormals[1].copy(f);s.vertexNormals[0].copy(f)}if(e.vertexColors.length===3){f=e.vertexColors[0].clone();f.lerpSelf(e.vertexColors[1],0.5);y.vertexColors[1].copy(f);s.vertexColors[0].copy(f)}e=0}else if(q>=o&&q>=m){l=k.clone();l.lerpSelf(p,0.5);y.a=f;y.b=g;y.c=\\nj;s.a=j;s.b=h;s.c=f;if(e.vertexNormals.length===3){f=e.vertexNormals[1].clone();f.lerpSelf(e.vertexNormals[2],0.5);y.vertexNormals[2].copy(f);s.vertexNormals[0].copy(f);s.vertexNormals[1].copy(e.vertexNormals[2]);s.vertexNormals[2].copy(e.vertexNormals[0])}if(e.vertexColors.length===3){f=e.vertexColors[1].clone();f.lerpSelf(e.vertexColors[2],0.5);y.vertexColors[2].copy(f);s.vertexColors[0].copy(f);s.vertexColors[1].copy(e.vertexColors[2]);s.vertexColors[2].copy(e.vertexColors[0])}e=1}else{l=l.clone();\\nl.lerpSelf(p,0.5);y.a=f;y.b=g;y.c=j;s.a=j;s.b=g;s.c=h;if(e.vertexNormals.length===3){f=e.vertexNormals[0].clone();f.lerpSelf(e.vertexNormals[2],0.5);y.vertexNormals[2].copy(f);s.vertexNormals[0].copy(f)}if(e.vertexColors.length===3){f=e.vertexColors[0].clone();f.lerpSelf(e.vertexColors[2],0.5);y.vertexColors[2].copy(f);s.vertexColors[0].copy(f)}e=2}w.push(y,s);a.vertices.push(l);f=0;for(g=a.faceVertexUvs.length;f<g;f++)if(a.faceVertexUvs[f].length){l=a.faceVertexUvs[f][c];s=l[0];h=l[1];y=l[2];if(e===\\n0){k=s.clone();k.lerpSelf(h,0.5);l=[s.clone(),k.clone(),y.clone()];h=[k.clone(),h.clone(),y.clone()]}else if(e===1){k=h.clone();k.lerpSelf(y,0.5);l=[s.clone(),h.clone(),k.clone()];h=[k.clone(),y.clone(),s.clone()]}else{k=s.clone();k.lerpSelf(y,0.5);l=[s.clone(),h.clone(),k.clone()];h=[k.clone(),h.clone(),y.clone()]}H[f].push(l,h)}}else{w.push(e);f=0;for(g=a.faceVertexUvs.length;f<g;f++)H[f].push(a.faceVertexUvs[f][c])}}else{f=e.a;g=e.b;h=e.c;j=e.d;l=a.vertices[f];k=a.vertices[g];p=a.vertices[h];m=\\na.vertices[j];o=l.distanceTo(k);q=k.distanceTo(p);n=p.distanceTo(m);r=l.distanceTo(m);if(o>b||q>b||n>b||r>b){u=a.vertices.length;t=a.vertices.length+1;y=e.clone();s=e.clone();if(o>=q&&o>=n&&o>=r||n>=q&&n>=o&&n>=r){o=l.clone();o.lerpSelf(k,0.5);k=p.clone();k.lerpSelf(m,0.5);y.a=f;y.b=u;y.c=t;y.d=j;s.a=u;s.b=g;s.c=h;s.d=t;if(e.vertexNormals.length===4){f=e.vertexNormals[0].clone();f.lerpSelf(e.vertexNormals[1],0.5);g=e.vertexNormals[2].clone();g.lerpSelf(e.vertexNormals[3],0.5);y.vertexNormals[1].copy(f);\\ny.vertexNormals[2].copy(g);s.vertexNormals[0].copy(f);s.vertexNormals[3].copy(g)}if(e.vertexColors.length===4){f=e.vertexColors[0].clone();f.lerpSelf(e.vertexColors[1],0.5);g=e.vertexColors[2].clone();g.lerpSelf(e.vertexColors[3],0.5);y.vertexColors[1].copy(f);y.vertexColors[2].copy(g);s.vertexColors[0].copy(f);s.vertexColors[3].copy(g)}e=0}else{o=k.clone();o.lerpSelf(p,0.5);k=m.clone();k.lerpSelf(l,0.5);y.a=f;y.b=g;y.c=u;y.d=t;s.a=t;s.b=u;s.c=h;s.d=j;if(e.vertexNormals.length===4){f=e.vertexNormals[1].clone();\\nf.lerpSelf(e.vertexNormals[2],0.5);g=e.vertexNormals[3].clone();g.lerpSelf(e.vertexNormals[0],0.5);y.vertexNormals[2].copy(f);y.vertexNormals[3].copy(g);s.vertexNormals[0].copy(g);s.vertexNormals[1].copy(f)}if(e.vertexColors.length===4){f=e.vertexColors[1].clone();f.lerpSelf(e.vertexColors[2],0.5);g=e.vertexColors[3].clone();g.lerpSelf(e.vertexColors[0],0.5);y.vertexColors[2].copy(f);y.vertexColors[3].copy(g);s.vertexColors[0].copy(g);s.vertexColors[1].copy(f)}e=1}w.push(y,s);a.vertices.push(o,k);\\nf=0;for(g=a.faceVertexUvs.length;f<g;f++)if(a.faceVertexUvs[f].length){l=a.faceVertexUvs[f][c];s=l[0];h=l[1];y=l[2];l=l[3];if(e===0){k=s.clone();k.lerpSelf(h,0.5);p=y.clone();p.lerpSelf(l,0.5);s=[s.clone(),k.clone(),p.clone(),l.clone()];h=[k.clone(),h.clone(),y.clone(),p.clone()]}else{k=h.clone();k.lerpSelf(y,0.5);p=l.clone();p.lerpSelf(s,0.5);s=[s.clone(),h.clone(),k.clone(),p.clone()];h=[p.clone(),k.clone(),y.clone(),l.clone()]}H[f].push(s,h)}}else{w.push(e);f=0;for(g=a.faceVertexUvs.length;f<g;f++)H[f].push(a.faceVertexUvs[f][c])}}}a.faces=\\nw;a.faceVertexUvs=H}};THREE.GeometryUtils.random=THREE.Math.random16;THREE.GeometryUtils.__v1=new THREE.Vector3;\\nTHREE.ImageUtils={crossOrigin:\\\\\\\"anonymous\\\\\\\",loadTexture:function(a,b,c){var d=new Image,e=new THREE.Texture(d,b);d.onload=function(){e.needsUpdate=true;c&&c(this)};d.crossOrigin=this.crossOrigin;d.src=a;return e},loadTextureCube:function(a,b,c){var d,e=[],f=new THREE.Texture(e,b),b=e.loadCount=0;for(d=a.length;b<d;++b){e[b]=new Image;e[b].onload=function(){e.loadCount=e.loadCount+1;if(e.loadCount===6)f.needsUpdate=true;c&&c(this)};e[b].crossOrigin=this.crossOrigin;e[b].src=a[b]}return f},getNormalMap:function(a,\\nb){var c=function(a){var b=Math.sqrt(a[0]*a[0]+a[1]*a[1]+a[2]*a[2]);return[a[0]/b,a[1]/b,a[2]/b]},b=b|1,d=a.width,e=a.height,f=document.createElement(\\\\\\\"canvas\\\\\\\");f.width=d;f.height=e;var g=f.getContext(\\\\\\\"2d\\\\\\\");g.drawImage(a,0,0);for(var h=g.getImageData(0,0,d,e).data,j=g.createImageData(d,e),l=j.data,k=0;k<d;k++)for(var p=0;p<e;p++){var m=p-1<0?0:p-1,o=p+1>e-1?e-1:p+1,q=k-1<0?0:k-1,n=k+1>d-1?d-1:k+1,r=[],u=[0,0,h[(p*d+k)*4]/255*b];r.push([-1,0,h[(p*d+q)*4]/255*b]);r.push([-1,-1,h[(m*d+q)*4]/255*b]);r.push([0,\\n-1,h[(m*d+k)*4]/255*b]);r.push([1,-1,h[(m*d+n)*4]/255*b]);r.push([1,0,h[(p*d+n)*4]/255*b]);r.push([1,1,h[(o*d+n)*4]/255*b]);r.push([0,1,h[(o*d+k)*4]/255*b]);r.push([-1,1,h[(o*d+q)*4]/255*b]);m=[];q=r.length;for(o=0;o<q;o++){var n=r[o],t=r[(o+1)%q],n=[n[0]-u[0],n[1]-u[1],n[2]-u[2]],t=[t[0]-u[0],t[1]-u[1],t[2]-u[2]];m.push(c([n[1]*t[2]-n[2]*t[1],n[2]*t[0]-n[0]*t[2],n[0]*t[1]-n[1]*t[0]]))}r=[0,0,0];for(o=0;o<m.length;o++){r[0]=r[0]+m[o][0];r[1]=r[1]+m[o][1];r[2]=r[2]+m[o][2]}r[0]=r[0]/m.length;r[1]=\\nr[1]/m.length;r[2]=r[2]/m.length;u=(p*d+k)*4;l[u]=(r[0]+1)/2*255|0;l[u+1]=(r[1]+0.5)*255|0;l[u+2]=r[2]*255|0;l[u+3]=255}g.putImageData(j,0,0);return f},generateDataTexture:function(a,b,c){for(var d=a*b,e=new Uint8Array(3*d),f=Math.floor(c.r*255),g=Math.floor(c.g*255),c=Math.floor(c.b*255),h=0;h<d;h++){e[h*3]=f;e[h*3+1]=g;e[h*3+2]=c}a=new THREE.DataTexture(e,a,b,THREE.RGBFormat);a.needsUpdate=true;return a}};\\nTHREE.SceneUtils={showHierarchy:function(a,b){THREE.SceneUtils.traverseHierarchy(a,function(a){a.visible=b})},traverseHierarchy:function(a,b){var c,d,e=a.children.length;for(d=0;d<e;d++){c=a.children[d];b(c);THREE.SceneUtils.traverseHierarchy(c,b)}},createMultiMaterialObject:function(a,b){var c,d=b.length,e=new THREE.Object3D;for(c=0;c<d;c++){var f=new THREE.Mesh(a,b[c]);e.add(f)}return e},cloneObject:function(a){var b;if(a instanceof THREE.MorphAnimMesh){b=new THREE.MorphAnimMesh(a.geometry,a.material);\\nb.duration=a.duration;b.mirroredLoop=a.mirroredLoop;b.time=a.time;b.lastKeyframe=a.lastKeyframe;b.currentKeyframe=a.currentKeyframe;b.direction=a.direction;b.directionBackwards=a.directionBackwards}else if(a instanceof THREE.SkinnedMesh)b=new THREE.SkinnedMesh(a.geometry,a.material);else if(a instanceof THREE.Mesh)b=new THREE.Mesh(a.geometry,a.material);else if(a instanceof THREE.Line)b=new THREE.Line(a.geometry,a.material,a.type);else if(a instanceof THREE.Ribbon)b=new THREE.Ribbon(a.geometry,a.material);\\nelse if(a instanceof THREE.ParticleSystem){b=new THREE.ParticleSystem(a.geometry,a.material);b.sortParticles=a.sortParticles}else if(a instanceof THREE.Particle)b=new THREE.Particle(a.material);else if(a instanceof THREE.Sprite){b=new THREE.Sprite({});b.color.copy(a.color);b.map=a.map;b.blending=a.blending;b.useScreenCoordinates=a.useScreenCoordinates;b.mergeWith3D=a.mergeWith3D;b.affectedByDistance=a.affectedByDistance;b.scaleByViewport=a.scaleByViewport;b.alignment=a.alignment;b.rotation3d.copy(a.rotation3d);\\nb.rotation=a.rotation;b.opacity=a.opacity;b.uvOffset.copy(a.uvOffset);b.uvScale.copy(a.uvScale)}else a instanceof THREE.LOD?b=new THREE.LOD:a instanceof THREE.Object3D&&(b=new THREE.Object3D);b.name=a.name;b.parent=a.parent;b.up.copy(a.up);b.position.copy(a.position);b.rotation instanceof THREE.Vector3&&b.rotation.copy(a.rotation);b.eulerOrder=a.eulerOrder;b.scale.copy(a.scale);b.dynamic=a.dynamic;b.doubleSided=a.doubleSided;b.flipSided=a.flipSided;b.renderDepth=a.renderDepth;b.rotationAutoUpdate=\\na.rotationAutoUpdate;b.matrix.copy(a.matrix);b.matrixWorld.copy(a.matrixWorld);b.matrixRotationWorld.copy(a.matrixRotationWorld);b.matrixAutoUpdate=a.matrixAutoUpdate;b.matrixWorldNeedsUpdate=a.matrixWorldNeedsUpdate;b.quaternion.copy(a.quaternion);b.useQuaternion=a.useQuaternion;b.boundRadius=a.boundRadius;b.boundRadiusScale=a.boundRadiusScale;b.visible=a.visible;b.castShadow=a.castShadow;b.receiveShadow=a.receiveShadow;b.frustumCulled=a.frustumCulled;for(var c=0;c<a.children.length;c++){var d=THREE.SceneUtils.cloneObject(a.children[c]);\\nb.children[c]=d;d.parent=b}if(a instanceof THREE.LOD)for(c=0;c<a.LODs.length;c++)b.LODs[c]={visibleAtDistance:a.LODs[c].visibleAtDistance,object3D:b.children[c]};return b},detach:function(a,b,c){a.applyMatrix(b.matrixWorld);b.remove(a);c.add(a)},attach:function(a,b,c){var d=new THREE.Matrix4;d.getInverse(c.matrixWorld);a.applyMatrix(d);b.remove(a);c.add(a)}};\\nTHREE.WebGLRenderer&&(THREE.ShaderUtils={lib:{fresnel:{uniforms:{mRefractionRatio:{type:\\\\\\\"f\\\\\\\",value:1.02},mFresnelBias:{type:\\\\\\\"f\\\\\\\",value:0.1},mFresnelPower:{type:\\\\\\\"f\\\\\\\",value:2},mFresnelScale:{type:\\\\\\\"f\\\\\\\",value:1},tCube:{type:\\\\\\\"t\\\\\\\",value:1,texture:null}},fragmentShader:\\\\\\\"uniform samplerCube tCube;\\\\nvarying vec3 vReflect;\\\\nvarying vec3 vRefract[3];\\\\nvarying float vReflectionFactor;\\\\nvoid main() {\\\\nvec4 reflectedColor = textureCube( tCube, vec3( -vReflect.x, vReflect.yz ) );\\\\nvec4 refractedColor = vec4( 1.0, 1.0, 1.0, 1.0 );\\\\nrefractedColor.r = textureCube( tCube, vec3( -vRefract[0].x, vRefract[0].yz ) ).r;\\\\nrefractedColor.g = textureCube( tCube, vec3( -vRefract[1].x, vRefract[1].yz ) ).g;\\\\nrefractedColor.b = textureCube( tCube, vec3( -vRefract[2].x, vRefract[2].yz ) ).b;\\\\nrefractedColor.a = 1.0;\\\\ngl_FragColor = mix( refractedColor, reflectedColor, clamp( vReflectionFactor, 0.0, 1.0 ) );\\\\n}\\\\\\\",\\nvertexShader:\\\\\\\"uniform float mRefractionRatio;\\\\nuniform float mFresnelBias;\\\\nuniform float mFresnelScale;\\\\nuniform float mFresnelPower;\\\\nvarying vec3 vReflect;\\\\nvarying vec3 vRefract[3];\\\\nvarying float vReflectionFactor;\\\\nvoid main() {\\\\nvec4 mvPosition = modelViewMatrix * vec4( position, 1.0 );\\\\nvec4 mPosition = objectMatrix * vec4( position, 1.0 );\\\\nvec3 nWorld = normalize ( mat3( objectMatrix[0].xyz, objectMatrix[1].xyz, objectMatrix[2].xyz ) * normal );\\\\nvec3 I = mPosition.xyz - cameraPosition;\\\\nvReflect = reflect( I, nWorld );\\\\nvRefract[0] = refract( normalize( I ), nWorld, mRefractionRatio );\\\\nvRefract[1] = refract( normalize( I ), nWorld, mRefractionRatio * 0.99 );\\\\nvRefract[2] = refract( normalize( I ), nWorld, mRefractionRatio * 0.98 );\\\\nvReflectionFactor = mFresnelBias + mFresnelScale * pow( 1.0 + dot( normalize( I ), nWorld ), mFresnelPower );\\\\ngl_Position = projectionMatrix * mvPosition;\\\\n}\\\\\\\"},\\nnormal:{uniforms:THREE.UniformsUtils.merge([THREE.UniformsLib.fog,THREE.UniformsLib.lights,THREE.UniformsLib.shadowmap,{enableAO:{type:\\\\\\\"i\\\\\\\",value:0},enableDiffuse:{type:\\\\\\\"i\\\\\\\",value:0},enableSpecular:{type:\\\\\\\"i\\\\\\\",value:0},enableReflection:{type:\\\\\\\"i\\\\\\\",value:0},tDiffuse:{type:\\\\\\\"t\\\\\\\",value:0,texture:null},tCube:{type:\\\\\\\"t\\\\\\\",value:1,texture:null},tNormal:{type:\\\\\\\"t\\\\\\\",value:2,texture:null},tSpecular:{type:\\\\\\\"t\\\\\\\",value:3,texture:null},tAO:{type:\\\\\\\"t\\\\\\\",value:4,texture:null},tDisplacement:{type:\\\\\\\"t\\\\\\\",value:5,texture:null},uNormalScale:{type:\\\\\\\"f\\\\\\\",\\nvalue:1},uDisplacementBias:{type:\\\\\\\"f\\\\\\\",value:0},uDisplacementScale:{type:\\\\\\\"f\\\\\\\",value:1},uDiffuseColor:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(16777215)},uSpecularColor:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(1118481)},uAmbientColor:{type:\\\\\\\"c\\\\\\\",value:new THREE.Color(16777215)},uShininess:{type:\\\\\\\"f\\\\\\\",value:30},uOpacity:{type:\\\\\\\"f\\\\\\\",value:1},uReflectivity:{type:\\\\\\\"f\\\\\\\",value:0.5},uOffset:{type:\\\\\\\"v2\\\\\\\",value:new THREE.Vector2(0,0)},uRepeat:{type:\\\\\\\"v2\\\\\\\",value:new THREE.Vector2(1,1)},wrapRGB:{type:\\\\\\\"v3\\\\\\\",value:new THREE.Vector3(1,1,1)}}]),\\nfragmentShader:[\\\\\\\"uniform vec3 uAmbientColor;\\\\nuniform vec3 uDiffuseColor;\\\\nuniform vec3 uSpecularColor;\\\\nuniform float uShininess;\\\\nuniform float uOpacity;\\\\nuniform bool enableDiffuse;\\\\nuniform bool enableSpecular;\\\\nuniform bool enableAO;\\\\nuniform bool enableReflection;\\\\nuniform sampler2D tDiffuse;\\\\nuniform sampler2D tNormal;\\\\nuniform sampler2D tSpecular;\\\\nuniform sampler2D tAO;\\\\nuniform samplerCube tCube;\\\\nuniform float uNormalScale;\\\\nuniform float uReflectivity;\\\\nvarying vec3 vTangent;\\\\nvarying vec3 vBinormal;\\\\nvarying vec3 vNormal;\\\\nvarying vec2 vUv;\\\\nuniform vec3 ambientLightColor;\\\\n#if MAX_DIR_LIGHTS > 0\\\\nuniform vec3 directionalLightColor[ MAX_DIR_LIGHTS ];\\\\nuniform vec3 directionalLightDirection[ MAX_DIR_LIGHTS ];\\\\n#endif\\\\n#if MAX_POINT_LIGHTS > 0\\\\nuniform vec3 pointLightColor[ MAX_POINT_LIGHTS ];\\\\nvarying vec4 vPointLight[ MAX_POINT_LIGHTS ];\\\\n#endif\\\\n#ifdef WRAP_AROUND\\\\nuniform vec3 wrapRGB;\\\\n#endif\\\\nvarying vec3 vViewPosition;\\\\\\\",\\nTHREE.ShaderChunk.shadowmap_pars_fragment,THREE.ShaderChunk.fog_pars_fragment,\\\\\\\"void main() {\\\\ngl_FragColor = vec4( vec3( 1.0 ), uOpacity );\\\\nvec3 specularTex = vec3( 1.0 );\\\\nvec3 normalTex = texture2D( tNormal, vUv ).xyz * 2.0 - 1.0;\\\\nnormalTex.xy *= uNormalScale;\\\\nnormalTex = normalize( normalTex );\\\\nif( enableDiffuse ) {\\\\n#ifdef GAMMA_INPUT\\\\nvec4 texelColor = texture2D( tDiffuse, vUv );\\\\ntexelColor.xyz *= texelColor.xyz;\\\\ngl_FragColor = gl_FragColor * texelColor;\\\\n#else\\\\ngl_FragColor = gl_FragColor * texture2D( tDiffuse, vUv );\\\\n#endif\\\\n}\\\\nif( enableAO ) {\\\\n#ifdef GAMMA_INPUT\\\\nvec4 aoColor = texture2D( tAO, vUv );\\\\naoColor.xyz *= aoColor.xyz;\\\\ngl_FragColor.xyz = gl_FragColor.xyz * aoColor.xyz;\\\\n#else\\\\ngl_FragColor.xyz = gl_FragColor.xyz * texture2D( tAO, vUv ).xyz;\\\\n#endif\\\\n}\\\\nif( enableSpecular )\\\\nspecularTex = texture2D( tSpecular, vUv ).xyz;\\\\nmat3 tsb = mat3( normalize( vTangent ), normalize( vBinormal ), normalize( vNormal ) );\\\\nvec3 finalNormal = tsb * normalTex;\\\\nvec3 normal = normalize( finalNormal );\\\\nvec3 viewPosition = normalize( vViewPosition );\\\\n#if MAX_POINT_LIGHTS > 0\\\\nvec3 pointDiffuse = vec3( 0.0 );\\\\nvec3 pointSpecular = vec3( 0.0 );\\\\nfor ( int i = 0; i < MAX_POINT_LIGHTS; i ++ ) {\\\\nvec3 pointVector = normalize( vPointLight[ i ].xyz );\\\\nfloat pointDistance = vPointLight[ i ].w;\\\\n#ifdef WRAP_AROUND\\\\nfloat pointDiffuseWeightFull = max( dot( normal, pointVector ), 0.0 );\\\\nfloat pointDiffuseWeightHalf = max( 0.5 * dot( normal, pointVector ) + 0.5, 0.0 );\\\\nvec3 pointDiffuseWeight = mix( vec3 ( pointDiffuseWeightFull ), vec3( pointDiffuseWeightHalf ), wrapRGB );\\\\n#else\\\\nfloat pointDiffuseWeight = max( dot( normal, pointVector ), 0.0 );\\\\n#endif\\\\npointDiffuse += pointDistance * pointLightColor[ i ] * uDiffuseColor * pointDiffuseWeight;\\\\nvec3 pointHalfVector = normalize( pointVector + viewPosition );\\\\nfloat pointDotNormalHalf = max( dot( normal, pointHalfVector ), 0.0 );\\\\nfloat pointSpecularWeight = specularTex.r * max( pow( pointDotNormalHalf, uShininess ), 0.0 );\\\\n#ifdef PHYSICALLY_BASED_SHADING\\\\nfloat specularNormalization = ( uShininess + 2.0001 ) / 8.0;\\\\nvec3 schlick = uSpecularColor + vec3( 1.0 - uSpecularColor ) * pow( 1.0 - dot( pointVector, pointHalfVector ), 5.0 );\\\\npointSpecular += schlick * pointLightColor[ i ] * pointSpecularWeight * pointDiffuseWeight * pointDistance * specularNormalization;\\\\n#else\\\\npointSpecular += pointDistance * pointLightColor[ i ] * uSpecularColor * pointSpecularWeight * pointDiffuseWeight;\\\\n#endif\\\\n}\\\\n#endif\\\\n#if MAX_DIR_LIGHTS > 0\\\\nvec3 dirDiffuse = vec3( 0.0 );\\\\nvec3 dirSpecular = vec3( 0.0 );\\\\nfor( int i = 0; i < MAX_DIR_LIGHTS; i++ ) {\\\\nvec4 lDirection = viewMatrix * vec4( directionalLightDirection[ i ], 0.0 );\\\\nvec3 dirVector = normalize( lDirection.xyz );\\\\n#ifdef WRAP_AROUND\\\\nfloat directionalLightWeightingFull = max( dot( normal, dirVector ), 0.0 );\\\\nfloat directionalLightWeightingHalf = max( 0.5 * dot( normal, dirVector ) + 0.5, 0.0 );\\\\nvec3 dirDiffuseWeight = mix( vec3( directionalLightWeightingFull ), vec3( directionalLightWeightingHalf ), wrapRGB );\\\\n#else\\\\nfloat dirDiffuseWeight = max( dot( normal, dirVector ), 0.0 );\\\\n#endif\\\\ndirDiffuse += directionalLightColor[ i ] * uDiffuseColor * dirDiffuseWeight;\\\\nvec3 dirHalfVector = normalize( dirVector + viewPosition );\\\\nfloat dirDotNormalHalf = max( dot( normal, dirHalfVector ), 0.0 );\\\\nfloat dirSpecularWeight = specularTex.r * max( pow( dirDotNormalHalf, uShininess ), 0.0 );\\\\n#ifdef PHYSICALLY_BASED_SHADING\\\\nfloat specularNormalization = ( uShininess + 2.0001 ) / 8.0;\\\\nvec3 schlick = uSpecularColor + vec3( 1.0 - uSpecularColor ) * pow( 1.0 - dot( dirVector, dirHalfVector ), 5.0 );\\\\ndirSpecular += schlick * directionalLightColor[ i ] * dirSpecularWeight * dirDiffuseWeight * specularNormalization;\\\\n#else\\\\ndirSpecular += directionalLightColor[ i ] * uSpecularColor * dirSpecularWeight * dirDiffuseWeight;\\\\n#endif\\\\n}\\\\n#endif\\\\nvec3 totalDiffuse = vec3( 0.0 );\\\\nvec3 totalSpecular = vec3( 0.0 );\\\\n#if MAX_DIR_LIGHTS > 0\\\\ntotalDiffuse += dirDiffuse;\\\\ntotalSpecular += dirSpecular;\\\\n#endif\\\\n#if MAX_POINT_LIGHTS > 0\\\\ntotalDiffuse += pointDiffuse;\\\\ntotalSpecular += pointSpecular;\\\\n#endif\\\\ngl_FragColor.xyz = gl_FragColor.xyz * ( totalDiffuse + ambientLightColor * uAmbientColor) + totalSpecular;\\\\nif ( enableReflection ) {\\\\nvec3 wPos = cameraPosition - vViewPosition;\\\\nvec3 vReflect = reflect( normalize( wPos ), normal );\\\\nvec4 cubeColor = textureCube( tCube, vec3( -vReflect.x, vReflect.yz ) );\\\\n#ifdef GAMMA_INPUT\\\\ncubeColor.xyz *= cubeColor.xyz;\\\\n#endif\\\\ngl_FragColor.xyz = mix( gl_FragColor.xyz, cubeColor.xyz, specularTex.r * uReflectivity );\\\\n}\\\\\\\",\\nTHREE.ShaderChunk.shadowmap_fragment,THREE.ShaderChunk.linear_to_gamma_fragment,THREE.ShaderChunk.fog_fragment,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\"),vertexShader:[\\\\\\\"attribute vec4 tangent;\\\\nuniform vec2 uOffset;\\\\nuniform vec2 uRepeat;\\\\n#ifdef VERTEX_TEXTURES\\\\nuniform sampler2D tDisplacement;\\\\nuniform float uDisplacementScale;\\\\nuniform float uDisplacementBias;\\\\n#endif\\\\nvarying vec3 vTangent;\\\\nvarying vec3 vBinormal;\\\\nvarying vec3 vNormal;\\\\nvarying vec2 vUv;\\\\n#if MAX_POINT_LIGHTS > 0\\\\nuniform vec3 pointLightPosition[ MAX_POINT_LIGHTS ];\\\\nuniform float pointLightDistance[ MAX_POINT_LIGHTS ];\\\\nvarying vec4 vPointLight[ MAX_POINT_LIGHTS ];\\\\n#endif\\\\nvarying vec3 vViewPosition;\\\\\\\",\\nTHREE.ShaderChunk.shadowmap_pars_vertex,\\\\\\\"void main() {\\\\nvec4 mvPosition = modelViewMatrix * vec4( position, 1.0 );\\\\nvViewPosition = -mvPosition.xyz;\\\\nvNormal = normalMatrix * normal;\\\\nvTangent = normalMatrix * tangent.xyz;\\\\nvBinormal = cross( vNormal, vTangent ) * tangent.w;\\\\nvUv = uv * uRepeat + uOffset;\\\\n#if MAX_POINT_LIGHTS > 0\\\\nfor( int i = 0; i < MAX_POINT_LIGHTS; i++ ) {\\\\nvec4 lPosition = viewMatrix * vec4( pointLightPosition[ i ], 1.0 );\\\\nvec3 lVector = lPosition.xyz - mvPosition.xyz;\\\\nfloat lDistance = 1.0;\\\\nif ( pointLightDistance[ i ] > 0.0 )\\\\nlDistance = 1.0 - min( ( length( lVector ) / pointLightDistance[ i ] ), 1.0 );\\\\nlVector = normalize( lVector );\\\\nvPointLight[ i ] = vec4( lVector, lDistance );\\\\n}\\\\n#endif\\\\n#ifdef VERTEX_TEXTURES\\\\nvec3 dv = texture2D( tDisplacement, uv ).xyz;\\\\nfloat df = uDisplacementScale * dv.x + uDisplacementBias;\\\\nvec4 displacedPosition = vec4( normalize( vNormal.xyz ) * df, 0.0 ) + mvPosition;\\\\ngl_Position = projectionMatrix * displacedPosition;\\\\n#else\\\\ngl_Position = projectionMatrix * mvPosition;\\\\n#endif\\\\\\\",\\nTHREE.ShaderChunk.shadowmap_vertex,\\\\\\\"}\\\\\\\"].join(\\\\\\\"\\\\n\\\\\\\")},cube:{uniforms:{tCube:{type:\\\\\\\"t\\\\\\\",value:1,texture:null},tFlip:{type:\\\\\\\"f\\\\\\\",value:-1}},vertexShader:\\\\\\\"varying vec3 vViewPosition;\\\\nvoid main() {\\\\nvec4 mPosition = objectMatrix * vec4( position, 1.0 );\\\\nvViewPosition = cameraPosition - mPosition.xyz;\\\\ngl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );\\\\n}\\\\\\\",fragmentShader:\\\\\\\"uniform samplerCube tCube;\\\\nuniform float tFlip;\\\\nvarying vec3 vViewPosition;\\\\nvoid main() {\\\\nvec3 wPos = cameraPosition - vViewPosition;\\\\ngl_FragColor = textureCube( tCube, vec3( tFlip * wPos.x, wPos.yz ) );\\\\n}\\\\\\\"}}});\\nTHREE.BufferGeometry=function(){this.id=THREE.GeometryCount++;this.vertexColorArray=this.vertexUvArray=this.vertexNormalArray=this.vertexPositionArray=this.vertexIndexArray=this.vertexColorBuffer=this.vertexUvBuffer=this.vertexNormalBuffer=this.vertexPositionBuffer=this.vertexIndexBuffer=null;this.dynamic=false;this.boundingSphere=this.boundingBox=null;this.morphTargets=[]};THREE.BufferGeometry.prototype={constructor:THREE.BufferGeometry,computeBoundingBox:function(){},computeBoundingSphere:function(){}};\\nTHREE.Curve=function(){};THREE.Curve.prototype.getPoint=function(){console.log(\\\\\\\"Warning, getPoint() not implemented!\\\\\\\");return null};THREE.Curve.prototype.getPointAt=function(a){return this.getPoint(this.getUtoTmapping(a))};THREE.Curve.prototype.getPoints=function(a){a||(a=5);var b,c=[];for(b=0;b<=a;b++)c.push(this.getPoint(b/a));return c};THREE.Curve.prototype.getSpacedPoints=function(a){a||(a=5);var b,c=[];for(b=0;b<=a;b++)c.push(this.getPointAt(b/a));return c};\\nTHREE.Curve.prototype.getLength=function(){var a=this.getLengths();return a[a.length-1]};THREE.Curve.prototype.getLengths=function(a){a||(a=this.__arcLengthDivisions?this.__arcLengthDivisions:200);if(this.cacheArcLengths&&this.cacheArcLengths.length==a+1&&!this.needsUpdate)return this.cacheArcLengths;this.needsUpdate=false;var b=[],c,d=this.getPoint(0),e,f=0;b.push(0);for(e=1;e<=a;e++){c=this.getPoint(e/a);f=f+c.distanceTo(d);b.push(f);d=c}return this.cacheArcLengths=b};\\nTHREE.Curve.prototype.updateArcLengths=function(){this.needsUpdate=true;this.getLengths()};THREE.Curve.prototype.getUtoTmapping=function(a,b){var c=this.getLengths(),d=0,e=c.length,f;f=b?b:a*c[e-1];for(var g=0,h=e-1,j;g<=h;){d=Math.floor(g+(h-g)/2);j=c[d]-f;if(j<0)g=d+1;else if(j>0)h=d-1;else{h=d;break}}d=h;if(c[d]==f)return d/(e-1);g=c[d];return c=(d+(f-g)/(c[d+1]-g))/(e-1)};THREE.Curve.prototype.getNormalVector=function(a){a=this.getTangent(a);return new THREE.Vector2(-a.y,a.x)};\\nTHREE.Curve.prototype.getTangent=function(a){var b=a-1.0E-4,a=a+1.0E-4;b<0&&(b=0);a>1&&(a=1);b=this.getPoint(b);return this.getPoint(a).clone().subSelf(b).normalize()};THREE.Curve.prototype.getTangentAt=function(a){return this.getTangent(this.getUtoTmapping(a))};THREE.LineCurve=function(a,b){this.v1=a;this.v2=b};THREE.LineCurve.prototype=new THREE.Curve;THREE.LineCurve.prototype.constructor=THREE.LineCurve;\\nTHREE.LineCurve.prototype.getPoint=function(a){var b=this.v2.clone().subSelf(this.v1);b.multiplyScalar(a).addSelf(this.v1);return b};THREE.LineCurve.prototype.getPointAt=function(a){return this.getPoint(a)};THREE.LineCurve.prototype.getTangent=function(){return this.v2.clone().subSelf(this.v1).normalize()};THREE.QuadraticBezierCurve=function(a,b,c){this.v0=a;this.v1=b;this.v2=c};THREE.QuadraticBezierCurve.prototype=new THREE.Curve;THREE.QuadraticBezierCurve.prototype.constructor=THREE.QuadraticBezierCurve;\\nTHREE.QuadraticBezierCurve.prototype.getPoint=function(a){var b;b=THREE.Shape.Utils.b2(a,this.v0.x,this.v1.x,this.v2.x);a=THREE.Shape.Utils.b2(a,this.v0.y,this.v1.y,this.v2.y);return new THREE.Vector2(b,a)};THREE.QuadraticBezierCurve.prototype.getTangent=function(a){var b;b=THREE.Curve.Utils.tangentQuadraticBezier(a,this.v0.x,this.v1.x,this.v2.x);a=THREE.Curve.Utils.tangentQuadraticBezier(a,this.v0.y,this.v1.y,this.v2.y);b=new THREE.Vector2(b,a);b.normalize();return b};\\nTHREE.CubicBezierCurve=function(a,b,c,d){this.v0=a;this.v1=b;this.v2=c;this.v3=d};THREE.CubicBezierCurve.prototype=new THREE.Curve;THREE.CubicBezierCurve.prototype.constructor=THREE.CubicBezierCurve;THREE.CubicBezierCurve.prototype.getPoint=function(a){var b;b=THREE.Shape.Utils.b3(a,this.v0.x,this.v1.x,this.v2.x,this.v3.x);a=THREE.Shape.Utils.b3(a,this.v0.y,this.v1.y,this.v2.y,this.v3.y);return new THREE.Vector2(b,a)};\\nTHREE.CubicBezierCurve.prototype.getTangent=function(a){var b;b=THREE.Curve.Utils.tangentCubicBezier(a,this.v0.x,this.v1.x,this.v2.x,this.v3.x);a=THREE.Curve.Utils.tangentCubicBezier(a,this.v0.y,this.v1.y,this.v2.y,this.v3.y);b=new THREE.Vector2(b,a);b.normalize();return b};THREE.SplineCurve=function(a){this.points=a==void 0?[]:a};THREE.SplineCurve.prototype=new THREE.Curve;THREE.SplineCurve.prototype.constructor=THREE.SplineCurve;\\nTHREE.SplineCurve.prototype.getPoint=function(a){var b=new THREE.Vector2,c=[],d=this.points,e;e=(d.length-1)*a;a=Math.floor(e);e=e-a;c[0]=a==0?a:a-1;c[1]=a;c[2]=a>d.length-2?d.length-1:a+1;c[3]=a>d.length-3?d.length-1:a+2;b.x=THREE.Curve.Utils.interpolate(d[c[0]].x,d[c[1]].x,d[c[2]].x,d[c[3]].x,e);b.y=THREE.Curve.Utils.interpolate(d[c[0]].y,d[c[1]].y,d[c[2]].y,d[c[3]].y,e);return b};\\nTHREE.ArcCurve=function(a,b,c,d,e,f){this.aX=a;this.aY=b;this.aRadius=c;this.aStartAngle=d;this.aEndAngle=e;this.aClockwise=f};THREE.ArcCurve.prototype=new THREE.Curve;THREE.ArcCurve.prototype.constructor=THREE.ArcCurve;THREE.ArcCurve.prototype.getPoint=function(a){var b=this.aEndAngle-this.aStartAngle;this.aClockwise||(a=1-a);b=this.aStartAngle+a*b;a=this.aX+this.aRadius*Math.cos(b);b=this.aY+this.aRadius*Math.sin(b);return new THREE.Vector2(a,b)};\\nTHREE.Curve.Utils={tangentQuadraticBezier:function(a,b,c,d){return 2*(1-a)*(c-b)+2*a*(d-c)},tangentCubicBezier:function(a,b,c,d,e){return-3*b*(1-a)*(1-a)+3*c*(1-a)*(1-a)-6*a*c*(1-a)+6*a*d*(1-a)-3*a*a*d+3*a*a*e},tangentSpline:function(a){return 6*a*a-6*a+(3*a*a-4*a+1)+(-6*a*a+6*a)+(3*a*a-2*a)},interpolate:function(a,b,c,d,e){var a=(c-a)*0.5,d=(d-b)*0.5,f=e*e;return(2*b-2*c+a+d)*e*f+(-3*b+3*c-2*a-d)*f+a*e+b}};\\nTHREE.Curve.create=function(a,b){a.prototype=new THREE.Curve;a.prototype.constructor=a;a.prototype.getPoint=b;return a};THREE.LineCurve3=THREE.Curve.create(function(a,b){this.v1=a;this.v2=b},function(a){var b=new THREE.Vector3;b.sub(this.v2,this.v1);b.multiplyScalar(a);b.addSelf(this.v1);return b});\\nTHREE.QuadraticBezierCurve3=THREE.Curve.create(function(a,b,c){this.v0=a;this.v1=b;this.v2=c},function(a){var b,c;b=THREE.Shape.Utils.b2(a,this.v0.x,this.v1.x,this.v2.x);c=THREE.Shape.Utils.b2(a,this.v0.y,this.v1.y,this.v2.y);a=THREE.Shape.Utils.b2(a,this.v0.z,this.v1.z,this.v2.z);return new THREE.Vector3(b,c,a)});\\nTHREE.CubicBezierCurve3=THREE.Curve.create(function(a,b,c,d){this.v0=a;this.v1=b;this.v2=c;this.v3=d},function(a){var b,c;b=THREE.Shape.Utils.b3(a,this.v0.x,this.v1.x,this.v2.x,this.v3.x);c=THREE.Shape.Utils.b3(a,this.v0.y,this.v1.y,this.v2.y,this.v3.y);a=THREE.Shape.Utils.b3(a,this.v0.z,this.v1.z,this.v2.z,this.v3.z);return new THREE.Vector3(b,c,a)});\\nTHREE.SplineCurve3=THREE.Curve.create(function(a){this.points=a==void 0?[]:a},function(a){var b=new THREE.Vector3,c=[],d=this.points,e,a=(d.length-1)*a;e=Math.floor(a);a=a-e;c[0]=e==0?e:e-1;c[1]=e;c[2]=e>d.length-2?d.length-1:e+1;c[3]=e>d.length-3?d.length-1:e+2;e=d[c[0]];var f=d[c[1]],g=d[c[2]],c=d[c[3]];b.x=THREE.Curve.Utils.interpolate(e.x,f.x,g.x,c.x,a);b.y=THREE.Curve.Utils.interpolate(e.y,f.y,g.y,c.y,a);b.z=THREE.Curve.Utils.interpolate(e.z,f.z,g.z,c.z,a);return b});\\nTHREE.ClosedSplineCurve3=THREE.Curve.create(function(a){this.points=a==void 0?[]:a},function(a){var b=new THREE.Vector3,c=[],d=this.points,e;e=(d.length-0)*a;a=Math.floor(e);e=e-a;a=a+(a>0?0:(Math.floor(Math.abs(a)/d.length)+1)*d.length);c[0]=(a-1)%d.length;c[1]=a%d.length;c[2]=(a+1)%d.length;c[3]=(a+2)%d.length;b.x=THREE.Curve.Utils.interpolate(d[c[0]].x,d[c[1]].x,d[c[2]].x,d[c[3]].x,e);b.y=THREE.Curve.Utils.interpolate(d[c[0]].y,d[c[1]].y,d[c[2]].y,d[c[3]].y,e);b.z=THREE.Curve.Utils.interpolate(d[c[0]].z,\\nd[c[1]].z,d[c[2]].z,d[c[3]].z,e);return b});THREE.CurvePath=function(){this.curves=[];this.bends=[];this.autoClose=false};THREE.CurvePath.prototype=new THREE.Curve;THREE.CurvePath.prototype.constructor=THREE.CurvePath;THREE.CurvePath.prototype.add=function(a){this.curves.push(a)};THREE.CurvePath.prototype.checkConnection=function(){};\\nTHREE.CurvePath.prototype.closePath=function(){var a=this.curves[0].getPoint(0),b=this.curves[this.curves.length-1].getPoint(1);a.equals(b)||this.curves.push(new THREE.LineCurve(b,a))};THREE.CurvePath.prototype.getPoint=function(a){for(var b=a*this.getLength(),c=this.getCurveLengths(),a=0;a<c.length;){if(c[a]>=b){b=c[a]-b;a=this.curves[a];b=1-b/a.getLength();return a.getPointAt(b)}a++}return null};THREE.CurvePath.prototype.getLength=function(){var a=this.getCurveLengths();return a[a.length-1]};\\nTHREE.CurvePath.prototype.getCurveLengths=function(){if(this.cacheLengths&&this.cacheLengths.length==this.curves.length)return this.cacheLengths;var a=[],b=0,c,d=this.curves.length;for(c=0;c<d;c++){b=b+this.curves[c].getLength();a.push(b)}return this.cacheLengths=a};\\nTHREE.CurvePath.prototype.getBoundingBox=function(){var a=this.getPoints(),b,c,d,e;b=c=Number.NEGATIVE_INFINITY;d=e=Number.POSITIVE_INFINITY;var f,g,h,j;j=new THREE.Vector2;g=0;for(h=a.length;g<h;g++){f=a[g];if(f.x>b)b=f.x;else if(f.x<d)d=f.x;if(f.y>c)c=f.y;else if(f.y<c)e=f.y;j.addSelf(f.x,f.y)}return{minX:d,minY:e,maxX:b,maxY:c,centroid:j.divideScalar(h)}};THREE.CurvePath.prototype.createPointsGeometry=function(a){return this.createGeometry(this.getPoints(a,true))};\\nTHREE.CurvePath.prototype.createSpacedPointsGeometry=function(a){return this.createGeometry(this.getSpacedPoints(a,true))};THREE.CurvePath.prototype.createGeometry=function(a){for(var b=new THREE.Geometry,c=0;c<a.length;c++)b.vertices.push(new THREE.Vector3(a[c].x,a[c].y,0));return b};THREE.CurvePath.prototype.addWrapPath=function(a){this.bends.push(a)};\\nTHREE.CurvePath.prototype.getTransformedPoints=function(a,b){var c=this.getPoints(a),d,e;if(!b)b=this.bends;d=0;for(e=b.length;d<e;d++)c=this.getWrapPoints(c,b[d]);return c};THREE.CurvePath.prototype.getTransformedSpacedPoints=function(a,b){var c=this.getSpacedPoints(a),d,e;if(!b)b=this.bends;d=0;for(e=b.length;d<e;d++)c=this.getWrapPoints(c,b[d]);return c};\\nTHREE.CurvePath.prototype.getWrapPoints=function(a,b){var c=this.getBoundingBox(),d,e,f,g,h,j;d=0;for(e=a.length;d<e;d++){f=a[d];g=f.x;h=f.y;j=g/c.maxX;j=b.getUtoTmapping(j,g);g=b.getPoint(j);h=b.getNormalVector(j).multiplyScalar(h);f.x=g.x+h.x;f.y=g.y+h.y}return a};\\nTHREE.EventTarget=function(){var a={};this.addEventListener=function(b,c){a[b]==void 0&&(a[b]=[]);a[b].indexOf(c)===-1&&a[b].push(c)};this.dispatchEvent=function(b){for(var c in a[b.type])a[b.type][c](b)};this.removeEventListener=function(b,c){var d=a[b].indexOf(c);d!==-1&&a[b].splice(d,1)}};THREE.Gyroscope=function(){THREE.Object3D.call(this)};THREE.Gyroscope.prototype=new THREE.Object3D;THREE.Gyroscope.prototype.constructor=THREE.Gyroscope;\\nTHREE.Gyroscope.prototype.updateMatrixWorld=function(a){this.matrixAutoUpdate&&this.updateMatrix();if(this.matrixWorldNeedsUpdate||a){if(this.parent){this.matrixWorld.multiply(this.parent.matrixWorld,this.matrix);this.matrixWorld.decompose(this.translationWorld,this.rotationWorld,this.scaleWorld);this.matrix.decompose(this.translationObject,this.rotationObject,this.scaleObject);this.matrixWorld.compose(this.translationWorld,this.rotationObject,this.scaleWorld)}else this.matrixWorld.copy(this.matrix);\\nthis.matrixWorldNeedsUpdate=false;a=true}for(var b=0,c=this.children.length;b<c;b++)this.children[b].updateMatrixWorld(a)};THREE.Gyroscope.prototype.translationWorld=new THREE.Vector3;THREE.Gyroscope.prototype.translationObject=new THREE.Vector3;THREE.Gyroscope.prototype.rotationWorld=new THREE.Quaternion;THREE.Gyroscope.prototype.rotationObject=new THREE.Quaternion;THREE.Gyroscope.prototype.scaleWorld=new THREE.Vector3;THREE.Gyroscope.prototype.scaleObject=new THREE.Vector3;\\nTHREE.Path=function(a){THREE.CurvePath.call(this);this.actions=[];a&&this.fromPoints(a)};THREE.Path.prototype=new THREE.CurvePath;THREE.Path.prototype.constructor=THREE.Path;THREE.PathActions={MOVE_TO:\\\\\\\"moveTo\\\\\\\",LINE_TO:\\\\\\\"lineTo\\\\\\\",QUADRATIC_CURVE_TO:\\\\\\\"quadraticCurveTo\\\\\\\",BEZIER_CURVE_TO:\\\\\\\"bezierCurveTo\\\\\\\",CSPLINE_THRU:\\\\\\\"splineThru\\\\\\\",ARC:\\\\\\\"arc\\\\\\\"};THREE.Path.prototype.fromPoints=function(a){this.moveTo(a[0].x,a[0].y);for(var b=1,c=a.length;b<c;b++)this.lineTo(a[b].x,a[b].y)};\\nTHREE.Path.prototype.moveTo=function(a,b){var c=Array.prototype.slice.call(arguments);this.actions.push({action:THREE.PathActions.MOVE_TO,args:c})};THREE.Path.prototype.lineTo=function(a,b){var c=Array.prototype.slice.call(arguments),d=this.actions[this.actions.length-1].args;this.curves.push(new THREE.LineCurve(new THREE.Vector2(d[d.length-2],d[d.length-1]),new THREE.Vector2(a,b)));this.actions.push({action:THREE.PathActions.LINE_TO,args:c})};\\nTHREE.Path.prototype.quadraticCurveTo=function(a,b,c,d){var e=Array.prototype.slice.call(arguments),f=this.actions[this.actions.length-1].args;this.curves.push(new THREE.QuadraticBezierCurve(new THREE.Vector2(f[f.length-2],f[f.length-1]),new THREE.Vector2(a,b),new THREE.Vector2(c,d)));this.actions.push({action:THREE.PathActions.QUADRATIC_CURVE_TO,args:e})};\\nTHREE.Path.prototype.bezierCurveTo=function(a,b,c,d,e,f){var g=Array.prototype.slice.call(arguments),h=this.actions[this.actions.length-1].args;this.curves.push(new THREE.CubicBezierCurve(new THREE.Vector2(h[h.length-2],h[h.length-1]),new THREE.Vector2(a,b),new THREE.Vector2(c,d),new THREE.Vector2(e,f)));this.actions.push({action:THREE.PathActions.BEZIER_CURVE_TO,args:g})};\\nTHREE.Path.prototype.splineThru=function(a){var b=Array.prototype.slice.call(arguments),c=this.actions[this.actions.length-1].args,c=[new THREE.Vector2(c[c.length-2],c[c.length-1])];Array.prototype.push.apply(c,a);this.curves.push(new THREE.SplineCurve(c));this.actions.push({action:THREE.PathActions.CSPLINE_THRU,args:b})};\\nTHREE.Path.prototype.arc=function(a,b,c,d,e,f){var g=Array.prototype.slice.call(arguments),h=this.actions[this.actions.length-1],h=new THREE.ArcCurve(h.x+a,h.y+b,c,d,e,f);this.curves.push(h);h=h.getPoint(f?1:0);g.push(h.x);g.push(h.y);this.actions.push({action:THREE.PathActions.ARC,args:g})};\\nTHREE.Path.prototype.absarc=function(a,b,c,d,e,f){var g=Array.prototype.slice.call(arguments),h=new THREE.ArcCurve(a,b,c,d,e,f);this.curves.push(h);h=h.getPoint(f?1:0);g.push(h.x);g.push(h.y);this.actions.push({action:THREE.PathActions.ARC,args:g})};THREE.Path.prototype.getSpacedPoints=function(a){a||(a=40);for(var b=[],c=0;c<a;c++)b.push(this.getPoint(c/a));return b};\\nTHREE.Path.prototype.getPoints=function(a,b){if(this.useSpacedPoints){console.log(\\\\\\\"tata\\\\\\\");return this.getSpacedPoints(a,b)}var a=a||12,c=[],d,e,f,g,h,j,l,k,p,m,o,q,n;d=0;for(e=this.actions.length;d<e;d++){f=this.actions[d];g=f.action;f=f.args;switch(g){case THREE.PathActions.MOVE_TO:c.push(new THREE.Vector2(f[0],f[1]));break;case THREE.PathActions.LINE_TO:c.push(new THREE.Vector2(f[0],f[1]));break;case THREE.PathActions.QUADRATIC_CURVE_TO:h=f[2];j=f[3];p=f[0];m=f[1];if(c.length>0){g=c[c.length-1];\\no=g.x;q=g.y}else{g=this.actions[d-1].args;o=g[g.length-2];q=g[g.length-1]}for(f=1;f<=a;f++){n=f/a;g=THREE.Shape.Utils.b2(n,o,p,h);n=THREE.Shape.Utils.b2(n,q,m,j);c.push(new THREE.Vector2(g,n))}break;case THREE.PathActions.BEZIER_CURVE_TO:h=f[4];j=f[5];p=f[0];m=f[1];l=f[2];k=f[3];if(c.length>0){g=c[c.length-1];o=g.x;q=g.y}else{g=this.actions[d-1].args;o=g[g.length-2];q=g[g.length-1]}for(f=1;f<=a;f++){n=f/a;g=THREE.Shape.Utils.b3(n,o,p,l,h);n=THREE.Shape.Utils.b3(n,q,m,k,j);c.push(new THREE.Vector2(g,\\nn))}break;case THREE.PathActions.CSPLINE_THRU:g=this.actions[d-1].args;n=[new THREE.Vector2(g[g.length-2],g[g.length-1])];g=a*f[0].length;n=n.concat(f[0]);n=new THREE.SplineCurve(n);for(f=1;f<=g;f++)c.push(n.getPointAt(f/g));break;case THREE.PathActions.ARC:h=f[0];j=f[1];l=f[2];p=f[3];m=!!f[5];k=f[4]-p;o=a*2;for(f=1;f<=o;f++){n=f/o;m||(n=1-n);n=p+n*k;g=h+l*Math.cos(n);n=j+l*Math.sin(n);c.push(new THREE.Vector2(g,n))}}}d=c[c.length-1];Math.abs(d.x-c[0].x)<1.0E-10&&Math.abs(d.y-c[0].y)<1.0E-10&&c.splice(c.length-\\n1,1);b&&c.push(c[0]);return c};THREE.Path.prototype.transform=function(a,b){this.getBoundingBox();return this.getWrapPoints(this.getPoints(b),a)};THREE.Path.prototype.nltransform=function(a,b,c,d,e,f){var g=this.getPoints(),h,j,l,k,p;h=0;for(j=g.length;h<j;h++){l=g[h];k=l.x;p=l.y;l.x=a*k+b*p+c;l.y=d*p+e*k+f}return g};\\nTHREE.Path.prototype.debug=function(a){var b=this.getBoundingBox();if(!a){a=document.createElement(\\\\\\\"canvas\\\\\\\");a.setAttribute(\\\\\\\"width\\\\\\\",b.maxX+100);a.setAttribute(\\\\\\\"height\\\\\\\",b.maxY+100);document.body.appendChild(a)}b=a.getContext(\\\\\\\"2d\\\\\\\");b.fillStyle=\\\\\\\"white\\\\\\\";b.fillRect(0,0,a.width,a.height);b.strokeStyle=\\\\\\\"black\\\\\\\";b.beginPath();var c,d,e,a=0;for(c=this.actions.length;a<c;a++){d=this.actions[a];e=d.args;d=d.action;d!=THREE.PathActions.CSPLINE_THRU&&b[d].apply(b,e)}b.stroke();b.closePath();b.strokeStyle=\\\\\\\"red\\\\\\\";\\nd=this.getPoints();a=0;for(c=d.length;a<c;a++){e=d[a];b.beginPath();b.arc(e.x,e.y,1.5,0,Math.PI*2,false);b.stroke();b.closePath()}};\\nTHREE.Path.prototype.toShapes=function(){var a,b,c,d,e=[],f=new THREE.Path;a=0;for(b=this.actions.length;a<b;a++){c=this.actions[a];d=c.args;c=c.action;if(c==THREE.PathActions.MOVE_TO&&f.actions.length!=0){e.push(f);f=new THREE.Path}f[c].apply(f,d)}f.actions.length!=0&&e.push(f);if(e.length==0)return[];var g;d=[];a=!THREE.Shape.Utils.isClockWise(e[0].getPoints());if(e.length==1){f=e[0];g=new THREE.Shape;g.actions=f.actions;g.curves=f.curves;d.push(g);return d}if(a){g=new THREE.Shape;a=0;for(b=e.length;a<\\nb;a++){f=e[a];if(THREE.Shape.Utils.isClockWise(f.getPoints())){g.actions=f.actions;g.curves=f.curves;d.push(g);g=new THREE.Shape}else g.holes.push(f)}}else{a=0;for(b=e.length;a<b;a++){f=e[a];if(THREE.Shape.Utils.isClockWise(f.getPoints())){g&&d.push(g);g=new THREE.Shape;g.actions=f.actions;g.curves=f.curves}else g.holes.push(f)}d.push(g)}return d};THREE.Shape=function(){THREE.Path.apply(this,arguments);this.holes=[]};THREE.Shape.prototype=new THREE.Path;THREE.Shape.prototype.constructor=THREE.Path;\\nTHREE.Shape.prototype.extrude=function(a){return new THREE.ExtrudeGeometry(this,a)};THREE.Shape.prototype.getPointsHoles=function(a){var b,c=this.holes.length,d=[];for(b=0;b<c;b++)d[b]=this.holes[b].getTransformedPoints(a,this.bends);return d};THREE.Shape.prototype.getSpacedPointsHoles=function(a){var b,c=this.holes.length,d=[];for(b=0;b<c;b++)d[b]=this.holes[b].getTransformedSpacedPoints(a,this.bends);return d};\\nTHREE.Shape.prototype.extractAllPoints=function(a){return{shape:this.getTransformedPoints(a),holes:this.getPointsHoles(a)}};THREE.Shape.prototype.extractPoints=function(a){return this.useSpacedPoints?this.extractAllSpacedPoints(a):this.extractAllPoints(a)};THREE.Shape.prototype.extractAllSpacedPoints=function(a){return{shape:this.getTransformedSpacedPoints(a),holes:this.getSpacedPointsHoles(a)}};\\nTHREE.Shape.Utils={removeHoles:function(a,b){var c=a.concat(),d=c.concat(),e,f,g,h,j,l,k,p,m,o,q=[];for(j=0;j<b.length;j++){l=b[j];Array.prototype.push.apply(d,l);f=Number.POSITIVE_INFINITY;for(e=0;e<l.length;e++){m=l[e];o=[];for(p=0;p<c.length;p++){k=c[p];k=m.distanceToSquared(k);o.push(k);if(k<f){f=k;g=e;h=p}}}e=h-1>=0?h-1:c.length-1;f=g-1>=0?g-1:l.length-1;var n=[l[g],c[h],c[e]];p=THREE.FontUtils.Triangulate.area(n);var r=[l[g],l[f],c[h]];m=THREE.FontUtils.Triangulate.area(r);o=h;k=g;h=h+1;g=g+\\n-1;h<0&&(h=h+c.length);h=h%c.length;g<0&&(g=g+l.length);g=g%l.length;e=h-1>=0?h-1:c.length-1;f=g-1>=0?g-1:l.length-1;n=[l[g],c[h],c[e]];n=THREE.FontUtils.Triangulate.area(n);r=[l[g],l[f],c[h]];r=THREE.FontUtils.Triangulate.area(r);if(p+m>n+r){h=o;g=k;h<0&&(h=h+c.length);h=h%c.length;g<0&&(g=g+l.length);g=g%l.length;e=h-1>=0?h-1:c.length-1;f=g-1>=0?g-1:l.length-1}p=c.slice(0,h);m=c.slice(h);o=l.slice(g);k=l.slice(0,g);f=[l[g],l[f],c[h]];q.push([l[g],c[h],c[e]]);q.push(f);c=p.concat(o).concat(k).concat(m)}return{shape:c,\\nisolatedPts:q,allpoints:d}},triangulateShape:function(a,b){var c=THREE.Shape.Utils.removeHoles(a,b),d=c.allpoints,e=c.isolatedPts,c=THREE.FontUtils.Triangulate(c.shape,false),f,g,h,j,l={};f=0;for(g=d.length;f<g;f++){j=d[f].x+\\\\\\\":\\\\\\\"+d[f].y;l[j]!==void 0&&console.log(\\\\\\\"Duplicate point\\\\\\\",j);l[j]=f}f=0;for(g=c.length;f<g;f++){h=c[f];for(d=0;d<3;d++){j=h[d].x+\\\\\\\":\\\\\\\"+h[d].y;j=l[j];j!==void 0&&(h[d]=j)}}f=0;for(g=e.length;f<g;f++){h=e[f];for(d=0;d<3;d++){j=h[d].x+\\\\\\\":\\\\\\\"+h[d].y;j=l[j];j!==void 0&&(h[d]=j)}}return c.concat(e)},\\nisClockWise:function(a){return THREE.FontUtils.Triangulate.area(a)<0},b2p0:function(a,b){var c=1-a;return c*c*b},b2p1:function(a,b){return 2*(1-a)*a*b},b2p2:function(a,b){return a*a*b},b2:function(a,b,c,d){return this.b2p0(a,b)+this.b2p1(a,c)+this.b2p2(a,d)},b3p0:function(a,b){var c=1-a;return c*c*c*b},b3p1:function(a,b){var c=1-a;return 3*c*c*a*b},b3p2:function(a,b){return 3*(1-a)*a*a*b},b3p3:function(a,b){return a*a*a*b},b3:function(a,b,c,d,e){return this.b3p0(a,b)+this.b3p1(a,c)+this.b3p2(a,d)+\\nthis.b3p3(a,e)}};THREE.TextPath=function(a,b){THREE.Path.call(this);this.parameters=b||{};this.set(a)};THREE.TextPath.prototype.set=function(a,b){b=b||this.parameters;this.text=a;var c=b.curveSegments!==void 0?b.curveSegments:4,d=b.font!==void 0?b.font:\\\\\\\"helvetiker\\\\\\\",e=b.weight!==void 0?b.weight:\\\\\\\"normal\\\\\\\",f=b.style!==void 0?b.style:\\\\\\\"normal\\\\\\\";THREE.FontUtils.size=b.size!==void 0?b.size:100;THREE.FontUtils.divisions=c;THREE.FontUtils.face=d;THREE.FontUtils.weight=e;THREE.FontUtils.style=f};\\nTHREE.TextPath.prototype.toShapes=function(){for(var a=THREE.FontUtils.drawText(this.text).paths,b=[],c=0,d=a.length;c<d;c++)Array.prototype.push.apply(b,a[c].toShapes());return b};\\nTHREE.AnimationHandler=function(){var a=[],b={},c={update:function(b){for(var c=0;c<a.length;c++)a[c].update(b)},addToUpdate:function(b){a.indexOf(b)===-1&&a.push(b)},removeFromUpdate:function(b){b=a.indexOf(b);b!==-1&&a.splice(b,1)},add:function(a){b[a.name]!==void 0&&console.log(\\\\\\\"THREE.AnimationHandler.add: Warning! \\\\\\\"+a.name+\\\\\\\" already exists in library. Overwriting.\\\\\\\");b[a.name]=a;if(a.initialized!==true){for(var c=0;c<a.hierarchy.length;c++){for(var d=0;d<a.hierarchy[c].keys.length;d++){if(a.hierarchy[c].keys[d].time<\\n0)a.hierarchy[c].keys[d].time=0;if(a.hierarchy[c].keys[d].rot!==void 0&&!(a.hierarchy[c].keys[d].rot instanceof THREE.Quaternion)){var h=a.hierarchy[c].keys[d].rot;a.hierarchy[c].keys[d].rot=new THREE.Quaternion(h[0],h[1],h[2],h[3])}}if(a.hierarchy[c].keys.length&&a.hierarchy[c].keys[0].morphTargets!==void 0){h={};for(d=0;d<a.hierarchy[c].keys.length;d++)for(var j=0;j<a.hierarchy[c].keys[d].morphTargets.length;j++){var l=a.hierarchy[c].keys[d].morphTargets[j];h[l]=-1}a.hierarchy[c].usedMorphTargets=\\nh;for(d=0;d<a.hierarchy[c].keys.length;d++){var k={};for(l in h){for(j=0;j<a.hierarchy[c].keys[d].morphTargets.length;j++)if(a.hierarchy[c].keys[d].morphTargets[j]===l){k[l]=a.hierarchy[c].keys[d].morphTargetsInfluences[j];break}j===a.hierarchy[c].keys[d].morphTargets.length&&(k[l]=0)}a.hierarchy[c].keys[d].morphTargetsInfluences=k}}for(d=1;d<a.hierarchy[c].keys.length;d++)if(a.hierarchy[c].keys[d].time===a.hierarchy[c].keys[d-1].time){a.hierarchy[c].keys.splice(d,1);d--}for(d=0;d<a.hierarchy[c].keys.length;d++)a.hierarchy[c].keys[d].index=\\nd}d=parseInt(a.length*a.fps,10);a.JIT={};a.JIT.hierarchy=[];for(c=0;c<a.hierarchy.length;c++)a.JIT.hierarchy.push(Array(d));a.initialized=true}},get:function(a){if(typeof a===\\\\\\\"string\\\\\\\"){if(b[a])return b[a];console.log(\\\\\\\"THREE.AnimationHandler.get: Couldn't find animation \\\\\\\"+a);return null}},parse:function(a){var b=[];if(a instanceof THREE.SkinnedMesh)for(var c=0;c<a.bones.length;c++)b.push(a.bones[c]);else d(a,b);return b}},d=function(a,b){b.push(a);for(var c=0;c<a.children.length;c++)d(a.children[c],\\nb)};c.LINEAR=0;c.CATMULLROM=1;c.CATMULLROM_FORWARD=2;return c}();THREE.Animation=function(a,b,c,d){this.root=a;this.data=THREE.AnimationHandler.get(b);this.hierarchy=THREE.AnimationHandler.parse(a);this.currentTime=0;this.timeScale=1;this.isPlaying=false;this.loop=this.isPaused=true;this.interpolationType=c!==void 0?c:THREE.AnimationHandler.LINEAR;this.JITCompile=d!==void 0?d:true;this.points=[];this.target=new THREE.Vector3};\\nTHREE.Animation.prototype.play=function(a,b){if(!this.isPlaying){this.isPlaying=true;this.loop=a!==void 0?a:true;this.currentTime=b!==void 0?b:0;var c,d=this.hierarchy.length,e;for(c=0;c<d;c++){e=this.hierarchy[c];if(this.interpolationType!==THREE.AnimationHandler.CATMULLROM_FORWARD)e.useQuaternion=true;e.matrixAutoUpdate=true;if(e.animationCache===void 0){e.animationCache={};e.animationCache.prevKey={pos:0,rot:0,scl:0};e.animationCache.nextKey={pos:0,rot:0,scl:0};e.animationCache.originalMatrix=\\ne instanceof THREE.Bone?e.skinMatrix:e.matrix}var f=e.animationCache.prevKey;e=e.animationCache.nextKey;f.pos=this.data.hierarchy[c].keys[0];f.rot=this.data.hierarchy[c].keys[0];f.scl=this.data.hierarchy[c].keys[0];e.pos=this.getNextKeyWith(\\\\\\\"pos\\\\\\\",c,1);e.rot=this.getNextKeyWith(\\\\\\\"rot\\\\\\\",c,1);e.scl=this.getNextKeyWith(\\\\\\\"scl\\\\\\\",c,1)}this.update(0)}this.isPaused=false;THREE.AnimationHandler.addToUpdate(this)};\\nTHREE.Animation.prototype.pause=function(){this.isPaused?THREE.AnimationHandler.addToUpdate(this):THREE.AnimationHandler.removeFromUpdate(this);this.isPaused=!this.isPaused};\\nTHREE.Animation.prototype.stop=function(){this.isPaused=this.isPlaying=false;THREE.AnimationHandler.removeFromUpdate(this);for(var a=0;a<this.hierarchy.length;a++)if(this.hierarchy[a].animationCache!==void 0){this.hierarchy[a]instanceof THREE.Bone?this.hierarchy[a].skinMatrix=this.hierarchy[a].animationCache.originalMatrix:this.hierarchy[a].matrix=this.hierarchy[a].animationCache.originalMatrix;delete this.hierarchy[a].animationCache}};\\nTHREE.Animation.prototype.update=function(a){if(this.isPlaying){var b=[\\\\\\\"pos\\\\\\\",\\\\\\\"rot\\\\\\\",\\\\\\\"scl\\\\\\\"],c,d,e,f,g,h,j,l,k=this.data.JIT.hierarchy,p,m;m=this.currentTime=this.currentTime+a*this.timeScale;p=this.currentTime=this.currentTime%this.data.length;l=parseInt(Math.min(p*this.data.fps,this.data.length*this.data.fps),10);for(var o=0,q=this.hierarchy.length;o<q;o++){a=this.hierarchy[o];j=a.animationCache;if(this.JITCompile&&k[o][l]!==void 0)if(a instanceof THREE.Bone){a.skinMatrix=k[o][l];a.matrixAutoUpdate=\\nfalse;a.matrixWorldNeedsUpdate=false}else{a.matrix=k[o][l];a.matrixAutoUpdate=false;a.matrixWorldNeedsUpdate=true}else{if(this.JITCompile)a instanceof THREE.Bone?a.skinMatrix=a.animationCache.originalMatrix:a.matrix=a.animationCache.originalMatrix;for(var n=0;n<3;n++){c=b[n];g=j.prevKey[c];h=j.nextKey[c];if(h.time<=m){if(p<m)if(this.loop){g=this.data.hierarchy[o].keys[0];for(h=this.getNextKeyWith(c,o,1);h.time<p;){g=h;h=this.getNextKeyWith(c,o,h.index+1)}}else{this.stop();return}else{do{g=h;h=this.getNextKeyWith(c,\\no,h.index+1)}while(h.time<p)}j.prevKey[c]=g;j.nextKey[c]=h}a.matrixAutoUpdate=true;a.matrixWorldNeedsUpdate=true;d=(p-g.time)/(h.time-g.time);e=g[c];f=h[c];if(d<0||d>1){console.log(\\\\\\\"THREE.Animation.update: Warning! Scale out of bounds:\\\\\\\"+d+\\\\\\\" on bone \\\\\\\"+o);d=d<0?0:1}if(c===\\\\\\\"pos\\\\\\\"){c=a.position;if(this.interpolationType===THREE.AnimationHandler.LINEAR){c.x=e[0]+(f[0]-e[0])*d;c.y=e[1]+(f[1]-e[1])*d;c.z=e[2]+(f[2]-e[2])*d}else if(this.interpolationType===THREE.AnimationHandler.CATMULLROM||this.interpolationType===\\nTHREE.AnimationHandler.CATMULLROM_FORWARD){this.points[0]=this.getPrevKeyWith(\\\\\\\"pos\\\\\\\",o,g.index-1).pos;this.points[1]=e;this.points[2]=f;this.points[3]=this.getNextKeyWith(\\\\\\\"pos\\\\\\\",o,h.index+1).pos;d=d*0.33+0.33;e=this.interpolateCatmullRom(this.points,d);c.x=e[0];c.y=e[1];c.z=e[2];if(this.interpolationType===THREE.AnimationHandler.CATMULLROM_FORWARD){d=this.interpolateCatmullRom(this.points,d*1.01);this.target.set(d[0],d[1],d[2]);this.target.subSelf(c);this.target.y=0;this.target.normalize();d=Math.atan2(this.target.x,\\nthis.target.z);a.rotation.set(0,d,0)}}}else if(c===\\\\\\\"rot\\\\\\\")THREE.Quaternion.slerp(e,f,a.quaternion,d);else if(c===\\\\\\\"scl\\\\\\\"){c=a.scale;c.x=e[0]+(f[0]-e[0])*d;c.y=e[1]+(f[1]-e[1])*d;c.z=e[2]+(f[2]-e[2])*d}}}}if(this.JITCompile&&k[0][l]===void 0){this.hierarchy[0].updateMatrixWorld(true);for(o=0;o<this.hierarchy.length;o++)k[o][l]=this.hierarchy[o]instanceof THREE.Bone?this.hierarchy[o].skinMatrix.clone():this.hierarchy[o].matrix.clone()}}};\\nTHREE.Animation.prototype.interpolateCatmullRom=function(a,b){var c=[],d=[],e,f,g,h,j,l;e=(a.length-1)*b;f=Math.floor(e);e=e-f;c[0]=f===0?f:f-1;c[1]=f;c[2]=f>a.length-2?f:f+1;c[3]=f>a.length-3?f:f+2;f=a[c[0]];h=a[c[1]];j=a[c[2]];l=a[c[3]];c=e*e;g=e*c;d[0]=this.interpolate(f[0],h[0],j[0],l[0],e,c,g);d[1]=this.interpolate(f[1],h[1],j[1],l[1],e,c,g);d[2]=this.interpolate(f[2],h[2],j[2],l[2],e,c,g);return d};\\nTHREE.Animation.prototype.interpolate=function(a,b,c,d,e,f,g){a=(c-a)*0.5;d=(d-b)*0.5;return(2*(b-c)+a+d)*g+(-3*(b-c)-2*a-d)*f+a*e+b};THREE.Animation.prototype.getNextKeyWith=function(a,b,c){for(var d=this.data.hierarchy[b].keys,c=this.interpolationType===THREE.AnimationHandler.CATMULLROM||this.interpolationType===THREE.AnimationHandler.CATMULLROM_FORWARD?c<d.length-1?c:d.length-1:c%d.length;c<d.length;c++)if(d[c][a]!==void 0)return d[c];return this.data.hierarchy[b].keys[0]};\\nTHREE.Animation.prototype.getPrevKeyWith=function(a,b,c){for(var d=this.data.hierarchy[b].keys,c=this.interpolationType===THREE.AnimationHandler.CATMULLROM||this.interpolationType===THREE.AnimationHandler.CATMULLROM_FORWARD?c>0?c:0:c>=0?c:c+d.length;c>=0;c--)if(d[c][a]!==void 0)return d[c];return this.data.hierarchy[b].keys[d.length-1]};\\nTHREE.KeyFrameAnimation=function(a,b,c){this.root=a;this.data=THREE.AnimationHandler.get(b);this.hierarchy=THREE.AnimationHandler.parse(a);this.currentTime=0;this.timeScale=0.001;this.isPlaying=false;this.loop=this.isPaused=true;this.JITCompile=c!==void 0?c:true;a=0;for(b=this.hierarchy.length;a<b;a++){var c=this.data.hierarchy[a].sids,d=this.hierarchy[a];if(this.data.hierarchy[a].keys.length&&c){for(var e=0;e<c.length;e++){var f=c[e],g=this.getNextKeyWith(f,a,0);g&&g.apply(f)}d.matrixAutoUpdate=\\nfalse;this.data.hierarchy[a].node.updateMatrix();d.matrixWorldNeedsUpdate=true}}};\\nTHREE.KeyFrameAnimation.prototype.play=function(a,b){if(!this.isPlaying){this.isPlaying=true;this.loop=a!==void 0?a:true;this.currentTime=b!==void 0?b:0;this.startTimeMs=b;this.startTime=1E7;this.endTime=-this.startTime;var c,d=this.hierarchy.length,e,f;for(c=0;c<d;c++){e=this.hierarchy[c];f=this.data.hierarchy[c];e.useQuaternion=true;if(f.animationCache===void 0){f.animationCache={};f.animationCache.prevKey=null;f.animationCache.nextKey=null;f.animationCache.originalMatrix=e instanceof THREE.Bone?\\ne.skinMatrix:e.matrix}e=this.data.hierarchy[c].keys;if(e.length){f.animationCache.prevKey=e[0];f.animationCache.nextKey=e[1];this.startTime=Math.min(e[0].time,this.startTime);this.endTime=Math.max(e[e.length-1].time,this.endTime)}}this.update(0)}this.isPaused=false;THREE.AnimationHandler.addToUpdate(this)};THREE.KeyFrameAnimation.prototype.pause=function(){this.isPaused?THREE.AnimationHandler.addToUpdate(this):THREE.AnimationHandler.removeFromUpdate(this);this.isPaused=!this.isPaused};\\nTHREE.KeyFrameAnimation.prototype.stop=function(){this.isPaused=this.isPlaying=false;THREE.AnimationHandler.removeFromUpdate(this);for(var a=0;a<this.data.hierarchy.length;a++){var b=this.hierarchy[a],c=this.data.hierarchy[a];if(c.animationCache!==void 0){var d=c.animationCache.originalMatrix;if(b instanceof THREE.Bone){d.copy(b.skinMatrix);b.skinMatrix=d}else{d.copy(b.matrix);b.matrix=d}delete c.animationCache}}};\\nTHREE.KeyFrameAnimation.prototype.update=function(a){if(this.isPlaying){var b,c,d,e,f=this.data.JIT.hierarchy,g,h,j;h=this.currentTime=this.currentTime+a*this.timeScale;g=this.currentTime=this.currentTime%this.data.length;if(g<this.startTimeMs)g=this.currentTime=this.startTimeMs+g;e=parseInt(Math.min(g*this.data.fps,this.data.length*this.data.fps),10);if((j=g<h)&&!this.loop){for(var a=0,l=this.hierarchy.length;a<l;a++){var k=this.data.hierarchy[a].keys,f=this.data.hierarchy[a].sids;d=k.length-1;e=\\nthis.hierarchy[a];if(k.length){for(k=0;k<f.length;k++){g=f[k];(h=this.getPrevKeyWith(g,a,d))&&h.apply(g)}this.data.hierarchy[a].node.updateMatrix();e.matrixWorldNeedsUpdate=true}}this.stop()}else if(!(g<this.startTime)){a=0;for(l=this.hierarchy.length;a<l;a++){d=this.hierarchy[a];b=this.data.hierarchy[a];var k=b.keys,p=b.animationCache;if(this.JITCompile&&f[a][e]!==void 0)if(d instanceof THREE.Bone){d.skinMatrix=f[a][e];d.matrixWorldNeedsUpdate=false}else{d.matrix=f[a][e];d.matrixWorldNeedsUpdate=\\ntrue}else if(k.length){if(this.JITCompile&&p)d instanceof THREE.Bone?d.skinMatrix=p.originalMatrix:d.matrix=p.originalMatrix;b=p.prevKey;c=p.nextKey;if(b&&c){if(c.time<=h){if(j&&this.loop){b=k[0];for(c=k[1];c.time<g;){b=c;c=k[b.index+1]}}else if(!j)for(var m=k.length-1;c.time<g&&c.index!==m;){b=c;c=k[b.index+1]}p.prevKey=b;p.nextKey=c}c.time>=g?b.interpolate(c,g):b.interpolate(c,c.time)}this.data.hierarchy[a].node.updateMatrix();d.matrixWorldNeedsUpdate=true}}if(this.JITCompile&&f[0][e]===void 0){this.hierarchy[0].updateMatrixWorld(true);\\nfor(a=0;a<this.hierarchy.length;a++)f[a][e]=this.hierarchy[a]instanceof THREE.Bone?this.hierarchy[a].skinMatrix.clone():this.hierarchy[a].matrix.clone()}}}};THREE.KeyFrameAnimation.prototype.getNextKeyWith=function(a,b,c){b=this.data.hierarchy[b].keys;for(c=c%b.length;c<b.length;c++)if(b[c].hasTarget(a))return b[c];return b[0]};\\nTHREE.KeyFrameAnimation.prototype.getPrevKeyWith=function(a,b,c){b=this.data.hierarchy[b].keys;for(c=c>=0?c:c+b.length;c>=0;c--)if(b[c].hasTarget(a))return b[c];return b[b.length-1]};\\nTHREE.CubeCamera=function(a,b,c){THREE.Object3D.call(this);var d=new THREE.PerspectiveCamera(90,1,a,b);d.up.set(0,-1,0);d.lookAt(new THREE.Vector3(1,0,0));this.add(d);var e=new THREE.PerspectiveCamera(90,1,a,b);e.up.set(0,-1,0);e.lookAt(new THREE.Vector3(-1,0,0));this.add(e);var f=new THREE.PerspectiveCamera(90,1,a,b);f.up.set(0,0,1);f.lookAt(new THREE.Vector3(0,1,0));this.add(f);var g=new THREE.PerspectiveCamera(90,1,a,b);g.up.set(0,0,-1);g.lookAt(new THREE.Vector3(0,-1,0));this.add(g);var h=new THREE.PerspectiveCamera(90,\\n1,a,b);h.up.set(0,-1,0);h.lookAt(new THREE.Vector3(0,0,1));this.add(h);var j=new THREE.PerspectiveCamera(90,1,a,b);j.up.set(0,-1,0);j.lookAt(new THREE.Vector3(0,0,-1));this.add(j);this.renderTarget=new THREE.WebGLRenderTargetCube(c,c,{format:THREE.RGBFormat,magFilter:THREE.LinearFilter,minFilter:THREE.LinearFilter});this.updateCubeMap=function(a,b){var c=this.renderTarget,m=c.generateMipmaps;c.generateMipmaps=false;c.activeCubeFace=0;a.render(b,d,c);c.activeCubeFace=1;a.render(b,e,c);c.activeCubeFace=\\n2;a.render(b,f,c);c.activeCubeFace=3;a.render(b,g,c);c.activeCubeFace=4;a.render(b,h,c);c.generateMipmaps=m;c.activeCubeFace=5;a.render(b,j,c)}};THREE.CubeCamera.prototype=new THREE.Object3D;THREE.CubeCamera.prototype.constructor=THREE.CubeCamera;\\nTHREE.CombinedCamera=function(a,b,c,d,e,f,g){THREE.Camera.call(this);this.fov=c;this.left=-a/2;this.right=a/2;this.top=b/2;this.bottom=-b/2;this.cameraO=new THREE.OrthographicCamera(a/-2,a/2,b/2,b/-2,f,g);this.cameraP=new THREE.PerspectiveCamera(c,a/b,d,e);this.zoom=1;this.toPerspective()};THREE.CombinedCamera.prototype=new THREE.Camera;THREE.CombinedCamera.prototype.constructor=THREE.CombinedCamera;\\nTHREE.CombinedCamera.prototype.toPerspective=function(){this.near=this.cameraP.near;this.far=this.cameraP.far;this.cameraP.fov=this.fov/this.zoom;this.cameraP.updateProjectionMatrix();this.projectionMatrix=this.cameraP.projectionMatrix;this.inPersepectiveMode=true;this.inOrthographicMode=false};\\nTHREE.CombinedCamera.prototype.toOrthographic=function(){var a=this.cameraP.aspect,b=(this.cameraP.near+this.cameraP.far)/2,b=Math.tan(this.fov/2)*b,a=2*b*a/2,b=b/this.zoom,a=a/this.zoom;this.cameraO.left=-a;this.cameraO.right=a;this.cameraO.top=b;this.cameraO.bottom=-b;this.cameraO.updateProjectionMatrix();this.near=this.cameraO.near;this.far=this.cameraO.far;this.projectionMatrix=this.cameraO.projectionMatrix;this.inPersepectiveMode=false;this.inOrthographicMode=true};\\nTHREE.CombinedCamera.prototype.setSize=function(a,b){this.cameraP.aspect=a/b;this.left=-a/2;this.right=a/2;this.top=b/2;this.bottom=-b/2};THREE.CombinedCamera.prototype.setFov=function(a){this.fov=a;this.inPersepectiveMode?this.toPerspective():this.toOrthographic()};THREE.CombinedCamera.prototype.updateProjectionMatrix=function(){if(this.inPersepectiveMode)this.toPerspective();else{this.toPerspective();this.toOrthographic()}};\\nTHREE.CombinedCamera.prototype.setLens=function(a,b){var c=2*Math.atan((b!==void 0?b:24)/(a*2))*(180/Math.PI);this.setFov(c);return c};THREE.CombinedCamera.prototype.setZoom=function(a){this.zoom=a;this.inPersepectiveMode?this.toPerspective():this.toOrthographic()};THREE.CombinedCamera.prototype.toFrontView=function(){this.rotation.x=0;this.rotation.y=0;this.rotation.z=0;this.rotationAutoUpdate=false};\\nTHREE.CombinedCamera.prototype.toBackView=function(){this.rotation.x=0;this.rotation.y=Math.PI;this.rotation.z=0;this.rotationAutoUpdate=false};THREE.CombinedCamera.prototype.toLeftView=function(){this.rotation.x=0;this.rotation.y=-Math.PI/2;this.rotation.z=0;this.rotationAutoUpdate=false};THREE.CombinedCamera.prototype.toRightView=function(){this.rotation.x=0;this.rotation.y=Math.PI/2;this.rotation.z=0;this.rotationAutoUpdate=false};\\nTHREE.CombinedCamera.prototype.toTopView=function(){this.rotation.x=-Math.PI/2;this.rotation.y=0;this.rotation.z=0;this.rotationAutoUpdate=false};THREE.CombinedCamera.prototype.toBottomView=function(){this.rotation.x=Math.PI/2;this.rotation.y=0;this.rotation.z=0;this.rotationAutoUpdate=false};\\nTHREE.FirstPersonControls=function(a,b){function c(a,b){return function(){b.apply(a,arguments)}}this.object=a;this.target=new THREE.Vector3(0,0,0);this.domElement=b!==void 0?b:document;this.movementSpeed=1;this.lookSpeed=0.005;this.noFly=false;this.lookVertical=true;this.autoForward=false;this.activeLook=true;this.heightSpeed=false;this.heightCoef=1;this.heightMin=0;this.constrainVertical=false;this.verticalMin=0;this.verticalMax=Math.PI;this.theta=this.phi=this.lon=this.lat=this.mouseY=this.mouseX=\\nthis.autoSpeedFactor=0;this.mouseDragOn=this.freeze=this.moveRight=this.moveLeft=this.moveBackward=this.moveForward=false;if(this.domElement===document){this.viewHalfX=window.innerWidth/2;this.viewHalfY=window.innerHeight/2}else{this.viewHalfX=this.domElement.offsetWidth/2;this.viewHalfY=this.domElement.offsetHeight/2;this.domElement.setAttribute(\\\\\\\"tabindex\\\\\\\",-1)}this.onMouseDown=function(a){this.domElement!==document&&this.domElement.focus();a.preventDefault();a.stopPropagation();if(this.activeLook)switch(a.button){case 0:this.moveForward=\\ntrue;break;case 2:this.moveBackward=true}this.mouseDragOn=true};this.onMouseUp=function(a){a.preventDefault();a.stopPropagation();if(this.activeLook)switch(a.button){case 0:this.moveForward=false;break;case 2:this.moveBackward=false}this.mouseDragOn=false};this.onMouseMove=function(a){if(this.domElement===document){this.mouseX=a.pageX-this.viewHalfX;this.mouseY=a.pageY-this.viewHalfY}else{this.mouseX=a.pageX-this.domElement.offsetLeft-this.viewHalfX;this.mouseY=a.pageY-this.domElement.offsetTop-this.viewHalfY}};\\nthis.onKeyDown=function(a){switch(a.keyCode){case 38:case 87:this.moveForward=true;break;case 37:case 65:this.moveLeft=true;break;case 40:case 83:this.moveBackward=true;break;case 39:case 68:this.moveRight=true;break;case 82:this.moveUp=true;break;case 70:this.moveDown=true;break;case 81:this.freeze=!this.freeze}};this.onKeyUp=function(a){switch(a.keyCode){case 38:case 87:this.moveForward=false;break;case 37:case 65:this.moveLeft=false;break;case 40:case 83:this.moveBackward=false;break;case 39:case 68:this.moveRight=\\nfalse;break;case 82:this.moveUp=false;break;case 70:this.moveDown=false}};this.update=function(a){var b=0;if(!this.freeze){if(this.heightSpeed){b=THREE.Math.clamp(this.object.position.y,this.heightMin,this.heightMax)-this.heightMin;this.autoSpeedFactor=a*b*this.heightCoef}else this.autoSpeedFactor=0;b=a*this.movementSpeed;(this.moveForward||this.autoForward&&!this.moveBackward)&&this.object.translateZ(-(b+this.autoSpeedFactor));this.moveBackward&&this.object.translateZ(b);this.moveLeft&&this.object.translateX(-b);\\nthis.moveRight&&this.object.translateX(b);this.moveUp&&this.object.translateY(b);this.moveDown&&this.object.translateY(-b);a=a*this.lookSpeed;this.activeLook||(a=0);this.lon=this.lon+this.mouseX*a;if(this.lookVertical)this.lat=this.lat-this.mouseY*a;this.lat=Math.max(-85,Math.min(85,this.lat));this.phi=(90-this.lat)*Math.PI/180;this.theta=this.lon*Math.PI/180;var b=this.target,c=this.object.position;b.x=c.x+100*Math.sin(this.phi)*Math.cos(this.theta);b.y=c.y+100*Math.cos(this.phi);b.z=c.z+100*Math.sin(this.phi)*\\nMath.sin(this.theta);b=1;this.constrainVertical&&(b=Math.PI/(this.verticalMax-this.verticalMin));this.lon=this.lon+this.mouseX*a;if(this.lookVertical)this.lat=this.lat-this.mouseY*a*b;this.lat=Math.max(-85,Math.min(85,this.lat));this.phi=(90-this.lat)*Math.PI/180;this.theta=this.lon*Math.PI/180;if(this.constrainVertical)this.phi=THREE.Math.mapLinear(this.phi,0,Math.PI,this.verticalMin,this.verticalMax);b=this.target;c=this.object.position;b.x=c.x+100*Math.sin(this.phi)*Math.cos(this.theta);b.y=c.y+\\n100*Math.cos(this.phi);b.z=c.z+100*Math.sin(this.phi)*Math.sin(this.theta);this.object.lookAt(b)}};this.domElement.addEventListener(\\\\\\\"contextmenu\\\\\\\",function(a){a.preventDefault()},false);this.domElement.addEventListener(\\\\\\\"mousemove\\\\\\\",c(this,this.onMouseMove),false);this.domElement.addEventListener(\\\\\\\"mousedown\\\\\\\",c(this,this.onMouseDown),false);this.domElement.addEventListener(\\\\\\\"mouseup\\\\\\\",c(this,this.onMouseUp),false);this.domElement.addEventListener(\\\\\\\"keydown\\\\\\\",c(this,this.onKeyDown),false);this.domElement.addEventListener(\\\\\\\"keyup\\\\\\\",\\nc(this,this.onKeyUp),false)};\\nTHREE.PathControls=function(a,b){function c(a){return(a=a*2)<1?0.5*a*a:-0.5*(--a*(a-2)-1)}function d(a,b){return function(){b.apply(a,arguments)}}function e(a,b,c,d){var e={name:c,fps:0.6,length:d,hierarchy:[]},f,g=b.getControlPointsArray(),h=b.getLength(),r=g.length,u=0;f=r-1;b={parent:-1,keys:[]};b.keys[0]={time:0,pos:g[0],rot:[0,0,0,1],scl:[1,1,1]};b.keys[f]={time:d,pos:g[f],rot:[0,0,0,1],scl:[1,1,1]};for(f=1;f<r-1;f++){u=d*h.chunks[f]/h.total;b.keys[f]={time:u,pos:g[f]}}e.hierarchy[0]=b;THREE.AnimationHandler.add(e);\\nreturn new THREE.Animation(a,c,THREE.AnimationHandler.CATMULLROM_FORWARD,false)}function f(a,b){var c,d,e=new THREE.Geometry;for(c=0;c<a.points.length*b;c++){d=c/(a.points.length*b);d=a.getPoint(d);e.vertices[c]=new THREE.Vector3(d.x,d.y,d.z)}return e}this.object=a;this.domElement=b!==void 0?b:document;this.id=\\\\\\\"PathControls\\\\\\\"+THREE.PathControlsIdCounter++;this.duration=1E4;this.waypoints=[];this.useConstantSpeed=true;this.resamplingCoef=50;this.debugPath=new THREE.Object3D;this.debugDummy=new THREE.Object3D;\\nthis.animationParent=new THREE.Object3D;this.lookSpeed=0.005;this.lookHorizontal=this.lookVertical=true;this.verticalAngleMap={srcRange:[0,2*Math.PI],dstRange:[0,2*Math.PI]};this.horizontalAngleMap={srcRange:[0,2*Math.PI],dstRange:[0,2*Math.PI]};this.target=new THREE.Object3D;this.theta=this.phi=this.lon=this.lat=this.mouseY=this.mouseX=0;if(this.domElement===document){this.viewHalfX=window.innerWidth/2;this.viewHalfY=window.innerHeight/2}else{this.viewHalfX=this.domElement.offsetWidth/2;this.viewHalfY=\\nthis.domElement.offsetHeight/2;this.domElement.setAttribute(\\\\\\\"tabindex\\\\\\\",-1)}var g=Math.PI*2,h=Math.PI/180;this.update=function(a){var b;if(this.lookHorizontal)this.lon=this.lon+this.mouseX*this.lookSpeed*a;if(this.lookVertical)this.lat=this.lat-this.mouseY*this.lookSpeed*a;this.lon=Math.max(0,Math.min(360,this.lon));this.lat=Math.max(-85,Math.min(85,this.lat));this.phi=(90-this.lat)*h;this.theta=this.lon*h;a=this.phi%g;this.phi=a>=0?a:a+g;b=this.verticalAngleMap.srcRange;a=this.verticalAngleMap.dstRange;\\nb=THREE.Math.mapLinear(this.phi,b[0],b[1],a[0],a[1]);var d=a[1]-a[0];this.phi=c((b-a[0])/d)*d+a[0];b=this.horizontalAngleMap.srcRange;a=this.horizontalAngleMap.dstRange;b=THREE.Math.mapLinear(this.theta,b[0],b[1],a[0],a[1]);d=a[1]-a[0];this.theta=c((b-a[0])/d)*d+a[0];a=this.target.position;a.x=100*Math.sin(this.phi)*Math.cos(this.theta);a.y=100*Math.cos(this.phi);a.z=100*Math.sin(this.phi)*Math.sin(this.theta);this.object.lookAt(this.target.position)};this.onMouseMove=function(a){if(this.domElement===\\ndocument){this.mouseX=a.pageX-this.viewHalfX;this.mouseY=a.pageY-this.viewHalfY}else{this.mouseX=a.pageX-this.domElement.offsetLeft-this.viewHalfX;this.mouseY=a.pageY-this.domElement.offsetTop-this.viewHalfY}};this.init=function(){this.spline=new THREE.Spline;this.spline.initFromArray(this.waypoints);this.useConstantSpeed&&this.spline.reparametrizeByArcLength(this.resamplingCoef);if(this.createDebugDummy){var a=new THREE.MeshLambertMaterial({color:30719}),b=new THREE.MeshLambertMaterial({color:65280}),\\nc=new THREE.CubeGeometry(10,10,20),g=new THREE.CubeGeometry(2,2,10);this.animationParent=new THREE.Mesh(c,a);a=new THREE.Mesh(g,b);a.position.set(0,10,0);this.animation=e(this.animationParent,this.spline,this.id,this.duration);this.animationParent.add(this.object);this.animationParent.add(this.target);this.animationParent.add(a)}else{this.animation=e(this.animationParent,this.spline,this.id,this.duration);this.animationParent.add(this.target);this.animationParent.add(this.object)}if(this.createDebugPath){var a=\\nthis.debugPath,b=this.spline,g=f(b,10),c=f(b,10),h=new THREE.LineBasicMaterial({color:16711680,linewidth:3}),g=new THREE.Line(g,h),c=new THREE.ParticleSystem(c,new THREE.ParticleBasicMaterial({color:16755200,size:3}));g.scale.set(1,1,1);a.add(g);c.scale.set(1,1,1);a.add(c);for(var g=new THREE.SphereGeometry(1,16,8),h=new THREE.MeshBasicMaterial({color:65280}),o=0;o<b.points.length;o++){c=new THREE.Mesh(g,h);c.position.copy(b.points[o]);a.add(c)}}this.domElement.addEventListener(\\\\\\\"mousemove\\\\\\\",d(this,\\nthis.onMouseMove),false)}};THREE.PathControlsIdCounter=0;\\nTHREE.FlyControls=function(a,b){function c(a,b){return function(){b.apply(a,arguments)}}this.object=a;this.domElement=b!==void 0?b:document;b&&this.domElement.setAttribute(\\\\\\\"tabindex\\\\\\\",-1);this.movementSpeed=1;this.rollSpeed=0.005;this.autoForward=this.dragToLook=false;this.object.useQuaternion=true;this.tmpQuaternion=new THREE.Quaternion;this.mouseStatus=0;this.moveState={up:0,down:0,left:0,right:0,forward:0,back:0,pitchUp:0,pitchDown:0,yawLeft:0,yawRight:0,rollLeft:0,rollRight:0};this.moveVector=\\nnew THREE.Vector3(0,0,0);this.rotationVector=new THREE.Vector3(0,0,0);this.handleEvent=function(a){if(typeof this[a.type]==\\\\\\\"function\\\\\\\")this[a.type](a)};this.keydown=function(a){if(!a.altKey){switch(a.keyCode){case 16:this.movementSpeedMultiplier=0.1;break;case 87:this.moveState.forward=1;break;case 83:this.moveState.back=1;break;case 65:this.moveState.left=1;break;case 68:this.moveState.right=1;break;case 82:this.moveState.up=1;break;case 70:this.moveState.down=1;break;case 38:this.moveState.pitchUp=\\n1;break;case 40:this.moveState.pitchDown=1;break;case 37:this.moveState.yawLeft=1;break;case 39:this.moveState.yawRight=1;break;case 81:this.moveState.rollLeft=1;break;case 69:this.moveState.rollRight=1}this.updateMovementVector();this.updateRotationVector()}};this.keyup=function(a){switch(a.keyCode){case 16:this.movementSpeedMultiplier=1;break;case 87:this.moveState.forward=0;break;case 83:this.moveState.back=0;break;case 65:this.moveState.left=0;break;case 68:this.moveState.right=0;break;case 82:this.moveState.up=\\n0;break;case 70:this.moveState.down=0;break;case 38:this.moveState.pitchUp=0;break;case 40:this.moveState.pitchDown=0;break;case 37:this.moveState.yawLeft=0;break;case 39:this.moveState.yawRight=0;break;case 81:this.moveState.rollLeft=0;break;case 69:this.moveState.rollRight=0}this.updateMovementVector();this.updateRotationVector()};this.mousedown=function(a){this.domElement!==document&&this.domElement.focus();a.preventDefault();a.stopPropagation();if(this.dragToLook)this.mouseStatus++;else switch(a.button){case 0:this.object.moveForward=\\ntrue;break;case 2:this.object.moveBackward=true}};this.mousemove=function(a){if(!this.dragToLook||this.mouseStatus>0){var b=this.getContainerDimensions(),c=b.size[0]/2,g=b.size[1]/2;this.moveState.yawLeft=-(a.pageX-b.offset[0]-c)/c;this.moveState.pitchDown=(a.pageY-b.offset[1]-g)/g;this.updateRotationVector()}};this.mouseup=function(a){a.preventDefault();a.stopPropagation();if(this.dragToLook){this.mouseStatus--;this.moveState.yawLeft=this.moveState.pitchDown=0}else switch(a.button){case 0:this.moveForward=\\nfalse;break;case 2:this.moveBackward=false}this.updateRotationVector()};this.update=function(a){var b=a*this.movementSpeed,a=a*this.rollSpeed;this.object.translateX(this.moveVector.x*b);this.object.translateY(this.moveVector.y*b);this.object.translateZ(this.moveVector.z*b);this.tmpQuaternion.set(this.rotationVector.x*a,this.rotationVector.y*a,this.rotationVector.z*a,1).normalize();this.object.quaternion.multiplySelf(this.tmpQuaternion);this.object.matrix.setPosition(this.object.position);this.object.matrix.setRotationFromQuaternion(this.object.quaternion);\\nthis.object.matrixWorldNeedsUpdate=true};this.updateMovementVector=function(){var a=this.moveState.forward||this.autoForward&&!this.moveState.back?1:0;this.moveVector.x=-this.moveState.left+this.moveState.right;this.moveVector.y=-this.moveState.down+this.moveState.up;this.moveVector.z=-a+this.moveState.back};this.updateRotationVector=function(){this.rotationVector.x=-this.moveState.pitchDown+this.moveState.pitchUp;this.rotationVector.y=-this.moveState.yawRight+this.moveState.yawLeft;this.rotationVector.z=\\n-this.moveState.rollRight+this.moveState.rollLeft};this.getContainerDimensions=function(){return this.domElement!=document?{size:[this.domElement.offsetWidth,this.domElement.offsetHeight],offset:[this.domElement.offsetLeft,this.domElement.offsetTop]}:{size:[window.innerWidth,window.innerHeight],offset:[0,0]}};this.domElement.addEventListener(\\\\\\\"mousemove\\\\\\\",c(this,this.mousemove),false);this.domElement.addEventListener(\\\\\\\"mousedown\\\\\\\",c(this,this.mousedown),false);this.domElement.addEventListener(\\\\\\\"mouseup\\\\\\\",\\nc(this,this.mouseup),false);this.domElement.addEventListener(\\\\\\\"keydown\\\\\\\",c(this,this.keydown),false);this.domElement.addEventListener(\\\\\\\"keyup\\\\\\\",c(this,this.keyup),false);this.updateMovementVector();this.updateRotationVector()};\\nTHREE.RollControls=function(a,b){this.object=a;this.domElement=b!==void 0?b:document;this.mouseLook=true;this.autoForward=false;this.rollSpeed=this.movementSpeed=this.lookSpeed=1;this.constrainVertical=[-0.9,0.9];this.object.matrixAutoUpdate=false;this.forward=new THREE.Vector3(0,0,1);this.roll=0;var c=new THREE.Vector3,d=new THREE.Vector3,e=new THREE.Vector3,f=new THREE.Matrix4,g=false,h=1,j=0,l=0,k=0,p=0,m=0,o=window.innerWidth/2,q=window.innerHeight/2;this.update=function(a){if(this.mouseLook){var b=\\na*this.lookSpeed;this.rotateHorizontally(b*p);this.rotateVertically(b*m)}b=a*this.movementSpeed;this.object.translateZ(-b*(j>0||this.autoForward&&!(j<0)?1:j));this.object.translateX(b*l);this.object.translateY(b*k);if(g)this.roll=this.roll+this.rollSpeed*a*h;if(this.forward.y>this.constrainVertical[1]){this.forward.y=this.constrainVertical[1];this.forward.normalize()}else if(this.forward.y<this.constrainVertical[0]){this.forward.y=this.constrainVertical[0];this.forward.normalize()}e.copy(this.forward);\\nd.set(0,1,0);c.cross(d,e).normalize();d.cross(e,c).normalize();this.object.matrix.elements[0]=c.x;this.object.matrix.elements[4]=d.x;this.object.matrix.elements[8]=e.x;this.object.matrix.elements[1]=c.y;this.object.matrix.elements[5]=d.y;this.object.matrix.elements[9]=e.y;this.object.matrix.elements[2]=c.z;this.object.matrix.elements[6]=d.z;this.object.matrix.elements[10]=e.z;f.identity();f.elements[0]=Math.cos(this.roll);f.elements[4]=-Math.sin(this.roll);f.elements[1]=Math.sin(this.roll);f.elements[5]=\\nMath.cos(this.roll);this.object.matrix.multiplySelf(f);this.object.matrixWorldNeedsUpdate=true;this.object.matrix.elements[12]=this.object.position.x;this.object.matrix.elements[13]=this.object.position.y;this.object.matrix.elements[14]=this.object.position.z};this.translateX=function(a){this.object.position.x=this.object.position.x+this.object.matrix.elements[0]*a;this.object.position.y=this.object.position.y+this.object.matrix.elements[1]*a;this.object.position.z=this.object.position.z+this.object.matrix.elements[2]*\\na};this.translateY=function(a){this.object.position.x=this.object.position.x+this.object.matrix.elements[4]*a;this.object.position.y=this.object.position.y+this.object.matrix.elements[5]*a;this.object.position.z=this.object.position.z+this.object.matrix.elements[6]*a};this.translateZ=function(a){this.object.position.x=this.object.position.x-this.object.matrix.elements[8]*a;this.object.position.y=this.object.position.y-this.object.matrix.elements[9]*a;this.object.position.z=this.object.position.z-\\nthis.object.matrix.elements[10]*a};this.rotateHorizontally=function(a){c.set(this.object.matrix.elements[0],this.object.matrix.elements[1],this.object.matrix.elements[2]);c.multiplyScalar(a);this.forward.subSelf(c);this.forward.normalize()};this.rotateVertically=function(a){d.set(this.object.matrix.elements[4],this.object.matrix.elements[5],this.object.matrix.elements[6]);d.multiplyScalar(a);this.forward.addSelf(d);this.forward.normalize()};this.domElement.addEventListener(\\\\\\\"contextmenu\\\\\\\",function(a){a.preventDefault()},\\nfalse);this.domElement.addEventListener(\\\\\\\"mousemove\\\\\\\",function(a){p=(a.clientX-o)/window.innerWidth;m=(a.clientY-q)/window.innerHeight},false);this.domElement.addEventListener(\\\\\\\"mousedown\\\\\\\",function(a){a.preventDefault();a.stopPropagation();switch(a.button){case 0:j=1;break;case 2:j=-1}},false);this.domElement.addEventListener(\\\\\\\"mouseup\\\\\\\",function(a){a.preventDefault();a.stopPropagation();switch(a.button){case 0:j=0;break;case 2:j=0}},false);this.domElement.addEventListener(\\\\\\\"keydown\\\\\\\",function(a){switch(a.keyCode){case 38:case 87:j=\\n1;break;case 37:case 65:l=-1;break;case 40:case 83:j=-1;break;case 39:case 68:l=1;break;case 81:g=true;h=1;break;case 69:g=true;h=-1;break;case 82:k=1;break;case 70:k=-1}},false);this.domElement.addEventListener(\\\\\\\"keyup\\\\\\\",function(a){switch(a.keyCode){case 38:case 87:j=0;break;case 37:case 65:l=0;break;case 40:case 83:j=0;break;case 39:case 68:l=0;break;case 81:g=false;break;case 69:g=false;break;case 82:k=0;break;case 70:k=0}},false)};\\nTHREE.TrackballControls=function(a,b){THREE.EventTarget.call(this);var c=this;this.object=a;this.domElement=b!==void 0?b:document;this.enabled=true;this.screen={width:window.innerWidth,height:window.innerHeight,offsetLeft:0,offsetTop:0};this.radius=(this.screen.width+this.screen.height)/4;this.rotateSpeed=1;this.zoomSpeed=1.2;this.panSpeed=0.3;this.staticMoving=this.noPan=this.noZoom=this.noRotate=false;this.dynamicDampingFactor=0.2;this.minDistance=0;this.maxDistance=Infinity;this.keys=[65,83,68];\\nthis.target=new THREE.Vector3;var d=new THREE.Vector3,e=false,f=-1,g=new THREE.Vector3,h=new THREE.Vector3,j=new THREE.Vector3,l=new THREE.Vector2,k=new THREE.Vector2,p=new THREE.Vector2,m=new THREE.Vector2,o={type:\\\\\\\"change\\\\\\\"};this.handleEvent=function(a){if(typeof this[a.type]==\\\\\\\"function\\\\\\\")this[a.type](a)};this.getMouseOnScreen=function(a,b){return new THREE.Vector2((a-c.screen.offsetLeft)/c.radius*0.5,(b-c.screen.offsetTop)/c.radius*0.5)};this.getMouseProjectionOnBall=function(a,b){var d=new THREE.Vector3((a-\\nc.screen.width*0.5-c.screen.offsetLeft)/c.radius,(c.screen.height*0.5+c.screen.offsetTop-b)/c.radius,0),e=d.length();e>1?d.normalize():d.z=Math.sqrt(1-e*e);g.copy(c.object.position).subSelf(c.target);e=c.object.up.clone().setLength(d.y);e.addSelf(c.object.up.clone().crossSelf(g).setLength(d.x));e.addSelf(g.setLength(d.z));return e};this.rotateCamera=function(){var a=Math.acos(h.dot(j)/h.length()/j.length());if(a){var b=(new THREE.Vector3).cross(h,j).normalize(),d=new THREE.Quaternion,a=a*c.rotateSpeed;\\nd.setFromAxisAngle(b,-a);d.multiplyVector3(g);d.multiplyVector3(c.object.up);d.multiplyVector3(j);if(c.staticMoving)h=j;else{d.setFromAxisAngle(b,a*(c.dynamicDampingFactor-1));d.multiplyVector3(h)}}};this.zoomCamera=function(){var a=1+(k.y-l.y)*c.zoomSpeed;if(a!==1&&a>0){g.multiplyScalar(a);c.staticMoving?l=k:l.y=l.y+(k.y-l.y)*this.dynamicDampingFactor}};this.panCamera=function(){var a=m.clone().subSelf(p);if(a.lengthSq()){a.multiplyScalar(g.length()*c.panSpeed);var b=g.clone().crossSelf(c.object.up).setLength(a.x);\\nb.addSelf(c.object.up.clone().setLength(a.y));c.object.position.addSelf(b);c.target.addSelf(b);c.staticMoving?p=m:p.addSelf(a.sub(m,p).multiplyScalar(c.dynamicDampingFactor))}};this.checkDistances=function(){if(!c.noZoom||!c.noPan){c.object.position.lengthSq()>c.maxDistance*c.maxDistance&&c.object.position.setLength(c.maxDistance);g.lengthSq()<c.minDistance*c.minDistance&&c.object.position.add(c.target,g.setLength(c.minDistance))}};this.update=function(){g.copy(c.object.position).subSelf(c.target);\\nc.noRotate||c.rotateCamera();c.noZoom||c.zoomCamera();c.noPan||c.panCamera();c.object.position.add(c.target,g);c.checkDistances();c.object.lookAt(c.target);if(d.distanceTo(c.object.position)>0){c.dispatchEvent(o);d.copy(c.object.position)}};this.domElement.addEventListener(\\\\\\\"contextmenu\\\\\\\",function(a){a.preventDefault()},false);this.domElement.addEventListener(\\\\\\\"mousemove\\\\\\\",function(a){if(c.enabled){if(e){h=j=c.getMouseProjectionOnBall(a.clientX,a.clientY);l=k=c.getMouseOnScreen(a.clientX,a.clientY);p=\\nm=c.getMouseOnScreen(a.clientX,a.clientY);e=false}f!==-1&&(f===0&&!c.noRotate?j=c.getMouseProjectionOnBall(a.clientX,a.clientY):f===1&&!c.noZoom?k=c.getMouseOnScreen(a.clientX,a.clientY):f===2&&!c.noPan&&(m=c.getMouseOnScreen(a.clientX,a.clientY)))}},false);this.domElement.addEventListener(\\\\\\\"mousedown\\\\\\\",function(a){if(c.enabled){a.preventDefault();a.stopPropagation();if(f===-1){f=a.button;f===0&&!c.noRotate?h=j=c.getMouseProjectionOnBall(a.clientX,a.clientY):f===1&&!c.noZoom?l=k=c.getMouseOnScreen(a.clientX,\\na.clientY):this.noPan||(p=m=c.getMouseOnScreen(a.clientX,a.clientY))}}},false);this.domElement.addEventListener(\\\\\\\"mouseup\\\\\\\",function(a){if(c.enabled){a.preventDefault();a.stopPropagation();f=-1}},false);window.addEventListener(\\\\\\\"keydown\\\\\\\",function(a){if(c.enabled&&f===-1){a.keyCode===c.keys[0]&&!c.noRotate?f=0:a.keyCode===c.keys[1]&&!c.noZoom?f=1:a.keyCode===c.keys[2]&&!c.noPan&&(f=2);f!==-1&&(e=true)}},false);window.addEventListener(\\\\\\\"keyup\\\\\\\",function(){c.enabled&&f!==-1&&(f=-1)},false)};\\nTHREE.CubeGeometry=function(a,b,c,d,e,f,g,h){function j(a,b,c,g,h,j,k,m){var n,p=d||1,o=e||1,q=h/2,r=j/2,t=l.vertices.length;if(a===\\\\\\\"x\\\\\\\"&&b===\\\\\\\"y\\\\\\\"||a===\\\\\\\"y\\\\\\\"&&b===\\\\\\\"x\\\\\\\")n=\\\\\\\"z\\\\\\\";else if(a===\\\\\\\"x\\\\\\\"&&b===\\\\\\\"z\\\\\\\"||a===\\\\\\\"z\\\\\\\"&&b===\\\\\\\"x\\\\\\\"){n=\\\\\\\"y\\\\\\\";o=f||1}else if(a===\\\\\\\"z\\\\\\\"&&b===\\\\\\\"y\\\\\\\"||a===\\\\\\\"y\\\\\\\"&&b===\\\\\\\"z\\\\\\\"){n=\\\\\\\"x\\\\\\\";p=f||1}var i=p+1,u=o+1,y=h/p,C=j/o,Y=new THREE.Vector3;Y[n]=k>0?1:-1;for(h=0;h<u;h++)for(j=0;j<i;j++){var F=new THREE.Vector3;F[a]=(j*y-q)*c;F[b]=(h*C-r)*g;F[n]=k;l.vertices.push(F)}for(h=0;h<o;h++)for(j=0;j<p;j++){a=new THREE.Face4(j+\\ni*h+t,j+i*(h+1)+t,j+1+i*(h+1)+t,j+1+i*h+t);a.normal.copy(Y);a.vertexNormals.push(Y.clone(),Y.clone(),Y.clone(),Y.clone());a.materialIndex=m;l.faces.push(a);l.faceVertexUvs[0].push([new THREE.UV(j/p,h/o),new THREE.UV(j/p,(h+1)/o),new THREE.UV((j+1)/p,(h+1)/o),new THREE.UV((j+1)/p,h/o)])}}THREE.Geometry.call(this);var l=this,k=a/2,p=b/2,m=c/2,o,q,n,r,u,t;if(g!==void 0){if(g instanceof Array)this.materials=g;else{this.materials=[];for(o=0;o<6;o++)this.materials.push(g)}o=0;r=1;q=2;u=3;n=4;t=5}else this.materials=\\n[];this.sides={px:true,nx:true,py:true,ny:true,pz:true,nz:true};if(h!=void 0)for(var y in h)this.sides[y]!==void 0&&(this.sides[y]=h[y]);this.sides.px&&j(\\\\\\\"z\\\\\\\",\\\\\\\"y\\\\\\\",-1,-1,c,b,k,o);this.sides.nx&&j(\\\\\\\"z\\\\\\\",\\\\\\\"y\\\\\\\",1,-1,c,b,-k,r);this.sides.py&&j(\\\\\\\"x\\\\\\\",\\\\\\\"z\\\\\\\",1,1,a,c,p,q);this.sides.ny&&j(\\\\\\\"x\\\\\\\",\\\\\\\"z\\\\\\\",1,-1,a,c,-p,u);this.sides.pz&&j(\\\\\\\"x\\\\\\\",\\\\\\\"y\\\\\\\",1,-1,a,b,m,n);this.sides.nz&&j(\\\\\\\"x\\\\\\\",\\\\\\\"y\\\\\\\",-1,-1,a,b,-m,t);this.computeCentroids();this.mergeVertices()};THREE.CubeGeometry.prototype=new THREE.Geometry;\\nTHREE.CubeGeometry.prototype.constructor=THREE.CubeGeometry;\\nTHREE.CylinderGeometry=function(a,b,c,d,e,f){THREE.Geometry.call(this);var a=a!==void 0?a:20,b=b!==void 0?b:20,c=c!==void 0?c:100,g=c/2,d=d||8,e=e||1,h,j,l=[],k=[];for(j=0;j<=e;j++){var p=[],m=[],o=j/e,q=o*(b-a)+a;for(h=0;h<=d;h++){var n=h/d,r=new THREE.Vector3;r.x=q*Math.sin(n*Math.PI*2);r.y=-o*c+g;r.z=q*Math.cos(n*Math.PI*2);this.vertices.push(r);p.push(this.vertices.length-1);m.push(new THREE.UV(n,o))}l.push(p);k.push(m)}c=(b-a)/c;for(h=0;h<d;h++){if(a!==0){p=this.vertices[l[0][h]].clone();m=this.vertices[l[0][h+\\n1]].clone()}else{p=this.vertices[l[1][h]].clone();m=this.vertices[l[1][h+1]].clone()}p.setY(Math.sqrt(p.x*p.x+p.z*p.z)*c).normalize();m.setY(Math.sqrt(m.x*m.x+m.z*m.z)*c).normalize();for(j=0;j<e;j++){var o=l[j][h],q=l[j+1][h],n=l[j+1][h+1],r=l[j][h+1],u=p.clone(),t=p.clone(),y=m.clone(),s=m.clone(),w=k[j][h].clone(),H=k[j+1][h].clone(),E=k[j+1][h+1].clone(),z=k[j][h+1].clone();this.faces.push(new THREE.Face4(o,q,n,r,[u,t,y,s]));this.faceVertexUvs[0].push([w,H,E,z])}}if(!f&&a>0){this.vertices.push(new THREE.Vector3(0,\\ng,0));for(h=0;h<d;h++){o=l[0][h];q=l[0][h+1];n=this.vertices.length-1;u=new THREE.Vector3(0,1,0);t=new THREE.Vector3(0,1,0);y=new THREE.Vector3(0,1,0);w=k[0][h].clone();H=k[0][h+1].clone();E=new THREE.UV(H.u,0);this.faces.push(new THREE.Face3(o,q,n,[u,t,y]));this.faceVertexUvs[0].push([w,H,E])}}if(!f&&b>0){this.vertices.push(new THREE.Vector3(0,-g,0));for(h=0;h<d;h++){o=l[j][h+1];q=l[j][h];n=this.vertices.length-1;u=new THREE.Vector3(0,-1,0);t=new THREE.Vector3(0,-1,0);y=new THREE.Vector3(0,-1,0);\\nw=k[j][h+1].clone();H=k[j][h].clone();E=new THREE.UV(H.u,1);this.faces.push(new THREE.Face3(o,q,n,[u,t,y]));this.faceVertexUvs[0].push([w,H,E])}}this.computeCentroids();this.computeFaceNormals()};THREE.CylinderGeometry.prototype=new THREE.Geometry;THREE.CylinderGeometry.prototype.constructor=THREE.CylinderGeometry;\\nTHREE.ExtrudeGeometry=function(a,b){if(typeof a!==\\\\\\\"undefined\\\\\\\"){THREE.Geometry.call(this);a=a instanceof Array?a:[a];this.shapebb=a[a.length-1].getBoundingBox();this.addShapeList(a,b);this.computeCentroids();this.computeFaceNormals()}};THREE.ExtrudeGeometry.prototype=new THREE.Geometry;THREE.ExtrudeGeometry.prototype.constructor=THREE.ExtrudeGeometry;THREE.ExtrudeGeometry.prototype.addShapeList=function(a,b){for(var c=a.length,d=0;d<c;d++)this.addShape(a[d],b)};\\nTHREE.ExtrudeGeometry.prototype.addShape=function(a,b){function c(a,b,c){b||console.log(\\\\\\\"die\\\\\\\");return b.clone().multiplyScalar(c).addSelf(a)}function d(a,b,c){var d=THREE.ExtrudeGeometry.__v1,e=THREE.ExtrudeGeometry.__v2,f=THREE.ExtrudeGeometry.__v3,g=THREE.ExtrudeGeometry.__v4,h=THREE.ExtrudeGeometry.__v5,i=THREE.ExtrudeGeometry.__v6;d.set(a.x-b.x,a.y-b.y);e.set(a.x-c.x,a.y-c.y);d=d.normalize();e=e.normalize();f.set(-d.y,d.x);g.set(e.y,-e.x);h.copy(a).addSelf(f);i.copy(a).addSelf(g);if(h.equals(i))return g.clone();\\nh.copy(b).addSelf(f);i.copy(c).addSelf(g);f=d.dot(g);g=i.subSelf(h).dot(g);if(f===0){console.log(\\\\\\\"Either infinite or no solutions!\\\\\\\");g===0?console.log(\\\\\\\"Its finite solutions.\\\\\\\"):console.log(\\\\\\\"Too bad, no solutions.\\\\\\\")}g=g/f;if(g<0){b=Math.atan2(b.y-a.y,b.x-a.x);a=Math.atan2(c.y-a.y,c.x-a.x);b>a&&(a=a+Math.PI*2);c=(b+a)/2;a=-Math.cos(c);c=-Math.sin(c);return new THREE.Vector2(a,c)}return d.multiplyScalar(g).addSelf(h).subSelf(a).clone()}function e(c,d){var e,f;for(F=c.length;--F>=0;){e=F;f=F-1;f<0&&(f=\\nc.length-1);for(var g=0,h=m+k*2,g=0;g<h;g++){var i=U*g,j=U*(g+1),l=d+e+i,i=d+f+i,n=d+f+j,j=d+e+j,p=c,o=g,q=h,l=l+J,i=i+J,n=n+J,j=j+J;A.faces.push(new THREE.Face4(l,i,n,j,null,null,t));l=O.generateSideWallUV(A,a,p,b,l,i,n,j,o,q);A.faceVertexUvs[0].push(l)}}}function f(a,b,c){A.vertices.push(new THREE.Vector3(a,b,c))}function g(c,d,e,f){c=c+J;d=d+J;e=e+J;A.faces.push(new THREE.Face3(c,d,e,null,null,u));c=f?O.generateBottomUV(A,a,b,c,d,e):O.generateTopUV(A,a,b,c,d,e);A.faceVertexUvs[0].push(c)}var h=\\nb.amount!==void 0?b.amount:100,j=b.bevelThickness!==void 0?b.bevelThickness:6,l=b.bevelSize!==void 0?b.bevelSize:j-2,k=b.bevelSegments!==void 0?b.bevelSegments:3,p=b.bevelEnabled!==void 0?b.bevelEnabled:true,m=b.steps!==void 0?b.steps:1,o=b.bendPath,q=b.extrudePath,n,r=false,u=b.material,t=b.extrudeMaterial,y,s,w,H;if(q){n=q.getSpacedPoints(m);r=true;p=false;y=new THREE.TubeGeometry.FrenetFrames(q,m,false);s=new THREE.Vector3;w=new THREE.Vector3;H=new THREE.Vector3}if(!p)l=j=k=0;var E,z,v,A=this,\\nJ=this.vertices.length;o&&a.addWrapPath(o);var q=a.extractPoints(),o=q.shape,K=q.holes;if(q=!THREE.Shape.Utils.isClockWise(o)){o=o.reverse();z=0;for(v=K.length;z<v;z++){E=K[z];THREE.Shape.Utils.isClockWise(E)&&(K[z]=E.reverse())}q=false}var R=THREE.Shape.Utils.triangulateShape(o,K),P=o;z=0;for(v=K.length;z<v;z++){E=K[z];o=o.concat(E)}var D,M,G,i,T,U=o.length,C,Y=R.length,q=[],F=0;G=P.length;D=G-1;for(M=F+1;F<G;F++,D++,M++){D===G&&(D=0);M===G&&(M=0);q[F]=d(P[F],P[D],P[M])}var ea=[],fa,ia=q.concat();\\nz=0;for(v=K.length;z<v;z++){E=K[z];fa=[];F=0;G=E.length;D=G-1;for(M=F+1;F<G;F++,D++,M++){D===G&&(D=0);M===G&&(M=0);fa[F]=d(E[F],E[D],E[M])}ea.push(fa);ia=ia.concat(fa)}for(D=0;D<k;D++){G=D/k;i=j*(1-G);M=l*Math.sin(G*Math.PI/2);F=0;for(G=P.length;F<G;F++){T=c(P[F],q[F],M);f(T.x,T.y,-i)}z=0;for(v=K.length;z<v;z++){E=K[z];fa=ea[z];F=0;for(G=E.length;F<G;F++){T=c(E[F],fa[F],M);f(T.x,T.y,-i)}}}M=l;for(F=0;F<U;F++){T=p?c(o[F],ia[F],M):o[F];if(r){w.copy(y.normals[0]).multiplyScalar(T.x);s.copy(y.binormals[0]).multiplyScalar(T.y);\\nH.copy(n[0]).addSelf(w).addSelf(s);f(H.x,H.y,H.z)}else f(T.x,T.y,0)}for(G=1;G<=m;G++)for(F=0;F<U;F++){T=p?c(o[F],ia[F],M):o[F];if(r){w.copy(y.normals[G]).multiplyScalar(T.x);s.copy(y.binormals[G]).multiplyScalar(T.y);H.copy(n[G]).addSelf(w).addSelf(s);f(H.x,H.y,H.z)}else f(T.x,T.y,h/m*G)}for(D=k-1;D>=0;D--){G=D/k;i=j*(1-G);M=l*Math.sin(G*Math.PI/2);F=0;for(G=P.length;F<G;F++){T=c(P[F],q[F],M);f(T.x,T.y,h+i)}z=0;for(v=K.length;z<v;z++){E=K[z];fa=ea[z];F=0;for(G=E.length;F<G;F++){T=c(E[F],fa[F],M);\\nr?f(T.x,T.y+n[m-1].y,n[m-1].x+i):f(T.x,T.y,h+i)}}}var O=THREE.ExtrudeGeometry.WorldUVGenerator;(function(){if(p){var a;a=U*0;for(F=0;F<Y;F++){C=R[F];g(C[2]+a,C[1]+a,C[0]+a,true)}a=m+k*2;a=U*a;for(F=0;F<Y;F++){C=R[F];g(C[0]+a,C[1]+a,C[2]+a,false)}}else{for(F=0;F<Y;F++){C=R[F];g(C[2],C[1],C[0],true)}for(F=0;F<Y;F++){C=R[F];g(C[0]+U*m,C[1]+U*m,C[2]+U*m,false)}}})();(function(){var a=0;e(P,a);a=a+P.length;z=0;for(v=K.length;z<v;z++){E=K[z];e(E,a);a=a+E.length}})()};\\nTHREE.ExtrudeGeometry.WorldUVGenerator={generateTopUV:function(a,b,c,d,e,f){b=a.vertices[e].x;e=a.vertices[e].y;c=a.vertices[f].x;f=a.vertices[f].y;return[new THREE.UV(a.vertices[d].x,1-a.vertices[d].y),new THREE.UV(b,1-e),new THREE.UV(c,1-f)]},generateBottomUV:function(a,b,c,d,e,f){return this.generateTopUV(a,b,c,d,e,f)},generateSideWallUV:function(a,b,c,d,e,f,g,h){var b=a.vertices[e].x,c=a.vertices[e].y,e=a.vertices[e].z,d=a.vertices[f].x,j=a.vertices[f].y,f=a.vertices[f].z,l=a.vertices[g].x,k=\\na.vertices[g].y,g=a.vertices[g].z,p=a.vertices[h].x,m=a.vertices[h].y,a=a.vertices[h].z;return Math.abs(c-j)<0.01?[new THREE.UV(b,e),new THREE.UV(d,f),new THREE.UV(l,g),new THREE.UV(p,a)]:[new THREE.UV(c,e),new THREE.UV(j,f),new THREE.UV(k,g),new THREE.UV(m,a)]}};THREE.ExtrudeGeometry.__v1=new THREE.Vector2;THREE.ExtrudeGeometry.__v2=new THREE.Vector2;THREE.ExtrudeGeometry.__v3=new THREE.Vector2;THREE.ExtrudeGeometry.__v4=new THREE.Vector2;THREE.ExtrudeGeometry.__v5=new THREE.Vector2;\\nTHREE.ExtrudeGeometry.__v6=new THREE.Vector2;\\nTHREE.LatheGeometry=function(a,b,c){THREE.Geometry.call(this);for(var b=b||12,c=c||2*Math.PI,d=[],e=(new THREE.Matrix4).makeRotationZ(c/b),f=0;f<a.length;f++){d[f]=a[f].clone();this.vertices.push(d[f])}for(var g=b+1,c=0;c<g;c++)for(f=0;f<d.length;f++){d[f]=e.multiplyVector3(d[f].clone());this.vertices.push(d[f])}for(c=0;c<b;c++){d=0;for(e=a.length;d<e-1;d++){this.faces.push(new THREE.Face4(c*e+d,(c+1)%g*e+d,(c+1)%g*e+(d+1)%e,c*e+(d+1)%e));this.faceVertexUvs[0].push([new THREE.UV(1-c/b,d/e),new THREE.UV(1-\\n(c+1)/b,d/e),new THREE.UV(1-(c+1)/b,(d+1)/e),new THREE.UV(1-c/b,(d+1)/e)])}}this.computeCentroids();this.computeFaceNormals();this.computeVertexNormals()};THREE.LatheGeometry.prototype=new THREE.Geometry;THREE.LatheGeometry.prototype.constructor=THREE.LatheGeometry;\\nTHREE.PlaneGeometry=function(a,b,c,d){THREE.Geometry.call(this);for(var e=a/2,f=b/2,c=c||1,d=d||1,g=c+1,h=d+1,j=a/c,l=b/d,k=new THREE.Vector3(0,1,0),a=0;a<h;a++)for(b=0;b<g;b++)this.vertices.push(new THREE.Vector3(b*j-e,0,a*l-f));for(a=0;a<d;a++)for(b=0;b<c;b++){e=new THREE.Face4(b+g*a,b+g*(a+1),b+1+g*(a+1),b+1+g*a);e.normal.copy(k);e.vertexNormals.push(k.clone(),k.clone(),k.clone(),k.clone());this.faces.push(e);this.faceVertexUvs[0].push([new THREE.UV(b/c,a/d),new THREE.UV(b/c,(a+1)/d),new THREE.UV((b+\\n1)/c,(a+1)/d),new THREE.UV((b+1)/c,a/d)])}this.computeCentroids()};THREE.PlaneGeometry.prototype=new THREE.Geometry;THREE.PlaneGeometry.prototype.constructor=THREE.PlaneGeometry;\\nTHREE.SphereGeometry=function(a,b,c,d,e,f,g){THREE.Geometry.call(this);var a=a||50,d=d!==void 0?d:0,e=e!==void 0?e:Math.PI*2,f=f!==void 0?f:0,g=g!==void 0?g:Math.PI,b=Math.max(3,Math.floor(b)||8),c=Math.max(2,Math.floor(c)||6),h,j,l=[],k=[];for(j=0;j<=c;j++){var p=[],m=[];for(h=0;h<=b;h++){var o=h/b,q=j/c,n=new THREE.Vector3;n.x=-a*Math.cos(d+o*e)*Math.sin(f+q*g);n.y=a*Math.cos(f+q*g);n.z=a*Math.sin(d+o*e)*Math.sin(f+q*g);this.vertices.push(n);p.push(this.vertices.length-1);m.push(new THREE.UV(o,\\nq))}l.push(p);k.push(m)}for(j=0;j<c;j++)for(h=0;h<b;h++){var d=l[j][h+1],e=l[j][h],f=l[j+1][h],g=l[j+1][h+1],p=this.vertices[d].clone().normalize(),m=this.vertices[e].clone().normalize(),o=this.vertices[f].clone().normalize(),q=this.vertices[g].clone().normalize(),n=k[j][h+1].clone(),r=k[j][h].clone(),u=k[j+1][h].clone(),t=k[j+1][h+1].clone();if(Math.abs(this.vertices[d].y)==a){this.faces.push(new THREE.Face3(d,f,g,[p,o,q]));this.faceVertexUvs[0].push([n,u,t])}else if(Math.abs(this.vertices[f].y)==\\na){this.faces.push(new THREE.Face3(d,e,f,[p,m,o]));this.faceVertexUvs[0].push([n,r,u])}else{this.faces.push(new THREE.Face4(d,e,f,g,[p,m,o,q]));this.faceVertexUvs[0].push([n,r,u,t])}}this.computeCentroids();this.computeFaceNormals();this.boundingSphere={radius:a}};THREE.SphereGeometry.prototype=new THREE.Geometry;THREE.SphereGeometry.prototype.constructor=THREE.SphereGeometry;\\nTHREE.TextGeometry=function(a,b){var c=(new THREE.TextPath(a,b)).toShapes();b.amount=b.height!==void 0?b.height:50;if(b.bevelThickness===void 0)b.bevelThickness=10;if(b.bevelSize===void 0)b.bevelSize=8;if(b.bevelEnabled===void 0)b.bevelEnabled=false;if(b.bend){var d=c[c.length-1].getBoundingBox().maxX;b.bendPath=new THREE.QuadraticBezierCurve(new THREE.Vector2(0,0),new THREE.Vector2(d/2,120),new THREE.Vector2(d,0))}THREE.ExtrudeGeometry.call(this,c,b)};THREE.TextGeometry.prototype=new THREE.ExtrudeGeometry;\\nTHREE.TextGeometry.prototype.constructor=THREE.TextGeometry;\\nTHREE.FontUtils={faces:{},face:\\\\\\\"helvetiker\\\\\\\",weight:\\\\\\\"normal\\\\\\\",style:\\\\\\\"normal\\\\\\\",size:150,divisions:10,getFace:function(){return this.faces[this.face][this.weight][this.style]},loadFace:function(a){var b=a.familyName.toLowerCase();this.faces[b]=this.faces[b]||{};this.faces[b][a.cssFontWeight]=this.faces[b][a.cssFontWeight]||{};this.faces[b][a.cssFontWeight][a.cssFontStyle]=a;return this.faces[b][a.cssFontWeight][a.cssFontStyle]=a},drawText:function(a){for(var b=this.getFace(),c=this.size/b.resolution,d=\\n0,e=(\\\\\\\"\\\\\\\"+a).split(\\\\\\\"\\\\\\\"),f=e.length,g=[],a=0;a<f;a++){var h=new THREE.Path,h=this.extractGlyphPoints(e[a],b,c,d,h),d=d+h.offset;g.push(h.path)}return{paths:g,offset:d/2}},extractGlyphPoints:function(a,b,c,d,e){var f=[],g,h,j,l,k,p,m,o,q,n,r,u=b.glyphs[a]||b.glyphs[\\\\\\\"?\\\\\\\"];if(u){if(u.o){b=u._cachedOutline||(u._cachedOutline=u.o.split(\\\\\\\" \\\\\\\"));l=b.length;for(a=0;a<l;){j=b[a++];switch(j){case \\\\\\\"m\\\\\\\":j=b[a++]*c+d;k=b[a++]*c;f.push(new THREE.Vector2(j,k));e.moveTo(j,k);break;case \\\\\\\"l\\\\\\\":j=b[a++]*c+d;k=b[a++]*c;f.push(new THREE.Vector2(j,\\nk));e.lineTo(j,k);break;case \\\\\\\"q\\\\\\\":j=b[a++]*c+d;k=b[a++]*c;o=b[a++]*c+d;q=b[a++]*c;e.quadraticCurveTo(o,q,j,k);if(g=f[f.length-1]){p=g.x;m=g.y;g=1;for(h=this.divisions;g<=h;g++){var t=g/h,y=THREE.Shape.Utils.b2(t,p,o,j),t=THREE.Shape.Utils.b2(t,m,q,k);f.push(new THREE.Vector2(y,t))}}break;case \\\\\\\"b\\\\\\\":j=b[a++]*c+d;k=b[a++]*c;o=b[a++]*c+d;q=b[a++]*-c;n=b[a++]*c+d;r=b[a++]*-c;e.bezierCurveTo(j,k,o,q,n,r);if(g=f[f.length-1]){p=g.x;m=g.y;g=1;for(h=this.divisions;g<=h;g++){t=g/h;y=THREE.Shape.Utils.b3(t,p,o,\\nn,j);t=THREE.Shape.Utils.b3(t,m,q,r,k);f.push(new THREE.Vector2(y,t))}}}}}return{offset:u.ha*c,points:f,path:e}}}};\\n(function(a){var b=function(a){for(var b=a.length,e=0,f=b-1,g=0;g<b;f=g++)e=e+(a[f].x*a[g].y-a[g].x*a[f].y);return e*0.5};a.Triangulate=function(a,d){var e=a.length;if(e<3)return null;var f=[],g=[],h=[],j,l,k;if(b(a)>0)for(l=0;l<e;l++)g[l]=l;else for(l=0;l<e;l++)g[l]=e-1-l;var p=2*e;for(l=e-1;e>2;){if(p--<=0){console.log(\\\\\\\"Warning, unable to triangulate polygon!\\\\\\\");break}j=l;e<=j&&(j=0);l=j+1;e<=l&&(l=0);k=l+1;e<=k&&(k=0);var m;a:{m=a;var o=j,q=l,n=k,r=e,u=g,t=void 0,y=void 0,s=void 0,w=void 0,H=void 0,\\nE=void 0,z=void 0,v=void 0,A=void 0,y=m[u[o]].x,s=m[u[o]].y,w=m[u[q]].x,H=m[u[q]].y,E=m[u[n]].x,z=m[u[n]].y;if(1.0E-10>(w-y)*(z-s)-(H-s)*(E-y))m=false;else{for(t=0;t<r;t++)if(!(t==o||t==q||t==n)){var v=m[u[t]].x,A=m[u[t]].y,J=void 0,K=void 0,R=void 0,P=void 0,D=void 0,M=void 0,G=void 0,i=void 0,T=void 0,U=void 0,C=void 0,Y=void 0,J=R=D=void 0,J=E-w,K=z-H,R=y-E,P=s-z,D=w-y,M=H-s,G=v-y,i=A-s,T=v-w,U=A-H,C=v-E,Y=A-z,J=J*U-K*T,D=D*i-M*G,R=R*Y-P*C;if(J>=0&&R>=0&&D>=0){m=false;break a}}m=true}}if(m){f.push([a[g[j]],\\na[g[l]],a[g[k]]]);h.push([g[j],g[l],g[k]]);j=l;for(k=l+1;k<e;j++,k++)g[j]=g[k];e--;p=2*e}}return d?h:f};a.Triangulate.area=b;return a})(THREE.FontUtils);self._typeface_js={faces:THREE.FontUtils.faces,loadFace:THREE.FontUtils.loadFace};\\nTHREE.TorusGeometry=function(a,b,c,d,e){THREE.Geometry.call(this);this.radius=a||100;this.tube=b||40;this.segmentsR=c||8;this.segmentsT=d||6;this.arc=e||Math.PI*2;e=new THREE.Vector3;a=[];b=[];for(c=0;c<=this.segmentsR;c++)for(d=0;d<=this.segmentsT;d++){var f=d/this.segmentsT*this.arc,g=c/this.segmentsR*Math.PI*2;e.x=this.radius*Math.cos(f);e.y=this.radius*Math.sin(f);var h=new THREE.Vector3;h.x=(this.radius+this.tube*Math.cos(g))*Math.cos(f);h.y=(this.radius+this.tube*Math.cos(g))*Math.sin(f);h.z=\\nthis.tube*Math.sin(g);this.vertices.push(h);a.push(new THREE.UV(d/this.segmentsT,1-c/this.segmentsR));b.push(h.clone().subSelf(e).normalize())}for(c=1;c<=this.segmentsR;c++)for(d=1;d<=this.segmentsT;d++){var e=(this.segmentsT+1)*c+d-1,f=(this.segmentsT+1)*(c-1)+d-1,g=(this.segmentsT+1)*(c-1)+d,h=(this.segmentsT+1)*c+d,j=new THREE.Face4(e,f,g,h,[b[e],b[f],b[g],b[h]]);j.normal.addSelf(b[e]);j.normal.addSelf(b[f]);j.normal.addSelf(b[g]);j.normal.addSelf(b[h]);j.normal.normalize();this.faces.push(j);\\nthis.faceVertexUvs[0].push([a[e].clone(),a[f].clone(),a[g].clone(),a[h].clone()])}this.computeCentroids()};THREE.TorusGeometry.prototype=new THREE.Geometry;THREE.TorusGeometry.prototype.constructor=THREE.TorusGeometry;\\nTHREE.TorusKnotGeometry=function(a,b,c,d,e,f,g){function h(a,b,c,d,e,f){var g=Math.cos(a);Math.cos(b);b=Math.sin(a);a=c/d*a;c=Math.cos(a);g=e*(2+c)*0.5*g;b=e*(2+c)*b*0.5;e=f*e*Math.sin(a)*0.5;return new THREE.Vector3(g,b,e)}THREE.Geometry.call(this);this.radius=a||200;this.tube=b||40;this.segmentsR=c||64;this.segmentsT=d||8;this.p=e||2;this.q=f||3;this.heightScale=g||1;this.grid=Array(this.segmentsR);c=new THREE.Vector3;d=new THREE.Vector3;e=new THREE.Vector3;for(a=0;a<this.segmentsR;++a){this.grid[a]=\\nArray(this.segmentsT);for(b=0;b<this.segmentsT;++b){var j=a/this.segmentsR*2*this.p*Math.PI,g=b/this.segmentsT*2*Math.PI,f=h(j,g,this.q,this.p,this.radius,this.heightScale),j=h(j+0.01,g,this.q,this.p,this.radius,this.heightScale);c.sub(j,f);d.add(j,f);e.cross(c,d);d.cross(e,c);e.normalize();d.normalize();j=-this.tube*Math.cos(g);g=this.tube*Math.sin(g);f.x=f.x+(j*d.x+g*e.x);f.y=f.y+(j*d.y+g*e.y);f.z=f.z+(j*d.z+g*e.z);this.grid[a][b]=this.vertices.push(new THREE.Vector3(f.x,f.y,f.z))-1}}for(a=0;a<\\nthis.segmentsR;++a)for(b=0;b<this.segmentsT;++b){var e=(a+1)%this.segmentsR,f=(b+1)%this.segmentsT,c=this.grid[a][b],d=this.grid[e][b],e=this.grid[e][f],f=this.grid[a][f],g=new THREE.UV(a/this.segmentsR,b/this.segmentsT),j=new THREE.UV((a+1)/this.segmentsR,b/this.segmentsT),l=new THREE.UV((a+1)/this.segmentsR,(b+1)/this.segmentsT),k=new THREE.UV(a/this.segmentsR,(b+1)/this.segmentsT);this.faces.push(new THREE.Face4(c,d,e,f));this.faceVertexUvs[0].push([g,j,l,k])}this.computeCentroids();this.computeFaceNormals();\\nthis.computeVertexNormals()};THREE.TorusKnotGeometry.prototype=new THREE.Geometry;THREE.TorusKnotGeometry.prototype.constructor=THREE.TorusKnotGeometry;\\nTHREE.TubeGeometry=function(a,b,c,d,e,f){THREE.Geometry.call(this);this.path=a;this.segments=b||64;this.radius=c||1;this.segmentsRadius=d||8;this.closed=e||false;if(f)this.debug=new THREE.Object3D;this.grid=[];var g,h,f=this.segments+1,j,l,k,p=new THREE.Vector3,m,o,q,b=new THREE.TubeGeometry.FrenetFrames(a,b,e);m=b.tangents;o=b.normals;q=b.binormals;this.tangents=m;this.normals=o;this.binormals=q;for(b=0;b<f;b++){this.grid[b]=[];d=b/(f-1);k=a.getPointAt(d);d=m[b];g=o[b];h=q[b];if(this.debug){this.debug.add(new THREE.ArrowHelper(d,\\nk,c,255));this.debug.add(new THREE.ArrowHelper(g,k,c,16711680));this.debug.add(new THREE.ArrowHelper(h,k,c,65280))}for(d=0;d<this.segmentsRadius;d++){j=d/this.segmentsRadius*2*Math.PI;l=-this.radius*Math.cos(j);j=this.radius*Math.sin(j);p.copy(k);p.x=p.x+(l*g.x+j*h.x);p.y=p.y+(l*g.y+j*h.y);p.z=p.z+(l*g.z+j*h.z);this.grid[b][d]=this.vertices.push(new THREE.Vector3(p.x,p.y,p.z))-1}}for(b=0;b<this.segments;b++)for(d=0;d<this.segmentsRadius;d++){f=e?(b+1)%this.segments:b+1;p=(d+1)%this.segmentsRadius;\\na=this.grid[b][d];c=this.grid[f][d];f=this.grid[f][p];p=this.grid[b][p];m=new THREE.UV(b/this.segments,d/this.segmentsRadius);o=new THREE.UV((b+1)/this.segments,d/this.segmentsRadius);q=new THREE.UV((b+1)/this.segments,(d+1)/this.segmentsRadius);g=new THREE.UV(b/this.segments,(d+1)/this.segmentsRadius);this.faces.push(new THREE.Face4(a,c,f,p));this.faceVertexUvs[0].push([m,o,q,g])}this.computeCentroids();this.computeFaceNormals();this.computeVertexNormals()};THREE.TubeGeometry.prototype=new THREE.Geometry;\\nTHREE.TubeGeometry.prototype.constructor=THREE.TubeGeometry;\\nTHREE.TubeGeometry.FrenetFrames=function(a,b,c){new THREE.Vector3;var d=new THREE.Vector3;new THREE.Vector3;var e=[],f=[],g=[],h=new THREE.Vector3,j=new THREE.Matrix4,b=b+1,l,k,p;this.tangents=e;this.normals=f;this.binormals=g;for(l=0;l<b;l++){k=l/(b-1);e[l]=a.getTangentAt(k);e[l].normalize()}f[0]=new THREE.Vector3;g[0]=new THREE.Vector3;a=Number.MAX_VALUE;l=Math.abs(e[0].x);k=Math.abs(e[0].y);p=Math.abs(e[0].z);if(l<=a){a=l;d.set(1,0,0)}if(k<=a){a=k;d.set(0,1,0)}p<=a&&d.set(0,0,1);h.cross(e[0],d).normalize();\\nf[0].cross(e[0],h);g[0].cross(e[0],f[0]);for(l=1;l<b;l++){f[l]=f[l-1].clone();g[l]=g[l-1].clone();h.cross(e[l-1],e[l]);if(h.length()>1.0E-4){h.normalize();d=Math.acos(e[l-1].dot(e[l]));j.makeRotationAxis(h,d).multiplyVector3(f[l])}g[l].cross(e[l],f[l])}if(c){d=Math.acos(f[0].dot(f[b-1]));d=d/(b-1);e[0].dot(h.cross(f[0],f[b-1]))>0&&(d=-d);for(l=1;l<b;l++){j.makeRotationAxis(e[l],d*l).multiplyVector3(f[l]);g[l].cross(e[l],f[l])}}};\\nTHREE.PolyhedronGeometry=function(a,b,c,d){function e(a){var b=a.normalize().clone();b.index=j.vertices.push(b)-1;var c=Math.atan2(a.z,-a.x)/2/Math.PI+0.5,a=Math.atan2(-a.y,Math.sqrt(a.x*a.x+a.z*a.z))/Math.PI+0.5;b.uv=new THREE.UV(c,a);return b}function f(a,b,c,d){if(d<1){d=new THREE.Face3(a.index,b.index,c.index,[a.clone(),b.clone(),c.clone()]);d.centroid.addSelf(a).addSelf(b).addSelf(c).divideScalar(3);d.normal=d.centroid.clone().normalize();j.faces.push(d);d=Math.atan2(d.centroid.z,-d.centroid.x);\\nj.faceVertexUvs[0].push([h(a.uv,a,d),h(b.uv,b,d),h(c.uv,c,d)])}else{d=d-1;f(a,g(a,b),g(a,c),d);f(g(a,b),b,g(b,c),d);f(g(a,c),g(b,c),c,d);f(g(a,b),g(b,c),g(a,c),d)}}function g(a,b){p[a.index]||(p[a.index]=[]);p[b.index]||(p[b.index]=[]);var c=p[a.index][b.index];c===void 0&&(p[a.index][b.index]=p[b.index][a.index]=c=e((new THREE.Vector3).add(a,b).divideScalar(2)));return c}function h(a,b,c){c<0&&a.u===1&&(a=new THREE.UV(a.u-1,a.v));b.x===0&&b.z===0&&(a=new THREE.UV(c/2/Math.PI+0.5,a.v));return a}THREE.Geometry.call(this);\\nfor(var c=c||1,d=d||0,j=this,l=0,k=a.length;l<k;l++)e(new THREE.Vector3(a[l][0],a[l][1],a[l][2]));for(var p=[],a=this.vertices,l=0,k=b.length;l<k;l++)f(a[b[l][0]],a[b[l][1]],a[b[l][2]],d);this.mergeVertices();l=0;for(k=this.vertices.length;l<k;l++)this.vertices[l].multiplyScalar(c);this.computeCentroids();this.boundingSphere={radius:c}};THREE.PolyhedronGeometry.prototype=new THREE.Geometry;THREE.PolyhedronGeometry.prototype.constructor=THREE.PolyhedronGeometry;\\nTHREE.IcosahedronGeometry=function(a,b){var c=(1+Math.sqrt(5))/2;THREE.PolyhedronGeometry.call(this,[[-1,c,0],[1,c,0],[-1,-c,0],[1,-c,0],[0,-1,c],[0,1,c],[0,-1,-c],[0,1,-c],[c,0,-1],[c,0,1],[-c,0,-1],[-c,0,1]],[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],a,b)};THREE.IcosahedronGeometry.prototype=new THREE.Geometry;THREE.IcosahedronGeometry.prototype.constructor=THREE.IcosahedronGeometry;\\nTHREE.OctahedronGeometry=function(a,b){THREE.PolyhedronGeometry.call(this,[[1,0,0],[-1,0,0],[0,1,0],[0,-1,0],[0,0,1],[0,0,-1]],[[0,2,4],[0,4,3],[0,3,5],[0,5,2],[1,2,5],[1,5,3],[1,3,4],[1,4,2]],a,b)};THREE.OctahedronGeometry.prototype=new THREE.Geometry;THREE.OctahedronGeometry.prototype.constructor=THREE.OctahedronGeometry;THREE.TetrahedronGeometry=function(a,b){THREE.PolyhedronGeometry.call(this,[[1,1,1],[-1,-1,1],[-1,1,-1],[1,-1,-1]],[[2,1,0],[0,3,2],[1,3,0],[2,3,1]],a,b)};\\nTHREE.TetrahedronGeometry.prototype=new THREE.Geometry;THREE.TetrahedronGeometry.prototype.constructor=THREE.TetrahedronGeometry;\\nTHREE.ParametricGeometry=function(a,b,c,d){THREE.Geometry.call(this);var e=this.vertices,f=this.faces,g=this.faceVertexUvs[0],d=d===void 0?false:d,h,j,l,k,p=b+1;for(h=0;h<=c;h++){k=h/c;for(j=0;j<=b;j++){l=j/b;l=a(l,k);e.push(l)}}var m,o,q,n;for(h=0;h<c;h++)for(j=0;j<b;j++){a=h*p+j;e=h*p+j+1;k=(h+1)*p+j;l=(h+1)*p+j+1;m=new THREE.UV(h/b,j/c);o=new THREE.UV(h/b,(j+1)/c);q=new THREE.UV((h+1)/b,j/c);n=new THREE.UV((h+1)/b,(j+1)/c);if(d){f.push(new THREE.Face3(a,e,k));f.push(new THREE.Face3(e,l,k));g.push([m,\\no,q]);g.push([o,n,q])}else{f.push(new THREE.Face4(a,e,l,k));g.push([m,o,q,n])}}this.computeCentroids();this.computeFaceNormals();this.computeVertexNormals()};THREE.ParametricGeometry.prototype=new THREE.Geometry;THREE.ParametricGeometry.prototype.constructor=THREE.ParametricGeometry;\\nTHREE.AxisHelper=function(){THREE.Object3D.call(this);var a=new THREE.Geometry;a.vertices.push(new THREE.Vector3);a.vertices.push(new THREE.Vector3(0,100,0));var b=new THREE.CylinderGeometry(0,5,25,5,1),c;c=new THREE.Line(a,new THREE.LineBasicMaterial({color:16711680}));c.rotation.z=-Math.PI/2;this.add(c);c=new THREE.Mesh(b,new THREE.MeshBasicMaterial({color:16711680}));c.position.x=100;c.rotation.z=-Math.PI/2;this.add(c);c=new THREE.Line(a,new THREE.LineBasicMaterial({color:65280}));this.add(c);\\nc=new THREE.Mesh(b,new THREE.MeshBasicMaterial({color:65280}));c.position.y=100;this.add(c);c=new THREE.Line(a,new THREE.LineBasicMaterial({color:255}));c.rotation.x=Math.PI/2;this.add(c);c=new THREE.Mesh(b,new THREE.MeshBasicMaterial({color:255}));c.position.z=100;c.rotation.x=Math.PI/2;this.add(c)};THREE.AxisHelper.prototype=new THREE.Object3D;THREE.AxisHelper.prototype.constructor=THREE.AxisHelper;\\nTHREE.ArrowHelper=function(a,b,c,d){THREE.Object3D.call(this);d===void 0&&(d=16776960);c===void 0&&(c=20);var e=new THREE.Geometry;e.vertices.push(new THREE.Vector3(0,0,0));e.vertices.push(new THREE.Vector3(0,1,0));this.line=new THREE.Line(e,new THREE.LineBasicMaterial({color:d}));this.add(this.line);e=new THREE.CylinderGeometry(0,0.05,0.25,5,1);this.cone=new THREE.Mesh(e,new THREE.MeshBasicMaterial({color:d}));this.cone.position.set(0,1,0);this.add(this.cone);if(b instanceof THREE.Vector3)this.position=\\nb;this.setDirection(a);this.setLength(c)};THREE.ArrowHelper.prototype=new THREE.Object3D;THREE.ArrowHelper.prototype.constructor=THREE.ArrowHelper;THREE.ArrowHelper.prototype.setDirection=function(a){var b=(new THREE.Vector3(0,1,0)).crossSelf(a),a=Math.acos((new THREE.Vector3(0,1,0)).dot(a.clone().normalize()));this.matrix=(new THREE.Matrix4).makeRotationAxis(b.normalize(),a);this.rotation.getRotationFromMatrix(this.matrix,this.scale)};\\nTHREE.ArrowHelper.prototype.setLength=function(a){this.scale.set(a,a,a)};THREE.ArrowHelper.prototype.setColor=function(a){this.line.material.color.setHex(a);this.cone.material.color.setHex(a)};\\nTHREE.CameraHelper=function(a){function b(a,b,d){c(a,d);c(b,d)}function c(a,b){d.lineGeometry.vertices.push(new THREE.Vector3);d.lineGeometry.colors.push(new THREE.Color(b));d.pointMap[a]===void 0&&(d.pointMap[a]=[]);d.pointMap[a].push(d.lineGeometry.vertices.length-1)}THREE.Object3D.call(this);var d=this;this.lineGeometry=new THREE.Geometry;this.lineMaterial=new THREE.LineBasicMaterial({color:16777215,vertexColors:THREE.FaceColors});this.pointMap={};b(\\\\\\\"n1\\\\\\\",\\\\\\\"n2\\\\\\\",16755200);b(\\\\\\\"n2\\\\\\\",\\\\\\\"n4\\\\\\\",16755200);b(\\\\\\\"n4\\\\\\\",\\n\\\\\\\"n3\\\\\\\",16755200);b(\\\\\\\"n3\\\\\\\",\\\\\\\"n1\\\\\\\",16755200);b(\\\\\\\"f1\\\\\\\",\\\\\\\"f2\\\\\\\",16755200);b(\\\\\\\"f2\\\\\\\",\\\\\\\"f4\\\\\\\",16755200);b(\\\\\\\"f4\\\\\\\",\\\\\\\"f3\\\\\\\",16755200);b(\\\\\\\"f3\\\\\\\",\\\\\\\"f1\\\\\\\",16755200);b(\\\\\\\"n1\\\\\\\",\\\\\\\"f1\\\\\\\",16755200);b(\\\\\\\"n2\\\\\\\",\\\\\\\"f2\\\\\\\",16755200);b(\\\\\\\"n3\\\\\\\",\\\\\\\"f3\\\\\\\",16755200);b(\\\\\\\"n4\\\\\\\",\\\\\\\"f4\\\\\\\",16755200);b(\\\\\\\"p\\\\\\\",\\\\\\\"n1\\\\\\\",16711680);b(\\\\\\\"p\\\\\\\",\\\\\\\"n2\\\\\\\",16711680);b(\\\\\\\"p\\\\\\\",\\\\\\\"n3\\\\\\\",16711680);b(\\\\\\\"p\\\\\\\",\\\\\\\"n4\\\\\\\",16711680);b(\\\\\\\"u1\\\\\\\",\\\\\\\"u2\\\\\\\",43775);b(\\\\\\\"u2\\\\\\\",\\\\\\\"u3\\\\\\\",43775);b(\\\\\\\"u3\\\\\\\",\\\\\\\"u1\\\\\\\",43775);b(\\\\\\\"c\\\\\\\",\\\\\\\"t\\\\\\\",16777215);b(\\\\\\\"p\\\\\\\",\\\\\\\"c\\\\\\\",3355443);b(\\\\\\\"cn1\\\\\\\",\\\\\\\"cn2\\\\\\\",3355443);b(\\\\\\\"cn3\\\\\\\",\\\\\\\"cn4\\\\\\\",3355443);b(\\\\\\\"cf1\\\\\\\",\\\\\\\"cf2\\\\\\\",3355443);b(\\\\\\\"cf3\\\\\\\",\\\\\\\"cf4\\\\\\\",3355443);this.camera=a;this.update(a);\\nthis.lines=new THREE.Line(this.lineGeometry,this.lineMaterial,THREE.LinePieces);this.add(this.lines)};THREE.CameraHelper.prototype=new THREE.Object3D;THREE.CameraHelper.prototype.constructor=THREE.CameraHelper;\\nTHREE.CameraHelper.prototype.update=function(){function a(a,d,e,f){THREE.CameraHelper.__v.set(d,e,f);THREE.CameraHelper.__projector.unprojectVector(THREE.CameraHelper.__v,THREE.CameraHelper.__c);a=b.pointMap[a];if(a!==void 0){d=0;for(e=a.length;d<e;d++)b.lineGeometry.vertices[a[d]].copy(THREE.CameraHelper.__v)}}var b=this;THREE.CameraHelper.__c.projectionMatrix.copy(this.camera.projectionMatrix);a(\\\\\\\"c\\\\\\\",0,0,-1);a(\\\\\\\"t\\\\\\\",0,0,1);a(\\\\\\\"n1\\\\\\\",-1,-1,-1);a(\\\\\\\"n2\\\\\\\",1,-1,-1);a(\\\\\\\"n3\\\\\\\",-1,1,-1);a(\\\\\\\"n4\\\\\\\",1,1,-1);a(\\\\\\\"f1\\\\\\\",-1,-1,\\n1);a(\\\\\\\"f2\\\\\\\",1,-1,1);a(\\\\\\\"f3\\\\\\\",-1,1,1);a(\\\\\\\"f4\\\\\\\",1,1,1);a(\\\\\\\"u1\\\\\\\",0.7,1.1,-1);a(\\\\\\\"u2\\\\\\\",-0.7,1.1,-1);a(\\\\\\\"u3\\\\\\\",0,2,-1);a(\\\\\\\"cf1\\\\\\\",-1,0,1);a(\\\\\\\"cf2\\\\\\\",1,0,1);a(\\\\\\\"cf3\\\\\\\",0,-1,1);a(\\\\\\\"cf4\\\\\\\",0,1,1);a(\\\\\\\"cn1\\\\\\\",-1,0,-1);a(\\\\\\\"cn2\\\\\\\",1,0,-1);a(\\\\\\\"cn3\\\\\\\",0,-1,-1);a(\\\\\\\"cn4\\\\\\\",0,1,-1);this.lineGeometry.verticesNeedUpdate=true};THREE.CameraHelper.__projector=new THREE.Projector;THREE.CameraHelper.__v=new THREE.Vector3;THREE.CameraHelper.__c=new THREE.Camera;\\nTHREE.SubdivisionModifier=function(a){this.subdivisions=a===void 0?1:a;this.useOldVertexColors=false;this.supportUVs=true;this.debug=false};THREE.SubdivisionModifier.prototype.constructor=THREE.SubdivisionModifier;THREE.SubdivisionModifier.prototype.modify=function(a){for(var b=this.subdivisions;b-- >0;)this.smooth(a)};\\nTHREE.SubdivisionModifier.prototype.smooth=function(a){function b(){m.debug&&console.log.apply(console,arguments)}function c(){console&&console.log.apply(console,arguments)}function d(a,c,d,e,g,h,i){var j=new THREE.Face4(a,c,d,e,null,g.color,g.material);if(m.useOldVertexColors){j.vertexColors=[];for(var l,n,o,q=0;q<4;q++){o=h[q];l=new THREE.Color;l.setRGB(0,0,0);for(var r=0;r<o.length;r++){n=g.vertexColors[o[r]-1];l.r=l.r+n.r;l.g=l.g+n.g;l.b=l.b+n.b}l.r=l.r/o.length;l.g=l.g/o.length;l.b=l.b/o.length;\\nj.vertexColors[q]=l}}k.push(j);if(m.supportUVs){g=[f(a,\\\\\\\"\\\\\\\"),f(c,i),f(d,i),f(e,i)];g[0]?g[1]?g[2]?g[3]?p.push(g):b(\\\\\\\"d :( \\\\\\\",e+\\\\\\\":\\\\\\\"+i):b(\\\\\\\"c :( \\\\\\\",d+\\\\\\\":\\\\\\\"+i):b(\\\\\\\"b :( \\\\\\\",c+\\\\\\\":\\\\\\\"+i):b(\\\\\\\"a :( \\\\\\\",a+\\\\\\\":\\\\\\\"+i)}}function e(a,b){return Math.min(a,b)+\\\\\\\"_\\\\\\\"+Math.max(a,b)}function f(a,d){var e=a+\\\\\\\":\\\\\\\"+d,f=t[e];if(!f){a>=y&&a<y+q.length?b(\\\\\\\"face pt\\\\\\\"):b(\\\\\\\"edge pt\\\\\\\");c(\\\\\\\"warning, UV not found for\\\\\\\",e);return null}return f}function g(a,b,d){var e=a+\\\\\\\":\\\\\\\"+b;e in t?c(\\\\\\\"dup vertexNo\\\\\\\",a,\\\\\\\"oldFaceNo\\\\\\\",b,\\\\\\\"value\\\\\\\",d,\\\\\\\"key\\\\\\\",e,t[e]):t[e]=d}function h(a,\\nb){R[a]===void 0&&(R[a]=[]);R[a].push(b)}function j(a,b,c){P[a]===void 0&&(P[a]={});P[a][b]=c}var l=[],k=[],p=[],m=this,o=a.vertices,q=a.faces,l=o.concat(),n=[],r={},u={},t={},y=o.length,s,w,H,E,z,v=a.faceVertexUvs[0],A;b(\\\\\\\"originalFaces, uvs, originalVerticesLength\\\\\\\",q.length,v.length,y);if(m.supportUVs){s=0;for(w=v.length;s<w;s++){H=0;for(E=v[s].length;H<E;H++){A=q[s][\\\\\\\"abcd\\\\\\\".charAt(H)];g(A,s,v[s][H])}}}if(v.length==0)m.supportUVs=false;s=0;for(z in t)s++;if(!s){m.supportUVs=false;b(\\\\\\\"no uvs\\\\\\\")}b(\\\\\\\"-- Original Faces + Vertices UVs completed\\\\\\\",\\nt,\\\\\\\"vs\\\\\\\",v.length);s=0;for(w=q.length;s<w;s++){z=q[s];n.push(z.centroid);l.push(z.centroid);if(m.supportUVs){v=new THREE.UV;if(z instanceof THREE.Face3){v.u=f(z.a,s).u+f(z.b,s).u+f(z.c,s).u;v.v=f(z.a,s).v+f(z.b,s).v+f(z.c,s).v;v.u=v.u/3;v.v=v.v/3}else if(z instanceof THREE.Face4){v.u=f(z.a,s).u+f(z.b,s).u+f(z.c,s).u+f(z.d,s).u;v.v=f(z.a,s).v+f(z.b,s).v+f(z.c,s).v+f(z.d,s).v;v.u=v.u/4;v.v=v.v/4}g(y+s,\\\\\\\"\\\\\\\",v)}}b(\\\\\\\"-- added UVs for new Faces\\\\\\\",t);w=function(a){function b(a,c){h[a]===void 0&&(h[a]=[]);h[a].push(c)}\\nvar c,d,f,g,h={};c=0;for(d=a.faces.length;c<d;c++){f=a.faces[c];if(f instanceof THREE.Face3){g=e(f.a,f.b);b(g,c);g=e(f.b,f.c);b(g,c);g=e(f.c,f.a);b(g,c)}else if(f instanceof THREE.Face4){g=e(f.a,f.b);b(g,c);g=e(f.b,f.c);b(g,c);g=e(f.c,f.d);b(g,c);g=e(f.d,f.a);b(g,c)}}return h}(a);A=0;var J,K,R={},P={};for(s in w){v=w[s];J=s.split(\\\\\\\"_\\\\\\\");K=J[0];J=J[1];h(K,[K,J]);h(J,[K,J]);H=0;for(E=v.length;H<E;H++){z=v[H];j(K,z,s);j(J,z,s)}v.length<2&&(u[s]=true)}b(\\\\\\\"vertexEdgeMap\\\\\\\",R,\\\\\\\"vertexFaceMap\\\\\\\",P);for(s in w){v=\\nw[s];z=v[0];E=v[1];J=s.split(\\\\\\\"_\\\\\\\");K=J[0];J=J[1];v=new THREE.Vector3;if(u[s]){v.addSelf(o[K]);v.addSelf(o[J]);v.multiplyScalar(0.5)}else{v.addSelf(n[z]);v.addSelf(n[E]);v.addSelf(o[K]);v.addSelf(o[J]);v.multiplyScalar(0.25)}r[s]=y+q.length+A;l.push(v);A++;if(m.supportUVs){v=new THREE.UV;v.u=f(K,z).u+f(J,z).u;v.v=f(K,z).v+f(J,z).v;v.u=v.u/2;v.v=v.v/2;g(r[s],z,v);if(!u[s]){v=new THREE.UV;v.u=f(K,E).u+f(J,E).u;v.v=f(K,E).v+f(J,E).v;v.u=v.u/2;v.v=v.v/2;g(r[s],E,v)}}}b(\\\\\\\"-- Step 2 done\\\\\\\");var D,M;E=[\\\\\\\"123\\\\\\\",\\n\\\\\\\"12\\\\\\\",\\\\\\\"2\\\\\\\",\\\\\\\"23\\\\\\\"];J=[\\\\\\\"123\\\\\\\",\\\\\\\"23\\\\\\\",\\\\\\\"3\\\\\\\",\\\\\\\"31\\\\\\\"];var G=[\\\\\\\"123\\\\\\\",\\\\\\\"31\\\\\\\",\\\\\\\"1\\\\\\\",\\\\\\\"12\\\\\\\"],i=[\\\\\\\"1234\\\\\\\",\\\\\\\"12\\\\\\\",\\\\\\\"2\\\\\\\",\\\\\\\"23\\\\\\\"],T=[\\\\\\\"1234\\\\\\\",\\\\\\\"23\\\\\\\",\\\\\\\"3\\\\\\\",\\\\\\\"34\\\\\\\"],U=[\\\\\\\"1234\\\\\\\",\\\\\\\"34\\\\\\\",\\\\\\\"4\\\\\\\",\\\\\\\"41\\\\\\\"],C=[\\\\\\\"1234\\\\\\\",\\\\\\\"41\\\\\\\",\\\\\\\"1\\\\\\\",\\\\\\\"12\\\\\\\"];s=0;for(w=n.length;s<w;s++){z=q[s];v=y+s;if(z instanceof THREE.Face3){A=e(z.a,z.b);K=e(z.b,z.c);D=e(z.c,z.a);d(v,r[A],z.b,r[K],z,E,s);d(v,r[K],z.c,r[D],z,J,s);d(v,r[D],z.a,r[A],z,G,s)}else if(z instanceof THREE.Face4){A=e(z.a,z.b);K=e(z.b,z.c);D=e(z.c,z.d);M=e(z.d,z.a);d(v,r[A],z.b,r[K],z,i,s);d(v,r[K],z.c,r[D],z,T,s);d(v,r[D],z.d,r[M],\\nz,U,s);d(v,r[M],z.a,r[A],z,C,s)}else b(\\\\\\\"face should be a face!\\\\\\\",z)}r=new THREE.Vector3;z=new THREE.Vector3;s=0;for(w=o.length;s<w;s++)if(R[s]!==void 0){r.set(0,0,0);z.set(0,0,0);K=new THREE.Vector3(0,0,0);v=0;for(H in P[s]){r.addSelf(n[H]);v++}E=0;A=R[s].length;for(H=0;H<A;H++)u[e(R[s][H][0],R[s][H][1])]&&E++;if(E!=2){r.divideScalar(v);for(H=0;H<A;H++){v=R[s][H];v=o[v[0]].clone().addSelf(o[v[1]]).divideScalar(2);z.addSelf(v)}z.divideScalar(A);K.addSelf(o[s]);K.multiplyScalar(A-3);K.addSelf(r);K.addSelf(z.multiplyScalar(2));\\nK.divideScalar(A);l[s]=K}}a.vertices=l;a.faces=k;a.faceVertexUvs[0]=p;delete a.__tmpVertices;a.computeCentroids();a.computeFaceNormals();a.computeVertexNormals()};THREE.ImmediateRenderObject=function(){THREE.Object3D.call(this);this.render=function(){}};THREE.ImmediateRenderObject.prototype=new THREE.Object3D;THREE.ImmediateRenderObject.prototype.constructor=THREE.ImmediateRenderObject;\\nTHREE.LensFlare=function(a,b,c,d,e){THREE.Object3D.call(this);this.lensFlares=[];this.positionScreen=new THREE.Vector3;this.customUpdateCallback=void 0;a!==void 0&&this.add(a,b,c,d,e)};THREE.LensFlare.prototype=new THREE.Object3D;THREE.LensFlare.prototype.constructor=THREE.LensFlare;THREE.LensFlare.prototype.supr=THREE.Object3D.prototype;\\nTHREE.LensFlare.prototype.add=function(a,b,c,d,e,f){b===void 0&&(b=-1);c===void 0&&(c=0);f===void 0&&(f=1);e===void 0&&(e=new THREE.Color(16777215));if(d===void 0)d=THREE.NormalBlending;c=Math.min(c,Math.max(0,c));this.lensFlares.push({texture:a,size:b,distance:c,x:0,y:0,z:0,scale:1,rotation:1,opacity:f,color:e,blending:d})};\\nTHREE.LensFlare.prototype.updateLensFlares=function(){var a,b=this.lensFlares.length,c,d=-this.positionScreen.x*2,e=-this.positionScreen.y*2;for(a=0;a<b;a++){c=this.lensFlares[a];c.x=this.positionScreen.x+d*c.distance;c.y=this.positionScreen.y+e*c.distance;c.wantedRotation=c.x*Math.PI*0.25;c.rotation=c.rotation+(c.wantedRotation-c.rotation)*0.25}};\\nTHREE.MorphBlendMesh=function(a,b){THREE.Mesh.call(this,a,b);this.animationsMap={};this.animationsList=[];var c=this.geometry.morphTargets.length;this.createAnimation(\\\\\\\"__default\\\\\\\",0,c-1,c/1);this.setAnimationWeight(\\\\\\\"__default\\\\\\\",1)};THREE.MorphBlendMesh.prototype=new THREE.Mesh;THREE.MorphBlendMesh.prototype.constructor=THREE.MorphBlendMesh;\\nTHREE.MorphBlendMesh.prototype.createAnimation=function(a,b,c,d){b={startFrame:b,endFrame:c,length:c-b+1,fps:d,duration:(c-b)/d,lastFrame:0,currentFrame:0,active:false,time:0,direction:1,weight:1,directionBackwards:false,mirroredLoop:false};this.animationsMap[a]=b;this.animationsList.push(b)};\\nTHREE.MorphBlendMesh.prototype.autoCreateAnimations=function(a){for(var b=/([a-z]+)(\\\\d+)/,c,d={},e=this.geometry,f=0,g=e.morphTargets.length;f<g;f++){var h=e.morphTargets[f].name.match(b);if(h&&h.length>1){var j=h[1];d[j]||(d[j]={start:Infinity,end:-Infinity});h=d[j];if(f<h.start)h.start=f;if(f>h.end)h.end=f;c||(c=j)}}for(j in d){h=d[j];this.createAnimation(j,h.start,h.end,a)}this.firstAnimation=c};\\nTHREE.MorphBlendMesh.prototype.setAnimationDirectionForward=function(a){if(a=this.animationsMap[a]){a.direction=1;a.directionBackwards=false}};THREE.MorphBlendMesh.prototype.setAnimationDirectionBackward=function(a){if(a=this.animationsMap[a]){a.direction=-1;a.directionBackwards=true}};THREE.MorphBlendMesh.prototype.setAnimationFPS=function(a,b){var c=this.animationsMap[a];if(c){c.fps=b;c.duration=(c.end-c.start)/c.fps}};\\nTHREE.MorphBlendMesh.prototype.setAnimationDuration=function(a,b){var c=this.animationsMap[a];if(c){c.duration=b;c.fps=(c.end-c.start)/c.duration}};THREE.MorphBlendMesh.prototype.setAnimationWeight=function(a,b){var c=this.animationsMap[a];if(c)c.weight=b};THREE.MorphBlendMesh.prototype.setAnimationTime=function(a,b){var c=this.animationsMap[a];if(c)c.time=b};THREE.MorphBlendMesh.prototype.getAnimationTime=function(a){var b=0;if(a=this.animationsMap[a])b=a.time;return b};\\nTHREE.MorphBlendMesh.prototype.getAnimationDuration=function(a){var b=-1;if(a=this.animationsMap[a])b=a.duration;return b};THREE.MorphBlendMesh.prototype.playAnimation=function(a){var b=this.animationsMap[a];if(b){b.time=0;b.active=true}else console.warn(\\\\\\\"animation[\\\\\\\"+a+\\\\\\\"] undefined\\\\\\\")};THREE.MorphBlendMesh.prototype.stopAnimation=function(a){if(a=this.animationsMap[a])a.active=false};\\nTHREE.MorphBlendMesh.prototype.update=function(a){for(var b=0,c=this.animationsList.length;b<c;b++){var d=this.animationsList[b];if(d.active){var e=d.duration/d.length;d.time=d.time+d.direction*a;if(d.mirroredLoop){if(d.time>d.duration||d.time<0){d.direction=d.direction*-1;if(d.time>d.duration){d.time=d.duration;d.directionBackwards=true}if(d.time<0){d.time=0;d.directionBackwards=false}}}else{d.time=d.time%d.duration;if(d.time<0)d.time=d.time+d.duration}var f=d.startFrame+THREE.Math.clamp(Math.floor(d.time/\\ne),0,d.length-1),g=d.weight;if(f!==d.currentFrame){this.morphTargetInfluences[d.lastFrame]=0;this.morphTargetInfluences[d.currentFrame]=1*g;this.morphTargetInfluences[f]=0;d.lastFrame=d.currentFrame;d.currentFrame=f}e=d.time%e/e;d.directionBackwards&&(e=1-e);this.morphTargetInfluences[d.currentFrame]=e*g;this.morphTargetInfluences[d.lastFrame]=(1-e)*g}}};\\nTHREE.LensFlarePlugin=function(){function a(a){var c=b.createProgram(),d=b.createShader(b.FRAGMENT_SHADER),e=b.createShader(b.VERTEX_SHADER);b.shaderSource(d,a.fragmentShader);b.shaderSource(e,a.vertexShader);b.compileShader(d);b.compileShader(e);b.attachShader(c,d);b.attachShader(c,e);b.linkProgram(c);return c}var b,c,d,e,f,g,h,j,l,k,p,m,o;this.init=function(q){b=q.context;c=q;d=new Float32Array(16);e=new Uint16Array(6);q=0;d[q++]=-1;d[q++]=-1;d[q++]=0;d[q++]=0;d[q++]=1;d[q++]=-1;d[q++]=1;d[q++]=\\n0;d[q++]=1;d[q++]=1;d[q++]=1;d[q++]=1;d[q++]=-1;d[q++]=1;d[q++]=0;d[q++]=1;q=0;e[q++]=0;e[q++]=1;e[q++]=2;e[q++]=0;e[q++]=2;e[q++]=3;f=b.createBuffer();g=b.createBuffer();b.bindBuffer(b.ARRAY_BUFFER,f);b.bufferData(b.ARRAY_BUFFER,d,b.STATIC_DRAW);b.bindBuffer(b.ELEMENT_ARRAY_BUFFER,g);b.bufferData(b.ELEMENT_ARRAY_BUFFER,e,b.STATIC_DRAW);h=b.createTexture();j=b.createTexture();b.bindTexture(b.TEXTURE_2D,h);b.texImage2D(b.TEXTURE_2D,0,b.RGB,16,16,0,b.RGB,b.UNSIGNED_BYTE,null);b.texParameteri(b.TEXTURE_2D,\\nb.TEXTURE_WRAP_S,b.CLAMP_TO_EDGE);b.texParameteri(b.TEXTURE_2D,b.TEXTURE_WRAP_T,b.CLAMP_TO_EDGE);b.texParameteri(b.TEXTURE_2D,b.TEXTURE_MAG_FILTER,b.NEAREST);b.texParameteri(b.TEXTURE_2D,b.TEXTURE_MIN_FILTER,b.NEAREST);b.bindTexture(b.TEXTURE_2D,j);b.texImage2D(b.TEXTURE_2D,0,b.RGBA,16,16,0,b.RGBA,b.UNSIGNED_BYTE,null);b.texParameteri(b.TEXTURE_2D,b.TEXTURE_WRAP_S,b.CLAMP_TO_EDGE);b.texParameteri(b.TEXTURE_2D,b.TEXTURE_WRAP_T,b.CLAMP_TO_EDGE);b.texParameteri(b.TEXTURE_2D,b.TEXTURE_MAG_FILTER,b.NEAREST);\\nb.texParameteri(b.TEXTURE_2D,b.TEXTURE_MIN_FILTER,b.NEAREST);if(b.getParameter(b.MAX_VERTEX_TEXTURE_IMAGE_UNITS)<=0){l=false;k=a(THREE.ShaderFlares.lensFlare)}else{l=true;k=a(THREE.ShaderFlares.lensFlareVertexTexture)}p={};m={};p.vertex=b.getAttribLocation(k,\\\\\\\"position\\\\\\\");p.uv=b.getAttribLocation(k,\\\\\\\"uv\\\\\\\");m.renderType=b.getUniformLocation(k,\\\\\\\"renderType\\\\\\\");m.map=b.getUniformLocation(k,\\\\\\\"map\\\\\\\");m.occlusionMap=b.getUniformLocation(k,\\\\\\\"occlusionMap\\\\\\\");m.opacity=b.getUniformLocation(k,\\\\\\\"opacity\\\\\\\");m.color=b.getUniformLocation(k,\\n\\\\\\\"color\\\\\\\");m.scale=b.getUniformLocation(k,\\\\\\\"scale\\\\\\\");m.rotation=b.getUniformLocation(k,\\\\\\\"rotation\\\\\\\");m.screenPosition=b.getUniformLocation(k,\\\\\\\"screenPosition\\\\\\\");o=false};this.render=function(a,d,e,u){var a=a.__webglFlares,t=a.length;if(t){var y=new THREE.Vector3,s=u/e,w=e*0.5,H=u*0.5,E=16/u,z=new THREE.Vector2(E*s,E),v=new THREE.Vector3(1,1,0),A=new THREE.Vector2(1,1),J=m,E=p;b.useProgram(k);if(!o){b.enableVertexAttribArray(p.vertex);b.enableVertexAttribArray(p.uv);o=true}b.uniform1i(J.occlusionMap,0);b.uniform1i(J.map,\\n1);b.bindBuffer(b.ARRAY_BUFFER,f);b.vertexAttribPointer(E.vertex,2,b.FLOAT,false,16,0);b.vertexAttribPointer(E.uv,2,b.FLOAT,false,16,8);b.bindBuffer(b.ELEMENT_ARRAY_BUFFER,g);b.disable(b.CULL_FACE);b.depthMask(false);var K,R,P,D,M;for(K=0;K<t;K++){E=16/u;z.set(E*s,E);D=a[K];y.set(D.matrixWorld.elements[12],D.matrixWorld.elements[13],D.matrixWorld.elements[14]);d.matrixWorldInverse.multiplyVector3(y);d.projectionMatrix.multiplyVector3(y);v.copy(y);A.x=v.x*w+w;A.y=v.y*H+H;if(l||A.x>0&&A.x<e&&A.y>0&&\\nA.y<u){b.activeTexture(b.TEXTURE1);b.bindTexture(b.TEXTURE_2D,h);b.copyTexImage2D(b.TEXTURE_2D,0,b.RGB,A.x-8,A.y-8,16,16,0);b.uniform1i(J.renderType,0);b.uniform2f(J.scale,z.x,z.y);b.uniform3f(J.screenPosition,v.x,v.y,v.z);b.disable(b.BLEND);b.enable(b.DEPTH_TEST);b.drawElements(b.TRIANGLES,6,b.UNSIGNED_SHORT,0);b.activeTexture(b.TEXTURE0);b.bindTexture(b.TEXTURE_2D,j);b.copyTexImage2D(b.TEXTURE_2D,0,b.RGBA,A.x-8,A.y-8,16,16,0);b.uniform1i(J.renderType,1);b.disable(b.DEPTH_TEST);b.activeTexture(b.TEXTURE1);\\nb.bindTexture(b.TEXTURE_2D,h);b.drawElements(b.TRIANGLES,6,b.UNSIGNED_SHORT,0);D.positionScreen.copy(v);D.customUpdateCallback?D.customUpdateCallback(D):D.updateLensFlares();b.uniform1i(J.renderType,2);b.enable(b.BLEND);R=0;for(P=D.lensFlares.length;R<P;R++){M=D.lensFlares[R];if(M.opacity>0.001&&M.scale>0.001){v.x=M.x;v.y=M.y;v.z=M.z;E=M.size*M.scale/u;z.x=E*s;z.y=E;b.uniform3f(J.screenPosition,v.x,v.y,v.z);b.uniform2f(J.scale,z.x,z.y);b.uniform1f(J.rotation,M.rotation);b.uniform1f(J.opacity,M.opacity);\\nb.uniform3f(J.color,M.color.r,M.color.g,M.color.b);c.setBlending(M.blending,M.blendEquation,M.blendSrc,M.blendDst);c.setTexture(M.texture,1);b.drawElements(b.TRIANGLES,6,b.UNSIGNED_SHORT,0)}}}}b.enable(b.CULL_FACE);b.enable(b.DEPTH_TEST);b.depthMask(true)}}};\\nTHREE.ShadowMapPlugin=function(){var a,b,c,d,e=new THREE.Frustum,f=new THREE.Matrix4,g=new THREE.Vector3,h=new THREE.Vector3;this.init=function(e){a=e.context;b=e;var e=THREE.ShaderLib.depthRGBA,f=THREE.UniformsUtils.clone(e.uniforms);c=new THREE.ShaderMaterial({fragmentShader:e.fragmentShader,vertexShader:e.vertexShader,uniforms:f});d=new THREE.ShaderMaterial({fragmentShader:e.fragmentShader,vertexShader:e.vertexShader,uniforms:f,morphTargets:true});c._shadowPass=true;d._shadowPass=true};this.render=\\nfunction(a,c){b.shadowMapEnabled&&b.shadowMapAutoUpdate&&this.update(a,c)};this.update=function(j,l){var k,p,m,o,q,n,r,u,t,y=[];o=0;a.clearColor(1,1,1,1);a.disable(a.BLEND);a.enable(a.CULL_FACE);b.shadowMapCullFrontFaces?a.cullFace(a.FRONT):a.cullFace(a.BACK);b.setDepthTest(true);k=0;for(p=j.__lights.length;k<p;k++){m=j.__lights[k];if(m.castShadow)if(m instanceof THREE.DirectionalLight&&m.shadowCascade)for(q=0;q<m.shadowCascadeCount;q++){var s;if(m.shadowCascadeArray[q])s=m.shadowCascadeArray[q];\\nelse{t=m;r=q;s=new THREE.DirectionalLight;s.isVirtual=true;s.onlyShadow=true;s.castShadow=true;s.shadowCameraNear=t.shadowCameraNear;s.shadowCameraFar=t.shadowCameraFar;s.shadowCameraLeft=t.shadowCameraLeft;s.shadowCameraRight=t.shadowCameraRight;s.shadowCameraBottom=t.shadowCameraBottom;s.shadowCameraTop=t.shadowCameraTop;s.shadowCameraVisible=t.shadowCameraVisible;s.shadowDarkness=t.shadowDarkness;s.shadowBias=t.shadowCascadeBias[r];s.shadowMapWidth=t.shadowCascadeWidth[r];s.shadowMapHeight=t.shadowCascadeHeight[r];\\ns.pointsWorld=[];s.pointsFrustum=[];u=s.pointsWorld;n=s.pointsFrustum;for(var w=0;w<8;w++){u[w]=new THREE.Vector3;n[w]=new THREE.Vector3}u=t.shadowCascadeNearZ[r];t=t.shadowCascadeFarZ[r];n[0].set(-1,-1,u);n[1].set(1,-1,u);n[2].set(-1,1,u);n[3].set(1,1,u);n[4].set(-1,-1,t);n[5].set(1,-1,t);n[6].set(-1,1,t);n[7].set(1,1,t);s.originalCamera=l;n=new THREE.Gyroscope;n.position=m.shadowCascadeOffset;n.add(s);n.add(s.target);l.add(n);m.shadowCascadeArray[q]=s;console.log(\\\\\\\"Created virtualLight\\\\\\\",s)}r=m;u=\\nq;t=r.shadowCascadeArray[u];t.position.copy(r.position);t.target.position.copy(r.target.position);t.lookAt(t.target);t.shadowCameraVisible=r.shadowCameraVisible;t.shadowDarkness=r.shadowDarkness;t.shadowBias=r.shadowCascadeBias[u];n=r.shadowCascadeNearZ[u];r=r.shadowCascadeFarZ[u];t=t.pointsFrustum;t[0].z=n;t[1].z=n;t[2].z=n;t[3].z=n;t[4].z=r;t[5].z=r;t[6].z=r;t[7].z=r;y[o]=s;o++}else{y[o]=m;o++}}k=0;for(p=y.length;k<p;k++){m=y[k];if(!m.shadowMap){m.shadowMap=new THREE.WebGLRenderTarget(m.shadowMapWidth,\\nm.shadowMapHeight,{minFilter:THREE.LinearFilter,magFilter:THREE.LinearFilter,format:THREE.RGBAFormat});m.shadowMapSize=new THREE.Vector2(m.shadowMapWidth,m.shadowMapHeight);m.shadowMatrix=new THREE.Matrix4}if(!m.shadowCamera){if(m instanceof THREE.SpotLight)m.shadowCamera=new THREE.PerspectiveCamera(m.shadowCameraFov,m.shadowMapWidth/m.shadowMapHeight,m.shadowCameraNear,m.shadowCameraFar);else if(m instanceof THREE.DirectionalLight)m.shadowCamera=new THREE.OrthographicCamera(m.shadowCameraLeft,m.shadowCameraRight,\\nm.shadowCameraTop,m.shadowCameraBottom,m.shadowCameraNear,m.shadowCameraFar);else{console.error(\\\\\\\"Unsupported light type for shadow\\\\\\\");continue}j.add(m.shadowCamera);b.autoUpdateScene&&j.updateMatrixWorld()}if(m.shadowCameraVisible&&!m.cameraHelper){m.cameraHelper=new THREE.CameraHelper(m.shadowCamera);m.shadowCamera.add(m.cameraHelper)}if(m.isVirtual&&s.originalCamera==l){q=l;o=m.shadowCamera;n=m.pointsFrustum;t=m.pointsWorld;g.set(Infinity,Infinity,Infinity);h.set(-Infinity,-Infinity,-Infinity);for(r=\\n0;r<8;r++){u=t[r];u.copy(n[r]);THREE.ShadowMapPlugin.__projector.unprojectVector(u,q);o.matrixWorldInverse.multiplyVector3(u);if(u.x<g.x)g.x=u.x;if(u.x>h.x)h.x=u.x;if(u.y<g.y)g.y=u.y;if(u.y>h.y)h.y=u.y;if(u.z<g.z)g.z=u.z;if(u.z>h.z)h.z=u.z}o.left=g.x;o.right=h.x;o.top=h.y;o.bottom=g.y;o.updateProjectionMatrix()}o=m.shadowMap;n=m.shadowMatrix;q=m.shadowCamera;q.position.copy(m.matrixWorld.getPosition());q.lookAt(m.target.matrixWorld.getPosition());q.updateMatrixWorld();q.matrixWorldInverse.getInverse(q.matrixWorld);\\nif(m.cameraHelper)m.cameraHelper.lines.visible=m.shadowCameraVisible;m.shadowCameraVisible&&m.cameraHelper.update();n.set(0.5,0,0,0.5,0,0.5,0,0.5,0,0,0.5,0.5,0,0,0,1);n.multiplySelf(q.projectionMatrix);n.multiplySelf(q.matrixWorldInverse);if(!q._viewMatrixArray)q._viewMatrixArray=new Float32Array(16);if(!q._projectionMatrixArray)q._projectionMatrixArray=new Float32Array(16);q.matrixWorldInverse.flattenToArray(q._viewMatrixArray);q.projectionMatrix.flattenToArray(q._projectionMatrixArray);f.multiply(q.projectionMatrix,\\nq.matrixWorldInverse);e.setFromMatrix(f);b.setRenderTarget(o);b.clear();t=j.__webglObjects;m=0;for(o=t.length;m<o;m++){r=t[m];n=r.object;r.render=false;if(n.visible&&n.castShadow&&(!(n instanceof THREE.Mesh)||!n.frustumCulled||e.contains(n))){n._modelViewMatrix.multiply(q.matrixWorldInverse,n.matrixWorld);r.render=true}}m=0;for(o=t.length;m<o;m++){r=t[m];if(r.render){n=r.object;r=r.buffer;u=n.customDepthMaterial?n.customDepthMaterial:n.geometry.morphTargets.length?d:c;r instanceof THREE.BufferGeometry?\\nb.renderBufferDirect(q,j.__lights,null,u,r,n):b.renderBuffer(q,j.__lights,null,u,r,n)}}t=j.__webglObjectsImmediate;m=0;for(o=t.length;m<o;m++){r=t[m];n=r.object;if(n.visible&&n.castShadow){n._modelViewMatrix.multiply(q.matrixWorldInverse,n.matrixWorld);b.renderImmediateObject(q,j.__lights,null,c,n)}}}k=b.getClearColor();p=b.getClearAlpha();a.clearColor(k.r,k.g,k.b,p);a.enable(a.BLEND);b.shadowMapCullFrontFaces&&a.cullFace(a.BACK)}};THREE.ShadowMapPlugin.__projector=new THREE.Projector;\\nTHREE.SpritePlugin=function(){function a(a,b){return b.z-a.z}var b,c,d,e,f,g,h,j,l,k;this.init=function(a){b=a.context;c=a;d=new Float32Array(16);e=new Uint16Array(6);a=0;d[a++]=-1;d[a++]=-1;d[a++]=0;d[a++]=1;d[a++]=1;d[a++]=-1;d[a++]=1;d[a++]=1;d[a++]=1;d[a++]=1;d[a++]=1;d[a++]=0;d[a++]=-1;d[a++]=1;d[a++]=0;a=d[a++]=0;e[a++]=0;e[a++]=1;e[a++]=2;e[a++]=0;e[a++]=2;e[a++]=3;f=b.createBuffer();g=b.createBuffer();b.bindBuffer(b.ARRAY_BUFFER,f);b.bufferData(b.ARRAY_BUFFER,d,b.STATIC_DRAW);b.bindBuffer(b.ELEMENT_ARRAY_BUFFER,\\ng);b.bufferData(b.ELEMENT_ARRAY_BUFFER,e,b.STATIC_DRAW);var a=THREE.ShaderSprite.sprite,m=b.createProgram(),o=b.createShader(b.FRAGMENT_SHADER),q=b.createShader(b.VERTEX_SHADER);b.shaderSource(o,a.fragmentShader);b.shaderSource(q,a.vertexShader);b.compileShader(o);b.compileShader(q);b.attachShader(m,o);b.attachShader(m,q);b.linkProgram(m);h=m;j={};l={};j.position=b.getAttribLocation(h,\\\\\\\"position\\\\\\\");j.uv=b.getAttribLocation(h,\\\\\\\"uv\\\\\\\");l.uvOffset=b.getUniformLocation(h,\\\\\\\"uvOffset\\\\\\\");l.uvScale=b.getUniformLocation(h,\\n\\\\\\\"uvScale\\\\\\\");l.rotation=b.getUniformLocation(h,\\\\\\\"rotation\\\\\\\");l.scale=b.getUniformLocation(h,\\\\\\\"scale\\\\\\\");l.alignment=b.getUniformLocation(h,\\\\\\\"alignment\\\\\\\");l.color=b.getUniformLocation(h,\\\\\\\"color\\\\\\\");l.map=b.getUniformLocation(h,\\\\\\\"map\\\\\\\");l.opacity=b.getUniformLocation(h,\\\\\\\"opacity\\\\\\\");l.useScreenCoordinates=b.getUniformLocation(h,\\\\\\\"useScreenCoordinates\\\\\\\");l.affectedByDistance=b.getUniformLocation(h,\\\\\\\"affectedByDistance\\\\\\\");l.screenPosition=b.getUniformLocation(h,\\\\\\\"screenPosition\\\\\\\");l.modelViewMatrix=b.getUniformLocation(h,\\\\\\\"modelViewMatrix\\\\\\\");\\nl.projectionMatrix=b.getUniformLocation(h,\\\\\\\"projectionMatrix\\\\\\\");k=false};this.render=function(d,e,o,q){var d=d.__webglSprites,n=d.length;if(n){var r=j,u=l,t=q/o,o=o*0.5,y=q*0.5,s=true;b.useProgram(h);if(!k){b.enableVertexAttribArray(r.position);b.enableVertexAttribArray(r.uv);k=true}b.disable(b.CULL_FACE);b.enable(b.BLEND);b.depthMask(true);b.bindBuffer(b.ARRAY_BUFFER,f);b.vertexAttribPointer(r.position,2,b.FLOAT,false,16,0);b.vertexAttribPointer(r.uv,2,b.FLOAT,false,16,8);b.bindBuffer(b.ELEMENT_ARRAY_BUFFER,\\ng);b.uniformMatrix4fv(u.projectionMatrix,false,e._projectionMatrixArray);b.activeTexture(b.TEXTURE0);b.uniform1i(u.map,0);for(var w,H=[],r=0;r<n;r++){w=d[r];if(w.visible&&w.opacity!==0)if(w.useScreenCoordinates)w.z=-w.position.z;else{w._modelViewMatrix.multiply(e.matrixWorldInverse,w.matrixWorld);w.z=-w._modelViewMatrix.elements[14]}}d.sort(a);for(r=0;r<n;r++){w=d[r];if(w.visible&&w.opacity!==0&&w.map&&w.map.image&&w.map.image.width){if(w.useScreenCoordinates){b.uniform1i(u.useScreenCoordinates,1);\\nb.uniform3f(u.screenPosition,(w.position.x-o)/o,(y-w.position.y)/y,Math.max(0,Math.min(1,w.position.z)))}else{b.uniform1i(u.useScreenCoordinates,0);b.uniform1i(u.affectedByDistance,w.affectedByDistance?1:0);b.uniformMatrix4fv(u.modelViewMatrix,false,w._modelViewMatrix.elements)}e=w.map.image.width/(w.scaleByViewport?q:1);H[0]=e*t*w.scale.x;H[1]=e*w.scale.y;b.uniform2f(u.uvScale,w.uvScale.x,w.uvScale.y);b.uniform2f(u.uvOffset,w.uvOffset.x,w.uvOffset.y);b.uniform2f(u.alignment,w.alignment.x,w.alignment.y);\\nb.uniform1f(u.opacity,w.opacity);b.uniform3f(u.color,w.color.r,w.color.g,w.color.b);b.uniform1f(u.rotation,w.rotation);b.uniform2fv(u.scale,H);if(w.mergeWith3D&&!s){b.enable(b.DEPTH_TEST);s=true}else if(!w.mergeWith3D&&s){b.disable(b.DEPTH_TEST);s=false}c.setBlending(w.blending,w.blendEquation,w.blendSrc,w.blendDst);c.setTexture(w.map,0);b.drawElements(b.TRIANGLES,6,b.UNSIGNED_SHORT,0)}}b.enable(b.CULL_FACE);b.enable(b.DEPTH_TEST);b.depthMask(true)}}};\\nTHREE.DepthPassPlugin=function(){this.enabled=false;this.renderTarget=null;var a,b,c,d,e=new THREE.Frustum,f=new THREE.Matrix4;this.init=function(e){a=e.context;b=e;var e=THREE.ShaderLib.depthRGBA,f=THREE.UniformsUtils.clone(e.uniforms);c=new THREE.ShaderMaterial({fragmentShader:e.fragmentShader,vertexShader:e.vertexShader,uniforms:f});d=new THREE.ShaderMaterial({fragmentShader:e.fragmentShader,vertexShader:e.vertexShader,uniforms:f,morphTargets:true});c._shadowPass=true;d._shadowPass=true};this.render=\\nfunction(a,b){this.enabled&&this.update(a,b)};this.update=function(g,h){var j,l,k,p,m,o;a.clearColor(1,1,1,1);a.disable(a.BLEND);b.setDepthTest(true);b.autoUpdateScene&&g.updateMatrixWorld();if(!h._viewMatrixArray)h._viewMatrixArray=new Float32Array(16);if(!h._projectionMatrixArray)h._projectionMatrixArray=new Float32Array(16);h.matrixWorldInverse.getInverse(h.matrixWorld);h.matrixWorldInverse.flattenToArray(h._viewMatrixArray);h.projectionMatrix.flattenToArray(h._projectionMatrixArray);f.multiply(h.projectionMatrix,\\nh.matrixWorldInverse);e.setFromMatrix(f);b.setRenderTarget(this.renderTarget);b.clear();o=g.__webglObjects;j=0;for(l=o.length;j<l;j++){k=o[j];m=k.object;k.render=false;if(m.visible&&(!(m instanceof THREE.Mesh)||!m.frustumCulled||e.contains(m))){m._modelViewMatrix.multiply(h.matrixWorldInverse,m.matrixWorld);k.render=true}}j=0;for(l=o.length;j<l;j++){k=o[j];if(k.render){m=k.object;k=k.buffer;b.setObjectFaces(m);p=m.customDepthMaterial?m.customDepthMaterial:m.geometry.morphTargets.length?d:c;k 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tYYO6JzA/fzf+H8G1ogxkaIIvm61jUX7c/Cn72bZMQIHd6eh8q/7BruOWM6gg+T1yVP2lK33zTtxO8fOtrXgv1nH+nNj8Xi6mraJguMQ0F8JehdT3ji+2D4xl7PMDu6S+dWygAeEIFlv683tLdlwWBWuLL5IHSRw9fxvfGv0zMRQ/z5WNoOe1epIfVlFeXfFf9a67/olu+gdxqITUrou6tA32fawusT9yL1fF13btCYK2mrbPddZFG7vRLYX0HZ9VXg+z4fv2+XM6UFirLCaLSB8cYWNja35TMrsO9aoHTPumGoql0UkiDnnKOqKoxGI5Sl+JxOJ5hOpwCAnZ3zmM5m2Dl/HnVd67+maSI6zwCFaenoYWzy6FcriHZ/UGBvDkxeIGGLyIIYW3UNWXH4fv8auZ+SoGX97dwY1B3wyCTUjvLu3Kmr/XaISHfXy+aK3jRH90DZYep3REJuffYet3r7exL2mP9Um7/KI9EVYboaKL+CqhMkav8o9Vs/4xUY9z+t+s+tPNHfE+kxFrRFiOubcR+YfV9vSO5MhJNEsFU0ivAErPPE1T0ZrzjzO2EOklgSIlO8db1ZvM2rfHHOIJd1xeyKqnhoIslzueqeGDFEO1E5bXwYdtHo6erEmoCAeF7oyRD2Q+oeEi/F/Ehemdkrz2lZadK8GCnyvJTkeQlCCbgkxDmTZ57XcrX5bCbI87oGaxqxbTtTxLkoYP9IvVZ3MTGfph6FyXHyKLiwZvpyxkqQCfQMB4fvWMsYgh6umQOQImOlWJjMPQSsXOaVWh0CRzHf+0Bt+4R+SZzb8F0Q86yUOIBacWgwxusiIRDn6+LVe31zPFa3iX3PageApfsoh428RqThru3SBFIz85ePOcK0iylh0y5THB2szF/hrIh6JSJvrrjTjUQhXS1Y17qckZGxXlj1bgax8O2tbFNxdx1jcFhISRHztS4ckeMRjpMGKRjKwQ9wERzw2LKEZcYcYhFXw4CaAXWjSClFoq92nNbqivxSMyEL4yZpZVlia2sLm5ubOHHiBJqmwf7+PsqyBGMNNje3cObM3dg5fx5nz53D7s4Odnd3VzOhqiMYRb+YeAG1fFCdyRtFF3neX4SFMIREXzymNYZDHs4dCHqnc82zoy8GVxdFmBJDCnYecQSY8om0p+gCWscoHCLgEPjlLX4r4nqVsQbQZq5HRktCVrGinLt/TpiStBb8LtHDrE1U+5ES/YwsUyNIq63uXNHktyWNYnHVwAR7twFlk1vf5bN2HeFe8eit1K1nouXEW39GHrYCURMp7Ly1A+CWvCp+te2+RZ4rOVVdUgS7zi9Pbm7914QySDQ8sTgOenW8Wfbels5EhbYnjcgzz0kpzjmnowrFaARajVBIIp0UBWhRghQU4ADjijhv9JbtasW5WHXemO3a1Sw/pbD0ENFeee7W00B8B6aqHUdncUYbMoF+gWNdjOuM4cjk+QWAo0zi9pJ9EcfSBU6iz5l0RR728cwkdcIkF+ZfXSzz5lkJxZM/7HDnl+kg4Yu/qI7uOD2Xtt+iLdSKMjZRVbvKMbgdGMnEXS1DiGUwGRJdr0bvEtNxNKyaPJ8v/KUSFn1E4MLwjlY3n+zoJVhLp2wNCcOcvZk8Xw90jR+5jDLmwyps3bbV4MuIry2MVNyHvdtCDCmiQK2yMru7+H/9x7jYmao6DOdWxKsssTgx1oajRaJzLshqxjiaRhDYnHNNYLMV20UEXJMyhAB1w9EwLnzk8pmqqrC1tYWTJ0/hkksuBiEUs1mN0WgESilOnjyJz932Odx95gwAoK5r7O7uLl/WIcWqOQhTv4kKxN4CVn7pm82tZFwykGHjrb8TVWqntvmJ/vXor5JoWXne/p7zYS4mKs5SdfQVosU90Ot6Oi+tc6j1CnSLhI1EkCLP28orCGfQkDO0Jrj9P2kp/7kgmO1ALt8OIs5PYm5oEXnIQQLRsUST5zoWaofmPWvFSMynJZr3zesLYyFzAGDiqyTPHVI8INB5sp7o/CMqveKfXrG+wHgXJVmd8ZlEHk7VMDGAEM+m1iH5K72te2piv/OGIo25JNFh3iFSZCJJc93fJ6ut56/z76rdIygFKQtBlo8qQZyPxPdCrj4nVJ6LTguxopxx8KYBm83QTKdgM3H2Oatr8LoGZ0w/13+bHHcSi66j6re86Oailb42B2nGsUcm0DMyjiAyeZ5xfJBJ9MGI2BEkfst6x1txC7MhVSx5bQZDP/JcXZs388LwBq36WrcyG4jlk+eRK0s/tHC17TGWJ719EBFniSLRndvWSgfHaQPb4eDLwZ3v5py1ZVbDI0ieR1/yIo+S6Aifcx5ujyJKnvd4dR27+gsHXeWdddqM+bBKInnVK9H7IrZaTOHQifS26P3xN4lOusWNz+rzY276w+lPDphEXwCcc3DG0XCgYRx1I4iVRhLpzYqrPIVw3CvCTBDoAONmhaFagX769ClcdtllqKoROGfY3NxAVY1w6vRpVNUIo/EIe7u7KyHPFXqVKoFZ5Se3xm1b0LcU8rz9rci1tvHW1ZAI0iT6oqibh+Ds3tuC61ujn8K4es3yI+yCR57PQ5/Gwjwys7k9LKPIU1XHXnFuk+eC3wzzyyFF4RO/A23nXvV53tSL/n/pJR4YPCR1Uz5iE4fEepLr/OJw9QluvWvXW0Whk85OyNjUrgwWeY+gdwlD5Fa52oWrd35zbXH3O49cs9KlBLAIVJuIVxc/e/eD8Ftv/49BCp/xsF/Fo+73P2OJb3Ho+BVO/LZznVu39OQrEuutuw7biwliha3fN35BnQfKf9hzYl7whBrI5dbttCjllu0j0JFceS4/SVmCEHE+OgiVjVkQ6M1sKv9mYLX8U6vPbfK8U0aCu85fg9e/+1eCO//suv+GR9zvzSpbTAYhUXcyLkhkAv0Cx7yG9bI7j3Xddm5ZGHqGX3B/QZVr0TPtVn3G+dAzGec5I71rNUfX+0Ow9PrbFV63rtDx/IKGnO+/8sNX91eic4ROqe4zxXnH/YhDrhVe/D7BHSjP7dENi637/mBjv408jxhK7VVn8bZg2zCmbXWVYUKaPuIsWzkOIo2YiY4x5zwSbEk2FMtudh295fAAeevPwRKE/W+6rtjEeSwMtYW7HWVgVAOIkRdtLv92dDG9bn0Z3N6DLpNHvlnRxWbsrBxieg9JOTwWwOL943obz22k3lro1tGVJ8mHe15ri24x/XfR8Jd1hndqdfNQ/XXt68eC6LSnDmg1erBNak95Drt/Wbb9dUADhufxXSYWtL+Ch+PhGTWPDzLHYo8GnIqnXkbj97aTFSvQIUl0syJdXIsnmhJRP6hSmSKDLYfydfPkSnb1PiEAJYY8V+8BAKUUVVVhPB5ja2sLGxsbmEwuAaXinPStrS2wpgalBHu7u2BNjcl0gqZuMKtrNHWN2Wym6QrdXjvss2VRYDGubmjNDfM4DHVYe/Wf9e0t8VuPRbFXAgnSoQv5+ks3T8smnr7c4wXv+flsTf18rKCTUQ/vazqzjyd/RN/v5p5afGmREEN/iG//9oBjh5kAA1ssWFU8DzoshFR9krIM7x3cMaHbnTckYTJci7COlVEgj9W+7ZO/uR2kDM98hykjHvRCru9Iv0eCME39cGvHdLaBu3bujXt27oVz+xdjNhth2oxASYNRsY9xuYtRuYtLtj+HS098FgVlun6Yz0TeccA/kD46Ukdsf3MvHf5QlSR2UIQfRp+xo82yV+VnPyPy3+3ztW7bSqKbcg1ikmS4WFVOxRnnoxEK60+dgU7LSmzbriaCSOKcq3PPZ+Lccz6rwWtx5rm7dTtvaR/WyN1S/QlpbyGd+vnRN6EyeiAT6BkZGRcEukj0dcIAe2vO0CNY6mzoISlYQpxpn1T3q2vAhUiqaMWR+DPoufzsj0NtPkGVci903BaX1qz5E+szPJPb1M2h/p9+kduxr1/exOAX6UIya/uUmwxuDTDlEfYdz6vqUHwv+LBK4VE0iO0+cOhdoZ1E5fCwfy4p6KiTWV05Au2gD9oIvXXBeklzdLAMXfYo1I8+WAeZ7bw8KHn0yjBr5XlsEpeSbR3yaTg6iIzYdQ7HmZoOC2a8t8dS7kWzWmMsLhegFijP3UkG413n2aVe/PKPQRLnikyXRHbD4nEWBVBQoCqAgpJApRKr2DlmDaCPLY3FTwRRRCkknyOI+5CYMaCUYjwe48SJbTRNg9FojOl0CkopmrrGeGOM8cYYOzu7OHv2LHZ3dnD27Fk0TRPN57p+LM7v/X7/TFsyLtp6AAiZJO+HIjsWxRIkIN53q0Z17LwRk+BQe6AB+rKyx5xVoon2404r6ArU+x0QzRGFnFjujYWLdHgAaSpqdeXrunNIL0NPmAtcdv88zOtV2M+Dbb14+do/likmkaR1sOo7IopteOmqqQYhS07dDHzz0VnV7sUFu267BLodlSMGAMYIbv78Q/Dh274an/7Cg3Hn2avBOO1OOABKGlyyfSuuvvRDuO4+78TVl70fBWHQ25hbwjkT5J3rc0CthJdpccoz6EJIQNq7T0Tob/nllrseit971yuD6O932Q349ke/3InCfPWOoLCI4ni9I7pwVH//npufg7/7p+8JnnzMNa/FY675/4KwQcSW7VSed06KEsWoQjEeoxiPUcoV6OJ+AVoWACg4Y2CsAWdMnnk+lWeez8SW7Y24Z3S9UPTA/2flB7Fl7IVD945krBkygZ6RkXHscDwcg6sgdxPOGv0lJBUCoYbE1em0WWK5zEGirwN5rnAgJDqMoak9ZBHD5fCaSypibm53kOjOW4saQytDYiM6f2XxwiQ66fgZkqhLQZecC8SZdgC0IOl35+YzVuk7V3aKwMMVp26Q8/czUa+biiVZKfq1X27NNI8EvwBak9vVTxNr/F5a/xwjYlJug/XqKRbBOus9xPofYo0G5jXFskj0o4x1k/+g5Wk7A13Jwi3n5zrkV8RP7T3QpZO0sFiwxnM/zLb4tESRsTQe45KgFIT4LZ66p97sKM6A5OxMjD0RwToLVxHoXGzdLoj0MCC1+rygwKgkGJViJboNxoFpLVeTW6vKA0mICA8M4ESefS5lSuYJIRiPN4QMRYHt7W1w1qAqS3AObG5tYTwe48yZe1DdcQcIIdjZ2REE+hz240GjXTz/7pCa2zfhnr1F/LOBO/wHh40lk+g+1ZVKr7FZYjZG8MWFpQr3z8/l9FgrNONa43Sp1Z6xcre/1FRhSzMYvmbEC4wQBGNP9J0W2PUp2PqiZxixN+Q4Kkh02xGSDstOnUt+e81A3g2IdOueetGt+4ZU9clkm9zdmZzEez7xNLz7E0/D+clFPVIbgvECXzh/Fb5w/irccMszMC538Mir3oLHXPNGbI7OSd46zAuS/NENMT4xZzKH3X7DmDj09hSBLDzxHswkkRY5ABmkKiRY12T8vmfBp+t1ucsv7fqjqgj21vyyDlJry/ZKrjofj1CMxuKzqsR550UBWhRC52AMvGFgdY1mOgObzgSBrs49l7PvzA513E+q813z+e6/VAbq8ov2QLGLXa7ujGOHTKBnZGQce6ybE6kTq/Xa9EagQMyzSv0g0zLAylwn8lzhQHw4PLKqcy3yomfKg/qUrmDqzrq1+LhbQJ5J7zk9559I006OHol+MIVliN43U8UU/kTE1hlxyS0fF+0A24jeNIneBWOeE/fikqpFVKKh4fP4jPlFkCwNy/hfi+7wGKOdPM/IOHqwCeuDhL/y3LZ1bLnse4eFXuS5emKwmIrtld9TkQ/AofZQMSbDux0sXovA1SdDErAteg5uVp9zSPJcrD6PrUCH9JkrAn1jRFB48qmz02cNx4yYLeKD+IkklKT6pc4+t9b3BaCUYmNjjNGowubmJpqGgVKC0XiMoqQ4eeokxhsbuOP221HPZphMJm57WEdjQWIYeb5K+CS6rX4eAe1pqL7sPz93EtvssX7lt8bVcynQfgl7nNJkl22Hee+pPl/1D2os9AsqUnaLk+hhmO7NftDD1jIKWGedybP2cd94hERyfAJWc97Jcckl6Q2Rbq9+t8tQJFXpLOKlmhV4503PwN985FswrTf7prYXJvU23vnJ78ANtzwLX/OA1+NrHvB6UGU/2yJaaRgOVffU5DM7feoJFb41oUA91CNOn+SOPsOZmdxEzMnmBsYCa6263NIf+pLogOUzEZ+EUpCytMhzsfK8GI/F9u1lCVLILd6pXH3OxdbtbDYDm05KluhwAAAgAElEQVTB1Ar0mVqB7m3dDiBYYS9FcvROZed72Z9C7ybZX7XKOCbIBPoFjr7GfteZe11n/g094+2gVxAfaTIhglWfqbf8M/KWH/8y03zQ9U8plOavo72s0G4Ngo0qUSGxtFpYTkH/ltLyW4osrBpd8g4t//nzwzYsUuG1310G/P5+2PMCy6oDkTPFOrLXpy/9BHQlZ9W1d4id7E926GVod7TPsDy7pDno9t2Ozrzr6vu77q9cH+iK33skqL+upRY/kyzyrrDtvdh5+EwgraePJcTu8PkPg57Bb3twhnq71LMXhlm7LD1l9SRgu5z+zgiLJmuoveHjsPXZRXHc7Js29DnbfWh+D7F/++T1KsvDDjsWTyztQ+WZ12/Q/vCC4wYPvighFgl1Lgy1Jlrtty5drw+J3uMK4JYrt/7ZK9EVMcAYByVqi2CxWrygBFWh/sw27jYo42gKoCoIGgaUBUCYOtsccrU7B6EiegaAwo0fUoamaTCdTrG3t4fz589H00QpxWg0wtbWNqbTGS666CJM9vdx0cWXYH9/grNnz2J/fx8AcM+ZM+vFUiY4w6E7lQ2uj4NC92Vcl8xbEfzM6aP0LrEPWqfqqRDIE+wAEv7s0LisD9PHDAhgufDl9/TT9JQeOGSyeR7p39ECDiw250dy43fNHJJkvXGWU/Dwt2toqjdC/4JjrnIid/9zqEsZhnpfTYgS1z5/9kvw+r//YdzxxavjaVkSps0W/tdNL8TNdz0cz374L+LE5hlLREn4Qsplp8FK4OmtL+DJX/6bMHkmHrji4o8qE1u/z2XG+yX0tg/+EG787NP17+c8+mW476U3Os/EfK/qWmz+mniEg2lC2UoawuNUYnG11s2YTAp2IyUEoPLcc0LlyvPKkOfjsSDT5XVSlHLHBPknx3fOGVjTiD/GwO2taoiJk1CqSX6iyf6I1HY1bGHQdfmp3/7kBqvP1x4G1VYuDFdDBjKBnpGRcUyxbBJ97XGARsVhr2TRcnTdPHwRV4MjkbahFTKWqOPbfv3UxoxwRyf37dkF6sBQHvJIVLcBiNZMZYwRswVZlIxwOFkieV256g8wFvOi05G7mk+MZB+yde0CcOuDF2eycvWvRQSITwpQBmvLfIFkePYXO++0WG5ZX1C6wxohZ3sah3HW9jrD10O7trWcN8/WRd+NISXXeskbWwWl7jj/3BFiSBL6qJuDs2QVeZgIcwH7rX1knTdQdZ6wG4odGqWCAC+pIMzLgmBcia3bCxqneQkEqT4qze+6AWYNUDOOugFYY0VkO71hdlvgnGM6neLcuXNSXI6NjY0gvp2dHezs7ODcuXPY398H5xyj0QgXXSS2Bi4KitlsBgB4z7vf3TNzGgD7nU+ZJigL18vLzvcXtn/6VqrjpuEvDl3f9WpmOPyIzy2CA/6JSAo5Z0PYNdNXyzXhB2WDRcguKwBhKgibS23NzTkPwl1tYpTNZ8Xq2RVLh9WfkMT1yGVz3d7hS3+X9KEOI5ZzMp0+qej9NivYDWkuouKyLxffP3H7V+IN7/qRXqvOT21+Afc+dQsu3r4dm9V5lMUEDaswrTexOz2JO89ehS+cuy9mTTgW2LjlrofjtX//83j+174MJzbPQK3Wd7QQy9ZXbZtzYHvjDB597ZtFunT6xJjEIMhcUQ14pE8Q+Xb72eucq6ygYAU1eWmH7ZvYQPTYE3WvUTMTZJarRfbqyL7uGqnWcpsAeNKuN/EqUppQCloUIKW1dft4Q5LnG4JIr0rQsgItSkGAy1B4w+XZ59zUEwKAUKAQK9kJIFafMwYwCnCxEp2rWXi2UOoLibST1I4WECO8+JEatCP+HWdQyL3+cUcm0DMcDJ1Jn5Gxzrjg6vC6k+hDt0/z4+y449/3ZwofK8zj89DKoDSSgrmWy8Y8JPqFAGVIdjzB7RKK1HGHQB1WHTKJbmWf2ubO+k30VxKS5/IHsfZQ5QCIckIsqx/uJNG9/vQAxzuR8gh5rj/9P3cVRCxZmji3w/LuO9Pq58nj2HvKEUeNo+QwSfSucfW4kvvHNFlLxQWn03agz1mQgGnPx4lEb5tQocatdZDZjK48cl06dr2Lg6QeMhZEuJjlBd4nrNj3+aLyx9MwxGFyB75n33fs/aYEGBUEVUmwURFUpVhZXghfdzyfidriXRDpZQHMaoL9GQetxRbxKg6Hn+T2HwdjDNPpFOfPn8dsNsP+/j6qqgqim0wmmEwm2Nvbw3Q6FQT6eIyLLr4Y440NnDhxQpyBjv4Eeln8b5zYfqGbLEqcNkcokSv0hWLOmUiEngDAmPiTzv9oRi8FsUJIkGJHRMPvyp2uVPTNXWds0Tsitbzv2WNHHat2JyXDJ7B3gJZtCrotpQKIkfKHgyWT5z0S4rZe95g+7j0HmLrtfnq7fqk3dOD2OM0RJdH1fRWO6v9smbjeaeSm2x6FN737JWhY2HcrXLz9OXzl/f4KX37lO3Dx9u3hKOqpD4xRfPLzD8VHbv0a3Pjpx6Nmo2i4Z3auwOv+/qfxgutfho1qV5rPVtmptk4sf4z6LicFqPkS4jvXRDO3WXctHAEHQc1GuOucu9KeEwJOqQiXQ8dtCHr7YQ7WUilqezwhoqhU06Eeid5aQx33AkHb8SkqfSBEbMdeCuKclqXZrl39yeu0KMXZ54TIsRBi+3bGwLjYxp2pOCkRzzImdqRR4ydj4IpEJ1yOp75gPPwWndwgwORfaFuY9BNbQbK+RmLKOKbIBHqGRmwb9nUwvjMyMgbgcC2HbsxJone9EXcJcMTXQVzASM6oXBXWvUIeEnoaxcqg9fX12MO+PdsZ/kAS/YKAtQ2Zf66b+5z8p/QkTZ7b/dsS6v5QEv3AYOaoi58+md7rLRdyC7a+uTc0d/s8n14rmbFKZPI8Y5lI2bPHxa710+Kn66il0XaEH4joh5o9LZEvjUSP0SYDIrCJQsuhbzMylABVCWxUwPaGWHmuHfUJXZRAEOhqx54xJ5jWJtBpHU+j/ctegd40DXZ2dnD27NlonWfSId+obWD1CvQKp0+fBmOpzXAHIqXWaKYiwbyu1bh3dEj0VcM5zsCymXsX4TGxrQ6KRLc/1R21Al2T5y0BKDPIt8WG2BOLJ4QoZg2H0Y7sfNRErHVPf+rdRdQqX3WNa0Vc/7cIVALukMuRQjPx2UyjDFZR9Io8/9zd1+DN7/nhJHm+Nf4invCQ38FXXPW3KCiTEonVymKcIfo7rE9aANdecSOuveJGPOEhr8fffPi5eN+nnhyN4/PnrsaffuD78S1f/UtuIHZaVHqInQ6iyXRu1Tkul93zwBmjZ4PgjnuuBeOFGwml4JTqMhBksrVVu1VOAPQ27YGsnKNh3MQtM4jKpKni8gl0/5N7DYur+p2ESh8FaKEJ9GI0QjES27aX4w2xfXtZgRQFKKUgRSFik5PKGGNgjZlcxqVfC5QAlIKWJRgh1gp08SwYAYjMsBYCXeclIWayfuTpxvqu3/HCcD4zLjhkAj0DQGymTfv9VZ2ZlhFDKq/TeXrY2T20viy7Ph0151EI7vwF6e1K34En33dx+PBMl0Hl48/iDCPhLaZRK2GTkm9BDC2v7tzwZUvkybxo4Ql7RdAVf1fW+s7ujgiC7PRIxECcgNvrX9ZhV5N4t2+dXmDySGjUuvE7O8g597z+2HOz+naeE2lMnr55kgxgkQo7/F33jfTMY70S3SMiwvHE7ct0e+9LZnc051Au/323kAP5Oup7tLxbng+6My+q/pSz8kL0fHxOtJTW2qPvGcpHV6cOOm/52dbhdASxIJadnxe6Ptt2Rnjs90GARPr2ebHs8lpGfrSd0752/cURqc9Rsswe6zWI8yEfjAfaa/gLBnAvjPQIt0gpx+qInVxKABTqvHNgVJLgrwuKEKNeHGVBQGsuVSiu88kQMQS0KFBVY4w3NrG1fdKECe9ZJ0IKWlAURbe7c1i7tSMbWp+Vbe8LoD6WaNAhop+1/kzYF+ngB6NPX5R8Rm1DgLRawIF0HxOzNVvsGdv2UgRgKn/0ZZvcC6NsN9/71MEgDR39xVIxR+F3Elo22SiJcyiS1GqXkW42GrwOJ2Xp+/pIu38h2MnQt6cdeyxCwHYIHNzu8le0uJd0fZUdNi8kMWs9ZJOCIn5B2BJF3toyeeOdKQvv03MixScim7Yzm27gTe95KerEVuv3u88H8OyveTW2xucBFCAonFj0p5JLx+um8tSp8/jGx7wG133pDfjDd/4gZnUY34c++zg86Mr34iFXvUMHYoUqv6kj2ky8uk+QjVz3D44IMjf17gkEnz//5YEMpKpAx2O4u5Rw3d9xLkhm9ZtGdlsBIM4eryo4vT4RZD+xSGNlt9t9lE4jkU+oek2ImUBAKKKgBKQsAVqI1eXVSJ95XozGoKMRaFWBlJXYhp0QcQaMDFvnpZzIoftwTbKLHV24/M1YAy6JdiKJd7WzS1QRsMcMVe/LhE5QFCIPnRkonpfZItBDf8rR0G8zFkMm0DMOHTFF+ag5jFaHtnxYLul3lLB2DqEVgHuf7k1+ZJxQBvPU1xZLMwhu0fYw//sHuapJqYH6tCbSR2frl671rVGOSRfHklfimqDCM6gCeRwviSmXlkDb4wbRM8PNDPGE80b1BdLpqGbB93LC+RWntX2lpU3/igfdP7RIKAtV0nToPsGyaHtOZZ/2RywUelsMA4PokKRflY3L4rzb1YQHtt+hqXddXGK7vbAtQVwfWDrLItSG1LmYDrT+q2uJ1y9aDqpD1ukOe8v+467PHjRi7WC928YwxI5ba1uFfhh1TK/6R4TEW1u4lJm/1a26Q7pssGA866m79CqjoWPUcF3BcjeLEIgguRWhRcAxKsWZ51VJBLm+APwFXVwov2JhGQEIoahGY2ydOIWyLDAalQ5pkmrbHvcGzjlmsxmm0wlq+bmUVeie7hxI4+tCGXNB2UTqu0HcHnPqRS/y3LrnxCnsr4DcjEyoIVKPJJz02BXMlnsJ41OCa5035GQeLwncIhl1L0WGRqXetD4d/d7u/1bV+Pw4l4VEgbaKIohHXpZgZQU2GgFqIjhROnjoIdDkrzfW2eWjwie685XTHcxN/cHVF+KKzjnwtr/9LpzbvTQq/kOueQ++6fG/joJwANv+oGCzmMGCf93P2zFyjgff/4N43sYv4XV/9RLUzTiI8y9ufAEedP8PoCprnUYQSdoSUyG5IsMht28ntmZjk7R2imG1bYI7vfPPAaDa2MRoe1skzybR5R+sT3COcjd+XjwpClQntnU2cUsOor+64XH7vp2DsapH4wQ6KUrQ8YY4/7yqUIzGevU5HVWCPC8KJ7845yCS+GZcnOvOVR2lBUjBUXCAUAJOGTgrwAtBmlNFmsuV6lSdmR7bwj3iQ+PgoKP45I1iVKHa2oroyzz61Tdp866nFwYygZ5xaMgOoy706YQziX4sofREqQFFVz04Dhy3rphfPHp1uYKuypETszy9C4HBcrxJ9ND8t4x2oKMownS5pNK6o0ddG0qiBwaCT0hZj/kOVPWsY/UDhHB4j88NPTNXav/upwFxyHPjwGlV5dvIc/taSzqGrHywsigZZXuWDSHP58v8ZbQB14B34UxoXkp8C/R3SyPPO2SRY9mwYWJgO+4Mz//Bo74uy5d34Jhn7EiR6IuEuTpYTrfUE2tAoh9m3MdWnz0gxMqvjVQ+KvndV84+O30dCokO9CCSFOI2zULQDnD7rw3c/QhWL5mzT1tVqKH9yaCyWaXtFUKtOi+pOONcnXVeFQRF4U+MWgRck5UAwBRJQiiqagP0JMfm5gZOnNhWHIfenjYug9lWHgRgTYO93V2cO38We7u7mM2mS5HZph9S1rizv6xvPqwlfMlWbN860cVzRdM9gf4W2mN6N4NkhB3yWJ/KDrNtQVdcQ0JxQpwjotM2tt15LJ63CyTVlybyzvLLPpRXtdUhfbXzummK3L94EEgNcvPG39++dsUg4LQALwrwqgIfjeSZGhSEqm3xJVGpx0Y/rpZ9+gjkJCo7DHXDPOS6J+WYCYLP3fkleN/Hvi4a9NVXfArf8cw/QEG3BBnKXOJYf1dEaKLSE7v1yrTc/+pP4umP/T38yd+9IHj+7O6l+IdPPQ2PechfytXRBETml0gjlW2UmsEmOuhE+gbnLsHtd10TXK82NzHaPqHTlCbQxenn5dk4+UvLAqPtbUFG++8z+T7nYutzzvQq92g/5bmbAchz2kOQogAdj0GKAkVpE+gjceZ5UYAUpZjYoUh07dziYDyy8hwFKCEAK4BCkeVcn31O5VnpKg06rRGi20yA4nrsKDZG8TysRii3tlo7VOJ/J0TrGCTZD2QcJ2QCPeNQED1fCOvm8DtMHJxhnLHOiJy7MqiNRLw8S8cqHDkxBSTB8F0gJHrE1oxjYPRHq8ftUdf6km+BbRononwS3XaqEOUZlldE1J77bI4M5laVtklzZwVEQOgT2Ry4duCAcETXovsX2mRs4UV9mTvhdV92aba/fkC1lJgVVrA+e7+OwxiJ54i1T7IWSEjrq11NWO+m0K8dD0u9v62j/fbi4+S8Rx0tMma0kWLrsyK9PymWieSMeZBegZruy49TXUulP9YnHTiJDjiEUhr9+4nB6FSC4mSFvwJd/1c7/ViJWrWlFWKFMdpKKES9KSkwroBRCYzleeeSX1h4BbqO0nN4E+ncp3IF+sbGCJRwFITJeIk6HjVuIWqyR/xo6hnOfvEe4btnDDvnz8OceLqQ9KHjPNYm7TzFQmpWuzQcaNgDwdj9wfh9wPk2OEYgZB8EZ0HJbSjox1HQW1MhJK4tVtB18yDUzcPB+SUAaUDJbaiKvwZw3okn2UVxBLaZhmWPESK3pU7pPz3JZq7/zI5ggN8f2KST0V/F1tiGSEzmnjOpaxMNeygYfyA4Pw2AguA8KL0FlH4QlHw+LnO8+wJjV6PhDwPn9wGwDYLzIOQMKPkoKPlwT3tsvjJn/GIw9jBwfikYLgH4CQB7IOSLoPgMCL0JlNzpRiNnuzhznnpBtibHblh+C2PscjTsgeD8SnB+ChwbIHwKkF1QcjsovRmU3KQn0i8NfVwa/CQa9hU4v/dg3HrX5Ti3fwpfOE9w8ekal192O+592R2ghSTRKRV/DgHulb/nY9BCyHfMGfXEEIhWH2hWqZt3AIK/esszwSMFW5YzPPeb/wRbF21qktQhTbnZotsmTaMTWuQVlQ5l9z3qK9+Fj332Ufj4LV+hn7ro5Bdw3dUfwJVXfAYYjQFKxPnclIIUKp8oQNSnyD/odFtpThaZiH9/f4y777lXmPYNi0BHSJxr8lx+LzfjK9BpUaDa3haENJPENGPgDRPbnstzw1kjvnPSiEkKkToQHb8SBDrKAmQ8RlGWmkCnoxGKagRalmIiAhV5CFUaXPWpKl2yryVUHKVOCDjlIJokD+sCtfIEsqx1vlu+OzOZALq+0FG4EwEAFKMRKp9Al1nxxbOX4Qt3fwnOnb8E09kYAMHGaA+nTt2Ny+91K05unzV1IuNYIxPoGQBCJdNXEldGCh0T58Wq4Wd/bOZmRwgd94eVQ2qlx7pgXkf2qrBo/DE7MXWBuCpw7OmW4k4pon508f4iGaInAgFJRxIh94L4HCFJgkSPh5dSbNw0EBkP9yMTd1vKM0padLSN8IysjvqySHVS2dVmW3ryB+IF7Gn/6H3DbDjaHSPxoBPeBdhlbP2GKXYlLw9fdesGId5vab63JVU5992Lxu6XW7HLRU9Qu0tzbyINscLyP4Ns8i8Q/a8FXr/g1Z0hpcmtPIpVQR6T0ZOQ92hf+gluytSNR7VxL7pefXUo+TBiwjet0+YW552u/v6wut1kfF576BNmb6G0hy50z62P9tCty6yTrtOF2Hg0dMv5g07vsrW1wziTeplYN33Wx6rry8LHabS8P8SWmdcePuxdFZZdf1ZS3nOK1PnaAmn1db7QxLC2aFbRzDVjsvVnFBblJki6fkHLl/vYQGk57EmdTagQD8a05qgbjoZJJ7pcRUagTCEOcZY5QVlSlAVBVVJBnBNRH1MEurqviPS6nmIynaIajVAUpbNKOZhE2yLzogs/NM+n9Pr2p1vvGn8dwax5Cqb1N2FWPwEcp3rIcQdGxV9iVL4RVfEuEU57ykVxWFfO7v0eana989S4+m1sj/+9riuz5jHYm/7faNhXwMeJ8behLN6hQkebCmrxH+Ezjq3uKqYNewR2Jn8AYDsIc6N6KUbla612LN9N9Pfu0RQGpgvQ31A3349p/ZPO+4R8Etsb/8x5ibEHYDL7IdTNNwCIk2MAR0HfjVH1apT0L72YTW4wPsaseQFmzXeD82sTYQHAGVTF72JU/AoIvTttj3kI/THmqYZ9OWb1c9Gw68H4deiqu4TchJK+BaPyd0GL1GSOUAL3Z1hh2mwKf7gKyG7vZ908FNP6O1DXTwPnV/SQ7zzK4u9QlX+MsngrCJmlgk6iaR6G3clbg+tbG48CJbdbwgN1/TRM6+ejYY8DUGBvAtwj56N86BPm0Y3xHh76ZR/E4x/7dtzrsntAFZEe2NOhtO43Q5wrUty4HWzfm1mVqwj0u86cxoc+Fm5hDgDf8NR34Mr77oGzLbM9t7VNN2fc+uTCL8NYtL9wPDaWD4CD4+lPeAt233YSD7r/h3Hd/T+Iy+91m+VD2QAhVE40MJ+aQKcUn771vnj1r/3zQP5v/ca34Wsf/T5Hio/cdA1+7b8/J5peG7/+uhdFrz/pcX+NJ13/17CJdM45igT5S2iBanMTTOYRYyKP1JnhikTnTSPyuBF5a5ehFVroTU6cG06LEuV4A7QsUagz0KtKnIcut24/f/4EXvHz3x+8+7WPfS+e+Yy/0HGCQKxA52qsoeCUw55AoOsC53jdG16IT978ICfM7a1z+KF/+Qpd9oo410ciQhDlMRSlSItK+97eFm54/9fhgx95JO754mXRdxQuv/eteMTD3oNHPvS9rc9lHH1kAj2jF1a1ksU27tfNKZQxDAe9smHdnJwHAk859a+RwJwbnkeDyDC0m0etYcXEi5Dnvd/vCE/nTSxMLuvvUPJoWejKSOdRRf0ZI93ZQisWtpUmdf7vSo7risIzwpbUbuPE0FCpTCbw4L/1Kb1dUUeqFbkuRuP5Q1u1c2E8sXYYRK4iV45FgnjfZ6+y0fG1Rkp617n4uxzOLIwWIjXuhFluXxON03GomRscgJ6NYD3h8uhdsZkUxPQY7sVtJkir59w0xdJnOwrT0vTPRR5890OOOUxaEAw3Mk/kzPwkmRBJULQ7D1ahL6IjpgeMIXWxTe/I+mzGvLgg9dkDwvrsxLA6HOk0disr6dfaeu/oZMG20CLhWCtK9VikbS+prSm97aCyX6pexLrgWwXysUWicMAYxwwiC2aUY1ovELiHuuHYn3JMa0Gi2zKIUhH6L+NAo44rJ1xs3U4BCi5WVUbC1ivkKQElHHUjwmBMnrl6QN2url2y3Di3dWhgsdICZvXjsDN5OVgrYRqC8/tgUn8nJvV3oqQ3YGv0H1AU7+9+DzZhvBsJd0vn7bR+JnYm/xltLmebs3OtsAispujrtLoOqJmnnICxa7A7fS1i5Pm4fAVG5Wt1uOJDkuOyTnGr/RNudLyUXeP0B2wvktht5+Hp7Pswmf0YgCqdZvlCwx6DvcljUBW/i3H1b0GI3D1BylezR2J/9qvg/KqOsADgYsyaf4VZ8zxsVt+FoviH7lc8u0WBsfthf/ZyNOypPeI14Pw6zJrrMGv+NaritzEe/wIIieSZjj5s5cr0UD4N1Wf4JWR0LDcFKfuqYQ/A/uSn0DRPGJQm4ATq5utRN18PQm7DxugVqMo/HtbCI21KCLuthWX8ckwmv4yGxbdD97E/2cR7/vGrccMHHoVvfPrf4InXvzdYgZ6EVeeJXb/VuBOMtfaZ6eo3wXve93D4u/QBwPbWPp78xBtRFmOos6xdwpwZAtRbfW7b2l6JOz4nde/KzR38wIt+XfpsuGyPlh+VqBX6xFqlLycaUIqiiPdjhBag1j3OOWhqxXZPUCq2RHe3YxcrzeMyUJTVBuxV7Pa2585kBPk7PQi6bQQAqgRxT8tKEOhFIf7KEoQWctW562dJxqX6Xy5tf3Dh/+Jq5zjhDwNX12la7yVAUVTap6vqge33KMt4f1uUFJUk1z/y0a/AW//82djb32qVXuH2O6/En/7FlXjXDdfjFb/U65WMI4pMoGf0xipJ9IzjgVWR6Beuc9Gc5BMjzAPyPGBghtFUg3PZtv/nQdu7fcJNcyIWH0m8V+LKltgukMizozFHZiyIHgyhVv+kbJZuGn/XS4P2BcLMnhdVZDWJDc/IXm48nStFu+5yV0bufTrXbBJdxqt9efbzRG6fDuPAsZ1niLxjLriTIYi1BbswhGS5JQh0L6hoktMCDIX0WKiAYiy0E7dv2g6OrbOJ8OAHDy4aR50borTLnCT1l0r+cghUOIZ9IKEdT48uJyaW377C+y2BeT8Gt8xYHnkVL9b/OtGGPhfj93RCSREk6VvtsFxsA9pBHz0k67NtGNS4ji0uXH328HCkCWYPqQl0RzeNEcUokQxv1I6/7+3Qkwos3RuFV4X+5tpe2uZyyILUeNdDVx0ynnm2l9LoF+lZnHolyQn1x7kgupuGQ4ydy+vDGg7Mao6GQaxCdya2Gec548QQ7LXIasLkZ8OjWU/l6vSCi++NQ6BzTTTMg5Q6rbY0dsvcU/hkWauJlENtdR0qp9iZ/Dgms+8d/K6Pmj0KZ/f/BzZHP42N6jWu6LG4daLDc+Q53wLA0bCrsTP5T+hHnndMUrbuqeyy7TF1T+h1wg5j/F7Ym70OHJcG4YyKX8a4/BUE/Qjx/ClEnWkudz+zJ0vHoF8lICSSN9jW/cRk+mOY1f9nS2rjmDXPA8geNqofN9fYk7E//Q0A8ZWVaVyMvdnrsYlvAKU3hbcjric7/bP62dif/QKAEwPjtX3zdzcAACAASURBVDHCrHkx6r0nY2vze0HoJ4L8bdsW2ZQ5j0y8teTuQaJzALPZt2J/8rNI7wbQD5xfgb3Jf8asfgo2xv8GhExiT1n/Ffbj4clJIIxfg739N4DjPoNlYoziTW99Eqb1CXzjN7w7MWS5I2zoJRF3Y6uW40GJZ//xxgdGZXrso2/C5mYJ8NL0yfb23PYnYP2G028YKd2xzOmJrdk3+o7nKhAkun1WvFqpT1BUibOzKTVkN6SfhsSJ7r4Qq+ErK0+kLlvEyV9CKEpNcvt5FZuIwLSrxPqA80v3sy2rtqsK1XhDHw1AKQUpCqOP9tJLTZ+rah9XuoZq09pBYBaTEBJOUiAgoGVppU22MW6iKRKr6auKoqpGeNcNj8afvu3piB030IW7z4TjTcbxQibQMzIyloplkOg/+ZN7+OEfjimaBs961jbe/vbj3YVpN4JlyGl0kefy1XkN895YhU98SHh+8mwFzM6jDgVOkeeEu6fkHiha8rJbJuKZPOFdDu6sfBVK/mpqx6rJ8+742+/6JqvvuInRnrzlus51ZTzJjFYkuHqQkMg7ehs0oh/Qs7yltESS51z/80D80vdKQEe4zHKwGl9oaQfy9SIgE9edOpu4b//g/sXAyFaWlHLRJrrQnivRbQLDmRHPoX87/umO9MTgOnnCvPSdQF1hzY3OLLHHJvd3SG6ErwZl1xbh4OHNrbO6/yPtQWXSc1lYhcKQkdGNo0swd8OMPUc4jRE+3L/dRVxJ5SsSbvytMDxiHLYIdT7xiGVkeDv/JNFG6viy9h1qLOGVPruqszcZF6vQG8bBGHNWii8KDogVcRDEtn1dalfiniwMLslvQkzRyqIIoI5eLakg0hkDmkadDesVyYChKapLAvozxUmp9MBqr/qFgVnKOcH5/f8X0/rZrc9RchsI+TwIzoHjlDwTPUW8Fdib/hQ438Tm6Jc7BJBpIiHZxyWZujf9MQDdq/ds/aqv7hptm0oszsH5CUzq14Hzq4NnquK3MK5+1pSc7WMhtk9F2mBytwDRjDsoFcdNM4s8IPJjVj87QZ5P5V87IT2rvwdV8WYU9D2o2YOwP/1viJPn5yCI4DZ/2TYm9S9gXD3bdTNZT/jNgwOY1c/HZPZKtDUcgs+BkFsB7IPjYnB+JYCLos9yfg12d9+A7e3ngNJ/apE3Fg8sEh092lO8wU9n343J5JUdcd0NQm8Hwd3g2ALnl8pV//F8qJtvwd7kNDbHLwJBuH1HKGpiiw++CY6LsDf5PcTJ8waE7ILzbQDtq5//9M+/Gl/5sDtx3QPviNx1V5g7BGRC4vaFzAT3nNnGrbddEn3k8Y/7J5SSmOYyMPsIRfeMa64bf+oIPue3Z3frMO3vOnjVqZk+QHya7eqLKkFe00KQ3dbELEIXJNA9Ul6d401Tq+AJNavEid9aORDLR51uvwxNHqkySa1AL8oS5caGm1eEANRMtWtvjmpkJHr1ubgqjHTBm3O58w533krpXrSsdB3xnyCEoEisQB+NgZs/82D86Z/FyXNCOEajKabTEWK7KWRcGDje7FPGoSHlbFSG/UEb+Id9huDw+DwloEMRPOwzK30cRP4OSWPbtqrznOe+6Bminfkj9DTFqxm3SKr9KCUvJqfvPIrYDC5Jl2i7sZc6YREpA6tE28xWRy0MHIYigb5i1ZXnaq2v82mtSO90TCXKIB5X8KovfiCb8zzx8oe4MQ9u/UF99Q3ldIgh2eXf5/6FDszbd3lp6BOe1NNjDtKg2XBZhyQBKOpHhyRO2/WjEI2baCesbXi4Aalz0Am6xwIpLezaqPsBxRQOzePWtkOcfIjZE/6K+Vh9CtuO33e0bJHqOaf90KOpVZ2r1dfqS84khljf0T4+2+Ioh1s7usd7En3SzctYyfZvn26ag8gIwhJKFIjuew+JyOlVuwc0g6Hj/apx0PrsopMiQ/G6FNr54jlsvfeg0FX+Xfrn0Hw6bEJ2me3vII5Y6Ipj0fY7tD0uah8elH152K7IYIwl9jmv6gFi3RO/e2+BS+LHROlJldwdg5NHSiWia7U/PCU09qRDYhqOQjvuGYM+q3xWs0gIS4Q305Qpm4QBnHAwq0ic4vGgVp8DHAXEJADGre3b1eo8hYj95SOmvaqPZXQrYfhxG2p38pIkeU7JbdgYvRqj4s9B6e26LikipGFXY9Y8C5PZvwKPkJn7s5eioB9GVfx5XBS7sfCQJOZ8E3VzX8yaZ3p3dkDJZ0HI3QA2wNiXhvZtNEXqpthWGbZNE5mcwnmFaf1bYDw8c72kb8S4+jHLzrM+nUnMttJrdhbzSZWgvKwLhMSIUAqOKzCZ/oy5Qj6GqvoNlMVfgJA7ZJJGYOxhmNbfibr+NsQI0Un9g9gc/3NMZr8CM1Fhiqr8HVTlH4HSD4FALEZp2OVomsdhWv8gOL9/EBbjjwbjX4OCvtPtS5Rvw72EunkKJrOfQazECO5EWf4myuINoOSzsCcwM07A+UNQN89Dw74LgEvKcVyC3d3fwKlTzwSwE4Yd+EdM+esqIX/EhirfGiXWcWt1fT0mk1eELwEAdjGqfh1l+WZQ8lHXzgPA+CVomidiMvtBcP6A4O2meTIm05dhPPrpuECOTyc28QLgZBP70/9HTkIQKOg7UZVvQFH8L1ByBy699CI88NprcMUVjwDwWLzz3Y/CTR+/VxgWJ3jTnzwKL/vRPwvuuTvhqXTaNrY9NnEZXlRkKOPx45+8PHr3skvP46r7ngNQeL4n7sXrkt6uCDH735WLWz/cSe1cTnTnJmzH32DGfOd3BEyvEhd/97/fbXjpS16r79/4oWvw1v8Zbrn/nc95G6667x2OnJwD21u7xjGhJ5+3TJQjAIjadh6mb3Nyxh0L7E97gYbIBW/XDZqKl4KqyQL2gGyFldIb3XttDdZp3UGf5AkEtTJdTIh07gAE6e31eYE3vukbHHL82gd8Cl/50I/i2mtuxsmTOygKhqah+OIXT+HDH70Wf//uR+Cuuy9OCZNxDJEJ9Iwo5nWYvfGNO3jKU5rWZ37u58b42Z+Nz2JaBS4Up1rGcCzTifalX8rwqlft4YlPbD8c7qlPPYEbbug+60o7ZiiVWwERx5DxDZwAPNGOPS+R2S7PkMf2cwutaPCI3b5BEet/6zvcL0Pb+2EZwa1BcJNXkGS8lXd++v3fLoFFwus9uh/HZxMRN8xD49gjfh5HQw9/Kd3Qs4tsFbsr62PBe/fjjp/4a15++ZF79dUFQWdGRxOj2hJMvgKehU50WozdZhtv8XL2y8wJ0XHcGNJckerGOWsCsiYO94BrQhLuy7jkMdEKPl5nuJdvqfhjDl63jFRtD8tA1AFuvgJ2/xchmcz2bERsOUYpqOM079dhuavPrf7AsnndGe7Dx56Ye0D95CquweG1VVokHWf2l2jvQ1UeQo8BYS80YDAYkLBej0bDbDPGW4I6ZPJ82UhOiliQRM84GBw22X1UcJArte22s6w2FI41R6vcU67olaeCtHxXw5IatxSZRqmrI1o6eGCLObAc/mq8tI+JUvdgjeF2mVpjUsreC+yPlP6MoXVEKhaW3ql+ap5hlXBmICqJuNanfNI8lbRC24HiN7PPP2/RRNugNUNFtFpb/fZKk/ppC+Yrih2om4dif/YD0Xuj4g+xNf43IHRi4rEIEwAo6C0o6K9gVL4OO5PXomGPCMLZnf48Tm68A4TshGqnZUtwhLsFcl5hUj8XivQl5FaMq19AVfwR/FXZXFV+/UFAeJzcIISgoNSQPUrnVynl4vq0fjUYvz54v6Bvw8b4h0GIadMxG8yQ5/K6MKSi1FVQYtaFyO7CAIDp7GUABOEyqv4rNsY/b5Ht6qUaRfEPqKp/wHT6XuxN/mMQTtM8HrP6h8DYl8v8uRlbm9+Dovi4kZOL/CrJHSiLP0BVvRW7e38Axh8Whse+GVX5Lk/nt/ohWU6MX4r96S8iRuoX9G0Yj35ETJJQbdeq25RwgH4IRfHjYOw3MZn9dkA4M35f7O//EE5sv1LGC+czQKLt2M0LsNpAJCDOt7E/+aVomij9MDbHzwelt+twgnk35G6U5RtQFH+EyeyVqOvvCsKZ1d+HsvhjFMX7LYEiyUHcj940z0LTPEP+OofNjR9FVb41SDMhwIntL+Laaz+OJz3h83jd738V3vYXXxaE99GPfQnu/PwJ3Ouy8851vcuCbbtGHTieZRo3twEOfPrT8W2t73f1F5x3Y24KaTVbF41fJhqhdASIPlb2EdwaxyTDbc4Jh/4OHYNlE1pjXj2L+3ibukE9q50wCzLDpReb8+y3t8KJDABw8sQ9uOTiO8MbHGgakR4jt5gIFgPnAGsay7chUmKkt/RQnWa4eQETnz3xhXOOpolPnOOcgTXM7ScIwK0M5Cz1LgdjjS2eRsx34NSF5HDJHdldlUsukkq8+453PRJnz50EAGxu7uHbvvlP8ODrPuHIxxqAgOGi03fjax/zbnzVI9+HP37L0/C+9z80JVDGMUMm0DOSOA4Os6Muf8bqsDyHE8cLXzjFT//0Pk6eXFKQkO3PJvSkcZd0qjgS9aj3RCnJBIrU8mcX9iHPw5i4ltHeBs2KNvGee9+kMf4EB4/c9OOJeZFM5LY5HDONFakuXksQC9b1QPnmiDrLYrB8CNFYnA9LSbWJQIexsyMkyvXleN6s4HlUF+2sRbyjpiX1W6XEp+/FXkx357bHwk27q0ATNyvtymYbG5617oToz2A2N+yHolKqtiz8s8pR4zttbPLcqs+eI6AdJu3Ef4n37B+GQFWzlgeE/4mbX4lijrZg5VSzH+DEqbdiprTVuJXhH2lUzuQT9afIc0pgN6d5h4m4/sS970MCdxtTsFVdpEjbJvv4Ejn5bvkNzHfi/Q5j0/edtmQ+fEM4DIlY17l7uQd61WpfkKEzD5xXl6VD9MNhkef2/axTry/WhUTt2tWpj5wHUc+Oel1el/LuiyT3MTiUoWPn8LD15C9bX5M2jZkYZtk5HoSOI6Yl2ySEej6+dbeXrkTYrsSW/WHZRKkVpKm9qlJ6uvStW2mydd7VQanrishRcRICqK20FdpySNtvRGqJXK0+5z116QSIV0dIfKcpJz0Drndhd/ITiBF9VfFmbI1/UKRXZqK2BiL2GCFnsD1+Hs7vvxmMP8iVjV+OyezFGFf/SUsbz7MYMVJi1ojV8ZR8FJvj54ESST761dyeiCLzlCa2xqWUghaFmZBk/VM22f7kp9A04cr8gr4dmxv/EoQwqz2o+FUZ+ragbKK2DeIhyBLrAk1sUzabfSsAYDz+dWxu/KzKieizADDe+H3Mmmehrh/n3Skxmb5EvE0+j5MnngdKb4NTN7iqBUR+38XW5stwfvctQZwNu974gez+wi4fANO9HwHnlwVyFsWfY2P0YoDUgL+jodNoRchF+Slsld+C3b23gXN3hfL+5PnY3PxdlOXN0H1yG6T/wxyj5WSAY3MSx08i0zT9vkAGEexN2Nx4DgjOBOH60Qg0GJUvBeebaJpv9UPDdPZj2Cye6+kfnuWbqjf18+S3s9jeei6K4kbvbQBEHvcG2c+B4znf/l585GP3wac/426hzjnwgRuvxJOe8DE4HYQyixIy+v6V4G7EsL/1c6ejabr//e4yUdtjTQQ2IWs1zBDEhGd5HcQfE0SxOMaDIU2gu+lRE7jqOjW5ocFsOnMmSzp+IkCQzLF3Jfmequf+ZKEUGQ3O0dSNntSlJwJZmeukVX4y5k4mADfb0OugZRqj0TJFgssdCxzyXrydIv3BmJUvcryW74VvWOHBeSWSFa7sdv+l0h7DHXeKSQ6j0QQveN7rceWVt4L5yfaUoJI2+KZn/g+cPbuNT3zqmrhAGccKmUDPOLY46s6RjNVhWY6nq65ieNWrdvH4x7fvujAXPIPFJs9t+Z0VmeqaWuUQawJSmTKz8HgQlx2uiiu2FXfoxjJX7FWcsewOCZU4nZKymvqujI/lj3HMeOmPCJJagR6djWsbaSpc24iMJdpCq1tQFQ+x89aUj2VWRFVPHvmunFTS1zfIm9N9zEHX+55cqRdshbcr3JYVHPrsJK68JnaddycimC073TbhOKCCmbomNdxKnD1fVpPnsJw2ftxevOH2qS3ptwR16pL30tLHxq6y1mYvd/JENpEonB7Oa4/aUazz3JuNrsrJrtO+80aS5ZRQx9h0JqX07GNEkO75s33yOLEQIvakVYReGgNBzIeqBea7HWL8PdMkVP9i3XbGnVjcVp+knaJDIQvNb8vLGLL9Pk5POFpC2BcIMomeMQ/m2XY817PjB3tUJd71fm+3asntr3ZFJh3yimw1RDkCHQGwdW/fClITk824bU/GFcObtZ07gdQjtXbjhh2xR2L2WJichP1oYklmiSIbnP/c+1w1fBsB0NtoD6sCqiw5IM9P51Za5oGjwzskumU/oEUPDPQbpYukbRiFunk4avbYSJB3YHv8b0GIXTu67SZCzmGjeil2p28K7k3r56MqXwWC2s0qi8DmkdWyjH8ZhIt5F+Pqe0Fwu0ucy++yybm+AkLE3vtRWYneejdmf+3tfz9ms+8N3qP0H7C5+SIQMoMmyQGnLbt2mGkrXXpskLV2saa2PAZA6aewtfULIKAmQ1qwMf59nA8IdIOtzVeiLG9HMLHCm7HAOQelH0JBb0TDHuY9ehVAtkDIvvY3iA+TH4zfG9PZ8+CDkDuwufEDABozmTlWn50JJwSE3I3NzR/F7u7veCFW2Nv7Ppw8+e962knQ8dnPOxOrrXpLrGzhfAPT2QsjAXJsjH8EBGe8qx02NQFG1b/DXvNEAC5p3bDr0TQPBKU3OSFanXVnH7C58XKU5QcRrzOiLSmSWHCtDE950kfwG78dbh/+mc9eArN9uSWOnco5bSRdDhy4667t6DP3/dK7vXElTHt4ReWVGkNJ/AUifD6GNJYTqBgH4wycMYs8hskHq81zcE26c85R14kV6JJAB2RcOk1G+iZBvteKQLfbhfXpLDrgAOfp1dxN04Ay4u2MYpHviihn5lPnAWNyG3pDoOusRHoCgFiBLla+c9m+bT1GkPSpd8WqeQXdWm1/WOw9+S/VUnzTnhPruAYAiSzUeNLj/hZXfMlnBfEf6+QjEf8fz3gLfvlX/zVYYgeVjOODTKBf4EgRiQe90mXZ8Q09w3pRQnXV6enCUXI0rWLVxMHnP8eLXjTFy1++jxMnlh+6cp04jpMEIa3T7ngZrN8xn5Nz32cVYMVhXEOB40YZv9x9DzAkku1s6gP/yWXUlb5Ee6+wvIkL8VUkcK8FpA0QV77SVrqrUHvGfiAXTIS2s8IShBAlGjG2tbIofScHAB5NoMHw1man1a6o8Udt6ZOlaVv7ySg9h6Kq406eUvWAvq8i55bYemWM/FQZKbKRW8/4ZQPX0WY7cvzyNC+YMPpUZ382hGeQL52c6JBJm4By1biqd0KsuBz+xBBd/2HanjKyYg6aWLVyy5uCSgNTOeTCdgXnM5XgtjSYtul3BlY/HpSPFTYAs+LKtAC1AD8llqm6Jh99PtrplmLEgNVW/HS1IbkzxiLg0gB2e7jwod5o79MOEovqowetz3aF33Xm9hD5Ym1rlStvh0yAWZUsh21P+Ogqv4Muo1WjK33LbG993j3MvIzFverJDX6Mi8XkGz59HrcIUUrk+Gv/2WNkJH+Qyh855ugPa6IzIeKcUVvPsRSQwDayx8HYJGD72Yg9FpMxOAtcf+X6vyIEDqtP4sGXdjBCQCWRRDkB4wzT2Qy7u7s4d+4c7j5zN+qp2ILc3W47PvFb3/UnVBDEq1ebmuGyfFpPUuRDMPFVfk7qb48GN67+C0DOhzxYlxwAyvI9KOp3oWGP8eK8HA3/WpTF/3a3wZV+A8JT9U64l6vy11AUn4Syo4w+L/7ZOqb9xxIrS5W+ruws3V44x2TyrZhMXha8Q+lHcWL7BSBkDza57JK47nd13/6cB23+h62tV4HSGQDSqz5X1TuS9yi9GRsbb0a0EmofkbL/hf1VVe9EM/G3cafg/BoUxUe8IExeTPeeAyA8hnBj/HOgdAfcOlM8Sm4iLO+ieDsmxfvQNO5RApPpU3ES/wGwJ2n49kiindiP60Ulsp/VtrbMr6Z5CtSW+jaK4i9RFv8YhN3Hr0TIeVTVb2M2+7+CezX7ZowLa0t+pz2kOhMpE/1HjMdvSD9DxCShpmGoZw1mM0HqftmDbwEQI9BPYzb1SWFu/XdljETn/rYauf3KPfdsRcXd3NpD0zRpEzFWpf0L3J3S4BDEkrwVpLn6zsDkH4+svrbToQhrtVJb5acP1jSo65nlN4Pl6pPkfYJEbuoas2nt9YcypZ7xzjlHk9hG/p8++QD8xM/8++i9VYI1DLPpDFSOhXoBgpWHzXQafbdpatTOPdc3Z8JRniRrMOOIrsYX8c10/MT6r+NNTIQAgNOn7sEjH/pOzCa1NUHL+eL+lEGf2LwTD77uQ/jwx/JW7scdmUDPaIVtKB9lh0jGemCZdWiRsNrOP+xyDFx9dYNXvWoX11+/glXnCnrQF0pISGSExr0/691xlES2g1JGlN7aKyKEMihlqPZVGY9vy5iw5jU+Q2V8OXXGlbu7/FOOw5YInPMNiWRbObxZj7BI1Zillw7eOMmIa4Cqd9veJuCSALbIS1g2rnwu3DrL0xDNkhrvMZ/EjKbA/3ANUR4+7iPpl4yFF7tPjADhKgN7xq56RnyxyXNArRWS4ckM1eR5Cwmj063LzjUSiJ9Bc4L4ZRmQtCQo6SVEm4RdxwAOk21ddT5m+qhgVCCy7fE2x67qj8R34YgLJ6LY7cl+rxV2I9LNQ4ZJZUNj1k24z9jxBf2fc7G9/7G/2O85Mcd85MTkNXHyKSJn5Hcgiu0c0/FLKYKJDe740gou21Sf/AiEMlE4xMURwRDCom18O0o4aJLGmYjWgyQ8CnncRf6uMl5fJ73QcNTrT+vY3KLjBM/2uTkgK+J6Vaw/j9s1bfeNfgZxrAtMXfYnBEfzxyNBtX4IexxUEXFpM8h7nLvSefqBH5uvb7Yhao95OqEfOo9kqetMPhqwk8gahr29fZy55wzuvON2fPbmT2Ey2QMAPZFSgbStgpZ2gk2ga/tBP2h9KiJRlldQlp4OSexr7pOY1l8fkarBqHqjqQs8tOQsI9ISz/wfVX+Ivclj/LfQsKdiFJC3hmAjdar+NdgYvRaUFkFTc0g2ApMnRE0uTqzgU/lu5SMHMJ09Hju7Px88TunNOHniu0HpOfgrs0187qf4WG3fTMg5jEZ/Zl8wMiVQFGdByBfBebgV9sb4j9pltu1SGU9R3JIQ7mKd/zE7YDp7ZvgKuROj0Zul3qR0p/CcYZ8Ys4nCjfHvYWfXJdA5vwiz2WMxGv1dOm0JOH01BSijAGWIbftdN0+PhjGqft+Qgep/MpsDhw5G5M1RAr1pngq68Yv6HTO5XwWeXsE63vjv0fKxwZoG0+kM+3sT7I7FbgJVsY+trX3s7m44z+7slNjb20+mx7HdE/ERv/7K/tB6AHt74aQLACiLHUwm08D34U7kNv2EfsROPIf2dzDGHYKcNfHvYrW1ItAh+kx/cqQaB8UD4Byop2kCvZnVXh4R/Z6QLb39ez2b6sw2XbV8X6ZRhTWbxcnow0Izm2G6t6fHQnj1mXOO/d14nW7qBvs7e1YfbI2l9kQCRPTOBIEOcEz29lqb6iRa5wUe/IAbMNs7ixlMvYrBLWrx6wFX/2Mm0C8AZAI9oxPrbuRnHA2sQz3yt9gdttKH41/8iyl+4if2sB3fiWiJII4OEhib8juAQIF20qWNcdeo51IREyQqiTpEHKUFluPHejgsUvfCvGW+jJqSopM52snzNgdZZ3oINFmuiXQrf2PnrPchjdVNw+2R6GeXbMpTR2DsaY/380qZu1eUE8iRP0Go6/tWELbjqN0StR7pSps3ASTyvG/PuIaaPUvanzRiXvZqgv7P1fPK+dmDNFDP2UZpl4E6D4hTspCrRjw5Flxp2XfWeBizIdG74guMFK6sTK6PSOCcaxLdj9UV3V5BllhNZpfNAKhJC7bsFFTIR5Uh3tZkbOeACTPptJjrHo98i6x6s8MaSqADIJRqA1hfbK1q8QdEX2V6I+cO8dp+B/SkEvmqoTXWC8sgG4eS6Iepnx0Uudqm76XqfdcOGeuELtL6KO2MtSpZD5vUX8d6E0PXOBCbaNqWn9FkE+9zbnA1jy4SeEsEvupofSFEbqxMqTshuc9YSLxpycSMbVqb5ioi+1rINgW6j/0zQZ637QgRyGsTrtzXDVommR0REl0ReYAQuWEN9vf3cM+Ze3DnHbfjlltuwd7uDoCQQKfJtkoAUrlkgbSNdBbG1Bn1m9tr+rnloLe/N9o+swNo6mvB+X0CiQr6PlB6RrPuStf37TrfzrF1zYr8LfYmYWob9lWghUvY2VUstU15Ubwf5ejzAIqwBTommNJ7TX7Slu11fTurnj0M5869Gr5Lm9LbcOrk81EUd6GNkHRkOKD+uSzfB0r2gVTfpOHWAEpvR9OEBHpV/T1aleyIPVXQOxJRboN6ZarypWkuR9M8OHhlVP0NioKDcwpCuFmF7oZiieLmNyFANXo7sBu+NZk+bjCBrnQ3FT4FwCSJ7k+e5RxomvBIBGCGqnq7IaudZHTYQPJ2UdyMPfoZMHZf5z5jDwalp0DIefst/R5jqfrKMar+SpaPL4PxOTUNw2xWY29/gtHuvhb7otNnAwJ9b6/CvkcmdppqsKxGPYZZPirAGb84J6ibIhpcUZzHdDpz3rHJU2fymvXbnqimxi+1yrtpGrC6QdOIP9Yw82mtQBdnoDMx1CmW2p4lZn1X42OdIK9Z06CpZ4EfwQQrVsVH363FKmxuxaermRKlB4l/WGjqGtO9PXgVAID0eYBjfy9OOdazGfZ3Bfmu64Bf5jBlrwJVkx5Y5Fx2zjmmu3swwoS20Gx/L3hPhZZF+QAAIABJREFU4er7vBf7Ozv9Eq/SKmW798Uf7vdexpFGJtAzMjJWjnVyGqVI9Dbnz/3vL1adf93XrXDVuQ85HhNLKbUV5lSWhg6S2DOGECdAq7ZsZpYGpvhKsapYUivR1XffMdi54iSMIIhHKc/JNeIDsnawPJZgwubgjmIvPokuXyOKOrlaae/SSopPKbfS4t83z2nD2VaInYf89/5/9t48zJKjuhP9RS733tq6elN3a21JrZbQigAJbGEENoNAIGM8xvYYLww22NiMWYztAeM3TyDw44PPgO3xA2weNozHaEHASHjAFmiQLQuDLCEQCKGtJfVe3bVX3SWXiPdHZkRGREZk5t2qqlv31Hfr5s3MiDhxYj3nFydClhgxvKZBgAWKbf4RMTwrkKf+KBVN1jTzYUs90CzhBktZGRrNK8RaAvmYcgBUCfs5eZeB2+VpikAsrbUcRJeMIibw0Pbb7gXeZbnw+sD7EKmOp3bS5EOzPGfKsnlhlLoCX+PM8kzNYzHLOiBte70XAJ17aMmZVXdFIDkAwxRPZlrm0chAhKlPKCYVFJVT2DhzlLWmjTQ/GxYVAeRlnraD3iJ/mKTPY+T7JwqtBXjOfw8jrRNp0YWJullEpS9CMeZ9SNlW0oY8nJgSJOZrwxjEdS5CAIclxv+icTa5rcmnMH3DtBnIbUVsnJvJkwdLfeqp/pXM45nl+kQjShla7TbmF+YwMzOD/fufxOryMgCTB7pZXmF0NWbnHjE+GxRNTb4eNf8uaYbCAEYQUbNnm+fdj2Q+xPU2DtykoSWwnM8fZcACADznMAiZBWPblLjj+EIQx0UOs+N6raVe1fxvwXXNoJlJH5P1sNjm/Q+1HkfR2Vhc+msAqlcDIbOY3vQGeN4hFIHn60We931l+mmWYb5zIsTsKez7P1KA6VIiABzDagkAhIzB5uEcx/qW7wl5/vche5PnuzKTAg2FZ987Csc5AErPUNOMzivOi4VMIDpzkv4cJPMsZmyXZVHKD+E4Leh1sxt7HAB47oMINAAdcEDZRfDdfxe8atwb43Ldx+B5K+B1Ogun1hUaU+GB7nu+4N9z82XeCWpGD3RTP6/bOzKsmI9VMoie6WfUAp4DAKMtBJ1QAU0JIeoxGU6y64d8TwD0jGFlpQZKk63raUwRRw6iiCCOgCgCaAzEEUNMGWhMkjOqKZLz4flOdgAcJ0a91lIWO+kSsW1FLgPoGX+8L04BX5sHehghCkIkW8Wr6XE++DnojDGEFh7Wi+IoQtBO2gqQmTsACKeBTtO8A0EcRmg3myDEydcB8UFW3mmkLI3YtC0+YwydZkuRPzhnqQxtHui+18Smxg/QVte2KBfqT27nSOq7S9qYGJuD6UiIEZ08NALQR7Qu1K3RYqMbf8r4G9Z5imUeNLb7g5bnehiGxCQF3eWnite5fO+UUyjuvnsZ4+bje6QwwMwMwc6d5bxUNchmhpziyXW34rfhFjYooSvFrGL6VWMcVs2qYjiXv/X7XXn4FQnb9tzMlKFsKgQmEvDE+YdudNSvCfhKcsKRYoacFzOgGf5s/BBZocp705sC6PUu/64JkC2Wh+lxWfdhjbNE9FldAYrMjqV9kh6060ZB1KsyvivGV73fEVaiqgGUtPK2Xb7y3LwopWiRSRVwoO9eh0Ac4ZDdSj3lHSa1RT2tvFEib7hRDU/57FQbG2xjgB1Gl96o1HGnngQSV33POni7YNCOVBgu9Tu/2UhbOVeZewxqPmuiKnktGlurjNndAN5V+BlW+Q+r3E9k8BzIDN/y72Gm1S0/g35fp26PmCrLw7DKvzova1n/Ko5PWhjlki8yTTFqNb4uIu+WEQGOm9kjpne7JpKPj4Osmgc69xzj01eW3SydM2dkejHztLZtj8pnD5m5urf8hkGAgMWgUQCwGKvL85g5cgizx2YwN3sM8/MLaDUTS7kOmK/ngpdE93fSBaKZPkbZXuP7rvtoyj+vQ/k5tzpn1G0LyW/X3YcoUgF0oA7gTBDngKrTEAax1a6BPO+x3KIEY15z8/vCt0V6cXwKFhc/nQP8CVnG5unfgO+nZ693SXry3fZecn5sVch19ysAozm8SVfJA6CEzMNxVo3vm4jro44RjAdAXE2Hyh7F8QXGIJ673xKmSpvK7rnuvhyAHsV7u+rvdEeI/M6CavOIY3ObctxHJTtQwqecL5NdzMSm5+2DyWGY0XPhOPfneE9TN/Lkuk+WypkBiClFFEUIggCddke857oGoJwBnbYEyBJ7nTcNhSRlhEj8y/d4vmw7E7TbMRxHBdAdx0mOWHOc5BoE1HHgGBhjjOGGP/kFLC+XGGkr0Om7HsV/fMWf8YhV7Tz9ERs8ngEk3uxxDBCS9teSvSwdS21noLMUfGeU5cdEeXxOdy+hBed3rwfROE7PMSfZfAF8HsG95u0LD6JOkJa9BqI7sld6Vv+4Nz4YzFu4MyDq6OnJcky2nTfRlqn9iALb4iJAnS9Ki9DEZJFgYuw4gD3GOEZ0ctAIQB/RhqRejAQbldbTeHWiymxY1Is8xsZQCp4/9piDt799HNddF+LNbzYPvL3T2pehDVxZaxomDyYjbTdbuCcAnkSl3sZEv9EbyTx0FawkvxzhEgoQkzxv+MTTkmaVPs6qgCovSPzl73G+00QNz4slsr7dIRdwL7RRWuRaky3PorIm3wTiLFFIhpNcqMoVoD95c8/4hDXNSJbyWhQa0Ixw0o288cQeV1F2e+xFung3Y8BY80u3L0Bm6ZItXiaO7I+rs2ri8SSjQW0N3ysVgeJMNhJ1EbYKVQEkT9S58jAA4LUkm/w3Gs/9guhV65fcDqos9h0GmRag5BZgFrTX7trSBmp36VDNxLgDqAdRD4/XwvFnYNO/LiKRF30y7XaPJCBzRkERp98UPIPynMSBkxjTxXdvAmg2V9FaXcLSwnG0Vpcwd/wIZo4cxOFD+7G4sJCcSUtsiNH61U3ipOBBOq/lhwJQerrxfc89KMBqkRUm7fcjzRV1ID27B7juIZiwGUp3wfMO8thA5ONzLGLyvKfLM9ojUTqBhcW/Rpzz7G1ievpN8P0fDC3tQZCjbN3dDeUram9x9Va3Y3qq8X4YXoE43pX+snRY1iSlB6yRe0rpqWBsDITYt1zOxVgCovM6nJzXfoYxDtdNFoyoalaRDcNMjnvIeD+mqtd7tbncknRteYmlfWwcI4pCRFFykjOBHWwMAhVA74YyE5Kuu6qOEp4XIAzrufCrqwS+nwDoiZe5A9d1wODCJXzNVnIYGgdYM7W6q9VcpcRYAmbncFJlKZclPcbA4myLuaTfzuZLjDHLed1pucSUr1LLx5tccHOHtYjO2PkwXnH1p/PPWQZkM3Hue5Ie5cC8eK4tbuPtCMAP9l2DBx75WVMGkrxDrLET4LnIv2XhAfgzQgBChVLPBJCevKa0j1ROzAagg4FGoSQpeXFgCrxb+JkcOwpGY3UOpMRCIFcQvtsAB89BOIA+opOZRgD6iNadqhoFhmnoGpaH0OiMvY1Dw5BLGAJ//ud1fOhDDQQBwXXXDeFcmnUqzvWA7NY8PalO2Izshd5r6ouV0syvLq0QiPRqPtKjseU3LW3Fikcku1I6cS9Q2MoTF/9SXqQHOlioXRVEaI6va2K5q+HUxX5gumcaiF5e/tkxAwBSTx29kvbe7/cPooNA9ZInyHmmV+FD3blhgPVeD1JYNavHT+SPtAIfwljeReIF4LkSTQ9Ni+MjhKU4yQBoI4F+piNq+plHl3k29+vpXSWcPoZVpTJAsqsdZTYIdcPvRgOkTXVJ3vXHthV9EfVaN7qJv5/drspoo+4coAMR8r3+9HK585Y/60nJQJLkFVjLeVfhENYNG12XhTpGZAmaGWI9YxaJdx1lFDGLQBGDslDKWrblrUM8OMxNvvuQf7vZxOzxYzhy4AnMHjuEI4eewvLSAuZmj2F5cR40jnJgCad1HQ4IN8yLGpmCINuNr7vuQh5AV37pupdJFwMcCaBTYmHboAKGvM6occnkOHMl/UJv/RtjPhYX/19E0UW5Z1NT70fNv6+neNeSCDEc9r0B4iojSk8x3m+23jLkdDfBdasD6EDZfBSpgwADYG5TjrOQHEUFqDYKDYjn8dnIcWxtamvX46bjrJT2SwzZOeBRFCEMA8E+NXTcDFC3BCfqM+0WzO3WbNvhOiBxCMbHVrFoANAXF8cxOTEH7nXsug7APBGX2BlExil5emzA8yQJ5JYXGvEFTATIH7UiwgKgFIZRNAPQbd7rjILRWNVJJJ5MfJrIdSNMNhbyfAmAXPqkILoMnHPP7mzuo6ZXM+xgAACgad408Fx8M4DFFq95xoA4Sr31ud2E2x+1RSp8POT8MZt8yr30bYsZxvx5II5T/NxWtzKbDNPAcxAC3+11gdSIThQaAegjWlfqZqtI2RA4TEPXtm0Uz342xfbtDFu2UGzaBLTbBAsLBE884eChh1wsLJSnv1GMH4OksTGGyy+PsXMnxdatDJs3M8QxwfIywVNPOfjRj1wcPLjxzpsaRn257z4Xb33rOB56yH62T3/ULdByYtN6Z1X0L/x3eQDz/WF5oveYnj06Hp9smcvXOcLTKLSDdA+gq/fly/WrCbriMxxOekD6BD1TQPTKjQLZqdqKZjWgPr9/eSvgedU+nUkLbcTalkQxG9RYZoyH2OYt/coAqiOfTGV9ixIRycrXwFbXLYucvOA5Jx0kHkQ8trh6WYRWlWzx9gqid8P/iAZLpjopg+f8uxsQfa082IcV70bvO0zlkRlcs3dOVBJG+XSszfLVz3ytBz7WNDU7mRzhYLpXJS75P2OgLE4AdBYiYoG0yJCIP5ew1IMv8UTstWo1m6uYPz6Dp598DAeefgz79/0IYRgiCNqIwhAR93xTmV33tRwOcUCk7c+FwzebMr7vuqsWAD1POoCuPHPMYCzDhGUMtovJtN249gZ6qVCLSx9CEP648Vmr9Uto1L8EQobgzDBQGmQrX7seg7GxNUtLTXei/KUCsm3lntTBSWMYl6yqdd4KopelvWq8z1gvW45XKWsGSlkKoIeIwgzqYczkgc6680CvaO/JPNITAH1ifB6LS1tzr87OTWLnKdkW7owmNlXiAA4jSA+uFxGL3R+5itz7ii4DZd7QCSZKxMJ8ki6sI7akWHqoeorrQp4nCa9n+xbuMrhuXgRViX0IF3BxLzsvvPiTLA5IhhqRCRGH8q0ny1QAncrgOefB6oGebH3PAXMx1PEFDCWyMOpyKADQxWoSMz81b1l4oDNtIpRVQxUwV64JgUs21hn1Ixo8jQD0EQ2EdONHv3EN27ilxsNw9dURXvvaEFddFeO888wDHCdKgfvvd3HjjT5uvLGGlRW7QU6me+5ZwcUXF8f9h3/YwF/9VX6FXlV66UtD3Hpr8WrUp592cNllk6iqHV5wQYxf+qUAL35xjEsvjeGV9BqPP+7gS1/y8Td/U8OBA4lCt56GlSoG3W6MV6urwAc+MIZPfKIG03k+Q6ES+ZWyX4LZDsHM2MfTfHa75a/bUpHjN4XtKr61rut9edgC6VQ5vULuarg82JLrr/7oVNS+18Rw3WX+ionlG0S38tfC54OX9RBddjh99jjFRVRuhOtv/DGf22aMf2BNP1UhGcsKh6jnyQ2LhhW3uZTWcUGI0bM9A1C6oaI+pAiw7TXetZhP9dpnrjUI3QuIXvZ80PwP2/t70Ft9r1X5VeVz2Px0s5NCL2B+NwvFNyqZwHPbO/3T8DWUarROcHafyRo0Xu23PgFM7+qLpAw/hFHcZkhH6tEGCgYKymJQFiUfxIhZmH4CxCmAzucB/A8g8JwaXFKDR5Jvl/ggcOESD4Q4cIgnjdNJOEYpwrCDMAwRhgHiKMDMkQM4euQAjhzejyOH9uPYzGE167y+5pUgoyQBoF7/F2zb+ptZnntqvwVjqJ4+ky9rxjDEoQJwt24xrMdremIFnmv2tm257zhtYxh1AZWVFSM1W28AtWwjDgBRdClWVv8QU1N/Yo+k20SLvBClL/G65dpKJV1mWRwcM6san9RsKvGkYnG92yf7IUYnCgRRivgmb1nqKYM5T4RE1oXG6nvF6TvEDOQxVrfr7kVxVhpjU+9iSlNPWz5um9+mNu9glNW/4raR4IkEhDnYNDmDQ4ZzoWdmduKC8x5Izz13covy1A9PNvOajrm38CCIIQHCxYKu5JIwqdgtiYkt2tMGKYBjeby0eD2DMfHMGL1c5CmYbyWagr78lRQg557gKTJsB8+F/FXQnOnAvIH/5BXJo12EK97CHTQrQ7FAQuXCKAqZP+1mAoKbKLWl2MZth3TScsw88uX5j+CCJGfdy8A5v+84gz7KdUQbjUYA+ojWlWznxJlWuw/DiPLSl4Z473vbuOSSYmBbJscBrrgixhVXxHjXuzq44YYGPvMZs1Ij0803+3jve4s71WuvjfoC0K+7rnjLEgC46SYfVYzWe/fGeN/72rj22vI4Zdqzh+Kd7+zgd3+3g09+soY/+ZMG2u31MZIPus7ccYeHd7xjDAcPDsvrfH1Jttus35KHEa0NrZNxcAORcbusEZ1QpHhqg6+elrHnE7AnIyRRZjnIK4HoJxqRZFk5kHqZ8ZX4kM/QNIWDtrBpgCCkNa4+64ttPluY5hpSrzz0y3cVYM3sIZRdryUwfyKA6Ceyty8nG7iy3m3FVv5W0HCNF42sBfWyVX0lGWjgjcXBbzhkTSAFcEX/vwFmg+vOBlMYSH5JhmSL0ToBxyPELABFhCBuIqQtdOJlBLSFgDbBUiCdIgYF38I9rUMcQCd1eKQGz6nDJTX4ZBy+00DdmYTvNFBzJ0CQnZHuwEEURVhanMPy0iIWF45jdWkRRw49heMzB7E0fwyddoFzwZrLu9cES8Dcvsm2g+DghdNLH18EnnNqtf4zarVvoV7/ei9sjaiACKluKx0kDdfzfbhtiq1hm+LE4V+Hg87pFmC2HAlcekC8EU2/I2DYtvWg8d1DR3anYQDiEDiuA8d14HouPM+D67lwHReO42QLkilLt6mniMII737nXyDoBAg6yQKqOIoQRzHiKALlW6NTyRMbDLd9/Q9xeOYCjRsGwlgqPzlDAJg40dycaYYEvJYAc6ZdW8NSfv55TpBZ3PynyIOZieRs8zSQNF5zADwBuGWvdCkBPV4FhC/Ou7wVPCQ5i7Cm3Q9S3uSFBfLZ8TmqsMBNijh5J7d+sGwxQywA9GQhhIqeMyApCJaC6CzdGTCpwAlnzALej+ikoRGAPqJ1J5vSbTKoDYpqNYY//dMWfvVX+9vmaft2hj/7sxZe9rIQb3zjGFotO+D/+c/7uP76TqEN/IUvjDA5yYRXexmphiaGa68tz8+NN5aD/W96Uwc33NBGo1GJDSPVasDv/m6Al70swuteN4F9+9YWdB5kvTl+nOBd72rg85+vpXEPLOoNRydx1kaUo3W30q0bFXlSyd6+I7LTsE15pekrCyAyBS85N4ulio2ds9xOFxvJE1AG0XFi9suKZ36voi1ZLd4rCZY4wD8AVpPoiry7NgaI3g0Nit9uQHR+PSxeqtCwQfTutgDtn4/1rndlpC+WWG8qKn9TGZ4sIHq3su8qz2XWexsNrTrkF3ElwwFf9JV57q0LreOKZqZ9Z/ft3ueUUUQ0QMQChLSFiHXQjObRjhexEh5HO15EK14AAwVNPdQZYmnszVZX+KSRAudjcEkNDXcKDXcaE942NNxNcIgPB6knOnNBCEEch1hamMfszGEcOvA4js8cxtzxo1hZnsPC3HF0WiVnRZ8AIDqxbA3L4A+AH4CfPZxLF8PbEr0fJxnf/zeE4Y/l7i8tfRBbt74arnvYEGpEXZFSRc31b8vml8F196kLSKV/RPuukJBEw+38rG2K+INJ2tamSo846I8cwj9pP1Owk1ryRgawJ6o0y79kgNrNseXXfe/Y/qTx7cNHz0YY+nA9CocQOI4D13XFx3O9BFgnjphDc8/zOIqTozjCMN15JLmm6TMaJ2Bo5kksA7rmPHAAXc1NdlG0hbsKvEIFuzWgOB+eaemRLKwk9sIqyT3B03f5Pc4L9xDnMmA80hw4zpCfBBSVOZM836WPfK/A+55Rqsg5mZkZVleK+RAfO6tPHol+2wLoU+qILdz5IoDcPCgFz2UQHcQBCAUIAWUnp5PdiDIaAegj2tA0DIPj5CTDF77QxAteMLgVQtddF+FLX2riNa8ZRzPV0XSDyoEDDu65x8ULX2hPt1YDfvInQ9x+eznIzYmnccUVEXbtKpbVvfe6eOIJF0UD4Qc/2MKb3zy48zue9SyKr3xlBdddN4nHHlubQWXQ4PmVV05ifn7jne0+ohH1T888EL0QPMeJCVauNa13jbGC50IR7A48T+6tP8CpUAqi8+sTiiTrSbI1nKGfYUChJ7oIO0QeGbdIkDXpCTdcHSugQZ9xXBVE3yg0LBB9rWmj1beNVMZVyTRnOFlAc0791JNugXTZFl+IqXDqa1VTWcSmyUCfaQ6KNkD1UuznAgvIC4exxAM9pG106ApC2sJKeAwr0TEsdA5gJTqOlXAmyRNHIZS9cTkR+GQMXup57pEaxt2tmPC2C++2ujMJBx7cFCQicBBFMZYW5zBz9ACefPyHOPDUY1hemkccBQg6AaIoKC/WDQ6iE7JivM/oJDAA8wpl5vOgben2Sv33px1s2vTHGGv8L8wv/CWC4GVa/NNYXPwYtmx5HQgZeQMOighZNN6nbBKO1ieI6T3vY0t2nVqvTpeQZeN9Rs1toVtia9SmpJjBtzx30g9gggFlUjW0TO+SwjACO3ospS7KOT0zXALQ67UmOoF69nsce/jhI5fjuc++H8QhcF0HruvAczMPdH13WkopaEwRRVEGnAchwiAB0Bmliec538I+rYdEAkWt/Ese6Hz5uvrbQpQJT3Klf5NlaQXfJaA9yWiqm6YcaAvpiGWuxhjSLftVTJzbReRvDqQLmwnLFlIYVs4p47+ZfdmznWageanHdwb6y3NBAaLnFhKqsrEXZdbfqOA5E5i+iaKolm5HrwhPheKJdLSf7HkOAsBBGK3PURcjWjsaAegjAlCuOHfjOVKFyuIbpNFOjsN1GT73ucGC55x+7MdifPzjLbz+9fathm6+2S8E0IFkG/duAHROVbZv/9zn/MJy+qM/ag8UPOe0cyfDjTeu4qUvncLi4uAtAsM0yjabBM1mFr7f+ljFs2qtjXJdJ9dlgH5zM2xp5OPX75T0bTlX1m456DbAYK2Nur913yos0X92V4IbwW4p08ABCK2+FEVfCPILBcIeAbP8UBQVptzVQxXFmAbT63/ekFIWn9rnyUa1oqCSSUBe8W2QL4F232TLMRqFVX4SXvV3ysH5Yirob4yRldXH7trz0EcbQjJDObMA6cNMXkFqzG1K0dGHOJ+t8n63aXVz5vIw5hbdxNkL6Nit/AZ5JvhGBEkHyU83531vNDn0SqajFnqtI6b6USa3oXp5D5iKdojbaGThtKd45M/Q56OaLG3Gcev73SdovKvUS25gTj+y/Txz4ks8yBlLPMpjFqIVLyGgK2jFi+jEK1iOjmIlPCa+V8Ljif1ZErCpLnmkAQ81eE4DHupiy3eHeGAshkN8IHJAYg+EukDkob3SxLGjB5PPkeS73VrN5Z0DM47jwvc9IY+lpUVFPFX1lnz7zkm2UjwZh/bQrnPMGIbSrQUxVCdKNxvvO+5sz3F2Q0l/ChTJzCHHMD39O/D9B8AYsGnqXZibvyS3vXsUPQcrK7+HyckPKfe7ko6mY2RxSIBwAYBTdOyHvDWwWfvpilHpUp//28E2a1yWh46l/jE6lSzgYExRrRjS8RVMak8m5cvCiUH/0ikXk96flNhnHMdctynbCrFDVSGPxS/EdIvxvuPMFgCqRQkW86O8x5JqWoIZp+9LerdUNzMBs0pFl+z8lr3IVXLHYTjztIfx2JPPzYX57vevwhXPeQCu68JxHRCHf0g6P0u5YpnneRgmgHkYhAjDCFGUbt0e8y24ZY9wZHWzSD8SmdYzZf2h3BVnZ6cZl8/QTnZvKQCRjXxJ7SadjJR0j9qiJP2bP5PTS+WjA+dSYJ4P+yIMluWBg+fpN5HkYQ0Lqv4UJZHahyQgXTxOowuiCUu0WaXPVWPOn4E64aYS8NySDYl9K08jOmloBKCPqG/q6vyzdaZ3v7uDq68uB8+//nUPn/+8jx/8wMXqKrBrF/ATPxHhDW/oFHp5/+zPRrjllhC33+4Jo4wsly99yceHP9xGrQAfv+aaCERe3VSRXvWq4i22ggD4whfs23y95CUh/uAPyrcUevhhB5/9bA3f/raL+XmC6WmG5z43xq/8SoDLL7dvT7NnD8W73tXCu989bn1no9Pa1nHTFsQjGtGI+qZ0dW9PhnPb+4NuqExWYvNpCoWkarolmGXO/5boFwMyI/O85EBoJrhQeWTGpJmm/PF3TcWjgKNK3AX8JZC75Z08/yMyEJE3ZeWmgHKPcv5uN4azfoCOLGymHG9ET/FhLN4rI3l71fUAk22ejmvJx0YE0QdB6+kN38326L2Sact83ZPJ9K6NZK8i0/btJ1s9GW5eslOvpVv9x6rEoUeYmcfFuCTqQ/YRmA33AnsGUuYzZ88/ZRFC1kbMQkS0jZC10Yxm0abLWI1m0YmXsBLNoh0vokNXESMEHGSLNwvKm7EYMYlAWAAGijb1QOLkzPOANhHQVURNhmgZiFeBaAVoLbVwaP8+zB47hObqEijN23ocx0G9Xsfk5CQajXFMTE7CcxPvsQcf/F4fElsbct1DxvtxfMZA4rfF4zrmdHslub/sZp7luQ9jetOb4LpHREN1yCI2Tb0NC4t/D92s3Wq9Eb7/LdTrd3XPpAk8lwGVBI1DccdlyRuD0reY9bGSqPuhEkBV5Iqp91znaeP7UXQufO/ubIxM7/O5Ndcv5evi1PU3hjcWuY75bO44PmtGY1HvAAAgAElEQVQg8VO6Nm1KUApkcm9gKv22jWdMPoNa/8/HQin6Isrs1yxnoti759tGAH3m2Ok4dHQ3zjl7Bo7rwXEcIAXOY0rBaJafOIoQBMmuImEQIAgS7/MoiqQt22l65nnCP5HaL2PFww9Ja2i2e4IkJ7B0W3IDMSpknHmeZzIvOv5EAdAJpP6GgBGWtUUZBS6gLBmmd13aPZYVMrc5mX6zIvAcWX/GAfM03qz9s4IWnJsJ6plFbgEOI6KDMoLVDNliBYkPLggmP9eoGZwisUYUOwa3ESjWKkKQTGzSdwlBq7PNmtsRnRw0AtBH1BedSMaCvXtjvO1txQBxqwX81m+N47bbVKD5iScI7rnHw1/+ZR2f+EQT111nB6vf//4OvvpVF2GYl8/CAsEdd3h41avs3uLbtzNccUWMe++t3jz37Imxd2/B2SoAvvpVDwsL5m3IfZ/hIx9pl2IxH/1oHe97Xz0H7t9/v4dPfaqGt7+9g+uvt8v4jW8M8OlP1/Hooyfe+SBrDZ6PEJoRjWiIJIHoOapo0FHeMoTpp89gigJj50ff2ktfuVuGKhL9fUlHMRs6+HtV8sZyl8zwSOHahnAzZpS3eva5IRzU3jRvqDLfNyPxUp5HXXQ1IpKSqWzXWiQ8u4GtH6C8NC6CFOJPfw7Qk7kXWs8zswE1vxsFPJefjUD03mm9t5Iv89welLzlOPT4BgminwzUa39TOf4qT7pINjPOmsJWiEhZVJF9CpbOndSU80CH/ltcggGIWYSQthHSJjp0BR26gpXoGFrxgvhuR4sIaQsBW0GMIJtClRQPBQVYhAgMBBFAAcpixCxAK15AM55DZylC60iEznyM1tEQrcUOFueOYXVlEasrS4ijvJ3FcRw0GmPYNL0Z09PT2LZtGzwvsfesH4BeVlezcvC8x4xvRNH5fXPBGEEcn5O7T8giXNfseTwIyvU1jFkneY3GreJcc/kV378f4+N/hmbznXrsWF7+EDz31XC9o9WZknCkFI1JLzVYlz/Xx7LchR49B9O0MUl6Lpzc5ae2rqmKPqIpSFZATABmeljAdR81BonjC5Sto2W9Sl6gmsHonDQNzK6Q5RMd0BjleeY8RdHegcQfRXuM913v8YHEbyLh+MxYAj6X2BHUeU965BZRXqggbz43kkdmNc0zT/s+xscW0WxN50Lfced1+M03/h1c1wEhLgACyhgIBWicbMnOt20PgkCA6Bw8j6M4BdszIJv3JQxpW6owtMuwLZF2TGPpb7sXOSQP9LTPEAWRxVIsP/6i2hAEYCvEarP3Z+WsAufqPYj+Jwsj+jdhd5Ley6PwRt6TBfLqdVYbzDzHtG7putR+gul1kDHE1MNKe6eZJcuiEJ4/ZlkIsdQ6Ux2T+PyQr/wTKwB5dESA5/yz0jrNzNOIThoaHeo7omcMvec9Hfh2B2wAwDveMZYDz2VaXSV4/evH8a1v2QHgc89l+I3fyAB23SBz880lTCDZxr0b+umfLn//xhvtbu+/9msBzj23GID/u7/z8d73NnLgeUYEH/tYAx/7mP3sD88D/tt/a5fyutFo7Q3Ha5rciEb0zKRu2rWikDFNQZM+SpDeGrLQVaApLowlSoHYlixblc0oX1Wbrf4FtfAoK5ZyHMg/k7iCotCU5o1pl3r8qrxY9lp2IctbloHgmaZ5TBVmaZW6eh6Xep2Px8SXQdvW8zzqp61EDNfE+LRaHOZ4ysN0k0ZZ2PUAzPhZhmtNMlCoA5trmX6/7wySNtqOBL3SeoPnpntlz/ulqluRVzliyXRfbi8nMg27v+EQdfYLhuvu4suHto0cFeJLjaMn2dqIrkmei0k2d2UKlADoLbTjFaxGc8lW7eERLIaHsBDsx3zwFJaiw1iNZxFwD3S+TqE0fQqKCBELELE2OnQZzXgWi+FhzAdP41j7ERxe/CGePvI9PPHkd/Cjh+/FIz+4D/uffBTHjh5Ec3UZcWwD0BvYvHkzTjllB8444yzs3r0bu3fv7ltma0G+/4DxfhA+r++4o+h8mM5r9v3hLCzoqZ/hddIwZx9vfBy+f3c+CNuK5eWPgtGK6Qn9g3/n9Q++PXGmf9GczsH1KHMa6TObPiKnqzLWG4kGzZM36Df6+4oalPDjuQ8AyO/sEEY/nvCb6qfyvJFp+VPjluVk0r9yjEg8DmasdZx5o2d9HO8FpZv6ipsxgjC8LHefYBWea14MMxDiuj3Xifm3lc9Mp5brX5GM1arLDNeqTSJZdBjj2Zd8zRjfocOn4V/vuQqO64FIHuiUUsRxjCiKEYVRsmV7J0TQCRB0OgiCDqIw80Cncv2T2nK+7tnFlw1TiUe1ui252Vau2B0EkC99M2oFbRMGqSRQmn2oljYt6Fd4ttIyFFuvK0Up7dRnsK9kdpqUX9neUpAwkdoyX6wgZAjAc822/yhu2DOj5krKRJLA3Mp5oMyEbbBM9pSC0Vi65n2UuRyXWmeiE25Ceu4AQEhylIA4VsAV13Dk4wYcgDhoh9NojjzQT3oaeaCPqBLpRoF+Fex+jQzdnvl4xhkUP/3TxVucf/vbrgCZi/JHKcE73jGGe+5Zsb7zy78c4ROfMAPWX/mKh6UlYFPBvOzlLw/xvvdVGVQSKtu+fW6O4J/+yd7cf+d3is89X10F/viPzfzosn//+2v4xV8McOqp5jJ5+ctDbNnCFG/4YRud1ir+oRl9e+Jf85aE9Wf37blLfpjOTyE3MlVfmT8Ysi5/NqQprdBl9u2JbKKyiTz/vpSedI/ot9JXmfyjhJQ4mPJVFsrCo+1nhXIqcEIaGm4pR5wqWsz0zPS7hJdcTZKETapkQFLwjCuAjdWC5VboViWSxsnXR+VbgmEOwNPT0jHJkHH52tqDKT39Xd7PimtJ+RP3ZS4Iki3QuNyZuJZfqUJq69OfqO2RMVJYn/ul8mLN9fCFPwdO0lZmqgc6/621uwHz02t0VVqLyUt1PTzTh/n+oLekHiYgV4XHYZ+J3g3oOgjqNm7O30YEd9ebJ1P6VetrkXd7WRrdUL9e4WXhyvjrv/2uMRrdQ3LyUNXXNidClqQyH7nXuiyvQbWg/IJJ8SBd/hiDsggRjRDSEAFtohUvKR7nK9FxNON5NON5tOIFxEy1LVSvS9mWsQxAHEVgcQcsaAIxAYuA1aMdLBxtYXWmjeUjbXQWIz0KuJ4Hz6uhVq/D831MjE9g67at2LbtFGzZsg2bN29GLT1TLy9Xi2RZhTad06cM/YwpHJePPNeVyHWPwHX35TzFo+gixPGuZGvzCnyZEu8ELzEGqdXuVcLn5GLTjSQQtZAXKR5meyZuSwBz7jWGqYl3Yn7xH8DYduVJGF2JZvNtmJj4qGqPIPKCHnPiQt/I5UebvOr6F+x1iBXUoaz7qXbkkeBF2tZY3FKeS/wwFJebRf8iWILnfg9R/BzlEaVnI4wugud+3zC9z3Jh71pZBV1AlgyE7pnp2FnbUYqhVIAEfu2biNv6lu0OguAlaNRvK4vASlH0bDC2NXff9+8HId05SlUmYctIfYFlUNQaRKoXBMa6nJFaisZiI4YfKSp9yYV343sPvRSrq5tzMd/5jR/Hs551EGfvnhH9LEsB9DiKEgA9DBGGIaIw+R1FMVjqnc4XsvCdIXhXQXj9Z5muHlOzTTxrQmkfw/sIATSbpZLImGa2DknmxvakhS4kXnZcfy56XePTbEZRPcuVRS6SrBRwvcB+k4HsUhxa3+W7LRBQMM13d7Wz05r/JG1tLiXNsQ7M/niBGLicDHEXFSQIDsy/EHt2/WPyS0wOs29+1I/Yr0iybxxdeDbWfM47ojWnkQf6iHqiE2W1PVfWXvvaEG7JruGf+lTBweQaPfSQi7vvtkd4+eUU555rNnp0OgS3317shX7xxRRnnlnsEc5pxw6KK64oPtf91lt9RJG5Q3/e8yLs2VOc1q23+rnt323KURgSfOYzdln6Pgq3wN+IVFTPh9EGiDTfLJ38M8snuxgu5dLmEzEbP9qnMDwr/Zg8Tm1eqMWfaukp+dH4MPGWz680EdVuM0O8ebnIk1zpN5W9bdMzoyhTVl2aVmCK92xyGlT9qPJelfsWedjLSQ0n8shX8abXTPJiVjy8pS3BshXaqhwVr3B9Bb5YVQxJnkUCYel/Xk9s9T1Ng/Mh8kXV78KP6sku5ELz8Wf1SatvNi93KnlocC9xqqUly0vkQ15lneeV6XxDqwtSu5BllfEitQNmahtM+6jlmdseLuU5u5eW4QCazslAxPCdm4kY+hnddlNsoOmFMUMEjLe7jUtr6T3sOA4cxwEhRHyvVfpr7XnP2zelVPFg6RVc3Mjbe3ez0LOKDKpQL/IYpAxNi16q5ks+N13+yPf0d0eU0SAkQizXPVFa7hyEKR1rCuPiH2m+XDSPHxalPOTn8aj+0eOTbjNGE49z1kJAV9GOF9GK59GMjmMlmsFydATL0ZFka/V4GRHtwLrVbQ9EQ4ZwOUbrWIDlAy3M/2gVS0+10DrWQbAQIQ7z810GhrGxcWzdth1n7d6DCy68DJdcfiX27L0YO087E5s2b4XrSHYcRR5SeeaoZF4t61O5eaWkfylzUW1+atLHUmo0/tHIVav1WrsA+dQYEjgqZY8xoNV6jTFoo/6PWbb1ilLUhxbWQ5kPrk8g00Fs8XLdh+simg5GcBST47+nZi6lZuu3EXReKAnEQqIDUAEjcSnXMZP+JesxPdShTK8y6CM2oEkJp9oDRDxK/aT2s5zBzPpXynPN/wdjqE7wRrnDkL5leUk6tPJJ+FtY/DwWl/4ardYvIwrPyOliTJKRareAwjNPtio16l813m+1fqF6JKbwbXObrNf/qa94C4lIxQC9ztiEko16SdGZNLfsm4lvOXy2cFp8nPTjJrqE47qo12P81Iu+aOQijl186tOvwYGDpyScp/PxxAM9Sj5hiDiOky3dpf41sw/o9UPeEYEhpi7u/s6v4OjceUYeMvBXdJrZddFAzjKpZ2Ih2SIdUn1RXY4IVJ21Sjy8SKRrfl/mlHLdh38oA2U0+80oKJJra/+DrA/itkkGCJmw9Lfv5R0Pl1pnZuYqWKQsxmSI7iSKfTx29BX2/Be1fyEUMz157MXyizlmWPosaSpJ2bL0++CxKwsSHtHJQiMAfUQ9k25g2WhgumzIuPbacsD2G9+oviEDIQT/5/8Ug+CveU1kNaZU2cb95S8v55kQgle9Kirdbu5zn7On98pXlq+CtMkmB1KmdOedxbJ89auLPd6rUCFYOgQyxTu8Om8pUG12wScrxj9JUS02BnRPSrQiPf7hz5jKX06Rzj83hi/5cMCv7JOPX/9Y0hDizgk/N+PT48wbDVQByvmXFb9s+q7+KbM4jXfoMuFKrywHJqcjKaU6cCi3o27qTi6/BcLRZ8uAkr3c71x8tjKTZCKnK+pglielHjGtnnDwVEQoAbuWrcL1BQrQ41cyZZKp+ozJ9UTjM+MpzYsB5FV/540VenkoymYu/1ma3Agi5KAbOTQDoJymMCqa8iXHZeHP+Fuve0p7osJgpPORM07J5ZxrKxJInpNv1nZ53cy+n3mkOx9ki7ezVdpVQHQegRxOdRUsTLkHKupXtH6xSmw9hCmitQav+UcGz02fYaRbdG/QZNJlqpRbt57vG4ls81k534Oe39o89U3pDEN2pnKtWuZFILp8f0RmGrRohAeicqOETPVM/OeeRTpgYIgG8hSWCX2LzzuZTZ+R3hsYiekwE/NFKGnr+kP2Uf5M/YFyTUFZiJC2EdCVBECP5rEaz2IlOoal8AiWwyNoRvPo0GXELACznHnaC8VhjGA1QvNYB8v7W5h7dBVLT7fQnOkgWEoAdF2/AwPGxiawddsOnHnOHpx/4WW45PLn47wLLsKuU8/E5s1b4HiyrULVL2zzN6X85fLlc0ptTs7nzQm4muoPug6hAbEmPZRXnLHGFwCDbFebvwYaT0vZ0PQfKV+iPqTP2+1XIo7PzcXp+/fD857MwuhxF5HyXJZtVldz8/+ysZcx+3w+jaPm3YVG/eOGwA6WVv4UND6lmG81QUXXMM37RVkrOliFfBR8svh1fcTOI0x8SQuXdXlbi09JV0sfDHXvCwDy2zEH0X9EFF2WNT5Tnrg+ZtC92p2fQRQ/F2H0Uqy2bsDC8j9jfulriKPdWTxauxELBpRPIl/WhQLm+9+E4xzI3Q/D5yMIXlA5Hpni+DS02/lFKQSrqNe/0lOclYmoVYWBwXr6pngnC5Nca2OhHAGT7os0dfDcEQB6Ap5nIPrevT/ERc8yH0fRatXxlx//OXzngT0JeEtj0DhGHMViq/Y4ihDHsWTb4G0t30blNnH0+B588c7r8YMnXmYRglT35cyKcRQl9SqTItd75YUFtmlFGBmOPs2mJdkuGSQphjIOlEjkualchFKbpGl/SvknB6Ino7k9XQYqzSX4eMXSdHh6m8efzIXsRNOYXXlWxrxl7JVnLWAM33vq19AJ87sY5OVAlI/4K5iUHll4HmYWLhN7LegfEb8Gnq+0d+Lpoy80Rzqik4pGAPqI+qJBG1gGRXLH6HkMl19e7KE9O0swM9Ndc/jOd4pd2p///NjaQd91l4sjR4pnM2XnoPO4y7Zvf+QRB/ffbwe0r7yyHEB/6CE1ryYDlEwPPOAW6lZXXllcHhuV9HwPk4hk2kkSNPBiGtklBTfH46B4ZtKFmFEYFEGoPDL+njD2oDh8BQWzDOxQJ9LoKg0hs1TWOZ6rxKcZKmzyEUYsWVHO5dmWHkRYocTTDOg0e9vqCqwMEMpx6mVeVif4b0v9tAXS02H6ayy7TuWVl5H0G2r9Z0LeqrxyK/apDLiyvLxSRSMD1A0fJr+X1VfI8iwjnof0Wq3Phh0GUl5zdUN4pMv3qcaTdN/mgS/LQQLPc+Hl9inxlHmua57z8m4ImsFGN6wpvOttSu9olLDlOzJwY4z1vVSWOYMnVXkVVY7X2arlfZIRXzCfmWD0+U61JfR2HXdAIHpm5QAwuOLSx96NOle2kQ08H2Z6pvSL3hkkdQueV6WNDKoWzWeNgNoAZCLLw5b+WsislzJei0UkJyUNUDy5qLr16ioo86wYNd0rF4d0Iea18hxU/rAsTWkeO5DuhUcrzX2zearUpqRpkelamV8b8wkwUMQsREQzD/RmPI9VyQN9iXug02VErINBAug0ZAhXIrRmOlje38b8j1awtK+J1kwHnaUQtBMb9AGGxtg4tmw9BWftPg8XXHQ5Lr38+dhzwaXYeeoZ2DS9Fa5r9kBnpXM3fZ4J1QNWzHvlebM8XzfML+V5pUHP47qA5z2VeYXLHLFpLC59AIw50JkX82epAvD6EcenYXn5PcZcTkz8lUEecj2X6ndeQoZ8ZPeZCC/1x1TlLZ/HVP+Q9RvDfH6s9mF47n2G8NuxtPynYIxDI2ZihmtFH8mVp6w/ajqXOSMG/clQ5rreaWFWX3Qsg9XG31Q0fEuE9o/jHEfd/5whHMFK569B6a6sbqR51fUxaB7oYXgJVls3GHkheEKdm8mLVOSykPtBUc2rdbSEUIyP/7Xx2fLyB0Bpfhv2ImKshqXlDwHIA6ONsZvgOEtdxdcrZbBv8quYiGqmYYn0+TNxTx7OFM/zbJG00B+II3ay4iC667pwXRevesXt2LXTfOREEPj4u//5Snz2f7wCx49NqR7oUYQoTs87lxb0M63cZVvJkeN7cce/vRW3/fP/jbklfav+hHyvhedf+EUhtaTPVQYF6dssbf1h5v2dyMV3zc5jC6unqjeUtYFE9SBHxTkP0cLJc2/+kdqVApYL8FwF0a09hixzHi9/gKwdbh5/3Bj+h4d+PgsreFPjlx/un70KDx/6+eL8M7nuy3LhsijGfL79+H9BEI9DW3WQfEnxcPCcEQcPPPJrYKxku+MRnRQ0OgN9RADKDRZFk5C1ABX7MVBccAFF3bC4S6ajR9X4y/JBCMH+/cWd70UXUfGuIQbcequPt7zF7on9Ez8RYWKCYXXVbqCZnGR40YuKAfCbbqoVyu+yy8qVXF0+ZRQEBDMzBDt3muU4Pc1w6qkxDh068dbwDKOOm8uHASw5O0o5fydjhL9lj1d/TogIR6RJGGPamVEGVvL31ImRfM/EAY9e18HtYUuoYDJnIsLDdNOXMKZMOotV7rK4LPeEYPTyzAfgtcHEJ5O/TZN9/p1bkZEaC9P3mZjxMxBGwEjGpN2gaOC9sqDy8StVQRlf1PjzNUDKE+PV3R4ekAFPvT6XpWH+yUmu77phtiuS67lirJITJqKuMqbXEJa/JGlNZqYaxeuSnSXeDvLtQZeNzDsXeT4EkSKSm4QaY8E8Q/RpnEGi3K9KtreFuOR7WhhdJkkYAhBmZoOouSwy1huDWzjONXO5lHKdsImXMjJJwciKlGx6BiJRhqAhUvftjOvmpnGllzPEcxxp3qq294ZBVeazVZ4n84T8GfD9UlH6enqDOpO91zwMoi5sJFqL+awtDbkcyrbC74fPjV4Gw6ZeFgr089zAQZfv26LJgDU1xuEsYOBjArNsdVys+9gonVsTgDGS/hpA3ZYAuWQewv8n36ahX5lXQs1PYnrOvNIYTbzP23QZzWgRK9ExrEbH0Yzm0IoX0I6XEND89qy9UhxQsJiBhgw0YmjPhmgdD9GcDdCaDdCezdtOGCi8mgviOnB9F45HMHXKJKZ3bMGWHafglF27sGPXGVhePA5CQ4CGaK04iK1z/2LAUr0h/7TpY2oQAKLqEv6uPnflO1/w+NLfk5MfQrvzEgBjSrSd4GVYWPowpqf+KwgJlLhy8xoAYXgu5pf+FlQ7MxwAav7dqPtfV3BQ7cIYryDKUv1RyzjLQlr1r4o2R9N7iRwjjDfeguXVr4JB9VIMo6vQbP0XTIz/hTUNQ6LiW1mYoj1X9Bmiv5SPU9d3SkLYn5rKODeXlXWRokUK5WPGWP0jCMJXg2GbFvY0LLdvwUT9rfDc76R6KSB0VEMOgvDVWO18EMBUPp3a/6PxbVZjzPp28sScF1lDSngca9yEVut1iOMLlDdjehbmF/4HpqffANc5aoiLU5IOpZNYWv5LhGHec52Q4xgf+++SXAyckaKFw1k6Rc9ZCh5SxveqsCiSUoxqq055QVpsRK2p2btMGl2IxH+6dTv/ljzQXdeF67nwfYpf/ZWb8beffR2OHcv3PwDwvQcvwA8eOg8XXfgQLr7wPpy645HUI51m27dru+oxMFDqYHZ+Nw4cuQz7Dr4Ai8unF0pscmwW1131MezYsk/Ji34JwO7JLxYPcNlodi0AjXrTGPSxgz+Oy/d+RaRHtPT1BeiFczCxqJDPL6T+li+SSPsGKj1X6kCqqPNvkXdLkqzkGadTN38bjxz52dw7T8++BI8cfQB7d92uZINpdY4yB48efjW+89SbweDAIRHO2v51PHns5WqazAGvtry8FPuiFrdMdX8BnXAzFpu7ceeDH8CLL7kedZ8veCHiw7hBgxAwOPjuY7+M/UevskhhRCcbjQD0EfVNZQaQ9SBu6AOAs84qB4gvuohiYWFxoDzs3k0xNsbQapnlcssttUIAvV4HfvInI3z5y/bt1//DfwgLFwcwBtx8s/088qkphs2by5X3ffuWS9/pli688MQE0NeKkmYlKW3ZTfP7akBVEc9mdOllCowy2UAJVF3YmCXFFMXSmAkev4yQSUzrCp9C0sRRD18mDx2zZPxHDmzTWNZj6cf4akLcFcOJFn8BiJ6a3QwR8qBaXRHCZZIynwUXU3uipZlqoMnEk0gaaTYpNySucWwo6ywTBsrgQBVX1OJVmCxS8lPFoZDVTD6me2qaXdYBJquVqZFEtaoMifT4C4wtRn6Y5VoPnwHDRMSRf5/pslMrmZ3tgvRt4HnuXm4+UiL7nEFD549rXXobzXKvfmf/k5f0jkblu1LNyInSJFv9J9MU8C47eTkeqfzyzSJ7zhxHKOgycYkkbZOB6P1/j2wVdIvVSLIysLQ/0D1lu5nflgHCG426zd/JQDbwlt+3bdPdDW004Na0cMCmvw1joYQp7qJdBkzl0i1ttDLoh07UdkqKOmiSf9NETPrk9QRSbfws4lEJnOo1jHu3WuYiJl5s9Y0b1+XXxJwC2RhdNROMj8IsZTfhOanvDCydo5HU09bWClRdQc5GApzHLELMQjDK0ImX0YzmsBLNYiE8mGzjThcR0iYoK9/JrhuKmjHCZoxwMUa4EqM9F6I9G6IzGyJcjRIvbY2IS+CP+6hN+GhMN1CfrGHzWdOY2jWBxnQdbt1DltHUS1/Os4gzlUrBGdFq+nl9JysH83NZHxOtQ19dmP5O5kske04IXLIfU5Pvx/LKB3LcdTrX4Xj4HEyM/QXqta/DIbMKp4y5iOOL0O78PFqdXwSQtzERMoupiXeJfCq6kKaH2eq82IHK+FCte2o9LNgdRLY5mKMV77nkAMYbf4DVdt6zuNn8Xfj+t1Grfdsal5KmiQrnnQyle2Z302uVDGMMDIRl8ZnsLXpb76e/dDCPicbbsNL+LHRPTsrOwXL7f6HmfR4170vwnX8FcWIlRUp3IoyvRid8HWJ6hTEN37sNNS89K1zRWdV8gaiPZR3MOjKIhR2SbQwxNk39PuYXboa+MCWO92J+/qsYG/s06vXb4Tn7oFMUn40guAbN1pvA2BZDjiimJv8rHLKUqpS96mLI2onyO71MPfLlbbgNGmMuOqb9Jkr8qXA1tTjjQrMnEG42ksDzFDh3PQ+e58H1PGwea+M333gLPvt3r8H+/ZoXdkpx7OLB71+KB79/KTwvwM5T9mN601GMj83Bc5oAixFGNYRhHSvNrVhe2YH5xTMRxSWecynt3vVdvOz5n8R4YzmdgWiFohsLbYs9HQKS7miiOyZwyWzfetAY9sjcXvzjvW/Dcy/435iemkEce2h2NuP4wlk4/6x/g+dGCl/EtdjOicpDxkAyJ6B83CMAJem3ZH/j4xDjDV8U4kAAACAASURBVEq3pdjmn4SAOY7on1XTABNztJ1b78NY7RhaQf4YjX9/4u04vPB87Nn5D9g+9TDqfoLJUOZitb0Th+evxGNHX4XFZnbUyAWn3YS6twBAA9DTPklu5TpPlJrzcsmZn8ODT/8KgmgKx5cvxG33/n+46MybceYp92Bq/HDS36TjMWUeZuYvxUP7XouZuYvNshnRSUkjAH1EfdEwvM8HZSDgxoZTTx3cNmLdkOMAe/ZQfP/75u08HnjAxSOPODj/fDt/r3hFWAigl23ffvfdHg4csIPU6yUbANi7l+JrX1PrzEYxDtnOapS/h8qrDNIYgAh7MHXCpE925EkEB1B57Nxj0qTz5bEtpnyMhiQtL5V5lxYAJCCu3McUvC8yoU2WlAxnk1rGbxaypz7MzbfkpPWgqTwJyb+b/c4UEpGNnLx4XShGiZhsfJDjEd8ZXzLAp1WIVEwkM+iIb67sGSqIgWcjpxWqQrXiUNuHTKJel4BqumFLNTiYArLCn8otInxuM5NwF7aSwkQGFUY3SHQVBdOubG3f8EMuw5yGWSQggyd3Ud9iBdFl0kFt7YdUdDkDgmSE0s0Hoqi5PVQyhOZIBmrtucnEp+SZCTuQXiJZS0hu6auws/ZckXgbYfJvaq4+lII5aeaVep/JsGfwXDIyJ0XMlG4sS6e7uIAkf0yTs+593Sut1bbUvaZZlr8qXuAnGlhpA43l865t75roRMi/DETr+lsvW+b3Wq91z/IqaXcLop8I5dEtle1usXGpYEJGrD8ykvUNbWzvJ/e2LfgZmHKcS3bfzKmxrjF58aTJiJuko/QzlcdlTR7yNxLNDmIHKZVneQomz9/kLCRbtsaIaYSYhohohDZdQTOew3I0g8XwIALaRIcuIaBNUAz2WLaoSdGZi9A80km8z2dDhCsxgqUI0WoMagBmXc+BP+FjfNsYNp22CRPbxrHl9M2Y2s4BdDcBCYROzeWWikMH0K3AMMwAuvSTKXHb5tgEfI0yjzibKknzHP6bL8BIwYix2ucQN85Gs/2mXPSUno7l1Q9ieZXBcfbDIcdBEIOyacT0dAATxrwlXC1h0+QbQchBqCIxzOFRJCdqB9CzLGtxpde2OAUr+fm0KUTN+woi/zPohK/XnjhYXv4Itmz5GbjOXBUGzVTYVgsmuSx3kY+sm/FLrtNlyYgbNr2NmfUnjZ+a+w2M196NZvBB5AXhIIh+AUH0CwBiEHIMDpkFY3Uwtg0MJoA5I9f5Dibq75R4lNsDT4tmdhaovtCZLpYqGxoRoRCptgrP+yE2Tf0elpb/AjpEwtgkms23otl8KxwyA+LMgJAmGNsESneAsaJt3hkmxq9Hzf9GIlqd46qDWFpssr0n1/2wZNzi4HlMaYlHu6LWCXZ4O4Msw3xXJ5wDhMd1ai4C4eefk2Tr9hQ8Tz6u+Gze3MFbfvtW3Pblq/HNb15WWO2jqIaDh/fg4OE9xRmqQOONBVz17Jtw4dn3pJnObOUZpAypbNL8OWZhEuKAeE5ukE/KO6GJ8WVsm96P2cUzc+Ef3f9jeHT/j+Xun7f7eyCe6rlOXMs24YSAuI6YA/AyZDTTb2nalChJth/nPQEfZ6zgOVOEoaULMS7J45m+4ychDJfu/lt8+9E/MEZzcO4qHJxLvLgdEsF1Ogj1bdRT2jb5EC4+4zPYN/OK3DPK3KwuW2zoMTXLcKw2gyvP+xj+9eH/CwAQRpP47r5fx3f3/ToatTk0agvwvRaCcArNzjaEkX0sHdHJSyMAfUQ90zAAxWEYAiYnBx5lZSrz7r7lFh/veU/H+vyaayJoFmhBnsfS53a68Ua79zkATEysn4FpejqvWJ1IHhbD5pWBe+hZlEnJKMP5kb+VCVDKa1KTpMku91AQQA+rvCpWmXAziUc5fcP7RbNjxUjPku3EhR8vU98RE8P0m8ir9SXBCC70+T8R6pV635ZRYmFdilfFiQiIaftmWUPREraD6IUcSm9kSlVePmmyTFUqzfIhIg/JT5LdqwigV+O4S9KNLVr6WdmTSolnCqJyoz/W0jiZ0tISeTN5QUU3MeuLRAYFDBhBZindErZK1nRYjDZ6HLKCJvOjGYJyVaxKARflTzBgY1bjz2BA0GwXXByyWIhUXpmxQePRSkSJTNnxIw2rsiMzxJT2oBqWePuvWBlFP5Lxy5h2X+ZCrERXcmKQdlkF0kiMaXJqfZIon2z8kstJHucH6Yk+aDIZsbvl1/Z+9XMkh+e1PGwygebd6DYnUr5NILq+eKBqPIPgpZt4q9axE6k8nilErD9KhmnwoYeJD7EE6mJU0+qZPi6n6VGqeuGW8CiPz2IOzkF6DoLy8URmmEA4ctr98LW0eHImEJ3rN4YpVy68IWf8bGLKIkQsREg76MQrWI3msBLNYCE8gJiFiFmAmIUD90APmxE68yFWDrSwejDZtp2GFHEEsIjCfBy0g/qEj4lt49h81iZMnzaNbTu2YGpqCo3pOryGm5VPOj1R5k8agG5JJJFvEYAOPlfjczJDzeGLbA1zpNwcX9Ph5Xo/0fgAwBbQ7LwT5jNdCSg9CxTmc391cpynMDX+ZnjOQ1n29Tqi6WFWsJtSMFLNSYOp/2CGPPjL0nxaZ8nw7ljtvYjiKxHTi5RHlO7E0tKHsXn6N8z9j56vgY4pzKCfSDmypWW8na9jttfKX5KfS/zlZJF8Nfz/CUIWsNr5COyLMlwwtgsx21WSYEK++1VMNN4KQloGZmWdgYk6w4TDhYr1qlYyKTaSjiHc3iVlr167A9NTv4mllY+CsWkjj5TtAOIdlfIDrGJy/N2o124Ht6lwHUPMubpSxyRdxVAuCXieftJrLgdTkSv9YNrX5GqTLH6FVFcBJiwe2Q5Osge657nwfC/1Qk/OQk/ORWd47c/dhec+51HceuuLcfiIeUv3QVCjvoTL9t6By87/JzRqnUw/Tv8Rva4phj3Yj86WPNBlPVmWOgNw+bO+hq9/6w2V+SWeC+JpcJ1jZoIQAuK5Ut3IdlqhFKDEAKJz3jTwXJkfiXmKpZKawPhUAIyoM5qzd92BwwtXYv+xlxTmmzIPNDbDlNPj+/ATz3oPHCeG57TzYamfmb8t8cfUHLfnrGDnlgdw2e5P4XtPvVF51g62oh0ULZQZ0TOFRgD6iCqR6Uy7E8VYVqutH49TU8UGn1tuqRUC6Dt2MDzveTHuvz8/WL7oRRE2bbLnrdkEbrtN9V7X+VhP2UxO9pe2zXNgPchkfK3yfiExiAmQSZnKKY76pNey6k5XK4RjZTrT4Fvr6iEsDKqTeP3bGMxgbDA8SxShzEOeG3p0ID0LmgFGRAadYJrzq6BWnvQQBiBcTRzQpt3SbT2qgnjSfyx3U4nIXq6qXNRrCcSS3D+LW2GaAdHfEy0/Oq/mGAvTqBC+mAx5KQVO5eA2lbI6S/oqWzWgDh0ayPRIqsOVzalVRaeD1r0SszBoidKYD72sivqHgnesZGiETKvDhQbrSkB99pUDiqUfxMyOkYgck7QQpvD8R6nPz0PTiXUpUyiz7Q3FLiTS/ySEXK/Uvj4z3GtpABnQIUwrgyaDYj+QOJlJcAoNe+HcoM9H7wVE74d6kc1G1SPKzuXmtN78D4qfbuexg6J+0hu07IeR9/WuH91S2U4W/ex00S/JC2iJbZ6ni9vwSiHH6djGx7vcTg0AuLeVgcGcHiazJIYXaerMGIPjEGTgSkX5cgM5DyXxXAosCj6YwgenmEUI4jba8QpISNBhLaxG82hGC+mZ54ugoGAsBgOF9bzwCkRjBhpQ0JiChQCNaOJ1fixA+1iA1mwHnXkJoOfTThcgvgPHJXB8gvqEh7GtHhrbPIxtq2Fsuw9/swO3wUD9ACFpohUvoxOvIqRtxDQU85S8PMuEJ6RmrwdirpTOrzSsVA6nTDsMc2JhR1LA9eSd8fp/h+/eg5X2DYjpJQVMF1GAhv+3GKt/FISsWNYOmPQ9u5gU2VYlMde1vqA8rKK/E3QwOfY7WFz9B+ggbxi+CM3Wb2Fi/JOVWSzt7Zjl2viuabPnogjLqS99qUpY3Y7ofRmu8120gvcijF+ef78iOWQ/xurvR837hzQdI0P5W0KxSt8gJN3O3i65nFauqdC+fxc2T78Kq833IAiu7SIXKvneHRhv3ADPfVppPpkthoPoAIQzS8ERBlJfJe84oj8mBHAcB07q5Z3tgpKvvQSA47ml9YRwlJnrs/J8kYPlBCCOA1c+79xNQHPP9+F7ngDQuSe6I/V15+05jN9/59/jgQfOwV3//Fw8vb/47PKqRAjFqac8ggvO+SbOP+de1PwADggI8VP+IdaxyZXC1NYdz7wrrON5cGuJ05pplyc+Vlx24Tex79Bz8cT+Z1fi3fV9eLVI6RcdHVAX+SRwfU/UIcoAwigIZcmHUVDKAMrAGAVoOualkWfsMqEOK3m0eL4T14VbqyE7jx7KGKjHc9VlH8F3HlnEI/t/ppIMZDprx114/t4/g++1AOajVs/vxEtZDY7vGeZOWSOkZNwYf73RgeN5uPicL2B8fB73PfrbCKPuPDF37ngcgPloihGdHDQC0EfUNw1KeR6WEr6etosykPjJJx3ce6+LK6+0b3927bUR7r8/P2CXbd/+5S/7WFkplulGk81GAcSr0JoZGy2FJBtJAE35BjIFXIC7koZAlAsVeK6ERsiKtGx8MHwbVzBX0MIZ1HNyGbdrmeMhUl6GQVZcRTKkiNQT6152bQwnoWpyPCZtSI8f+Xf4BDi57rdhs4w/JEabbCIs81GeTrYjgjmZChGk4buMgK8Y6BocXeNOcT26vG4WGJxkZBh1pO8eyj5t67xV8KbPeBsimSIqlvgYDfo6yJ/GKPWnLP2G/K3nTQYYdDalHCY7fGT8ZVYRNV3xX3TCmrKtjQOij5Y/qYFCGmSy+JKYihcxDJosRU1AlC5j2Fu264sr+znz+URZ0DqijUPden/rtB47Rg3j2DBOJ5L+sZY0qHI2zWDlfr/rFEgPYXg6uYCWeS0fw6S7yRivzS91wEb+zbQDmHSQkBBhcE7ylF+wYNq5RmoJkhqW6QBKCEN4Je9aUwppG4gBFsRoBysIaBPLwTG04iUEcbJlOwfOuwZJNaIBRbAUIlyNESxECFdjNI900JoNEazEoIH5ACu34aK2yYM/4aI27aG+ycfYaR5q2wkwFiAkLbTjJTTjcSyHx+A4LmI3RDtYQStaQkBbaT7kklWEVMC15ZleV8qAMPFLK3VRvwCAg+dZML36+u592DLxSgTR1WiHr0UY/RQYNhXwn6TqOj9AzfvfaPg3wnGOSfM7exhlHjcw0uvgYPt213kck2N/jJXWR3PPVlffDt//d9T8+8Q9kqvVFfnpiW2bbj9cGmQRus5+TDZ+HTF9Fjrhf0IYXwvKzijnAXPw3G+i5t8C370TpOKOBQpxlQXIAeeJqUsqFNFdp0uUc2dJZUJxySFsmnwLouh8tDu/iCC8BpSWA7oOOYCafwdq/o3w3IfBWRC7kXHQHFnfzoTimIHo1rzq4Lk8J+K8uy5830OjUcPYeCPjzXR2NgFqNT/l06Ahy/oQB8kJyX04iO44CXjuSCA6P/Pc8zwBqruuA9dxcouGHYfg2Zc9hosv+hFmjk7huw9egCf2nYWDB09HEFY71xwApibncPqux3DmqY/i7DN/iKmJxZRXLwHOwfMhWQGM8wKV/EYjdw9IgG5/rJGNxZqdVI7p5175WfzLva/Ev3/vRYgi+06xW6aPoz7uw/PVeYhXM4P4xHHg1epItmtPvc8Z340g2dKf0RRcpxzszuYMarYl3VTk0Qwbur6H2vhYpvvL8Vm6t6ue+/c4/9x/w4OP/AwOzlyOKDbLFQBcJ8TpO+7Dxefcjp1bfphGOw4wYKxtxk+c+rYEZM9RWi6L5vFxfLIDf3wMAHD+Of+GM09/GA8/+Uo8cfBqrLbyZ7dzIoRh147HcdnF/4Lz9z4I4G+s747oxKcRgD6ivmgjb23J0+h0ytN64gkHn/2s/azxqmnp9PDDlnNKJLrpJr8QQH/5y0N84ANj2l2Ga68tBtBvuql4+3agmmwoBW64wT6w9UKMsZxsThTjVbfnYvZHGliie4IoP7RJtBImA0AYSOa5QdLHkqIuf1XmT+JTpM237Skx1JRFn3jIM643qICDcjF8JTS3ljGnbOgTUGiAkRwZy99nphct8Ss/DRNgPTk5mO093UWCh2S6RwtLnxiXcJjvlJZ7Sd2oZCyX3yEV5FkUvj8SkuHV0lQ9c9W1CMQdrEHpmQiiG0wDht9dyFkoiGo4Ue34kRhQ243ccWXtSiuPNBIFGDUYTArZk/jMOExMtYyD5MI6Ilmhcv0Mk4wB2eryjBX9fQqG7Awy4YkuD0WCoUwyttLI9buVcl9CWlFzz/xegPxhAe0jED2hfraVH5GZetmy3URmg+twxhUTeG6rB93ycKLoH4MkW54HcRyEIdYiTnqPtluVxRDcNL5ku6hoY7d4h6RTeIveJf/WABMBmEtgJCPJsSdE3h5Hng7I8i8DZWUQSQqTn60n6RM9PIAwbiOOQgRhE07HQSduYjWcQytaTM48Z8nxctk+M733xzSiCBYjtI+HaB4J0J4N0FlMgPRwOQKLElBNLye3DjS2emhs8TFxWgP1zR4am334kwRsLELktNCmy2hGdSyF4wBhiJ0OwrCDTtxCRDvp2e2aHpuS734T26fyZ9Wq4tLrBVT5l5GkwzHjRCedqEhfcjC9Sda8u+B7d4ExIKbnIabngdJdYJgE4ICgBULm4TpPw3UegkOWDbwYuNfUMw5UghBM1K/HRP16c73sulokATz3B9gycVq3gQupXrsV9cYXJbDPSe0UqhDzWkDFTBheq3lfRc3TQFdjZ1XNfjE19lqD2tjLnBXw3PuxdfL0SulWJdd5GOP16wFcD0pPRUzPB2VngLFNYKiDkFUQrICQBbjOw3CdJweTPNdN9Hai67mi2nJdytDoCJAh7YDr/AgTY+/DxNj7ENNdiKMLQOnpYJgCYz6AIM3PIbjOj+A4R6Xosnai265MtYqbsgiWsH2rfs530gi5/sX7Gn3cIQRwXQd+zUe9UUdjrCFSe+3P/k0iJxmEZwyM1SB2jBA8cykkZ5nLYLnjJO2Hf2fbtfPnrgaieymQ7mYAe/rhcuJbiDuEgDnJtu47di7jpdu/hZdcfQ+ikGJ2bhpzc5uwuLQJnU4dYeCCMoKa34HvBag3WtgyfRxbNx9HzQ+EPJIt5cfTbwj7ZOYIJcnfQlzC55xzDNf//h9Z3hpT5gs5/Vg0c4JrfuprePEL/wVPHTgX84tb0ek04LoxxhotbJ5ewKm7DmJ8rAnAAWP1TE4A9py7H3/8znelVYLXC5aWbU2kKwPo4pvyMk+90blOjyyMSQ4EwAuedyde8Lw7JZuA5G2OcQVAz8YMtd7LdMbkEZxxxicRxy5m53djYWknOsE4wnAMjhOi7q9g89RhbNvyFHy3k9Z1yXOcAWdPPI7fPOuXc8NPkta4eFGbmeH8Pd/B+Xt+KRcu6RIaacUh8CcCPH/rbXjBFbdjcWUXFpbOwmprK8JoDIQQ1OttbJ6exa5dBzAx3k6PJai+0GNEJyaNAPQRDYQ2mvFB5mdhoZy3o0cJPvax3kHifvL/xS/6+OAH27DsyIJLL6U4/XSKgwezlYPPeU6M006zT+qPHCH4xjfKm3cV2TgO8Od/Xgelgyvj9dwCcFC05uA5vy41oujRMO1SUygAMVHOVLgqeZP445M1OT3GQROd3y41aiYbtLK6IwMenFvVO3rIxMxeEab3zPfT727L0xCvYrTRFCmgC1BIqV8qo9yWI2/vz5CvSllUlvzYWNFfrwTyF0ZQkmBZ+N6pEnheGNqWlwHTMwhEry7BiiC6vjAImZFcFDhXbk1JpDC2eEr4QhVVk88BRT0Ch3JrYAxQPM0JIJ3lYc6nZqjR+ZF7I8YcbuWB6l1OsrEmTVfNTr6hVCyNvkhsZm9oCusN1I5AdDM9U/I5TJJluNHn4N2A5/zZQI9UOsmo16MWegqH/Faoec/zLhc8WK67jiNF0LM5G1MHHNkgrCQmn/yar4umo1aY9JurYolsHDDKkBytpM3BDSC6llLGjW6sl9IW0fHwJfpYSDtgcQwaRqCdGJ14Fe1oWfHcLgrfDdGAIViI0JzpYOnJFlYPdkBDChpDbO1uWubg1V3Ut3iYOK2BTeeNobG1BrfmwHEBUgsRkRjteAlu5MILa6AsQuh0QIMYNKJgMQVlNMuDLO+ybOWs7kyrNqURmKf5ufYl8SbNGHndzYEd0vTRcx6F5zyqxpOjIv1T1zGlJ/ICee5Z2xcNbyzvr3evamfpKxEpkuGPRWs13DnOYTjOYRMHw0tUtkXxlAyIIGNaQyfSKCTrR1rkLg7B9Q7lQOs8D/o9KR2m8sdBfu6Abo1GWgSlz4F0fhzXQa3modGoY2ysLr3L7Wip97EAU9WPPCbKwDhxEtDccRLvccdxMgCdg+riPSfZzj0F0103A8+JBmDLC9Zo6sXO06YOSc5J9yhOPXUFu3Yug7H9UEDcXHl4ALxsAQDJvonQQ4mazwpFaSt3/T5T/+UjS/mpjQGXbn4SIE9Z0m0o+RNgOf+W6wG3kYp3OEvJVu5KGadbuOvHBeQAf8GutNAgTSO/CwJTw5vaQUHTH586ijNxRDCSgfEMjLlA6nHOcvFnv3MiVu7L5SPNl6RwYi/BFDzn17xunzKxhB2nPiTqdrYQhC8YaST13bTTw4hOKhoB6CPqiaqeDbhWVJTu4cPlPBWdJV6F+jHkzc46uPNOD9dcE1nfueaaAJ/+dLaiqWz79ltuqVUCvKvIBgCmpigWFqoPCGX1YKMZrKp4sQyS56r1RT+LPA1c7Z782PC6MB4BALMDCNXS0o03mfKhbiVokXMJvzJIXxSOhy4FjI1LFeUwBfLMGU7y71cqXRtw3mVfYlOgFPBcyhpXEHvqsfIVpyK7FiVC5UpNp5SHqo9ZhYrdX/+fPw2zKL0KRhKmfYZJBnnmuevSuF36emmL197OlWhXpJlTCjnJN4688d+YvmJI1GDfXARE5UoyQNrzJmt5XUpAAshFKnx7+RTo5wuScnnSrvNAvt4H8BR67WSK8pBdFlFZsqbyFNHrRTeEuUpZnP0CwxthflW4G0oX/A3DQ7rfNMviXMsz0uW0hpHXXmjQ+d1oCyW6Ld+yxR7Dbq+D1l26z//Akq9E3czG7DFkxtv8/FXWaHLalVlFA3LjNjc2iz/F0GvTYpjlWklIu2nrI1RDNKXZ9slxHCEOQkStDmIWInBbCGkAFjEQ6sCPenM4YIwhjmPEUYSYJt/tuQCt2RDt40Fy7vlsALXUEvDGdZPzfF0n+Z6YrmPTpgnx3dgk7SLIAITJFIfGMcK4jY67CkLc/5+994u5bknqgqvW2s/znsOcYUZAmY8ZRC4mAQ3RGKNoooJcjBJxIvFPVII3RgwJCYSgIkpIZPjEaLjAGMxEL4iJMIBkNDMXMApeMInG4HxRSczIHx0B4wwjHGbOvO/77L3qu+iu7qrq6tVr7b323ms/z6pznnevP/2nuru6u6p+3b0AngPgSwTYQ9CDUjU4Oktj6HFPa3ABCH193IiW9VgCyMdVTzRdUxBHX/PzGQsi7CorU80OOK5RnzpclPVvUEm0NyfOL4tOT/53l+dQs7pvio6pXCGX7K8ojRsdXAyFaB7q7uIMEFNYtH3FA9KdaMpylYt0FKiq+eMd6LvdDp49u4NXXnmmgNb8NwANeXdyembcPN6ucwYN+65T4HoO28WwAmhEDZ5z2nYM7RDDzq34vkOEoesi8DuABJJTG7kLwsQcmvLE1BRZj/HnWjJXpP9RYLG6NuGcBJM8aN0IbW5KR1BtTmDu7YkEoH47AXZrIH0QPM+wa0yezKUq92xFjATfWf/KsiuDWl1qbM4iwxZfaNlRUQR4DuJ0BcAg752Vbedvo8dNG4C+0aOnn//59kD2RV90xHd3FqT3ve9uFED/E39iPwtA/6Efah/fDhCOcP/lX0Z4+9vHJ87f8TsIPvKRSUlutAhNVMoBmkqPFzwfXwVZkUv30/P0c5aK7EzLfiQvZBAorioolOHjUs+suSuOTRiwSlv5bHqepLXnSjumx66Gn+OE6uG9lPzMAc9leJse4miAFeAyo5SwPViBz8C2b3gIaqevF2ZlYMGjIyXiUlI8o29eW0i3+rxFFBU+vOHzGPngccqixGLcy7sghGyqNLTzJiXs1pcxpKHMOh0hDXIffqXOxAKAsxDqIq2J1gYeLkFTd7JeAzy/JZpSP2vfYX7q5w9au9CXyGcJupUTE87CY2U6LJpkdhNNi+CNN57L/HQJmW63Zcd41EOs43mkvoqZkJxnlq9a6UQkCaDTS4rpdoAPO+i7e7gbCGgA6IZ76A/HHVF6OBzg+fPPwMtPfxqeP3+ANz71Bjx//QE+/SvP4cX/3cPhhdzZnnne7Xbw7JVn8FlvehO88sqr4fdz7uFNrz2DZ3d38KaHZ3D/6fIzfPf9q3DffxZ0/T1A38GAA8BLAHyBAUQXG9C9Cpy6EFAGkeCTJQnZqO8vj0VaAVn5QtdhMMNvcUHiPkaEwfdBov9XdhqvsRxPik7xrUSaN+UbOfAW6nu2zhw/nezjFgCMv2x/2WTVe76vLFxBQOi7Du52O7i/u4P7+3uQoLMF0TWATtqvxP7BdIR7BNAZSOzijnO1Cz3e2x3pDETKjUn6nzDOdPFzJghhpzQidMxf16WyFiC6qTXh2Uz1krp9vG5ttiF5JfKUu7wtgExObOCF6polI6QxHdYNiH21wS4npPALPI7x8/gbI5NIjs/JlGnaxRRg4zkkFzxIID5lJQxo0gz4CVVJ7GInUddecnaMkGHVK1mvNg8dR3ksWD4kiC52o6OU67RIBK9ua2x0GdoA9I1cmrvDYs30S7/Uwac+wP2TigAAIABJREFUBfDaa/Uwr70G8I53DPC//td1Vg198IN38OlPfwbe9Cb//R/5I3v4rM8ieOMNhC/+4gN8yZfUAf///J97+Lmf87+97jlx/ut/7eHtb6+D9wAAX/IlB/jIR/oi7jXlwB49I+mW5NOlOUr5nGSToifURhfoY8oA9RTHWunEOdEKLeQNgJfbLwKcq7wAii3/3q1nRM3IQj/wPDaVNCdkpQyGsfpBrL8rE1wdTRH7EZfhlYhA7fr1OLwBB/stEhYXkqzBdVwbYEpAAuFzQXTQz+xYUw4gk3jTdqQZpSMbCr5vjktkEy0y9MednJ+NNhpePnKw/aPpjJj8EnQLgFuLaiBmC0Sfo8M9hnqaS3PAc75em168BD9Td+CvYSHB2kH0s/JWmw5Pbo7jQfTm9Dz3ZTWO7If14ASmmqK3vRRZf84dJ0ffMHEUgP4AQAMCHHrAHqDHewDqAIYd7GgPd/RqK0OXHh4eYP96B/tPPofnrw/wG5/8DDz/1At4+evhm+eHF0bPiNT3Pbzyyqvw1rd+Drz25jfDb/mcz4P7N/dw/9oOdn0P9y/uYOfs+trhPey6e+i7e4CugwEGgAEB9wB4iH/RpuSji03W3m2DaoszjD1rFjiXUfXLavck9VPmfWofG7W1fdl2oq+AHP18hhm2cnXxdukEn0qNjpN5r9NXBoT0SD4fQ9wxhfdKWNhfqEeMqn1WCGsAnruuC+Pi3R08swA6eEe35+O8bZdABSBCAg87CZZLgNGCjOavKHv0i4RFRaGQPQEQ9UDIfl4J/vKA50CfrvgwGCpqcgJ4rlK2u5XjQgMqnkkm6vpG+am2HE8fzx/bhEFy/swL+5IoJ6BlxJQhVRmpMlXtfYc8b4W3sF4uDnTTtvWAGnSXdVF3NZD5se0vd53btHI/sAC6YpKbKO1GByPLvnzX5Hyjx0UbgL7REyCEf//vd/BVXzUOEv+xP7aHH/zBaTu3l6Y33kD4wAfu4M/9OX9n+bNnAF/xFXv44Afv4Gu+Zrwc/+JflKuwJVknzoc/3I/ufgcIdeOlu0an3OOiEcVmrrPLKt1SQVftmH9rG5KtwiSfntvItDwtSta+lq+KQs0rZdu/RWO3mcZ8gI4/5ilTzWd7WSaiU86C5xQbi/viih3rT4JOqH/j5gQ9iMwB0flZJeiUcGNZ1eJFAx1a87kz3nukXD92R0N6m3efjzoyxIQSWFx4hnHWE2x0HrL6Yk1/3HTKcZoLnj8VsraNt3jj2jbLWkH0S/JU1P4Vu7s8TjbRMVUxJc7IPBPmQUhzcbLCaosOKKuPzqsRBlj/LN9KAH14GXUC7AAh7jikO+jhWQRZjju17+WLF/CZTx5g+NVfh898YoDf+JXPwPPnz2F4STAcCOjBT7fre3jl1TfBW976Vvgtn/t58P98wduh2yF0dwi4Q+gfOkDns3UI4ehgxB4AOjjgEMoDJdhOAGkNtbfz3HWz18YS1xar1/2UTjFmJlx7RFnhkKYom1mxn+G47ilgJkUbiH5OWqZml53eax3Oez7iQLKgauHvCQKK5r4S28lf2lgAfReOcL+/u4Nnd3dJnhNwOvIny5EXc2VQcAw0TOCh/AVQcRXH0T8ibUECBocN4OsBno2d05nkce65ZCPLI0QeBmwlDeana7FIQeahs7QOzDwn2J3hyIsHeOd5mvcx7kbH5EaS8pA9sWU51KWq23GqdSnrC07guairWoJ6AZnYJe/xWmWUTFhSEWQ5s0uC9K87zusFDjxnhJ8AqGOlT4hoGz1i2gD0jQDg8TtbfvIn2wD6n/2zL2cB6L/v9+3hy77sAJ/4RAcf/zjC//k/CJ/4RAevv37c0Pm+99UBdACAP/7HH+CDH7yDr/7qepjDAeBHf3S8DLatP/ShO/iu73oxGudd73qAz/7sV9yyeQ6pz//8A7z73Q+pTriOPvlJjA7w89HjdL5OsORHo9dBE7+2TqvD8gCq09LXIDHW31WJRu5An+LmV9VNUHa6mVppFeCIPjOvTlpuB8cL2EptYv6haYsWnxb5yOAVJtStfIGLC9hEUHYpmj08Ndq7Ja7zUm/GL/UfO15MHHNiNN2dTON7kZZuntnyhMnD2NQFydbGyHg/5ihG8XcEu6fRhfuHze1WJpQz0FQQfUo68ndJWtNJSxuVNPYNbglQe2D1Em15qsw9VXni4f781ND3iglMgxrBhS//xlOfOn1wMCs/dTtMs5fCz9SPdPh6ZMUX4yiEgBFyXoKGFwj9Z+5heL2H/f8leP5rD/Dixfgn6QAAug5ht+vh2Suvwpteew3e8ta3moTjX4MICKADoC4CN52LdB9vcjtpFdpjqxOMtHd16KjhFDhfwWofazwvvWKRxxqGv5ZaPodOTOdkNrxVNCOvi/xPVIeb/Dca/Nzq8Ozx+6QB33MgTYzLYDADq07FeE/swYkAADAQwDCEb1wPh5R++ImDOy9uJoh2nQQ8eS6UjouoqzO4jxgXWUXg0DkBJAGPFqxUP6TvFRhrSo0kFjmFDNzyC9I5IwQQOj5FFHnXbfHMlwCH06NUirTAGymP8xkotqfJ6MUEvMAHgHXX2HUI9P4LBGDkPB3drnSI0kKv14t8UJc3VA/KGUAC5+GeFxOUYTPobPOy7Q5lfJJtAaluUjiSvOT2Sr9k7kVZvFqyCx8wtSOD6CAWivCikQ1Afwq0AegbPQn6sR+7g+/+7uewG5H4P/yHD/BH/+ge/t2/m9Ytvud7nsPv//2H4vmLFwCf+ATCT/zEHXzLt0w/5uynfmoHn/gEwud9nj+Dv+tde/itv3Vw82T6N/9mBx//uFZiWs6e//Jfevi5n+vgd/7OuvX5lrcAfNM3vYD3vOcV9711gn7DN7yEb/mWEpQ/HAB+7dcQ/sf/6OBP/snX4OXL46eZc+9cWoeT6xh0QRPZX9lWZtXrOCtZCZZcaeXm3JbQMeB5g6JC1voE+qnUbEmzvWCu+F1aXOdvmj5dlk/L/5IkhCkaPKV4nVngNjqSVitUZySWRU8myb1spsfWrCA5AugdB+2Elx096hmcPZ8GPRZwPX3jfuaO25beVdthvJEmW+/r0GcvQxZEl8838unsO+PR/JY3oDyPVVbyCD3RLaxjR0dn+H8BeZhaZcKxvDjd9Di4Ht6lNGDcoczsoRfIWZhxrRHGs4f0qXLnred122OZsPh3Imncb6M1002Z1jX4rlaItgTSMMBh/wD7F8/h5Rufhud3vQAiSQGMxTew+V7pSgz8xnlTgOb5u+hd+g50Or69k7tyncFRmZYSRCcNhNoIKajfKTPuTt5rVS4diUbHsCJdCxpLAF4B5lwPjITnFLOZrNslpE+Ge7uLXjxT1VsH0EfVqwKs9o9hl5KZ11t4ciSupTzxfSHicfEBpCoRoLh/egIQAQ0DDOZ5el98qkDEA62PjdUayvZ0TlpA5G+hb8e3PxXaAPSNLk7veMcAX/7l47vBp5JnjP7sz/bw8KBB5I9/vIN/9a/u4Gu/dnyl8z/5J2/AV37la/Crvzq+2vrrv/5lFch+9gzg7W8n+Omfnte9DgeEH/uxHXzDN/g8fv7nE3zHd7zwFvkl+uEfzrvPi1XuIzsx3vvee/i+73s+yt+3futL+PCHd/DTP31XTR8R4Xf9rgP8tb/m72jve4Df9tsI3v/+/iTwnGmpiWp1Ex6vNjyRiiSMQtlBqb8kk9upkquCC2cCz+Xl3DofsQcmhS8DlDWcuplYBTkprQvQBqLPoJotPLUhb6WcN01PuZLZuD8GMC+TqpF3hHt4Ue8I1wa1L0GPGQyeql+NhasB50t/23oN38peih5DGY6l2pHtt1AntbHg3Lxf7Hj5URBdPC5YKRd5lYsSj+PjqJqdmJ0FAGy0uuN2mfyn0vf9v99dycYaSnyD1izxqcpnDflIySf6zddfh998/XX4xZ//6KLlVkmhfuF9ozyZYyscRqQ9VI4VS2pRfuERxwGoddDMhhMY1uqLdtO0cO3eBIhO5rrhUZo63xDBsN/Dw4sX8PKNN+DFrqsA6DFRx+RD/U8a8Cx4DhE077oOur4PAHofwXQMv7wrVwLApW9SAOcJQC/Bc3eXuGeySsC1ElY9IhlHVoK6qMdl3jh8XKBnAVdECLvT5axa8CoBdJGBaI8EA7hzsVkgVJusrHg5dpXGx3VFB4k1ciTAf9Fi+ZRFsXkrfNfdMlVKCIEAvwcCogGGIQDn4TrfDzQADQRDfJevQ1x+n3gsAHR/cVVqO4jyz4tE4rVaQIL2pIGNHiNtAPpGF6ev+7oH+Lqvax/ZdSx92Ze9Bh/7WPn8e7/3Gbz73Q/Q9/W4b3sbwU/91KfgG7/xVfi3/7b85veb30zwV//qC/j2bx8/8vxnf7aH979/fvf6kR+5rwLoAAB/+S+/rL57/XWAD36wBLdrDhHpWPrn//wevvmbX8AXfVFdQ+t7gPe97w34zu98Bf7pP72HhwftbOk6gne/+wH+4T98Dq+ObLz/1KcA/sE/8Heyr5He9a4H+Nqvrde7pN/ze+qnAzD9zb/5HH7t18ZnVwSAf/yP7+H/+9lljs0zahgUKwJFvlE/qPOGqFclxtV8Z6Uzg+fy0dS0vXDLuCh0Kojy+fpoA9ErhACeRBVPKn2xiLTRRmcnBtFhpFPNXPGh0lFruieB55eiNCpdAa1vfbf5VmkpQM517FQWcC6Zz63X/0a5Dz2GtryETJ4FREfza6+93WmTE50YurAhslycEzznsOxbnhqtbSE68+sFFz+cvnt/Ajh0ARDMSkXWSQQP4r7GzlpGl7RT9Dq5rxZE98GRze5aB52polcNos8c8GbYY3kH+gt48Zk34EWfAVAFhFpQVK0okwOe3IEudt7ybvOug77fBQB910N36KHrOxi6vDM9plIpA7MidgUTA6cSaib1oyOX4LncaWzLSzYuA+g2bbWIwJZBTwryYy8ZRA311XVdCBf/7GKBVErBLxp0uTikXS5KkLxZnWZMx1GiUPJAoIHyAIbrZxjLkHaBc0zRdukzNdLfxSD6CF/MAPFOcwbKhwMMh/g7DHA4yGf5j9S9ANNZNhSAXgHPgdvTyL4Az7suyHwC0lc77my0FG0A+kaT6JacDzVe/9t/6+H7v/8evvmbx8HQt72N4F/+yzfgox/t4Gd+pof//b87ePObCb7wCwf4iq/Yw2d/9nj+Dw8A3/qtr8Axmtt//I87+MVf7OCLv9g/Tn2sGd7//nt4/tyANRMtmYcHhG/91lfhR3/0jdFw9/cAf+/vPYdv+7YX8KEP7eBjHwtKwhd+IcGXf/kefvtvb+f3nve8Ch//eG9OdDlOga619ZIOoC/90sPot+nn0ld91bTTF97//t0JAHq7/Gft0a3sG5k3V0428zfO9WZ4c2myncOGH7SVgKu1L0eLj9/G7dQsnj2k2UYYbyGrYpMBuQKIPtOj2chxHp3X0zJfOk7l58Ty2/5UJD93QczM/lxkt6z8e/nj2Ht7+ksR+cygiLkv+goa7kcr2PmmWT2ozw8iEFJ2KMxs0AC+L0nWW34dusbO0ynj5tg3p7339t1YHnPKNvW753Pr6xR98dS2mRJ/6mlS59KHFx8/nXY8Jo9r7dQ+lVr9aYy2hR0llfNbI8CpNNWgmNCsDODzJr1p9kMj4VIBaXHReCuBlXbsUpzt+FV/TyJF5AeeR3sk/zY5oFPKGauYUnk/HdTSmY20h1e/jf4+JbmxIs0lC84EHhLsM8Eem63BN95fV287lZrD1dzuP/I+tAsWKv88OnE8uuT0RRBsDfNMkeHn/AtAxvtGi1371rM3h/0B9i9fwv75c3joUQHn3m5itfDGgOcZROfnGTjHroOu7wB2A9CwA6ABoB+AKOxGh74HGAYF7uZCkbi0x2yD2SGsd2dX1x/EH3fBgGho9VgCxypdXQ+8mzzeCbsZtQyJ3eZcb0QUjviOAKzVgb3PmKGoMvlJLOQ8FKelDZBmUTGHpvmAKyBXFvBmKAsw2zax/jyK5SDILSqTDTZ+EjKtwzppAVEG4yPorcDxQ7g+DIdwzQC5ANQ5LFnwPF6HfEP5iXK9SAhdjpEJQId8TLtcQCJPYAi70Ivm3OiR0Qagb/Sk6D3veQX+4B88wB/4A+2dwu985wDvfGf9u+A1+jt/5xX4T//p+K71Iz9yB3/9r4/vcPfoh34oHN9+rLPsQx+6g+///nv4pm9q77b+3M8l+PN/fj6o/IEP3MEP/MCzbXK5JDnigGiUWaytvTsmo9syZrm7bCJ5XjoCJ6sn5CR4seNHXXJK5zn+vJiPeDCstsaUXfc3RhOb2w977fo4d/4yfdtv44MGJApWmhYbT2JitILpy/t287XB86npzOWz2BG6EPh7Sn3Nrf9LgOdPhR7T0fkbGapNjsbvLLZVQW0gPv7EIRJO5mPiH0djrOoxxni4wa+yatrVSllwQjuq3lr5t+b+pam2RAHbnJxbbhZOH8314vUswRpjf13XHqtRGIjycDRHa79xItnTCIge7zHDJMb6iREelRgQEdBhANrv4fDyJRx2fXpuQopBAfX8q8BzMUcxkNh3gBEwJOphiFEGDk8E0PfRNuhEGsxjyJ93fssjt4mGBNYOEbAtwXDBt1ccE1LyX4RPYHa+Vug1xy8WEiCgrDdZV4hhd3X87jkhwCAB/ARS536Z04UItue0JOvh6PN4NLoEpeUclgqv60sej592YAuwOvA1OPeaZ1VmjAvaudy2aQiy4lYsuAJ1z3kcDhkIPxwCUH44DHDYM2h+yLvOhyg3cXd5ui+OcM+7z1P+4ifMkeJf1R8I+IQBHCJ4ThSvCaiL9dV1MHSnn8+z0fppA9A3elL08IDwF/7CZ8GP//in4Xf/7vngeIu+93ufwQ/8wLOT0njf++YD6P/zf3bw4Q/3sw0W6/j8zu98BT73cwn+4l9c/oj9n/zJHfyVv/JZi6d7TrLfSLkCB4tG94zo5Lo5dcZfm608gWTTXs6GGncQPmY62YljG8gB0TVdso4bpXMEbIoD41alxMMjVwUau3SahI6Y9m7YVdXHFfJPO9HB1PxIE8hwZ3EKX5nO8b3mS+gwYyD6sSD0lE8RLU1j9X9se6wJFPbq8Zr8WeB8faDLRstTiRKXEuiM7vHRbHGNuy6hE3EvIPJKBzJybRfosJ98Lm+ctt9rlgXPkS8m5zOev/s921oWi9B4wqMg+pI8LTzeNpNjTGjKIoETMvVA9PVpaI8MLXXJgmhiLCL29wRg77FWxTQQ3TqAHkllEAENBxj2exhePsAhfbfUgpbyGY/uJSBstkIDYgfdrgcchrDDnAK0yPvMBwDoIviNfQ+IA4jEQALnDNCmHcOHQzimmwzYyUCznEeLk3ywfJd4Fkdw8/IZ0SlkVUhgOoHXjGAzqA1il7nZiEQyLwxjrgSuQ9E1kMv1zvGoi8eDY/wFhKDAQADPOS8Rn/PgWhhEoVBcJzA5AspgAGf9jXEJpIsj2uM3wAExX3eY6rvYnMU8W/0+zhnybzgcYL8/wOGwh8P+AIf9AfZ7vt4H4PxwgEPcjc785V3lpJ8pOTI+/TQ3hnZTEDqKOpP6aCwHDrwTnWDoBuiwg64TCyw2etS0AegbPTn65Cc7+JqveQ3+0T96A/7Un5p2nHaLPvUpgL/1t16FH/zB+5PT+u//vYePfKSf9D1tph/6oTs41p0sHZ9ECN/4ja/CL/1SB3/jb7wY/V789PQB3vvee/iO73gV9vvbmVjW48hblo/UAqzYFF6bI9poDdv3ZpLXvOc3rdFc3059LUWLl3o0wRXUsbZPBbUl7ValozYa3IbrajmZaZX30YLoMglVlaLEo9Vsl10YJ4H7dhlaS5977Eb4MUe3L5XeFFoKPF8TrUenDeQtkHgM9bxRhdTwLxeqALQ0AzvOLz1NnZUqAHfp1I9HhM5kjty7S4HnNWrlz6BIkdVVyQWZr83UgrQIiN5YEKfnmevbYFYdRfXvIyWLEZEeGRJ+/ogrYRxE9xxAV7a/liKC8O3nhz0cXryEQ9elF2kXs9slhQ9QuQMlKBp239IwQLdj8JxgiK8HBOgAYOj7ADKKHegJuAYQYGYEz3mX8f4QjtlOYK4FPo1DpdjVHnlXwHknvlndxTEq1pNaRJAtTRc0T6B4nKmdZyTCMrgc2I+gNFH6VQA6yqPBEXrqoKMASnfQAXWx/Xihh92BnsBzFIvqiCtbXQMRDEOoZzqYHdzimHOvHYgolrEDiEf4Y98Bdn38jc+VWGWhS8C/aDQG9If4ezgcYL9/gP3DHvYP/LuH/T78Hvb83fNwlDuR+Pq8WgmRFwxwudNAKNwQPBeERRECLBeKWPqAQIybwXMEHAKGMuAQAPQVzHkbnZ82AH2jJ0mvv47w9V//JvjTf/olfNd3PYcv+qLjBrthAPjAB3bw7d/+CnzsYx2k6fdEJex977ubBaD/8A/7wL0+MscvY8krwt//+6/AT/zEHXzP93wG/tAfms6HpY98pIe//bdfhZ/5GT3ULO3IW/Io0jWSbSEyD5rfG1M65xzZ5LDnrpda+lG9Kcp7XGpT4rv25Ilennbw8RAlu+MlLL4ZfmL7ob1rgcGmgq28zvvGVzk+tbO3Dpx2LuMcncuoHjPu5d+5aWr5zsVLMcKdKZ9a7oV73gYobqbOFVNAdP3Ac/osXB98nFrttfNsfIZpybGTwaJFaiTm6Dg6emMEKnY6LNseLX3x1PzXdpxqC5y2vJ77eNi59b92mlM35y7bqadiASzf/+akd422v3SbLL1YpKhPxPnDvXB+pl1PlxrDGurXPHtkGs/LtPh56qfJW6nE6Dvn/SxOl1bHG+pVS/xbvF9emy0sNJO/LWAR4Nis/CBF/2gofM0KbQnAePmPpRVpTOZ+pgPkRH9Jqz5PjV/MN3N1hta7xvhk8z55/l3aXJuZBQHvJo7A9H6fvSDpgkw6MheJLmpAOuy+7RKmThB2nENe+hV0uGFI30gHA6AzaJqO1j4cAhi6ZwD9oN8nAFSOZfkb45BAT84j8tkxwN2l71Rj1wk+dD2qOhU7yMOtAcvRAOgpDKTrHJ/SN7hzmbSehB1CN4RvaneUAWjELtYFQNcNMAwdIGYfgRrbI5BMAihX4DE/G4ZwQsEh/g5DOPJffDNc7USPADxxffFChL4HjDWPEHbLA5J/vLwE0eMz1ukGovz98sMA+/0eHh4eYP/yIfwmAP0Ah4d9Pt6d+c6tXng+86ohocxRzSVAea5i4QY+up35jvYndwcCQBwgnUYw5Dbf6HHTBqBv1KRbcx7NoR//8Xt4//vv4Ku/eg9/5s88wFd+5QO85S3teB/7GMK//td38N733sMv/ELXjjCTfuzH7uDv/t3nk3aA/4f/0MMv/EI7oOd0HGvbj3ykh6/+6tfg9/7ePfylv/QA73rXA7zjHe1J4Td+A+FDH9rBP/tnz+DDH96GmKPpxPmXV1Z6tgiiA0KqjMVbVlLHjJob0hduhM2V0qXnggbwNTutS7c+Flp9Cf5nwwIgG0TWsEvxVgSEzSWNQ69Nr5giH5nntYGSs8kD0cd2FsGJvSfu7uB00q80sp08bPjxPECEwlnDxax8bpBuXV7942GXX8zg0djx9JfIe4ym8nWNo9un8H5M+3G8c8v0rdi+c9r2OmOAsSkilVZIubBB7x5qpzlt8BbxiPRcqHa5HU+j9pf4s/yEnWLzd6HndMi5XikZFm+jtz1hOk4oReTryyOKi2ZJ5LAA+vcWZVXquKn8t1iQyfR4Czfam+IURgOFXV7DEIFPSGtRyjUF7HdgABEi2h6vMYPmgCHdgcHCAwLgIcansCPXHuudQGvMO44FkMs70Ie4u7g8djtyrQRYgugiD0QA7ASATuGYbYygPpQL+kgNCBkkHwPQgz1rBhIsLoABdIpgsd3ggRiPaO8AOur0bu8h7h7HsFABcTDZxYUFrCMNGSR3f4nb7pAWWMid5/Jb4mrxImI84hzjLnMhgbHq8+57U3zQemc6ql18o1we2c47zx9eBiA9gOZDWmTB8sEyi1GF09lGWbHAebpGMQcwcA4prB73tU+uonnmd8oPsdFjJaRb9qhs1KT3vve9o++/7du+DQDqRvWtOBCWI4J3vnOAd75zgC/4ggHe/GaC3Q7g5UuAX/91hF/+5Q5+7uc6+OVfHgfNL32c5JxvRR5zVCKH/YIvGOBLv/QA73jHAG95C8GzZwD7PcBv/ibCr/4qwkc/2sNHP9oB2S2nC9O5doQt5WQ8tv1T/kQANITvxdBQTNaF8if5ThN/VjrDhM8KQ1YEUSiaXfxF+Q0XWQ6hsKhv6AwDAA0ib5qAQ7VKlAK6wVvNXZMHKi4quZr8itac2bzoa9htRqqhGo7pYh3maf0Dxb/20n1g6r/Iv7j1+DPuxRl9atp4MKdOpuatDSOQxlbXxZXQsc8BAAgDDWR/Nf2LBjYUaBY3U2n6eDVRXsvhSNiVZV6n7kBo0bzxeHwsKkL7K5QmxKzTuXegq9SYfzT9bUrcSoy+R9jtdumv6zrhfAgmLBvp7FgIrOidhilVYcinMIonnnOi8yCVh61qW6JSf0i+Bwf0OPcO9BZdUt85Nv9j9Mkp6Vfn8ivYLJe2h44Fz6fU3yntNYVknz4lnbF4x/aDpeX5VDq1P0/dQX+MLEyJ3+IHIfhb+w6jPz0eVZ6c0jGUzCt9f3NIY7qWpRAnLwbOdoerTSImpz5fd9IOErYXDWEX1D5+e3No2tTmHvQOMyIyTvZcfslPPmZWHj3rtA3F3XnpO6ZDcpyXiw2maP/jsq7Fw+dH3ZocS32waSCOc9WyzxrpttWrRns3wpb217lpXN+0/bFlj9WzOM5OqHefkQ5b5D36oE2Yd6QC76BEoZcqfhk8yjsxM/gkxqD5XExj1eHdMDgav2xvP5ecbKP/j75tjzCFPdNMcF6PmWKTTImRYp4697f8U836Oi2r1549g7elXxBwAAAgAElEQVS95TX4/Le8Gd721tfgTc/u8xxb5cWOWdLfg/E719F30XfQ9WEHctf3+Zp3Jcd5rADPeaYewneu0zfPDwyiZ2C3BM8hTvGUfJjSpsz2nnjGfGAHWdfo8liGopziWU4HUt/zjmuXuos64pvvhD2pFgSY9LoOQz12HfR9p3+7PuoDkHWmmKOyeYegAxAvmGDfrL1OvqWD1iGUPpHrPOgumI5rB27j3S789T10u106xr3rez3OpnrO+tlAQ9pBPkRgPO0yf9inXecPLx/gIR7ZnhZcxCPbpcSyhDGInnTBWN/5gHZLzjyN8ch9BzTP+kPWG/Uft1EI9sM/+VNFjhs9Htq2h260kSIGgfWO7ltaZ9LalXGKcvgrv9LBr/zK8jvu10q35EQLifBPVq7I6sdKp8UUj9A7OtiQdDTVA2VGVkTr4YjgfKb3uejS/FqD+xz5n1NOsSyCuApdb1qZyLm6JdK+11uQe08uxgGGW9IPCprZJkv0mpBG/hcWSJMdCWp+muj05TKF6W2d89c5aCnZPTdoPQZw3nTfG6ElynWthdEeeM73S+Z9rrH3VheO105oOGWnv71fZLxI/6gnJSUH+hjkMIcfkY9Uw+XC5SWI0j9iUXTOD/U/ORqHib9jUljMUtVpa+n57Hj75XGO1E9AXzjbcHidumvaJMLPoYAUZ93Bbc4UeBum2NH0qAunyO9B/M3rvMGF7Zo05WEZI16kVFO6iIDxO9wIA9AAYTcyhp3tAwAgAVDH3zyXoDbE/pQ55u9cD/sDDId9OEr8MCRAdxjyvA/u3I8JoNfAuLnuKN4PCmDP11DyKa6rALp8nyBbAZQDme+Gs0+WUvV24lh5onCsPEKoV8IYH6P+MEACofNiv+DjRbHZAg75u+bpV+wwl2B6WqggQXNxndoKIB/XHoFz6DoACm0NCHEzN9dnrrMkV8IvzbvqA3C+j98734fd5i8f0l8A0MNO9MNeLGCKAzEiL4CEtIgyubVFH8BY79nlnb3cvLUsiT1A0jU5LxLvQoVHeShkMjYJqmAbPWLaAPSNboLO7Qhq7Ujw8jknT600lnYa3ZrDaO1O07k7h9qnBhRPnCu+zxN/qXleqJ0b2bTrx0Y4Pr2qTwmOrI0i0oRUqkF4AUNLnufJ+9K9QyqaXgZYfKPOkjHzCnD5NLmstn9q53n9zcnBT7iW4VE03Zk0l/tSZK833ruLB849nhfpFwJ4Eq1+/rTFnS1AhbdllORGuLGuuXira2u32q4zpxe9awCWA5JqpwGdKk9z9McWEO2ltbS8n1KXsi2WPC1oDk9T7IU58c9Jp+wmPzUdTuucIPoxvF57/D6HvMh6XnJB9ZT+4o6PR1QxQTmkT0tyqr7WztfLe9TeSJ5Yj4+si87hqLAXgYSz2smmmO+d+ObJaAIF0cidflCZVfK/OBqwFlXcnmJ/xZdI0/N3krMn7p18AN8Uc2okAjXqpLUj+NgTy6i4iMmP6vvYzq8QzyOEZaxKGvyNNYiyjKvjwnh9N8XlRP1Ape8uGFg2v5Jo9LaskHn2YVvfbeRXRJgXvJ2ATW6mBdKao91Jyl5nVM9OTSo6ifklcgsR+AzDJAbQlgaAgfvuIb4nQBoygJ5WgaHKcxiGCJ6H77MPhwycF7vPASCvLOMk43HiQzxOHMMx7bzTnOI1UPw1vCSgHEG9IxVGFF/spEYRPl2D9LuWO87zAkCKLCFQB5C+DI8Y4V7dJuGEtgE6lEfOcyWGuubd5xIsB742AHq50zwvWlCn/fCu81huAginyIkqgbiAIS0qSHVpxkRgdvOpHsMQwPP9/gCH/R4eHvbw8PIlvHzBAPo+nAAUd6TTQZ5wmpuOZcF2AIx1h8IJwTyjM5a4up5oy5SpLH+F8lwwEmijR0EbgL7RRkeS55y4tiNmo+Np7aC8R0rhYg3VKUY+9if/W0/x1mR43Li1ZEvHXXZS8xdVs1BdnQVNWppOlY1zFXLFFScNtnQv32d3KsHIN6D5n5mOvlURrmlkmSvLtzguroWK5TeJkmwDznLanW24rIAeLg8L7n5dGlQ8hq6d/7F0KvjeetcC59emN57r9CkvnynAtMfPkvI+5bh6y9NjpbmLSc65kEH1n+ToBJgMak3KdEYSLdBK7kI/ok+T+McF3rkOeL5j4DbFZ1f19ErheXBV5kPauTtOhUo8xQ4r2nABAeLfY3Xra1T8mtXRKX3n0gJbM/qdVzYiYgS9AODmDyd6xHPfRpIkSNyFP9CYsD2imm9KKDL8FrM3AYSd7QAwdAAwxLmzi7vTwxyHDEwnYBnSt7fDke2UwXOqgeecYQnQap2PMtaOAwB08VcA5vE62Z2JPw2i8iKojJ/yhCU/f8lzetmvpCmZ0pRFkVUs8Oe0kR4o7BhHhAOKBLkSGUBnAFwA5sVO9OEQjncXn6QofkW9K+bM0e0d70Tvw3P+FAZiB3kfOOS2Q/HNewrtHI5sP8B+H75v/pB2m4e/w34Pw/4QgHPBDu/4z58BAv1HOXeM+Sv5ILFIIcl61NfSIgW5WIHl12//+vHtqFLZ6HHSBqBvNErW0XGtIwHXQl5dPJWyP1aaK9Nz2v3oxRUIcddAAxxWCi+lVXNC6xMOCpk/qxwk7t0CTDe6rqIveM5ZJ5h01lScbqmYVrn1EjoH3YRx7sG7c2jpQp6a1gUq3XoIi1eFdwfqezJuQkgqQ8ba5skNRD8/CVDCfZe/X0smSo3mgwbT24z0hNpO+UZB9LF81gYIj9HS4Plc/X5tdXUMeH6MPjtHTmu7oJeQdw88H+PxKdhqU8t4jl35tf5TwlUibedRM5+5EUzctHFszPyZ2LXzvKW/e+rlO5bVsZI5fz48I1FZ8sKcUraYhsDDmDA1s1P7cql3zwbRr1nha1RH58yHFxVYAbNge8AJrNkB4uq9azrdhP210XkJM9jXIRQGVkKIlQexTKWYqgni2eIBM4cB0uoSRKCBUr7QIRB2EIBtcZx5/Pb1cDjEo9vz0d4WyCVGxI3fLvVMCVJTPqqdoAM4xPv4l0HzWBKxY5piXhSrhPi/WFy5+E0Bp11ld7oLrI+ctmEAWdYj8idg0uoDgCGC68MBwNlxDgI8B3ksu9oVP4jr/I59vvJIfJDftu97wF0PXdcDxj8Q3zwvhpmY7kAEh3hM/2Evdpi/DN88553nDy/DN8+HIcsFECedj2xPIDrK0T3qnAI4R647yU9qi9z2LNYcSZ7iwu2KWLZT+oPMT5QSv503ejS0AegbNemUb6g9Jqods/nU6+WW6VjwnK/nOFfnOAyxYcx74PnYDvTkqKjmP2KN2zpCLJ+tGTyPlHRnvi8UvfgjPVJlChspOsaLs5QzYimhO5dzBP1bLF9lLjJ4XnCV5NLpf6untfadDUS/JBW1Z5wzre+Pz++p89tqbs96bLrx3M/LXIvOCZ7L+7WW39Ip4DlfT9VnpU04B7A9B4gueZtTnqdMlzjS3u5AdwFL53Ji4jOjiMVaCT0X71hsij403vcng+fJ8R5+feZvXbcoj6AtCMVPcjrH8DRnLj21nkbiT1Uy1jAtrElk1lAfLbJDTrXu4pHQAj8nGlvYvHZai5BsdDGSYHEEsQFATloiYOU74/xegLrhCaVpEwcAit8Y5yPQEeMudMqA4iAB8iEeHZ6+ez5t9zlFD0kSZ4JwXDvxNeQxEYfID4PnPPmgBs7jnBM2dWewl4DyseMxXpq3xF/XdSWgjvJZB6LquGGKhWUZGI6APFhgO9QT0BAWBkSQHIaDBtD3+wSaK/BcgPEFcB7rOtd5bPkInvMudP4OetfvMqCedqBjkgE7hfJR9OHo9gPs9wf1jXMGzvcPD3EH+iGD+UOW01RHUTo7rjvmmFg28/HtcgGCKieIxRJCHvJiEM6WF0jk/AsQHQSYH9Pyjorf6HHRBqBv1KQljWmmpZ1S13T6TTH6LunIqR2ZaMnuFrims2lNTttr1EOR50xHTn4tVBcUSpDM6xgGR3nz6NT2XLANHD+d28RS67MBijRM+Y42q0n8Kx830ptdPeMy4IwYM9ImsN8ALFylBb+NAjTXZ8zhzwNLdBLlNwOXG3+wcu2HlEYtf39qTcdB1UrQmv/mhL40ncML2Upvbv/20puxiKkV1Iw37fmoRcfUZz4u81RyevzpiV6Rrq0PnarfesDpKVSLP1WPPae+O/dkolPomHaxx3yfQ7bm6PNT2mJue1mA/1r2zRKnlF3iWPpz1k12MApH51h4KOenBTwQJ6UxvY/UwHP+ZethjBupj0TgwFuwLP9mc2XemwBYfGN6iRYQV+yflnYVjoDoDRv2VO2EzI29P4dELkZu4cfrr6mvN8o3yz3hJqV7eTFfuJmMpXcaTakdb1w6EzsnU+sb96f3oEbyF6V27tben5/8zPpqLHJv+YuKEo0Etx4knhIyqIdu/7LLQeSMAyCAwnCTQEPgeyllaoxEIBoC8DoABCAbEkgejmwXx7anXecgAOOyTDxzGktCgJ3hmgF1BkPV5uOEZOfPrGTwPPAzEGkgPQKuefEbA+cBHGfdEhlIJ4TwWfbwvuvEfC5B2RinSyC0Pv47nIY2pLqiBIrHo80leG5AdDiE75tDBNztAtN00hpRvmb+5EKA4th256/L4HmqZ8p5EJAAzgM4/vDwAA8RLA/g+UPYkb4/hFMJhkGJVNYdvZ3eIlNRFj2H20UCRoVKTYSgwHOWcRTtH7lIvEgeEh8bPQXaAPSNRklOvI9tp81cujbIPIXmtE/teP61l/GcNGVnxtR6sv1ldr2ONCUC6E8iI+YVbzIfc41j72OWmBRGh186HiqeStNrqbSKRqt4AqbVKtsyPaOSCmf+hMfY5WmkxU4xqk/IXdhQ4ped/I4zE9YGOD9lWtPcaCTjWEGZOd4sJouK33zT8D1NT/PIprpkf5ujT2zkk62/qfU5Rf+da++svQ3T7ogj5O5aZbMnoNl2Hvu1ILqMf0k6xnZ8lLa2A+TgyOvjxuIyRnZ+t/gx6bjgqY4u7S+SdpjOXNxKz6/DUzDCIhgQ7LFxw0bEO4KWEzO9AE74oHUYlXl+nzeKXULuRcbymW3vRvtv1KBRsW307poxtBQ5Xc8LA2rneUXGN7oSzWiBYyaTUxr4JEOmTTR2FYHQ9CuFHTFOLxQ+E4k6DekjVMAoA+jScRF9imTmJwVUx6SHuBOa0o5zBqd5lzCDu5ITfdy2XIQmuI3xuCwYv2eN6ZphTg7DoKkE0QN4nkH0zBuIvg9u3oGB7BsdBgLsADoYYBggA9KxTjsMO9f7voNd30Pf99B3Xdx9HoFnsdCAhgPQ/gB02Ktj2oF/GVQf8rHtece6BpZjTWV9mAh4p37H7dt1ATTfxePadzv1hwr0F3LBujkE/gcKoD+D53xse/jm+UM6vj0A6ywXUg6zvtSB3uEtqj2Mz2qneSw3L8ZIoHocBDBcK1lL/STLkQTNyxaPOhpQ1v+iWiHrd6PHSxuAvlGVWrsXrk3X3FFwbTrHDpZjjqxcu8NwDp3DkXjWnR2QQfSYGQDE9kPhqBgBzAuivADPc/pljDcrKEsaCfNry1pF2LoEgOP6zzIt6aQiWVnJ+KIURsHyatibQlP63nEe2knpumZe4kko6/w2e2NBrw2vy94tNccl6Lyz0RrnOsPT7G94ngae12IHmzWv8i/fZr75cyWn+UpFRz6hmRDyDgaPzrGIci167C3qcvbIboBSj516LPkx+q+ktddfcRLRieVlmiNLc+zHsbZtxbGguYx7zd3oc09qsM/WLmOTSKg8+QFYaPVIaskWltm34rK3vSbTHIzBc/TOC7LOdxkTS4YsiO6xJP6mLP71aHl9vixnMk8n8HBZ/4oB0cn8ljeXo0plycdrYHOUpnTnFsiISxlo3oIJgNqog+qKlAzXUgoBGuXZaEE6Yr6YI05LTEcLyUM9hfZedgSeusS8hADozS3KVch+iQyMFgB6nLvSHGi5SyB6Bs4HygC6QKdFNeVG0icDts/h4/DRjRJB0uxnkWB8Bscp7zwfCA6D+DZ4Uaa8I9mbPrLpSAADwIAA2A2AgNBR3qmNHULfdeFv10Pfd9Bhl0YjPrI9fO+cd5bvYXh4ANrvM4DO30AXx7WHOINQDCo+WspAOkYh4SPb9VHtETgXO9G7vs/HuhvwnPknCt+5PwwHOOwDaM5HtCcAPf4e9ocgG8MQeBb+a5R/qD/7wjWfikdiMQYXm1KLiBQhyUL4Kf1xmgP5mxs8+9/FZxfFwoSNHjdtAPpGLo0Z6msA0R+FI2FldMwOjVvYlT+FVl2GMfsSAOxnY/UxSzIw+tfAuuCoaZiVsEIhuTbF75WdEeA6W8qrBM8DJUNBPrsV/8Cc/ryUj8YkWdRdujDHT/E1BYOPdzhUnWUmzVtojkvQeUfwFc8PihAmg+hnAs/H31rwnOevJXb2LNAbvAnV0GPReSw9lnJ5QPqcY9WPqYO111vLnrM0FRQ/aiHiBPtxysIIeT327OSToBakMVmc8pmDx9JHAYw5Ykb8s+g17OhH7fQPNDZf8WUdRI/JA0RZS/mUIeKlttESrM+72CLAARPtmnWA54ZQ/TTpOj6lWL/Gts3v1kOeNK2LQ0FzhqimUblUSSt9yevTRZbaLhvl5maM5FumE+bAKeK05BR7JnmYdBYko41inlEgug3LP9aHyMCvuLaJSBAz/IhjsyM4TeKb3Pmd1Nlk+SRvDTATotkGEHacYwDOCRlUD3ymXekx/QECLwE8H+DA32anbIsSSJ8qzxeSBUzP8uJr/lo7Ag5ht3koM0KHEHegI/R9H3egdwm2TRVBlEHx+G1z2j/A8PIB6LCPoDkJwFyA7pT5YIDXEoO9siaxw7z7vO+hi7vPkXeey+PcGWw3O8+ZhoFgiOB52Hkej22Pu84fHvbxeg/D4QC8UJHH2NTSmBc9IhoJyEKXwXOp/1O5MD8mKn7NNYpFElUwPYoAUTxtgfe2U3S/sIRt9JhpA9A3AoD5ToVLH0f3WJwGt0DHfm/w1DyvQWM7ZZaklnNsfn4ahGgq/FMcyBOSWYq49LX8jnBh6zubAI3eTkhrnKNiHbttbzcJ45wb4bDg108w8zNzQcFJ7e45eov6Lx2k6vXsTBvtPTe1Br9N/o7J34vDxj2aP8sAmsuiwhfgbw7Z3Y0ttHUmP6ey3/SXFPyNy+vpDM2tgEb/UX2wFBjlbDliqp0cJXkdopOhakfaGSAIfbBFr2R4imqbu0i0PFZuXhluWb89B+/HyoAFTY/hbU68Y8u+5CLk1k7yNS4ImJq+pzdf8wSoJYB492SnCeD5WPy5dN3x5lRl7bigjRldk5q3jK0GUMzHTblwFiy38pe7Ax0NGxoT7HjyI1FK9tsV3pancR5Hx0JP92npZ579VeRXr912ndr+aliy9tk5uxuVUFrLHm3yM1ekGIM4tqAmmtXHaRGDYWQ0mKm/Ne3XS4+vs7M7Ufew5TtZl7ENbgVi1uhtqAxdml+N9m6Mic0FgcWDRn1VHVjzJj9kQDCByqKPRr+Wyqq26UaC5wp5N2OcABQBAGBggBwSwJlmLBL1wnFYLxZ8qDCKR0xlAMg7zfnI9nSMO3IaefFAYCeD995fUb4KpbAoR798tDkf39714cj2vu/DrvO487zv43fQxSIusuD5QR7fnnegI4Pm6ah2Bs9zWpKKGS/VaZePZTe7zzHuPi++ee6A5xG6DosQ4mKEYQg70fk3LVIQx/jLVR2dEE/2vbIbTNS6vrLuDS5+grVFDSjZlTKV3xHqmSyA5RA+ewB5kWT+jKqsb31E/kaPlzYAfaONNlJ0y87cjSZSZTdFUhTgfDbgutUKa1gvmDRXrrwHOMH4rKOSoXnngeitLGj84UaCajVfuHCkk3TySvWt0tdNSw+cc9MbWb2woOgIvHkS8Zp8LxEp+hgdPZ7xT+ba/h5NIoGU5oIg52OlteqKEmRcK49LyJcsm5feWsveIu/b5VPC1Y6p5+sl66MFZG9jh0cn6tfO9JHI+oyTn120+4T47ATVoagMvyAV+qJwSl+yBx8Dnp+VTgLOKiR3rRVu8uOTK03qZVuv4JZ32k0K/dQpG1oo/5lTRdtwfoO0gj5g9YClFk6C/dBbGQIieAtdB4DxG9cs9/EaM1IZozl1Vjwr4UwE0OBtDJZsuTgPZ3stXFFE0gPgzc+87PKc6O0cljvPLZCe0kQBnkM8ZnwIv2nxrclPLUIQgwjzzXWDkZcAmHfQdWHnufrW+W4Hu1345vluF3afd/Hb5xDrKdWXAM/5W+c4DFKtiXFQ+BV9+9oluSgiAee7BJTDLoPmII5sBwOap38p12sCzod48kDaCR535WMHXUfQ9T3siGDArgD9i00Nyo+RZSU4ECCvigmCCBTrxS6+IpDh8gXqh2YG5dx88JzlWQLn7Q8ObHTrtAHoG220UaJL7ci+Fp26U+wp0DlNb7e20aoul6B2bmcReTI3p4qfTU8aGglE92i8cK5hRupHXaFztQwdx/8aaBxEx/wnjKdpqW40n7x6O4cMLZ3m3PRa4Ll/pNnk+d06tBs7vVwyHSOA5/oId/FiGl8w7iuYRRJMf0Ig+rlPoToH3Xr7nMK/V/9raJOlaOopAlOPp1/TSQlPjoReKh4Ul+00xqlsjTLPluZbzf4cfYtRV5YjdlADJEan2WNk/uYTFm10ObrYuNU46Wt+ckb/sfpLcrufShmkKJ4Wpw/xzwai+ySOBK60TQBI5umfG62NViD7ZwLPmaz0st+GQd/wl4FPlM8QATrxbAJ53BNA3nTDADrvoA6IomAYtZ0WhygSN3xdAzo5nQx3O4B5AaSL9XH8X9ptzuB5+GJ61lUw58tVlB4LXoni+wi0d/l49r7voIvg+W63y39x13nXddB3ok5E/VH8/jnEXed8TDsC5aklVUur/cjUeZYDQATsOwGeh13n2PeAO7HrXILnhR8dYBD1mcHzuNN8yL5ORIQOO6COoO8JgHbQYWwD3o0uTwGI98mvKaUwgtjACzEMkM7R1IEzudJMDZVv7MyaTxswLzMHQSqo4kPd6FHRBqBvtNFGT4JqDscn7QSTy+Yde7uyUX05ugp43qbly1wHpI9P0iaA2ZpRIPoxaXuPpgK8S1Xe4+2XaH7l88db6rXRY3cwTgPPJ1NtZ4JItCm/BOkYtDIZB0T32IDccvL3VEq2tzWMn4COcIvgOdOtt88x/K+p/s9Jc+rGA9yfSj2tn9DBzGe0DY7eSu94mwWcH/+sciSU9FIjuYz8XhM8vxgtPEc0x6XUrgvpmQUWV4WzRu6fLqUxxxpfFb0WqWLx3q6q8YRoBTJ/ZvDco7QrPeGjGP+6CJZHwNQ7hnvCaTrpuGqBbSKXTS4GGyjYUniIoHMtbQIQO4Up2oep/US8DJhDepe/b17uPE/XDLYTg+chrQz4Mogua5GzkqfXcN4Mk/KOY4CwIxqgQ4i7qwNw3sfd5ne7HezudnC328Hd3Q76ro9VLizhw0HX9zAAHYYAnh8OAMNBL1hXKHrmPb1LJ5RQKhMDydz2gJ3Yfd5r4DxeA+9C77q0wI9kU3C9it38gzymPR7jH8RS7NCPYDnuEIYB43H/vHiA0hHvue1Z7rTlnxY6ofZ/8qcAKC5wKD8Dgupat25JJCSQSHKR5wl1vc0Tj542AH2jo2htO3mXdkBd2vHS/ObSifyc+k3PFi3d/mNHMU7Jb4nvBK6JipI0ija5NWQdrbm+rAOtVcDivX7gHiV8EtHIXTN4kwpVeZLzZPzxHIZKV4Itr3HalB9Br67snMaJLkR9Z318bwp86ujU6n/19KXxJf/8kBqKnEOtEp7mlm2LT0t+TCom/Oyhx/omZvJTBMfG+NDIv6BWeWaWt/wmZIvG+6tKe0Llj4YxuoWV9FrMsfGgHD0WpiIDaT47wc88N14aQD03YN46drsVZ0xf9b75PfXI76k8nVufrb2fmu+59dtT6+PUo+TnfGtc1t2xJ2i13l/avn104w005oPmgH8mfX2hZvXqZ7oNlhKZrqWR+ZtJ4/P5BP3HZWjOa/Og1T9nJne0Pojqpx595sk4U57p5Nv+jZG34fhacV9kOkdmvLCNApzd/jJUftN6XoqX9meePHw1K2Th9GfKf+EvaPLjO3hq41DpjxgfOcvsrb3XoJaBUoS35T+tQZr+B4mrJlC5A+giEHq3g7AT3YDocmc6gBqHQ5qUbyJQipT7RwATZZgIcuIAvFYFAYFwiHNVCJN2qst4qkAhcfkU47/S0sQEjMbj4RFjfpCfMXgcPmKdQE7sMC7ajqlzFSQEFHPOqX4ia3H3NsYd/F3XJ7C83/X6mPb0t4NdH45w7zp9ZHkC8gcS3w6XoDQJlUXwA12oLD4CAMRvakTzDXAuWxflQwLoFkTve8C+A+i7JDfFYgvjnPT29fDOfKTwrfcuPUbAAaEbulj+uBN9IKCOxHfSnbKpzKQ+l6/T5wEkxO3oloj6txiO0n1OW0ti7g+oeNnoMdMGoG+00Q3SsbtWjnFs3hqlVWvGoeY52K698GMVFBXo5OBCq1CcKVvzez7y2pgukvOSZPRUP8RRzq8WTQHjbH2W9Tulxv3ySSWZneVNn9s6SLZHxQdch+7QXBNMkYL10jr6nDrmbiU8LUoj4mE2jF92zpdV7Q0XiafoJJg9Ny/QL5ZIYtMpjiKrn7a+6V0LL799vhad9hyA92NbJHoMtb4Bv9EytJistZCABQmlPpzAaZwx5WdZOqb8kzS15LDVcpzssdKXe166SGYX7qNnyq7VvhJ/WZRKNN/JyBHyY1TdWgFvUm0WY0AFKKlE06aXVaI3UlTUzKSqOlWg2v6HmQzNpDXZ5RREu+8B73aA988An72SdprbnefpF0A7VaQfNYHmvJtYA5N55zC/6wKI3g3h290MACewXNwDpNMe8iOC/K8qWe7DEOzEBHoCiGPcw7MQPu4Wj9/NJldIxQwAACAASURBVELo+HQJBKCB+Re5JgBfAsWYfjAei5+OYd/1aYf57u5OAeh930GfvnUevo2OiGEHfNqlPcAwhO+d02GA4XDIx6CDAM2xA+gCz2EDuqhLWWdqfCLRtnHMi/zn49l7DaKLb59jBNnTsf+uUsKyJPSXrmN4H9LYG98NwwGGrgM8DNANQ64L6uJx7xRFRciVbJvUuooD40yLaYBuW3nSQI6H5lcmjEnacpUKn6QC7TOQvtHjpw1A3+im6dSdDmuktLpvwq6J7ehHTeU3yeoOVgm08/vbpAoSMRpFOGzc5+epC2VmXN1Zc3tegDEz7TxNNwU8l+9aILqNPxdSl07NNfdZVJfI/2FW2Ksxo4Pmcarisj0vXzYpf+EINtmjluBn6TFlZnoThv8semeo/znORQLIn5tg94mygGfQgs6rE5I6FcB7yvosh6mB6K1vfl/i+O5W+4y9PwWEnCMXc3Zvn0LnBKunnlIwNd5S9JRB+kVBdLQPliBy9GMUOFkjH69dlc90SvnR3I18+Eh4avOUjOZ9uLC5joNUR4I5V7fHbi87W9No5XoiRjuZquA5XzdAxBPrQ0nzqu2vCjF+lOqlwf+acNEboPFxaUrsc4Po52zMNQgLo4sYwM+7O8BnzwBfeZYXklngvKYzS0AcIvA9UBqDMugcfxPYGXdMdx2j0wARhFeAI0H+TAID6BLEBlDDnToyPbKZNyegaO0MrabfCJ4DxU8zEABhB0AI1KEoax7jiDx/ZRhAwhHtccd5/L75/f0d3N3fwf39fQLQE3gudrAjIAxD2JE/EAUw+TAAHQ4wHA5AQ/w9DDAQwBDbjSAuSoBwHL8FbV05kO3KwDYD8X3YgQ49A+gCSI+nEyAf266+f57rQeaHFBYu5CPaRf4cfsC06xyHAboOYRg66AR4nnbiczFG5jwJdrN/TQajBJhnMJ0sX5DlXu5AL4B0xQKlNIPsarm+/jiw0SVoA9A3ulnyHBm3vitDlunWy3Jpmnqsu61j+/62yPI7Q4lHbUbmXQ9SmVietNJzTppSD48DRJdHcC1nMs4Bz2WYmhFbU/SrWmo7txX3WXGmg3qalfOyrRRgBFwDfGV/b50u2/c8V3YG0ZfkZ+lyTUxvlkicsd5b/dEOCWjl3aR1AcBK5n1sbkuD5/xsrePbFDr2OPVjQOBrHHvtLcisvffuT+HFLgj1eDiX/FwLRPbKfC0eniItWvfLIotushmePgI8d96Nz8Tem3xkbCuotL/CdV50OYmIE97A80tml7RyA54vPkSNgufyWQtEPDJ7T3++Of0kAz/esdVj0fhbzY/C9DoDnQaey0jnAtEfe8NpnRn7DvDuDrr7e+ievZKex4t8j3mWVD4J3i0uwHEYhgSShyA+eE4MuFMfv9tNEZBm0Df+wyA1CXCc0wXI4DyEuCoNqfeaRWYRC1cAPRJG3iD0ZSLoKexIlyBrBvO9eTvk03VdAs53ux7u7u/g2bNn8OzZPTx79gzudrvwDfSug74PB5YPwwDySHaCABQfDgMcDocEoA/xmo8zH0RZCcWR7cxS0fqK3SwPXQTOOyx3nQvAHPte7SLPJxQgO4qdfCJ4DhDSHyCA6BweMYDnwyEB6N3QwTDwDnQDnpOUE5+0KMvd7+FeLvDgY+AloJ7PI2GfnAXOa3O4kJNC3rPMbvT4aQPQNzqKWg6Eax6VfYxS/9h2cq+dv6VpafmaK9/npgIwHQ1dOlHc+GfBryr11sineN3EYJZs71LhKb+R3lqcYdKrvgMALHVQRyW1HKqEavLnu/A8GpePavhJuqFnxI6FaaVYvi9BA2NAFe1VQNXjWTY+Ou216Xh6pVt3SvjsnIsGQQIUHQFadAycKx82cCsGqiKM9Z9p+Y3F1kIbv4CWmiTdT87C6QSmP+IibSFkvDH+tKps7s65ueSO3/JvjI52tE0MJ4OmfmXH19Pa65z67ZRPz5yqb9+SvnhLvC5Fp4C2x5ywdCl7bWzxQSvOknRqf7nWp7GOyXdKWVsnHMy2r81fEbvQryg5ss9CJyTMjvnpOp0Dak+1vZwwU9pvbvedqx20vnE8t+UKfcn2LxvBLGqoBbZ2U05/9LZ4gla/Rn2AbGFdLNzlizYfKz9Y2Vzaoa/TD+CXaa+Wvtqyx2bZ21AvHyc71/4SIYltrgSii0zJT3G+RTuVsh1eK8VYfxgltfu4kQBBVcjd8ak1IBl5LayxWfYhxaO8R8LbhYYlQ+bW9r95Hfz8Oms5fmLXQ7/bQf/sHvpnz3KJGByM4fiZ+MBBSJFBRwkUUvgudwYQQ94SSM9zN4OLHIY5zf2G48shSoKn9hvWCpysiWtMl8d+SumI8oDgV4RLfBoQPU3Xsb66eDz73W4Hu90uAuh38Oz+PuxE3+3i8e4IXddFnQngcAAAOLjtl8qAEHeYh13fXYdAFL6ZLo/Sr42gZNsTwz+Yjo+P326PwHnHADo/j6B53q2uZcWTZS4fc4IYDyCgAPgzhs4gdzd0MNAQvn0+UDzCXZxeIBtUtLcaxVE+zwA682vbVgLpglOVbrF5rNjkknfGqz7BcimvN3r0tAHoG90sjTmVbm9lbCDvyMpbLMet0mrlxjpcRhwwlR6hIgT/j95/aV7yT4pedUY8BRqrb+WwOaPylBC/S7VBcPxRcX0qkfhdCl0zsjzVQXlmUix444p4VsxnbAygPJ4sHWRWVg1Wnp+ZlD1L8kkjFu/oaC62mJB5NaYw1lWosPI8GZrMziS+vcfWabkEibpZiTxPownMVuqLoQbluCzSnslK8nLimdppGXrM+uwcXfZaYGSLvPaxx1+2Fjacwn8LRFe7gpy81ixDY2U7BmSXdMwCgqXomvU9ZeHNMXRcmeScYPqECJFAc8qO7CL/mTlPmtOnEttGAAZEr895Va05JAIAXno5DMH4KReJEFZin12OhyInqZ6pBRjZigFzNZlUW8NlNyM7utC58h5Pl+ux4ZBYlb7KIKFgyAIlbjQEAIxdNJYYRX9mg+FKfc6rYq8/TE/Q042dBJIJZcJTbaybwERVXqbYh8oC9XmbTWuW5zYhQjg+fLeDu7t7uH92r9/zvwEZ5R/IdxJshjgfS4DTB54leM7ykHeTgx6TUxrmPj5TozfnATKCJh03pyf5lbuS9a9TFjCAKwO0EEDx3S4sUGAg/e7uDnZ34dj2sNs7pDtQPq6dwe/QRmFXeNd3ABCOead4pDnYuo6/ojLaZABtfYy7BMu7tDsdGWBHzMB7AplRpanbwbNzQlm7Lp4cgAgdIgxdp8BydU2iPbyUHR8NSrm16lOqMm0b2e6MwGUF0Q9E4jrVUuZjZlmeb2zA2Ogo2gD0jW6aHqvT0bu29FSPEVyKxuSG6eryQ+a6sFn1w6pE2Em9ES+5Cs4oYmvumW6xPf8WyWtWziiFVy6bSQXG+i1npozW844B8quSfF1Xm2tpyPDWCUT1wDDXBmZwOad17e4LAK7jphkFgn8mgegg3QSUnDeq/ljemrs/jicqLuw7/aJW2hSWtCHWrJ5xcTHPkmUMxSPOK1clFLtLJuSv3x0jcLWR13nfRPjXoA80eJB1NAaiI+bj92bkwXGBnLYHWMmAUKfHrs+2aK3g+VQext5P4b8Fks+ty6kA6lrqdu4ChRbJ8OfsP2uoP4+WthGPLmfhT3TSoeyQZEfz2Ow4mRN2BlcZm0ms58c5agxEby45pay1ktztxFMkhGWhth2LVJUadU094Nz2yMg7nu+FjlfIf0uFKsgD77KHnY8VvghFvcZmN2aPzWdtTows7y4ssQr7K0GF4U+OBSO85fUKAmQkiDvrCyeMn8gFBGN+Fg17w+kvo9Hl/OokUdr7UBXYomqBa3e01xehFW8XBdEvMRBMA+YQELquT7uj7+/vKwHlBhoEOT5KkJBBcQaWLdgsw/GcVuweNyBmNs+NjDhCTeKfMZtQ8wRmAYDh16bpAOhJJwFQgDIf4d7Hb53v+gCk73Y76Puw05v5SjpNPMJd9Q8MaQEAQNyp3qXvxnNdGFt21DXhdC4GvwFSf9Bger4unsU4KJDlbL5LvQeKMIz5h/KGshEidERAXZQRAZoXCyp0EQoqnnmBjIwpFUmOPeJCq6n6A3853SyHSl6vqXptdHHaAPSNbp4eo9MRYNxZsYHnp9HU+luF/IzYCPLhxBJBRN7yAmpOctTgoEWVg9vskbqKauC5Fq28L7pt+uDorZuxszNhKcqp5q84es6bsTJZ81mGL7h2ijHfBtYcnWxDH0lZIXcyj8ZJNW7a4YTBq9Ah0GDrLRot0rmaAihv6mLktb33ZKJ7yQ3RGoKm82OMTii7CcWsg2MM9Vg4IX8/zByB8xIc40AM2kcxtxLyQPSlxjQFvFccDteezxv0FPVZgHGd7FbLzDSH/1OA4gJou2F5OZU2G2llVDgtLdgMeicSUHUemCLR7PxNuaVIzMiJ8hEdwjUQfcp5TSR+tf6R9/jWVIr1Sfd5ORpLvQaes0xl334GVNtk7TFjuVAIg3g5EN26Arz3VfuqmXY7RllvVl9dh/01TnIsqDFnFt0QxlO75WJm1scrvpEz2uac/ekRGhbaRIES3U89LaKPOBBqnNQ5nFCei4HolxyNJ3iSMOxs3t3t4O4+7EBPHBpTS6aV5kwS44G4TgvbYmNawDqDoNkG04C1Aa7lBDhSh55cGUQz85lMf5tnjldu3NBhil3rsV64fhKA3gUAPYDm+Y91eJ6DBrPLmvVy7BA63gFeLDBQlZMICZ2nol4KGpEVtes6A+fhlf3VaeV5L2sutqvxTvS0s7yLv6msWs4Ma6oI7W5H+pEzWZJ9kJOvAOqVuiOdViy9H3ajR0sbgL6RS6ce/Xbule/eToU5Tsen5lw5Z/mnpHVuJ97c9E/5piSAL3+t/GalH1S3/CdlmKCyEjpfWoXTNXLberib/DHUUi6K5NsP9JuT5dlz55krzA4tnXe+FotrheGY1St+bo/OL7h35YWygSMzF2FrtTARk8zP0IbBbIxaJz00FE5ZgWNcVnyaCehUz7w0nPSjMRjqSbjPmk4BW44rzBdhyXNqYubAsq44JYpRcJTlZmkq/c8+toasbcK89MIj1Kk6/avFm8uPyUOmX3RmyAZjvmeZllZXzfTiqONOm6LHjBmLlRzqr6kMNlNcbSuV3yAcT9C+nTXbXcLJONOR1jr2ea7uMBc8nqufnKLLrAFgPbU+T9VnT41/jP45lv8a2mSMrsFfbZHAY6DZ9sEZ62DqSQmSFuEnzrN619VY2AaNFqPUYe29+rPlszuTWEmtpJZ06FqOo3U+x1A7jsrijddPqYOZECLBKTYJ2fLXfDmVtOQ7C6LwOxQXpS5d1i+2briOyC7OWMAOszadAHF44QbI5yKem/eosSkDlS896YtmhkkQy9JbnVtcHiXRZxv2GvZe6u/l4fXBH+MkWbGXy6zLthzr8WTCeuzOIydyS148O51/BfOFRBUGokWtfMGYd1Kdqb05BqVmxrw3fpex9Ga6D2Y3X1OmADoJ9PZ9kQ/KfzFfe9xxkWu7yfWucip/K2FT6qo4jvTX+peIoUDwgr+YU5EPmHDlb2ELYgC9u76Dvuug6/r4bfH4F8vEcQfz651wirXxXPDp+VC1L9LXj1UYJ30S/xBAXhAYfxk/oRzQSU/MueqeG9lb9KDlTg0FYiyozhNiEqI46DD/ZNJLiwLyg5IZ+b4++bvvsbja6CnQBqBv9GjoVFB0bXTs7pFLOrduub6nyMuaHJlKHoKmAMWOxKqnIyulyRyQuJF84JGvb1ydPKVsKptzbJyazUTOHTnvApBoQfRxfkqyRoUwNBbqhzYVbfziNDFAo6ZaGznukHbTUg+92nXclNIQs/wmZTqhoivcETFGCIL1wgAmAN9Jw+MD5FdFP58oM1S7ttUNDfkR4cI76+goh7MxZuqmps6ndgpA/mYWlmOhSmtKPVmj33EC8POTuurEyDN2v5w6cpxjWrDjZO13MjNofkdpHRPdlG9qL5HHpehYXXFNOthaCZWjq3TQrZWkTus696ST1AHQ116+c1GtvZdI92zkzLFuds1BfmpepTtzsdIxiKlsdKuhymd8jcWbQlOYweS1Zypt8cRnTTvJadqJC9yUHeYYcAo8h7L25Y1clFpJzn1exEgBCJY8/anKuwUdi0JUwKeRevOSyu+ypi5ltdT1dd3rNDEuytALT641es/KW4BizL9uD/tAPhI15xpDBjWibMVWpcgmNVvc2pI9WkFj/ZuSyGS7tTCLZL9B0Y0sYFYx9iaVd2oLz6m8KWlW0ru2/8wAiNI25je5nUo7NsmkAEyJ+J6AKMouCrek/A05BC8Y73CP/gksPp3mGGtVWTRW+uIgugkf6wvZf8B5DYFHwkNa3BTA8vzt8/Ctb5mWLTvEduIRs1J4yj/KzOf5L5Y1jce2LqjwlMWsuSNiKR/uxhjdKdXczM/Ew7QL3QL8XMKUlx4LSOpXYqAJzaPLRpDTVx8naPm2EyfVlw3CMp8naps8JdoA9I1mk2ewr8WRcVMOhQm09E6nJam1I2QqLzLcpQH5W3Q4AgBrFsEoVcufx+ovgLgeTSr3tY0AQ6ybHWtMEoCrHykHgZHHwcTRYRt5eQYYiTRGePGbjRV4yciIAVdnTF1a9b3wx7TAOePEyaYbFe+z7qqVegIp15ojbaznmpWGhcwx/aLl6fok/Ya5lPlhUQYOx85bmZZOGQD0qmH1jU1OA6aNudmAtnnJDiidIfU+UfKZo/NRiW77CCZssslkEh2G+7dKq+OMAAoQ3XppZjtDbf927lsDhaK5zpqio4730xmcnCu+R8loXkIXOGbOusIc582/FiCbewz4Y6Br7nT2aO7u3EvqsxJUvSWaNP9UdgTNKe8xO6vn8nlJmlL+OTxfQm5m5yDmgWO5W7pYcbNT2qmV65j1jzFDQOgu3m7hI/yvs1SKBYk175r9NcaXozJqZbgSn4oMyoRHRu+SV6uvqtAyG607V/GEhW1kKStVcoyADIaIQGjrlHQYMkkRAAj/AnsPvHqiGF7a5DJsWkAuFn1Lm+YsVEmYizUlrNahxQJ4rsvCMNNJqjqcUNAxvVfu1LVNWLBdeyXGHxR2ZiVD1T/d/uz0tzLf0pdQLl7G0laLGdbGl3Z1etJ1RYtn4bFhTrbl2MX1bb9vbeuL+z7/m30KGkCP9koE0etyGc+kQ8hHkavOiEV457FLLkgs9MV4q5jT9/Wj6a2eJaos9Uv+LcfDXD+5zmJdIKV6UH1jjBznij5uP9yTc2x80p+9McaA5fP0QSc90QbhR5c/Z8v5hcIhymd5XFBtYspCKX17YkBe8FCU0/A+pWvWxjaut+JEgY0eNW0A+kazaG1OBI+WAtG3QbBOU45TnOLcsu+vcYrATToeo2FGJI3S8XqTSrD2Hggl4EZIGurp2TFi49iQ2TitAHUVD8KoIYmi1tknQabVjMEqHomMHOL2P6YCDO9FCoU9JWQmWxfmnYmcEOIxy8p+u1gyFq6z4S+UaZG9PQospYL8ncoJxskViHQjA5dXO2uc0wtkG8j6Y0ekbZeUPLcHlelIvhw+ST4v4gTBZueSBdubNS86h/Q3IScteXb5jB2rEDu9ojqlGSy17MxJnSA6CiqyOl4O25hWluf0UZnWVPNuunyfOsueY5aWzZDmZShnLbLhx5jBym9BziB+RbpJvWSE1rzwlqmle7ba49r67GM5hau2G907AvMYO+OYMGus2xZPU3m+aD/EUiXh5+74y/rbkXmxUzbRvGlSUWIj6fB6B3pQvSqJF/aKY3ww28fwd0HRZD191P6aMJ2W679Fndj4ju4XElFMGR45TM5E6dusKo8kJ+/N6F78pDY9cZygynXIaKJwICb5574V7CFO2HS4ov+xPp3tMG8JPuv6BAyQlHwjCKhB2sLg1esCVO+CI/a1fp4WKSMWvFo9NOXpNTvbNSrxSp4iX7Jvi/FDx5PqrRimVAQrVzgyBgGY/ln0R8dGtPFBHHnv2KEMclm/h2DZSVXwX+XcC7WuufvSxG2QXTi5/iV46dWqPS0u62HiW9/c98U4k3efg/B5hXTSDvRGK2JNOBwqQHTHTz0PRK/bBIklouR7sv2zTGukbGK4LsJYPmKFpvE45R35iGUfhkH9Ev8WjGTw3O2rtbLn0rrhSBTcBdBlvhjKinyN7AcK5aQiHS6Ts0AAsnwjYFk+pxAsBjW/jy2pklvOa2L9bfQ4aAPQNzqZLmF8t46yPPWoy7U68pbia22OnzHynD6n8n/ub062+Ds6fVY4PIUnaqalkVGYXqCUX5jplK8ZhvJ9yggdDvj9sjKoS2yV7Cl5NerAqSPX4M82oO+JEQ+KeF4OVrFDoUS70QJXbPQrBzOnQaWRmkwGqQeqIkjl3jFz2PPEzgF04oFJvOrZEI4nmS57Z4wRnIKKp7yiVyBwJt/K9wFT/rV3TlhbFHN8QGvDQfZbcCeW2WkDI2n2qV6ErKGMx3YVg+lhcY1iV7RjDueTqXEA6zxzPEjSAEde4GNyqIm9FdB8uBzkArMVLpxHKAKlGNxn0Iy9ovyYAPT8DkgezaqykpVR3GSjKtxR5VSQNFTbvlgXTChrzAnM5TBdhUai+LzzM4dJmDDPyUTlX5GnfYjqRzF1O6pLlZbWN8bIS7uV36knHU0Bns9Jx/KzRDscA7yesz6O2QF/6kKNOfU/dmR7jc5VX1P7yqn5H2sfTDkdq8XvOcaai9uTxRRYyR8r100PfK08lP9NOkfUNpP9Fe+RWas4k/mXwLUtmEuraU9uPzlXNufNslwpXnpWV4hda9PEdb8L7eSv9C9JFfuJamEQnJ3F1gZoZOEGcPpX0nHlM8j2lwDRbZP4mqF4ZhdhyXgZ/SpTE7cprLTDxDtKdpuMTzl9a39Z/duQempYU+3Lf4ZlV62uqb0SDINK2MLWdr5dLpMes/90sjECpiqtpZvtMYCij3kqfHrM1mwZLD9Le3mdIS93RN0lnYVInl2vEkNTZGF7sUh5Qhztr4DPOkdC87Xon4oP02n02Qfkin61CJ79VQ2rU5w8yxWyiuUQTyLVuuCO5IyqnkJZKnMN5fcJTMbcpfWc4o1KWhpDUpR+GQjVfwzWUso388Dd3pE2VwBRDUXVYKJOmS8FaEdEX1eTkAcyz5I/xAHQo/CQvBYCRea9+tXZimJqQBfFTbW+FO9i9/VAMNAARAMMQwDLh4HyPbfRQCUzaRd8HCedvGmsMGauAyEr/FvuwBflF6C5GjeMvOeFESJNCaCDANAhg9ohC/2bmTD16Q26kQE9jIs5VQDoalzb6FHTBqBvNItu7cjrW6RbALunfIPvsR5nsvTiBo8YdnJUnWQUsFGBhfJrr/huBEBUaTsPFLiZFSBlHFYMQ8tFuh7VLEF7J2o8sowVL49pG5NWLZR1DMj4jchlkbNWphwNU9Jw8s8mtWOGEShgt0yHDTT9a8vVrNlj2oCEM4CMsp4EJf+yv4MgG4VlqXT+XJSiDaSB5HclcU/6vlLE0DeEPClPW2CekpFd67MywdDvMMYLzzQDKMKlX2E1F+OxXbSgykoqXVK/0qDUFVGuFhcA/qg4CIcDmjKJbKRcFHXFMptvVN2j/icZibrJKTphs+MBpVFFuv1JXzRIyrSwWfMjlQeVb1QdFnWD6gK0sT+JO3NvykUpRZfSbhPM85Y3f9Vz1+1O9mbC/DK5sC7lvnKrtEZda236bG0nfEuf5XBj97dMF9Fr5djeqGsb79L8rY0ex2kUln/U43p1jM8vJtVAViaOMgXY2TtQ/oapCZHm52SPOYtUAcwU6pXNgrxyjh9pb2kvUFpoKXIUdelWqVWxU3h53pFPpBgwvFqbrJ5CSUI/q6VRPBP2xpjF6OdIZb2JgIVa7ETnTAsJEbayfF+oMlL2wdRh+g3vUs02ZFqbYDow20wu10JhtIBQriuuJ21jdvmRLpLkK/JDMX4hZSp9p2B2IZoqlMhH6tcJFFIdK0p5Wg5TpEG2MDky8OJggJExORYu8CITBrf98m5Sr30zL9IqkIA2cDnctHUazF8VPk/JlO8Lu0BzKDmp2GBaB5DZpDfEtlhsHwGcFXKYLslejvI4Nk4XzyptJgOOmNAqYLKHG/mXXZSKW/1ELHYgBlAHGIYDDIcDMLCXdvYiACLrvACAbPtyr8zWXgZoCRRYG38TYEsZtE1gKQn+JMjIWVUWWOgF7mVtUVwlIEH8NFcLEL22yKBIT1Qqn6bBfinOK7ef3t0ugfQEwlO9r+T6iGXjvohirEf53O6cRsFL5FftxB50e3E7JB+S5EJe6BN1dBVRrh+7SCGB1/I+1oUDoosaUGMEov+M4+cmsu3P76W/CVMdp3nUGx+lnmQXAqg7FFeRN9lO2BkgHTZ65LQB6BvNpts34tdLa3M2jtGU4xOPfbdW0kcBXcKhxRN6+EU1iQcrkYpl914KfIX6Sjo97Oq5VtEQIGniKdG6wkjMCytX8WFh1GQroMwQfd6Vkdbgu2Zglb4GVJ9MFqEkOyYRdMPlFZkx86RcI9htE15zzhkViAsi7GVtmJaUlUArA0EJLcvq3B3RFbIcON/zztabCk1koEUpT2Uq6TIbMyUgmnToonKcFamkbBhXDmSdu/Wt0kb7wo8X+1sG3U2uCWTH5HSgBKJLw4wziAVwd5V0Pr+KsbJ/ageJL7Wu0yaJW/mOnbk57xqMK1f95zEMTf36BrmMJY3obHhyXSXDMYatOUpEUm6OaQebiCLM+DxmMMdG3hxRFQnrvMsyVjk2/UkPwyTKlatYtDeLFNdXHvUnkEq0nBgupRpdMq8FaY361Bww+hJ06k77sXdrrP8WreFkhDltcm3w/NrHuLcWK18i/9PzOjZ+eZrNWA4I0aSJD+bmSpCdwgOZ+CjtL37E+oGXlrm29Sj07PzIsSWSHQgBlFM6n9A0JEozYk8QmTldBKxQnAAAIABJREFUlF3zVimU0CnTp3IQi7pKZTC6I6mH5a7hHFPoBTVydL1qhGQPSFAuVlbFhPBocMNkfaj2TWtfhbYnOCFAx7aYkQX54xgfWCl7arKGzhq5V6+4vsK9kraUrgKSwAQA0HaXHEtFhWiRJR3PJI+2rYyYoX4Myc8BoKrH6wPevYLcowKvANHOxOP+yY/IDiRG+oPhlp5lK6wcV8pFEMaymTTgYXlnOm8GsExUF2wSCaCu93rfdnilUGIiHlczYAZE8aQ5YRdyKxv5G0ZKW+vaUv4koJbBZR049XaS907dmAxr+Wt7UIckWyCQrR8lMw45A4Xd4EME0hOA3gXgLyzg592+oT4175T6PZm00vVhEM8OMAwDHIZBgbnDQLHbddB1CNhloDHxBJBkRC70lzuIZYElUDxYQH8YCkBbke3+cnwyZVZ5xbQSIA0ZuE32LsunyFfrbMKWF+N9AnllXSgwVraVs7xN8Cz/Mr9aWrwpPff9msJAqvyUFkpQscO9rC8738p8MfcbubBC8aTYz2mnsut7cOo3aQdJT7CzjOjvrp4i9AvZPhD7FA7xWRfv52qcG90abQD6RhttdDRN2YE+991a6dKOM0p/lHQCgrzjnKd2rJwX3eI26xk1bco+w2T4Ajsc4qrVZFuob6Z5ZRH3akVhjl5aimxscZ6QaoGVSw6XlMxWmYWCrQxs0LJZOrnKqlF1WAOcKa9kzatyUSl9Ptt+XdYpV6A87dqWUfHO71lRl06bqCCWfilVYybtaf1E8VQro/GcZPCchFFrSiQs2qxgE8BAQDAADWwQUyqPlMucnQFqSV8yAFp8x9Fy1BzrbMJmTE1OuFg2bam7eSEJ510qJ8sly2ruwxWpVlc5lG2szE9tB0ROZ+S9MJxdqjpsTB5GNvW7SsRC/igtQFDXRGp4o3TtG50er7I+gUTzQrK/1XuVShpjK+mZ4MVQ2nhGQubt+Bwu1U1y3MuhH+ICjjnTpQya+PGnkgkpnEpeLa2bbk2fWiN4bnehP3bwnMnu7D7HwtBWXU7RrSV/S9Oc8l4bRL82LQai22l66SqVdsGRSTAQQURi2pXu12x/pXtfS3Lvtf0iWecbTy/TSkOagxN4T24U+SZP7TSuw7gAcOYXQYDnUn8zjnBVDuKco02X/tVhWZezOl1V9ExYdYIWZ8xlNSCD1IO90wbSVcMWQ/UuVHwNRNeRWaaiHo0I0LEjvqsA4o6d6fAhs6vZW0VIz6aRoIxISy1oHtGv5fG7HA9A1o05qNvq+x7P1nQR9yjkyrNwUvCxl+o6tlAa/1neczDZbbNfxNhkNfYjuC7PFPQtmQqfhU1Qt7W8VK2IlbYUODbNWA9opCVDe7LG9SABySEa7yyfbGioOVmMzmMGWC3r9EspeX6OPPZyXNFPEARfIqHWtFbYb5wOcyHG6rE0o+kFQJgBzmEAOgwwHA6AXRcXOXVpHUmSvzgma15i3hR2Mh8OBxgOASA/xDQPhwCcHw4DHAZ+H4B0BlIZQO+6Drq+D78CRGd/E+/mTSBx+utyiwpQOwDlBtCPf3LHuKprIeTKZQfczhns1QC0BsvVTu80LnIiPM+QEB4jN2DKCbrMwQ/n1FHa5WwESOQnyyF9WKj/KXtq8cAMgAY8D22s659E/ddBdG88HgPOnQFOMl3rEzERHzwvy6jqDVhDyfNQ1iND+3Ro2iS2V9cNgEOYuzd63LQB6Bu51NqZcG4Hwqn537JDy6M1l2dp3mzbLuGwmSuvq3GQJU2CHTjG2YDaSPRIPk+GTANotiv5y/qQOVq1G9WjZAZHR0Ja6I/2SBydWmnRsfrCjoNcDkRzrSog8564lmlr3bbihGEWxoxAzEqWx0MCGinfs3MF+fg2yWTmVX3aG7y2joEER8G4IxdktoYr15tdHZzLLJR/1GnpSihufKJojLpRsuHMmRFbphgNlBimFEuxHzY6dtIu7G4AGDqgbnDqxLe0i2KZzuS2NebFHWonvwg3Oro4Y4/mw6lfr8qNXEvZ9GStllB5pJcII9qoCYDHuPXX+V0530OS75Z0lflPkMdUIZxhfEa5f6Y+m/5A/OWxJKfp9T2fM3ZmKAegdMaIXzkmFTamoNGs7diaYnA5rPCE9zz/MM96cBT5xiGjyoM3nTiPrjULn1vfmqq/HstHK9419ZslwOdz63PVRXQLkMfL3DzOlcaxdOrOaAtKj9l7rTTXbCudi05tS6/OrmsDobmiytsjyZZtXGVJtpcKh5kz+djWmnfPznNORgMIdnwsGZKLXhKYxzoMI/3GsSz3aibAqfDExxBxbjec5LIwz6jnKgUAyCSLCmHA2NPppH3iXFfaqpwzMetLnFcsmjxZKJ3UBKzrYZYPzlCAxtaezu2vlbKwgzZqTAmlcSKLfNjUUoAJL2gmkbhIw1206nTdwpaxEUTjlmvyRb2QALotMFRpGwZzAghqAPj0r9A9RWK5/Z1yeflZG1zas/Iv5R8XwcygSXMM2jKW40TZv6goUn1BcfzHjEk2TUdkSkZ1EvX3KrmyBLUcbAZ+CBJXwtKQ/bHrlA1GiKn/hn5AcQgMcYquXBanyDvd1b5z742NlWpIfcQjOU7JnNMEIcbyKKOjC/XlBQa5zgDzEB6zv1CO05W5P+8yDuDoIQLmewbOD4f0jEF0/g3Hucvd2gB930PXHaDrJYDeuQC6nEuS/0kA1cxTAswHuRNe7Ai39SPm3Pyr54f0KwFjKHd3y/rJO9Apt7cB05VNwXNTLJssM7dJ8sWlX4SO68uKTRKdXN/eWCl9p8WY5MgWibIo8Jxk3du2CPeKn3Sd00QnU10u23FTzRmG/V6MupFT2sJDCDKiBPcBLJCOSlYQESgB5xTahQiw6wAIATuAzpziuNHjow1A3+gm6By7IjZaH3ngOf8+qfZHnqQxHONGUYkswqHRN4STxAmbnArJYC8VVstHiCpXXUvDRhwhzwo+lTxk2xyVwY+S/yJfa7hJQz0rMgUwqMpgnUTGXBGvdTBPSUUnnBen0U6iDFmu2XDKbKsLUjXfMlFT3DEfqFSc7WIEFLKSG8tXeo8nWaKCK204R+MY2TqMZbNtJpNNO3M4naED6Ag6BkWTtqxdYL5LT5BpBGtYJ3ajgg2qb11qDEMI3+kDY0BkOQzyl+uQRNzySvQ/KaMsu0Xf8PrAuPxkf0Ktjjx5MfwWUefUt2h9Uzf8HoHSohR1TBqA22fDjydRmjtiP5hdOBgL1awa0s1Syy+nWT4j+XkA0uNVbRjR7SkkCLsk9yMDZo4n5DTxA5DGgFrL12lujPk5bDSflgDPz0ktIPcYkjrsOcnqyFPzW0sbLLGze05Zpi5SWc1i2gvTEu3RzsR/NE/PtQk05pwpZcKQDvKRs4KXqTIms1E5xglY7bDrsNyxhI3ys16bFLigh1ECkcCoIvKYdwjOXlEuVWdWt41XnE62mTDxmW0x1PGtIoH2Urm9zZVNa7zu0ZRBu9tRLN5WsSCtUE4LmUmrc5h1EDTtijkVfcFOeRlYX7CSk8vIcocAwA56lj5Ht1505B5VgcJLu+hdL6lsM4WAQJ3c3RmkMncWFly3uLm++Ma2Y7rUtrgEoi5HpkIR9a0JTcm+nZIuAG+dL00e+yTXF7rPR6KO8mMFZgLvo/XvpZdGHCMQlOzbvEkgA3XJJUXlggSfW1JXKB+xmKkxsWi9eolG/E/K5slutHgvy6xtyHErOI+DBJBAdAQKcw3EhQeA5VxJHIfi8ezxWPZDBtAPCjiPQLoCsPWubF6oRURh9/kgvxXdpSPl2fcEznXgTeyqljuexbfYNaBt6kXOWW5jCF095Zd3Upc70uMZBYIvkGNZSsvyggUvuawSRB/yCSRxkUGnTiQpeVf+ctDllOB5Ob+b+jA2i10swG2c2nrQ13LRQUpHutv0zMiZqp/ED+kw+pwEPf+wzwAhyx2y/AGkTUU5sJ7nNYju5et8I54/6xfzSp+y2ejR0wagb3Qz9BRAVOm0mFLWsZ0at0YtR+O12r/WHpfghZUpqqxm0zxQnszB6iFCYxKgHkRFVemU6GtXrn2NmDR+Bs9lmEKNFY4C7XAZUTqMBoxYXktjOV0qY7tidDi2pm8gjbCVbtB746SdwySQ0zoDkqaJ4n5E4fVI6aO+10fKhV4VK985grAYSalyErYguohn7L6iPbJ7gZTjJu0+Ae7bWjJU+9cMjZGnZV0iaGNwyQpsGfI1IwoK32spW+N81sByP5pvtKINU8uykpcOskS96jEk1xGD59Fgk8ZWkiUA3enETpuK4yxJNnHYbL2lfNXgLMxHM9ByP1e73tlwdEto5ggk0Wd0nXT50qdU7MhIh7EArTbxxyWVOzttJ+k2djyZqA/NCLrRdBrTZz39aTo4dXpj1fJaUq+rLQg9R15e+lPDrMWumgvanpvvW7anlqDF63dGco5qPiFSQ3ufuqgkzoLJ0d9hmhc9HbxINnprpUqgdJhoe0HaaSyd55B1NZthod6JzNnoEdsUky0o8k7TrLQB2QaT9pTNruApLzLm9NLTph43VRRQVVsrrGDDzTTwSWKxIAadKi0Ezwox68hSgbNqQimjurGM7x+EouQkgKouVRsta3TVaVQPiraUAOe8HuHb2dEG47pWC08p640gQPVcGXUZcBtDCpmpR8QTx7SWBHj2V0X5L0Ky7FVV4VJeOMuiy3l9EAv2TrdHvbizO7mJ69Rv6KZ5jIu/KOwwAFCAeTqBziBiPkvZS4JpPNV8afEyqRhjTHZ1r8lMiiEWF9WMDeGnG2M+l4HzjPZXAjmHAxB1gB1BOMIdMxCZ7CvuguHY9QSU78Mv7zw/7A/pmHb1DXSitPNc9u2Ux4Aw4KCPJo9zitwIg948QiGtNG4MpMBze5R68BXHCtNTlm4M0YW4Arj6FXgMIn+QO6nlju/oSxL3JFI3DQpJAniME2C63omeQfTO6CKcniy3uwAYc30qPcbIE4/ssrwk0pU70Gu78RMfsl/KulVj0KBYGMBQiiBLLEZHlIA6T9WUFq3k0UQs9aKcjpRREv/k2V6mLOY+EjyAaO+kjz1tu+Gp0Aagb3RT9FRA9GPDXWTXwBlo6i6dS7e/5EfmfX4eEBiASE4V3zJVt2HVXxmYELRSJsBzzg9RJFez3sS5wsk9IAAOYp4EkE4yulAWWTHsGGxxy2cuJUheOEZcbbB2WyejF02mpjEqFFiE5J0JbFtnizGhPQPQM5BdMrspRLvpWA2Ad1TmTxlzGi2DeRVpLedxMz7LLYpxJhjY5I85xoirclj1pci2lvW85LhRK7Uw2DA6BIQxmQwolrvkTAxUa0l3vpnFrg49WXzrCR4fdWL6qj9g6Zzh63hRGGQo7l3K1rp5EA1pOf4rR1CyTFOXxug8t8f8oenn/z9737nYzI6zB4w3uf97TfbL2bUt5scQJBrbdMl8zvEraYYEwY7Ckoc3feedNOmkWJQ8p8OaWTa+ROMBrfxOfI9A9mYxk8VxoD3SlCbLnmgb404U0esov1KuuyItLTvq73cuBiU8UZfq1WH28N4jx7+jHvUWQHDnBSW5mHdbkmktAqwTiLLbgoCB79Z2FATOfJS3SA+T8zHmdWXCQK7+SkInpWMc58yoyx33rC/x1hyQGeNROjSA0tc6CZeHSCQyzHWoQUM4Y3zicl0uMyH90ILGJHIxuaxI1kr4VqdjnxXFQo5LVNhl/e5QeCKQo3R63JR0sVTGcVctOVjIAWqO0ScbAQAkJ7hXXsIjYgRf8/2Y+Y61m+K7dvhibepsqn5u4mvBvpYCZnrHz/26/PfQ8XXy3B6inSupRnyxcv6ed6Mzem53of4exI7xvG1Fj3lo+jbX/VhAFkM/V9mj4YEFzF95Wy6QIB0MAGCJu5TJqf37AlxCyhHlkTsKs1MY1qPaf37g5/sXvn9+4PfnZ3Wi/8Qd6K9fef+1cqhKE9NK/5XmmF9I/RtjLpXzPA4XMm9shzmQ05w5z5kiKsq5tCFIlrUcSmjMl7ptfJYe6jqPui+fMbQMqSbHxKoYn6yNlttK0zueD+XMXlNh8Wv2LFE8zJYR/16xXfAd6DqtvMM8fhZ1H10czoYrV+6WjnIgZzavNGHECkmPoHABJV2qR51mnp61LYJKKJ8ayuWsdJUEIomAEx+O6UD/45Arat4Df8GJ3kIt/0c40VuGtjt3vt9V/9c5z2N6a2KrAQfQlStSmORwDSAuzxU6pDTSLHolaLLsCNE9Kbxar0kr+oCkhRgnrcQDKaxRGkkoXPKdPiUHusoD5cMGOaFO9pBstRHjENaFi8JJp6qjkRb9zprEqkupeuJvje5b41/TX58NjQCo4zv0gyyPGilLifpq/Endg/oKQt4JQfdbF8a4an/3sqAVZ6fMh9FwPmtDp25LjBsVBs3alRanaczpDO8T6c1P56DQMN7sHx20ASyXMSlM6ZjPpMBSnyuknoZsHiYkvU3sSovvcpcIYnzNxsdCXo1xV91nXsi11wd0drJdOCvVSxzfPWXf67D19uxgr7gxmGBLvrlTHvJwdvpH079bnt9bf3fX916M5v/q+tqb3kj81qkBtfBHn2pw1IkM77BwQmB4QvCj9ubSyLsYko600KIwJ5zYq5QMyEzoZAuyspyd9S/SwehTiGeKtwDsHRlqATJvSOZoFpnJFunfKAeTYV7oYJB1wVVM9uRIVPxtwb3tzy5ikkIJSUcBITpy+jPMyycFFTqxFn7quk1Z1pXSW9BBamOC6V9a9+mTvINixdMMRRxW3GnXf6AEsx6Wghn5EWUiysnhVs4B9gJLQo8D+p1+0j8qrWNJTfdFQ6LBnlLwLD0j02t6rfHX8DPav/v7xBocAVGVEVtoQDoRgj5ZQvPK+hCNldErZudIWU6ii0WHWhrvPVtdq0iQ+ABWxXkgQfZdRKGcxPE6AMDCElt1shdAiPfHv14Ace4gvzM5z2nH8e/vL3x//8DP9w98f/+kXei/r3x8O+1up6O7yaGsx9biZ/yOsXDEJ0CqB2KQnLggHOk5ba881/rnBYWiKfBP8T0E+Z4tfuJhLKWQ5QARjFdqMOlCyjsmvoWt9IWA+FoXIegd6LCmx3d/p6wqmrwdYfonU6GZRLYHZ6c55HTyBgKnvHRRsbTk85bMjZm/+I+ZwwOTfpjzvCYbc97N0nzHhh643UQbT5R9/WYRZ+ICTAf6xMQb4kwn8p3GwKftoG8tHDg58XW9KH6BFThIIJeCchLwjKIAbHJf42mHuqRLP3JcrpAg8LWDmO6WIeHCCmfMSZ8c9tzB0idwPN3utweyTKnMdRgTqfJAKvJd9Dq4LNIHLQb30CqaWqRSXEFXmsh2ryIKuwsCsFXnnnKBuinnhHuV4ptAJUy5Ekr5xhqr/T4FWlF5DHL5rXYXTIZtACr3ShkjxHGTamU1wCS9jRRg1jbzlQ/ZmLPafVgaXnKOA70UVEZD97smTTzwxQNF5zl9JrsDGReiAaqznjmJ8ZY88SRcLc/uSW/LDnIu197pvPT4eJoz9c7FuD3O8yfpJ1vh5fvShcEnxSfjKQ+5JT0EMlQv8AWQj/WFLEV5Z6GItkFGWSG/ZP1rMbu/s8Fcp0XRub+G9Lwsb8R5NM2nkKZV+i2M8ulvyboZ4w+jkCzFLzk/P2vk2Aslz4UovWmHd5VCqUSyQ144q5sFWJO4G/pXp/5US7minWVov0MHRXJs8WO5k21BOUK5rCu4UM7zoN8/EmeOfk+gdyU8+4b6DexkCVdf530emS4l55D1vY2bu1hMJx4pXRoymusCgpy+xAxmVCn5AFPaYV28vJCdjUVNC3nYzuIA6y7yuJv8N955/vP9s+5C/1kd6K/XK951/pvC05HtegfyOg3pXcBBjknpe5qkWJlHOtxxzZznq4f3tX6+Angj1Tqdoax3ZQML6lN8d5zl1jlc+p6zQA5peqA5DTTfhrxgi666WNuAnLPhZWcZzheX771FC4kmATPv9JQvpiD+vRMGQv7C+IAOlDV2X74u9UnVB0x4Fk/3f5UO31AQiWeqLF5eNKM4wrww8osWRE58NKYDfeKRmINPG2cYPZ5gHKoZtO5Cy5FwxhGdtHqwa+UqE3TiNy1eC8d5oi+cMw5dSUE5z0koI6d90ohZ9CzIIpABRxuLVNrSYlNm6AOhhThkwq0Xuoei+FWlN0bLpe+aFUdp8teF91yh6U4qqg1Rkcu2m4KD3BIo/AxWOK8TuhRovui3faXYGB7OgdZPn1GkDGxegNyu9BsfQdgOAinKFIvsJmpFE3ec53CtOtTcmL1qhWjGTGPS5zwkYxKi2IVu6RgzguRmw7yfj1uthhqmO3ENrpZnt6Sn5bzR+E/Qa3oWxXDskWdHy+gOeb+Uptlh82G4z4meNIONMdvv0g4gPhn3ViPpSbDAsqwOB+xsA8Jhvj5IErHYmcz0oNIOMS9z2cBNO/aU45A5JNcni5+m+IvciU9IGqS9k7en3t61z/CxkY51Rv0qY0wBiXXmK7hWo+mRuK3+Jegd4ESvwvqMGoRY+UZnHn+V76KXVgSfmdRQ+3i9HXs53BP/+aWzDXJgF/MZObWL9iRQL0JaOCPeNvR6Gjep/+4xsbRscGuYkk2EFumo8Z0HiSRX//N69Pp63/lL/f0K5/lvdJoHtuM8f+pr8AKkhdDMaZ7mUaFAxvrTWSLnOTlrQ9xF/6Ld9CH9IYXRRhykZ5jnSVpspuY412nOfxedugqo3sb42X+uxmdiJs01+aQSTOUSR0I1P7sQzl1mT1DtgNPQ7YO+5bULTA6mPAQeJ+jInbBCmZG1K9Nh2XnOIucjZOo8silezD7MPi6HBWs9QYTVef4VT1b91CF3ImE60CcmJgDgmYaiu3ake0LqiLGRvu8xSK27IORxTCqAw4AU0oxRSRgIKrwVdHUEtqJUqgxA91LRCt4kuLE/SjelzQTEatp/CFasPLpAPG1lNE453LgTfRs2p8FX4zKjpp8I9xLmWIKLxq7ZR4yqSYEqGeHqXPaY8i7BI53oEVgu4UIE76NE1sSTz/sd6BS+i083T6X0aXU/c6C7zvMCz9y6AwC+0cJhsT8oizHx6Thabty7kz3tFH2InH2VPNsb7ynlAuA7z0v8PWFRxFZc6USXUtexaZCuYdOLGHKeQ9J1FjL+d0YXIQuRuFGWG7pH+ETMQemUm6AWMOs06Jh2OS8zHnQaxFJDPvlcdOxAb4vOhUglUkRwq8QtXQBHONF7MV4MzvkKvC2O9tkSH4+YV/b2nr/X+/rhd8LUjrqLztNrBuLxfntkdTVpUZrZ7rbE6xHXd9SfVud12nUe1rvRf18Bfn9+4ef3F35+8t/vrzy6PR3fzXYiv9Id5JqlEBfDQF4oo3eg1wZP5iBfPdC+8zz9pXQxf7LqCGlBHbJT9uO8SUmmpPkcXtFFvSHaUWnFLu5IK6T4mBzSaU6nBavyH8WlzwwFR9GWUZBBFqVlCXR3zp80nhqytWm36TxnRLpPtctlGHgaKq11oUP6J0Vdd5/nq3nWkxEmPhnTgf7H8SSjRQ1nO1KfduffXmh+R+7184woraMORzES/+6yvy19Mnxwh3MB5Mr2jCG+82MsT2IhYOqLTP0V8mpOQzvNy8eGYvWnZWjnWHBxnZrUHKGsGl6jlf9W/kL6pye1tqStAg/eiN7EgGztommwNfmLKTTbySqcW6NNmbQJUEBjsWyDLWmaahJp2Ah1X9chLu1OG5zow/3LYGx8QvNlH1q7IMYTGgxvsl8wAjOFPZ2g4iVXbG+9lTu24COTJoPLuQ323RyGn4DWTmKOlnzcS3sLztiR3ZOfu+XoGkbLd1RfO1Nf8fSlUf3rSXVzihO9RC4OxSGEoWWX5852NH8Bm8fqIP2rflwwka9oaJ2M8qOJ6SyZtcoWAHgZgYF0L7prPR/p6utjQt/rYmi/hHUl2vp0zo9b+6qAWi23Tx2r6GN9DZAFVhw1HA5htLr0eFYJqvUHL32z8GNQRDPtVTnVavpZH+rM2EXj5fBeedixr5KeY+NpqifNB0fLos0esY98O4Nnpn4p1U3px80y+WqQ9ffqxI0OdLbjnJzm3z90bPvqOH/9rp/F+7CjU12yQcZA8rqy8UicOsEugQy5y+d7qQNAOq49AHjOcwhxg3Fg6cjrJSOx6Dyn9zx9TOOvdRIH25QTSTTFnh8E8T2wZ4G+0T9pYa2kIsK0FuZhTAExlyWuNFNpoDMzoCghA3/jvcuA86z2XsvD8pVeiCiuAKAI3qTqVUl1KM0v1zJio7NZ6Eiti2SmJZ2yRwtW0pU84I3pE5+G6UCfeDy4020aHSWOMnZ4Bp6WEehJRp+zsOWIzvvumLSKs6+27ucH5T/xGa3uzPl3y+APtJv3gGNo+SC8eyvzaudcw3E7ftuROzHBIOYIZ6xhdgptRNUbp8hAsH3xFBlDpHH1LjxtR/Knoadc9Z2Zo/h0GfheefY5qOmee64BuBOX1yNzHGsDKbOH22gxbte4r/M0nMWGRbkVt+VKPFp+0s40BMCwWLmRFjBDWtLmO4Yn7kPcpVlxo78dPiEPvejRpneXx18q0Il9QFjnw/i3+qPznec/zHn+y5zn39/ReS6Oa18n53wHdmB2Pu7PxPQsMaGnvbgVm7u8IYTkPMcUJqSwa1rq6HYKlwknius94iATyYkB52hsxzmq36SXyvwCMHmFxnW2y0iPFdVxg8g0wiTnOdEPircA6gvSuoI63QJ3pwxFlJ5eTBD9EWlBAJ1o4MpUjMOmJx1FPQKgrMsUBNlnXoxI953no9vXOgBvYcnEx2E60CceDW9l/1MMEE/Bnt0me+6IPOqu76Nx1O6brfkavWOyg+JAiFbYI+sqH9ceLTfRB2Lz/7Q2MkH4PCf6J7U0Xjv7nedjFKbzfGI7rKGhONb0+EX6gtWRnPWvbFgC6HKiHzl/acf5nBszjlgQWtrt29x1OKhX3FFvex1GxwD/AAAgAElEQVT+pXi1vB8vz96HPeXn6Z6jZbNVd92r89Z4u6ZOhZVyRbKTxvs2nV3oPDj2TgLF/NQWFxsi2Qo9hApVbZg9AOL4d4R0h7SR3QBWwy83BE88D8kxsB9na3WnO4vvgGZ6sBD1ELW5DN6y8CaeA7LJIQAuALgk5/frFeD3JXee067z7+/1e9p1Hh3oyXEOzIEOIJzo4lM5L1dnd/onf086GbsDPP5GscucLX6mlXbJsZwtJOLkEO5EN4h2S5W+2HluyhPs3Ikpt4IcCxy5khba5Nz2+CqMOTU3dipfzCTIXw+BQgV4iZi8LgDcMacy/rmvsPqzToBVsXlPhcUqNQj7s5OqI28VTz5NdcdqV2/6okWIuF6Ds3x9wdfXAl/LV9yBjlK3f/HSnvhETAf6xNthOtGPRc0oxA2apXBn3ps3iqPaxRH5ucp5fg8tJrpxQQUrqTykjUxofI4T/RNb2JY8Tef5xP3Y0EZISeZUEJVxYysc48TFc5LncJuyrMQVpyr1Ooz3hDkaPadEnYmnyPhbcWb5vWPZXNp2nB+rz5yM8vFJoVsq83NHgspTX+PHxEEV8oDxGdM/p4B2l6/O85r0937t9M9h1yk7K6bzfAM8pjd0/+Tr2c/RxMR2kPN8WSDgAgFe8AphvfP89wU/v6/13vNffXz7D/z+voCc1SQ3keM8JCc2Syqmh1CTK7gTHBJtjLTJeY4pnfidp8eOqbGpBNtdeUekbfKJVHYgC/1Sj72YaXDnqvbPmmECyVmOaVBADPl34jGwrywHJVnIcQxzUvSebYBPu7ppwaIkHy25ZtAqyGN6U6OKwh8Ux8HSooZQeBdglW1ogWDAzDDPtKgoxWcjDJ2g4LRsAMiOczqy/V9fX/D19QVf//rKO88BIB7xAGE60D8e04E+0YWjd2ecuaJ+4ho8yXF+JXra7u3lUhNytpBTvwN3BHSEb0OVafNStsZSx4t9EkeXbwuj2RspHl+2HVoWWwkwWlE2vInBNQVBlylLnhG1YGM1CliJJd1kq4RKaaPlpR7VDdD0bzurfSU/5RboG5s1udZ4s7FDbh1HB5vVsEGwMQdYZbqeD1t/T5tXB8fjx4IZJ9jZg2Qjob8rp4/pSB+Hd71Qa2GtXrxQuzO9daf1J+GM+9LP1v9a2HOyFsfWvvn0vtxTP+e3eTLMQ3M+vRpyPnDuUHbC1x803o9mv7jQQFv6S+w0GGzVh24bpq0MZuhZ1e8uQuAYvt/Uma8qxO3P3v5h4vqLRwo+ijFw3cp1nPAHknr6xXSpittN/SjM2+4DG5Y/4Q4xhyUVqJbYPntL80SI5utWinUF8PruN5Z+U51t9A9dPo3q6xgvHzZgVa1w6yxG02wI8WrxV9yN/vuC39cLXq8Ar7hDnRa2SWdzwXmO+TMdca1ZoeO2mfNcvmPftbPc2RUu6KtxR34PmVzU90QYTprlWfR9Mi8BAvd9BzbK2XQZWUYrhHzNZUqabxWPAUPQlNj1N42mR/m24XU5ypEu+aQ9go6tTMUu2MXyffOSJuMl5jXEUwZcfST9G+Rn1N/jfvT0PP+rOeU0OF8sg9w2F53qq/N8gWVZHehfXwss8e9rWWKUeGx77EOv6UD/eEwH+sTEH4S+27BkMKkZHZ9oVDzqdIJSeTzdMDYxMQ4l4joypRelz7CT32eloOCBLsQ3/VBEZ3cGBjrWidLz6dPxYp7f3RprHDqBfXgRChAne4CU05+KB7M28RZg1pW9cydzeAPAfnoPwzxZaTt65Vl6r+O0aN8F7w7yrUf/80UGOu+1U6ieiK19he+marWTVrpPLyOCx28t37qM3gbsmE36Pcw9HjhfTUyMgikVTX0s6SFBhhOvgxO+nHitxefj/112jaOlxFeix3aDAgDojZmavrwbNxS7Z+DfmF8n+xPLowKq73MEmHhvoPJw505m7RdrH1+W6HBn3Tf6fNdP5oOUXYo5z9n8Sb+NjAk5MrKFzJQqmpFGOki93qldxOIz2odS/rl9R/tzOU3FRhrXIt/CEc7TjLT0bwiar5xjOQbLEUjyJRn1zVDBjn0pQKadjtsPZggXUVIdu/zwfDijprGh0WIMNq5TWZp2EucdaiOFT2ISM7MxPptAUeY9lw3JjiFORJgWhPD7zpcvdu85tdfId3jFKw/i3+t3OtA/HdOBPvFovJ0S/2bwjEj335e3D0fxqMtFHGV0cFpFPL+4J94a2hARuPztGDS4hSQfvRmcsIYee8ZIiGdc7M2KTmAKGohVskIBwVVYLi1uXinke7KyYucyro740uqL1oIkT1pxSelGoTyFe3D/fjBrE++EZMAB3yIpnhdVeJ9u08nxLDNoS56dTvR98OTZmsNzZNf6XdjrOPfgybLvBl53W3bRb9Ut95T/1f1bL5JoOdG9Y+45ntAfXNCiGPV7D62nzR0TH46g9Ir4UOpjKN8kJ1AMAPy3fOYm6XnRSuBn/Crnt5Mwj+iyInSqqNfJBdAsFHd2FfgO8h/xnOuVyaGiT5kpcD5HgIm3hfBw83kt2yBCyPab1ce+ROdhgACv7FjFaP8JAIAh+x0j/XzveZyLxc6EkHycvD8hn7cdJ3pZF5TvspM65HzpZ4kBTLH0OMl5E/0eeYg8QNGudtJFuRWLeOALEZKvmCUiv+sRR3rvxVioiWIOZ6Dtc1R/YG9o9xYyIQDko+dz+elE7PD/UnnMTnJxfU8IMj8xVSReQ7b9ISuidAc6XV2jf+tC4OXLX9PCy+Q4B/YbARdMu83Jic7vPF/zEx3nrxe8fn/h9furC2PiwzAd6BOPx3SinwO9G2WWsYXerXPLPZSzWiZOgXY2W8GbO3m5AsGPW+L3K1mR1aGpDSlspXJ6RUJzfEE6yhoGfd8ZU/S4MSrvNI/KQjT+0FFa1ZMmAlfKnDGAlANt9CJHeWDpkmJVuKfySXg2dxNvA9OQlIGAfgo7QciDTgonDRXjTDzHDDqd6OegtLu6JZ+9S3kfcdS/dw/800+V2orWAlheDlffJX9Fe3PluYoTvYent9ATt+w8L9KCJ00dE58Kpq+kR64+puY3oZ/EEEoXMTS0rmKC2Diyz+tLDXyHiuvEd/oS18fWBdDMwRXjZKeLLhdnAbjjHyF9LGliUfczC28czCFg4v2Azl98zn+Cctei2oH+4rLCGjqdHMH8qfl0CjTzL+0QDtFLr48Jzw544kY6jeX4IhVGGhfoe+C2WlBjY8jOVZFxsSiHvUIZDMjVnA1KSiclexXZyEA58t1k00MmhQOoESdZyIIcE+leepZJsLDy/brROlrT4iYSzC9EqaeFE5GHXBuMzxBYvsQkxlgLwGVw4j0I5zl9oZ3kkO47x5B3iKdd5gHy9/iZffyp1Cy/HDECLnHhCAIsSy4DXJZ4fHs8sv3raz3KnZVvCME4z+cR7p+P6UD/4zjr/sWnG6Sad+Y8yEhwBC+tnQa9O9C3prcXo7uEjmx/z2jL3mq6CtTr5pXibwedwX3RLcbKOzTae6v4h1vYYP/yjCpphX/FaGP9Vcgc0/lOLBLA/XxYN7rLT0oBskKR5WJhGBGGFR6PhUsrW10DUTaclMpe38kkjpxiDLsGK60HsoSSGYc7fFwGvJKTyXjgK3RLdBNP7FnxiHmXhlJijbJSS7gfXgx0fslTBSSBlF1uNGixMtS/mNHOMMBkrAGKIv7GePugUtULx1qx3d09uWGa8UATGC6sJkejBG/F05y6LfnRC1+8QqOwE/xI9NAbdbIfiT3y7F5eake3H4UrHcS9CwH29Kk72udI+NbOcf3OW1jQi3Oc6P0SMhncLQmszNs6j+h+NUFa4ldn0Rm2Tu8earw2bw9m4EFz1Rbs5d40od75UjkPWmOzWcwv9JP13x6HeMvJrp8Z3asIq5fXkuL0ojsn7iq0+intlJV5LDvQ3XSi/yxALsvatRxmXK3kxYOjDpS7CuqfXGGpp1M/fL+PyK4+wHRbS6uHssl8/b1ScGvt8r0k/z7YLl43CCDiurN8CYBhgWUJ607a1wJfry+AsO4QX17L6gR8vWJ/e61HUwtbD0sLWfkmJ7hyoNMgsCzrHdFLSOllt2zOA66Gm2z/4E5iCCKvfMyjNhAirQDegpuUGrCBZR0PUpMKaSySaw+w/pkc6Ow7ZL6Sv53KCKUckW0nAbTBFsXz+JkynU9VFAYwk2vM9YX0Ox+5L57DOhbKd/l55pO+8frin2v5IkS5Mc13rC3F57kApGzGbzcnw5Sgm0sYUkmEzDe9YRlM5Q+Uv7TTnN1zTg7z5Qu+vpb4t37nO89TPYi/miw68SmYDvSJiQfjakf+kxYO9OBufu9Of2JiDPwIpfjbMd6w4FxDgqSyJMWEhOAs9zZ7RM15oBMngTlk4ThA3p0ujS82HW9xQGArWdfFrcEXdk0Z8dW/yjKUpHalLGFUHBL3WaRnAUzOiSgjq5+6xqhcVqDqzSUvXgkHhCXv0LEhXk1DatuYkhXJEgVUv3LDS4qwY7miYj5kxGYrOuq2C6tIDyUzztkjwPOZ71gLqhBqJVLqE07MNzfel/A0J/ooPP6fJC89sXyfVD7vgBCC2enROlkLlSHwE8v8iW17K1L10M6jQiBhxhYrP2sTtPqOkBc0JrnsM8px4kHwnA3OQqAqiSDjr2SZblAa1jaNC7QzPLqohJOjQo+rKkE/5HJhFt6DcB5pfZPnWyZgfjN9lOuPWv/Sp3AUNxUJla8u+3OHk3paRknPa8Qulr5YWGHp9DndPTTyUXh93jQbUrKlvP5FYJzLlrirfO1XS3wbIITV/bMgwu8XOc7jPc6BHOhhdaBHO4+7WFF8Yfou7/SxzwJzjpMDPbvdhbEGyMGad1kH1qZVT2R9M0T+9F8mzceMzBexh17PYE7XEAs36bXMgW7aX+BDsbRZKeLijVkUpF6Indwp894x6Pmr9Pcj+6Q/cppjdCoDeyed6NyjnW1kccECUN3l99lWCLleAUT9ZpmL5y9moDBU6cd82kMACHwRAC6AC8o8Id1xTjvQswN9Weju83wH+hc52KN8uU6JCPB6AS5fsITYovEFyzJ3oH86pgN9YuIBuMuIU1t9+3Tcwe87l9fE34YQtJVQ29xRyNWKRIatSgZgK3iZQlDwuQ71HK4c8Lxk16ly2HH+cnyrqGB+xpzoNr51oGfFQWWMftWKk1hhvnRXQ3D0htrxhasuF5U0JEdyTITpPYYXA/+ARl15Jo9KCeoBr1VHjU5p2trmTvPoRBdVjKANexiVndJpHFtGc3ZwmaHg7oKEisHrAH6eB7ZiIWW+tUQC2HtuepBv/gLe3RH2dBlpdKf82bxcjXeWZ7WBVJ+iVXOe69+jJyy8A95l7KjOicw6371rOtVpjTDISSWJE/rh88tv4s2QVyxn3Ys5c/QOzzIZ6WzQelISf60/2vvRw3hmHdjCVZVO3oUsFZjkDBHpexm02od0nis9TESz+V93kpadMCZ1b8zkRUz1FDNluY3H/6YLe5X+zMPrecdzfGnHm1tkijp3nisGvTQkDy2EzFep+thz8qsGIfvHd7tFDqXjsSeoX/wpRI2Z7T5fviA5fJNzfYnO89+v7EDnu865jYc5PdckWBsTX9iDEHtDUpOp7UBUDfNOYGaNWYPSLnjiKcX3T5ngmnjaPR8XWPLTOuxCHPaOPV/bErd5MLkiOpkBqQ/HUwWDbH/2sj7dZzwbls2fHEuzPSrxT3yLuHLM42Weyz7nYcEl7sLGdL+3cTjnAkhjjrYjaqd4fqbi6O/C3sb+XnbhhlgQAaxIA+Q73DHfaw5pd/mSnOKI8veyLGwHuiwD+k7OcwSAQKcAQABYFlggwAvWBSlhWcBU4sTHYTrQJyb+ON7NcAZwL8/vWF4Tfxvc0ccFXf47hVUGdbF2XxhEKD5XpPIRfOlh0hBKAmWpPwX7iy/qRCE6J0pZV9PCNs9j3oXOFQJ+nLoV2lcaVkFRiiTxEndT0C70XJKRS3LyVu5X4AYQqSglJlMRB0RgNptUGunOskiqNHyJfAkKPFPA+A2CLgSr6PQgl0j+V78H4AYoL1/8bjbJdd5RAkB3aXlNzram/hxo1OaIHrP8+88w2oqGLNMHKZaheKvZR+FdHGHviifslJ/y7BhIfqHjRj30Hsv/jvn/FNTGb8e/XYxA77PM2pFw6SGTBycmDgWTj4Uepp074CwKNaR8fSB9JTGX7/TexTYX9gECKlmddB2HRyJCegIAQDolIu3mQ0+lk7SC0jeVI8X8Jn005KJMugqiuJ+5OA8IdZbpPMm5yGkz3SRBDVrsXXXHe0xbOLyRLwzQYfUuTslzaUFRv2ypnP2YT4Izr2OBkF7KZX95fcgRTvQal38XaQfxEu81D0v0nwfhQP/6Wp3n4fWCVwjZcZ2cnGo3Mf3W9hC+iEM52RNP7JPLX9qhTo5T4ss4812quZmRAz0dR09OeJ6vQGMK5Wl99grsqHGeB+ZEz87ZWNCAThzlPEcUn+Le+Mi9NC3xcY7njpd15p/nA5w4KdXEht6FnXdgr99RfCdHO18gZcvPd37LdqOc5cCepb91Mcfr9YKAYW2X7vgf6fKyVoMKHc2OXwss8Th2+8kc6fGI9tR/YuHxxR4pnQDZJhkd7YDBVNfEZ2I60P84nmCYmwaM83FlPZ9Rn0ffGehhaxmd2n7D6oSraE2aG/u8YqWyzir9XilNHVLBdqcGd2yV8ssT2NqmnTLyE3DglHfBOKH1yR7wcLVW1aqnUiTNpnSm63fOM5G4Fy9E+RVLkSTflb4TACXDNinRHhG9/BXaUXJuR34jAZ0f34kuvhSYw1gORD8K1jw4ss8CZPZDKktuKCFjUKYVALiTmKVR7Zuh8o6FKfxQSrcbxBlw4ipkWF3knjUl1YkTt8v60ijjzBoyo2NfnGKSFYNcSA1Opq4C+XG3DCq1dIbmj/ysNVUuiBC+Smlqupyd2M966tXr8ERGRa+dMno0rpBnr94xeyX9kfLbunt8xGG+pT5b9XN2GxnNfyvuHnpXosTn6HONuxdYtDAyHhzRnu/Gsdww4UhPwwDZ2EuB2BQZOoSm7fpQHRVRDMCVMUqaT1BvexLXxn5FVfEjm09L/7oPNY5G9LGagBT4N3JACAfR+i5QoiT+av1EOUzdhJI+UGGeoTSOuKKWIovp+HVfhyKeBf+RMDl3c3SnjXA91VNkXXD9jgdz9oR7+kRJnwSlNxPvWrELAGpVs4AoLe0YdLKk11sb/hmP3OmZAjtsbLZ7qfT9teAylC11Vc/sZ2sRMkdbb/XHw1LkdPRzIwVbXy1OWmNsU2GupM1+hlz/CGtZLgDwip9IDlJEeC0BwgshhCXvQGeOUSJIenoed3QbYw5SNo6Jqk3TZ3ZQAlD3iM8AU9/ijn1gjthSY05NnTlh1/irE107anPYPM+n3dLA01P1sRYq0HHnMXQqs6DDA9mA8jOe58Q7m1RV8ekfKbC0UWXeRYFwbhAS39lRzHdlx93oC6ZnuKBY9JA4MOWo/7wwOW4uNxuXXynw4icihJehoXKYF46kfKz3l9Nncp4vi3CgI1swoNY7iBRSPkKAsLCFBCV748RHYjrQJ27F0xTziX145/rcstPrXOc5KZTEE1oBygh4SrDEuvMgAEgBTsBRhh1lXIuXRqRB/raC0jFrrq7Mw44qLa3w9fcyP4wPWeyF8qynx0kFIWjXodZgmnfi01EiZATSePhdkIrbLmWRA83XvALX4xnE7oDITtVxxw0l6++KMLsmAOQx5ekJgvwTqF6CW8HykVbwqDPH77Trgfj0KlkrT+CUPTOiIX9F4wZi3CkQgyPIXQMiOb9vy9AxFadLCUWIschjatqUh5QWLyabAPBS5rY6t+zTR4hFjrEaOC3ZZqjfIWsbNeR+GqztzTXIsTapDGGqtbiwY1+9T7g8p/7hpWTnD6vJh3aatKq9MPm0+nI2ZqbGXMqAjdpgrQwsz0G9FE6QB57inPyLeGd5dgveJb981wzA2kfoGX9/xELad+5/Wqe5q35DHMdHS7KLW2STt5Oylc95wGgoTeWS39Guqhcz+grZnzswHVmNqIWSkKvYHymcIL4X5izGK0+i3AT6GBA+UHDy7pBB8Y/kfhz1VmEN3uTgaKdZesPrcVSbzAHlrrvYbNZ2luT5rKch6Qxan1E0t4C7dUQ7EeqPcze4kJ8tK6jkPcleURHLccUK1kJU0gfpsf7tKeQ5qfQjJJ1A6Va1/sjqx2SS8W4WEnBdIMREUMVX+fF40DdT6ZxTJng7y/nDqAcVyFfbkjUk8eCy7JE9U20Y2K51XlYo2+RaLYE5HQ/AYFcxOlngb9S3im5k7EWl9JQ+hmjDG9lEfGF8pXvMeQCpoy4B0kKBsCwQQoAlLoKx6fh1H322YHX/YNofLwYak9e5l89QWTcMIcDyWlI+uIPagxwimI0r7WCPOQmMDhvKhJMXgL3jlJVuLOQFRsO0HpH5+E3JLbwLm3lVZ1S/UX2eRXa5IN4xO8bFbnSUx7dTuPQJwMqTPnP50acchxin6nsOx9rRK6gTEdbwuv6c3KXFGfze80Uc4R7/ELPjXNyRzstJlSNK2Y/bZDz7zMTnYjrQJ27DuxhretAysmzdwVHbWfC08nsaP1sw4kQ/O79CmSKFLMpfQngx/JLkhHYud2xNoXgpsC0Ha1xk6YlvbGVlsMqAW3TptX2pj+3hAmMbFMbSRf2+o0pTeSHPLTCNSxLJeWXlpNg2OnX81ziaKm3Oc6Jzw4z4LdIO/If5HnhFboTQIZMhiinOypAhDH7xy5o/KNc7OrpFg2WTVs2YEZ/mvDjKMkuSG8CkIrbmVfSIUWeg6A9rLshRHnQ4bmBeMykSMGmUlHTGsbsoJipAtAtdomw8TwskINefoC8MPpJ3yZXmGsWLgMQ7q/G4SCQfHZmPocSiEizzhfVzJzW7gkVtzHKHRdMm868tXbLPqFn4mpTjOg9hWWBZ2F4BZ2dPqrc8oVk2MH8toumNH0TdzlVh43h54GnOu1H5s7Vzd8qzz8GV+a2ezjFIQzvONf09Jxo8rf9twUj+j2oDpt9D1KsClic6w0xPGG7plNKXZQrkhJt0FEw8pqhRhAmvbMjNZZMDSCMyQDZgc26Cy464WmYLgpTvpYwJzOgtCzwEeldKuFRHbPdYJCQ+8wtJi5M65CgYPmfw57k8s8gbd7xSlfVQVk0oyylxISpLdCQ3gX86lW6cVEA6RIuwpwuh0kk94BqO94FanwuQj+1Gf2ysypYlURMr0jZvWF42Q1Ctjf92KKqm6S9KKPAJmZzvyCQexaVnkPImlPw4FjKaoPLCZe1URQG4Bhrry5HJiZ5o0AFqvd7LV9LNRfnzMn0lyvqtqAflRAfAPBTEhROBbAL0HqC9hnlQ9q+MeG5AXcu6fevhzu8TtkR6OOTjGKfv2twUadqxS45sPuxSG6CpmP5oUb/IQ0EPJxsGpZ13P+d0cxsMkhQoOaNQx9kJ/iX6hnaclkZS6Wh1nOKl4ckZaoLzLTFP+WS81Wu6IPuKH6VlAuXY5Tm4QoPJTwhRltb2uZIsLRzjfAzyasRjOch3IZVgajd8F/v6WH4WiSN3hNNd5ku+15zue0+LBSAvFEjjkCyi9Fsna/I/8VcwHegTt+CvGae2Qq8CLr27G0/h4wj0ONEvyS8pXJDFo1W9yMJrElYduQ5ZfBY50gOmOBfyqvXPJIzm11apiEml49xyeWZZDRuChv9SH63EP33oOrLKoXjS2H3oOYH4V4waH2IWZn39TvbnbHyTLFNcLbT2OtGlKSEkTam58xxUMZQc7DxHPf2B2htfzcoFdMy7sokHDCE68FfDjesk1kz36quxvMUYC6xdOM5z/d3rPbIkAuQ7CGXcMXXa0pd1qBS3WG6YvkO++1vrHh5fIah8yIiJNrL2RgpPVFhNIsq5kU8IkOWB9AhRGC1LYzJvtdJAxPoXy38+0QDZS0kzHeeux0An1RK66rfenSGt4o6BeX0Z430DfjojTnjrMKiNv6/X0nZAVaYf1RtBb+pZ46NpP/tRZcqP8cec5/S7egWHa0xs3Pn5EHySPNuDp+R39BQovgvde/fXnecjOLMNBDGWt9PZz0pdls88RJmEe0v5nBNCdkYgpD+advTxpMKYqnUvnnqSQ9DmtbPZiR15SieLAk8yigdQCwBIJuS8JT2EEVOqh5z7Q/ptd4PJuVv7XrZBSaRKt+ILGbPetApYGHh5laFFalpMuaae5UfEsdMUjAMAVn5owancuShYKMj7ErpIxW+3y5GzoO1Az/nNOhgEPVY3SqNa6AD5NDCtL/GGrSqPOea4BKg0FSg2OD3ej/JerA/lWKW6pUUregG+UZUY96y9rMFZ7njjlCnnuMxmkurQG4xYWiJ9RLGonMaVHIzXP8qyF0XP8k2cUmMLsu8mGry8amNGpxO9GKRrPNLjnvddhmva1yrpCP9yspdJp6KIpcbeV1z4RWO0mI3YVEdPycaST05A4E5UbrPhBSZ2G6f2pnYSs3YyMg9I+9jKk2hbZrRUz4J+4iVYnqP9h7LPah7TKO5UudcKymY4L7R/xiTrRiK1YvHyYdSxexQTyMwJWl4C2abH6Lb6mZp8PfuG3hBU5CP2vdQHU1tWCwQgZ8/yrEgWhFI5qk38JUwH+h+HMCYfiNN3595s3BhNfw+/W+KOxvHq6+4y3oMe3p9iNCyBlCkuUOdsrVJQFlZtZKN3KF2y5bzRYbKCpfhzY5YUh1GFIvNBwlR1NaKMVTfwQ4+hQfIgDE7ee7pbO4bzWQsmXhmyvLCoLDKlxojSSaw3CnaxDKtMOQWlH+n4pOw32pvbOkLhe429YQT5TbOvhXv+rpms0z/LyTdoFXUW+QVlskwtdss38Lhun5aVl0wxcZxZo4VY78HWf2JI3YEnjDZRiQfezlFdY1HM+ErbW13h6ly6RFjePCNi8wHPiu5/PvK4umFJVMMAACAASURBVC66IYMGH2/JOJ2Ual5cBUW9BG5I8/hsRRbjfWDjikMGgQwq9FuR60+5E03t/PAUj8SV8uQWjKTXCvsEuXLLdT1PQ2t3fw2jsm8rrSNPbuqllRdmbpfjt7QBL73ayQpbsPXEst74Z2N8IcSJzPSCOQcCZPmY7lKlXUwkjkjHud6Nt/5IBlwuiAHXq5iiNthkPKdsJh4fYCZs9D1KuiZfR9FIyxvGcaJ4osjm+HSVz+biAaOg5YfSUZV5TIbzEJIDMHAKTHbhDoPe4tdtuzeeWWhBf37gOn1Pv9LvheNDxRe2AWT/tuHcHp7rQpLcjoLAnXQtPR9pnUy8HulYjbAd9eUFJ30mS/llcmJRQmqwKPzPdZ3T7v4luqLtWqOSzUdg+pjgqZAuOymxwqAD1qrYwm9qqOX9uA7P6REbF3kWU4r5QbaV0ZcgA0PWx/J4qvuA1Ie0vtWCWAgV7LhGc4512jMKFP/1gt/fX/j9/oaf/37Dz3//ywe/lJZ1UkckxyN3QkqHZG6e3NlJ96fzZ6WxrFCnoonxb1SOvq3LfsNcnZF/7kgFyO26WUfaTkb543Njsl9ow6vTBumB0wWrRkY+YyF7giKIHNHzoGl5qjywQyhvlJIHmTbmPqzbjIkiBRIlRTOZpsBzBbJc1HeHdZ+G/OKVayk/1TFr4iMwHegTAJCFq4n3wdn19QlGxhoe3+aTos8dJXRkcFbEXQc65vj6aEKTSFGUkAoBeyS/aoWMeIvCVNq9wZWDTL2QtsMNUyRSGmC/J3SuTO4HOQ19ztfkpIJcltLa7W6tmeiQV8Ftu/XrMTu5skOruANd0Gq9c9KrNKXU16jsmOGO+U4z10F+5r5QqOsz0ewAKzbYQM9DABDbp+k3ryOtlPB2TcZHQxQgGYQx94cUZ21gPkNmS3dwPplGScbfjrvIZRoOyyn/2UCS+mpyxFDSK5/pxAPTzjPRnFVu4JBJu8MzDcmIedENypLJBnyWjqijwtivoepRGjRsfM+uRg8C/zR54+MxUa8wxzpMT9/RYXbJJ9X29Jhe/HhoGWprfXQbsg7Ep8m3Zy2G7sVjTm46KC0vP4/WFx4GWX4nlhuNHfFfkVKah9gbbYfHbFDPL0Kag1+vAK/Xa52ro1zC8yaM6jxdJF1HyYxpAVtMKS36k4ZdM686XUvP31yWox3YWX8I8Aoytr3yRyWg9DaeX2/xre3/TKbzJnlPHCy9LzApkySZjn5hsp1nuSyw0J4VnM9nqmlobFiIJPSwqN8TZ/KzSKSdDkBqqyUaXO1KVaN0seRoY+2sfwH7XhToum1sv/61OX5P/rk+w3Uy+UV+o7ErfmJyTvMj4YHVMdWHpCT5ANbfVPuQnl/7Ti+aK6dSgJoLaACMA6VZbqMXgHhN2Rl7SnYiU9xCVcS0fiqpqHxcZW2dl29QRHnaZqEyH5NAjkOSwfyAFldrJ7qgq2gEAHi9Vuf59z//gf/8+9/wT9KlednETz5vJa4w1Q0/IVB8Aou7EmL0bFqST/5bjefiF0tLpV+ikKZYVHd4o7wTm47xBsw21UyMxun8yb9r26tpYwpB02bfTXEY5DlKSAjMSZ0d17HdYW5nrj3E4bY0bMjnQXxINun6u/ipfhMj8uYKbWHyFhdRWbfAejPmJVVInTpQmFJd6Taghh3KS6m9sjxO/A1MB/pEwuMdin8YW44iPKIue42MpTBPa0+czz07WK4wFAbIghpN5VmYbvDBw9DdvyJojb86zWLOQ8gCXQwYILiaVsgBlCJhlbQcRwpSzZ2evYo9T+RVZIVx4ZcdVxSKpauUqJLhJqe2GuC4G89bRY4sNOd05UsqmXUHun5ekFxRp9doHGRM1IopvVbJGKNkUlA667Qbsszsa6WalbSMCGGIqqGl2xyBALLTB8hHuccHWjmS2dU9E1m9A9CZ2oFnWhthREaprHlbcdpbipAYdqpJK148k4VwVB5RkaJjA/PODIiK55qu67cXfWklyh3n2uFdq1NynmNShDO7ROul+ytXwFN2nQ61JhCLnXZ26LzQBx+z9PUauTxbBlPBE6oxxpsPQ+CtwTfI8SaT2kA8KvIsw+1JZN8FV+yG33q09hknZXn83ynP7in/u+Xtmr5wFW9Htq27y/PdkXSsuxmBgqTnPUAAuiD2FQK8wmu9Az0KsPYqp6TNsJQiDfDmtKwnSREtpGeC66I65ipVMRsIySmFSh4JhlM/PSoHniIXNRx5wF/IXBKGsPBccaRlSfpV0M/WOBTDGuh5/vTR/cj5TenTOKBaEFtQ0YJcDBmy3DY6dQ7MDWvbKoRXi8tF02GnRAnHuccvl/f3LljKTFdClfSFTKNeQvW3bX3M7/tdYAqwG8txKiabAl/MS/2Oyfc5lta/TCIgPFghqCyJDi7r1KljWd5K19I8af0R6B50Wqydn0sVhBbfg6ogZRsIckwKqY/5C35J56KD59N1Bp6NQuh1Sk9WdZW7RNSrmD1sdcJVxm0WcC3uvNBb58+lEcv39fqFn/9+w3//+Qf++b//A/87sECs3MRnLspIK85fJQd6CqzHM/bJGXTmDl3QIle5guKn+s74ZKNVekYnxizxE5cFlvi5fg/Rmb7k8T3VYQB4BQjhBeG1/kEI6XvJgS5z5I2HgeWTp1eIg/lLshGQps4WBgBgzEvOO3ewl6wl7hQkpuvghOM/8liCiMlpnlejQJZzGO9E2T351vumOrAuY1ogaMcnZPYpSTOF8eQ31f/JNgJYGLtZep1izcQHYDrQJwSmE/294R3ZtBd7duo8qT15Ry4dcQzkaYiCWUjbBoKWD9pQ/iolvviJ6icFA4Z5wldGsxWAfvqRrnCMWnVMc2N+6zo1HDagE9Hf3SJqp1mtJmSClthdrhJMCpell5UyLTRG5SspdVyhXFcG9/dlT7reiLVhAK2o1oqsUKdSe5GK2Lk7HVp9wVMKfbSNODnclnhDMJ0OoiGGmrFWUpw6Tyu+833kmTj7MM7zIgMyfolx707E4WHa71Or0poNJ/mEBGD2pdiX0js5t1JWudOc7kvtcaIvaSX8aiiJt3MlI9krrDvfwovt5OZ9gxeV0fhWGqv+iuW46XlI9+CJ4YjCqzoO5ExQecpGJKTCKeQegCq12e7FS+8A0R3QxsM/rvXeuSO75xqhM2S1Efn2bFlxi/NcG2rvlmfv3Lm91XlOvx+pB7w50ukS7N+DCPtplIyl6SUzxNMHGX3T8ywr0w50kY52LDFy7IVmWLwRhlvSCYQ8T3KyN18bkuzRSoecUoHJT3oRMk/HJCAtzyy7Vg4q/a5P7m2BTuZdp1WNmhhIpelEkPUZoqhZ0gW0cR5WmWlk3Ajr38qLl7dKpjbMzcUSJh096MUt1nnuSVtix+UBTnQthvWZJvzyKDe5sfIrtH7IHpINshIvIze+07eSXhaX0rP4q6iPMnwznzEPlBU+XuqoHXWqtAaVkmrjSn9cWSDdiumZIgFHfzPOc7uAOds7IlWnWGh3KgLpYQC40BjgpSEd2Sa3LC1dL/4igFxGqGituid9z3St89zy8nq94Pf7v/D9zz/wn3//D/wTXrkdMZ5yP5bzQqqB5JxmcyXjSLaZINJw8yTqQoZXEmOei+PcjKly5Lt0j3tOBRARli/pNF++vmD5yp8hfMESlkiS6fchOs5/XxBev6vD/Pc3Oc9frxfA6yXbldN1bAnIeqS01g9n0OPyDf+NdI+32l2/xIUC4jmFr8CzZwb+O2cuiDiMKuMBmCM9LfLhCwOZrMavrCuyJxsmG1Py4JXTifoH5L3iCCHZQ7y887as6yW/YQt8mHjGywRZWzxSzJ14LqYDfcLgrxsSjjj6D6AkZHVR2LuY93bwNlRTXJ+KvXcQHkHfW904lghAYc7PBoOCkUSJyPkfJR9kUSYbf4RSHUORoiQdPTmPglqUhByxztfxxBNPDfHzZdj0kFjSVLQSU/1ZBJW+q2wxQiEKgTVjiCHqhqUonRnvgOap2LIDACBXLgOYO7FjOKFSBae8D0QP/zp1Hab1vknQqo+uWr3NaKOY0n2Il687FKj25RhVfOe5SpclaMvHK8GQP9dOwjp0KEc1iQbzEzDTTwupqMSFwZmC2kTSGB1f027x5ESPiblFggCvVz5iDhFhwcg2XdER6by4I1rUIRuj9RgapIHX8O6Wn+PMpraiDC6UaB679IKB3h5bG6wOhD9wQjpFASiLF/AC++WHUWh5YyT9kqzSS6Mt643Ju3c4+Ufl2aN53Ev/bP5a6bXe37lwowej+spe/ebp5bEdjjByKZScXHT8rPPB+tmz6NRRTEy6ofCL6UZmvpZOHJMPJRZQDHl8e0jsuc6kYt5IF7FB5I67ct5b/rej5Ppy/XgyUgEY68Gxf2n5SpysoMIWW3aU2brbU+XnIWBO9BW6VZbaHotfgN5EXmMf2b/yWTl+8RjdYvx6AbbS00KxfW/1N5sI9VnTmUxQXx+T+kqOHlSYBh8qpXaQIHe7u32j0dF1BM4/BOC2Ic/KId4Vhht5ygP7DWq8YjaWdVE4Qj63HQFemHRMrhPohdE6bf6pv6dFhUVzm25TfkCxSMKlEz9eAX5/113o3//5D/x34eQoEPXv/Mp+ksFP9zhLSz/ntZhV6KRQ2t/auEhOYPYdliV/N3zF77iWN74WWJbsNE+0U/x1UdwCsOrJL3Z/++sXwu8vvH7XT+5Az7vQeT5kudEq/OI4FFQdOCWX4upFe9xpnr4vaTf9suT3XU50pfdKFV8+d22tcd7EZQEMmS/pREdVGPRbccXNTIYZ3eSDyFdATNcJ0s7z5Eo3dJx60DYsbw7TYxwfH3j9TPwJTAf6xATDUc5z+j5uCNmf/tHGly27YuizZny92omuy8bdTfBEbPUxkE4gv66/O/UdKcSUI5AS5KTEhPGg3jioGLW8ODXF+JG1qplymOyqF9Z/RPtlz8QJC3rxQpV4XzCAruw00mgkFjrC7ECdf97xopJdXHByPA5PSXdNejYceaBn9TXm+jtueBKFUqPtZbbFR/xIR8bnNcy1OHmxEzfgBEZSqX2F7L7iGEpH7Aey4HtAEEdtimIhxZ4USkd5xhws0wj8qDV6V0ceexgHzMjU17yKJucC0wfiYx1Vx6AmG/XImj3O87vRyoNnHAWQebtLnvV+P16e3Qm9094sOhyg4+kDE+cg6QFp4vGdERpsrZsd/6t1JiPkmYoZqJF+e4bRIyHlCKslSb8BAJuaOgrJ07rIMZR3oNM4RjGgPeUym7DrOGoICXd3KeHEUXnQ9m5d/i5Sdv3xHtX3oL77elijLna0xXbx85bjeQz8xBEgHhAl9wMezx+FwyyXPw29MqRndNksf27QbxIK8YxOzr1ZITuISvYg0s965XmRNB1Pr2w6aXwG84zrWNnGBEXnuXviTJHLoJp/SAuqXNTmKEpLLAAXSbnp64AmWFUfCusC7NcLXr+/8Pr5Ba3QBbDf5bM1gUC2Dze5aNNzFoXYkcVxmotC5gNxTDM6YlPfIQUV188AkPoUd8AjLrBgSFeJ5bbAWcwL1JGc4r+/8Hoxp/nPz+pEf/2m8kzHuYecT1Om7OoTXQZUPjaWXqTAaDjO8+xEj7vOowM9LMp5DvnT+LE5WPMIqn6yPh+/U79kjnwML8AXv2OenOiYT3ZJiWdbg3frueTHjjeCFuk98Tuiyqfpl4EPFHnRxFqhFbsLEVU1GgQbKdzUJz4f04E+MRFxpPOcP+t3QB8z4JZXp47ncavzvCf9JxkdHwulhQ+rTUpg5tltOdFDDCTFu3IEuZo3p+Gz47QrJuTVgikVy5JR8ZvkzsRg8yrVB5n4qE7cduu0bb67Fr3d3gJKcGwZ1xq/axGKOmP9waHQRejyb6xucCpbmvzhyZ1qjANZXrVVz4mfkvnCCZMKgykwQqHxqLQ4iGGEo569K+WBVYxxnoM8WcMb86T+HJJivHb0rJiRcucCwTrRPbpkzHAzkpmkOxZLySVjhdYYC8Yjz8CVGdfMllCow5JFfwRpQQZP4+HywIXwHLKePFeSEUvy8F54TpDttOptqPZeO27vlmf/ggPdW6C8J7+fXFbPw5h8CQByWC6F79r5U5FWTTQ7Y/WiLsKqnaNe0oXo1oTsh5W6zvoEmQFcrmyralFWPvamXCYDaUlJGu/BOBvOhldWMk+Mt85hIADE3WxZ9qmREKZ2tw3zPuGUztnyuk6EMZrZYvK3cGKoNoegnxzEn0zvSjTTHJVBD12wOWwNsmNkdcBS9LXcr/OSHJz5+VCdkQ4i7mjPekl6Vozu6GFxnOPjHx9LS/3SrBHoHrvKOfbGSKMjqvnCGLN6kwsAENarR14/P/D786VeogqO8jvm+SNoI5riZy1idaqcXkCuyz9XCCtrNo8jsyVG3Xgddn/z78Qnmvi4vABCXEAeqDikJo70LO48f/38rA7znx94/a7fw+/v+vz1G+9E5w5Xypqj4QevwIRy7BUoFYT4AJ4/x3kOC51gl3eiJ7tFcibLT6LptS6+4IT3H1mGjI8F2T3zL8DgONFBO9FR1EPmQcmITtkgQt7VLl7lJ6V+ltsi1eF6RR6EtQ3QqX+Cs/RV8m74RVaqVE8TH43pQJ+YgP2GlL07da4y3I4YnPY6z3vSv/O6gLea4LgeA9tbS8tpztPw7F1tg09IRyDb5lBpHyUrBFMQSBivip7aLqYUjEuV8BF7Xi9KFVioVG/s8UvQqewKKubIvghGc7wWXc5zHjgZzULBknggbyCL5Q7DkcZQc+UrgmsYzZS2MpDBxhgadKT2qMUHLDKq0I4I138bDQukQAX+X1rNrFIhXvVD5YCrOSw91E6XkEdPF+wx7DOAPx8L6mLFtxxnXzEs8RN0GhCNIgEK/chr7Z6h7qB+6MZ/I7ngJJScsd58UnpWorkHZkFepzzj06q3nd7FoPp49yc40f8Kzjhxa+IklIzNAOCNuVtkjsLLZNiUagYZYTHGZwbTzHA3etQdo/8Cy2dBRh7Rwcz7kHeOmiNKK+jTEYP5TCUdhQJBB1HsWD4TbfYlb0KW6aCXFieEerxMoJB3LdMehE2zAONlFVX1ZAuQj7oOKR3rK2rL3NtnKSY/XoSi/vVu884mhSzXZW4eeuTG/JwahOpbPSWVFvlHBzyGjo6ldACph8UnadiT41+I8Q8bkyijJb2E+g+7Isy8N3FIwG3YzgpzDR1D/vr5ceLR3AeQ3d8rsRAHxDS2O33czDPAqouVtWk3xolOxYaZL6QTJ2J/j7wmvpDxnQbvHH+BBQIGeC1BOtEj5wiyPYS40OD1/Q2/398Qfr6FQz28fmNktfM8DUVqrjYFVq5sdL6ZElbO8+RAZ3eeB+ZAxxQn9k/mUJc6AgozStbbQ17AD/Qdcr9SjvOA8c75sMASAkBY0u7z7EQHcSe6KQnmuDdFxfJB+YKFnsmSK+pAnG7MG50qQIsoAn2aFTQg0472IjNPsvwty9/Sxf4ipgP9j6N2xPaWeEfFb+FqQ9HoTu79xwNqw2WdnxH4d3yNGRP3oH6H04pe/krlurd9tOr7ekNlqPxqg6/I6zI676hubxVhy5ludi+oHz3NTxvH0nOMXAWHdpEjRtdzBugItfLc0Fb2jRYrkghIBjQM2f7Q6u8t+om4I2hCO8s29cZ80SDWah7N/jrc3hsKUkt/2ouDjTcoO09H+g16irjR8bkRI/3DY9XHO+ROVEaPpylj6wnUZziFNFEqFSoyR5pmx3hNxu3TDXFtg6YIHYJdYLKBTQpeHWt6rWvF+L2MtRIaK6M7wZ21vegNW5OnvB3XrXjl930DZE9ee+SZI3aae8/dxSYd8mwp7Bm7qY+Q3a/W10Yc41v6w7thVJ8+sl31xB8aizaMtVXxejD8EThS/x4tjTV8WUI39DwnRlvCb0LPqEmEjAbmLFKuIbWmsLUEvfhYkQPG56ZCaTCZFUmRckK66bE6IH9YkK/rqMq3bRRF2UAfjtOizIylbRtdOX0Aw79pz+4OzhrFlv5Y05Cb0Z2onoFjwLJgC0T9wkK4XsjepnxmTvvTPPL8FC0j8W1IfT6Ftwqbz54kJd6JnedDyA4w7UT36i1AQYaoqAymjw+3n8ZvxaMybtn+oX6+QoDvn1/45/sH/v2f//jzFXOg8wQC+x0c2prh9Fo4KOX3UHrm8YTSAcx5Eryh/OTOYVzWe8+Xry/4+vqC5V9f8PWv+Ptf/4rOTUxJhN8XvH5W5/nr+xteP99pB3r4+VmdrJQF0bbAbe6hY2xpD+GsDiDfZZ4d6XKnN/9LZci8y6jLlugKFumo+wDJyQxsAUKI/R1Q3LmOCznzF1gWtgte8IOMHTt+2zZiC0zsvl/UjvvozLeLBIgey2VgjvN0p31ITnVZg7l9pXIk9lQ7zjJQ5GXiozEd6BMTDYwqy3z3zicbdT4Vs86ucOiMgwQ9T68hoUwLZ/wb0n2AJWO9R7cm5VYULEZgyysfjo5ePfkC/HLaUvo188DZxsoqDmuqlRzeOh54hoy7+CmVUd0owXX/FFL84Pmy9L3c5jvlOrxnLmmb1qoY8jQQSkmQYaF9LUIdmWzmZ8QBx7jx6TODw16neC38qnLyStVl69iA6BctwqHdBmFwnIoW6fbGpDZVbiJ/IrwjrM9OqyTP3iHfnrHeZIvz3At39+7vLQtjn4zRRchT3yrjCe1zO+oy+zCpBoJI7az25MgfAQBp113yIl3VnsfmvHUcXudrJH6Z0Z7EDn5kK6oFg1t0EVTfRXxnctjiPN/MUJMe00ERkmPMd142wITSoRz0BK468xgNrY48V2wqYI827P32CuDK+ailH+a+uIrdAXxzSG+FZllfjF0HtoG0Kx2SmJ/9WVDKqVqyk7LTkP3jHJl1y0TuEKSFRdjFzi78vgL88/0D/+ef/wAiwr//13eFKVS/I39Qq8s8hsvH1haQQzvvgY1/SrdJz6i8lONcf+fOYUQE/CJn7gLL8gXL17L+LV95l3ZMK7xe6b7zFznO6S50crSKjKzfS1XYPoo8pl15p2ayNXCsLxTf8+/kROedhMVHUadyeQqXeSivgS1+kKNLTlc4s8l5vaw85B3zyQpRzW3QhZz6oHT8a0d6dppTmoVkEt24yIbvOBefHgusTSYyjq2G+H1beXuiF9OBPjFRwVbnOf/9yUad0Z3hT8fz6upcfqxhTUqIxiWyW0lu5KdFPxpJvCBJvkn/WNotA7yI1jCG2AhtSJJO5JqPspBWrxN9q7mgxsJlvfySbunk8BHjATcEPIEfDl9hThBKh+Pk1DYflPFN8SvlRew8as05pnrzgxDUbofewS7ptetB6pluq564FdIqZOVjyFRUPV6b4sBmsYzAGz9NFblvdbsA1+HdGq+SDc1hpLI2qpCCw2ZcRkHmgifJMe5OuQ3y5fgCjXJ6dznRj0LrmPZRWne3l+fJr/twxs715hj7obi1fW5OFtVn/pqNs3XTrEtS/HGnQf6SNpUywu49tptRE/ZPQJPsoHJHczjJGfFh1sO44TxTD5JElcUWN+b9QPs2tprOvBu/Wmwjrfh8MSb/9KlDu75G+3NP0J6mJzpJZ/wjuswp3WJUK25l+Or519NZ42fJXkBB3KyrOlX6mFqxwvQkiCPjPgORGV/j+NJLESMPWRcoXEfQ4iMubknXeK3Ed0Lbhs8zL7xeL/jn+xvw/yH8/L7gX19qN6zjrCbHqGS3bluSHlhyghacigrVelGOcRGHvjsrwpGF58eby93SixivMfK87kT+TTuS1zvP6XhvlbphW2u9A+N4qYiD+EgFjuy7yDuSHQKhOA92zFOBfavp+ml+N07t+JZ4xHKKQX9rlhVLK/7O6WSeSoUqm+sq5KU7zwOwhQ95EUEp7Vr77XLiT7w9pgN9YqKAo4xRn+pE/7Q8PTc/5/KVDWvSGUMwcsBmHakzHxX6COAee5x3u1YYI+d7T388wdDYdJ4T9umgNl1GdqIFVvhPGg+MNH8nPFModCjDq8U1O04dpalV/Go7uHAK9OxGN33LdjZSosRuBD9jAED3lodR27PDQ7bUVJ08wXwR3wu2hzIvg4Yc14nuKJoebywQGA96LILW+JwNgFstUCWjKa+HqCQ/wCkKUGgH7N3ITumR9Hqc9u8q3x7pPOc0ntBe/jJq7ZE//4t19Z5OdEXDmWq3k0b1CWsCFVnrWCe6IZ5P592xU9ujezRIF0O2Yi+XJhm0WXgmTxUX3jNWz2yl3kaHhIr+FdxA2GwPOu+7neej6CnMoTTDKW2qnJwjKB6GXno6zFNkHt5uVBtK9S4dTBiDRnezS8rQ8NprgCzvxxMmsEcPq+Ymjnvacx7HRu3TTwtSwI4dq2+sv56kPhnHevZ766CU5elt8UfxGwL85/sHfl4B/uf7GxYvYdexieLD+ZGfeKoplbVqA5KcVPCzOutUrINabYpxXDvUjfOV+FpbjtyFDPFZTLGUqKDBedw/PrZo6FfI8nvm4gw9sftNhZcxs9fQv2bIcWxBbtJOaZcao4nqNlj50ynzENtyrQ2X+Jz4bEwH+oSLqpJzw+CwxbhV4nPPDpy7YFnuMVIfl68RI+npx6adgKrB/gH8GtlSB9jNokygZeQYRV2gsxSbu8Rbbcx5Jn08g7k4qQmUyHp3WNb0N3t0ayk1+qt5wLagpV0qg1VDUj7dNFFNwBGqG2gaVNVr07caSejyat5Z2Gyvqj5a7Bh6R7cfSbpePVI5d50CtfJwlDdaQLS2Ymc8IqOOJpnGSUw9y4Nu/fKhrV3Ng3cv+QhaRzvXaNPYI+oYW4aMPMqQESuVEp8MRm2hRWPe+2CLLFtzfD3BeT0uI43x/KSjyZ8gD74TvPJ6QpvlOLtOn5Tfo53opYUo7pzcaewcRp86XI5UkA8MyM6rBSZ/hi8SdWb4avrDo2sz/2MTb7X9KqN2T9vy2oZ2fgH/ffGQW10k4TmHVFBPfmuld2RonAAAIABJREFUWP5lYcVxz0AwUGgN+8LYHenj6VlyjU5oGDQV0Eh/rLyNfaShj9nRoaWfaPr14Js6REVFr44Gzaar9LFyMoZo6vPOnffJf95BEDE2AaVe9MDIlqrvj1+Ns8VWXfPFWaXHFJfj9Pt5veA3BIDf+nHSm8brArbaUe+Qj54sx/eeouRdcXR3vnrky631/SSfVA1P42fiHMxb7ieKKO0+uRpHDrYjtLbk9UmGkqPhrdr2/kZo7MXZ5f3UiXA01zp8T7m5/X8w3Ra9PoqdCzcatJ5Zk32Q6mYHrspsKPz4kGFwz/3WI6nsCv5AFmVcikxWUk5sK+GjC8HWdEi9rmC+Sn5wfhhcC5jWsCD/XUpb7JgscO6sZWgesKE+9bv0x43jXYaWAo81LhC7aFcTPGSetqXyJHnFc1TtvWKoldaUZ6+Vb49apHo0traDJ8nPvE1/crvWOCu/Hl29wz//OCDBQ5pSe4wPwOTtEt+7xY3QJdP3Z3kLQ/sLlMsKALIsXdmiNB74YtCFOpvnwnWcommH5fkcdaEoFKZ/2O9PwAMz8kZzSdphyXbZEg7ta4Nl4uvZfAewGi8LC0TM4pvScIP017fwIvT0+5B5HlsQwngCrntp/jbUUENuvVI+e5rM9TR+9uIJ+fkLeuPEBGHuQJ+o4m4DyN6BeG/8LcdTfvLkUdtNcldbOeJEgbMMn2eWSd9K33L4npWCvP0f4qIQ/Wm/8xxLlpda+HF39G3IK7RDWRssobqsfBzWzBjbVGAhkLWyVgN9UAVc4yj3U94V3DikTxyDU2UPpEHtljvRj2Wo+aiHTgjqoDHELlqpi3X5zpWjvRGHdkLk+RVWPlk8z3neCwSQR7BSIo3wrURcErosjxybEk87iGL+0r8YYgwt40KPrNC7KHTvjhOi+67Hs/diZHf0VfJtb/o9dXPEziEeZqQMtqR9t775aTjqyPpa++h6V3B41FEK3yvzhzwliPDsB9u1FYSMUnYsBfaltzh1CSE97IgvdLZmKi2Ceo7kv7f3Pb7ArsmBOj2IE+G3ulw/EijdBRp6wYZpMfnhqInJpjZOD0DJb/xlQx971LReWwjg4CnTxNNkI3G6k1NIQbVpxf7o7m1Lnw2KNZuFk4Y4Lp3C4KqbrUN+bMBptY4eL7DeX4HYKS/iqSHNn0V1my1KCLH7mQ6nZTgqb6sTovqykh7QcaK++ZSdyQDH28b3nsp1hqz/jifcbkVL9vvUfE9MAMwd6BMPxlMMd3MSqKNnZ85fxVPaMMExvzfjpLt1DsLaVq53nvOY+d/nIujvNzalPj94sIyWeH5Wt3gPNJ3n3u8rGLEQRlIvXsnot5uXMFgE2mge4gaN6OysEEt2HEQ2FpWMM8wx2zv8qfRpN4YwwvKwnlGqURbC8E0GF/VnI7WZR9pOEdaydEwKfnntlSMOiX6987z1rhT+bPniafLLFdiy8/wKnHXawBk8bHXcn9XeSv3vL7bvozA0/oxOyz3O82obc+QLM9WQ00LKKuv87/NrpI2NzUdKF/1EOpZYbaAyIJCUYjLZYSh+4ZSz+0bb88eDozexh9qPkj72DsPeO/D4RPSe6FR0Hu5M/4BTluSO71AekGG1A2kLVTkPyHafs3C9+phRutKLPJaLPtajK2cWhN6lBkKU/7TpMuJPkmOPwhPz8gR58ioeehfdTkx8KuYO9IlN+Et3xgHk/JYMMfdP5q3095Xn3fkbuYNo606uPXms7Qbat/OD/nrb20n1NMy/Dl9vf7SBsHU3dqauFKZebtJqXhxT9Ea7z2hxJYddiV79DvQqaQjJ2Fk0eqqFzbt9mnrhdbMAVYqjzoIupsrhb59tnPK3HIfKe46elhIqv2z/aqE6vhkHaodRYSh1L7/qmbsbIpig430s10RxRObpJr9x/3xmEXdlHASPH/2+yR0bYEuU3LIVxCsp7eygAVX/aS0suF2e246eq5dG2tszdxJ0tcoc+nH8r9B6xTug947DJ5a5ltOP4vHI+vPaRE2/6M3DkfWxP78Ht43Du09w/tTrVE/rg+qpHx27I0V4PV6zf4vz69YyIPm8tDO8A9Yl3xgfQPXBAIXy8b3NTW1isK035VMrIK96VfxP3+F8RO8I+kFvAp7+ZfSxFur60k51bTT5OwgItPpvWxpp8DPafgaHz2p/9mxhOshYcjZ80I1QvWOO4XTyEYTmODICOSRg4XkPtG6ZKVb7bDdvrcA6oRZtvbjgPLlsizw7cgrUX8Eefa1Fq4feFVejHpXGE/WMib+BuQN9YmLiY3D00TtXpT2KvENyDJxDOs7qavmDDE7JBBHWz7TQ2PmrYTP7B++sPws8+4N+tlSuXegsDOwK/LcVoH7oJebFn0rLxtR/3wvB/XoM2ZB/sDEmh5EG8ZCCDo6lCKzYg+iTevOHMV70ppHC9xt6ZLp9cXpgjWEVHsSntdoGJxSIHfyaErB6q0HH569Ueub7M3DEtTN/y5jwl/K6wSlUWzC3E2ftPjmr/Yq7mdVOrCf1mRpf3g6yniuYHpFffgLLnVAL2MxJOXyqCUqsEAHBCOPN6xRAnvDC9Q8ec+vi6H55UMpgUfsyi2x7dC+W8D4gODLAQ1Dx6/cKjcND4eFF0fK4T7SArvyI5slb4TDZQK9wCfLTCyPC6fekL2zhT8+R/vctaMdnO9yJl6MbRkeRPEikqeJOe+0nwJPrbpf1GI64SqwW5+78TfxtzB3oExMTb4ezJs69u1O2rqzzj5ZsrVoORUm5j/NR4SY7YzdvdtD+LOC6U17K67gGHCYP0E0Q027EO+7BrqzLTu91SCq3keYZvF00Hhqrm6070LMuovN9ooyKE12PC4iiE6mf52NTlZ7kNPeSYY7teAmdSHQtq9w+sy08KP8ttW1lIHPzHlQd+IuShh2kZIIZiFbaZbEVxqTV4zyPFiSROsVbQAwPaQRBYPcZsnElaCKe0zi+9XgzhcfHrMZgdwKO3gHL6f1NY8L5dXjFLvGtddcrb7bayJa7JHt3otdwZfvl9fjEvtJaELO3nO7IczLqXp6yBnNd+5NzHEZewPUc9dVOS6U6KWa44XBr1pEe78rOIo7cDbUsVNPpgpAvtXzEFyIcAgTAgBCwyND1OJCHwBtQpy7G73jemCrU9bEnFPL9aPebGE7JjwGjnpGfPLxEdzeoOm29M9uIZ8H5xsMz2TzkD4DeOcTqbS5vG9Az1NEiJnfD/c6xsqV/WWZ40uPy3R5cZZ+9SpY74670o1BymN/NW0/6W+zld+drYoIwd6BPTExMONgqXB53LCRATWLetUY3rVYcirVLB/Gd52rXQ1TwmrsfjpShkD7uEcxK2RTOK6ctVMsnQC5Lsfuz04m+C8btNrEV3g5mtaP2coViqEovcp6nNFTbY7/lt/K46fWTwnIiF3c5zw2Fnc1is/PcoWOj0lwyehmHNEDzXXf9rppnGBaO6refdrfhOM7L+5MMUiXUjKN7d6HvdZD3pnFl2fL+95Q67TU2jhzXrv+uhr665PZxV38n/lTZhGDnu9b8V7raTafP/7YD1WcvfOd5mp/NeCHHjbLb/kAgkwju7pqtoW3AF56ixHLn+lyra+4vhpI+NnWzFvy64Q5zbRN58ql2ZzrPWRomPW9pTj26a+8Y5ETuPD/fea7Di7H+auc58dF6/xD5pwf+JqPzFgH04Em74J+kq4ykfzevExNbMXeg/3FsXZl29h3gf31QPT77+wxhPTtJJjKONjyO7DTdVhMDsRDMHbLBxC87e8Xx88pIhdHha8pP77av7L73VqVWi8572SrrXj9PLQDfXdQK3qLWY+xJf15gs1R8B45f/T28zdqwUG8PreHLpF5v7k0KY+tW1K5Vh+LR4691L2s350CdVrT/lJdd7J8x92R3bB/1QXlos+JdcqyPNuD+19qYJXakFZIVj7XNtshq7xh0vtHi7F2xe4+iO1seO1+e2+78ARhv/++2y2HvHYil8Ft27LR2iTxxR/cR1yFwPM1Qurc9X31dFcYFXfudx/0p7gIt5mXUtAPZlaKRh9gBs3BS61MHOM/ZU689kIq1pX8/bR+u4UfLIWGf47PtIrTyk0RdoTDcaQW8AZlmR1xTXDvrMwCoAq8GN+p/g/ywOjYAdDq7HAvWAEE9OY8jj16t9W4wcOjmNha7iaqkH/um7qKHzhsmQ9sMPrXxfqiMBvpb0XxT5KSOHnlir/xwljzbm95eei1ao4ui9+pvR+t3d+tHo/wcLc/uxdP0n4lrMHegTxyCuwewiYm7cNYOD9pdV9gokd/zZ520h+/9lZHHgtOqYrajwTtS3OU9sA89xgSrZgyvSr1z2BoYM4tHzEFdEfV3obfcmXtwhiB5RCV93vx0p8jeN3qEqvP8GLiDovtbl1ep/MoxLM5rmde119ptISXnuYdyaYXcFAQNZJ+exW7YFDQYfmJi4t1w1r3uE+8BLP4YIeItqKy7CY1oQX/IDahlR2y1xZ7YnMUucu48D/a9AMuIWPTM4xzdD0+XFxl55VQeTrVf2fZPk4vP/s5Q9tkZfab0Gdyv56Hhee97Fd+rRcxbbCBunIZz1aG3pei628OAqao1VmR//pNPQjgG02k5MTFxJ+YO9InD8MSdCBMTZ0Ifm3OsYc+u00VlPcLirx4EyPcE90cZSoGHZw7dhGLy2WCTrsRDXO+EVjvRSyy541GF/1t2TRSNV+VKWQ12IJoHbUgxsUSZB/3KKfvq2nAnDg9/hfN8ZOW9R+uz5ieE+27dW0vTMwpWH2xAZXm9GEsaznQo7ySje7tz5yolyNKNf3nRTiULBdSjBAihdRQ7quFwdGW/Ygb1u7aB12MvFU8I8UjcEO83jeEpgLe9B/xH5dTjnLBp7pXpf7aJd2IUXIZ4J6ftp+ph0hn4+frmO7W5K1CaLtoR+V9uM3zKIxG55pBBNBpZ5qsDRboqzFGt2nOee6eBFZmRxOpllxMpEvMOFlNPai/3o6pOBAiFipRqN1fAnMV/gmT21g8fS/3Ert/LU7FI9uhvz8fW4Wk/CqkexozV+p3Hsst6fcnxr9dZJMNGzUrEvzurY5KS5zDQoNc3LldsNQ3tvGeI06dH+NYWbyPN5/StT5fz/gqefJf8xMQo5g70iYmJiYehfUf5Xuc5UzVO0vhcQ010ptB/XXQ0wQGGhcD2NOf5BnjtwSqRfr5ZFbRSqb618RtGpMPgcT5ab+9RzyO4c615KP5wH2xAxXnOn3U4z0tksPC8njBhu/O8DzUHtnWujyiiLl0xVuzcHaXGILN4KqEyfpSMXp6hbnM3kOm/y1wwcQ3mjudn4K/VwV/Lbx3cIaIXuY2Uk5UTjPzcOj40RUXBCh4giZ2ri+1wnkMum6I+VhMowAa53XnuhmmtFhyoYUOLOdGpHEvJPbHrn8LTEzO6D49xBZ1dtJ5/vKSPFcJXHrN3fC96DwpO9M5YtWe+7aOGyokkg85zbTETKlA5+YmJR2DKsxOfhrkD/Y9jDmpjKO1GOfpOeFsv9ZXcT0ZPG9t7B8rReNqKuNZO6tpunFSWwhelw2qCWDemmOW4Qb5z0q85Jpr8mPT720cI4Xwn4xj7JyCYb7eO7S1namkJ+yUWJYeWGW4b7WUnO2/vpFPrM2wt9hmhe0BXVewhVtpZVKVZ2LUWKYrEcfBOSgM9ZookvZ3oFXe/cxJK0BVmkq+9z4Z3fecfdybIKNLUk9vI+q2wDt1nbgCbN6LXxa1h+UTfoX72nXGl9Lfi/J0CjQJ/OEbl/aPv9Lv7zsK9GC2vo2WZ4/WzfeleLattyf/ReR6kAnzMaFIcTVJNfyGu9UqPzZ3kOrny/FcqNTmdj/V/ndYqL/g03J3PFfrNotOngOVEGG25wEEdGuakovWD+kRueGy2sRHZwpNoHXIiT8G8rlEf7Ul2tmzlt+360xSHyO0g1UPcmr/q9g/LQr19Gf2k/nMDLpZvTp0++hcnF1/r6mvVJ9O9htfHprGjcj7bQH0HAODqndTNuhhKDbqczqC8t08d3nBS2Rh/o3P+0/0QT5OfNa7WL0dxdv1e3d6e3h4mrsHcgT4xMXEani4YfRJCyDeLB/rNBXeuBMTvQf2WBP3f7FQ6lX7Zee7hTKf2Zza77HjqyZ4W8lB9ltGm/pziPasNPSeHFg1j0MeAnMbH13GJYn8fgWTcwehgx/g3zG+h+siIT4GyMb9Brjb4MccA/yulz53nBmTYaljM8q4rzl+HW6HDhu0+7yn+Ex3QU+Z5b2xxhs86n/h0bDEamjgb1rFtjtygBgBpAkyno3DlpnfCBX9OTbNc4QQLo15tGULYjnDS94TexxS/Jv36mulC8tKzFErK4RYcbaTuoVcLwuQdrrv2y98Y/8fcL3oWf3ZSPxRbi/5P+hU+WR8bc56fjWb3jHd/i6sVB9Nw7Vg76nSrbJgP9nDis0d78noEpuw7MTHxFzF3oE8cir9wL92ExRSiHgJv5wMZU+IFfql7pqW1mIIVN1rGH5l82SjTPAUP+o0HOmbm1mFPv/Py87bgBhtddPaJT6K+qyPT6kNnqjtwgsVvOP2nNaBPNtYA8PI+y3nOU/JKr9+JjqkJRh/6EPiipiIfge14cJqjGQ/Nzk031QIz9JXNIYXgvSYbyQ/tROcTECOzoyl7u+6bFeiOh/v6/JSD3ht7dpL36j76dIJ3wDvxOnEe3HG2EvaQNMXnzomCSKSFbnkCVqrNIOxEbh3k+Qk5e3w6lXIzJ8vUglUc504SW2vLtAf6ifvm0pVGj85yEL2d/vWeyMjaWU9LvlWaGO1qqL/8BVnok/UxrV8/TwYQTRQRMIRo5wqmq/dwL9YDKftRAHuSofdM0utsH6XHPauezLframrqO9dgyt8TE8/D3IE+cTjmpDoxcT1KOx/4b/aRHDit433pRclOkn47K3eL2OA81+l6Sf21kadHYc87Y5vurkN4OgZ3O8+fiE821gBc6Tw/Dgi0+3zdjt7nSO+puTRuAx+zbcwcpu48pzv0xBxhaLWd5wCQu19XFa0TQ7bpB5k4OTNKtBppJAcLL/hdTYeXwcCCoin3fjR66nfkqMvZXibeET3G3L07zw29o4h5kxabZPVpKUMiVijoX97OcHrvkSmNCw3nuUwjDOljh0haWqhgTvxduGInenOxXfxn885sZ1lmg+ZbzQ7Gea6/fz4+Sx97lvNczCfOdQn5RAe5A33o+Hen+nrGz1K9dzvPS3Qbibd62t/qfRMTExPXYu5An7gER99pff6d4xLmOOSBlfjHwDOO9+a5z8km6V+rDDzNmNjbvo7iu1n+lWSCckgUdyVAocXoF9qp3kgvPePpl6LjtoPb00pf7vwXdHlYm08d3tj3dH5GmWwl0NyWX9nTeYImZEnWjXOe0iof2JXZ9fQGM3XyClxTfa0ALRQaYLFvmvbRasH9yvVKvxrcRGiVtq7fjhmm/61j5G6VRq+TtRi/hGwNr9DMN+2J0zV61iV1slDsr4V21dyJbgq8Eb4cuQtrHvK/AMGnsnXXU2C/vfhD47FT2gOO0R4cLQ+PwqN/rww2slDBPjt7g0brTm5enk+TZQGub29b6V29u3kLaosgnrJTaJSP0ZMXRugfUiZHFKvjq/T85MGqN3VYYXn3punWNSxikVcjriu+6IKo3mluRbK2c0cplM0lEHX9ob0TvSnBW3re487oTYzqf4P6126M5u/mYQ1b5dNSYFr6V6PHt0u/1R9G9aVWco3+YtLX5TNSoW2bze78GPZQ/NkE/RZgrQ77+03PSYam/PXPUf1glO+Dr6Tywu+Zx8+WiZ8oc+/BSPkfeepvTzleIePeof9OTIxiOtAnPgJ3HB1/vRNd47OEhifjiVcTkCPiGEdN0b2uQtkUup3nO6EPAG6Fvl3r34Ah5/nWLLaMUR2+Wkpaf3ajFuHdh7VBa8OnKX+74DjP99Pc1EnY977WnZ3n8ShBis2duzvQOi4whTPtqxY687wGLBud6FSAXJwFhV5RSbvnA0DAABhWT4ZvVg9pkRXNuSEEyVUlPwgY0xgcRlSeqJxHjuQ+EmcYRVr0Wov47pJ/wlEd6CDsqW+uMzxNnnwqjtj5D2AXOWwp/3y3tPyspVV79unoO/moRaQnEJtNvPBsB7BLLs3X0nHclaz4Wneem4X4HUnY9Hznud7dXqXeKbDTjvwAABgQgrMIoQfSCbWxNRx9nPshuEDPrOhf13DxtDL30CoBJkEOycfvkfvz8F5zFgKkI9zZk4HIfUGT/NDR8TbLixV+pC5W0cPyP9t44PSUzDTtFtuwtdyOuD6qRrck0/5FuXViogfTgT7xMTjK6Dhi4Lp7chnY2PoojBienoIt7Uvce7clb0nnK1T0gKOgnb510TR33hnneXnv8UjuPWfJqiv4JeGbxQKEgI/tAxo157m+stGPIOGW1AHO81rUcSc6jzXq9boCg7n6K87zFtubfdbXOs/T4o90BDvumzS5kVh7cXfYMUTUCp1NznP+M7hvUgDhDnECydkgHxove7mzEIB855B38+uxCmv5EbxjSmOsd8XjH2O8u5znnPaRJyuN0rtSFsts1sqz9u64xQa1fJfq+90dqXvb8Vl5OrJ/ab1utD9wA6P3PR8bi4L2E+v7CthT2wbibkoxFBPB4g8ZfZ2twJlI3a/214Dz3OPV7HY0bDT0sSA1suryhQ4fe3aeQ1r8Jja/Dui3a9529oUbnehndOOmz66hqp3qRFeLNTYSuBAdTvTWyUwOxa1v3x/Pm7d6doNnnc6r33ob6TGPVPUYw+/ONqIGiN4xqFdfHMXb2isegi3lN3Ia6lb7tCfPUlpzwe/EhI95B/rEBMM73VFId53V/p6eB42n87vnTtTNeSv5zg91nufEiOZ+53l6sw2ODWtLET68SQFA3XleeVTEpvvYBp3nQX12RCkQiePVY+vpHMbeoV1ehht1M1Sf+whhXuxS9zBvQ8Wouct5Lp55g080FSWnkGIJnHEg8O9BjN82DkL0XqfFDMP10uUladGoHBup8HRZZRT62MzecjgOVl4q3SF8KhcnOG0nxrHV2NhqN3t0vBr9K9vo03HEHehHDz1IcwykCTqCzUZx4uLOY3BCur8GnOf1RTou+apMT47zALmN5gUBG/pR/Md+Mjn9KP12FDcY8mV9UUkfRHtH3NNKfDfh54+B03lew3OdZeVFtMi+1viv1137uPb8xbvOML8+qI3QemWl39R2nxMH+d+Ju3GE85yelWTNvfZp+nu9XlOenZhoYO5AnzgFewfdOWhfiyeVt7eS7uw7GvcIHh690fTbiVZ/bkhLE5QGAms4ammbtfcBgHb1uVFHjZiDNpQOP1azPkb7x1AFeY/2tffmzoaIYL7Q77pxsFZcXj37CyswfVW9sSP+yTg1QXnMp+sTxbEOb8preDzXNWAIVuLm0aHUbk178SzTxTbVYYpQdwJqWsX4R8wrmNNPR+vFVL10xVsyjuhAjfUktn7Uz1rknixzY5QbXbcXJ0HlZEfV58urhg7ofFscNpWUR/vTqHzxbsfmHc/vOfqC3hV8B66QZ3t40DiKhzPyMtpfeml6vD5B99mjj/Sg1V8vL4NWcq0mZeQl/btjmyKjI1yiHUUxUl59/aPhjO9xpmuZHewOyZKk1pMfmrI9p1HPAmBNqwpdZkYB2Um/lfydDkRHIbDZDyJ4z+ly9qe3iMSHpT56us+zIPUv3Z51PwJoNTjbXjwaB6LVX9H9yp61xn9pZJHF0zFWjNrDRsJ6Yz3x5BzfbmW/0uLhHMayX1nwBPFaKvVsCEZ9RVnO/D32j05VtfpAPF1fuRM9Tu6998ufebT+EXXb0r9aPI/Kq1ffof4EHWLieswd6BMTDHxgfLpQ8A5HzP9lnGU07Z2qR3aQ9bnHCu/5kT+tFPhOCbhA8Hh68x/lrzd82jFqo1pnXd37dl4VeYQ/UBDNTR+485wOuF4fvGu+ndFha59zVxL0lkuhDY86PumTHOGtvLDdARi3nq/jbh5/OQ0hXzSNcr0PJarjdcuwpucs+bK4sd7SKSab+0EpcGEHfIoP7f5SHOsqaRzlPD8C+mi9K9Pc8uwMePLTHhnqKEPQvbv0j8MRu6aPzPsdbb7ER83o6dX/sixum9haPme3qbvLuBfdpSCyU3CQFCavLIN50YP91ll2l44NQX1Cli/WE11UWNLDalnhRYbtNQl/B7FAKm+rsZNMuIYUdRCYZFSsm6P2tu6j8m7NIXURfgJJl/O8TfjO0bTRhXcQbi/SGYp7AFznOX2lv6SHsXkUeagi9aPYPAaeXiSc5w/j90Y89RSg3h3iV+t5pbLy5Fl6zj+34F31pImJEuYO9ImPQmmXwQjeaaDXK7veife/gN13mDZ+96SXnznGcMhiuLdadcR5ntIr7r9c90RACO5uv8Nb7tP7wlb26vYbERB5LXiFfpvzPKVwdgL3wtv4AdxIpu+sfHibbRmY9rLvOtEduOnsWG9PRuaWobixlR5j/HUHBtUxAqLPm+qhznuxL6KWg8hN3XneUzqlOavXeZ5D5wUFgPQ7OskAQRQJ6sFJJeQORJmAdvt3m5i9MZHRfYohZitG77A7Y+fvHvTeId7L15070Y9E+77h8TzWdKer9IpRJ/oIX6NlVtoppMupZGQ8Qg89s60eoStfgbs5DHw26aiPS0+baLBTSjkAAMajvMTaAc9n09sEu3b975DRTkYfV/VQTRpJ3nAED3KeV8tbLujYX5L7tHBXfHoTUFnvWo4Q5NerW/ZpzvOUwJ6yCYfaYKrOc2MHBQhhHbwQMVVOZU0KxYTDWvQAGa+U1mGCMZ30t2eOnz0o7ZS+Wp7tTXcPRmXZs+SxUd2otInwip3oExPvhOlAn/g4vIth4Ch4E9/E58DZXOCibbjxlYOSE73tPHe5YN88R8aaQt0dcgCe3heOYK9FI1Y3FUUIDfXwcuf5h4MbV8gxzAw27u4E8geKAAAgAElEQVTORzvRN+zOuBxsFCEDTrchR4+f9InygYmTHZRm1/lqqV6NOcVU2050uQO7ZHDZ7zyv87AhXm29gaFXN16V7M4lGvStHiV6CLKHBOgCibsVfZLp9sp2h518c3N5HHnk+N4j+Ql3l8keeMd636VHiF2BA2Xay++IgbZ13HnNqPhuOthn6Y1YnhzpPUCalPxWFkRQEXDQeX56uQrnXWCsUz7FL6NHriKpPv7Vd6LX0l7D9DjPeeRntbkds+tAyIqcR9XX6Tw/D+N18w5OdGrrue0f6zznj65q2ac7zx+EmvNcP0OgcWw9Wj2wFUD0rpEa7G7RB3QIsdYGxJe3hCcrnXlVTUuefZLznMc741SnEi8t+fWMMppO9IlPwXSgT1yC1p0RI6u0euiPYu8KuLuNEEen36qvvfHvLq8Wavk9wmDXwYH4s4pev+CjDSj2BwDfZlBybtcfdKKgtLbLy3HuojQO1SjoNO0V0yr27uapEnCdRTI0d1IFHooFtXqkZZQ2cxaryNEPTXsvtn9Pce1MpILRxSEm/rBAXvPs9dsHk2NcVVyrD1X5rftpSw84Qzbd+vDRtbe5BW/MGYi+C7b2FAfi2EYQY4cEAkDj6DJzood0uK4O9GyI98am3fpja0CujBnbPOHqS2p+NztV46d0mfM33q8KUv/dl6+r7zDeS+9utIwqV8u3o+X9NPm7hh5atfycJbsfkcde3kaO0uw5weFp+swZixBq9Mfz3xBIht5uj9Er5Rbl4w7jPMZwfp2Qob3FqRut/HuEVGrf9Jvzb7XHlHVFAxE79DCf4UNklD0Y8f8nEagQqTZOMCc6l1ZMde4ZC0v6WDdNJ1xr/jP6dAOaXuvkmxyxEF2VZGXBah+DHF0KmSQdPA2ffzva3sBIddC6Wv4rqiu6L9GHWIyMwAvIyx8fd6JpKDmfY4sRQ3bO/oCdY+R1rbthZewQUMYEoYK27Ksd5Cs4Wh6/wll9V/pHg8tjd/H9tPI6W5/WOONEhInPw7wDfeIj8JcHtCfd+TJxP0qOrKpIsMcAU4neK4b1tF9KJ5BzOOT7pLm20nVUbSdfjOhojGG4PCU7Fqa/mhOd272s8x2T8mZ21Q7kDxuNquJG/WDUWhQ3ntTC8TszCwXL/1iYUPmrLqbYAWvkqOEZ85Pfx5B3r/hXyFOl8fN+hYixv2HTWNLyhfeiZOZrh2pDDM+dJNpDSsVA05cECy0NcF1RHjo+cXnuCXdTT5TxbuVcale9Brsz87vFaHhl+U8da8WmcmAyyFE3OJfg+w/9U68A4nhL33sSKC3id9In5/n6gVaEOwosf2t+HKGv5VPsyDwPo/Uxebf0GJ7WswQ/yL5EuSHrTypiaUEFC5tOKOKNgMXbpZvW6vjN5qp9cBZCAQAM9fVGL0WsBsk6WJD62BHQA0n8K1fxzT3MDC7eIo2YjaRTOkEK+UP9I/XT/NZdA+2xdhBcXge6INfdo9SWFgV0xBT/bsFTZNuavNHaUPeUPNyBd9u0NjHxbpg70Cc+Bp91HF0f9BEtfy3/Z+Pd7pev7gIFECvgDVrbBwpRWtHRCesTC67WwRcLB/EFgS7SxUr6xeQGw9eXFW8HX2AseGLGFakg+s49V+Hk9Y2wrsynI4t1fjryV1JCNcv+k6eZybai1KK9FlUw5HglJZR+P4wgSZdIB79HBx4WZDsbRsdOqzWR1kKCa8fQ0HF8e1S1kwPc+1uDWFd4SL0WOJX1HQJgCOsnoCqagnmj1UWKRYjs33NQSrqxGQ9ofBYlFdRVBUhmImaY3jrW9o7TsupWtraleBiOdNK961F5I3e299A6W26TRyBfX96jp3fxz6c6q58ka/P2eKWO9cS+u4unANB/ofY29NaMcfXSoqWWM7J6cpCMgM6z9TelaUnubVpcVyoVxsoBtxtk2bNKO/HrlEFAocAYXaZV7XiHdFgHqUhCJuHyeXpsnTWenIgQSFyXIZisc5rznId/4LhyDmyLEo5IF2iqpq7D5obr319/Tlk7I01Hujf3MKOLSXmfxkupe+XQXWMjwnpsO4TY1Ok0MIzJh4uav3Xab0EeFdAWXy1GV9g27pbDepznT7bRXnWy1ug95xMTE/sxd6BPTExMVEA7wt5J8KiJZdUdkQNZLDrtdsBzSdKXpPwGiLsesgC9Nd27a1QvQEifzHlOn7rW3J3nIkAOl1fkxhf0uxi5jm1y/7OUm21o5cGr0brJBkA7z1H9OSwIwx5z4LA/vnrd52o7EIC1KedEgyKu63HcWetCGzxR5UWFLXcx2m1OQTGHZzvQDyuauwctBtGuXL5otxWagMKJEUSU+Nnau18Z9IYg+9nZOyR7sXcX+rvjqHxfWX5XG/C23LGoZdme3TpX5etpBlDvDskr2tMT+/wenrjsfivETm1fPqJwGUF9emSlq600M61/5XntiPKR+ZEEtZ88O8XXsKX0Ped50sMC5MJU6Y1m5+7mYeE7z/PmY0xyY5UKK3hEKMuCW8e/kWgPG2PPhV2l0u889/Svsj6me3Uo/B0Kvgu+oC5K3NzDGguQ/AXMA85z1R/tDnR/Z/vTwIfSdYxtz0GGwvMG0yGMOs81niJLlviYx7NPTLw35g70P47SYHr1nRMaZ94BeDSO2ilzdhojOLq8u47VHjiqR9M7486S596to/PeDGKEaVSPhdOgkW3HJFPBqrAEgHU3Zj0oM/AgrLsUyaGMUflKT1Ze+Erb2g52py7TTlH6V9jM6orWaGuyG290hXS0o2qYRoWnMNJwTmVjire5UwGrP11+tg4pWD5+k4cpGknQ9BiPQI5JkZVRVDbQAGI3v6KzhmDlTfylT5k67cdV+3Ir/AZZnYp+YGyyGP6CCWxXjYhR2xbg21EVAaef9oy1ioT8iiKQrBKdX59/vpNIO9JbPS9QfFznDSpnDADBtBEwdVNF19jQeF9Jy985o1k4Z54LhRbPEmZtY6TQ3hN8h8DTDC8jPDxNnj0aHv+63vbIs6307pDPr0LPLpkt/I7K8+le5wNPROhFrQy26Ox364/GH30WO1IMcBLfRtNVPygtTd5JzoSp6AN9XTtnFCm6Oz1mJtfTcKJehXSagkyvVFT89AWvnfEnCLnv5HdtpVKEHx3fhvUr5ehXd2bbcigVTIEfR74lPZirBPHVWmZUR/RyqAzU/OCqDKqie+n3dB/T9iqyWmGBKgAoHp1EUL0ITmEaxkDqXXz8Cai7cylx/x1TG8WJYAV7xRrUnijnY+Mc7+h9klTPKSrDFg4Vs3/M5SHJWd5ir0ceWscqgHXXuR64T9YjGuO9sYSRzaUcpR5/J7bK86MySimcprNXvn2SPAtwPj898uKTdurv9Qfs5X/uxJ84AtOBPnE7RgwU3sB352Rw90T0SZiTWgvk4Km97VRdNuoQAy5Vxmc8SLyg5PJwYiV3dJxms4o24khFWtDvEdCUJQ+5fgWr0uWROaqFBv0DK59gs1XPZq7gIB7xI81o3AWgo86CPuJdOJQ3Z3WNrNMthBTJjYyvxhooaRpHHToBlbfdpo6pHJPBxAsDANR6XTOKMnCkqubt2KWqH8a0Yrz0CXFeLRgCE+ejdYoqvjAWVZyxoqi2NSSvtAsqo+G39Du1sQPncaGwIgDG401TfZTsON6Y3OnE34oe5zkLHMcGZjUU1rl+DnnPyPVqrJuRLEYDu7dDTvVdMt/tkCXiYaubscXhxtuMPFkE3XCfiHeX/zT/75Sfv3D902h93N33RnXds9vbVe0ZzQ+SuSjthhaiPTJF6PmLp5FppaWNUc6h6S+fOlNfbFt6lcWmLWWqpCGSM2hhJT1DNrdE+TA7E5E5/jKntfknpR4dwut3yZPQ0bB1ioykafLUGXc/ZNp5YZ+jiIloqjybwFzeQrxBdd0P0avIZ1tkd2+1RHVX8Aj9+CkVzrbcX+yvTniutJgyr+ljzG1NbTPJs4ztSCIeAl5k00+C8ssWqwCXlx1Oq23GUwj460JcpVt6JEolZQh0I8vyVXj6l/Pdp16ju45/AYPQt7Rtg+sQw2tUDoLrPAcYGEMMQf3l48FlEe+KHS3P/lX5tjaXP103+RR5duJzMR3oE7diyx3ed0yET518P20SeIf89LTT/TtoMP3ZsDVFtKlqyPAFWb74wNNpsRRE3edM2pywN6CiIa0mKL5JAw3nMfkzITsSPdj8ZTU5ED9JwVJO9AFfUzPdLQR4lrt0rXz/ubRpkEGQaGXF0i6czwafHlOYaX3CvhH50U5YHoTPB57xTWda17NXKJTP9NVtYNCXwxgJ0zfjA83p5dS4kZHfS0/PRS6CNt2sVAJL07625ZJOGGAJCPckduS48jqZXWnXjJcXFWHvPNruR7xu9cBUeaeiDiPVDWvbmI2iaUGKs3hI2+xzwfYbn3tRNN50x89mMjWygNejSwuQ1jbD8udNcXzXiOhodcNiHsPGLWRHOc/p+2h733KMds1hX5Knevm6UxZ7qsxdg+dEJ5xRlkfIyyWj4yeiZUQs9SEv7BU4cvw4AqfTZ59R+8lzSG3Y94RONd8jnw9EvyyQJPkIKd8hSW88TC0z6MyJI6i1OG/pWRbXpeyQ8q7bP+j9sCjicB0tc1QZ05S/0Mj3lfzoEBh3B480OSOLNwIKfrBxGg5kfVCUQocTPYDVP/g6xHWBOWQnYKzRkBVbA4/XtqNRKZH6WQtue1BfSwpgUdiTj8sLnUFVcLldWtJ2p3nSWfQJUelnEDJ42RSSQ3CdK+l96MUG0/N8xsfGDjOWVTqcq383emi9PzdaX2VBmnojnnBzRL1ty8ByB/omdeBwNPWvUQbvztCD8Ved6KNhn2xvv3Pn/gieXIYT52E60Cduw6cd03IX3sHpPIIn5+dqIUzafEoG9KybMPfNcFqmxL0qUKSFjUoE5PfFEVdktci7oDmNvh0/0YXjGm7Wd3oXb0kBNkaUqFFnwZLZRbz4R0NrigXNcetCZSAymOms9UQKpt49QgmOOfISuypSXqAQbFggA6A0RImsu07PilZsgqNPTxtuUBRQBWvaZDTReeb5kqYeasP5F4XnVW5Siy9Xo6ItC70LPScYwG8/DfNuZ6WTIapnN/M+c/IAas5z4sHtRNu5Swsjos0zIJoBBAGEX5jYME70HuPaIPY6zylONvz2ESg60cFrD+xp2u0uC8fbHcTT4sc1XjJuR7hH2w7IC/XdfuV3rXC7duPfIIu9u1xfW7TwNCf6XzAq1sDLruY813iqfvKnwavKm+85aPcaucr4ohceHiE6kvkORq63OLvPzaRWknqo3flT6WgLiz7+tPAUUV5Fk+RU5fD12j85z9dnfgb5CVb5TVxiQOMKyaQd+TFlgESrT9/xfIe1aJ4+GIQTnS+Y4I6YLMdtGjlJzWCC/1oveQdtiLKPPX6aopRT7paxu/UczremzHjTirajf9V+Jme1qWypPVlYDctLIPUPzarSw0QcrUupuKIeqJ9RHLMi3fJ7hP6VqHodoBUHbLUdGT6hy7YDIDM9vvzI7kKGvOhF7gwQrN0ynVfStOogH3/y2DqR4S0E/YtO9BJKi0efbG+/An89/xPbMR3oE5vgTUJnH7exB6O8tdK78jiU/8/edWVLjsJQ8Wb/W27mw0goEpyritvnddmYILIC4Ypd+VfSP6OI2pP+nrbQmySj429Gj1C8ojyrgkbdx6vk3u29ihouhY4wy1fnoigoxMiOQMwVMyaZVGLEX5cuqXzC/BpfVA+VINwRwmkzBlBDmzoCONTqoAFHZWpvlY6G1+mdDMouLysy50bHXzUUN8l7VwlCkq8AdLSd1jHK77ItNQvFG286DrWtMBedzoCCie6ULEF1utRqsfC5cQ+VYyjIhKmwpsEeTFpJHdHJ8pFzVuVp666VbhNCo9gwoteVMjywdJseN536ShC3HT1WkZJ5c7G6u8GCYcMTHiGYSpkLZQ76bQE9NeY5zxg+ZewZWRyCT6bv1Ac5B/Fy9O+QR7pN6xVzTNrRDizC4d374owPM3fKTdF1kFe7Ai3+5WmF0x2nUu3ZuTHjZ+Y+v9H4e3U0cvKANrBdhavli7Pj6y1EebpPfDqMrXQ2gjOKv9MkUwL4Swn+pQR/f4nkJN0G+IJbwcjaWU5EXszQykiU6pxaiHQNezjPivSrXJTYHKzn4XoiDsgbWdScX8PWANSNmaHZHYc4n8r4+fY4GEz7Lv+RwMiqId8ZuB2U52aboOT/kpEXqrme7UAHa8CXpEgevimPQZBldyxz5g72P484Q5Leo/JuOFTRIIV+0KM7r/GHbFwLnaVNcwN3BimXBe3P68kkPyj3ertXIiN6NgWkzO8D7T5wUrxzFu3L5Mkw87IF2gWrcXIxdc4YILzwNpqqkyvHDzUm4BXv6Yu0n6NQa9LL5g3u0Bz9p+Qvt392wqfkdP4DOMLPjsY/I3N4VyWN8rFnGdGv5GmPn2A6luYv8LMj9X2G/LiM8L+HZUBfOA2zg8g3D9pn4dPK6Gp6j8TfMzBEqxZHnq8Axv/ff3/hKnxS2jj3bGk5hnomU4LQMvoSj3fUWUuGqfcAVoGBDJH4qWgO/hJAzvb+cpsvR5BKRCRwAZQHcQ36qfqvx7Fv8ZiF4SrPif9SNtKccUfrAxpKnpqeFkD5D+4M8RLwk0fFgauGiYqVKyHYVgm/KUhhLcn/gjJWjll/L8+D+ezCybiU5X1aARUhxhFYuTHhXcXJuhZAysW+vCk1aAe66Zj+q2iPrrIBADLtb+cbn82VBkk/NYrXfKLdW+hh6xNbMeDuGRuJbNdOHx7datSiULQ7lZ4as7bfutOqjlu1g0VlbShAIR5Y/hOwsuHjHn9XYE70ndPC/ekulO2hkL0jGduZUknod0jw98fe2Pib/pTyno8phXY91PDhDtWLWexCbw2gVNREA90jalZNaYJ0tvHo2P6dcrOG5qt5hlHl0Ft3YryRJo6zFS17jOcjflu7cLw47uRrRxelenh7+1iwSGRAicduMZ1dVcWKv6gn5jh0MePzf39/8C8kPYkppmnc46QAVPFL8EwsviZrxk74IpJxh/k2Uf8JA3rCHItjwj2eAVh8tb8pfi2D2q2NRYu81eZQj+DvXREhj1nmyQp5gGUYj3iv6WdbnS2+1mENkqEfDDGJlf0otrQSPfueOO14mhQG8C2snhTAy0imN3OqUcwbEa3AWsSEPdBzEGWiC0jLQdog7R3pFJCQS3luz0X2yrnGh/KZCRv1EZ2X0idQBGDyWPWB3C0L29ALWCemv2B+UEx3Dm0KB1iuH9nGhYCOYaje6tVrSTPx5wTmD8ofX4DTnhxkxutYgmFkoYjT9nZAFL8njxnHA7IYmOKr7vqJxrE01eP30TQvA7XiaqGXzqjbwu8A28wd8u4yov8elgF94VREg0hP2fPrOGtX0rfcWXnVZOet9NM7ynqKx3t2hAFUJYkjbJLupxxni8Y4HY96zvSgmHt+pLqlpvwGRjhlbJK/5b+SuFFaNFEpQeMTGsAzHiv+h3TJIweximpa3HjuHAvoCEDC1lL8SIWKIxKJnb9BliIFDy8rQCFI+hOi5EgzTKkaTz3JqyW4Z/5C0YXeFZGSfq6Y2oVYKcIRZscE12XoxZ+Fc1XOaY1FcQvylwDqfePctpy5wk9YTmU+mKSu+xynfFMIV2U1RovjRARsFt1uSXSUslNtHYeU5PUlRin1TaE80h1S0ob+WuMboGqJ9ZnaBmVb3IaJuoOr/vllPAzsN6XSE3jG86rY0fN15hlV5Zw1TU6RHTKY8zyAKC7xztOsBrjNB+58+OPl6ZWjbo/akAjebJPlIxvPe9nJMkfD2LNyvbdzfW+6pq0E6YzygFcqFb5RcXVWnnrG7KPxcIwYz/emvweb0UIqQkfb6ze2KYC2YvjIYoPRND1c09ZbDCfzwn8vgsdfabY8pW3n+cZD/9eIbcuXXBDpMflZTmEJ1LHdQPNiLba/Zllo/qjymgDpL8Ff+hNGcLyaiXjDxGln8dJ8zhOo/AXyskKcYHwWlh8AiPQpHlxw6ZWRiK9m0mPhEwuDMqHZDdpAYnyvMJ67nnl5J/qriwT7jdbtV9gtuAjAkxFMrQ3qESl5N8l381A6fFZPAUduecRp6Lmn5bXUMh8ngRnRMY/hmMbyy9lnMq4AVHlJxeGMDSJWVg6ixDIAnSUgdDPBgpUpth3rUxKHhnPebhwRnhxk104yHyjLeclnEcT5nngx1EJPtY/pNlmW2oDoVyyJ8fkIc7D9+vqm1jfMA5O5GilBYksjPBF2pz7W6arqVbaiOlbWerx6Dq1p35NQpKe9kwYPZ+/GX5jHiAyxjOgLZ2MZ0BdOx9qJ/hyeGsDfXoces6VXoLYYtPthjxW2zDkazYpiEsrxZFzJASq/UMKg5iBBtXw16QBwj/dK0l9d+QrExZPBP7WPB4+abV1FnMVzLZOaT7lrwsQEAMkob9yd6F6ZO2SbEiHrWEACD8T86PT0rm4KtxWvMlx1UGjadnRqxYxDU0NAFoKZ1xSkdU246ee+uqPvqskJW7GjQMCfIDsmtu3oP+YgNBYsRKSsKIlY5S0K6/Vj6z5xU84lBCk1S3js2gm2h1AJVB5adbIVrtImYZ8EALyvsUG2obsOPX7NmbJMIE6I9+qa8sDHIK3IZe8J3dXfjFKU0k58VwNASvWoSD5meXdabh+2/2gcxPFaDVZ8fBMLgeY6VNOvLnt8RydrOK/lmAB3oENYfnyocX2QdkuVlRtIOtSg/LjOVobrfHkG59RapHc0Xr6i/pvw9gW2dyhe9vjn/I7ebRHxt0/xtWg813cvjtDzdvliL7xFMbo+o++fiB7lYiS/KpuiXLO2XZa0cR77g78s51k9/9Zn3r4d4uls58pOucepCwbH7igOkcTPZjz/S/C3TcQbT5jZb8IljHg0uy4FaUDnubLHjQPN95VXSPWXFwNrw7IpZ8nPsO/NMqCd3WyH/cRMThIJ42+07OIIaICymJMRP53ipZ6EBh2mWxA4+EnyQTxTcoFAMiFkq83mu3g73DdT81WRsHlJsl5NPQ+Oi3TCkDGSovyi5Bxo2EE5Tyxo5z2j6l4gaplDzVV5KoMFyqQoRvGd6dGNWrzN6zRwMY/b5/TQ1vpe+lCmpEqkpAOo7ZGe2Z+RxYZRRyYAb6GOlsP8Ttirkm3IjOWxFts6lKNGF+FzZC3uJMsZB6kPwegOdI+n1X7egk/n174Ny4i+cCaWAX3BxdFB4NcmjZnjZ86I76qwZ+FsGs4qD/3sHeN0lrJ7BtFOEzRMSKVC2gS9xBQiJQ+4q2HziD9K6M1AcVeDdCMv4iHwy9KqxicuNG3pknGDAvFyd4QOVxdlmSBPoTyKlvf5toCCWyPuDGXnPC/SSn8NJ9sq/SnadBpEs9ghnBhlbcV1NPYb76Y9GUKEEsoo8JtKu3EkTYjrR705abSSpd3V3E2oSFQ8RmjnSbP6KZ65UhMAxLOnSAqpx/DAjLhoTIQq9G/x+LG4pYiZ4oZ0nm7OpCDWR2uqEpDtpjGmuK7kmOV3kyBre7rd8bEC3dkwRf1LxdeiTavF+FhW+1O7nWaw45+npGmYnS0ib0nSguMCNSM+TzL/ibzJ3eXVeL75FcfHcqXz5XJlUMa2wtqxHOQB3nSH+B6czc8ewRsVErOKu70G8hk/mp+dMVCfjV559E5puJvm0fRaxu278BVK2SaDcHL4FAz3nnGJ887Ea/9BSs4dq2jwhmogw0XCbvsgHqr65Qu86Eh0YUDf3xf4HIyL+oTBvkzI1ehT35EAdOeyA89Pqhc+V/YB4yZ2QvIurfxI40gNO1IG1RTW4Mu9t5IO8X01E9XdkWGQbzRxu7wiuxotgbS0le8br741SudK5U5+bJ603B+NrT3ue7r1dS2IqR+pw+KKeuX9ZRrOwu5i8AbWB/lVVCkaQyyZNQDw8MXYHy2e1ex9M6XMXpGwIkvSlXyV8IjtNnSX8Liwxs+XGZ5iEhO7Ng77UgIlS0h9BtffcBp69awlztp8+CKLMQHEngqmZCQbInB36CRvrKBEgSbmL+6DiZcnAJNhk4gn6oJH+Ycz+Y9Il8cRLQbl38+mawatU3ev4NfOkjcif2+Tt87EGfXx9oUbC/dgGdAXQrxRcbWwMIPPVTRtTDkZKrSkXpQXQohkbgBW6KB1uaky173imSo9T2hHRh4AUny2M1RPTpwZ2CIBjFx69pQcIZkTbcL4RcGa+yEZqNRZapctV9AY4VIIUPUdaSEDekoyLo9ebsWDWv/kD/VeStHeNq4rB11ngeGNKEj8OWoPUf04QopoAyM7T46MB1IApzJs0Oc26BoBqx9s6CWN0peHSBbG0ESP246cegIE5SCpkUHFHyZHxvMknQBqPnKu3rw4WeTor6mQcVBHFEWbSat2ML6oh/c1GlvLrzYEj9PFx6Tax7Yo5A50ACyuMmrkbN4xPCPDPJv3qB6jfPDxhv0n+ijzK5TiqS4+4AsT6Fvadu+lEi2NMcCV8aUsAMiQQOWOAygaMsrisNMM8GfG9aH4XN5o4SlD8xHoHejeotGvMA5PoLV49xvl71AC4AbrxpxGkURw2S2/PbEpN46G6kPSloDt4M7cHwZz0mRGre11y3P2/Jj054H8R90hXn8z4ztpkaV4V4u2YaOT/jjLSYXCd5/XkDIrsRGkGu8lR6hlHO6fL2JAXtLrN14UQm7mvA3LQBKZYfwN/ibrx6TLnmsxF54GkqnihLKAzKkLWyrJPEr67Hscl4IhQjuoeEk+ytLPTmj5bkzes7H4zrU+iH8vfVzITl5MQv5i34sxG3UDzFQMTaOrcXbKmX3icvS2Jpt1inZKFtkuStC5G2onPKv46MgJ5IXJE+T3DD6AjX9VvsJUs3DfvvnG8zD6hjwW6384PY2xJhqvgAUTY24S+aXcvZiFGDGevxmtU4Lw99PytLCwMIZlQF9o4huF+IXvRW91++xFPnMAACAASURBVMfBYYwRuAPdKHWyZUrxSGhpRFUJ2aSP0Qwjq3elDfGPu1N8VSD0DMuiZNw69kW/WDHj+8H7AxMencZISZDLkWAYzhd6E6srSEpg5PkxZGnljY3T14okY0RH8MUXrdW9TbQUMSYen16lV2wn1pmK7Er1c5Q3Mg7PWjsS/0D9JNkfAGpy/XrhArbah8PI1s3FV/9E0fvKFSCjSFHgDIDUSLw4oyxmTR9v0/w7X5Cw/XJljRlPza/qZ5Oo9bfljhvqAbhxHJSy2Ls7Vaq+mP4pTl88eArt6okrbOTYwkdrXm7VD9/xEBrQI+WB6kI2p473ocUq3411ItRv4kjdvUV+844q58+fuCDgLHydzBKi1w63WSDBQU4t8d9A5hiip5iN9QI0nO6CBY4h7Wgs7/DZRlppFYYzj7LkHH64flMHVDk7z72AUAzVyNDIOJBR8ILzE3lkGBa58BfQQPFtxJCNk/O4yWEyRCpQ+BXOx6Ab96j53YCPtF4VsdbLtmCwyLaGJxszoLfQoytqG1ZarsQ7yxLcmCncxrx1aR0F6S94eXGY/jAh/1HbVukl4cUL5n6twwMzaP8pvrpBeztVbPOMc+bG9Fz9tGtZueQoN6JW43ha6wIGDOjakL7fiJ6oPql4xLiSHcOylsVkdDUfQYotuYyNJVr/kaQnx69TJ3r8Ub98nvHz+gyO8jpv4Wc5vAWhv7YQdEFi1f1vYBnQF7p446S1sKDxVYooIYj4oq63kjxeXR7vTEcf8dt50Duz9TtPd1OBFKWaS5D27aZo/NlVwq12w+ncBNNcpLKUUTyvNFYjmI2zHk1WBB0yMlka4vaqFTzui81E44ipfppnwiuXyeBTcxEq0s7M2xZnrIDy6BupnxIvrl7uKeZa1maPOqfh8KZ3qIRw5zkmP6DyE7XCXlxFTdb0WcWN3dscG8835yR/uSJiF2r9WeN3VZpLQRvEDvT4yD352/KzUYJ5Uf2aTw/C4I1OrCx4bAlE+SWlfLZGBmtEFwu8ePTecR2lT5gdmnCy6fz0CK/B4r9/E2fwtG+T37SiUePjePWFLvTM3IUnxsyyfU2COpFR+g25iGSDXOfR8usnmZvfd7MdgRG9HZ3eeR6KCSrU9h95yxiX8uXw6bHhaT7jGY2F7Mjpbde83E3vmnwZr4MLAOXOVxNCvaXo8xQwrszbGrGqxw3oNZ1KpJVNHHnMpCzlhdjwqOPCzORTeazmznNV5dXvSEVVuU7udPfJj9st6lnKG18g4QaJBLCo0Kjl1EAZQBvT27kOWoKTpJbH6rtKwSSo+56Sr1qGdOa+FwnKegDafIGGzhp9bct9GawS6Tg77npM1DIWRUfVn8iBG9mNaDQiw2aAf1t2BheLXY+z9LNv4Gd7C0IBFh+7sPDtWAb0hSF8+2Rw5rHPAPcrPGfvRDnb/1GcfSfJN0AL1U2/nfxH98JhStPF12kOyLQL4d0Yz527zKeISLWMxshydj+M5B2N41lK08nqBlpKKCPsMAO63oHepcc6SRjpuBPnrd1nR2Ja06c/t/y7SqJefwlj7oZvKngGYfvFTP2NKosmQgx5yPVRKd0AOnXEdZJ81UqYvvKDaap6F4tTUHljFBZKAQGHdTcGm9C/KXG8HVj82FSu4BFjBeWhTSCNa2DHHOGHlYf+rTHIPGi/4c5RppS+Br0BTw7Vszh6x1x3Pu7Efxa/FdFxNz97tDyexB285WwaR/0/Wd76tJvoCPM3Yba8jubjbfLWUfnxNQjotrOJ5l/i/I7ktb0jzZFB+tOb8KsNfp5/ad+yx7R769hEMkmxW+go/AhGbrqdjM4TRIuZ5GMjumQFE+DCQeJjOI+l6VBp2IxoQtvf29LJdeLYyOL5DcpcyuTcWjSO4dyt7jSfIV1eM+OhahMjC2JN7JN6CW0sbYmrSjwKUhgx+sff9RpVN6xXpq2mbQsJVEE7/YSPS0x+oIg9I7pXZx1+OfySoJ4GmMQY1x7vtOyp5akmOeG4llQ+ZRLaj61EKTtaf+KEjAx0BcGsvHI2/3E1P/C0fHGUjz2bPu96pCvTe0P5LyzcjWVAX1hY+Hh83ZE5t2XlaiMHZyq1HTRQ7pdf3+iPcWoFV7IiJ+5g5P4SD1H/U/IvBpcpYwaI7k1KSRnTYCtPWVh+7zylVpQ0qMCxuY/w6W38M+gXLddafqM93lEAGFOIfDa8hQO6ZcvFJskWVVLfW1AakFonanyQmlOlwDlT+HKMuCzuvz+Af//+4O/vX9l5jspefi8wD7sRmVA/whS8XluS2azKquT4TzrvSYYJ86HiF44ekGbA3ectZVfQR1qrkqJkwSqpx0zs391HF+bwVTzlw+gt5lhl/b1IwQisfclfbzQ+rogdiWGE2nNwX5tX0thmWMp1sUC7+3GDu+WxgL8xCxWXvzx6XENlQIiQ8TP6w1NqAOoOU6SzpGyO2i9yZWJGMbFAsVUQ3zZGjefH9on7eglHNqs4PgcXmxFhpj6w3/RirP41T63GAPPq3ade5Qa+E53SurhO69CS4O8Pihy2jRk4xuXMMiJ+mL6mQ6eWubgsJ0YYLu8yAqM0tHtrwfO34M2LawGwH9lriBY/u7Dw3VgG9IWFha/ArBH93YxZIgUBvV+RxuXwDTccdLShCamNY36coSsXzIwnX4iRwdWHYrBDV9rXwI4QpC9ayAH1zhU1zTb7TUz4Z+Vlq1PlyI/qSt4Cj9aYMrqr4M3jUhs9Id720bp7KgobH9cYKHBbBmD22SojZtCvIy1YA1Qj+qb45Qobe3QgKlTIrKCUMDZB/pOa/sUaIBZQLy4oMZh0RpU1QinkGc9zLvebd+ZuMRdCWPzSV8bhmXre5/ashbvxBgXYDE/7Zn7WUzJ6O3beUOYLVyEegXGRGP7tiTsNxDDTQ86dL65u11H88YLGTHKI3W0sYyhLE31BKs6ZJ38Fflpx1Z3PvpS48VJV/qIdp7iwOekyqHKX5LHcpYMt6nejH+tYfV5NhRfiSSO6mOPOXpN84vz53Cw2l7JYaDIaexZv+pVcEh9PPHkiibdLCy1evAfCaL4tZi5tWsk5wvjdITqp73X9MY65cSAuM7EUAUDJysl+/za8macF6POri59dWPheLAP6wsLC12BU4fh2xux6vIexSx1FC5e/DlOtlECBTkimXzU4wktVHTDFTa7vnuHPCGTLeP450GNG1kb0kTHl+43oswgVACcrCOwx4+7jqYiM6LmME1xx44bXCpgUjIRKKWMNUkpRrQYyOS6NlkZHeaB+61gpTNyQysIkc6Si2Xk+1i82Xyy1brAvGJsWTsWbFF8jPO0n8LPRTp2F30Fc4ziBRbJAu33PtqT5WeVTEeeuzsu8zCUj0b766wx5rG1Ad7nl4ujKX/hOvDnUHejOaTN8caEdjt44Pp3VWvfn7WkjusBZRvQPmD+vw2QBxmIUONvQQ+WNGFdO72r+CM+PYJengBWpAX+lRMQM4OX/juJILzbS4dtqH994bry9cnw6D5/A0yIWL7uw8HtYBvQfR6i4/aEJwcvrm+4MHIHe0aExS3/vDpU3w1M4fkL9tSCMsXiCGRP+p/PnaSpuxExr2tXyWsLaUCLK0K2Rs/JV3hJ+biueSFnoKQD2HDpwtP6Ohj84PPSC98nrKFh7K4WNGmBcRZTBP0Ehhq10ZwaKgw/s2pmFGT90Ggfbx23zx+FktoyigVu798L5JKXaRtQOTM/ALsOy5wHDk0hDpdfC8Tt7QRB7eW3Pzl+B/6e4grsNom8/mafHv16R3pX+Z+Hlnaepx4ir76TvYfZuY37n+ZnpjsbXal+fJNtE6Mk7R+8sv18etDxOmAOXPzcPfiD6aZRf5tzg7ESDYSbLq5PMXPdvGzgZt+B8K/Kluxi4l+YAWaHvBlWJjSdBhLSwlYo+qoOAzp38xFmYje6o/NSTP8JToKL07hwvXNL29NPRr9qz47vDCxvq8AqnnfRM5/bs+qi7DDoJR+GlX0/fJaId7H+JfRayFjtNMEM1qNMvpZNUXJ7xu51nG8dIf2iNx0e1IfdjhL+9EmffSb5nPDszjzPy0hlj79088lF+thff2fgGGWJhHsuAvvDT+KaB724l5Jvx6XeiC9MN7sxTSqGcN9OMDfS5+X4MZ61kn0hPKHkUKQCw7cwEOF/YfQTXFbBR7lw0BL5ifL3AeO7CbAf+QrAm6bfO0Tab4zfswgDFhJ6rQb1oa6J7QnXKQhHTM6JvnvhP3/80Bvqd3ure6Zy6xPu7x2PwoKQo49GpuN/EOZ0x1pytNLoarxhfX4TIaP4Nu9HvRHRsPP/267hSXqr3Vg+0y4Ytyp0KLqo+Sitnh7/sWGtc3C1g6LSvifVQjrr81x2oKZtqjY5+vwVXj+FnlrhcjfhT8093YfbCMLwmeXJTonE9JUg5Q04AKXN5rPAJ/FwOsxhCyeCtSnaM58eQg2frLW//vRafrqOdxVnyTYufjfwuLCycj2VAX/hZnDG5vE0hs5SQFR/NoAmyc8A3F9UOW2ZrVqg+nX+jlDgnmoPRxYncbUSHLOpPfEZGOd9Xn72dBseUSOcX8NXGc++u1kvG1yR+7IcnMGREl3d3v3e8DepMGVAt/b0BTK+MblOR+H+sfEdKbXTnuU2rQ88UvP7m7MAod5snpw3hLg8bUVJPisgL2Zosnt7RhveMNWfcl+3dTX0XPu3koKvh1UWrft5aXk/d467Tfe/89DyukJf49Ux83G+m0vhoFkANhEHMt6xc/6SN0I8xO2SI8nxibjl5POiw29PNx/BfO2gaiLv9qc0b0i78YlC/xZA+W227SDqhPR7cGTiLq+Uv6/xp88VJCpfLEfW5q+mtm042+QTKQpkkuoO9li2xbzUuFXXrdRKDbTwcj3HOeic/iHib/vxqHB2/Fj+7D70TEBYW9mAZ0Bd+ElcYz9Ht6YF5GdEr3lAfh8D499A6wzRKtJKWvo0YwS6CR+7JOqTTVVIP6rjsBggm6JHf6+pz5Ji+3p2II6mctxb7WuM54i4j+quM54hme8tmSPr08bZPP2+/O4znYI9zn8HQzvPQ4Sii/mbd28ZzeXJKneKkEd0gRR/awGD6N4o3v8iIPoMrjuV+uj8vXrbC24HO6+cbymnV97djfBDXa4jJPTXmhwC7WlTmv5bX8WKWRmBcJMeJu3NuudZ47no5KJ6cJt7syLpXvwmY4TynYmc7KgNNUeW4nb3KYGd8NxvPEXfNEZ9vPEe3T8rHHfRuc1Bdx5yGFhtrD4+Lubr/mU+zFy88j6fljTuweNx34Bfa2sK1WAb0BRdvPxpkdufF1XeA7sXT5fgLGJkoZ9rTbfffFOVLzmCle3ehMa6kbWghvF3NALTbuUnLDuhgRzcTetk2xpDiMTGHIVGCJCqfQr+EIsUa87G37NBwro9yz9cLRvYO8CS+JS1xCu8RfbL29d6cMcJs3P79jF5/ZmvHVWXOlqg/BjAjezt0081GfdGCCbEooNHFb1iE4+9I3hfRmMpRD0y+UcqPybZARUKQ5glo1AVfa2XJYuXiXQ0xNUb1F66klAD+/rZ4PZqdiWBIddZsqF4CEfw43LYz0Pbv5pd/iZ99g8Kpt1Pmzp3gZ9+HDnBcnjp6UkLv1IMReq4s89n8zirnnm7fs7h851jq1HfjDcAZx115yYMwQ0DOGXL+RwYJP3Ieby5iW+ETuLWfeOZqvKGUpndesgVozaJyPnJeeCrZvqxTczffnrlBazx8j6Y+zYb7Z/WF1b4Z0kuz7I01Z69bcBqzkV8mVpRgbvku2+HSDhbZOYmo9h2lUKR0TWp2H2uoJNuIjb7Vhmy5CHnRsKqDnSTKY2nY/Kurf3HL0eHVgyTGc+vggPyV+VNWrruIiiWBOkY0Qg/0932QdJm1UTMx5cny6dVPli4ZJkW6F+EMw+bd1xx9yklQiD387JnxfRt+Lb8LG5YBfWFhJ956p94azK/DbfWbi1hbJPjckygBYDtliglqKQHes6ufr6E5S/LwnZOOSghFd8ehxsoEBRIaSReUhIxTqRnIr0eXT0H/y0BVDYFJaBmK0L1XYptJdoDqrRl5ZeuE1kI1vkU6vLg4a+IlYESpWbiRMKYry25E8ecob5okXUevnL8SpDSibBQxbJ2GhTlnfAxrdftff87SOOz1+wEVO1VEgkS7jmrYZHXOrhKzlsesCkqPm6GSuyfstr5l6aOlOPQjHFMcb+0glTEC3fpKnZbypI73XkT7lPZ+GqzdvICfuwuLn114O3gb5XdB6m+IJ64jwDFs9M76X8E2I9u+fKx4BgKr+TSjGyWsJ/Lte84Z8j80omdl9HDmHz2VYvw0F27PG3+RwGWfh9AyHNbvkh9xFtAVmom/EcRH0fJ41Hdu3RrgaQ1bQ1N4bvvzCatvo/yKB22F4olndi0NgN9wT52qZvlxGx4g5rnsIulWLPgyIB1SP0k727dOu6HwaFJTFwhYt9h78hxHgEb9ILmekRvbludnaBMIJKdOz5x7Ou1p2+kxttioSxbr+3a1O/OS+L4C5UG7R8jejxuXHBRa4VjZG+8DCqIZA3oQXRYRLR7kG7B2TS8svAfLgL6wcABvm8yWsvE6PFHXOf8rEsCYVYbvJE+pKGqU25lGdNPeuBFdCFT4nYkgJFjoI7QCFQkqcJR9CXIqGz18jVQCHcB4EHKv2JgZeAfwBLOBvucqnSKkoosqZUpKtxGlwT6Y+mxEV43o0k28N8okUZMOEtHKcPM9ps0XotGgFyu+9oyeciNvR8nRWCwy1iXbkvXs8E/jAWz1MGtE58bmc5Q1/nhSvyglDi3SyTTmZNGZI8r8nr2NI1KxvOkBMxtnAPBBj1vbkKeUWHjEctP4XPMhaUyiu/9r9Sf2v4me06eUfLLdNdrXSLtAo9Hf3zb//P1RrKPNalMSYIJoHBvhbc4wotPewdfxdnfgbXn+dX72bfXxBhh+Vn2L2swdBu2sxvGInjfW6xU00WIC8NlWbmPezMwzHGwKngUB/CXmNasX+sl5k7/+/fu31WH253cvykQMRAJavIyZ/CuGsl1GdMYPaXlI+8uF52C8EfBfAICE0kU1RMkpNLFZlbgIyRZwPggXszSNp5XfBAxn0kUfKbwWuW0oRxpbhTsprxVeObPnftX1zf/i68HprrkzN0jbFr+xSNZvysBrxowsW4quvJkhRvKsUditddZv3BOGbclYbuetP0Zeb/PHGVrtvt0auBHdS3rciO6ntQeCksyeNX0Z2CIjvdjIJbQD1AlJqeZfiRQlulL7ktqwD/Rk5ayr07htaWKDRHr8JHIqdIo4eXx27HabsSUd+nlNbPhrt8k78es7lc/A2aej7k3vjTzswsKdWAb0hYUvwWJGrsPdzAIpPP5tRwh6jLyPavwh43kxYpCPi4znWSloSOnk0F53ohejHTl20hO7TVn4zeIBXLgS3uhJJcBsLihroEIoKu62fNbQEnoBmwq0qmjahPlcyq2nnNpXvyNH8dkwLHu6jk182Xlju1R1eC9SD432LHWFmBk/U3tGT510a5et9TtbT55/2VJHdvm6hOV68OZsHOftcjANSH4hxRIfX6pSou4UQ7VG1YRZGr0MohKZG9Lztsk+sRhw7Cq6kZRTHeP4TjVoG3SsQoeNb6VjsRvTa86DcaZ3dKo27sic85egQ/vJMg1s7ccpA/zREe4qAYdMs6bLaBZhZ+Peh6UceB6/zs+uNthGeFIFG3O9HehX7eKJjOefUI9XLyoYij25jwG3FvFCDTq82CL+Fufif9vfv3//6tyuDNAeyPiDBqCyoIzmRDTGThnRGT9UeIDIiMx5I6JZt09Of8LFupwWuaeVuC/kP5hYh3wQJFww4cz7Hg+WElj2nySDzQhVjLC92aD2denztJbNLbnMyNnuO7wQ2jk423jenz8z+x9RTbBa/sJ3dDGnbLjpyUZg+LwmZTLKOGwk0yWx8LJnPHfj5rxqzwPqXaZkJ4fVVfLYLM6VxmrnpJp3MshP6bCndcwTuS1A8mT0Mu4oFYhsfjjOtdOw8ldxE23OjiU8Ga8H5dIUUS7kfAfPA3qm5sVjGjGgN4sYy6/qA5+GN06+4Xqmb8LZ/Garbj6Ft30Kq11/P5YBfeEjcffgNDtRnE3f1fn99Inw7jtGrwcaU3JV3LBPLhKGg2J8qUKvNpBkLY02lFxSR6OFhWy+iVXIub6bSJMWfB3JiMVNAjxXZCjBmQTYUQOz9pvrrge3mMNu2OifbYJ82b9AqF6K4S6+IlAqarp6nfhVEsWFZ0xJNh0b2hP4AkKE36G4wNbZiBKrdo1p4boP1gYHhg5jTPcWdrQgyJNH9yWvfaj4Tp9OOvkZnb+88YS7kwIFf9mYwxfsbMrgjBop035VqkVhkyHjLvMM24ILHI9Yd6hq5TLGpkqTUDINKQdUHnNVUNPp+MxAbRQ2nXoWKWkDvaKC+pDVxPqvWi/MNEt/OVVlGthFTT59tV/EpbZVhriqxAvRVUA50V6I3tHov8bP3h3/2/B2fvXp9hkd0340Tq3MHsXInfeRMvgNisan098NU5z78iHnrDqZt2Qemr/EDvQs58NISKhMxPb37x+kv7+tLSjZi+bjMQFM5SkwonNDFp/ztfyUOa2lRKh4GJfDDD3eLkoy/AGLM6SdyXhkbbIyBsmDhYrmfE8uOSyvOaj+7dTNVlwxj1f7nOaf+jRpL4n+87/3wg8IfPTB1II2ojP3cDxlMi8tAWXsZeJtwKV3FvG4YMfufvgUfwIAXXxS4BqSLxkRm84iy/dOcCfCOe9Nwxg9sT6lT7FQYYAZz//JTRN1wQ7v9x36SiHksiCnrGgmelAKsIsW1BHyQVruWKLopayjPiUg2z2SXYmOJWJA0sxihJzF6ZFtcXWgL2OH239PyCHM8Bt7eJNP42d68t9s+LP8Io7y+3fbO+6u/7PvjF/4DiwD+sLCwsJb4egUmn6ZgJIBjWlMYQKglCbJDS6SIuOVfMdn45654R/dNeF1b6W0L6PSxMksCh4k76jwuZhq1L3MOl3xkb2isijDmDKrp9DhSXSFmOAzmYqKIZD7o3h52TEPXCc2ByYFxoQNKvxch2Y4n/lsZ8JTUnMFY4Ky24cI3y9Y3nEU7CHs5N2p1m/l/bkCOFcliVb6MjdPOVPHhqq8yUXpgp59I24Z24qxPCE9rImoYXJDUvcVsrGJ2kfYAZXCpmaajZdcycI8V4rVkbieeiexT3LM9tDcKShJVi+eQqc1Bkf0DvRKHAdB7tDpKS15j9/mRVR871NXCpqXsLywcBrO7E9PzNE9Y/uCRJ2Xk5ovB9sBL1+vrM2Kr1H/jArPeN6gkfhRNneL2Ya+M+YizG5WZPF3+0z8gzL6V34KYxGCT1mwl8lYVVNj/ImmS/MFOUPrLmeUsGoVaHmL8zl8B7zloayYUcuZhwi4ok7rSuYVDeaaISR3Q453Gtq+sS3DEVtYP03XCDgdC3okSQKQo9T0Z8h0YsFMplxefAK3DMUHp6+n+EmxUIKPIcBkKyaf6LD6JDDpgctYA7Tokabw6jg9oExfohYjRV/2YETxH7E4gJ/25VHUiZbroxidItLs/fZKx5O1Ihq28n7Afr7A8MnyYeuEgMXXLvw6lgF9YeFBvGF3wsLLkSE2VmjuGHlxdf8SKU9wRw/5d5RFTvJCOREYY2inOSpichWovFiFAaTw+oaKLMNw2Uiu7sVMbbtIvQhoT35jpa9eLW+WFISyWcwk+wog5aJIqrWU63H3uMODvmwfUpBfqn5BWs+cr/PRaG+evGe1WmPJgBZgbXI92LGUK/6Y8Zy1lVnpUrbl3Rqt63BUVrtR1uNHbpICmKrM30GVaWyhkIpuu6AHVTaeCoT6OmsnZvxBJ7wJwzGem3zA1j+T7YCSzszCKaWVJMK+eiO37N1ZDpLeOOyN/+FOdCcbKjnp1w9fSSKt/eZYPmTweCIRyp0DoiUE4026pjmqNPhk5cgVWPzswhE80Z+8Y9734upj4r8PdcaiP8F7d9rDVWWMxnJlhK7fO+HJzorzW6rxlQmvGtmZDFXC2jSQN/Cfab4lfkLzTfybIXULSul6fAInJ5gbMY7Qb5FnyiO/Xd1no3EHvPSQ2f+cz9D8WE3HZGUA1oC+VWNxL7tihVHdCddcjD0EWZJJb4Xvxj0xnmp2rRWUt1EuEjZ4V03/iP3cWxjpzREjY+0ynnvpAYg6EjJIlUsyf3bGQdqrLhY0S6AsZHKY+COtsLCyHZsXtmv/UhVxaNME3zXvJmEgTtTIfHzMfj54uAB4PWH1xcY6IydxNzleOFOAoZ7TJMtq8R9P4xvkw8XHLiz4WAb0hYWHsZQtC2PwmLFAAlWKhW0nOml1xlLTxhXPwKOeyXCO/rLyAypoYmuHHWHFpOGEt4KJJ8Sz+6g6TK2r4KE0bVilviGkxlulSn6u8hTfeQ7iDmakCuuUFkv4hKmkWxqLEWZfa0yAS5Q74is+ueCNzyV/M7KgPkqV757BSGR5dTQ4Ho3C7SbFzAgOyGpGjr8Y0nguxwt6L0en1qPAQSk4pBIjWhqiFR28r5ASD1Q/zlAX72MTwYGBKt0bsKR2JIv0uKIKE+HjanUT9HQqRS4ZYYebs4Gi9i+2RCAaB4cNBY5CyKFomwMkSaF3WdjVAz8hwAme3RfppH9JEeedzxrgyDHQv4LFzy48jV77c3lZOK/trvbfh88f7yy3gZ3ku/x7xvPtQ4uYMtGU04/K/LvNXeXkmGI5FPOJibovfxlZjM3z3uJDwU8gbxDO4+gc8CBJ/BR/jsxEXBBzT2omdwzdNTxPhbnmGjunX4s9WdHpx69hDdVUj07bkce1q+8ewzIET9ZUsl5TfJngT6jsvLruEFxoGDqantOf62kFLSFKiuz7eK5PMJ7fDWk8r+MDyWGAshfQeJK9cQRYL3TLQI5vSX9S8YgFz4UOb0Et6gXwpAcp648VL5umFwAAIABJREFUgJDWlL4qkpHGqzmTDsOGYrQGU8tIb2oS1hwbFhYWFhaOYBnQF1z8mgKgd0fJUWXp1fFrXH1nx9nHFM7eeXJ3+zx6J8t0fWf91/LvfGNKGWEEGk3foZULFL4RPcvvI8KMEmJa/gyGLhujCNj/fcgd8ZaGIWWBWFnt+696Aa2wqSusuXKJhFBS5pSwScffUrJ4xx82v7IYk/ShZUMj0w2UuGg+WbpTEcTCIqrnql4mlkCNAqq46u4rm7dSCJKRnitm2uN7D636AHDVh02HrJVSngJKy+4H5qCxg/kYbfRrFTbYDvgfKoBb/Q57+KZYiemRSrzWyKCUvFrh4Y5vqh0Yk68aQ3ie6MdTqrTzTXnG8ZTGBT+sOWI1WqTkZyvwxUepTD/sYRyh9zLgzHYI08HnyBFBX2g4v5v/muUn37Zz/2l+k655COJ92x31R/G2+j8bZ+1cRxwtnyPxvUH2txQ0+NurIIzPel7n/kxAoGPQ0cAjjkXfFm0lZkRvRoccSsaw0hdfHAfqWRjFvMh7837Hn/TrLo8rYbO641fyp81bt3yKqlv25QziSgpDNMBBMRfJYyRcqJyS9S2ug9lC2y7k8eIqvYA0vofV8KRBkVPwET2D8y6DxYuKeosv9iCFxnguN8hxSi9saJY/iyvCbHbs+ppen/biqIVvRruufknF1SGQjyGePOYZzfmu9OZ4aGDLgstfOgIt/wj5rGwk0KfGiB3zakSyFDA3XtYkh4Kt0D3zsbrCw0XU7QfaD2v9SpbD5FHusuPb6frKh3G1/vzM9K+48/3u/L+9PZyNo/aRhe/EMqAvLDyAtUtnYRSDJmYX0oxOGp2hJdlckBDPXEnDfZMzE4Cu5LMG80F0OvfXDYUbdTf+wJcsHaHReM4AdL4dKsFACoSJKel206I8VXmPKeigoafRRIXx2fSj+wGFgqRTX7WZsaPsxcIFtkM/+YbepqmVt2n+hcbv0Qq4EJGw7wrh2dRTFg9cOXd+vuRuczwa0BrOucFcKkfaOJVi1vY2mkp9o05i++KHo6/6tAMQnWnIeD46iOaMlvQ6fvA78NSYTGTMKln1B+rfrKM7iiM+hrhrn1hXavaqrmLqt4T7hYVvAT895g33l/8a7s5/ov9aCMbzpH7doIwHRX5ah+NsXFaT5O650dKB/rekihEdJH9ro8sseDa/Iv4sn5Hf01k6DWaSdmbtrGjURnQAx/rHGJQRGhoZG5RywaedPZarsrDuagJcRjlRFsicFyTO3abRSpJ4be6ZQ8pE9oSDwEDN0+N8K485WhgmhTPT//kJ+VKMiReOnHNtxoG6GzW2tharmHq+B9ooXmWvrUbFeyALX0pf+R9FG94y3bEyz5WiaFPU3QbrcyTyC+dTMxaho/i+8CT0HeK/zl8uLHwTlgF9YeEhLCP6Qh9HhRU0ohR2Opdj04RipiIpBQcXKIRwoRUjxYdeuX45bAbi7yjQzApEGOceQaoVxHzTCiZ0g6JsA6u8SOKhT0vDG9avp3DhpBp7uaNwQR96jUXVX5adFKjA8dLMzvGWLtHlEQ3lukl4StOAYhG1UNxoxYFUmD02jA8I+6IPC20qs1YCONV3tgKAp12M5//kTnNhSIf63MIVRa/btrj64d/W1jB1bKFaEVbjypJO1Sfau3i0Y6ssmGE5QR33M+uxum9krfpsJ+fvPEH6+cjA6zqgtoxrtrx07wLmolO/U924EMHro4u3XdiDO9vN0wb7N+HK/LvKfkwXTmIznDikQaSRiJhKHKPE3mmGT2JqsVw9ZYpF3hFfKj+aJb3GjdNt5/3T4MkwTf88rx25qkvzDF/Y4rGYn6ghElPCZGGqO74QYlAW65CBv2jg5NGS7K79J5SsNM8vfAtoDkou6JTl4R0fLxZ8drKdagbqu2M8t6gFovMiTmJzuMY57Ajbk7+cd9tlVH0S0uGmFIMvTJYGdP/Ur85CnAvoxFLhaht+/oIrOWT5/q9G5LcvEcQZJ7sLqLRA1RjA9fdd+iQrK4Hj8tuczLvw63zlwsK3YhnQFxYexDKiL0Q4ovMgw0ZoPE8u/16Pp0ZBWh1x5f2WtKRi50KlTQvc6OdncF5bd9aK6ygaYRR36CNlBkhdSsLnifwEOoJqrAQl0EuijcLFaOziBRiQUrHnbbHgDnpuQOTp13IIiTbv5r40oaCZqfeqfOLGIb64oHnv4R2YVNbwXd/Uply60yULAqoCOPhTxvQSyu1+iSkL74AxEJaik3p31d51HJ4+rDm0OA28TWX5xYGBj/9xdKEZ2jQnv30lHcDsEG+PITqG8E7M7uKnJyachQiLt134BKw2ekcZ6LlCv3hDfmM81wsiZ8nvhOMLw46cAEbRJDa3cXdttGWFJI3nHj+aSSzQchf5r9l4HzSfH83tO5qmG2SkHIT8qIPnwrvgYmYrXx82opNonbGyK7+eGWvlZSnXI+ZrHFW2E6HwKGykVMj8Ms6mMKDko+7O853GcykPZEqr6isAUpJXI+zDRNi9xnPRN3Wj5IVyvVxZm5kvg9lTCSb1DXvpYvTh71a/DXmFB6BXKbubdtYUJzoDxh79El8NMItumCyecLHB4m4WFhYWzscyoC98JK6+o+PT7vh4WgnUu/PybTi7fmfzf/sdM9x4ruTpqsdIIm0tnJPA5woO8td4yd69cIFfONh+nAh1Xkx6Lf8OTm3dGfork8nYLPU7ZMJVgpvd7aN3DmgC8IMyXvrENr5zr0z4Tmnb7VqER678sHQ46XFB2PHFhXrPcGN1s47i0k3bKhC2oPfuXJNNIlDMWI9CWcOP4zNIsB2Bn9D3bJ78FmV8iabWMKY3x79A8y41zmGYJF87hNY07O5rfb85GCWZTj1qZv3S1umoz0l/TLUaTaJmAJge/7ZAHUXQ7SxUU7U25fttd8710p/lP66g/8w4v+0Ovqfr52j8R/lZz39EgxfXne317bILwL7yPhPdU2FMesnhSWEnI20Dnc2/58r6zaNR1hlAnvqi59DGpJQZUTlnyfvzBGoAFXaMzIA9lH78oFM++EoBTz5LTabJjWnINZIgdPo2WOGPuaE5VXmaXzm1lbc2hnZAsnPl0w0vrKLlsRJpiccT1D0Z11K5mYjlScVLsjtfLAAo/Tl8qSYEQJ4OlgD0bva6i1xFJ1h6x6DL5UmWosO+T6Av/8g6EZ1OstdOH9Rh61vp/InJs4OiWFMcUN/lKWTlL5LBMsgFGE7dSYEq6juawB7FThQZq5vpD7wUDW9c9CGRuDIif83wHznXw7gK5MkNARHCv9O3xymQ0TptqMeP9ub32fBX3im+J/zdpxxp3Cm/jOR1lB7auDDZXhYWvhHLgL6w8CA+QVnzBmij2NrdNAAuTMOmuIHMD4CzTBAvU8O0c+GaKXBsulqozq7zmzAopz4K3AFBChtyZ8obgEltAQrH6ug2JjTLQ9MwRRZDkl+B+yLFTFnAwRRM0R3uNbWyowA9pZYQqRQ2Kn5q/yweNOhbulHxhH+ouPHHn13FvhtWcSPKmbtr4zn+5qo8I+0BU47t2mHQ6kCZqABqZ6RoYgqb8q8NtTt+uNBrjncBtTcgFTgbCdWd/Hqpe2W0Z0ycCqMTzePhE+mHt1fveELaccUCjUVdda3Od7855UbAtopJB8Mmv08rteDhm+77O5O/9JRLQgn8weV0BJ4R+6nj259I/5eQ6H9nruAyR7f4k/M8V2djvtk45i2UCyMfUFYDK4msuWvnqiYeNuN4kitPwT/yX/3sxFUpaiR6GVzLjng81h1nGK4RCTADsEWmOVeD+WYzzsCN6PNSZTltyTVkFv49yTovHGjlZ5BGHp+Tvdmy3fxXeYzarmh/oLIrFRCbER2oDDcDaKpeGE2ZZAaUWehVyDJbvreyTu4RTxdDLDxAeYvz2LwOsuzzLAwAMEM0y8fJ+eFlx2Xb2saY4Gvy4iANSFVUAOdlhvgnAHmqh5s0GyvPkL9Oh0+EmS3DRX96rLHlfRc/uyDxdJk8nf7CwjdjGdAXXLxpBdc3YJXXcfymEf1Y/oz5BI0+SikUlyNnzv8xY+IgdWYcyeGnR+pSKSOiexpDnEVzlCzJRJ6AZI1C01qREgsqbrjyRnzD1DztHuoQQqVfUTIFBmuVJUEerQvgljyBxH5kaxdGdEC9DYtHKLsYrYAidy0P/m0LmnTQExR+PWT1y2jyjOlMOevlIwNQ49mKSSlvZzMTKihQWSMVNkIxxv5i3gON56lJXh3jpKfkEjgHz+AS7ygxpuuBjUgdD7MKH53obHijk6z9yWROecNTM7SOMGt/Q/o1J5LQCj5nGbej6sJefBM/dgZ/uXZmtPF0e7lSqfx03t6JTfJoFU38aZK35X+4cyqKT/AgE/KNiK7hW8XPp8Ws6NsWmsrE6/rYLWTO1mziJVkSYI52KUAl+3xDVwRrvPdTDk+JiELYCHwCQiFkxIheeGU8wr2UqVgQNWtEL82U+HT+9+8ft8cqo9rmmJEvKzKO6z8zSjzBhUfsGcm01sAtWp1f3vaKdF1kuW33u96JrkhAUQb/MTlGGlCZIR7uaMGVNjKEU9/KrNzZMy04UN8BiGI5hFycC8eInjN06leSN248xwhn8pSbh1xh3W9tKgX0ZuV/Ivlb0CbIM6LHPnG8TOCV89X87G/oY328Md9vpGlh4ZuwDOgLCwsfg981ou/n/LmyZYtNKVGY4O+Vp9mBkaG+c4OoZq7V+8ixULfWpSFnx51RV1tNBUFF5Ga7AKQtqdTFCE3MQE5KPSZMC4Mr+iEhtda9R6trkGLGc27YzqnsHADbfED5JYhkPYVNMD6wbPBvekcx+eWKD0GVvnvP0n0+svzlfVAb+LWhHOknBUkWxYStSdxLuDdTvPh5W2EqY7HjnP22kcRvaDzXpODijblcBJHXdu+Nl+7KfGi1Ts93K/05ck2ih5RHrAyTzFF2t0W1zSBi7PKHEfPcok0qIv2M6nTJrTgcLqKFhQmsXejfjVWvFtyMzRfD2UE+ZPiU22D5ckYt+QYGm+4EJk7CwbO7vIWZgJS5pzOhf4wH56xUd2EGceI3JZHxIFDrZVoKOg2Ke58OYfnPYxQ0/RW+Ryxm2GlExyUV9Is88j+7aJ0g5KLC5xayMCd6VTPxWyRGOPJVSGQWO+CdVkv+/P6AAUv7L8Zzb5w0sif70wv4s+JH79uJXmVnksbEc8kBdc1s6OeyWB0OE3M4kVouD2qZMLO8KEO/iyHavMAT/QuTiozobOGK9BAPAM+NbB7GBqi2RCPj40fb81SoRA7wJCOLQRfP8w6sOlhYuB7LgL6w8AM4+87FJ48+9IzoGm9nILrlndSfYqNt7sbz2xIi+B03WzlrBcvgYYYd4zmzRY3BWFnaVJivXaIPmE5QgyIw2/4a6XMr02YV9ONXBj5ruvPjNjseyIjOapsp7TxUpV/ghxvfqS7HxFlqO0Iu5kd5o8AvBWdt2OTHA4YKG670YIqG2n6LypIUZDzdGfjpD4GUG0oh4xjOzW9WEYl7DVv1wfPfybHKClcgVVrVH32vYU4bwp3I9EkTvdIXuS/xuQsvgrB9I7outDY9A71mKr5u/Ek9sDkBd2Jl4zeIawgHxmMQ5v4wtpbBnO9ycuMfaJxP7T4+g/c5+467s8vi6TvEz8aT/HQPZ9IyE5c+8SX6djSdkfiO+u+Fv7q+7zxRbl9cE2E81pfmpcF6mSSxlyc7X/r+ae4nAyG6FR6F5D0oNrTNTS62CUQOk1j2nyllnzrNLhFvz7On5Tkvqoswxjt1SqdJn3M9mcf/4JHm1TpVvDhnHY2UV/njC5jFaU2cHCVroVFc+aqOTE7xeetBDpjS0EyezLE/3lT5rBrtKy9tUmTyjTm1KlWKqxhYPgz17Z4+YbQB52oELzIZ7UPnsmRxMG6YVobabvgYQEHn5otovOeyIl8sX3NCxIZxe8uRrSm3VX4tOTNKE+VwRgUN+dpoOyePlUim6JlHJ/6evNfTL2UctbwNMMrrxUbu1oIYoulB/vaOtGfzf5SfvPuO+YU2Vvn+Bv6eJmBhYWFhFr8wQSX1u9cUYeMt8aQEuDszpSSM5/U30TfcMUJ6HrazUwqxCoHx/I14j9raQVaPKPsyBcuMWTCrcMJYnJkQHMnU2iBrDLSaFBYfKn94Oj0opUPO1k2SJ5VPTFcgjLrcP8aLxlypvFHvV2oJPVD5ooKNKdtwp8q/f/S++flXMy4bzaa7iqzdp+SNK4ywDrIpQ6kg1MolADLas2ErTlJV8G5wZSCcUxxfDq9aaH6YrY+udye14cE7MYWDa405BU8oid5keF34fHy7onMPRmWPiP5vll26hh3jH2C38ZyG8NhYjb9jJa6U3BT9Ne0Q7WRVvlJ/xRiYaL6yvyTNCfsRy/GOtmaM5zeibfp5o3yGvDiTv5Anx+eBKIDzwf+kYdNf6+DJ1Fy+qnTwNGSYXMWBaWi5AfMwFsYrL8+7kRe04Zf/Bbik/2Ids/Q5XflfBsj/yi+rU7PKIdvnTn6Ok253n9cd6I35iS3o2V4TOkv6ld5ALwA5pzZ4W3vfqPAEWvLXKfG/lB+bwTfkYWFh4R1YO9AXfhpvU3K8aaXe2/FLxwVJI/pg23TKJrH/+M4Cz3ieM37OQMqastI86zg5ZbwNTxjPn67LT2hJWBOQge703o50Z98gs7o3KsviLBUYtPuXG889QV9UPO5wIIkapILA2Q1QiSzPW/hdRvRUjsNkbsm95KzucJAnV0DZzZPpHQVzazSvidfFIqkqq85sPFlkyP9W6koocKjsJb2izzEdR9zdMENnZKzS6+0oEYtC3CbATxpIDZp5kkwRZQLM5Mke68+DJsft+9HOMJ+dtK+UszpucyIp0TZY2yz3aY5Oi8kuGZFBT2b7Rk4oODOtt+GT+dmzdvJ/qsH0DXX1tvKLaBktqzfl5WzsbS+4IDe0AEQTSgvauEbbtqNI1DyfMUkpF51WfyhnsVdjPCe/ACnXk15kVpCHmpALY6JuM56Px13z9fxoxOC0o5zLHlCs28LvNNlszqMrQ6xYqOv1AdWecy6SOeOXWUIgTptywrbgf8+yHRd5Lo6r6g8277mwb2UAKOWHO9Jxce2//M/IDjzOatB1Ujx7DtOZK2NFXXyNv+UjiWQT8i1VW1NImyTbW4QAUI3ofRqrwVxqo2xiMl32ckp+TiyWL0MWs0A4px7A2/ixGbyBn/1krPJbWJBYO9AXfhZvmxDCY6wWQnx7+fgtdKDdRm0bjeeMu/Z3nqNSBxU7GE4qfprwhM2Q3GU8HwUVKzPs0ur2rik61//1ynk0HhvjeYMQpgTiikdycI23vqF3Go7Qr+V1scI+8FN/vV3nepW+2j0NJ+9EN30mW3dtOMf3f9uOc9r9kHPdAVG1JADAFlqU+PgOYVWiezPCSK9KQPo1xnQZxqJjPJ+aB47XlyDlu6cgB7qjy4pJoKafI+Vjxg+nEUwO3lz9R/NakOQZeOLIwDfgk/nZ54+0fhZvovkttHxK230CszvPSyjxGMaQwH5E+SUIlNUv8gfdGiR+NFe6OJkXtEVv9zlwg3rJZyrE8NPCDIFk0aPMjFLReHsaDSP0QyB6iJd15Cr04o0bRm6KdliDwwPxd4dbJ1Ewq++2XRC9ezEh4xt5j8hzyg+q3IDlgYZ0ufiWyUH7czEGTwYD9ctkroy7zv/pU8DcyNWvk+Zp2eAyLDA5Mp7jtG4IQI8Rvpx6OlQya0pG1IIw0+UFRvRPwyfS/Cas8ltYsFg70BcEPmWgPKrM+JR8XoVvUgZ5O9Hv3vl0fvyJ/rZdc7q+9qbHFS9SMKpGcj/+VFaXp1Tu6mq1IV3+ALS4Gr9gkWn1SHLCN9ESnmsiofCauD/uptKYw1n1NZBShroZHEDsqvZpcJSJJDyj0qZVWJoAKDsb+HtS7/Jl262xtcGuEd2pX9HfchZ05cjQBnWs2H65f1QsSAWDMFYD1N0limQ9BvWbi6dUq4ojyqck0F/4IGi0cdR1DKz+KfNg6kYuYTeeyjddvln84AuRkUEaz7evWpUXQiZn9xFjuZgV+JZy8371TDi22OhiInRyJj1Varq6e/SZ9nDiePcFrMrb+M230cNxBW09fvfT+MOjdyjO0nP2nY1n4+zyPVu+7MU3mt5TO91PlacGgrbn6BQ8tyKMLO26nCK+mfFkuAW8iTb/T2+4SplcPUPVxpNlXC+AaTM6LEffnbDbLqYCWvG1DIN9jNXgLNd2g/yl2WImI+h6Cvsjyj7cIsgMmm65B+mKz0Y+cuQxLtM4OpQavFPWOdMhZDVPqr0bcrJ45zx9xh3oZkEBVIkhA+SUIVGncPIZkjuutwjdudwFSg7jafB3LqRrqALK3K1RNxRckytIrTTovFeZ1w8f64IaCTIHrXaJZLK38ROHsUf+Fzg4XqWqPwRIr+P3evzE1fzt2/nZo3h7fpC+vXzk0/LcwgLAMqAv/Cg8oyv/9gS8Y+LWRLBwWmtUu8f58YQ943mNIlAGDPSZlKzsz+/UaqccoGU8NwSAKcyP6V0ogEe/sCkXtGG3omQ+sWfX8HoyvWLZRLkWoBhw8cjDptJjpn53kFieyjszoBfXSJ0KLGitii2P00M2V7JoRZHwJpVsuTxzA7/KmNLXkFoEqkaW9UhU5qVtwY5QTnXhdK4Sacb8ZJ4H/PN3ncfjEb95j82ToBSBpVJcVfvhOXU8/GeML1f1sGO513MFNxjUeYi3g6gNNsjTQUuXeLf6waLFzz6FPfzs2/Kw8Dw8pf+T8JR/b+p/o8b6UfrPKG+SOUwSgWG5GxN3qoam7TcK2tnJHBkrB4zqU6CJjRnJaWc5r5ckeBZcsJx1fpGZ0kyrx1e16EoDfgxapwb18Y4eMwOUY7C/bHx0BtZ/OB+NMg6Hqr/K1vOjtSminWRm2dkCeYx/M/LYhbKXQ/CW78Lj2ROqVN/m/UdkhS+QTmJcG1kIIPw1ZSotP9dwJjz/7ci6W97SmP8BGJp0Hrww4o2PUfIXjD8tj21OWu469XSf02J6OYwwNICfKZzPxtP87FHM0n9Hft/Ejy98L5YBfeFnMbJz+Sp4g/vRVVkL34fLWiMpS5iyRhitSvqMgBQpBBwhzW3fmKwQgif5fK1MDbyFcR7Qez2OhvGcSpcpb4zxNEExivIP8jhwqYE7Si9YazMAZCjKQE9RMFi/5xGIyaqj2pEWZZzW7aqo0yDnpLIjlWN9UpRCptTjP+1H/WZ6d6x+pOhh1GMH9IznpfmkYpg0Ozy6YJ1L0JIleYbUqoT1DOb82arbbd1serhk3DEB7q8Nz4dPW6yaf/tgs5M+Wagm97ixTmywAzBKwSPDsdwIeM7A/tnTw3VKgz3xzvKzi+/9fsy20bcaz/F51oh+9R2iMzvdR+g/lVYWdTg/jEYwyJRs47lK2EOYz/a1MnOzBfJdJdhfGfOY8RzzJesh0X3aAGCv2zEsu8MLhoUc87Y9/wBesbUlsu8Y4Ynrr/IULQ6GIl8l4Q+hTy/IpQLRYAz8HcPsJlMZYBW7zwigdDJfqEFebJ0enavdPpXqB2/3ufSazPrHGrc1ooP63iSKy1XGKE6ebV0JeSzIqH5vycBGxj8H2wJxZ4wA7WS4+n7kVCmJ1jgINcDtPJ4nsX8ojD6FwZTrd4y0346n+dmjeKPxnKe1ZMqFK7EM6As/jakVqhfjLXQsfCe4EEM7vxM4O9BZGJLhqvHca53uqu0w/Z0ZOMu4+tlWkobxPBeBtSjc8BOhGkVxBb2nsDmRWKDCVmf8sS9s58ZJ9evAKop5cs7R7YCKhhhobM5MWQbA55MOUUrRknMu95gzxQ0E/crtb1k9aiVJxgJn9AK1G6wjqfDo5KGFohCszSxDNerXowNl1phxVSmRh8AUgMdUCr3KG43tzYPNGXSFGp34+6QR3doC9O7zg2Wso3lzlXXwJqXBDD/7FpoXrsdoG32z8Zy77Tke9em8IG4bL5KeEZL+3I/AOHmhkN+s70nfP9LLLxkyz5wGYutHUouXxf3m5KnyNUh/NYJl+ecQHed4ZrLT/bH9fZyGT8Qm09AiU8g1g3yRBF+sHO2I5kbZ5oKNPWQ6cqJhcjZhCI3n/ISDO0cpvbiHG89zkVGihaqRnXlYvxcZzbOUx6wBvTpSeE5UD4XwxPxL+Wt/rxFyrJJtq6cqY8ovanym3eO9VBPoI5xoNDuSl5CyDi2u2zvm3l2IpxEJXL3wXYPuV+EtPOBevNl4ztNcsuXCVVgG9IUh3H0nSi/9O9O+Ov0z0rp7cvq0SWm2fI7eYfgJd+wEBxxbf8nKgrO13/PfLB0tyHtlmfRjR0H38uarVReirkhbIBUg/Bi+zLzWOIpbglKmanX/rjaKQroWuH1/9JiSlAWZgkLnveqfpBFcbjsA0A7WP9t9XBSP+rfmJ3OPJn2RFUGLNZ6PHh2IdUJKG0yBaAPmL4gDlN8oPfeYwFHpfByaEpmVmM7+Tj4VnA9STtju+HPy+CxJ8BeIFMdd8fdC9fLrjeky8ICRIdWH2ZZjqs8O4Cq98+dPSUNv/JrD2fzsTPt8m9LgiTvNZ7CHvqfviBzlR88q+1n+V+NoeR1N/yi0cQdALhCZzV/Pf6/+z2x/rxgvdPK5Qc+VpE6wUUdBcopjPLf1C+6kbcxBOXB30/bftvTi0J4RrpXAnurqy4umwexIpRV/O490fDuUnejbyuUi2gTXEumouOxBBk4nsV308xenf9MCROnbdXX4alyELBNMIiax+b20X80pZh4/1HIXxvPixq+c88DJ7BnO3fbdMp4LA7pXv+3x2ypQPHl+DGcOf3S11mTsZiGDOHXBi2aS6tH5LJmH2Dlzx4sHd4W51AZkL3eV1HE+9upwo7iTn9vzvZf/q/nVHn94JC4vvrPpvTq92bjObs+P89MLt2AZ0BcWFha+DZNCWTsuEAIN7aBpWmFOwojxnCEwcZ7IUu17AAAgAElEQVRK0hMgJQ1/JyVjrvc/A7C6wa9SZEyolNg0N1VJANAu34liVPY18QGVJlZ9oxyS/GYUvZS/LRFS33iKk8R25QMLJxQidSd6DeYYY9WO+UM6L13uWhuqI3cVP/JluEuyMaJWE28tmPeeutUnR5PhiGmuq6ZNU0Hlb5Q2A+ORGhdnqo2SdcfVgXHmyvFyxzBnd0Km4Thks2SLdhIq16JWwMMk+/WmodprebzV36teW3gK36jouHux5hsXhx7BqPHwTsPzK4zcRxCzE3PQYU1c0a7ZZJ7q9OXxXl7c6tuRZk+8hPOpVc/KRpU1Hfr7ARINOP/ci7jU9we32CaIjSwPZFDOqmhYOUiZWXquC5mvGUsrvcAqZXtBchLLi84CAMhrt4CzspJryoDZlKsoNvnLtkqUB+1vlexqf3E6jpDzMK81H0PGGb1AShvOK6HdKuoazwcQDZcJ4By9ztG2pkmgqwyOResFd6OjxfD21MQQoum9lcs/ULe8f2ao8vG3DsI/ijuMyx/Pby4s3IBlQF9YWFj4RnhG9FklVsSrhcagEwUTJkyPwM0SChJjvl8NYUQn2UgK9EYpSO5bvaScaHNPsZ/7OElGT0iopo/IzJScIaVa5Ix/L7XNu22XeO9glZ2Talt2JzoqYUw8QT7dNHtQxnOpkKKI28oOXv1Gcyco6tDCZe0c+I9v+t6C1TKeGgFK5VtduCPEiXc8nrUqI41COaBzN5rjZ1xu9P2NRvTdiamfBGV82UYqHF60MpCpKqURPZiqpjFZxlfr1c7eDbwwj18p+2U8l5jdqXPGTps3t7Xe8fHDRx4fpmMbavEPYGC8H2Gp2P+9CMRQn/lsNcjFqKOKh+AZzGHEJlZnUjTchhdqnW1EVwtFvSUKlvwEKbsfPgMDTUgY0aHedV556BpXZhWM3zlbn5vC2DnY6NXyWGXgSEYE8A3pZREyP7HKyCwUtrrVhQWc0Zc8Wi6yA+38VrTzMTU6CYwyGYTDdJSDeG4b1/vjwui1I1bWcV60/Om47QK2td7wNhjdtsCBy7D7Rx2jH9COiUmhe2zDPMCQsHgVrhkYqb3xclr4GlxhPI82jLydl11YeBrLgL6wsLDwS5g1ojPvY+zbCYLJGcZziqvn4XMgjehlhb42EAch+QF6WLbDu8930wuUqhGOQ+N5Yj/CsuuGr8GSa3TVO9GBCw5KaTJynBV300fme3CFEGM8Z8rbzL/Tf04cXHHElWFeHhoE5qLUaq5W7xngx9uOUBUWo2tvvPCGrET/Z4yIDLi94Wda712Ufqj7a8dsqazP+X1GdNgxWovmif2Y3wnKPHXSw6an/ezCTuO5+D1Rr/bUjtWF38MynktER/fGRwB3OCilcERjtMdvXNXPz4h7xIh+C5L72PU7FkDPMJ7RqpVPzjOCMx8cKCPNzCC7O1CvRMrEPHdoOhPG8+yzo8GiAAr4TVOeyk+1J2f65lZL8SjvGJf8E8ojV5r1yIgOydJZ+OYcta3M7kkXzr58VV8ZP6gZLJb3jL8kC6WyuKT031b/oDTZQgYuo3ljnjaec/fIb3Pc1O97apE1MLZY4bQudIY+hftLbBCj6u3LXyPwxhppPN9jQReRXdfRHoDVr5yz3mLhHbjaeI7vy4i+sDCGZUD/cYwOjm9XlrwNR+9QeRuupvfonYBXw131fKkSKos/q78ZLw9u9DF6qJPKMfWkEbOa/ZRkt7RNXHvW3nbqa1rD1/46rY9r6g4cLVVgs43u59PBzhzte3FlI+mhJgoJagvkYgXtQHosYChIUHxMeSOUXcDKKmch2LeTnLHstjI96d7xlsh1Z8c8ahSeHIdavgPzyGQsxUdgC2+HtOXoDFH7O1mnk+6pQWd2G/LJs4HXSmwKtCynsOn0z0V3/J3E2/nh0YVA0ber83d3emenf9adfk/xtbP87BG/d+AO2j0jzIgxfk+dRkbus/pNj6aWkf1IG01o+CCHyGPz1eCq1qhKO0jb3sgdWfyTeD2rrzuXoSRJrT2Ea7LEco1HxDskew3kc3KCnkojkIX2Q0UohQHfTwIyQLcFsO07P4lZPgTvE00pO5bJzOWtzrjjGc/jK900o6velREb/zKUttUznme2iBywLw4UBm/HjnE8q/dudL36cfwLiXdyvDtj7NC1chY8k/80f9VNozdgaDml4/9mY/rZ8ojBAVF+V3KT/PDb9N9H+f+z83O2PBKht5iSx907BaRFz0g6M9hT3lfwswu/jWVAX1gYwFqJ9S7w+niqXs5mCoYxucOuSKKktNnk0nFmyERodATFEe/BGiFvgMFPAP5uwLNXZT+NiSZ0/FiuVAsuYxkntK4X9zcox/sNRBu0p+nuKblT4xvuxnCipdvZev3qhHKm7pFg2/mbctnxMaLBqfVOpX1k2fqsEX1CaUG6PfUrlXHjSctYr/HeBo6Vk5qbpJ61HuimQTG8YzLoRoZUXZatdjfQpnTbmAYPeOLw17qL824cNer9Ej6R39f86Cz9o/zs24znd4DvNh9ZfHBG24niuGsx8zXpMP6zMljlfbRd7aCL2Qd9g2c7tcj+jEubu6wBGgNL+0kkh2lvPZ6XTVJFQEpJmfCLgfRMm1DCGBNPCduJ5/sl2ENKz8B9MHoTMtUfWgt9+xg7z9yaxcdcFgPw5QHD99UQPBzqKLSuIqYF5NDCIBZBIz26c0Q7zPfWQ5HH4nPhPFP/uVZPcUJKFiOHzNaOgaKKjzX++vEY3bdCCtCfRbuCqMYXDcFvxy/zs/g8gqMyUSSf3Llo+OmNeAvfhWVAX3gF3jKQtQbYT1SqLVwL3T4ux6zxXDynqsgB2+eGmzYKqih4QBVKp4pgyIheBBtMQNFhXD+NF77VeO5FWmOtRuhZheZVwEUZwoW92GP+/7H3UAHdSzaxsvZs5+jNMaLjsXJ6gUp0osYZNUq1VbrilrRVzbTCjqKvKE7MGFrziDsuzFoYaCiZuGGfCKiG1m3HM1I1iWweTNrnINDs7elannG6q7ye1Yz106xpl3rgSslGcFP/GUBclOoZ0fUOJSf+fTMiOslJ64oR72mesbUb4Gna3oxP5Pe/5njvF6JVtr2jMK9MO6LhqnT2RUz/sXfPUy8Pen7AYFn+DaCyADZMWAoZQn5lyvxVjOlApvRx8PS36Yvz8NWwDsBL9AiPBBQXQKq7g5mrfOpGdQ8cPrhLyaXGcy4TWPet/ZQFsFRxd5aclbesF8mjZfWr/f5jrxRKGW91clu12ePbtexHUWWAhMbP9Lf1qMbiI7EDf8RmGhnXexg0omPcQ2PvXhu7Wcywr12J6udjL8B8+czCXcgO/YGnLbBCNZzPSRNDiNK+qKh4Dj6MdX0Ei5/tl8GZvOzTJxF8mjy38G4sA/rCQsHsnXkLCxyX70jftfNcutWdD9KIvq+JC4vdJgTC2B3EhCGBUBszk3w1JH0fU3zqznPmBACAGrHtbruLBcppVKVOZDwXagFuDHPG7ihHoj9Qc2uX+Wb/wzsN7X6CyIguaIR9+hAP2OeHxyBcAEAGUMdg7QXr+SFlTTWPt1qSO24qJV3ivzmTfd4/PvUKsFSmd+k7JYZK7tFd6B3jdOhppg973gYaxCH+SBvRQ39xHkTbgCjHjfhvMKI/hYinBVjKhAUfER/7y8pGANtfRsro6I6d0biuqJuR4+knYlNDML7vLR81H08gtEsOGNHDsEPZ2Izm3ikG80Z0HljJX8rHLi5eB0j2seZh/9x9GcK21SiNm4znxh1lD9BG9Ak5+jSMGdGz8+yOh+rZE0GFPV3JTOLXiY/ZwbV6oGFEB6j3sv8bMwAfaMPNRcKM8mGxYkJoDOdy9v8saPc5VPEljZThEbQK5kwj+pkqj4fY68XVj+HX+VlEi6/lOitxosUF6S4sfBqWAX1hAe6dTD9h4ngbjW+4Q+VJ9AxQccBUf1OJyPWv3QbL2kjAvtzfjM0IOKmQ2NBUcUG7RELNY6Bu53M7qUAxNOTmq03N0ViJ6HvG3Yn2TXU4YdAbiFJTJN86ymiRPysBZ/0bjA3aWNS8z0kreL34PJJQo1D6V3TMq6aLgmMcbh6s0b0HfWQfwLhe4GNGxawf+8rv/TghNtyCv5uCduB2cxuYO1ufPfu/Frq7W3kaGvkJheAwenNAS1fe/lyiv+aO4FZ6MxgdL7hi5E7cfcf6iP8raRoxvrb8nx3/mbial35S0dnKmz7J4Uhf6pXhyPefUQgPGZlKWfQML81E+F/DumKsgp6ZMBGLSP+zxZr7wcxzhe87wwakpavgI1RZTfnj/GcaWB5wtO2aBFoplnLvLMqrL64A1kzNXeBAfhM9+WTyGjzTojeKWN6K3HRR2rGoyF/lNDksg8ho3DzeVy+ahlyur3KIVOlr6rn8mLyMQFD6o4tt2Pc+T9nxEIXrxrulnhKK9kfM5w4OrPPohhtRVZ2T0hSO8zwn0uONv/qzdhvQT1yJo/zvnbz6njTfzou15AWPr43CHU235e+tfL+Ht9f3wjX4e5qAhYU342zl0KcZbt+EXy87L/8jZTK8UyBAvefPYRLGnCaQgmfvXSp6PrJ5dKXf/dHavyAybhXOwuE59AQsUkVaRUvO2TC0kRDQ3NWl/kjxkPOAwbCPzWaeIf/LRHMmQ/rx+H01LvtDxSY3+Ceh3nPj2Zu+QcnfkPBxq4DSGoPG0FgLIZ9f0NVOQwpfHBiNqwxqGmHy/YokJ42OjsNMDHvn4zvROsq09f0X8cTxgqNz0RvwRHt/u2Iq2jHJ/85M4wx/o3jfKQQ4QO/JJw9jVt/F714sKYFYkKy/6RCJOycVRk0601nTC0/xtzVfHqhDNce7xvOS/rtHM7B1NWAoP5RGcuq7WnBJ0MhV4oDzGMTJeAb6eeL/N/rllptosSF/tuE5GZtYxHe/e/HO5HMr85zr75aElscmomTQRRLJ5JsspsKVJ7dEXb/Ki1mAHiEH5fgmsJY22B11frq5+1R5rFMorx+DH8QsP/t2/vxMaL72ibz/UnkvfCbWDvSFhQCfZDw/97i99+LXJtUEaiXzaP4TU9yw31m4xvNGkzrPeN5yU1+okNqHpb0WVzfpwV042XF7FCNn2ukOIoK3j5uy3xylg/xRiiW7U2MEVSnDFDTFaJ5QmXHSjhxDHdMHtXK/V3GI1RFXi1ZsTOTTtIcrGmqszZ4tErf55vDlAzBQAKzi+yr0kf7T6ODCWzrcZwZTUsm+nx95E9955hHXV+BXFEV75YJPNJjrxXVXxa/5jTuM594OoSN51Hm4Sn7UhiT5JVogNRi5RzPKQMT8DBjRPTLQMNzhTaUxnQlhaD89tRvxZZ4lgbDeBuszmQfrpZeRhNdCvRiabzhpfJP1L1wtMm9wlUE/v+tNyivD8tfWsTwWTEpL6por6h4tTjGz49b9a7t4WntqDw3zSO2Zx5F7XSTLr/Tcpz2BV3yh7wZLjGH/kbxZ6md25yWn42BxCT2X8zRbubq9ue3j1YNTByPG83ex16/D206qehMivvZuGn6lvBc+D2sH+sKCg08ynr8x3YXzsL8GueKm7tk9hMtW6k4ysvqB/a4WX4G7jF2FpVjd/3lLsL3d5xrDxyyLHTsYtqolMa6M33fqWOhOKai7zfnO87oD/SKU/sF3nBfnOkbo3/kkOmC7Hqazelc7PWY8J4Rk7sn7k5gogKkxOLJesCQv5mGMEedHJpC7juNDvG9H68KbcMc93lcvJjlz5/lMuq33WTzfJx36hTG6gYjfM/7oP/auvzdAK5IDeji91XbOxBQ1Sd7SXKaXh8VfJqwzr59Or+irkXwRJSWMwngd2RX98IoxFsAK4r1AMCFjbAKX2YEufMzlS5nkizwGQh67ShTbxgEll6v+lJwQHv2HiHCwZ+w/o6l2g+/McHMn+uyY/yYMrGsZ9bswh1/TqT+d36fTX1iIsHagL7g4emff80K4RI++0UF6NF9vGvT9o7HifLyJ9ghvpfEsurbqqSKWjna4d2lyHiu2BPHOEk+IPmbA0t7nZaXZBHv+TzLIDcQ9rWOkFffCsZmGSeJgfhqtw416ZnaZWUGbzQNUY28j4aT/BfMN3ZVaoqLdD0UxlJjyLNa12W9T9bGjrqRAPhqBUAmSkiqLXQ9A7W987LTqsqRakKmmA+zIjLLYRS6bdHicuxcOjH7W/VW1Rx1gWuOi+CdvDPJsDG427E6n3vhdPRafh/lNpbzsjqHH0jvKR57Fz+7FmXfE7dnhcLfx/yjOvvO8h6N3SN59B+XTd7YfSX+k7t4mD7dw6SID8IfWHv9/CSaEAlsmcr9kWL2JP3SM7qfgjHbm1EbvJIRpKg7SGZITGaoVf6Gtfkfa/NHVlXWFbryQeU7E65Suw29NredMjsB2rD4tP+P7q0U1xu/UazWceLJ1IDmNxY+PSXqWxJ5RP+NrD5z0Iv6+LBBQ5SUWB2TJgw3xY3fOZymQLwbh7kRvHZXgk2BinQ1xCDMG8wGczY/czU8ftTecHf5unM2ff/6iy3PxbflZuAZrB/rCwgLhacZg4Ry4hkArhrTjQPm+x0xwaazp10n97Pa2i+/5ZGapLVh2dYR8VzXfGfwArM6r7oR2Pk1jb9PQxnO8ozA26rWjTOVEiO2ZU5aBVYYyB2ehYDteQ56ibqAPDxV8KZ+imBF/IJ/5jpLjQsukUS8KL47hPUTQB2Iww4eqKkM6oIC6cnT6uepeWPhS3H2H/TfguvxIg7P3eDqIx2okkuWN0/R0kK65A53mleHtNWlda/5uWr4LJ+R1tr9odtuRsZ9S3seLWJJ0c5ybxcA72FS/0NH4xuAemtd4gWNgR9kEUK+B8h7+Y29Cfj4InS9nLUgyLv3oSGaMZDHME+X7njbYTyH91nB0FT5ZvbWwsLDwUqwd6AsLCwDwfcqghYIMrs5qqr5RjuQ7KvSq5qGI2NL109vbHknhk6WLMQEzzCEJ/1x9+Gx5bK2DqwkaGTS7IGKoLjAcSB8zXo/8C+ILEjF9LWcAcb9TXbzAd8e4PYz92C50Up9Cuv7+aiLDxvP63DKi8yA51T3kPV1cfy9U3Ci6qmWrrTqEXe3uMexQBk8GSWyE2Z5LBLSL549FautyzB5h56aYHmD0AF7nubAgcPcO8oU5XFH+I/ePX40775+8NB3sPmV4nzEEVbQN4chT0ftACpz/NdPZUSN6EIVnloxccrWCNRIqea+2PmhzOkcM7BP4iF1cByb8vf1FyxPc0BkZmG+aXkRpeLKFXq/dY7XObgKD8Y2MZQkS5FTvbq95R1lMZze30z/C7POxK6J3W00+He32mzt/W9Qp1zq+Yu4Z58rhtjb/2eg0us8SQBe+HE/ep76wcDbWDvSFhYU1qX0psnmAbWdv9wigLVA93btGIPaxs+OnxxUm6Xzj+S5lzScoeCIcXJ3tGc9fofAqd8OhsqCTx8tGrYbx3HichHtHKio9M08nyz9SjraSn6FHpdNSvB44ptJV2HB3ALaTo09/34dPa8cEJn9PbFhv6FV9HFcG70spu4+7saOdJjjXcLKwsPDZeIPxHHEHX3a7/Dd097EIMB2/+wsgZRbutjOpEI4xVHIZ46v1OG8kfIq2oXjFMOqWWf8kvEKWGMWOvJ/QX7jBvJ4s1THS3oBN9NLLPOL88qLo7kTnv/q5GVTLRn20x7RE4mVifpOQg9hOdFwMrP6ZDJxYd3xR75HmFu5A17vQUcS8qO8u4/lV+KSxduHX8Q4948LCcawd6AtDuPtOvB56dyBdrRBwj1VrpHn2DpbZ9Gf9vv1O+6M4mp+z75i0/pXWRX0eXTefzMNBCCMbN35k680lZIycNLp0drgaFX2dcN0rwLT/oxH00Co/707Pyegnk+/abXs7o137cejfMaTv6b9slX9vJaxW1PQUN6RQoSP/ANw9RmzXuezDuk8dUcxcv+x8//zQ63iBU1cJnMXPRIq7EJy26Dp4NWHGj8nxsRtfx3/vTsGpdRlOc8NbCthtBY34cuCplebYcgg3uR34NP6nxx+P5OcIPzsTVxTvmTz82xeIHt2ZcTY/e3V7f1t/4vMygK2Pp9vPVeXl5euyO90b0TbnrwuKfnSxXsNsKN9SjqM7k35u+GfPftKt/HXk/1myJn3Ysgr4XbKndRgUw8505POhRQXjMONnL8BM93FI6wXv5t8EUO35YPqzqONJQPdQgVZGlGSsaCwTwtf20tSpzIx314tfXf6dDRLb/w39kigGL64+MSw5DNyTl00Uc+h2ALtEqRlcKcrMHenT6fe+N/pbmFycaFYD5uzyNI1ZfrAnb8zi0/jPt9k/nqJjb7gr6b+Mn134eawd6AtfgTsHwCitpwfhp9O/E1+f14HsddmCYr3YGAjmO88ZvOQu9PLOj5vDtHgCp+DL6/gMHGA8tYj5tJLYl+DHFUG9uy7rY6RUmAQ7+hP1N7n0rUx9LEijIeCP1oJvWD4DOXhu0DLcdrhluY5LqexIS2qxxJHsUenvqeaThp7r6ujFEJmeVOjkfKhP7EZz6PiseegovXrH0lP4tHI/il/L79vxi/VxGQ+YzMPYFDszgZpVaMl1l2u3+gv6hjkbk3wq4Usk7E/wrVGEyjouDOecn+3QdUozvrMvfFq329lnOE9Ud0CrBvco75jm+t8QaqPOu5nzIFouf6l/MZLq47FhU5fCOabKBkjxkmX/OyVB2fZI/mL1PXRz1wgtwdqYmTDn4xOFsgmasR4fyuYv8k4L78PzOs2Fb8bagb7wNbjjfg3NGHRXut6MiHF5C31n4ifuU0mwreqlhb3ZfvaCeeVCTtsS6fHyqwIc/i+EUiSiuYR7Lw6vVf5eNOoueX70sZXlc2arxvVOrEdxQd+eHjM6bZo3e1TW/PuX4O+vrggPk3N3fwXpJfHzSvSvnk6QIEuVE1fQqTzO5DXeOdIsziCmZB73IMn/4PM0wzvQKK+R6cEEpwsqy5d//65T5jsEPj0Wzo5Xe+j1wryFr33LTosrwcv6J3jai9HqA6O7UX6xDq7Os7Gh95LbYbzjQ7gX0m0ZzTEzAT9uXkn/JkLigXhmixG9R1vCBCLCaXFmMaCLP5/62EipeTAnPS+yy/Ur9Xk+pQf6bFAevvyFi9CrB2xZOObQEe5vGH58i/F0FHLBCgCkDDknSGk+oy0esmg1tmaqjhjIUVoJIGXY9p+XzsvVGV76/O2S7nByP9v6VBJ/W0tToxou4lBjV4irjOfc86X94BKF1cWYpfm5geRX+ag34Rfkpwi/lNeFZ7B2oC8sDCIynvPnpxWuv4afKG/OB3hGt14wtQt9tMR40WZ0IOUNj+lORuUH6nsEI8yhsyPHVQoozeYzjKfSqvauSGjFFIT1dlYOjR8BKbSXgvoF2wHhvHP6mrkLPl5fKzl4nkE8GiXzvY5JtPPhxIUCDb1yL6T7OIPkPL1DK3onPEtJ1JkaBZ380vwVXMnjaB5WGGhuSH8Wb6LlDCwZ4lzMHjXa8/crdXG98TxeHeeW8JGFayTvQMxHDtWrz7GIN88mVwzmaJMrDk2eVnwpxnJ6Fh+ATgDL4jNndiYKb7acL52L1PtU6BdyBs69PBHn/6brIgoR+CB+dkWlHdSijunrYBy30jMMDyN3oOt0mEwSD08hFZcZz73f6mFXdBZ44pc/XtL4FQcfSLz5OobfmH4nMdjwqDE/a0RfeBZPnyT2BF4xhy58PdYO9AUXb7mDJBoIezsln155dfcdK0/fQXP0TvAj8FY6Xn2n41nHpO6Cswg1FnTG2kFEjjaiV1HUP2p3BMmhK7WImI4cHMFrfOXuKSNF92jIdirTNAwo53Lxl8oKd67H0Hc4mv58sGpmg2e9Cv9q/n9iLvHGm7pYvuyDUOR781Vi4XICSLr8A5LOmMqsKol9OHmqTGzHQ0q67LjikKmsje7RKiMFusqaTngVUGxgUQo/pHUswjiNlpupn270qj0OZjf+enmHa9LQqd4+db3jEHoJTOIMfunOe44jf29RtLT42T07W47WT4+fvLPcvHo6yv/PyFIj8T9VHiNt+Bd2Rp0t/5wtD07D8KOz+XEEAzcOOfF7uTCSBDJwzbiOAxdkApoEuysEI5lHz7XeKgA4Jo91xC3z+Ujz9ObSDn/RjVK9OCxgJ2CSbrnkOIHcHV0eOdvtjk8m7fbB5K74O+Pf83CWEZ2LdZjXRvx2rkOCeJxS5mqRK+QuckApJRXesabh6Stk0pjoTCP22qekulnkO+silX9ymNvaUl3YreWvPYsFag/vl0pq+8kghWOKP3oL4mh+7/AMzdQH4pvlx6Z8n48z+bcev6V5+yvwFrlmFGfIYtHJYm/jfUfoeZqfXVjwsHagL3wsekquO9Ljf3fQ4KF1BGfLz8LbkdVveR6sSlKywLgo48aT5ZGB4eLogfXbzd4x1HdaYvHesHOxfBJI+Oe7ntl7PZgg1d0yD4OaVcYlG95fKwL/e71nUPlrGC+jcTQeT/mcgEVt5wbtVpUavJ68PATJ7oXqy3iEZGZDj01yvA+SSobKYyubPzV3bsqbrTHuy2OgBN4BPm5OhRHvziBZFN7erYzXz86p8Xc+evkRqVJbCyeWfZhtSGq6vZtnOoN3NH2qt1DL4V9Hwt2Nb+VnZ3ceenPJXScUjLj3vp2NaG492n7PlOc+oa3eWmfDc07x16uDDu3Ie1T/7bDjNT5lUWV8bZi0ir3ymsR3Ap5shDvQsx8P7SiVNGjDbrMuvHKf6Q8dr/qzeU+++z56drbvoOiG08by5/VArFd5YLwvmjhnSTvHo4fsPu5GQAsdXQ/xPI+nekWEJJJjE8m9CapswUuWzRbFDzjscL8mxPxwaK5gep3MFsjUr7sg5sXSDj0e8Y/0AUn1u8k8if5yjk4GAOYLYGg+Y+PrZPTPYkYBCOfJUxfgDjnjE/gvD2fysE/aJ1p4Gz0LCzNYO9AXPhp3D8CtnUNvMZ7zb0d37iy8AFxo3OcMDmIAACAASURBVMMLYhuZqPtqu8xks6wbHkaM+JhWNi7tYEnFzV+64iz0CYv9fFvPQCVCdSgKAVTGCYNy2SH8sDCZ9Sp8Rsxu3Z1QIoQJbz/Mw8wxrtVYXo3mvv4xkYJku/MQf/O2MyVl2+Tnu+8E8pZp3i3ovkBZF5WgMSRIkGnHeZ17/hIA3oSe+biWjvbBdvmNQA49eW7MBEl/xlwKRVhVFFr/N41BkTHhDLBMeCOJqY4T03ejSrL8RyIJjRI34En+7GnecHbn8LfwszMnBJyFM5SK7kksN3Sc1qlknIa95fW2cuaIaLuqPs9Gyx7ZDeBBL1CbDB4nmyEBPwJ6snw7vMwoa8HnUFrc2JQF9Qyr+DguDoyUDp8/97SNDv9Fny158t1NepaeSQ6LG733JKnD47uojlSc5I3UKQvuuJlE08/eDiCaGNZ/oWu2DDJ79kgq5eHxz/TLVp9kFV99TPVNGdFNQeUMwjknEUs2bw7t0QKTHWOxNJXXU+Kqy375AHf455RrWbT8H5XCmIzbS2kKswWQM+Skc9NYoDFP0QnQKfZKbeT7/VLlHr5hGc/7eIK/vgvfILst/DbWDvSFhYN4asfOyGT6rTt3fgZCQbQzCvYwEwWpjtgOCGlI9+LzVSBTvSN5L2f2LxvXt7FyzfwUK68Yt5ig+RRjm9VTVVxuf92xy/seGM/pmSkkMyNi1HiehTZn+9O7rT2aeFmXUKypW6XdtVWShcKDdnnsniq4MqqUBdT2lv4S/P3xnQ9yB/phhFrYNtzsnrUTHUpbydKX9X8xxFabixqWyqMhwXs+uPtc9FPTf8bzmA+1++fg7Spq8aWz/q/G7N3Us+E+HW9VNnl3uF+J0V36Z7Tno2V+l/H8TFxbhz4v1vY7Onm3eT+T7onGdg+uoapl9/a8kv8sjeckgwWCGOPp5a+ibxTpIJ/QNdjtCXbQMtyDNn7PohWUqqW0ERynEkoCte2PUHDVqGBKSre5UTC23h8BKl+Msodu7wCoh2gRWMfI5BjRaWe6ooBklMTD6wwMGM9HvjXBygGq5HsKmDza+zuWTDD2eATtwWyBZLkESX56mnf0yqBVLqP0Mjnz6SwG+Hxe5hnMltvsCVd34U20LCzsxdqBvvAIUpq746M34D59R1sv/TVhHMNs+c3eGX80vSsgGH9D79nqhUZ5FMHTLTPHrVOyY+6Jx+QoEvTKTE1LoLyqwefKr7vuV5XDbYrbE9qpGItpBb1XHxwN4SwB+LdHyuDi1Yt/FsHqf1SiiHeVVOZ3rE0kXRUPseIed2CDSiJhUqnsOCDKnPJXGbJ5UMqB8SzIOJDuDglDoOwkn2afiHbC8codJ/F4PJgqn7JbxY3IiRF1Fzhqyb0Y/niZHB/CrUewM2CJ8E2FLta50MJDs/yM5d9JkGsBZ9sSjUeT4QYxO75345vgZ73x/cqdBkd47SN5asGbL7nbLM134yh9e8qrdfpVz/1KfvYM2evKuh6tq1YZXW0MP1seORLfZTvRjxolT4SRppxd1uQntxdvbl+SmcNb7z16XDecktE2lescLeL3Fn/2il3Vd2LxjPjXFGfQvHh7xjUS3tFm0hSX27Uh2r5rUNVpcV5ljHC+cJl+M0BKuYpfLFrLv/myzii68myjAOlkpQYU9yhi6A0tQ32hRNg6lpwbzTk9hjbtQAQyfsQ1qde3y85ty1nKZeQ8n141busPrC0N8+qz6Sf3MYrO5I/nP28lHn43ceva6dPu+fBktP1ojXcTfTvwlpOsyHfMuuM4yg89ff3W1fzslf4Bxsv/KrnizbIfwL31vfBeLAP6wmN4u5Ls7dBHFrb8RO+/iF9oc1wGF2Y5+pCr4BS0CS40mpPb1NFXwk0Ur6PgGYYnhjd81v+mU3oFaMU8/ed7K7+P57KlJZmGbSE2+qR+ayvHuUSESbYoQzVI2ED99oRKmm0n9R/8lV3VuLPajrMJzPHiPHbqi25yUQZ2IvnJRHEL5XKrJ3uNoRpWxXjCYyFiNtf94/NMY3TSaCW7YwCzisa2Et5TMQ+qY8M460sxirTOjjULUNpKbzfBJH0O1aSei5o0jkZ6P0b42U/lv2453rljRB9ZeHAn7pZfeB14O78/oW2dsav7E/L5JF4p3zD5oc6Jg7w9zil7smUUnSzd1qkn1M82396aUg3pJUPGK3n4UrqcILlX5Dj8b4Liv3pJ6Q8A/skSRIO5kyfupmxQfd7CWfjZCYApFnlswhD0BiTGrTlG9PqqxmDOu0ufjcSiNqCcm7JAcoyDe7FPQhfkKEMyJ5/6fijb5qJkaNDB21NKFFdKAInJXX9/f+5i5pRzbZNDbXOE2eQy6dGacARWjhZf3I05iUXi4QIIlo32VREBib3FFSPkRxs1Tpn399fR3h6CY7DkW/bE9hrNz2G0rv85g39ZtoWFhYWrsQzoC4+iNdEtRUlFa9fGaDmt8nypcqmDnEHI1vJB+cXPWd7/JNj1AWGkLIhnSSUr6vOyREGeK6gUmU2RIbTJdQRTvtM3wyYkfl4VAwDKzskqGQKhOnElGeLu9u1pSXbDUSLy6J34XT1IcUzUck2o0eRJicnft19tPP8TxnNDawYQ5v2U6I/mwK7CTNM+W9fJNKvcqzs+jrgdmBty/DTrmMGUyYM6ov54HfEObe/ZcetijxE95G2su4w+kVsL7Rv+eEztb4wwxxcWGpkBYoKY5XysWF8yWGO/xk64k6xv5mfPNF5G/OzbjeYad+9EaB2ZPlM/d+0Cv6Kueu3jl/Fe+Ubzs/jQppfX7qw9tsHSTCAXIzrOCQ5vJ3yzB5pTPBa5evCeZMga0R8AZPiD7ZDrf3JNJslg0ojOPo8Z0QXDkOKC1P75i17MasJoTmdLcLxqIp/7xwOSv8qv+lCeuSzAGuRhY3YQstNFmosUpoviiBHdJ1T3XykP9KmxEXKZLhXDOcBf+tue8WqoPzScJxm2VVblj3Qf2P4FJa3y6Y9nZvAITomwYtbWeXfXEBc9caFD8k3dqFVIsBUEGd5bWeOqIOVRnGjUK5/W4DxhRA/T8Yt7uFBj6li7pCHQ8meS/sZig0gOK20yc7eIoiPd+QZcvRjyl43o38oXf6tsvfCZWHegLzyOtyvJ3oqZO4tWeb5ZuTSOQRlGKFJy5Ku1AwM2QSsxI595pmi44iZMrUt/QAR0pQAyRs5G/h6kQv8m85e8bJoBgPQnyp3XhRGCn+jnSk9xSfSUL61grN+4AqweMeXFNpm+1Z1RutJ4jr8g66kk22zKvXpzA8/khfcPri1qh/J7s/7t6PCiMeTPewarpBykzk9d/enorpwSdsQ9G8SM+YGfDHqcnkmvll2m9wG6ZjSknbnozrF96n5YL/wX87N3HE0YldUMv/sU7qIv2q1z57Hyd8fn4Rt4+l8AGbwmWZbd6bUWggF055sMat4kQ3V9ttKOn94W3vJMzEc3H9ER1VigREtJC+d6I38pB5OyZq97ddDjZzsVntTb8RFj33igZQjAXyZb0i7nvwQJdzn//Ql/KMfN0UqWTT8PQXzkyyvj3QV5fDz1kmZiUMNf7ZPNg5BKhKIv/CX4S3/wl5JZyCx2oXNi9LNOKumHg63TrSfdT5jsE0QzMudFi8zwyHugJpuoHVfZjIVJrFeeMJ23e/hA2zsy3/fGvhOAa+03O7ccm3Eu2U9DctpQPDh8Amek+djFzy1EWG1j4W1YO9AXXMwqP44ObkeVLW9XrF2JT8j73e3pSHyvKM8EalVvZZVzhz7y665YnshboYEfj+3FvzmW1bVOOVcakqCfy6fNxbJ+tKEtzDXeNLPNc9bBSDNK+oYulbjWsUTG4VTdTJvku/XQiM52Q9R6cZJRIOGlQbLJNtuV7RaJzvK08HpmH2wbTtu0YPmD+uVHBtpjA0UMaXQldO301rdzvCSdK5q7YwLPiwlPlRPHofunzU9k+Nw6bwIQJ2K0UVMLjy3u1lojL2psHYYovkaDcl4NDY6DHIV6hmS1kyezZy8sG3NR0U7lGtBoS7DVPhsRnNSV91bbFlYS4c9SzP9BfqUX/m4e42n+S8d9tHzu3vk9g5Hd3XfeUX5F3Hcb25t3UJ/Qnnp4Uh55A87ub2c3ydsWrvA0ya2fNs5dg+YP6QflL51HxZSKGgkXolmZ0MhjOq5g4u3RjnyJxyn68k92mLOhVIx/Sb/PyZjvnmGV8ftaJiPelslhePKVPQlNj/9lMYkQ7LPD1xZZzoh/Kr5T239TGi/pt2NIKWg0jRRbLlamwr8Ef8yIrmUwt880iS/1bBa6pG6fEQtTW/Uh5C+o8jtvV7GwvvVhnYeB6k+p7DwnnQ64orFJsuS+dUpaV93CuxY05OESf6v12LjNjei7IfRZLZj6qS1E6KHwN/NqZzob9l1TEc1p+tQJb/6ZmQ9H/F4tDzyNWf7maR3x2fzYG+rgTrxZflz4HCwD+sLCwutx9LifUSPW04yRRlbPXUUjPrjGc/o4nD5X3ghZ34klU9w9AZXFwSKZYWHoPjMAEiZwA3xftozyH7i3Mt2ntJ2EUtRkKPbMVJRJ3F2H04sWOsqB7FaaMog5xxC26uV+tlO3wh7zm4JnFoMoP9dbUTTU4/XrjvO/qlyjP0yLtUtKa1NIiB1Cot7kPYKc0FxoqDSl+qFbE0r5p8OjzgaVT86CjZzSdm3A4Bgpmiik0mdrHjLgvdySzGoMLoobroVNx4SdqqyQ/Y599V9L2fnG83PQVUK5/p3+4Hq2C27EHZ7aL1gl4cwuAVpfI3TNCcC9YgPzUH4NXfx2zS2OD76p46NxliFy3WV9DIIvC3abee8tLCXS52N8sd610P2bZibG00ZI5kXOb8NIYvKR9Ol0ir9Ev8jnOLyQ4Ml9ntIziGHcJtkRAzxmgfOAfwngn5ynKe2WLBAaZoLEcTr2nA2PhB8zq3NbcyjLVno3ArI5d3jPHDEYhrfPRCQwM5iSVXtxCXlM8jqWt8uMH9pqThvevHCe2/W9fYBXBp4DHs5rIEn4l7ZDxuiHchiQnFJ3n6uT2aDOfdGYiLIfb8dsJjWOmaUtaUrsfnWTI+PXPLMsm0yzxTEzspdNtpZB5R3oK4gW7oiTwog+gGlVCXY+fIYtv1n5kfIv8zycxkE6G8h6fqO2hTxvknkr8re+1ICkobC+s/NkfYhTFwJ8Mw/+Bj5o4Ty8hbddWEAsA/rCwsJH4Goj+ruYyUR/fDXzKPsgBANars2iLe4jAsSIEb0Zj1nqzPNjczRSCxSqCIIoepBRkiXJhWIpc7U0RvpbUXa43gNDVA9cwadS9yjUVNFKZL6QIFAWcmVApI58h7JmBEyAHOrPgcJwi0CIo64yswjuWzeSO8+3Z777nKdnxxtPv5IxSKBoFDlgfVfuIB9RmKr21uiXkojarvTq99EmT0b0kiuhfOb6m6iLTSpwQjCdmG0daieDq8tSir2InBOmktGciiUXWY+pvIzV+IAKloZycdNr2flH6vy8+YnNW6XcUsphE53BQHM5J4EFo3gdxegxo8LItpQjh7DXeL7K/bvwlj4l+3ckIWgOHdxnz+/m1OB7TFgAgH/VcJedNEhmYLKC5rMZQgMGTX1+juio7wR+sXg52CZjZqMpz9ool7PYEd2OMIKxKDamROsXoJE0NwoWvnBzZ22EHgcKZ6aJe3nm9IjopDzgtmDBT+lIWGwuz78Z3Ih/y1AXgQfk3yaPdWVkTcMYIyxL1PZnUfbYQNA3479JBuOGdPyD2if0779//+yYmGUdCR7WmNSdk8DKMy4QDhc0a3mfmGjWsrgfRy8wK1Z4C+x8PZov9+YspTazoLmBaXq1YqLUZSgDc9mGh+ul4fXF0yAX92betrC/JyZfJbVgvgwE2/iQyI9HLQ4xvDkblUdjjH+XvnPDGUbSxc9+L5YRfeFNWAb0hYWFj8FVO5feyEwCwHFlvshXct1HBJ2+Eb0SKsgViqe+As2EbwGN50VblfPWPkifsckrjD4As4vXhRJmhanNEb73tJ3AeF7jhSrAOnVFVGiDmFKceWWZvefIiNZ4fxqCkVZSpFTSOGHL/1k55pQh8VXk/FcYz+WR7dZ4rmnlqXplaY991PVU9kXV9lBWsJPCxlOY8jas6WOGdNy5oX9r2iwjQkEfNWE0umH/zIxcpwfqroV+odbHYcFa/RKBJlmrYXGN5x7dJ9Cn0RtdtLLGjqaJDRx1DDcGclW+NNbzeNWuEF6XslwpktrsTAZVC8cdWTzH9Lp9u3zn+Yn1+S24kjfydlEvjCFWho/X2Sr378bTfYvaJ5uGLOyg2+KlbPAG38MXceHc4TJgmk+CasRKLJ4GdJQ1SBLx1p2Be+QGLnsVnvPvD+DfPzohiHjEwpzN7BptOxAJ9bMXN1Wns2AuSQPkRquKmbMAvXIfEV6jBc7m3UbXe6d4xK5z/AXTtLW8kaAuSnX5U5V26/0JENUO726RjFcuf5r8pUTsoBBjUN76i43oAO05UPPKrpxsxYC6RkIvWhEZ8vqEI+9TR9JjlbwGjLc54scneDJ9Wk18JQSwdlyzQTIYOLJRByPdUxJgA9AC36T87pXFLubxjTzGGtm2iDjVImb14C3sENdDoEwNqt1So1Tl3RhDX6vvhGM8y+Jnvx9P87QLC4hlQF/4CDx9x/rT8X8arrxjZM+dh2+bcLtHseP2iJyqwSP2jbGK+Gk1tkx5B7U1Tt+IjqY9ZgPBb0K5NZB2bxetMJRuaVNQ8ofKi1Rp4nH02o5OE7RBlgnfnvKuAx1/sy2osqZ0lZ/tQ670kNIyMylLhs46jpFdKzoTRkEWeNXCr58T+qyjscojR2GaR26jjGKUcXvKzcSVN4HSpplihrLAIwPuEhK6XEcX9T9715UgOwoDYe5/5mU/jKCUCDZ2u/tRu/PaAYTICoCP+7oS3yw5ZuyQL/Jvs4nFYuM1Xlo5YYF79hwyhqsN70gRnLlkWCDeyo4HtAwk2SvKG3GDZadrlsbIIcRMjdnLjLFtxmoE0dnIYjXPCAFl/BCMMVIa60Rc06CcWFuiOil0cZwIfOxibZP1Cbsw1tixPArKCneODL02FhdcwepdFrPyzlX+R+SvYcfNQLi75b23y5NPpn/3gokzaa5or73vqH8zWu1jpOxmy3d9e/TSH+TrdPtopFvkvb8Q/v7jry0fWXlVFySGgPJhS07s6SSivEnPosd/f3XeF87z4kwfAugLhyAmGAFd1NIXSFSIxGTgfJm/DitloUGDW0svDEHJIvJ5EM/NAEV/5PpfcaDKfJdyS/UBLm41+CzyrnCid+HQ03KPKAtXrmw8Mt6bySa46XVH6St0hUFo5FAPMcviTCdDdoy6VaeBkR6WM4S6GIZEaTrJX0iXx41WNpFDdhkpU/LXykfoF28P3jgknbnlXq4CKe2Psyw/t6U55XRF6upJErlV0fBBCrAIPZrNsPSBqJ46dIUuNjXPUD0KfczTwdSYIhbMYycD0sW8w/rHZ/WTHt4uzw7ZZy9gZHyapfekfPu0frla/97YWIHtQN/Y2Nh4IYqzJsYQkzBciJB4ecTjymUoyma4YGyqgpp0ogcymJCxIGVDUgjlvpVToaLZsDx1oKRVxRY0pwhvpaIKeeLp8IwJXbHkswaZLE90QI3EH6VvOs9RixTKaMA8sVf6vX6tA00aTYRpB/I5ml/JYDT6xgQN1MXLIh0smNyGoG+1eC0GFTDOFCPNYbs52E2SbTzWLRswuJ3A0P+pDxk8lyuhrPMkaXDQhpsowp0034xWT7XDoVIoDSKGdYQ4UwMTjgHgWCh9O5bSoztmbIw2D3WsQSsG/DSLiX97keVcfieWFlOZBpjANjsd6eLYLHkSY59OHaJEyMfB0zG80HM7ozGE8AefNaAyU8bHIEHjVQ7hrswQsVfaBgxa3+5c+xTO7hQ4c2T80/jVXRBvLvOzwPHqSnu0aG60UecI9jNL5Pilehitw9nE8lx1OCJSdcz9xfCX/nhY5lcRxl3Sv4JxQhHJVrOyrskvl+mKbiac5/63dFl28k5PcRKSqQRIGVO+F3EtXYecPYY8yVg1+ObyV3DlBM/RKLQOP20mY8I1yj1MPq3X9RvHbVCZUPgYgvpMEobVVSF4UMThNpEeMToG2jI2DwG6SqtguynVdlfFbiqTxOTZKsuHwO0cPn0cw2kRc90hnCrbsIihOPXzL5Nb8XlHHIVWUa54uXI5WsnVC+eakTlQlpWgoMw5qj9aebOe9PLlmLk4+Xqn04+Kn9oHMAHRcNkPKFgjPEvWQC+0nP9yuGRcSed6SNj6S9gyhgAhmoPOTC+/JNd+k5x2Vaf4VZ1kY+Ot2A70jY2NjTeiyL9/gR1fKwxKqDhU401gyiUpPkvYQkdtTrcqlPkGr0NgDkBT007iqSUIDjiaUZeNqFHAvXf8WrQumDKGhoLIyp9FE1DvlfNS3A8YvMz3hvO8KrtgToKilXl2dFaejKy/XrtyC8h6IZQ+Rx8o6iKEHfruo6Ij2yZPGkwe+W+uTxVOyFtedj2kQG71+ouM6VMn0HBRjYeYGDc1SZOTWbd14KgLAqQDXUc4jTNrHCjtiN//FOMJ5RDsFdzQhoQgOu5cqY5z2g2fXyRGEPjBG5lCScDJUE6jWONyTOq77LEcLwSpqGtY5FIOZdYIbGzSlgaoWI1CMMfw7OeU/+oRm8WYY+G//5jxuDI1MAbKDKwCTksfNkh8+8p7adRhR5MaZSuNt2/O7y8YrDAPby7rs1ALhjrtD/Htdftp8LKfbVsn26KpZ8zEq07Mw3n+F/5CULL+oa/QIjg9+ccQYAEZzoO27HoG5HS0nOih8Cw8fMmeMlGlaYrfWkkyCRV5BJLuO9I5XTMFqa/RYgGPFYLjkOY00VEGIdS14Ec5sA+euLOuhjDVIdBdS/kYO9KtMhlx1Nf4eZEtqglnwJp8vklZAreEy0b8GhZLhzusi2z6F0pZxZIyLITt5Ik+8Va7CD8RTLMdS57AAgAMQiULsV2lLe6tBc315Ar+XF1fQGv3a3vOiyHGfIoXhYN1RUcdiYVGKtd/WiULsvvDqWPJChRqWTDZUjJkNHFDVyl6I9iuWJtjChMaTwbqw+QhyiCZC37PxktxVZ781ecR/qljLBtVuvglmecb5dntRN/Y+B5sB/rGxsbGy0AKYRHAExlLUF/PuwzKbT0isK7IBqVypUDpKPzZ+pTDpOLUs5UAUJjRkDu4er9AGD1avj/cna5Wegu5U5VbVrCSCCBzJFkrz0YWBbCFCZP1JZzn1eYDNdDRpSyjjwgh6rIjrFv0LIMT8a+TG3aSsd02s0508w2VY6aZ9VG2oyg0FDUwyJQ/2P1wGG6qnfMI61mf9NGZzNjJ4tdKVkafAHFiKEp2hGu2MEZFug6vepJzjWMLOdErS9DfrXMgRd38UcwI2Q91B/rR/jPlxB3ylSb8yuRkmjTmGLlNJQ0wBtFABRYcVlZRXhqVxJKLiqdiaJGVkPPDh1M5covxU4yplOIfOc9jZGyhUZQ9K+Nea4CaGAwW4NOGCM/B/G2GITy1xnpO+HR5/6v4tva0Ci1jo9cu/9WymoV90kn0h3abyGSi7s0cCXLQxRjiXwgx/IW/JA4TTuRICsfOWcZ2LL/4p7mLROqcapblIZJJ2Wdv2O7zzDlXCwSOb/Me3+gNZapVM66KLOZra9GEFEvQWYj3Jg0jaXSeRf2JKxONuQV6N7sDj1STL6b7ck6DJc+0eGUcxFhl0E6cFqRL+tCvO5HOIMuCZbycEdcs4TCQTM4XihTxu+hix9Mo60uAnOekjXE9TDvPi+xfvv8t6AXqWknEsRScqjRQLlIInGdynpt68LPzjn3qSjjGiAALXlV3hweJ/Tj6hDGn5nGNWn45GWzELmKNs274ylkdx8GmJvShkfTU64EwLGzwy6tHW9r7Zj5o92v4ZjltO9E3Nr4D24G+YWL1Ny5Gwv/Lg/7Vb668bafSp3d3zNJ/+pjGfv/Kv8W5FUwHkTROcyd6DeMmEM6amgTtpnGGxeiGSBFWOFvvHZK2o6qGqTtA6JlwLhkaDHMOSTuJnUzjpVSsrQLD47v7bZC9JyUwoRIl+OoYNeQ37CVv9rMGQeO1biedNhEDaw+g9oqA1VjVMxCZx/bTJTlrqb2AgS+KuFNjhLnDoRA6DJYx+YqvYWgI2TBqRxEGB9H2KW/cMKENUSpZ11DVbrdy8b41Z3lG4KjygP8GeDdWdmhsYCMhGdiydetovp32XS7ZDR87jIiRjNaB2hzuwq7tQPVH1QysdgFvjfqU6VWjpy7BljPEXJAUoF3F6NeJxJAl3Iu7Vp5Y8Q3tt8qzI2PWaiPMVVlqVr6d5f9T8vNd6dwtz64sr0/rKsTD3d91vEL7bt6ujnefrkPLCYM3w/nDeHku/PuL4T9YqFznzpT1AZ136Thvlc+ZkpO72LM7nxP1Vqu5XIiAMYCwbkRk7413Nsf5Fh1w/TIqNET94ALydlQqKJ4PJXKgjmbwo/UG6dyTtMUCcpRxDTaV7ms6Y08i0+LfdHdglBMjNbHqoyU/D8mGpIOBfC9Pt9DV0iozoyMY9V76u/xEE5JhfS63Jk+OFfYGOTZUeTk0y9Yfe/niD96M2vKppW/p31xMMZQ15YIz4xaXcEfxSuhwvEppnUP5fKFZLjEHTPqdr6fKRMRl5ItA2PDn1UunLBrmBv7A6Zt2sny8r32j0rxLA/H611NywNPf9J7Fp+WhWTztn5mVZ+X90/6F2fQ3/g1sB/rGa7BXTq3D0zuVvnFnVA+fzRPtgpDCM+wSoCeOQhZCX8ddlrsY6qphsiWIleNDKZIBwWG852PpO9FD+UcacDSL/SPhnGRCCA6vRVH3DU9UjqNtL2bnaylrpRfK/DljLKwunwMlaMQTVakMfSOA9iBTweuyI+hEGtSftLM2FgOOXJwyWkzMeBZC2VXCjG7F2Hn0b6ssDZeIaL50QgUq0pAGKFRT7QAAIABJREFU/cA4EfMgUw2yLcW/t8sDGp711jHqyO/NUzhv5yrjx03NYA0NOFE/Lgc3gFF4ti0xE5FdpAWJFrokq8+lIQOIMprLt06+j/TZqhGDuGbczp8RrhzfTkH5wiAbpQLMVHP3yGPK+2XFO3YSXJVHZuI/XcYz6Y3IZlf4/1V5FnE2f29aWLES1gIuupbhNuaQ6N+RVbYT6kI/jKi7xjwUxXwWxV8Nd0xCNH+32gnqZOailhbrs2Byf9a9RHm3/LFV3qqOwBrd0xkavBgPuDhpyKkNIla3mx7jRQGYEuuo89LTUyPXU2KsnwZSNA5C5eeQcXgaynivEtQOSsFOoTXkPAdeiXqU72pngXCpyGY16Lj8TLvD6y5xSL/oX8H4ZVQktwxZVQ5Kd5B1CV7IGCIrdGw9cnQplejVBZRb9J41nLQqRRaWt+ZWX6e4WNbuomVBT24qaGkJNE7WbEUeqtM06jgWjPKhfsP5sfnwe4fc4W7Kfn1FrPmgSy5ZN7beNpPOnU70X8Hb9ci34Bt07o2NJ7Ed6Buvwh6k1+EuI2Drm5a/Zlz66PGNxXqjFbVDEUzyqaNk1evEwi8GpV30Gkt51qnWxbdRK7Ld2FPslX+48ubwaCqHk+mZL7RRLwSoT6MORxLznGnVgMKf8NZTFf/W7n8e325NTL0V2Zh3bPP20IpNRxO207Cdc9V4EwMZcdDB/ccMOBTPCKv6JJXD0bZdA8lhOQvBcZ4zWop7uEshG0DhLbMLaWMN5ad2B8/4Y6TYMRzIpmQ5cKvhQtPT8gAaYwTfLYi+bmYxpuJEn6TuJ9mwEkXa2UIGVg9t+6hIUw5abSNMS9bqtQc3Xukr5ECItX2POtEZAwl+idZ3yIiezDAq47YceWfSncXd8rik31vpPytvfsKJ/tZFBxJn8verznOC1d/O9L+34swiijX5bzu2Ar2dTaIZ/gy/OF/GIuX9GXIILWTmC5alfOS/WwtD1nPWK5R2jQ+NhSNclFjjQFdPTJlyXt4IYWJsUvpXhr+yINQgyXyuojDCJP5EJx2qu4Q/VW9AmDvuHRlDBZuQZlNZ8sLiSH2McxGzCgILArzFAhCL0Q7cqZvAH41O9A7zBv1UFjKgpia1tj/wOieML+rSy82f7DGivUTjGnUydu+hsGQqMfxONx+8YzrdmDzVUkeskwD4M1v1lUpf5SUlOsK/6p+o+x1NpqMVd4tzYJ5/zIEue5ytr1rswEwDtpk5D/o32t+vyCefyuu3lTHhG9vHp7DL6fexHegbr8MepNdhtVNb1ouk/4tOdMLTeTuMN/m/rEAwfcxU7iz+wEAdRkxZFzGh4Cl14YHy5Uko85KrLN/CC1N7RnZpnkvl+HGcu3RXDGdjubb4jerf8+j3t8Qu+7srvJZ/zDf1G5CgpOfmgLu1LUOB5Ef6fGkFvY4Bi0zIQOBxn5KoM4oChjnDIFkDt48QbGHMeW7Ha+14CkEqwEcdYTzNnyz/AcOgDB9DUEtI6HuiPVoubLOGW05sp/t1WOVU3zksSIcKJ3iaF1pwUg2FRyfAbxv6IAOsXRnYB/4FWfHT8tTTTvQWzshgT7aRT7TF0fx5n8wYLc9fd54Teos6vhVW/fXqH+Nc0n+y6HXB3zoJIasMydawmDDLbBGmoCqfHJDOocDC+XhsjIh0fLJ2yNBVgrD+DukQ3JpbUKFtfQyftcvt8jh/Rz8HuTkK/Uq1R7FwUHKjndftwr+Um5RM53lzrMC93aaq1da/pB3pyG7ekR5JB8O/4NDz0yxXsIhE9Y5ol5+uLysnED/pk6UUfamzttogs0ucq12uj/F+Ze3AtneiG3ky3rsHNAzpjfR5BjrF8EgJx+eDN4uDDu38q9zuLcYecaBb/YN09AF2kn09a1P6Jp3qinzyLXl8G76pfXwKu3z+DWwH+sYS/IqR4a1o7cyxnNoYZ8UOppkJ4e6dQVfa2tUdYR6deybM7NCJVF6O8hGbt+VJaQfqbbSNW06ervd1ODbL+Vj1ncOJpi0L0FYQ71pAgTvQr+x4baVg4epCCovflfxPjRHZ0NkOzg2g9VlNqzrReTMoRpsB57m8N1NtOC/KIx1JZTByJkNzxbnjQD/KbtIIAela5TGyUUfPS2MtsmfQGYvP02psrNHxKc5UemM07ezPzNtWeLuucJdHCWW1BadBtvpa6Ss0gWX6Q5vQawphJu8rcbc82xrbpnfUGWFX8392V6AHz5lrhZHOTHnM9tgCoHvktZG6mgnjocfv2fx5i6juMgCdbZez+R+NN0vvKq7wc6VOZuJ+pYGUe6G08ysGIYiVJVjHv1KMyjJCZLTOyScltpR3ujueJ+rMvPMdluptVwByeBrqJj1bQC/8WF+8d4G7Pm1gGLfx5Osz10nbukb7xCJYpGI2l7b+RRGonFEfozBzznMCKiP5H5B5U+D16jZHi3XZHeRA0pDLSBfT6U3UYVHhevKDRZ6PgZbd0Gzvgw50l+WB7JW0oYy5znm+nZ+KOVMlXd5izpZol2bXchZpecEZUvXLL0Z3LFgsz87G7+Fq/KcXyV2Vzz+tD1rxv0nG/CZeN57DdqBvbHwxRhzpIWjD4ypcdWZ/WhA4k/ZjPAgl0dDHlGDfNIEY5c13QEt9N4aQlG3qIsiZMrPbmhSpB4yhDUX6jGOjmxwr/5M70Jv2tiiuk3pTnjgOWM/eZ52AwJ5Lh5tkzbUfegp8u/GPOUGxDIQhIPcvbrSp8arhxufBgtlnizGu5YXkF7SjgdWoZUhS1uMSEIYUNBzPdeqe83yGjjwWlb8f58OKp9ory+uYCUJzpZ97SyXIQNYjbB1heI6j/Fa0G+t9Yu1PGvW8tCbqJ8b8V2Om2vBDSPnOnNQArFOLOvPi2t37dTDnY2EkfPJ47jdBOs/lYg/CjBP9CbR2L3/aaOTpAKNl92n+/3XcUf7eYjTsV0v0RltUbAcejBEnw6v4edKTslDM+k+gT62IGd8uDj/9mOerprwdZV5m63u8LLS04jv0F5vf82/P+Ysy6iGX2/FyaCH4rR6pPHHD0wlUUEFA6kmd7Bn9r71AQulfkwUynl7jvWpWvv5V061iX9HHcnDSwervaG4yf+BRLNJvFItIkVXGV1/flDI/y37Usn5XRxjA+d4pRoCG7DJGztJNT3IGXdmTVU7ZD8W1FdvPt5fWaEb5JBhFh5enFfQoO8NOuaGiKac4LMYb5EFLPnmLLrDRxhvaz1345bxtVGwH+sZP4F+fNFuO9JXO89WO+JmJ5l+s4wj/hnBZ1xJOuwGBfdKZ0+OPrYTuOowj/T9GvIMzzk9UCu9YgKI5kkq672AxIg+lUGjnfyN7EF06XtL+znnDWNB8INPDANU4o4cLz6AZm88ZhaJs0rVu17gDwqar4TnPmXN8xIcegnlEveahfoUPDTfsMooXspgb0M5zy8g2Drs924Y/32HuG+JazxNsh+ZhHXoWl0l+kxLGV1y00GMq+IYwd7TuNMCWI/14hw2xXjeiSSqNtOHEhhBDdUIE3T4lpGXSstv2nOdevBF4lrUb0JOnruysPeNYfsPR1ZbzHH8lRmTIM3k5m/9WvLsWso7i6i6ubRj6LFaWv+c8l2mtaaeTTgYDprNj2nkuV9UJajGQsHfM7TE7Omi+NGTD0fVaR1Q6Vp3IcXm7O8f3qn6iqlKSU52e+KLlpXTk71lm/HalJvscvlPSNE9YctcpoONpXObnMeRDLWyXA6oHG1Lt/z3dm+tL57uxlR7amyoDf1b0QcWP2wbIuc35p9PyilxZ/sZyoG5KP2/I/LL5t+Q1+eDvT5QaOephHvb4HMCo89zV3cWRUFae0mADorfWQgO4azMqqPXarLQR6EX+Jlm4nekUZ8czh04U/Z9et+b3kb6UDtqxqF33KTSflmdluv+ijfib8cv6xG6Lv4/tQN/Y+FKMGhiHj2YaxB3HwdxhAF2JT65uXJ/koNLlOnRGFXiDpuP3sFIv/yoDzjMLLjwD45MCX1NB8bI3yB6VsHfsnq908/TrV47HGPLsb+2V39UYFKOk0HZYjOBol4ei6TtezytqzDGVyzzWByKsnYaVom4S1SALPks3fAgizKCubTvPJwi0qRtpWTyMhfPsP/ZYZBu2XC7NuYuMfIphcWsZ4ITxKYRqcLd6WHMBQuP76/l97U8j7dkqb8fwGPP7Yt88rDnlG+iuAxzeSSc6Er9rDL7P1uQneaNMMSPrWScYvcGJPjLf3iGT3oVPy7LIw3aifx9WlH/Peb4yrRBAmh9ubnoenAnfBjmxbDplCoixOCPY4tIiUDgpO8xW8TqnYJPTEeSzYX91Wx4v06xHMk/iUc7DjOzMKrWeftBrkx39i8Y0OY8NcmcQDK3dm57DWsLvP1UDw+i97mbvDD8IWKqy1JdGu7O/AFPqY1aceURoiCmGIisy+iWPWcYeTa+c/JDKfabid6chvaOjo7UW0xnt5RgPnrQvaCe6DtMu5NIaorOMnj2c2TBT47D0Gv0J+2u/e47NgRqDK11UcvZ4psYrc8FSUsm59pYYQkjHt+Of0GfeIM+G8B4+Nuaw9YmNb8V2oG+8EndPhm932N6FUaPo00erz8bXq1zXGpSuxr/7qMV5WM4KloJIsMGLa9mBK0ORL+/jkTgdz+XusgZCXAc7Z/RdhWfGBlAETUdhs4JGU8jByXJjx6fkmwvRm80nsqYWMa1GejJASqmfd4u1kfoiS2KHtr8jlN11GOJ9qBhWXUdvywgTjPKLhYuRkrKKuz9+tSj3HLfr4RsVzxn1+osXrP5pl5le+GLQ9hwYRurWMx1LG1xs3nq0WmlIOvg2Bt7Ki11n3KAzY5vvomMkDGI/02S6bzYAWLzdLa/08Lb076Y3m7+3y7Nv04/u5u/T7VXiqr70VNwV8YfS4AnqACP6fpkAaH9rqrMYrkaMnUnMnEDksuPoy3tNTgcCDBCQJy5VnazmrcyFSFLJOivqdkChwDeDKyWvcZja+g7K7112PA44h/M7xfs5JPlO69/jqPof17+k8/ws/QJFUAuAJCtLGdjjhd4VcoXH8Z2z/fx0dIXSHr2T2nzeRnFlfjqrA5ztX2MbZsqVGd/ipj2eRvlAUnXS74e1MFV9lj4oj2Po2Od0uzoWK9McNtsp3ybPSvROeeqlvzp/V9Hj723fVF+Nu+vjyoaXM7Q+XZ4bz8A8cWdjY+P9GN1FMBtmw8bPld0N2RknWZ1sMUb2R4Qi/v6DWGqcsOh3nEYx8vTk/cXEy18Uf24U9yWa+kbj2FSGYVllzHuZhm9skeVw/BkGBPqj8sP/IPzq4epf6Yej5eYt9OBhjE7VjNFJcygU32XzadR+HeuDKTgLE9zQKfBPgyg3wMYL4Z3w8XNy10uwy3XjbrA2dtJR0yDOf+W1H7GERecCk80s5eMi6zJ6jMaza0kME7Dlevy+NHyq6CpPT+GibGWTa1Np6yvdFFT4ET3Ii78KqBPydtLm97J+2JGV3WcZ3oFGwwtbB1gSbwPWAdOjjQI8/61yj7fP9szlY9dFWP11QEV7Di/Rx34Zn+4Tq7AdsO/Er7SvjTXYO9A3Nn4I+ziUtfj4hLna6GTRX9RcWlxaxZgSOdEbR3JdZ+urwTa7nCiMrgKZIidvHI9edyAAT8eTyS+atd/yMOzAvRqy2R8jM5jUY2qBan9z+PgJmWXbgx3DPfqxtxp+YOdL1I9MYtE6xz30u7yd9P29sZfEyqnNonV2dw48aQa+MpzPOM9L1hJ3JD83nVEj/gulV8HP8S4W/saqNZUoEFWESHBt9ojh1P51fFz2CVWelZ9Pmd2BsnFgl81n8S/pZ9J5vqzl5cFfT72jznO+uw+dXhG9gNZUcXH6QA4Tps8ediIOp9AmTA6nKtcbO36/bbhQTvR2ZfWPSw/52Jwc3k9qhB0rhMtTWzemsNca5Ly8KwWvbgnz+M23QQl2YzvFQeZL3RREcnMF0NLJrDtDm57Qmq3039Uh38WN4UQX62il9vz4TDz+PYiNSbypb6zYUf3JT2htaOy62JDYO9A3Nr4cIzvR9+A/j3eU2UrLk5/EJ0jgLlu1A/1RZ8/LkY17Z6K1H4TSvOpfDXTUBwSNUs+7tsAhQhoRmeiwLCiwiHUnjXaeW/ce1ZFnIQRXIR6ykRt5PcrE5hNPDAgB+k35z3EYruhHL3Cer2TjcR/Gg87z1vsn8w1DebmpJ4yM5CiZ14zuOc7ORvxn8EnZJ4q2MrMz/R0y2zuxy+Yd+BfqQX8CZVGevXlkukxhErFkzui/X5YVi9Ql2ufKQOlhxNtPNNOOBjGSx6gv7ywbvqN7hP9zzCjdyPlzI8ajb0Txp6nKK+utzxi3C/Rgy4xXjrD34/ESUnpsQ487l/5PdMhnoYZxOS9t/AJ+tW/8K4st345fbV8b17B3oP/jGP8O0L81gLz9m38ScmfD3cbFu7+x2MPdgoW3KOFxgSblHaTGljuLk2l9OvELcTusoNfvafP46iDdgXYTC72Tbcz4GFb3m1uDvD2HBYYfRq0RIfKdmz0Fn9IuxTzHSj+8aHNDrjbazhOSUzbc0KH6kjL4dtLTiTfRN5TO1Xerjo5S6CH1LjlX8vuSg+PgzA6c1ncMaxjraG6fn6iD9hKgBpLv2c/5ISKlkGIIMYFBnjcih1E+Lve+ty7LQe7/iTGJXToD46J6qFuYfXxmDAF2tbXa5dMjry7lfn7ehNXfsFvxjbjV8iXtwJA70Pfx7vPoLbJV48ZEexppCyu/QfgL+HS7/XT6PbhyyAAMVWkgDvcCgmRRiSHRBDOG9fHdyH7G4TGeNG0jkAjQX1DnyRvusyRSMXg503U1LU8emsUJ2dyK1Sn+1f2pZ8vh7zNXDdmvxV7X9nckKCNNpNUuYUMdGwQ0RpaGkuZUzDEefcxUtzkeNfLrzX2tHanj8+WVkbVHk2Q0HWK2e1Qafr7GaaZj/IxED0d3uzz89Pt2AnYKVqNaWF26AZ30kwyl5beU56g7JKm3yA+r+Pi0vNk6mWjvRNfo+WdW+yeejr/xHdgO9I0Qwh6kvxVjR1zpOBvjuEs57tJN4XBApBqnJejFmI9Tc3zPPbsLuWqqPSgf75edIF58VJ8880sM2QaUGk4t4axK1jGNAyj8jJzXXeLEfvir+LF+d8pQKQn8C3hYN+sZj6TfNvELtYdDm8pW1pug1yJf+KPxiAYqCnCdr2P8tFcUyPY+Oi+oMXuqPWjDiGtE4/+Yppck7s00nPDARIvhHDkXVgLnOT3zBg5rBUVvVQUxiTRTbkTGkbRdpMnq2ShYoUNIedZymOOz7Uwfg1dmXtgZur30Nj6LWf3wFh6Wyw0VfAyov91mXHbQ1jmKvYP5hLVzcp7DLyZuHXOdI9o8ABKbw1hATsbMoJcO50+G1jAEQXxDr2mK1TEHHoogBq2GBDKBVvwfG59Emxgpvd8foz8vzelxyJ8zrWsZ5nqddSX8BXTPxtWPLA6Ppi7GbdOeVKxJbJF9DTKS/8HyUqoL2exEsLzgpczLjdT4E+uOJcjD0Oabl2FWHrkqv3zaOT6KlZ/3+bYNgDP4lvrc+H1sB/pGwTZ63Ic7d+yM7kbadTuPO1eW9/vbsVuwCPm0olQoyWxLMBlxLH3ETSoKoxCK8KSkpOC6s0lRUGS1ClBUEOZMr4YfpvNgWJ/zGiBxdaiY7LwyFp7EbnhX3YrGlZVEMnZafHef7J18wRyO5Z+7oGtnZFfzrXhY1k8dDyDrH9TZShS4Bnu3r9DbBYu7pP/7z+eF0cPGMVRmCcaRmp5f19YLOVrwR4n9I4zPZ5TdFMJ/AQuE59fmXbseUnYQK18z/NM1nAbIaik+x1CT2vVt8fsXYz7VQVuPYu6UCXf9tcrS9L1Efmlu8YnTbhs5/2z0sVpv8Haby/fe/cZ5nHGee/P/t+qTb3A4r8KcvnEnIy39I+MEbxhDRtfTCsxH5GgnDYJ2ntN8VPhOZTcf3TM9TOgcPD45vblQUTQp4bgv+leS4fNMFiGO2U/5PK2kgDzvKjc7PBDSe3sqdEVNX3/q0eL6lyHP43OtcPLkvclc0V/2gYHPo7dIIrVefjPeKbT1nef8s0ojGyV6iF7/19wN0muHrk2uFXKisZXu7QwwtLEjj6Opx2Byb8wymrX+MPsbhiddLPGgKe8kKWw7453N9n9WUPUopZH6fx6z8shV+eVMP7r7dK0WVjrREb8i027n+cabsB3oGwzfavT4RtxV1rv+3glr8m+2AekMkcaccAjfxZiSLUZlJ7pFL0oFIeY0svMMHejF4EL0suOGsdcyiiSm0JP5Cv0qKRzHCtukPEMJhuDcWRRW7US3U+FOInTYWPadgx+shFkXz/tg7RSs73IzCOFx53l5w5vhc3hY1p93nodi0C1RU2Lv2pvD9ROpALYUHhb76BiKXhPZehIjpjc6/9kWCDmmJaMwRj6XwuN6z3h+rXaaYNRRxu1ETnQwmA0YTqTznIrPHM8Vv8EsOh4ihRT/QvqDtkRzUwhlJ7rhXudprui0KQQ23G4sBRp8W/PAGWw59r3wDP3frj++xuH8i2jN8WfK2dh53ggc5GxT3NzCkY0hUwjVUY4Oc9DFmHG6ONDzxJqQcl0gTHOS5CpBOpR+CZ+VJ6XfqQVuXB8p91lXZJ8rgvmfQhYqCeIOQwoUEm16TJ81Y0r5RNzE6Ai6xF7U5XXmpJpvRVHCP83I7+Oq81z+jsxFMcCGi9DXBfr0RHeS74tDuL69NGeKcU+WEfZfcp5HuTLLMcCY+pgxJ7RKTNt0oqro+ijl9VYJnoO9K6cYMc8Nhz4ueG/yRwu8ArL2fR1+2l56U5pP466d6FuW3dhYi+1A3/gI3jBRPYnepLi6PFav1Lt78l39Tc8e3nzETdmBhcKyZ7CZ8A52F+pK403kCkUsznYW6bSKRr4f6aMRJtl2/NDYGd+lEFgGzfwZ1Lz3Xvlyc00MKRvWjL0gLr/SAa3tQtqR2UJXt8dXHX9WYkZCP71P9jBVXrcn2LztPlCO1MR3yaSjAY0krZ5SWRzjSB1PUta4mX0RiPWMC9b7qXF8tpGkEEJMrtOcnLXxYKRE4QSAz1TH3JbyLpV4bwi2nEtOJlQaxxubW9YOIO1Sj4MjMi1kcsfzasXqDKI1bJmu/mgewQYEgz04LVzSWDRXxQFZP4PZWoWRfnD9+5bPw1tMcjfPI/LaDA+flm+vltdV+V1+c34Ud+2YGV2ktHEOq/WfXvuOZdUsuqlXokfPaaPVi87/qpB06EX//Xf84jP4iyaNyNOA+TmmeLyOfMysTnpIP4QSXs2X1gK3fq45W+JZnf/P6HaGEJfcG85PLvdWmnpXfY+djv6YvXCtVM1dqr32Lsug0zx7Q+jyMbYla5tJnexfJ9GdLyfp9YtvTj5r05Nzux2G62H93y5/KuWczlDsMWj9rm1+onHRz4PQwTJRdEA3E5xox7oN2ePlVLcQ/PCpgzvQJTx7Ez1h47NoKx6D4jwUP+xirB6ferZyT165Q/+448SrMXlpPc7I+BsbGza2A32DYRsq7sObjUL/+qSqnSK2s+RKOVlxe8IZOXZC0A70Irxbvyg8o+GFyftCgCfjDTnoAx2BS/8qjaReln8wL8BjqMpJYRMfivhkqBIJYpYOx3mURI6EWSk6ynfdCW87rGyk8m8UKmvXlgMlGkIIKZLrH9pdI9XWRomJdRRTSFCx5ZtjjiPf4qH3fsOGLquU2w97JLyp4/ZEdJ6Too8BSnsTyXGUXni8N1bjtwyiyuDT8qZ6dGIep2IunZjH7jLo8fFHGxlS+all0jB65N1lddd73vPh9ktpTLMMHFwmYLsgRa5rEREPRnjJOvgs8PQL1sYSxk2s35c2MTA8lmKgNkV/VB2nnOgts1ZNtzRhetaM1kz1I7BkkLdCfqv8jfjXZVqJ3u4dKe+2ym6k/ke/uT6SxsY5vKWfpjzZSNVkCpZ84SycC8Ef3VH9IQdPNN6ho/y///4Dpw44upU8EUAuSwbPiQcBPnGnO5/H6TMu4kNabK6WSPBvzmPKu8+Z/lWFAOk8r0kM9kGgY6KIWkmHG+nrSeRJJW/Jn1g/pCMLOYorxRDV56e/E/JKQ9dpLYNsipLFPdy6GNv9KuV9Oww6iF2HuRhbWs4vX5pt95kWJE05NhyBxLe8SYag6xDKJ5s83lg+Sc/znOi5jxNvrDxyErQjPQF9lmqzP8EJHSqYnntK/oruWbPacqCTzkpWpEo9QbFw/pndz+W+pkCzRr79GoyMd559lrBqQei3fi5K5v+qLP4WbJ1g403YDvSNgm8fXEPQk+/b8vQ2fhD/+uQ0piDxOpwtr54BU/EjDTYyTZKR5S+K0ikUpQANBximGEoSF+Cro7o+LwK/9I7y3Jh+HKu0Kj3gxlNe8OfIGNfNWrsYTEc6GVAc5lT4VMqYBcdFFiU5MRaFAEcxHjclHzwRO33hAFPvPT31JKQCWx12vTjn3xNePEw+Bs+JzgPN0ePGG9+Bzkijl5U+4Q16eaIwVuVaz9ChrfJifDQd+rw1v9Nu/BhiHUOjtg9qg0zJdHb2HobrMQf6kUhZVlSSRQe1MIgxPo50iU59Z6WLdVLrIsbqRJfx2XILDJIrzHSSKaNVokJnYx+zZzE+cWxKIegazsGyMT9f43MTsiIlOZkSlQEbKi0CzqD/Qd+6Vf9vXnQZwrjc9An86zItYXTXTq9OrbbYctCu2Nn8ZP29xeG8Ep/ORzHkPpDWfE5p4o75L5Txn+SNsvs8pZD+kw5ucWJPzEJbilUmQvkp/xQHNvKctK5XueRO9ErO4ANQZJMEiYpC4kcIi/igD3JmK8/1nT5eHrVOYhc0KQglxhWpw7XGgNaCn2TcHGpjTdmTXUsse/59wonuy47ETy9+L4ExPn5jJLyOq3MRW+ya9YyWA/34yfMR9P3Iuwzvc0X/kG9EAM0cvy3hAwwzte9GEad8fgEZsK5SRRqOAAAgAElEQVQxhTK8wJgn9JDqIOfHnSsHKpWX8wkJr+6scbgFnvfofiLKd6CTPY0WX7MKg7kFeEnw3LNvBSpi0omFE/0LsHrn+JlFyT05+VvQWmDwzfhEfnrt5tfKeGMM24G+EUL4jQHAMz7+Qt42noFlROwZH1cIff7xrWTEEIaVopBka0AUvyEUfwaFJ+OGe3RUqgI6EUjwL1d4AueFEQrADzqUgSe8hnjmDkpFP5HlI8RY3fyHgpVZpeXAgi18VsohxzPTtsqo5DHTEQYYz/BDZZ9iyo7wovGNOW1SgLidsBehnY312R5Pn4PlRD9T+aXZlnrtO9BDCMpogQp9scdOLFpxHe01gntbeGXkYvmlvkFOddlPaj4NJzrQRqOWYL44rOlI2lhf1V0Fgmf8rc9p7jDybALGYMpvIie6nVbZlR9CiFgQzMldGUrFOJPHeTHfYP1zbjL9MvjmfDnDaZTx3fGk39Y95/lpfNB5LvEt8uzb+JHYTnQOb0eK5zyXTvPRRcqr2sUnnOgba4ALulxPwywm6ofPUXxop8VudY4sT7lTJx1O9P8SONClYIzO8uKEh+cGT8KtzuQxS3ep8cBhLCZaJWeUSNV57upfEiAvqQlfhAsxqnwdMbOOBnT4jtEsU5VKgr7e0i8hvmSKlWtj2GD8WouFjMjW2HiXE91Se60wg/7QjQ+DO8+5/oXv1QYJuqRPv+GQ0lGv1LzZ079U+JoG2YeKfiDo0gkXtDg24phItLGxKp1C6BswVqQQ6qLbwPUfteBN9Rupe7EBpD5vqSHiQclfnte4XSbblUQeOKrtSn0DXZQ3Gze9MbHYvGq22rrV+zAr452xz56VJb9VJvzFBaEbG2/BdqD/4/iV1VYzk+ITeZtNY7WB6MpKuyewciXvCO7M64xRcQooNBvCc0qJOWRp12EKqfrWBY+WDSSxC/02gTO6+l5gV6JF7NB4An1fLoISVZWrwB1O1ZKknCKqNDP9lC1ERK8uINAGKGWUIsFbpGcqKCLfUYQfq23KKznaSOFK5dgxxgOAp0d5hPeCgdnuldSNU1Zh/VgVAvLvlaR8jsYI9xXcJq67T/A27uS0Ip9Lk2CbB8+WfzLj1vLT76K4bqXs9LoJQN/CPgkGBelAN43XeB14/rhBAwwUgn63jec0Kr9BWcaZ0dhoCOOlMxpS7ELL6dpGBqumDOe5Z9xLggL653MdkEHMHCHJgTeRu3tR+Yn1dhifdND+C/LsCP1v01ksjJabdbTkSNyRBRg9o+OZcj4TZzZNb8HJbPpWGX3bAowZ/lf0m/58GULrmxoteXcaPScRyy85vKMY/Os8mP77L/wHjnPTwY1yCPCfaio1bODzXkSBgGgTfXTWBu5ECjAXFx7guVSDyvpqIpuCmpmVbJV54vmQuathtFMaF2caclCE91a9odPOZBL5oteCP5BVIsRg65Z77Zf5/QwnetMZp99ryPYkr219p7seNfTfW1Djh69+GemtHSsltT55P8B7h/Ekfm30W1Fta/aSZn8MNtNOQIn6YTLqWOphPoMwfGh7Vh0v9GLns1VnywUTFFUwOdKB3S3UUwJI10SHvVg/UNY1ybRwM0uqxMq1xVLZzY510KruD0DakJ6Qq0ac6LMy0FV5dpbelXL6Bb1otTx+t7/lF8p8o4/tQN/4aViGpo0Db9zN9GmsFoxWoPggQjWAhFBtPUMco8MH+HU5R6+Qk79iTCkOo+R7RECoZ2UstQfK32SZHuRTaO5yMawNpgFJWy/Ue3ZcWU9phMiHESun2uO3wedtAMWy2uPayo5rpI5hwHBENMaK0Ion+S2NSAnd8J4YRHaN9C1F27Bt5ue+Ecx+0EHpr4rV47V/YQAGDlPY99tirdeq8bMFD2CI5HZDg57rnRRjjTT+Wn0SxjM8hrOYNRIec17rUrWTUJ+P2lXKOApO9Dr+QXmR0QkjYj66jT6J62qAoHoTtnvWH62dpt28obEG6PWMpniyieVkKGALHuQ3ABXl4LSuNu1uODfB12DE0LPltwpPnn2b8/MuflpO9JlxwN+x9Sxmdwu1wo/qOijr/At967E8uvO+jSl5F/NA1848gAuJQ8RPsWj+lMO8MadFmscGy/M4IUeLA+REmkKsTpwQQnGcyymO5EhU7RS3UjZCZ42qFGcSLfpR4PXOTkkT6R0CFGcKneeWYAYrBJJwTmF+2qVp6wpWMHMVxA1A+dTWb+r7/4wvHhEilv0DaPPajJl/aY7Sb3gabTpaz3PijjLpbjJST4bIaZkuhESn6aWqr6g2Rt3IVbhEOM+2YPKN+l8yu5upz4h8WRs1+FyaeL9lCSVx34e9sF9ZdFQ2bGJBl41VBoXXeiJZyXugzRDG3EP/9WSxBGnQfct5juwzZXDMtnQVb5Ove/gWeXZjY+Pd2A70jZ/FNxkb/SO810641kq8N5fLkzjTXu4TiLIhpRhtqiWg+q64ezKiZcQkmZWWXr6Y/pFsBdJ8lBWZhgLktPKSt1PleWgOYcgZ7TjR601i10k+w3fSiU70O8wWNY99EL0PymYr+CW7TlZeeREoq0N+rt+zsSSGeioC263BqVkrsofZVfzKHbhkKJVxeF7KYu10BOb3yYyjadEzy4DErXgjLTwSEWMlOXM4CoetNpoBv45SX05yiDWkfeR3DH+SfAiFR4gu4vGM2XbOWPLLneWVb3PXQwjFeR4pTOS00Hjj14tnNFKMlgzQ2FDMJbS4oBh1ZRoWvdnxDsaZlPc8wEkcFjlypA/1LdF/0NDd5xT5yLwkHpEdvVgfHj/BSyPBW2vi0WP6CBw716vQOoLvzXLbW+TZtxms7uZndrd4r7ye4LeV3mxdzjrRWzR/STf6VD6qQ2XemD8ty6o8eo4MDJv58hwnRQ2D02+K4FX9w0BN0JFCLQnOdHIYJEXEuzIIVwSJEyl25bPDivrIBbSodQmWfqqyVyEcjUrhZcwcWlKODHWfZmWspsE+A0PFZPEjUq/saxmHyWCWbMy25cv3AlZ5Le5WQv1Uz6SMx05TYqiMtfo+0loxRHjO617aFKclytWc9vpIUnxo3cG8ZKjdJbG2QZeVZEv/EsmaznP6RYcsJ4NkI3tocsxu3fypfnyETmVssPWJYLa/3tyL6ZXOzTSlkv6kyCEd52UBghlYXTjvh1IOeAJined0x42i8rrzsWy/g+wlSjfGUJZ23zj1v+3krZ7M9ml94G4nem8B7cbGxjpsB/rGT+KbjI0trJxwLePYdqIfeGN7Se5NCLbzHAO3DAGN9mTl29Syo1LkiiFkps0KB6zJ30hdgN2lG9rT0j3nea+8mKNTGsxsPg8HfC7FCUNM1mun7DzDhIMsAk+xrUaJ4mQOYB4DQ1sM+K0yI9lOcbnsKn7hqLficCKFshoHZB7JcEHXVSmWeW4pJ6GWQ2qVm2C+lb+QxyDhRC95CiGQ87waDGIOXhqZ5h1+c/RCtwam8pAWm77Nhjc+XbFeXRO3R1sRhjgoU7MOiiG23uPiluZYNDy3AuOi0WK6R5nCWHAXKI+h7oTwkos4Zkfi2DI+AG1h3B7JCfUBMp/TuJArsPJDHMTYX8zVA7dADkf7rBllDpYs8gb55AyelGc/bSyTeIofT6ZvLWqwyutp5zk9axkBVzrRR2ht3eg6yo679YTtaxYm1MFeyFMxxiKjVucYzOvp+AyJdp5z+mV29XgoaXK5kPy38vEMcGFCJL0CHH1lt30Jn7LMCOkhDylUecrSx8w8gqeOihiFVaGo4jH0WKYpZgdUSVfwg850ih+D2PEJFUJhCz3hTCJlqjjRB5xNMj+nlK0+LHnXuqYTC3oqs+1s0vdnh7oE9TI+byTVtA4eDF7zPy3nua13Jc1PEpfeXIE2ltxWjk/mIY2W/uXzx3k6CJLznXQgCerrI0200jU5Ad758/JNbuqGVTFTzm5PXijFwxpU1lMUJytlDGp/Uu5hrxfjKKQqJySefoI5pYzTjXkCIuau3dZ9G2zV4ewe+eVtznPC22W2u3STt+k7Gxu/ju1A/8fx1ETzCWPMJzGa3xG+VxxL2Qvf2vkxytOV9K+Gb2GFAXp2ZePVb+q08q8MozZD/HYyfQ+lHNABLBKQiizpvORcqkqpoRg4DjLlaDHKoKitnoOLaIl7SafEcRVeKC900vUcZ0C8OJnz8257j5XAiM2mtVOjB1kfUArKUMIcxtIoR2kLhaEEZ0Uo27/iyuXT+yWmvCO8q1N/LHzbERuysbVlKDEzdgnS/loXBNBToy6ttiztOeI61sCCA9tyd2U2JsNBbcWtMnMYh3Yr7Z0WDcnv7DcrsW+GpOnNA9ugBj92XxhtVDjZv1rcSesiXffaLe/fKeGFYopxMrLg4GqvWS19zspTPczM/5/AqOOy9dzbST9KfyZ87/1q+ezJ+jqjM4zsRLeu70KLn0/t0mmF75Xnt/X3mfYw8vxt+ncX1nRoZQHlOUPUIWmnl32z3GJw9B2nPIXucjjzUjmqWY9JnP/spgv1K71C9oP52l3M7OfwSCGF6owOITvFKXWdBy4jRMo80KRgIM+W4Ec68pQrxRYLH0JdzEA7fVM9Day8FzyC/sWdU3TPlR4lJSuZ22a3Mm3rM/Ka/hSFRJ8vaqVDYYkf0JmlE9fqAoZq4/Hjp23J7/AMFg+XxZxDY5PjQFdRGwtPQ12M4kGu29T6V4vP/lgqZSZfD0O+G0gUIpkBFeei7EZ0YVajTNkXn4NwYwXI3+DJWYoWluFsfIOiq4dheuIIfis8jYbGGGP0YnhtdLYWRH8+O9+vCi/RWyh5FZ/Wn56W767a9z8tj87iaXnz28pn4xlsB/rGxsbPYuVEKw1pp1aGTgCdwkUlkH7kRWmhY7ynsaBBqRhw2HN/XTHLSxBlJw1VRYcazCXVh/dapmMxh7s3ZDxBi769XA0pnhKoCR1GH7TN9CxwIbCt56Keav2F6UaBSrHZpsHxSiWMzmVpoKg7Sdq8JNgJg7vgusIqtC/tPM9MBCoi6VxM+bk86lYbPmiBAOOBDDmhNpcSL7+r9hHeHr12ot5nhmj3UMKCxHqnNpGteapvMeo17feI/lhntf2lbFQtba4U/STnse8Gbxm63gw5HLB32ETgmoyk/lCT+3NOIEGb7nOjmZB9VEEYBenUADO0lVdpvVQzZif+TdjKdQWO5St2F1tAI/Pbd5+EwPmdxaq8eeX0C233F/Lwbej2u8h+BggOBh4iCO2h+I5IZqoODU9aqIvQrKTPOHg0W/pdqvMbJsBkykP2S/Jj6vSK5CgpyxtyUQyGPjvYj+p4liut6IVABr/rjPGAv6Nq4Ohh5A+m+iJ/wyewij4GMTX9iJ95ZjyVnezSyQ7yEN9ZLA6oFwLZgBptlGOmm3hdoMO1VkkNp/WjIIvPewhp11OM6oK3wPQKlAl1fIvfAWSade4mfaoQptzWNg3pOZlhur7Sg1RUu/yYPghNQzQyJscmeFdyAbK4zpfJkJGllXKN3b8TPJO2ANSrp9Hl+4fma2y68BvlSy+e6F5v0tZXw5L575Tdt1y4sbGxEtuBvrHxD+MbDI4zuDsvH9l5FFH0HnEKnUNLxXbzCZGk4QWVWLXrkBPn9BjmcluMJcnYta6SEOvL8ZvkFPe//2xD0oiFhOJZwZLQsptOfYM/gwfmRG/RMVhUuxwsI4RwoDeNGU17DRkkpcHGP3rXbFumI728Lfd8RXhk4Q8+rJ3o1XCAhi3UcGt1oKHN3uWtqRvpIY/FeW5AtT0qbGG9IYOXFV/BayD+K0lufJ0LNxEQDduBPm9E6H9fzqD3I1NgezoiY38E+3AeLwOO19z400nRD5iAIW8OiHmsZZZJ0eicxzxnQR2tWaIOxF+FbaRp97/VTvRvK285z64+6WmWl9EFod+iI3xbeyCs3iH2CbTb86L2w31aE0iBJoCyoIyc6HLBZv4PEzG1rtjgYUSenw0gZMvimHZOn1EOdJqD6RcdfxjH4t9ZjMjHs+zKrr7nmiO6z/JHQN6OiMLRBASsZymw3fdMvoA8FPpBTP+oJ+X41YkeWJwqo9ZvVBMTTIMUugbqNqNgqjDKw5QeCGlVP8FImSvKxx/xywUgzRctPqjnExz1FlnbMBdVpvq+8s1ph+D3IYxb+BQCaaI0ZX5ZMlhbxj3mK4TgkalBc3irOcp0oyhfil0E01CISH6GMWJz6BOxUxZzv6zL0/PPv+Q8H4Eojjpkxdxmsr2JpqsrZf+AvnMVT9trNzY2NlZhO9A3Nv5x/IoT/ek8PCGc4cr7+1znGdnpHBuKGir09Rjz8tZwYPrGcqXBXilOQasYmtBAbEVDEwgpu6OOQIqSkp2fojdHYRCglMGs4bVdpgRlY9mIE300A3grDTbKYJeyT8xXtvu74PGI9JjbN/8uqfeNUrUzGZ8XNvGI9gDP+bN6b+1Ex/JAgxA3HsUUa3UY5eGXQA4P/+LbiG9KuxGFWoyhFCYVIydupMFyavHSRKM+ucGvby9RCzVyAtqBnp+P8Afo22t+S6FOQTiI6blbF7GOD3mXmCyR3MvVWG6n7rzB+us50fNNTPVI2mLqdNoephwj7kBDqrEOmY1crMI21ozhzm8AfssudEKL1yfyIBetfXMb/mbefx3FrTTbpK3xf5iMbg9SDHeP1IX3NcxQon2WuACoA8jjY4SQJZ3WRMg8uQmcyC3djo3JRj86/N79AijyCGQw4Xws84H6JNLAtIQztcoTJH8feUopz/5UZkg/1rquVZAC/mSSWZ7Cg+5r2nqHPG+gsnjn5iLQs8RfST/JcDDukW5SWEoh/BdD+ON8WToPZZ59EiATjSFWXhpObNSTEtaXKD0PbO6GNLgzd2Cewv4h02jpFNYLQ60vYTErUMDSeS4/CWYwNYyGKjYPS78OsrzvnFd/Z75mfT7oa6w360QTNcxfLZulDeU7seXBjY2NO7Ed6Bv/BLpOjS8xuJ3F3d+ckXhqJ9Fd9XZF+BrdTWLt/jHptdJyE7EeeKFz4CzFJynNI4/CAUYr1quNg7+HG2DaOLpJpdf1xFk50LFb3lSIKxaQu2FNPlR+qoHnSBuU5sKOYeySYIY2OCqSDCWQJ9mWZBOkFc7IY2HJSFo6q+kZ3VdbABihopGPFA6jDDIvVunLXQ+cL2kcAiMK8gLhE5Y1s8Nx84m85/mgMjjS1cYPvgCClVsQD8UDu1VVauW9IK6Nv4HlJogyNGxYPLLHn+gyx7O5o0rN0QYMtDhWMMNtZtw1IDSNz+dxwaaVw89SWJ0BL/3WuE/9MPG2kgQ57IfisvmwlcW8Ay7GWOcb2cDPYhWdRRiRUVbLS1e+gf0EVnxDWjp/R2XBMzLjneWjZCHHwXWFn1YaV3UjK77F70yaI2mMvG/xPsrDmW/Or8bbvmG6Glfn31nEmL3wEcrWTDT5r5DeTOIys4aOkohHcMz1HIj0pEx/4ESmECnUz6QUnjvOc6KtnO9OnMK7ZOpQBgLTPQTzhhTcEWSlfJMYLU7Dktkrg+BHtgQgQz+uMlYM9fYoJqmPyfHQyAqkhVVX9SDbgU7XyCprH/+F0Fp0PQK5uNXSm0hPMnXhYOhbUBGsTph+l9Mq9P32Lxi2HxtXbiAlR3oalxnYVlWkLE23Vn1Y/ao0YP2Opd2a95geG6BM81vxa8GiPjkDdV53ZoRu823Hl9Hn58OZ/iPHKKt+rPGcVdJAGtYz+puTH5/WR67KI634s/qBRW/+JJFn5au3f47pyfoeSf8qft1ftDGG7UDf2PhHsAf9+zFj6JrfKaUF4fF4VnypyKViJLDJWApiXVUu3ZFsV3ZsfCvc47lspY1MaWQ2GbRceJArw53kjlX3KcRR2awYIrgxhRl8rEQTGooM7pklh+5TdoKD8UMY17ptj3NZSFB8d+cDGmrAOsWc5yIBy5FOeSkLL2i3KX0v0dlJis7rqvwLnspjYSLJPFF6R5XkMjO23yKNlIJIU2YmBfkd9zOoiwdEa1C3FK7WOe5ykN9w57DbBmsT2G5DCPgtQqSvjKPS4ASvaYzA+mG/aAxkxM6hO0J6RaQinh1r16HZnFLdUUbfNMU+TfUlT3gIIdT+YDqtE7+WRjSTJ/2wLChwnGtsB9TxMD9jOQkwoAR24oIDPn3BWDlSn80Joo+nv+n3r8Pabf6JI9HfZKgaxSrnsUfHdhqdOxngrvIdOQlh99/PoIzW9I/hNCJI/zeKIUwfyRpK2QFIHnQIwRgovyDnnmoOTGPhz0G0ZIuIWdtEOVvLrJUcLZyNhdYhVmvnUxTx+MRp8AvyRn1EaXC5dAaH+GqXi0xfA3c058o5FAgtt5QQ1THIUs3ZN3OAAjI6z/G49hCZj3oW3GFu6WF8J7qSpyG7WpzLOU+0Q/+IR10r5bKOWdcuu9ALCZDRLQc66EiKp1o6tZ0YiysoHuO/6ArIRQ3n4sp0IcTflk5Q2gvq5/RZskAtTO669+dLn5/8LtsaErMLONGsuTbVEwRC6Qc1L/WZdZJAHxfF569GPTmh6hxYhi0xgussvBQv70R/AG+Wf8/w5p2usUoWfKq87jrpa2Nj48B2oG9sbGxMQK5oPGsUHDpuVMk/nkDk0ZDhk3ELClri11Zq2uSUzHdER+uhHY2Cmb/yLxkH0IATQz5ursGlXPkaWkpeNiA0nD9GCsCzJi5JRHhhGvmKhSPUfMF9CryOIlPYxpzo8jqr1bbhxlK2nbzKZ9h6yvF9Ce4jPzKQDFMpGyS4rVDuAu870Al8h3sucaMhyPjYNVoZvqKj8DICxyM9g9t6BCX20UBmYeFE50YW1SqSdUmGMn5/DAVHPyt1GG3lvtQz3SEtZmjD+k2wWOE6WH+yAkQjIN1/yIl+Vc8tfbkQEu0gwGO6BONprQn6t/azdqUMMH4MLgEXUZWd5/SHzvOzlrhu9Pvr88yO6G/Hynzq42V92rNGrd632VtoOYpHIRdPzvLwNFryreTfO1Wpt/Nk1c7q0bLrpT/a9n4FX7HgJ8KvJ08bUcyWQ3NE3oEeYyhz0JDkLIlKL6wXr1xLraHSLW+NRcxMFk3g/FVeYJ4mX8RssO46zw1+U+KnkxX9sP473X6EU/6QBR0BrVv3qC8lVRYkZ2rq2dFJ/i+ZCJGSZVnCxqybVRl9FCgfe4uY0YleOMfmaMryORgtJgCZnZzjieUhL5AAJ3ptTzVNJr9Dgk0djPgIYn6PxffMeUdHuqrDDmblxl549R4eiO5m7T1QhxXUqANpynLM+n/M/b/jSOfzb12MYC5CZ+3QSHsQetx9Tof6BNCUxZzoJQALHWRZuMNlwr9zdfEEPDkwhM/IEiPyYkue7e1kv5qnsw5tL92RBaDbib6xcQ+2A31j4x/B2Ul4o+JKWUkh7bwTfTjFHkP2PTrPvfx2DU4QtJW2tfug/EamoehjBoUDdoIfM1ekOCJPTv7BTBzsb5zbbUWqUOw+Oyqj4Thn2jrsQNffNRxTWFGZTungNWWe1XF9Z9s8U9bB6BICb/e0ap9285OBh8gwhTTBpVB6RHqHgUY7z48y4/wwekjDM4kt0A1tB3TLv4v5CNXQJB2QYBDsGVkYdcdwU3aek6nN+CQBMn/UK74TxjdRzpVU0pkeht2rmr3BGghUhBcbgET/t043seaYSJbLdNzJD6En/KdZH73KSiHKcOAwZ8UfYwmvDI7FyB8CO5EEIevySh26E8Rg9Dc6oW7CHXkdkokaaT/lnD7rPH8TPAfqyOJQy+go661Xj633d5RZz6A42vZ+AXfvtLoOY/EtDs6RPw0qrCJXTjw6biP8a6AKoD5NxuDIPANymkGfjlgvycu5qCmvgOCLj+UikfLyiFwXPVr5FHlivFIeZH0MtB+vTJEe8g8yvk5Ba1VQgjm60ENSKOUSoTpQgq43XN5Gfmjhagk3IWpYak3RxVoOdFV2Ssqq90IGL/nPYl8JEuE0o8gj8+SAjjP+ayaO3xihrWGZR02L63wsmyEUz7uV4QlcnV4EXykLrqRxFq2JZFaE00awnWJYaW846owvaPboHXPaEfdo+7xek6hPu97HoUeSF+tQC2A50bX61C4DtFNAT381Ws5zun9SlnirjE34hDw7GmZjY2Me24H+j2P1iqhV4SV+dQI4u2Jv9a6fWfxqfbwWltIsnQx0aURXNdw0CrUPjrJay4jZiNEmB3zWK6SOfhBNInIQfGdlUhw5xxhy9JYmv2b+LZUQEpFsGTRZXGaEQZNXdZOi4zzKuo6R02MZJWdoDRONXfqpsHUo1S3n+XR/740pKQ05qlIOy9tHbRf2johabuXYdloUQoYikUoxHah8Qn1g9tpsC8W5HULe9ko6yQYhnZEF2YRDClSLaTC08V3ModIoJRFZnLr7MARybtZ2hQENQ1nm3xjdmqjd3QvZrwGfuO7txaDqEnWMevCak2wZrEcIyGgTuYzi+tRUPtium3zE+ue24R6N+WRXYPU3qVfi09/DW+HAviLfrjbaeY7GGVg7639Vhj7jRF+N2Z3lvfd3t6k3GZpb9UXPPRrWSQRmuB6Ts1DzqxUA5BfymsegZVVLGZH5FbLA4Sij8A495ei2538mb3Kx3oQ+OtxRepANQZdLYFr+66Mnn/ALFrrTpmrZW5I4D2NScEUV0pz0AoKqgwWlb/F7WPybUhZ/9SKckTGu6l54jQ50yIzVRhFRvDWab2rcc76cB5b+FZz5n8qZfbJLkEPdwBONqfFKfd9I0VaqxkYet75cx704H4ztRCY9DKMYhFJlryxCzs95y6edzsHsokxPi5AXQf/4Dew3lPrswN34EBin9fW1EV9qiN3P7An+ZmfXK9zSQgqLaEp6OFEJn0m8o0CvlrGu0nsbP59K34t31RdwVb5cdTLUKD8jMunI+7vk6E/K6xvvxd+nGdjY2DjwaSFgo4/HFoJ0g9mKzt0taJnYUJxmqSoN5LSl/4rCAYaEUPTVUJ1WlgBZrgIQWsV9poy8w6wsHZcAACAASURBVN9QZDCIJFwZTpU6osVWOuSw5O2rQYDKm8qZ0dJGkVtQeA4l3YT1H0SdFZ6DNt6kSg+IQ1zvRIVPjLnr01T1Z/z2kk3QfooDPPA2gX8YvrQjsQAD+7fJFzrPXzz9saZlvpf9dSQz10dT6Qsv12KBjcsRjqlIh42vZ0Cje4K7jsGA/gJPNhlXNqL4BRozbevF7bCHpxX7UXmmFe7Ncu9K3mTdxBjZnxXmbljfj58xnq1YLLHxTB9AR9yb+1yFw2PC+bjR1tTkWOez7neJ+xO+esB0jiok2XGakzLAm+D9R+NgMp6lwJB+wHUvFpIWIJS5O1bSIyjxYdxo6mparm/qXVY9svBch2A6BzpymYDUli+wj405zqvuE1B2buXrIiRbkv/qyGehmvoXy69qKFwfEOrFeH+YwpPzkF7kXbILOpVcB2FRkOHRDlLJ63E8ibZT9DPSsxynuXSefwO6bM7Ob0tllti8ojE1BOxONxb8Q3WKcizdfwO+Qxba8LDrb+NT2DvQNzY+iLtXTm2sx2N11dcSQjnOqxfp4RMj2kghL40O9E2v8tiyMkleYseqRLGT41+XuwlaBDqY3zvLY+NO1PpN9wkSIZSMHse/yzGFytpIm36Kgh2q8/whoTTRvykEOjswFsucERoMNiGAIUFksJjxWHnmsmgYZls7MdZgEXWjfugo91Lr0TjCm4rA4qsYtlC5p90T6JCtRwdyx3Fud+yu0j5oCiORk5c3IoX2zgf9OQm3sAHnWxwbow3Hc2Usn7zg8aPKH2vweo/Qa1aqMf4Yn0d257bL0uaSt/eR2vgW3C2DzByr3ZorZr+J/Smc2VF+hkYr3qd0gBmjZy+PW485j95O/VVpWOk9VW/jvawzWrPXg7zHQEL2QJQBThWL+uSnmjTqOH0464KXCahJXQzEwb4fac827byPMrBdg0xmCaEe5007wZG3JHQ187LeJbkwQoe01Ev6LAzJtWUHL+lPTKZr6JuZZ8yD+iaymv84hRRCSP/hooV0m3xsFm+i05aMhib0A5T/mU7G9ADhOMwlzIr1VhHgfo0OO1PZWR6pWSWWfDneOwR+coQoO29hGo7ZqNsVDkQ86qNB0qVgKf/zDjFsCl15XjbwHmRfPQVr7BfIjI/M98fQeJ6v2SIYxRvlWAtXF4NuvBu7zjY+ib0DfWPjQ+itKN34HZyu1240yyLwZiT9m+jH3uWAOyAYmsLxEbsYILzy92j06stkdCCeokGZT9noRNeDfCCtkByFwKBBaadqrKG6uH3nueSjsENlQDVX9qGXcjCd53LHhjBKSWOBWaRo5FiQLRt3G3Kg/NiOA8d4ojjj7QF3Pcid5UgriTbEToxITn3R75fNd01uhSFxHPMtbuj70GRog38RNpvaKX/GAlPbE/0m3g01wzL1LnVBQBhsHcN7q26+qyl+BLPGMSn3/LLB6qzhUO7c+RS2sfHzuKtczZ2KGY+fWrEwok8LBTrutA3o5DqRZv+9pRhM0m4xtqS6XAWmhlByHOxEZ/pYljXEKTIhGFnEdkcVkOPQBvZohZf9wmGd9x8jjlsUUkbmsusQqgrF6Vj5CSJLpPZhmZ+SJeegigv4lzvK+e78KusWnSBAmZWgsg74iVNMJcnX60ejG8c33cDLDz/RC6RwI8/lAdO55J9oo8417681EV6Xlcdvlnu/hXW+jAT7HbdHKNtL1EuChpHYz+14ixxL2PLsb2PX2cansXegb/yTWD3R93bWPD3Yf/tOkae+ZXI2vfu/s8msAh0pOHV9HNbK5NMwytBkz93FhrGcFeIeg45TJxk3uLj7WFCfzjmDzLox0sMjCNsE+Tecka0UgrUJXe3nkPVZdtcc/KrxyGlAstzqjgKBOxfyQ9YOxT7lJOXyfNtYICHLTu+8dZzoszz7t8ZLqRhfTL/FTuI7E8ouGPaLcatxR8xaIQT9PUeiIZ30uFBeGgxqVL/erqGz86gTTe4sb8WWrUm/T0GZPVZmVzdwY9d/YOOdNMSVXSzI3wSPI9Wnh80yUJrhy+4cOU6rwR1Ll/IBgTpjVa/+zmB25+43fwPb4t3KH76b/R6sRIv+N2CE30+2h5kTB86gtdtqlUw+y8/K8Cu/GXlmJ/rVkx1mx6Or45eKqf0GSxFN4cSTUvRTPQUxAcrY+SzoNMWTC04Skx5/0KslvVd8VL8LjsM8ldch1LbI9CM8HauHBBKqkKXxFnfmGkQkSZ4VkI1n+l/Cf0AIq99EjyHmXzdx0ruKRxkXuMi8gMA60/0au1iVWkzBSnUl/pykrcJ36AiEju7qqcsWqQsdZERHvApLb6Id5rhT/FDTY9XRgtY9bJ6rHB+Fjm/rVCkcJ9IJXZfqzGtep9Er0ftkm5FRxD6h7jy665tIxbZ0oDz2pTwpxM4H3c3RrCePpJQbFv09Jy9/QjbvLyjHO23/mZVnWmGvyrNnyu+qnP42/4TESP3MnKT11pPQNr4L24G+sbHxUfwLk5c8TpmeuXhrkTSc5yo3hmaekoxxQrjvlNuhlFYn9eE7jzXagIObfpN8FqqRSJq9SEFu8wfGiG62LcNW23WnnOiNRQPSKNjdeX6nE90AHIgnbGeVCckShme7WdBx/Jh+pw1+j6UsDSxgyItkcGGcZuMdsMxtftLoV08GSPURMx54NuO3Dm0rUbvdmHmnotPJGs5znj4a6IiHakwpu//BOK1bxSxg3ESjXgp8HErVwJhgh0VpY2RgRG4G+20Z8qycPGtH6uKbneiIT+ThjJPxKQzJdwZm2gP3h7gS2G2YlmeDXWdWfiVdL/1vwRv6uDz+l57hrrGnneiPgznRRTsMlv6Sf5J8lj47lyT2A3mSAT0GpS5DVwN6As3XMTpu/wT81etDB0uMK5rhSUxKJJ6Y6ZNsqmXqLE0o+l727SY7qluJcLJtROfW08MS1qMm2cSwPkaKsO9EN+GVk+oPLBWHlpH/lpKwAqjTSj3sgb57yN7BdKIHuK76U2qMp+gQ559qUyHLfFzDEkPfvuN8Gg+P07H8I9kARkj/wbEE2yrGOzO/kp4/H/Ofxgp55oxjXfKwYUPWj1dWuww3nsJ2oG9sbHwMX2WAuQjLiNWEoeu8QTQgx5n5XCnJMhzXvpNjBVDi/9AOrkwfbCyo0FRnUoOe4SgsXIt3alUzc1g55DE8U+5Ga7bXIsi4N+M8T6byZuJpJzpnVAcgm5YBaeuK6ETvYbqjedavz45vxWATqi2h9lPettFQmR8JJZ+3EjT8EMlEOy9CbYbAzKpsfQW4E50wYjF0Gt+g8xwpx5TH2GxMO3zm1blOjNq20sn6kgbLEh8aVGHa6svZkZMLblo2yE2aWnZ3qHpBc/w6J5TAJ3l/sxM9hHP8zTvRGx6cmzEtz4ZxA+OIoewb8Ka+LevLKteekfKpkyAolb8w16JVD1ArLGN5XF6BWFhlpZTfHn96sYqWL58A7+7yePDjJ+KDnjrG35oLCxDR/K2zLVsgTfwAnzGEugM3P7E/7oKyKfGe2C/nM3H6lB1kNgTOXxAvXTgVDfqm7zmDMjX0sSpzJ8gFf9tEV8gx9OihMckIY+g2U+qg50S/CfU0tdo2FifQfVnHF2PBGb0XddJyovN+dsA7eYH0N70AqJfOLyEFffxHuGXcbjnPY1l8owNJNckgMNfHgNxT09PqE4zMUyO8Al6IlTvRvffb8XserfrZ5bfxNPY30Dc2XoCrR1xufAemjI3lH/HsUyBDCDiV1V+z7VrmgYkcNcoO7Vt1JTcZXPAdXaf6F+AZXNegqdwTbfwLRrgmj869rxyMlynyX9626sQwwnVr5Ck5tdRh/vMYa+nH0qh459hqGJg+CdluA/yGBN84h35trx+B/o7tXrX/oNpTTW66t/8EdHNzrFk9GM7zkcRxURGOd3Z90LNkMd5PC65L2gnSpjTQ+Jf/jXnHBO3OwbcGixqzXpYXNcSt+J/Hm2TlVbxcaw/PlseqtivlKJStLFnrG/BGfnHXuffN0p6D/e2Qw7vJcrRXn8nZObHpypgtH6xiz3muZDL8TznmrD87EZk11i7UDsc6v9dyA/kTQ4HsWE+oCbVAoyZrjQXlL9AC4MTo13vMWk8La90DIZSrasbM9uCOAyIOl8guyIbd8IMRGs0E2wlKa96fFe9OVPm2tq+lSU+Lx5b+JewpA3Ocd2KLvxvd5vmNc9N9uD+vPcvUMRbT0ERjl1cPMHaFCe5fWKcr5QV7/F6P4c93nOir9Fz22W+Qq94ClENacuzGxt3YO9A3THx6QPo2Ae8Kv7KsrbL/tvL4JthNXZkPJmn6OzdGVmuyK3AG0zv2FVhFzqJvGH9aSNZ3tEM13FiO4mxU8VePjsEde1LqEDKcwYadTJEZ6FtT/S+Jb96tgJU+ns022j6FQq3KywxolOFUQry9DqGTwAw1eyd6OwnPPGjfG4YzWV9yI4iiPzu+T9RIbvAp51vZTDtpH9FEy2i1b0oHbjXaNdjrb335pD8GTsVuJtfLiyyusfHR53Ykb7ggL4QQj53oxQbhbB06K2UU42/LGIz9EBIqG3BwpxZlIangDG7Jd5qH1Z89W/HB0lx7/LS89kkZ8ml59u070UPQ+Z39Rt+dGEnqqjzrPev1m9G6vXOn/xmspj07/lxtP634a/qzp49E+Pc0OUXBzg4KKQ1SPcO9Er9nZA+aKaP1WIcGXswd2WXOjDCdnmuLlohQnaUoRETgrXAK//KQrLgsPfIkUuarfFwrJ9T3uwzoTyTEFWEuVcIlutN2m7IykU8ggBjyYUd/96W/NnzWHAHReYt0DBGPxxX6QYdD+/FIm1btcXxU0fMSpzmr/x40jE+eOO2/NU+a9pXGg6O4OzpK8+0CqJMH5lJ8TBqKTh9egrk2OEf6s/pGC+tlrRFac/L1rHx+ty71Nn3ybVitH+3y3jiDvQN943X4lwavM4aPb9yN8VaMz8P3lzf7PmErHIvTensN1mr///Lz/1KAFbVkS9A7WDlf/K/+B09bhrvKmFIYQL3UV4aztFubg0bbwi9d098kuLkJH8qCrquXqQys1CIqgpZtLoXqOE10rxga5v1S7xj1gkX/1SjpEyQ6GMz5h4fruvPhqHf8r4aBC+nImE6v9XKS2DLcYby4z7RjUx5Nr23xiyGG/D/QbJjZOguXepzQ+ObuImAWWBxDbSeHnWQdi6fQpfsbuMMp29vROiPPnnb0POw893i1dkY8j5E0L8/YQ5jJv7frWX6ze5buSJob96PIt0az+8SQG5tThc2nolForZAq/QRxNzntZPwv8V/azVp0sRyunY2sh0UxjmPe4E+zW7y/IaSyPG9thZZ6MnTjQ2E8dMiImiTyOTa512BRZzaJQEU+Fk70lNtTGaeIP8k4kc01Jb2zmjuXb+91W/4erKDW+Ej5mlTRHp6p86nZpCcnfPUZ4CYJoWfh7nQdbZLhSf194xqaPdcdg/qjs/9yQrZ6uNdJXF1cR2jtq3mjOXx0keyWQzc2vhN7B/rGq/CrjuFVuyhGjn5hK1w3XIwUD1vc/8BH78xvZOF7FlbFvpy+ZxiuBhrHCZJy+lBGHjfRsyiMMViJsOuBqCJFtzaRdnnk8BqvqSdlh1XKOyfkRx+RSWYQoxeJNQR06JvplV9u7GLffARna3djhsPqMDoRVOlGKARdTcMLT/DZ2IyzYF66f/hoJkk70GP+JpyZIyxQsXV6ln2589rznT6L8RofoeXZWleBc2vM9YEND20+XKczjCVNZowOpz3z7JFhCgxBfg8whvLd8yMIuQA6PEHmS8huNtwB9Z/Ak99cn5VnrW9qe7x+yvgkj0S2HL5PlW9SDX7MeV7Fpmfl2dGwI7ufVzrRf1XnfBdSULusQ2v4XVS/Io1+uwFnJjlJW5OEcJ67Rv5OqjUUylt1fiJHTPXXVj2s9Gc5DsTj27spezola1F6QOVY5nJuCOCDOlgbrKb4JerEMR7yQnF2gxBgzelW/zbqydJcD7Ek0xTyT2KBOOHWAmaMjE70RPVqBfTQEo+Id7YIcbKSmjuHY5A74yVT0bh6GixlrCvreLqbkUKWdUMIIcbSrxl/XtzO3Ggn1g+ysQZecdOYXauOj9PlQAtPd3GfW/qYFflzOOs8H23mDXPFK7B3Nm9s/C72DvSN1+Bfnlxmd+p4u3b0N882LMw6z637uzC22EI9uZxu85s99JuCvQM9cWNACJ7MHzOvYuc5/A0yK64PIweLT/4YjCbJaAb5bwO0W6PsmDwpvbe+g1UMeXn3Cdv9ILivNhxQzFoskRGHtqpYtsLJNr+yi9isc6MHN1/O0uq/+wUkcYPfjGRvrXZ4cdDDtRjvsdasqHF74cwdbUkadSV8E38Sv5JuNfYumD2AsDBMHpMHcINhIQ6L3+DJzE7slpNgaIDmb2KF89HaeY67rs/Ks/Qcf9+CkSPJQwiqLO7hhaUYZp3nT+LMTvTW87uPb9y4AVIIGcI6J3oIup51tY93jih+W87zOZDuVB3B7FviKbFd5/8lHEdDCUPyFspdzPUJnl2585z/NTKFW/9AJ7GdqgJsZaUvwWD4iHJB4VfunF807iJ7yCfqtkIXk22irX9VnYvtQGeCcqdMRporawALBn8mp4nfYaYeQGqUYVIXj8JqT+W+F3e2Dl9SHf8kWF3ZsleEPmQOFRfWeHxaqvmE/P4ylUFB6kdb9vxdvE1/3ViPvQN94xHc/U24N31TcAR384PfWzrzzbqnyutMOq3jM8+mpxdzess+5+iOvld5kpaMvn2hQ98mYhuFA4TNhiErXJBCOrkwuCvDynv3qPbe6gWqMGZY5cHARqQMItK/43PSaGtSCE752+eTY92ZxRxqswkRQqe+TUncDfCaRnpCYle0y9lLRxkzpbon7TRi5wPSiyK8cdtidyhCrwv2vlHopl+akigvuTDKJXACKmrPUJd0e/IW2+Rfvot0iruPQPcDa2SrV60+OzgTNeP0m6cTwyvr4Wk2TziKfEdeEEm7x6k2C66OoybRKcjx51605Kkr8sonMCIvzn4jeRbeQlCi/bR8+/Q3ra/A3QWbDBkpenEWy7MTGHGi99LrfUrACr/yEwJXy+fe9lH70PPI0vek/HUVrD7U9DbsiUSKgn4nfWO+TvxWSNDwbzpCj1aXOoUKd0MHXhaeIZ/L1zRogIyhHOC8UEt+vbGo+6ANpu+AAqDptrxWPdT8JpVfHaYUgVg8VS6TjCVrvN6sOfY4wqtZnbQh75/QcRWkeq/Sn4oeWD2EE8OJk1+nhiwCsymytGZK88xO9LkUrqPHXeqVd1fejNZPJddL36Y2HP8ctMVsFE/vZJ5N73l+QpirpbXybE9evHoy7Gx5ntGBnqT3a9hlsRHCdqBv/AimhcovRWsnhrWDhx0J/gPlc8fEhXYGriceFvxiz2fld14YvozT9dj2SCT+j0oTjx4japIt9m3dyM1GS1ddgjMG7RNtQ9kg3VJOYBWR4ws6qvO1bBGeMojoLujvIFrXkb4H2Fb/y4kB4o+eXamlfCD9BQoHME+f9sRe8uddwCtE9Q8Od/egUZs0BopFAL6z6Q2o+ZG5SiGEiEa6PGY1d+l45OWvCMLuyzxg0JMFann1UhKvoBFa8fMcleJxtOjZ4WJlP/82RXt0bl4hb58xJP33338s7qcNPW+TqdvrU2LuJlQ+z/N+hz6yqr7PONHfVv89SP3xsb4S1QWHKV8YD4f4Fe3bFJIHkh/E2SbgSeiogmFu2Zrh7MSOIRVnVMyLnZnuhToS6GP47hTUYriUOSjUb0GMIdBe70iZJX0HC7QUlnS2+Lyd0b8Ckfb0OBSA8PNTIvqsE3WUsTVaWPic8vMGdBczb9yNr7XvyoUiYthsrin+l/tcB8fwHkOMyVQdn+FhTn56+nNBq9Pbnzva2ODYDvSNn8HXClmDGPlGoOc8RxrfgOe+0+nfHyy0jub7gFfpcv21HUd4dKB07qZSFinoz2fWcpJHAt96/Ka4TmGFEM0NHdLYhDs86FhByUspHktj8phnBqBxbjmZTIh5rizDjbDQ4Y4/mYeTGDLfNBJRj7/Iib6qlb9KXZlqED3O3zAPGbWJt70d068DP5khBFokM3So6pnkuMEaX8U6DhXjPfZfa+Ilx1oh69RPp0pKLKuzYnyjUK4OMSvkFmvH9RM4syv7LH+zjlRrcejfX/0C2d27alfWw131y0lF9SzlBSmfHnvP7Nj2sLq+pc7U2ol1pe6u7FC/0uesZ6OfJlgNUyS1siafW6xF66WYv0+LoveVhZyiku1jDaw/V+WiPs//Kge6uL7sOEd48lGL/OWijHUBUAxM/wrhL/xFYq06z2NIwf3etbnWYlTQdSuLL14oPGUeUqWfwn+BpDSLnLyfF7+rRGjND1P4iEPvThvLAN3tPH8N3m7fPU7qCLpZiWczamU0dLo5PNtiPblhvN7GB5nqRB8kfQOuONGfaMvbib6xcR+2A33jp/B2IesqRgwevW9I/nL5rARshPsxaCE1gQafRMhyTfoBGiOYfQocJkG3s1vaHWkjhhO7BBmi0w+idqDndPXxh2TfOnhj/RB2RjDa4ncWzIxWjOSkevlKScp80q/1/hNO9DePUB+xI218Bl/nRK/gS2KcPMw0ZjTeW85ncX0Y8/1xWROAkzxSCClmw3dvG0eOW56jk8tidWRtx4kOvtp5TvdPGVqeRs/pjXKsJdNKQ9Q3GHbuql/Tj6W6yPeU0wjuXCzh1cvIIuY7sdJ5ju/ubxPMQzk+vJbJYE3y82gtZDhLU9AJYq6WOliR53m6MS+Mk85xy3F+3E7MxaOgk19Gg58WnkUkU/+iXfeHjnq06f9y7Ianm/zxYlFCl5+O87xWG+llebdkXgVBXa78Ck4t8lf0se8VZe9wos/T+41Z87vx1jbMRsCBjjvlRD8xPyPphedQNLFOhph1oi9K9iTOONGfxHaib2zcg+1A3zBxdefyE99E+eZB/I5vBK7CGxzsn69fabB4a1ubtUjVwOba6iy7FlNLNgAwv69sHtw2dlzjju3jwQyDS72UkyMXj2dm2HF450IqbVfeY7hxNhzjj8MT43ekENsGG3rucRxFuNOQfb1TRvrtiFds/G03L9KnJ25UatPt/17NcJby7IygWO8skLj/G33tGm6u9C992SBjhh9IvrO3KPqvhpOcIhDFXyeBLsXZDFjxydr+BitJB58+NnxWZrtbxrv6zXTvBCX57oxT+BO7+tfvlD7/vp//FQ799k7ukfgt3PlNzm/WK1fhqlHYXRQTLrjDFlaLmn0Lvw5nwPQI701pQ5721BDALT0qQnCmcxlxMB7jqzd+iPtm0RveoGZ8VEtIxZT+6GbbEzvq6RozlxddlEUGqCazQgceTM41P2xxg+JMPpc1NNaIjVmPXUmH2Fl12TsQyFrk3eKuh157mta/erhqv7ya/iz9WfVV6p9d/aJHUEbvxJflmfhFEuG8flJjiRbckPmP4SaPfvDT5F3xa1q/CmejzaWvd7VGi5m4+i1/MDcCzG6uGp3f12G8rJ4Q53v5f9pmbpW/x8OWZ+fxfHvf+Eb89YNsbLwT1g7XNzh/P4FevkfL5U3l9yZefgeHmyiVfwiH5ySGGP5iDPEvlv5UdjxI50q+tx7r6xMuuzOWqieRkv5zcY7R4tRL4s8K61VC4AaXLqsnYeXQW/msduKNJKC2bNxoUZ2iLeoopMsO4Wos3WPgvahW8eMEDb+8yTRUdsTKPtnom1fZGw3Gh4A6fuM4fsBQwMl45HrReyk65I0grTUGdPz78YPcxBIXzXSmMalu0xsC82F8UFeWnzt55BSXk5gx2Fz5tjSWQ5VJzsn6n945/FR9njf4rOPnTW2VQGM3/sn31rV89imD2tMLddbVYWI/8s2ctCWcNL34vTyklrRmOYYvlElO61C/jl3IKdBvpp3L/U+MdVHuKKc/mu6s+aImPMnoiTyOtk3uuw4lz9Pp0R/0Sbqf9FtVh187wiEfSG+/jjPWT3GsEaSwHkV6HndR3oi/Vjcw+VU6Uf6nCEs36GGnwMeWJPrzud6q5+uPzmafLuJHIMYAs8FSX6frGRvMfWDtLYrOJvQYUz1Jx13R+zvjkI3PyltvlPf+JViy7Vl5sRVvO5M3Ng7sHegbX42V39P7FXjfWVnlZH8Sn9+J3sL95UUr6Etq6VqyVReXKyhriviAyfEpHNxITd3xVWg2Z5mPoXV8I/cHddrI6radd12kEI7dKy79GAKrQY/P6hyC4gZ7RfsYLrNkYziOMnTSvN+J3i5zeRQqy4PH3J1GG1mIQ+esyfZZ71PsHJ2mLF7ydTo+3Zhq2/i0JeXi8PNS0ACW8tHhjX5Gw18Mbr86Xi90ROUxtjvEhYP3spuOGEWDDZtELCc61nENk1QI+5bQbaUpHbwqBo6MHj/5XADXkMaNm35uJnCye639lvUzTtYZjPLQM7xYeet979mLN+LgW1V2Mzs+Wrw8efz3fFrr+bpLfj+zQ91yfvf4m23Po1ixQ34m7V563ikQ8t2SuoShWzrBB6St/JuUrKmfjfDSyQ+oO9XZG9iTqeQCOGGDM66EUBwuRQ9r7MjkEVH2EDreGf1rsbyJ6hyVZ+E2yy5DKeaspJCyfHw8SFRhxcGWU1LPFGe1dEQR1WIXrbV8yoy+Pc919aH2zGgr7U8E7qsjssZm5FBzPDN1G6jEj9tmkrib4KdbNEdpllNkQhhvn3fgS5Qv3r9ngb0o62KqjdHYWcfK1wDtZnRBOxtigAEGeibLXj0LbWj0VeWzfsyewRt0lX8Nd+2Gt+aD99riNzaex96BvvEz+Jd3oBM8h7m3A8YK+za8k7fneFL7UE/KMLQvlnY+BPzLKQWx+5wlHANTVsruxqBLo+GCmmfcIPaKJpFXPCe4tldBjzJbFXVyW1XawvCLbNhk4BatlU8V3HWHixGY/94Bpau30hLOnWCEeQAAIABJREFUc7kzpRV1qHhicZ7WKJ9v+L+rQsVquFaog+WxY6yxE30lO1j/A1VfDEq04yE6zkZmc8EZZsTkyl0KHmPcLoRpO/2YOQ3qDvRRKDlBsNlDEr+fxrfJs2eNKz2Z1Ps9S3cVzuT3DUc92riPrze0YXSe486cqwbBTxoUn/hM2rLFPIYTcp57O0by3vV4tX2UFLn+m3TvYCc6tVOp4RLoX+wXp8K605zK/+/vD/Qx1L/En9IUo3H1QHt1F79WXqypeXK6rnoRyeGk1BblFjFCVYdhDu4i42EaVCfVme4QaGTjSp/QYJIcFbb885nxXrzbeY7tYATDjUz0IVc/eAifLvIORtXfNnSZN9N7wQ50EzQesD4Xy3jd3nQxo/SNW982fgveQtGrO9At+tt5vrHBsXegbwzh7m9+zK50eoNRBnH1m31X05PfjOztPH9b+fWwvr1Nx5gKfbW++Tpckb7BylBqxchw3NAqV/TQxSz0qx3pAeKeqYskbqZ3b80niZG70eO47iWLhtGGFcgphVC+xdfa6cSsSNKkBCY9dCBULcyIxzG1Zr74tvhuHnO3KIM0tBqkXduMbg9JvhfXinzHXiZ7U7NEqL4a/Kl9/d2dTNwKq0qzYXeLIYbETmLwauIeBceq+WS+8w2BUTxQbfL26WiibCLs4qbYXvR45IWVQwps08FAguO8zVATxnYO3o9oLmhkswkrnmW+HwHZnXC6IdvtaXTt2mcM7uvwjacDIS7LOx3539q9LY92n01n9hvPq2T4FbuWjbUnzXg6zV57kzQGGPxSXD0V4G7d7o40ZiDb/khZmf2lKhz63dk+EeyWrOfAmMOTgDuRSDOBTE7KyyxtFrCEp4AkP6QSBT5fgvqEJ4PbIlgDWUCZKPJpt+HF5toab7X+xWUvqU8xGYccrW5+sL0kEIpiFWJz2dEC87qwQX4mZw4J/q0PPW479jGpj83Ebu2yFs7z8ezONQht/5DvJY9z+tfc/CfaYm5T7SG5JU1b6S8e33vkpEJ2s7x7VXRvxdeivHFikQwSGwafWP5ZjrO+7vnWEsXfWjxt7+7j3frRN+MbHeef9sds/BvYO9A3Nn4M8rtp+PzfRRJ/74dptOh6DvH58Vd2TAaxA51iC2ePvzA2Nl5O4imhbGoHYwhdxZpdwC59LBswplRnNxpaLILIh3AMwO6T+PdX0mLvAGy3VV6Vj6UdxS+LC4Glg/hqjVlV0a0dw3k+hAXNq8eb+x5XwjP+TyYUSnObWsSwAmoM6hqNbHzHiHsOXeNy83XL8wWO4zTe/NkMVwzI4rt62Bl7dLvOZg3twPBoNxwpEXke4zc61yxJ48kvt8834cy30HEutBzmZ+XaM0ewX4m/FrvFemgdty/1ored8jDDy5v4tmCfCGK7AmudkSM6ZR+PdiieYMSZDMCZbci39fQX49elpnktOpe8ZvI5LlAIMG+jDkCqBrXhRtZGkNybTsZOgPlzbL0lhKI65Wudua7+FSEhKid2otqIDlvrOYbIaccYwl/Ww/7+8u+RRvjTziosOj0uGZpYIv08MTlO/vYB7Wk4To+kodPciDn9S0rh0t6TZGVc569bsDeMz8Mke3L3VUb6qa7N/R1lKWleGUw5knFlz9exU2gDFdXbbNansPGlME+XE+83Njbuwd6BvrHxQyjfa7q4q+JXoHcyfYiRk2ArsV0fgqEsS30xkNM8wRNQOmGnA6Ur05Q70C+v4jN29s7TCL6GcIJ2jNWEJxUTbbwJoTjGDUsP0aE3KRsFE62pNhQnrI8cyjCkVSMQMyBBeLnDRephRLuA+XnBiY58LagvXPjdpURGzendDhT/TCQOVU6998LhX75J7RleJ/iLIeRvokMS0xy3qPeeiETNAH76C6rjdZh3nk+WQKp9cDC4wUO0LsNQW0nyWj1ogMaoTjA5rtDYlvJXbfO36UOM4b8yJvh063hrJDXwZONenPmeuCXXrpBvZ3eWv0GmZs7GF/DzJrTq0jrF4FO4unjjW1D6l8P+hTWFvYRtoo4/PoUsV7nzteHsNNB1ooNMW6fTI2Em+wt9rKQdMZVozMlz4N1F9g2tN/QJhoaY65UdJkKfcSF9qe415iK01L8kpbr4rqhn/1GgQy6n6yM4hBNVXdvFH38e/0pd0aIHosVyN7HysSwm8eJMCdHiZKSzOLuIeQHm9K/6/Wiuz9LrXMC0OOWEPiv5QX12LIYXbKRvzKKT9k0K2X0z1VndtkUyBhxOryPVJWANVtvNbiKPP+A8P6MP3I1f3HW9sbGxFtuBvrHxg9iTaUU91j6E7xApOcoRzgMoDlR4cijl+ZocqsGyFQkzhwwgjA5LjjU97ZSFOBaNC+2/lB9ox7JMyi4RtqNBmbuyA6wayI4rZ8djMeDURCI5YekedkKU9kx2Nc9w4yaGiynIeiPC5waF7epqD4ojerBwngMrj2POiCNQnOghG3DipUzEkB2qsAhhnROdU+jCrRA//V90oo/jZM65ffly+qdkA+0ZGEvLpdce9492HsHoqZNcsf5KsbWW3MZJeMdYSyfoJ5zonwR+1zDGVTPyb2CkDt92PPq/gPE+SvKRkDbP1k8zXZLBJW3oT0UMtx2jPTAxWuxAzw+r74aSZYvdhD4hlZCU8uK6c2Vkxahj6wnnORLWyiX8xBpQpgHxyHkeSQ/Dd6b+lVtNgvfhCJMCxU/c65mvbWmFt4NAi5VDYIuZzZPFusCxG36TbpVQWjx/T+CDznPCrP4l7R/1Mi4pQJVet/td0ceu63JNbPHhhvyLEx5lcnmlDmuCpZqrTeZfwJa9zqElU+0y3dh4BtuB/o/jrQPx0w7gu9Mbof9Eed953OUM/9Y3Lq+g9w3N1ZDs9tK7ssqyyNWDRST9n0dilQb54mPmgfFRDNM+TeZIN7VH2jXf9PJx4iK9KK7G3DXOc2mIarDBwsj8ZeMP223Qg5N3e2dArNyREas4X+G4wgB1RlURK0XW1ixFrtDmL0YOMm7MFp0QbgVzKu7OC6yDNidmdMmNdMZ1yKlvYsv3xrP6bqTz9sbDKJuhKPGGJTKcsH2p9C8YVDWl19psTs8bnfFg9hvEw2WN1tUbcWVk8IlWQyaLHSNbPPMJB+fK9N64mPEqT2fkN/ebtoO83LmDeJamzMvn5NkofkfRk1fb9O7uj6NtZQUfb3CqP62/SHy/0dVprzGastlwbtF5ivHPigmYPuyErQ5frZOZR+Er3cuW6Ylv5psRkPKY6fRxb3yalQXUaep9SiGUBXLW+5C/DY8Oz+gkH6OdyaxS0dpVWn0q5Q2VuaJPoZ4VSWlmdWXJfii/HDF1GNL2+g5YI+I0hA7cWZCv+Dl7ChhFn47Andw9/UvC5vO85hEj/yY7dcH6XqeknPdTCfKbtbO7DnxZpDqpl3uYG1/HbAs8yBo+F2fbRa84lPZfBpfjT+pQPfm0Jw+Mnhh1hr4VVQbXYc5aCPv8vOHUohn94g0Lgn9Nnv10/W+8E9uBvuHiDQPxv4RvL+9R/j9tnHoL+E4iJwz8e0b/oyPgIzljQzYfFFsA391M12PEozDkoLEBLwzDDnC4QvlwhVxpvOGxBCettyGzWo0ojtlEOKULg4yOSZylo3k/6ggD6NSjfDAEahVibzyyFMUDTIad8LAQsFOni2krlEwrCCvipFUh1tMCmOFMkrhQRjKLbpe6C8o4W42c/yRk//QDLkqv8650F9qp6xt4yqkmiRbO8IYlDYRXGWeyAfYt2c+EMbvGc8YolZSck4hSo6/c2IneKHt8iidLPnxj+czCkmff4ui/G288fnPj3bi8gC4TQDrMx8pF6ar3SHmSmi76oPMvEwVXNOdIn/KJ9RrfsT/kw3EOxepYLkfkl+8tiQxJuRZv4ZfrfjGgc7u+H8yvM6/LhQGJNQbQb3KURHHEDvRCCxYboP/8CA6SQko5785kH62boogFXLzM9L/BsU7LyakmxY6U0nILu7baBNJbiRn96w7gKQGzYDaJNfwr9aercj6uof04rLJ0xscPA9uGKwuyCazEDPWkumRnecTGGnAUq2Pv2+zL2rH/QWYA1gLZN8m1b+NnY+NfxHagbzSxB+ln8UYhZwY9/j/nPH9HmVoGZG9lKDnPmdImHFgupBEJHsBifmYIMJ22DZSdAcxYIuMJx3oSGVg4vCihsuk8N54IC1E8iJbv5ZFxJ8Zgl08StaWanO2cNnmANCKWrWfFSmyphUfYeZ4dbgbvJc9ObGy7sz7n5bAsGjPW2jNOdGEjwduhspi0JvtOdLeGxokPMWCl8I6x9VYYldkzoHqjzlh656KVWYN2tZXHxlgnuvthrA6BDhs4Y/6TPgkc46foxRhipKMQwag0shfeGAeGnOcnmnFrpf2dsvPZ3dyfludR3rm66/sOMPnr4mLQ1UauO3fgnwHlXbb5p/rAKM62t38Vd9af6TM4E0NGlmyaC1wt2hrFp2kQRydtTmYIKCtYckPRwQ7lgi9YddOg+ZDCkccG9SqtY3ljVlJlxp04ra8Pua4t4TAP7BktiOPhiQtW8xFDFoJ6/g0BdCHxTWz0n6uMyMxVHaw46lH/OtEtvMWmpOrFvLDCr+7IkpfrQCTNEFpnX1lPDUoo0Fnqskn3xDxttUlcZCmfeUDZT7FyfSyTJN/tRP8VvczLRxwef9+AcdmNj7uCyGSqYkR/oX35TXLZ23eiI97Gz8bGv4btQN/YeBneKOTM4J38v0fQQIOeFILK7sHjTsnQTI9tOt88h494i0aTGec5hWs60TOD0ml+fQ9Kky9uB4k8j26swA0koeovkXY/FCOKsGCE4zrBNYey7gVTO0LrCPAtjwk0e9bq7gYGOLM53N29V+5+eMqJnvtB+YakDLOCv5qMSr7N3MZKWEZw9f5heLVcmvBQMzDa7WDzMYO5FnejX8H8E9NhbiYGcMd8C9pmyjuLm50FznN69knDxjcYVc7w94nPG62QY+9yor8F9E12mc96TPNn2yNf4Pf+vvFpPLXzaq4FNzyFwRafvPm5jP+O91H6UPGJdJ4TmeHiAT1E6ihV9B9z0tK6ssR2KtL8mSB+ZHNg4hQYD/RUJQsPTmlu6OhGXSYdvEZaGIf6VchlkXVgeoJ8K4d8yeNRHlLTpJN2TBnALHPxjXPpRA98bBkBc6Ijg53FgfjJLh7fdy7WNEfrDHmAX8OJ3qa3SOewdqAP6WPU3u+xNcjcvdOJ/h4Z4Rq+2Xk+KHs83HbeJkO+Da1TsrYMubGxQdgO9A0TV79h8W2TzNVvvqxGr/zfLAB9oq30jwadNNkoeuUqv1cxRPw+zXrUbnWol3ApK64DbJNSb/lt1Z4CpQBHsLXYBgmLQCQ+0XnODB8G60yXtTVxsyWIFejKCNZKRvCtQ8pUtVMHQ6XI20JCA0PmqasP4UUhXo0zzMgGxhtJIolyMS18AduVw5JjAOBFVs1QK/Q5WR0eb1YNmQ86/bFzq14mrAjLkDOJ2Zjd7E0Nb9HQw5MMcZWjqde6Achbox3j+7Pzn9GPLKjx3zCuTiY8FVrnzjD4x5CNzzXMMXXwEVD34xYvAwYbOQR0gtchr2tphEgxhJgqu4vFnX7z9I1MK3Z53ylvPmHk+fQ37q7ijbvfR9Ob5Z0WdCWz02aZTc3H4/m1nNTYBns7wGfaq0X3DKz0ntg5j7v2Z0872Hga6IScmISctlM+kRX4nMhVAq4DoGNbIYVwnNJSI0i9LpBDOsaQ/mvkAvQ6K52cmPPOBndeG30qRhEy6jRo5V9JJxZeGP1EynINm8LhnJeyZCp0QmCFL8oL/+hkgKJTx3CUe6hj23AfhkqQ6vPx57QfzjCHoftPBriErj43Ob7xqUq0PSHfBnX3eWht6Zr+dHl26FW/Sq9Tok/LQ+GzdWyeLMhVr/yIxoa2jeoyPxfojsS96mSf12/69lMeNzXDnZFn3ZNZLPtsB1f1t6tYuUjijLz96/Lsr+dvYwzbgb6x8Y/giUUAb1uIsAozOw3Ozq3KqGaEkb4QdOzECCHAMND3+4DFBjPpZThr/fpIPp6IcpwUa4eIJ20mFAwdl1lpLlFSJSN3ggcw4JLiZStg3JxkKY21Pde9A/hN3uP/oi2p+DxVozz/jucxhBD+4LhAabixKBenOT1oq5naf0XHJB+/Nc/4XvDNijqxXzSc6/5yTQV+UoFOeMGU5J4RMckHc4nencEJG/BaWBaHc1QsCr3FTAXQAWII9dMMQ2mn6qyO+v4RkGGYxhookFTGImqmvMzZMAG/YjggS3f+hfGNqLB7SUAA5ocyNoRa7jp/dv9iu89n2rDhsB+LmtuFYYT4VvnlF0F1scKhasE6otzjwQv36fbCPv9yZX4SGHE2t452t8LOONFn+JDvXQfVQqPjCN64m+mj/OAEXxbnwrMchvYkRzeyL3MPmL7NeOUZnoISRUqW7pTlZ48j7VSGEJZOBsFS/idGMUdhHjK9FEKIfyELCGISNXgsSOmYe8t7URkQTj6NcF9FC9D9jIWpun6qXMNCCN2Q/OeJV486dj7JSiuMHvpW1anF7nPhPK9J17LUi8pUZozFjESHca0jWqDF2inpbkJjS36hZeeewtHmY0pdWTGmKtmwwcF2bvRxo745qo/Nzvf8ExN14dCjM1bS10mOTgme5vmqmVejqx2P7D54pXXPyDdv3Kluy7PP4OxCzxn6K7Gi/uSpUm9rDxsbn8R2oG9sfABPOZrvNoh8/4TqlY8huDr+MxnmCkp5WsbY8g/dKwtONXJEiKVsHkk/95zomDZ7oI0eUb5L8BNjiDJgMVwgf8IgKo0swnhVlCvkzdgFRWEGcqbokYJU0mO7Imhnl1XxhlEqiguqM+k0F4Y0t9lFTFmUkRU8JlakxU4JO1m5QUcDs9tq7/NO9KtjyQLHgLhi+YsxH+cfrQhr2L/bGvC43ikL6FoGk7pBZ4od2kyVFgHRdWi0eWrrMS+hce45/WY2+jBoMsd5xn/pPx6Fvc6VHfU4xL4oGoMqS6+dJHXRA05YND4l/sYwpDM+82opvZfMS5KnMxIn29/LiF2mmahPiPlmvNFpN4KW0xOvz+7c7u0+GcHbytV3bNP7MTojuorn1Lben9mJPrqD6GodnDESnmlX1vu3tZ8ZjOuzIzJgK2yVu5X+MoiqY7ncipeRX0ecv/hRwmpRcRRHDYsp1uyEUi/yxr78T0rWmV9ch6h6YQq0GJkF8/SglA5JAfku6o8WEtQpa6GWZvkViwu8euAiiR3oP5ZeUs4sxaHUv4CPelR7YI5zVh2imNQC4xBAXrDzdbzTY2I0ylPB0D9Q7mOv0Ike9Psz8jgmPxR7gX2oNgGpUFYOlCzJYwYeaCOEsETf9G0fftVX8bwvV/PqTGzx7TEuRbN/31LVxebh5DeEEILWx9iDqmiEoMYgusx5MtKZ7011cY214aGHN8kkmpfrxoxZWW9mQfVZeXalvjmb/sgi1O+3+ffxL+Rx4zq2A31j40fxJuf5FSPTfVhbPm1nIleWx/LMXSEt5zkabsydEIxmscwgwRAEzVELK7djibQT7Ou2jDWYrjIOHPc9x1aJy16V/eJs5XJLZ2QUknbWkPM8ZgNU2fUpheoQSj5YelHnm+2KYjse6JnDbCXScNID3/Ay5h0l/LhVXoR8pS8RQqVQLxywj28dNdqMjQF+/S001HgUswJfnOhCuV/CxwKjRhfX9c5B3JhIItMAJiOPKa5h2Kin2mhr4NZplr4h728ENi/mrALjNm+BRyV3eWPWbTKwc3olJbTUjqKM7/Rdcz5XDcVPxJ4YpMzwPMyKXvkmI9IKfKsTXWImD2fyu9oZ/yRG8ju2IHQsL62xtCf7yl38Pd7PxO/tPpdhZ/O9gtYn++Wz7bkj5KB8BbKKlseC2mFcEWXQStsk5sGinl0cYmEal+VzOLimiSwlRydQyea43TZWuTJ5hwVlR9FGFdfKJ8rzUjU8vl1OqgDVl5QYhHghfit/xsI40jHqjYbU0crKIM2DWY+oM9N9rHUW4TnqdD30d6KTg6TEsMsYaTJ6SihlaZlOdOd9X+HQysLIvLEKlg7mOdG38/xZaP1fhVDPcJhAmcGef4x+D/VPY0O0O/xa0LTRWChI/AhzizEulxfGU1gmzNWx02xH4Eny/z9737koy6pyi33e/4nvt9v7owQGwVCh01zF3mt2BUXMMFDrV+yAV8h5hV4zK8OjJyvtjXsFrab1rzjRb7ppRrcD/R+n3mqnPSvne3Rm8L/y6JEVfmdAm6tpVZZRuCt2YqzI8Du0Xh5H8jbH9dd24bhYDaiwyraNCu/AAZsBNFFEf7x7wZ8tfAZGTkQehTApIkjEaXVAGBOn2ncYRgAd4Vs0noSJJo3Ga/ce8WH5iB05KBMAUmSfZ+WrtwDY4H3gGY2tea3U1FDVsOo0x98tXGAeaBaGnfIaFnfioJF5bJwyICQ+DxdwM+pzNb1s9xYs9W2FaJ6LFAgyDKCtVIUO8b3hNSv/vS9dBs6N7y5u648e2JvJsCSLjAU1qcNokGaAIMtmHdOkdeSz40Q1962rbknpYotL5ksAjDMgB7tUK/ERM/Lgay+U+fUXbYwNKZXkes8Ak/GTcSQCc1NaDJ8Fu2JHwCt3OhyhvfyvlGe2Y3klnbPl8Ur99Z0AU8/O2Q++pRrRcvrYR16Z9yt3h++JdyZPV5fJK07EGLWX7PnslIGX0Ar7NRVvndh8KF5vsHo6X8svO85Bv+dTnop8jmQwQ6tXfByuLzLojN54VDsg2JJIlXUEtcvQKtkWKZMsKmWdQ07savZMLqSVY0sPkuZvdA08SGFBXWarmmfeiELHOYe1DvTIgyiWWyJbKpbmV3XR7TmnvclUXPh5Gv55pmt79Ss/FWIt7VVZhFMIMG/Rqns6+03aYvEhIvfYtDqJxRC9Ot7ys3fsvWZszMtyZ9qh/pMSHNjDgXsSwNtjYpFJF4AxxcwdUKvN0PUbAPw4jPc8rEgLkSbT2njoi50M7tCHM7uxtnz1Hfo8viXPF8gWre0fccS71nbYkhzr7Pv1ASvjedVmrM+u2BxX6TNHFoWepZn++isLJ1Zplr8j9u3v+ThuejfdDvSbiGgf4PILK+pfTa/K2wjE+PQKtVfQt01SXwOslrbLgUEEfgx/g9em44D1IA85YyLnSanjNnW6OGt1Sw74odFEjqVvv2BYmd2+hMbXJoM4fhsYtR03CDwFwLHgQHHpWFk4fwDeuLK0aWj+0r7YA786TnPPex90FpOwQA4eR7wBevoNdGuHSVkyVTWKFw9SdkBOS6flK5GWpoARmRpMnNKcbg0PSxQoxguP0ciuAtjl9TwRP1upkIthWM7C9J715dgdY4tmAIPtd23q4fJv36wjzX+KHbiHy7vDmWEdPqCtHTLvNkS4ZwL24B8cB9w4U2p13+fb3m2gshkAyQVZIuPHT5zoKf4DyekIWLf49UlEMBfVKvnkoS/Dl2Q/WADTY6IMohQGhLPxdkbQ37heeNzi6yR4EGkKALo7Hvkyfasv6uf0sKsc/L34V+pE6JT4Nt3P01EZVxcfv7rNvNM+sLrFOM0rF/7uBcq+mfaCfFe3o7PtZbW/dH0KVphcX0L2mXmSP1Seuwh1dLj3oZyjVRzHpTlw5DnLATKOdPxi8xKlt4pr3Flu7R62KdWRbwJH1jL/Qhx+zW2lVltXtdmsrOehbSNl4uVqppYytw/9JA56zUiJEolLfIoFJXy4Lkqs0278XWR1wQLfNOMFx6ba/Lfqgay+mrxPJM0c66cXomXpkBNOFles8wy8kB8RUSmgqR3Iw4o9lrw6bX+dIKPvL4xlQXaJ0mqj9bOQ/Y49nEg0EIP7by+q+TCe5Smytfqv2Ap0oGCbho91L4R1hgttecCw8uzFVqr73bJRw3UwQfHXZKO1X+7n1dqfIS1nf7WbidQ6vpkTRei43rDndJ5vWky5l1bk/+RGur9C714Qukq/YKPe9Fm6Heg3Cb1ipdRfXvl0NUC1wsvvMPmUE31lV8Lqu9VwWZpX5P2dk+SyvAAiyHd2MyAAQZDgOM5BhuDsMY5vZLpdBuOlYHkBCGIv2s+jb98atACfN+AGrtF/xTLUyoBHtf1ArCjknQAiqYUJ+asxjF1U8Nj+mmQW6jdxmGM9XTumeNxhM9YUP1BD0xYf3BiaOAfIlrpNux2sr7iRl5aoYzzaMHm6fGXbK22g4cBp681eayC3J+g873mQCw1BryElY1BdaAfdlPa/yEPDfLP9Kh9eeOFJ+6lLtX06oPQcv4XMaRs+bQk0olD8rb0bQTAPyNHJxcBN1fuNZeuvPAdDSv2hDgQzXWu8mymdmhxoI3fFgkKFYBiUx9W0+ZoUTKXYjCtBHHmCJ51gXoqdj4C2LlJixnpApoCc1qC9zGnkflmWHkjWS/sVoNQefZCvr3aiv8J5nvF/l1O5Rz3Z9oIoexZdYHm/aofK2UUfe/I/2rmzmtYeeVbL7pvIl+eRPu75HaFeHb3FiR5smcV3XY1wNIc2hnv6D8yZPH8GZ0txYib2lzqMySjiquKMlCd8vdkkxU5SRFTEZNHoaI+BPBzFOW7zskYbaFME1CRqOjU6H2tTKNgOq/oBrcwmDfkEUaroAWBrBptTeXjrTP5axcSQFBnIILvOmyDFv7uMWnlKc+B7bXC8c7UWbbuh6u1FSllXMjt9oQoXRB6mY+7AfEYFixdI5Mk5nSuyc/LA6QdD4c/RylD2knR7z7AtdITTeThyMPp+wU0aPZa9trdC3H9H0SrVp4Q2iaQOY3kPdtewEWt/M4YS88/G9kUytoNf3ODGcYsbwfjbxk18XivBmOr7Qq9McMiznwLUx+fn95F+28Nnr7AhPuXIfOcC1H+Nvn1BKMuyx565He7/Ft0O9JsMvXonyl/YNY10VX728PgWJ7qns8rSys6dqw3br53w2Lgx1qsHHcAiRSesBxaDExh/AxKk0NRmAAAgAElEQVREPrDR+2U3gjUSEJAwdZSCRIP0MG8COKnDarvn5Bu4gIBOC2+FtznOHef8vBL5/AWHaX58o5F9gcLOlR1x91D0V+mR1dtvvgMdKRjvA+phoJsfDHbrDsDSUTq+V/DDir/oPG+JG9AvSSeY6c4olvaG7TGtrw7ihIBj5rDphO+1iP0j17GxDucbXlCwiRad6NyeesnjYgaJA+9r+2TFDDwZUih+7tcbACHtnDQvPg2BNLBRwXjAfZXBGwPiSGfaACTMT0P9JNiW/sqRoNAW231t97ojvKSnAhbIq2TFAGMdfa8ojoMQT7UF2GTXsRZ3n1NxArWyMm2g0y+kGktpONxkPtQkhK0IvUCIWxHm04ebAJdX0Sf0Okzz1c5zTDNL/9OEuvXSztqJ87zn/PyWBbCjsHvaQo/3yK7cK8+M5zfTHpst3eHmgMar+sxV9mSvvYivYMZahnmYF/qpwbxjHys/F3/Czl6yAzyxZYzeU4wNZnZb8xyIer6J7vlm6Wy6BOE8KMXDp7Fs6eAOb3lukpmkx3FrbapKAeW6mLqxO9G3uVl3BkPSONZ17FJb35xf/PVFEsfPMskrNj8NgvpYAfFeNbawDrP9ap+DIimkeiP2AWm7a5+xsd3NWjv+BLKhqAtU5U+74LbK6qI22zAEZHZYppebn8LLUrOPsq0IPLbHptH3p3iYUP8f7UDOxl5cNI+82lsZQuMwuWPcHFHWhtiOBL7ZjFExnIsr8x+ROwUs618xI7JQhebznTclNhEUW9h+qnlHhehBD3Ge41BMEKaa1co1/DVXdV0vD+nRfl0Oac/i0KvSvOlvUqbXXq3PXkV7FxHfbf3foduBflOgV+9E+cQAORrYzsqyUjY+jW+aIIiiPO8+uubbJ51Zfi+vzwYiFLY6A38HFACY4B3n+2VPABxweqhjn4xcPUB4BDx1HgiGgm+N24SdmRi7FDGmrGxswNjfCuHYFKsNsEGZdTeFzU2a3wNAcFo/ocj2ti8/3hAZg6xqmB6eZciDDP1t5BAnkahATrKozZaU8RrAo3TBASclOBvvcM6Rn2BkS7CClxgiFdM/D+EyUIBRCgMKFwGVAoKB4E4HkB6BGvmQCg+hLrKwm8NcQQJ0njMnPv7c7nroz7OYT9OvuV9WajtvUg4outzzNSa9YSMINFFsEgLUtgBV41T44/zFXXZNeAGQt7GILPYLDaWP22nJBNCrQq6w0grJNIEObP1nx5kjs63EgWFVUN+yHdVeWj2W8iBxIHDfwr68mKbpk5DHb1UXjuq27za8RztZj8jxan12dVHvmR25o7hTgHWn8/yTlOXlnfq+X6CxwnvWPz7V/q7i90p7+wi/Wb+ayfsx+5bn1t570V2cvGFGKjp/lQcVc5BWtGfEJpE4uvN8OK6ktlH2zKkrJkPqKLfz/MC+MPw7Y6uTpHJQvvAOSF59lp3CxLqmLw+nk2Q6dxU7GKOp0SL6vJTNYtsrtvxVlMyhvK8950Xq7S8sPtXVHo9Czyf1TBjhFNvBRFQ9Ix9kHDnPQdHCKsP35J43mVkDLlkmrBhR6JIFqyA/hTyaRRueNRgGNknXdleoqFQz+8tTauNZ5jFfztEUFlH5NMCuZFG9Yzezaa1PfjVTnT5XSOxCeBRsJTmNrrR7l2xYM+JuMB/GHlusU4nvw/bs7Y6jPKvX0uwhAnvMYB9ESRt2967QKtyGOvT4H/9L2tQRW+OMPpsuptuh+3G4s2l6fp+kT+uzr6ZVffZdi6fP6qdHF/je9LfpdqDfFOivDgD91Zm/RVfsEvgL9KfLQIz7RwAPXCC+MuBEKJdOOcWnOXizKf/eGxT52nQTt+/Igkhl0bwb3rjiuBk8xiBCHlJGVvZ+2/F5gqcMOsDLHqCwQu9tv4PyJKLHo2FglcdJcAg28EJNxwW5EawUwCiJZ5CSQvqNe92BwUa6BX20YkqVlBQwYacvjPnFXODCiHhfidpxlJgnUPglUCvZLtjFBaEBDZdKlEYVHMCVtwOgKpG7mJDE70fw4ACW4N4myztEwvGRXpyQIZ9erH+DFTuwQct2Kz9J3oEeXL61YnsnaSMBg+Ax1uczAHX8+Q3ckWXBGd4dYoEobB015ovlbrxwtxuCsI/HQ/6xE90KrjnoOVAZtNFHdodW919LcwNytnxLX9oDWBLqbdscVLXDk60F1wgWqSfKu53aR1a6Y5zeXOIdlhmtnDz1qrlqJQ/vIF8G76r7M4susmff5Kz3hDLvlfXb89ajMzL7vvHLNo/VtS7jaO6j/m9pWUUqbX5r86jln0coGlH10zLTl2ARoz7qyMTzGxgkFRZZE0m6qDON0h69Nv2tNEklKbvvFyQg+VRTZAj5sM+xXat6sM3zwtfFEX0J7bsRsfqttzQun6vJpq67v/l3W3j4eBDp95vjwtVNfwUjBS9G2al+LHJ2lBG1VQK8t+VPYk9bu1wv2PZCndUYO7H7StJohKm5Ajzy7HUe5jYbr0ipnM8BzGIYhA47ksrLA6HCwBANwZo8X51OvNlo7LmdOvgmL/8UqP9iW4ekh7aVSx8yoa9rwx40Htv/20kMjfXDJELxjlx7G1QrY0go16RcurzBuHrwGPwo9GhzSGYjOWnEtilwVMNTykUTs+axjqml1YXYXfMR8VLKTrC5+hSrX9T/evTX8rOH9tivN930rXQ70G8yNAPhPP3aBPDrA/avgyhnaRXkfNXKxncRHvvEO/t6IUVLds7caQnsbkMWrOnxyIyDAUt9D8buCADincnGNixFd5472XIDz/FrLwUrywW1V8h/VJYdg1vZNGPjgPNnPyEI58cRBnP0mP4NW6hiw5vTB2YkBju0UeNMhKB4L+EtDFfYKATQprubrhnjpfKqfQQhAMEBYRT0VPEqkX6zmwEXz8vhHhaLAeBLjuAs4V2oeQb7KjctKPcQpybPAjtgqtl+dsIr2wHghUEnY2gFJgoOQv1JMsoHd1JpneuOagStPcal9VKtbFJO2ka2XfaV6Fk0HoxzMiSY8SQp69beuf2VwvkG+TyAxv2BQRfHdToieADlUehRHhto83i0f7CwKsRvqTqnvl0ZjoE5P5peKQ0okn8PevzvIU5034erNuo5cRmV1m5KkX7kM2PLaoSIrtOr9Syvy+zRT1d0wT0Oy9nJU6/QO0d5+ISO+25d0Nd5j47ugLg6P7OdJUd2dhx1ov+CDXRF+SMY/eo8vyqNGcf++4m+yeraVOQq/+Z6NiuAPIdWcU5sbzu2BOqkIJQ6BFXDSayJdG6OeSgxjPkkDMrfZeSSgPHCz6LFHX8MumjKNRSNlzeXxbe5nv3nbS/KJJF3HWwg0RavIp+92P1RL1FbjO3qbRHzo+mlm3yyMFP0ca8lEq3kQ+0iTt3aUBUE1iZbTJ1jHnHhpsRJ06tNN2bZuS9iqbR0Wt8xmjDLiw5gfpHZDZK+hlFWaCgVc2/sKeQE3a7gaxcaMu6fQEZLCBc01SrioaXoApV46ZnEHyk7/uQUl2d3HpZ8g53RBFOnbUn6NRY61FBYUKH19ES7ncB5DuUwnZsy5/YzsXKLnlYYPidFULqoSw3SUTtUbdVSHs55rmUWO0tLVexOrG/XwmXYaP2PoC6Ef2n8PqMjvUqP/la89ij9tfzsoX/dl3HT79PtQL/pFP3iBPCLA/avlfEr6epJ9yvbsNiTsKp0FphUkX+BOPLHcJ/JNWTaA4P2gclowKQSTABl72TIxewAP510bQC4HtnWaNC/lDZBUIHl682u1h2f+ku0y3lOzQnPIMZCeCOevVADFYxUAqPUs9kwm+cm/xMAHExK4ha4toCSgjGNx7NKnrJcYRUH/MaBPRWAoMoGMfOptH0PnADATD8g2j/6zhdLacIVAE5mNVNDtcBiHqjbjE/k3lq4/wY4gssMoBQNg8BDBAr6Y6MeecgLQWx5iPO8/XsyIPfkorbtQcqA72X1A0CCAhRi2dXYa5pjWG+1DHrwrsknAvpQHpvz/AE70LdfO7ZUaRDIw+9OwpasLa/1OUp2VrDD3DvuNZExWNcpIxyPpIwExc3aniBMlLfMlivE+Do5fyVFp8F+QOFq3eVVu0eydEb0izr6HnpX/q5sH71FDmcd2kec6L9Ar1q88Gpb5SWg5gK7fpC+3omOCzBSUg5rZG2BUh5U/lfp8ax2vswFsXOdhNNYeNS0fYey5tL26sQ+zvjllLnAMxuEVRVNx2oo+okrnHfzdOb10ImPqo+kZUNFymZy4NXRm4/O/ln1ODUvyBXnfF3EvMnU+/U8F0r22XRcVk6LrZvN/EaBuay2OsFyL0RUHsXYZJ6f2ExNp98cmSC/sY1Vl5eFsih71UzLwmjz0pUE22j4ytk75nNN+Cyzt1r7n5bywKbqtlA3roe6bc0lNaVLDCeiBNGqfVdrUuc+kqZR+D/R94uprxjRJO7y6Oqs2emVnrS1EnCeV2pOdGhjhYLMvDCX2x3mM+aLd7jn76Wt+3c9W5O2hdbWHspsVlKbCMYb7XE8/trKrJgfzr/0PQrpEOftzfQOh+hX4rUn6K/lZw/9y3m/6ffpdqDfdJqyCXO6I829z8DEm5T2AFXvKLu9AOjVR/mceX9VnJfzK2xXgtMqT+z6tPsiGQxCnk6TnMsE7iQbsxM124k+lWKhbPaORbvKe5SXHVFikjMZ3DfJOs4afG5/NY3+qQ9WHgZOeDe7enEjSLhSi+jgDiu6OZeNbWk2NO8uNrvRAQg0TlhuSwb8BGP+Wen5eG75kDz1QLqqhj9iMiInt10+vhEDFHNpygYut7xy3Oruuczy8hMxocwyQgyBy1z4VtrgYGlH0ZmfcASMmeXZnm9FUiUPWs8PuPbvoP4MbeWqDvR4qOjTOdA5nBmJsD7gmsiCQYVI+eBijS1ABDMS0K/ANSRonts+wHODAjboQDdlx5wqH4HuBbJluIGFXNYPWy9Erj4SJzrWTSv5ahMbNzwOBvkupUrdv8zoBrAQaU96fjc//r6Crub9DkDjCsfrL9GZPJ4tnyOO172LOK6mIzblK+mqtHttfmYPZ2PKHno1UHm+DYw8Q9fQrtyXQmyAlfIgevBJMXZOtnHgomQv0oPN5RlrCTNdOCtqb4/V7ruUo8hn5DH2Qrz2p+t0Dm43aYxl8V5VUmcZPgsF0OMa+cVomlc9GWnFFpmGcGFz+4uvWVZWi/p2GNpjeXrR2mjjx9aMm10ENQXVX4hgR27eHo0OiqcbSd/Q+YZ3obPDW5ybYlQAX3DIhzKsrGeDXm90dathslmmdkrIquqWROA4t+3N6/z2nvV/UzjD1jPm5wNDEy0k9iRnRm0xmN+Dos2U9a2xvNYeGDmFrQ0u3N0A4tuxSNbkfhDRsz7oITYZiX3Kto6WieUfTvLhftTyHXfww5ya6RpE9kRDLicWJikntn0e3l59FK3nVpcso7Y5RL9aiyyl9Zti6prLy9h+YBsTaX0w17/mpNyLL7/axjhbvp+24a5uH6/WZz3t5fHX+sNNn6HbgX7TTT9CKyDIXwcjv2HxwLtIIIdgm/Tz+A7nefL0Mv7GH5lk3YS/GBSMzmSWaj3OaRnY2JP7C3kHm7YZauAgVeO2GYoM5oABqoBPlJ7/itkqdSSoW/vZV29qGPrf6DCW5Or2UfdN+k1+6yBtcT0AZIxPXQlPVOlhvg+P+QAARgiOYTR5b4Z91TQgB8LCAAYIhuFfYRxBJ5sny9NT7d5YygAkueb8GIexAw4NOmVFsbydU7gAiINtoGT9tgScw4Rp8jyIZPdFrUSPtvPn+YD2gSIlhLtGjDO++janIF2veIdwbwe04n9yhLp8d0+/ey5AWa3xm3+2SDTfD6JHfWwLQB5VwUjyYFYB2eLUJO0N0idecOAHpCXqIoTHKGX1OR3i6jntnQsXj/D714GMd+qz31reqzJ9q/xH6B07tTx9U/kN5zoidVS4gFPpU6bV/HSjoq7ETpuOfrEuQ3HXYaY11/1zjYiIMsfpMPEF6svHxd/jjM6czfl69gQtq6vq0+KDDKTy71bHFiL9HvlSlN00tr80bba3ouOa5P04X95ZoXWli0Vj6MCxuqcFJBLdshgdPLpjoUzLQxYxV+Rt9HnvjN0aYS38LWxeCM1lB/kBniI121+QDV7wiuFG+8ZteyxQj2iD9UnjY/sWg0xbqZGRiIo9ucqH2Xi58q6Y/2hjWluM03fthdue0/PF9goO23HGC/KkOA9J23zoInepF1+2IC/mcQu72eVic1c9/aDw88T26ZFOPWBbY1uHX2uHqb1KrpxsfUXr32S1FKLHgx6MXzjBSoqHoLyXW0tT+vTCy5tuuummd9HtQL9J6B0T2tUrj/41GoEgf7E8b4WsUbGqPD67gPn1LA9SdFgVe5+sbFwBBfv5ii9yR3pL3sR8TWG9ii+Ry4sAN3yfgLoIjvEq6eAo1qB8sa2Wb5Ba9UZ+Folf5eAO32WGYjAai4IklQrV/1X4jrkVwOSXASLFNojkGLlK9X+688EAKB2vqK6A13QbLmJkqGIQ24yLc5KFMckgUOBBUOoY1ty/kh3BVnKQ2QklvPGpLhCwTuIaytvkslsX7IwtFoQgftb4uDLzOyZYVt/+pH0Ud5R9k/8B4tpR17dOW04IUJp/T3amQ6l3gJy0pBCwejyag9x+d9x8g5x3iSAoSQoIoU8iVnErZ+7v1YaX9mQF1LqA9gqw05YuO9HhuTjR2VuBu0LS9mcB/n7prVAMX6THLnKYrLQ/QhmPbI576WK5NykCr1gw8M164KcXgH6TE5Uob9cj+jb5z9C/6kTP5qFRSAmXih11n8iD5l6ujK3Mqf291av2GMxacpdxHLeHq9vKNEdBJ8VnZtcnv0u/z70oOariQSHOuYyKa9Ppxpqu58VOdOFxcVfJ7S/WI1m37fcMVZHytm5MZRdHdeEq9xn18oz6qP6gbQENhG2ayvZNEedoYTvBMffOeJGF39V2epLo6+xsjfZXlciYJ93V3O5ITVqvx2mOe30ST6CKhM7l/nVaYcbKy967lJwyX/Vic71m9iaxvu5sgQr1APXB9heB/eXrX2Xx5ZUtBnHzUNGxw5en3o/LC+uD8412mCy8qJV8I6/JdfGSQ1lwHnqLmHVhcSwjzPTKwo3yKP4V/GBfdAEIs3ntQHZUb/lm3fym4/Ru+/Smm76Bbgf6TUT0nsEuU4zuQXY/ZSDIXyzH23luDbjX5FF5fl0RZgKhk0UeHQUFo1E3TZ4YG/i2wtpP6jjnezSlwckK4FizsMd8qTmdqQGPPU9hD8ARgNFxNYb6GDiVNlGrgC+cLGUxETBpf9Cxjcd0i6OYOXpAyDkdvYOWn0WhTW9U52fLK4JAETTw4IVzQkO+MA2DxTmgpSemxC7wC2ANyuTlNYm1xPEoS+M0d2UgOQsXtj34tqHNuoYwHmiTMonSQhuKheLBmlqf25H/tVKlJz0dEsbAzHzcKvKvlM15/mjfF38UPardONC5zDynYo9RzNLCJrSVkXeIw4Ibm6UgNYEsAqCCHCBYFCWIV8zD087zQbnblEYssnbwPp12lNannWR76F9xon/aeY7pfEP7OCrDt8h/Bf1rTvSB2pcG9p/AyaksGi/zPIvDg2hzbLIOlUh+vNY61kN42EvhirpbkD732+h9pk8s1VeelnHAUt/GEk1yaodQ85+vzuhsXmr4xNy8jNT+2tJTvUpzbpdu2HAJRwhFumiYtF3HBa1zEqcz6tjwJ5UHy72UtqC6OfjD4tEa+Rd3ilStsiBbbQa28XL7CzNQ8TnroSawt2tnzk/W92fOo7j72C7a9kx9GsnDJfK2mGcc0y+torV/WQfx9myL1INmjHVpjeugWPNJC41jrDcjaLtLiiK3h9UWk091PauG6zDF59xGKssH/x5wlP3DfLbK2tycT5+n2ZiiJm4zvIb8SNtwnq2voG/UyW96HX2rHXbTTVfR7UC/iYjuwe5qesdOkk/ynwEwR3aWnHn/atq7YOGyb+I442s1/USiWYqO/072O+h0XS4vIMnzHMPGuCMRnZ2YcpjWvnc4JUbWmGb9ZRw+919ZqzpChmvwJwJfgqPkSbT0OT0wpruS9+ra56+K03Xz05YkVEf+DjiwAToNNGyca0N4WWZ0uhPnSr43iLvFE9DFJcigkjrQLXikz/z8jeDPyIHeoCsAqYzkNS8LLBMUXo7JA4Cgv0uDAZPaFmZYwEYA1Yn8/kF3sVEnMx64MxkLmFMC1pkk0IFe6FmeVGqlJzuP5R8BiNgHU3TnR9vV0L5t/pBd6A/nOG8ATpL/UP5cTgBmemDP7wgqLpweTQ8vcZGCiUVQrlU7VJcG70oZvv5G2jvnZfPbVU6vK3QpXPTS479H3m/VZ884ea98/20O43frw57+JafzCu0t/3eWnyw+NFO1n5/d0yCeUxyL+3ch8fRSatE5MIYa3G1Uzft+20kdxcM8rejge2gSOtPfKZufNHxJwii7mXE1bp+7q9sZbGldmcWVPftopLIcH8/FuY2c2OFsOs2q/TWSYy6ryohxkIdr+wm7TcUD978YYqS2TWYMJvwlSNULv3ijZ3/VpmsWlsnZYxCyI8PMga7Hyffy0fs1efPiENt0RKv1ZfNRjGx4ChefGBG4Fv1iOIHtyDbSyHmOGclk9uM6Ww5mLJiMs5kJZ8sI8ktlO/mrbjvPn7VSLVWeaf/D9uDd6/w8Osc3B/rD3PtwfdLOoGNN3iYyR3yxESU83mr/I9+0L6dPY7Mr9M262zfQWf12Fv/Xyv/b7a+bvoNuB/pNQq92ov/CRHvTTSt0Lzg5Ru8tM7Tae+nfdahkyyuU3tTphSYn8b4CNXplK4NPE+PWDqzCIqzVl4janJdEa3ak8SGa7BbCbxT2wKxYRAUMWQYf+kCYeQrO4+22mHHHAEgBnPGAh9tdbKRo5Y4OTigLBdLy/DIpwFFaOUT5ApndINbxL2UACeV4kmtnZ8g5kZs06ugvep9Gp+3oc8w7f1t985tXdZ4PnPFcFriIQIGb3j8yZRXyBY7rAs+lZE3WtaGE8peobl8eIFzbIohWXk0+40ip1P0e+5C6ceJYv0IeMNsnyjj81XOdByl8n18x8t/pqP52p+NNx+jTJy98iq5oz70+/BcJ8ynzRKL6RI28tnBNd0vLaOiGhVS9HLP6E01ki39kjgJO89Q+Xf+T9KevYRepy3BNSmD/YoFr6aqkZotLj5AprUJN36zGBpm1qAK/NdHZkGZjWZ6/shCG1Uy1mbZnzc4w+SEyDsuJ/cXXq/MN8kCZYvqZbVNcOCaUl52xOa7gbbDIG6PAOFWz8spJeakc3k5lu1Ofx5yh81zz5+yv3AADWcbvXWjqt+exrUmU6RxcH21UevAiAvi2eql2PnAeZi+NWEdmAYF1pusi9RXnueaFHeez4KG+wDYmp0tAD9FymEpznP6y/vKv0dVO9Ltt3PTX6Xag32ToXzga/C8R1s8NVr6XjoCG6woGh3vQ6xCG9/btNcPChpHSCuNSh0H1t2i0htSm8vx75AASX6Cl2DIeFKGHR6y3NTGIiTYns2MyqqVoVLt31QNJawCq8kBje+4AR5kM+EMEAMlau+vt7sTdnzoGeZnijoHiCtOCJ0W/zS4OOZufnky6mt6X3QrQVQGPwnpiWa3jP75fpR7SN4pR7HXJ3xHxnocGeNIGbMgRj4/mNG/5NDu3Tf6tQOggZeCksFPaATmZjDFDzRnggVVfb+A8z8IFuI4dDA793OQukRGey+tAoCFxNFNOFX4sIDeC55SuA5jeoSuPQI4ZAPKJXd49mVZluXXa19PoNIFe2N67v24vzkDCb1jE8k20iieAFbuD+0p7PcBW5it14EtKO4ejsYvo0+0gc974B7n01gTAed8tgK2DPJb3lsHVKb3KiS78C7VFt9U9NFI4Bs7ZRv0xaX0ODqyXyDuso8OwZw+hDhyNzb3zTOZE9+n32eV9hHc++0UCPl3LwzHq9T1pV7i7nXkOFfyQtp2v0H7txY51wbaH5z1Kf53GcbJiGy3oJnSiF/3meSWCnee9RQm1O67FUwQ4rULGxt7ZLuf5YVk0gh0jvO22MawKftDuSWuRvlWPuZ24x+kKJ/pfp1vHv4npdqDfNKQrQZF7ULmWeg6Lm95He/qHr5vxzkxSTfkl3ea9ffGI85xo1QnSj8C3t/P8KCU1IIU6i5qb5PlOdDWWVwGb7H3wxzWnGz4Y7frNn7GDIQvXLwi/1sAAHB0Jcj4KHPn7nvPcx+3db3y47NsehMkOdMuDwQpNW+OtjI3j1Rj+iD//9hQNsd2iOPpCOkUaWltywk5ydJaba47pG2uUoSTvFNSf72CwguqJDMKjFNsyR0VO8V0troQqtJHm8N/S5bGYd8IwCO2W6WTIdCFwvOOYlM8Qx2GjlYGtpfEhfdbv8t4b5xU0BP9O6KW3TvtasruxxuP1Sj38S070PQtG/jUK7YqIqPj9jZaCBmMniW5a+Rv9nEy72+mbB+c57kA/MLFkUX7Dec7P9i1qMLO518fhuV+o90r6dGkfIbWHoA5CdeC7nh0yzv2xnehrVEB+b0+ABunuDQfy7c9vGjmyE92nN2bh5cQ5YHvvdzJjXMt7oTBlwQGXWz7f7Nf9RuXsKM3Ke3sRzxn7xWhlXquuN6lV5oDRktm8hPpjZbowYonytjd1oifPQm4a8LCZTDvnvUX6Vh1vF8Z6U0q3Dtunu1xuQrod6DftppUjI89MWjnI/1sD19lVvzO6uoz2njxwZOfFHn7fRiOlIlPSLvteKf87XT7eJBi+nnML8uzLb0x/bDjkLpI15j3D4wwVL9Akzf3NYZ+Ee5vHHDxzjr1Jfnd6hMOjsHN8HmXMfiD+fvAyCd9A1aHDIY+5P/XdfX8FaPEGvH4nLzrOLR87/+Pqe+U9EjmMRAFY8+FnHToCXKNE5/xi2LWFAEXY1YbYHTohBh2kybMYfDfvtX4AACAASURBVAFAROAI6pFjBh472lxrPuaB2SHvgfLKN9XyAJqVVJzNHHDiIywPwEXk37OT4ez8vKIvfsM3xedg+7XpXqVHzXZZf4s+O5LvShsI/ZIZ21laI3vhFaDlq9vdWfvHv9trG2fA7x55rqZZfzh7WsEpVL/Ef16cvV1lm6v03zD6gaq42mG+R4dZ5Th+11XO8ocTfX6a7MzeWKSjxbJ3Pthvf40jWN2DyJRppnDtFGiq20z6z55ze/wcs7ZwY/w+m8/jOpu1xZArDtkVHl37ZWJ/bWTrc8tLbdfZJ7pm/E/SoMuvN/Yug7xEr8ST3ckh29rb7fNae8fitbRXwvTLw6a3ym+U8vzo/z10to19EtNf0Udfjde/m87qy3vmvyvq9uwir6vp1/xNN32Gbgf6TUMarXp8xUqlX52wPMnOM2eo8GT+KsD1Pr7mdXSvzDtDa8ZsGvMu85u+kEYYQ+/9kik+cfJY8Egd33t4JSFJjyJksGbMr7ezwTvc++RB+YihrDvP+XpiOB4Bno+jsCZDU2D+QHLL9VuSvO/lcYiaQ7oUOelgW3iCxyxm8eJ8scVtcWiAWBoe+8XVdmz726cp0z8QHHq1nHwEpnxXEh1OA5B3Va49CxSZejrZX9x5cq3+6Y86PTcOfLq8rz5W8VX5+UQZvWJcGJVP/omZjSYwqfst5kevi8xlS19Cx+yvrmEj2hwwXzL2f5Ymi9Nem9zLaWnsINZb4sLSt9Fcvf1Seo/Q0X6wBZbaF8M69C+tvePn42x+Pr6QjswO9Ct4jp32neDBgN1lnWQMBsFXdPqjVIhK3ZzouxZ/XNnJ5+Xxx1TWIV2pz+qC0L+B0Z757NU76Rtluummd9HtQL+pSyuK25U7N/7KYIzOc/3uDqWO8yvyfAR4zOL/lfJ/JV2toH0aeHwv7Xei/wVl+Ka/SytO9GH8yU42pOwId5Ld3scXqECKwAvTHTvO/c71HlCTaA8H8JlpiY75TTbuWE7lgiKNTuDBVpWdrLPwayAZOwheRuCIDjIVIj2GfdSDBk707Zz4c/NDb9cBkeF9xkE9czId4TfbrfoKYj32+XymDvSeXruy0HPP85EN8orjG3v63qd0tqP6ZyYufif0iux8iy7bc2LstXPO5OfsYoSzPDyvV9DKyVt20fjJBAtMHfxvKiNcrybTFrrdznMiU2r1Ba5QP8V/ofOcCZ3oH6Ofc6K/V1hfN/Eb4rP4I53aLjBm5/Y1m1ayeOP553haboESvjmy4ntIOxm8dIVKc6JffBpImo7Q7TAf0auc6H+RPnkq0V8t05tuOkO3A/2mlI46eo8DPH9jgPbOcwYciYgej4cJexVAcmZixbjfAoB9O91O9DO07ui7nec3/QIdxbT2zrE9RwA70q+j3MiP8rHjPAdk+g51y2G9n+91MPcSnLN6KcjS2007iBIXGqw4z/kZL2CwCwJeO+O0tIr+StFXouq+7bjUBhoD7G9rfS8JkaXHxeN2Uvsdlav0qjn9U7ssvE7rHeis3x5dcJCd2oS0Mj6+04n+KbpKHt7l1j8F4vfI20NYVtgu3+FEP0K/Zo+tnIBRCsym3exU98th22TNC7JgCityPy+j1fYtp2isBf/j9GLnOSbzAcfwIZyKvsB//RVCrNDnheQ5bkWWnn2D9xs/q32+Sj84uvBrgbO7twsMPq4LvHTOe3XnydpQb158oRg/RK9wov8VGi3e/QX98Kab/jLdDvSbDtFo5fm3AU5X0GyiWslvb8V+xnvFKf5LZfzqif5s/czEmxX1++tilt6xBTDXpT+OW72hMS3gyGEvjdYF5wHK4HVdYJhTdwPqSlwfp4x5rkOB7GSzz5azxYvGQ/ILq9xnL88YRbMz++p6LnslOYq9Z+HZOLX+/HpN3z7DI9tdtt6aj8l/Qt6yP/asjXgQ/5IqwTqeBA1laMSNsafO+on+EVpnwrDAvymV48DWYSd6l5t7ckCf/ReBjZ4zbQYAZ2FX0hjxWY3zV2lfdmMP+jXbYqXuR+1glQc+m8k0uv+l8p3R2uInN0PuHU8p11B7j/ZRsXwyfqd3Zo7nz0nwhHa2nzWDZ8DZjw875Om96tlP2XrMpfV1nXlhIlvv/UozkOfv6M/VSzoo2B3y2KA1vezEPKB3ZfbXLM45Krz4ZlccP17bd2d3gy4U7WHeLZK9HUrQTgJjG/4lqlIAcEa35ynk3+Z3N+2D2xZezhiennBO0e/pKyqvXeSy0Vn5f608zvpgPrnb/ZvpLoebkG4H+k1fT98+WSHhriqibde5P8L9Cmf8KP1VGqWzd5fGTTd9O01NkmrDFWdRBlxHwjO0N+nXeFUpGHnyfuZEADlGm491z2dHjiQdFGsXSCYSoTxthT68t1hNncjjKsSns/LY8xyUVzeOlcYm+AF9+u8Mt8edpv8EfWA5/UtSazoPdz353c7bgzwutAcZYhpAYBguypMNM8jnxXQW3PmkvpUd2z7Sa2c7avc4z3vUK09MC0862Kt//wv67RVDzSfAJWyDs4UaR04wuOlami0TJCI3HqtWLUO8GWvCW61D/9uRiP1r3R3tf7ZJxAnv4Ai865XYS9mquxBXnbRoR8SA6982DuE60fySgmr/JOTtn6kgswf52+kYZe3Wnjjeb17thYaY+8BTKp23Xem9QLPwPr3buXGObnPsppu+gnqns+0Z467UZ//FRcg33TSj24F+01fTLwIaPaDOg44ZjXZBrKQ7oz07fI6AjTfN6VZEKDpPG+0um5lXPKza1yAMxmVybe8LeKldvFQUBi7GsiIQUlCGVeC+OY7ENe0QpiLQBciToCXdfIyAnWF5N0AOcDkEPUP+MLHqgC1TD5BUyYTggAyADjMTyit7lfN396VSaSDvu+jvDbc3ajOkFznRPUaq6V2cAvTHUNNp3jAUCFMxxAaWLxVN5ix39zzEr3Tjq1f2791x/cqjQkdyoe6KnyLKnOge+PFH4Ptd6lctILji+PZ/0XnO1OtPmWP6G3TYTIazx1v+JSf6t+ZjWCsVfs1CTHUGVnzsow9U1Wwhpurf4DxviXxDG38V7XdPzjkRzeZja3Tk9hLO+dgY+C9XTl+OYP/koqYOd2/OYDnVqg+leSb2T/yikbMcg1/aNlojV8nKA9Kv8oeC8cPzsOfjkkU7rGKZOzmLixcY+aexgIjoyQZhUu+zT4l0Xian3myP39F//5j98sey834yE9f+2OMmftMb6dPz/+qC3xUeV9DtRL/pJku3A/2mr6VvBQBWqAc2jSagV+88X+W/6kT/5fr5FN0KiFLWenYpaSkDArwi35NgfcktPQQuBDGoBkjzQELa/kt/Z0X1XmvelTnYiR3SAIdz896ajG2AifE2CaCDABBEUZ5LWxVceJcfqYDmkKrUys/ko1gwCkAbI4+TrxYApzIqlUot9jjpHQuPps4s+cO5aGm9ybD4u8PtjdoM6VU70Wfj51liABV2oPNj7teFtn7tx4c+y0JVBjTmD2Na1pSq+4XnMGIt01FQ4qhzNtuJcBXt3dEwOr40c/RnO9Cv2HW+GjfTZVc/m3Trt3n9fQO9wnmOfH697r9d/rR26iRM2FHLrtJBX0Z9OeMuY1d7xv7zfO3WTYb8eDkOq+/d/GEVdtF3RPcXe2Obrdley2umvxM92F9pGFQhqjGXapOF5apgW7F8bWkfMHMKSVhEjDJVyJaWQ5AR7EV1opPTg/T8sWh/qXhWNM6f8rH2107VsAlolg+YRRGoN9gFCk40L7VSkrer5oF1+mP2yx/LzvvpmBH15VP2P0XfpOdecfz8t+uDN930i3Q70G8KdMXksfebId82wO8tg15+r3Rsr6Y9kucIXVE3e78ZeD3/vfxOCHOAgvzN4cD/zpTO0s66nQFeWT7T9lb9betrnfdhVX+j1HGKwVrBS1/O2DvemwO3Y/oHZ7gyVQylJvJ0ysO8KyKr2fgwYuUXGKATKks2k9+ktYFHpYE/4rAoLJMyFqyku/MhqbFq8xqo0pZWVlwevBPvvvKdNenYLDcGDJshlZ6MA962n1bzzqc76yJF/gxDpOlNKRmQalg0koNaXWnCSRCHpTtPI1F7XdHFebn57etgdUCWYAMJHe9Tc09yrRgvf3uxHgftVuPNxrKTNbZ3p/jVx7Zfvfsq0x9HPFcc0mfSP8N7dnT8Wf5X0F75jlbvmWxd9XmoV8d/hf26l/aMB69ua0dOL7tepn06/euoV6+FCqtspciiVo5RbdBzKV6hHOwsr9Fu7JzVTEjUTy2HNUd6TXaK8+oF9qB6mdWu6MkyspbX7EqVhnWTkW1mUivsPIeTxbI0U3ujRjsV7R2ysqmTGew9Y4+VrYRL3RYeZ1l1+TD587Zhlt8RicjQTgK/asrI26cdKzrnwclC+zizg3Pf+De3xzzNRDo9HIaFGmMB4hi1p0+fp5j+Of0v1vkJezdLP7P3TYDBfH8q5ffQ1Zj0t+H7SO/A6M/g3+/QZ9/tHzgrz+f9Ca8rz5t+h24H+k2G3rOTThXcf516A+2ny+abdpv827RssqYkOyu+mMwGg2ngBHgIzxeAEuMYXyuf6LPCtAF20cdzjpXhlto2W1TiXQD7a62IX1ie4H2GoYWFG0TqDQyFPQREuK3VdqOsfAmr48yCVILkdPLHsFsd4aAp8JMG5QUUHV4WQlX5uB3UspW3PwmAd8mWykdNL7avGvuArZ6aPOvL7g8ouIQQXdy1QOBH5pMfEJH7SlncEuRh2D100g3b/rc70KnGnciyszwbo8w9hkGA+qgH3tPxTrOq177DuL66v3lgOkvvpmP0feMi9MuFxbk35bR60kGPZp/7WpXhM0cbe0GoO6wWUCrKNHCRX1ieAOHnc4iy0vLVHehFdLvtttip5ZDzvPgHl9JMtJE+fGzURj3UGjtDfk7Pt06ozdm7VeWokFxdJ3IMv4WeOIaletuf6n63aFXC+gLPUrN9zFiNfdGC/WPzKWHMo2pVIEizlNaOKVpg0ayDfHZsvChNTh5ywPCYPbEXXfFE/nZhRfWvAEDwY+4VxyB78jbZT6o+r7AN/xGS+fRA+f1iU/nLdOuy+8if6PUpGW666RvodqDfJPRO5zlf/8sTmN99+W1l8a/Xz6/TLznP+XrU3ATQ6OpPE8WKgZF2zdBCtmO8IDqCYEDYgYDyVHrmQneIoUMeB55Unw3wbB5Q73ge1mZpEGSR2/0GW+bADjtMcq6VSIFNdJhRbIu60cGOgT2JFYhs9ZcURNrcR1gaO/e9bDGkfV55Vwc3Duc8Zzd/abtsdoAVsWh92ecSpryI4ucE9g4Ho6R2gjBn5pNlcPgMffdQSUTQPQtJO5uGh+s0dNexcZxK98Y6Y/F+3YmeP/8Uef3N5y0L+y65rnaiM99RmrO4VwAwRz8r9G067TfJslG//K7cyfd9+X4NfRLsY+d5Ntby9dtkod580iufgXKR7KhNeWa7aAMr5lTU9mi7Yk0qB4rqnc5zvp6pv8PN25QwCPFdiuiwXjK//GJZtmrwHLHUhRqEzhzctZLNJFcqLNYNcrX65gXMGy/rQOd4VtMPgjkJW4Bd9W7tSeHR7n3ZpQug2wV+gzw94Kn6e2+LJXFonp2efWaYEInjXPUBH5jLTvNb8U9bHT5bR2r1zbw8VmnfaQtXUC+BIwalK6id9ttNEf+Z9/+bvpVuffYYxTGwb+/+pbRvusnT7UC/iYg+N/h8G6D1LkLH0TdPAv9q/Xyezlk3v1BlmS7ac6Kj8zzHfNz34/AtYDIGKNiWr+ffLM8MzY7zHJ2/GUjTAywR3quVqD6fVGul57NuAJ4ADCrSdF86OIV3YmNJCMxvtU+SXQrGcT48Im6wA70TR3ae90Tl2L7eBjSSFxPxOa1E264H3p30IJJdtST4qwCw4kjfTX1jYZ2DS3vPsLKS3M5h6nKnHl0EVvzCeCl/CMYk2gXihOAvcJ5bHjCI1RrqK/0+W1Kp/vulNgpGONoijs23fkEokR3nv2HF/tXUO5oadVnO97t3q6987+/WaeekxXO8nP5Ke7+K9oCvV+w+92n73Zjv7geb3kQ6JcC7YiY2E2PMVF47w2DS9kzasAPdlHtpAVmh20FB6jcVM5aYl3jqPPcMQnxbN/MFzS6pzInNdhTRljDbY1NHvmaAFxxX0sXHlfVzv0Ib8sH6P8vFi5drfYojftM7OHyR5oAt1jt5lTgfJTxOnmLunDGDFggbsvqbJWu4JwtOYtuwfLMq7bUr/97f1HBhxawugpZ2JShwzTKHqFXUvVqK2mSZbAWlP9YZv8d5vho96fC+bx0vjn+Obm3m79DrP+vw9ykrj1fqlCPn+avTvummjG4H+k1ENB98/Psju1Bueg2tTBpndkKtTEzfcGzpHtovz76J+dsm8rk8V9cPAusr4TOLO3deMngjmws66aYyVX+v368O4xtiEB2HTrZbobuCf2CAy26hZyViAIdyf3CZIRkiD8hPJMf57SMH2MBjD93YovXvcs922NGS3FmghfGqDiTUKxNf736HvA9f3HfNpelEgKk+2/goYAQ48UqDgkKbmEFayXMEyxa76yaJdhbG+rJ8dGXpImaNZ+OXB7OATW8H3MoYkbfeY+NWiMXd/fC4rRyN47gbfNYeetz3SpO/G6bW2ropCgdOxvLzAw4vTFFG5pvnZNvCCk1DXraawqX7ZbpLRllZ+qNM3y3P0bSv/n77p3i8k7I2+orTB/bKsMrr6pMa9pTHN/Xvo3V2JA/rn5aJ8/Xe9E/36aVQs1nPcmT/uNyzYzPbsTpLaTKd719AuW7VzEQh8rZGDDXd058sFPMOaWAW+bk4qaDOeZtaDO7CO8+NAx14oN5h0oFrtr+etbbn6vA3qkUlKsVLmR3lXZudUn3QsT027Euah9oLy8kCv1n70bz1Q457hLHqlhrsVKatkAgtsQqV4E06U76++ZF1otfed7smkmrbd2+65Vayn8H4UUePUpnWqWzGWmuTiCNcNgMOFmDs5WPXgdj6ulrVP6sCvFqFqNVvnVjFD1roN5+EdZ7/3vjn8Olv/2b7t8lzNX1/e3wtv5t+k24H+k1Ce53ovTAjyo7v/JfJ79J5N9h40/V0TZ38jXrdq2eMnGTmmL5mBE+LusBvM6ytTOotEiMFPfMD/rJvuhIYjoMMC+jhc9biN9CGRVDfUyefmRU5kjlxcsXIzNgJmqRdahnnd4VMHmKGvIRLzklPAWkhEoeg/wX2XpogXYX6NgBOtW2IGqC4u0szsgGnlHCai8UuYvEuDurXrkAfi7yFz7ATcr6LLeasv00ogggg80jCLtagsRuk1AQEADhrgONucZAmg02S/iUzRNogcJyF9iMPOuC43NYwLhi9r+2Iyo4WtnCpl4vGVb06FAG47iTfnkL/3aPPzhyDexcM7KWe3vGuHQF7dtK+2uH7y7TujByHG/NZKeu87kZy9Y4Lx2efot4JEe+iV5XHKA+9/rdqc3rH6Rl5eyrsKIY4UfBfhzZVKdFIe+XT+OkOdCiLY/617yRTh0RnFBh0nnN576HCC1Od3mFVj6p+vp7tw0k3fVhMp0riRFdFqehc33H6b8737T0sqaYHkSmTIAo4+ErpONE5ENp9hfTb3V3yOqG1RvhjUdc2wDG/zJ+JZs8SoR4pWczyiidDqP7vFzZvvCqr7u29G+8k6AJm4JhLnxFbTO+13a7ZIGqPpUmRy521MY9ZvyBKId6Brur8nvJgmXa2t57d0OEn9lhrH71oV7f8r6NQLmt1tQ1jgEvcdAm92n77NXq3fn/7jm76Nrod6DcZmg2IV0wg98A3LoPZkZ93+V1LWMxni/auGyXFWtaUnvxNBDrkMX8vd2Rh+ftKslu4ohHMxnlxR4VPVqrX5vj230Lf0nNjZ0tnBGKhcc1O14LvfPqZFZmwNo8A8YgwQ1+2TNjgRI/YxRIfjV/Sx3pfOgXR4b1rvhoBL/Fe6rxF2/xuVQA7lIvrad2Rzm2ztS8ABfV6R65Gu4dJ26YVesK3SI1EXgB+bUC1gjcM/mldJoBYL8299dlDWaQI8S81ydt9a9+dhhjoAldIl0vp3pxJK7nEuZCfFdKxYuA8t84WxxjiFufkEMMY6koB70k2svodIWuz9lOrfBN1lUbOqVnYs/r06Ij0V+gie3aa7imH3rt/DbDat5M3b+jTdXLdtCPPvU1o5ET/hG48smfxcwPZ+1fQXv4ri9pHaY3iry6Gx/p7+zGZMv0W/SerS0mbqtEhYU4fOc/NBR7fTkR1uy+EDtWEvn14wvzzhNozm3ZUq9gymEYhWtlpzzpwajM51ZProudwFB1BdGT+hwxEvNw5CTYZ/7KuEzTcRClRqyld/hfCa9ok6fSChaPP/Ot9qsoimc6UPrX33G+yBQSOTHusJE50SUuM35BQZ7aTKpGTvjjgIyYvNskCoQ4rNpex9SG/iw504eibtLTnRIc2rIu/7ZK1GYoUr5bjtujDYByhn3XyhWMs38/mhQ6vmrzXYX3Mc6Tq/yQlC3uYtr4+dqLjePwXdWebJ7Q13pP+NzjRP6lPe/rkyWZMn66Pm/5duh3oNw3p/q7E62kEcHzTDo6/SH7uXbED3ktfJcwyZc5zvk93quVcTDx/XWrRlfyeZ6/Y2OJCy4sNjgaYWSMFjPqOeGhQ2/dOLsF32kWCFeh9sivGpFslbOpEHwtsnsQdbfvaXICNBkW2wIyo9spkJ98FZ5kgUJOFHd5ss7gkf1Igybhii0SluY2Xy4fBPf+7kDfPqfShCAOC0gII1khaTafstjQt4O3Bm608SizklGG1vysCbg28xQNWwEd3RnMU/gtyTerrulH6TOc5mbLbtSBAH99zG8J+4+PyNTjJt+/JbuEL2fZSIK7uqUr2Vo2q3DtSdtrTEoWxxINKwBHd7Awg8+kd5700zzj8smf/CkByRT4tixqe9Y8xx7vEe7GDvm2niAcc0+Oo4f7T8nrqybTSXs4eCZ/tQL9iJ/pSbA7E+oN5pQ/QEataDC3oCez4Q107CdZj8+3DknOemwXD5Ka5hQoxbQKc5zh/D+0u/4gX3/IEzLZR04FUv4yONKlfsalIrtWB7u0alx/iT2YlJ+bwLywSrcwLdI0CgdkXWWonxeRhvhPd2oz9uml66kvnSNWI/dPtAuopqoWWshdB19IM+6aJ+qgseDAxq2XxJHCiF8Nn7utN9NnWtsR+x3A7HOh8b6q2avtiXZQfomqbMhvAE1hP1Oyx2kZgXpxSS9XSwUgZOGZuO3kXe6tTJvDe1p+Nw31r5jQ+oPJ/J03Kl9ttrzxM+YE9/1cojnGfsZU/aZNceSLQX6G7DG76FN0O9Jum9I0D9ZGV/FeEv7oc9hxxeXW6e8HMs+l9kvYU5wp+Plv5vfdTB93wDBKMxTGG/BbP3u9vT3v7S5+HB1jyFZQL6Y0UaFQs25+tTPbkAxEQK5tw2duMWUSxitX49pZxsX+2Z4Mdn9ttBkosyBXaRqyL5Z1r0QymUFDByE5DDR6OBPCGvpeJQpnENQm1OXJNhaV9z+CS6HhOZXPpEqU7XENZV/2mY30+AbjhNBcGBZdAZm4KiwMO9L7w+LwIeBP/tTCIOA7T3plnHsc1k4hLKYAjDvQNXOJTBGQiKAUWPQBI7MccAhC56pMglFxmbSaHg8L47lkOHAx98iDh9sw43PixZKvpggDqGB7tt/qX1HSOLcCCbEcIyq64f6NOvAm3L6UL9ZlP7sxdTXtVfziiz85k6Dt9fxccfH2d7yubs/ZAps9+c/2gI/gVp0DM6Cp7NKOzTnPPy48Vexe6XNHWZf4bsbKK2RJPFa0t9uN/YDdUmpR/NtXLrultcpadsUcom0xdkuFttkik6cWg7ogzJmI8Y82kp67hArg0gC8Dp5/pTys3kTPKg0+KxKDNQVhQwi1R45CqmJzqlVgEfCnt3utrlTbnY7MVZYHCpO0ZfEGSTsq+ZLcxXJpcV//MKSykMDz7PPzi9WzhTRoPb6ovfKh7fh+cstjXI//Y/jTQDLtBubb+UtX+eloHutHhU6asOLuGFTtsXBRQtX41ioucmwv2Fdoyjwcnp7YuGknQdYb5Suo5bSWuz5Tkecw32Xbo+yRiF1maTa5FzTYffhx1eS12s4EV2B5k47UtYzvGJcwX+94r6NX49Vg3zZ+dwWdn+dmr01yl7/dOdLpa3/6Uf6VHe+2PLP432yM3/SbdDvSbbvoQzY6x9ADPK5za96RynLySdjkmyoYFG/uNP2A+KI21KcWwry8QbIU2uQ14A44y3GW4It9mg84tX8Saqnka4YcmpYaBowIzAIhXbAeDrlmdVYxklFHrT+oR85VmPbcQVSYoU8cwc5xl4F0MlwBUIZprgJz+PqxGkzvSLDvOfrydOc8Dv1IgXrEZN+W/YCT69D3WUTotsdobBm7q87n9Y9CGnegsTS5CpEEfqyp4h0MO026lFfukNIfmkEaHeS18VGo7PaK0cp0AQUeIAWLNYdVsgvPcADziRFdZeewpDb0RLM/8KZ0+hqNQ9REFPJIYeDxB6KKd54fJw3L2lAMjPSNXxe5YqZaNjgdukYfltd3Js0oW5MNfTSX5xZxkh6cC5FRI+XX6rSLm8fVfolfpfCsOtit3J/81/XUtP9hQ9+Z9DhpeDcJ9qn6yndK+ffo2efQEiW+iq/rTCKhdiR/j2V9DHpyGv/a3/euIkM3n8txw4pNx2p1eioy1zWGogwUqyJGcTlt1viaeTA/M30Y/WI0jGp1eV57fcfyHM18KNadTXr4iPqvG3Ge8dN5e8fYO/KXkPWjhVsdtOrpJBMumcG4S66BWiGJ1CLXfQMaiF6pjuxOgQIbqPI6c7/zUCP2ddtWeXm3uPzv/YRtb80prvJD9VijM07StRF9f6Rr12RrsA7ajc5PBTp/KaJ3nspC5nVpg5O7kUds49P1MJ07tASha4eDm/7QgkSPo0TjPnVVBNwAAIABJREFUoQ3W+s3EDHPMreSbet3T3yEMxK1JnUqWSpOXCshLsr9BKOtjZPMRT6+oNrQMD7Yfjyeti4nLCxdmyLilbWOzS/mGs+D0wUqxXP8ojapmeaHMD9DID+D12SvS+ov01+zFmz5PtwP9pn+a3n3U4J40rjgubzWNf5XOKlm2aq6upwYhsBHICnRLuKiFQMHsacfjFZ/BvW3JW6lzq3/7axR/a5iYI3pL5vIdU8/ICyuZibZj3IiIChzMPEJ9/GNjhNhvhrHzT+yZVg+ZbZ3uNQUAr5e+NcLdjtlq+Uq5srFpBJFAY/LNyN/5svPXe8HBQ13GGbrmzTADHXaAqEjZKqjgw3VZVjKLRLLA2gZthQTOlajWp/5j0AYN7Fm2zM284hHEQHm7OS55uxY2lQFvACIAGAEMu9MMIPUQRu/GxxIjiMNgCRzHSNBPigLrBa7F6S/CKtKkIHHV56R9UUTl/sviAIjEHaG0RTgMHoWi1bPUfRHMKQsrDRz6EwOEvmalElqZMPQsi080oID0HuhiAKD9ldc8gJ4kzckyDNjh8Tp969UnG8302aO63qp8q4tCr6J3n9z0aprp45ue0X+v3SyW8UqxX71g96h9cWXameOciLrO89V+c3WfPcvv6vry5ZSls7IzS8rdPO3rcBy2iHPbT/5dhSFQUmvmmtPhuZ8X9/EMwnPZ81lN9ILcjI5oblognstZf96rJI/uHS/jjLIOqlq9A32LziprIXecc0I4s8q1d5Z1rjkWj199Pbo50bEtwUIAeEicvDmKmnUz0fGcLuLuixiEtnKLD1/tfXeXvYg8Hvfip8LGPDho4i8jH6ir7l1FHef+LhYU5URd3C/QqD6MId8PtvoRPfxJ6kSv3GSbttcb70EfrvXZdp8/owM9RjZ5FPlaZkp4Z++iHbaVlJaXCzssfByDtowz5iK/gEGMWI1GLf9ZpmCfJvaqjEfSn6zUpRQqj2ZDwme+ZPxBZ73LsppI8JmITB41yEKVjmzSQYAlGvZPtvOr2qkaacvcNk8zs6TW6krb+G1a0Xf+mhOdaKwvri5QfrUd+q10dfn8ur150zm6Heg3/bPkB793OKuPxHn1IH070a9Qsq5vN9YBxMagGg7ybTi2rDxIkAHWmcHRFQDTX4lvTSAGaywIgDsFYR/jKkBPzfDzRmr7gyIb4GQrOFvXaZ2D9dVkt8EQ9NDcZLt3xKGvln+LpnslxgswECFBfvrc7wDP+rKCElriKfn69uUjONOCtf0qGuEWoa3uZF2hIJPIEcpKhdjsfbdoRKP6fTKu82IdP2EH+vOp9YNGteN0SOZu7PzYdytrjwOAkg1llt0ODG4Uu/PBM+IFJiTNDVrvgVXXZseDAZWh34rjnHfItzTL9owehRiEkzGO+7LLOd+I37syUKR16B3wjLWnw4IUHDcyH3AnKQLeLhi0eSYTol2cI+UhMhSblxqah7R9BYrie5lfEDRy8+BapvzvKvlzA66jV+tY79ZnPa0BWq/VNf+CLrvmRB/Fj913TzP4Sydd9Xbr8PXRHeivWPBypr9evSglAxlXANueTEX+IEWNIeGikZsvJQvIMlgLZEwFZEzlY/ul6WHWe+zz5vU5I5zGqURUkjAp+Rz0NDywVyDNCr/oPLf1tSkoBRzQeTtUZ6bYny1P4WhzUh2H0yu+gGVRgctdUoGsd6Q6NShdBeZ8aQ2i1sw0YT1hyCrU1cSvzE90HH5eu/ZVv28O2gHwJmzbqE9mORqwvFKvMXxOjO3eEvI8V3rAiLnopJzIQxVTru/euMtt1zvPeSc60wwNqdzn66gOZjnTdh3La8Jx67RN2Ia4OOd5xsHbWjV5polVHQtwgRW/82HJjUkhp5wG22Il7jznNE1aerPZl7yJBPoTyFG1Q4e85PnF8Zb6lX+GWC62F9k+bWW7ZV1lJFcuwWT6g7RPVzs1RH0dzfL+jo13v0xHy2ev/nvT36fbgf6P01UG+7sHkdnK908PaiuT3B5e73CivzL8WZqld7Z8Ivvr6m8lfi6/KvbVKesK+zRFuvp3pEirR1wTwGMX1WyXQg/c4Sj223i66n+TWK9WSUGjLMns+EDOt11QsJBUKNw87a2oFcQpcqx7xQBQd+tpR2d8nkevGIZ21dpRTevQ8rFUJK7mwb3v3u0HQvb2rrgbZJzC8i5TZlv8Q9d/Mb2qbSyWfzZvefiACJ2raExL/OpiZOBvkpFuP0uLQ+PMSiuWthewEu8Sogp9JUOUzHsEvHicaP2I58XFsRjBYwHHyNWRZFZBZQOWy04WdBhrfkU+bmFV3wioAeA2tgesG19PEqoQUW2LMGBsR3+zveDbrIwwbQ+I+T4Vy1sP45BDIA1PTF3zhePhIMqUfstofbfzfC/t1Z/P6D8rcc/k54y+vHdHwqvorM6/V5+d0d72sEf2q3ZOvzL+3veftj/P0uWLCRbZyTxleBaYQYo8E0qKelj6xcpcCn+qRf8TnYsXMdYnmZNfWM8OzqVtfsP5WvIk9hiF8pgu/hycOpEoe53ZuNon0kadHlbwXSc9DEq5vmuvuajEALGiO9FCiiFDzIdsWYqNlX3SxQXl8L0ARjjqlolf0BxOTPCqMCabKdduIUT+ziXgbdpJf5u1t+XevzrO9cKVMqp21W+n7BfkqK1tVFhgQb25tjXINg5sp1bpvdWd0yqEFPRCwh6arlDqpaBRILjfnOh257VpVQXGLUL7i7BDm7hBtpq1NWeDJWHEHtlMrQ1L2YQwafXS5CHGvnflB/VpeAC+wZs14ojXRBEb1koR58TROBPji5xgI3bzK8JQq9csgffS1frQfv3Otc2TxfFu/W5vfldOAnolfdqRvNc/cLV/Jkvjpr9PtwP9pn+WVo/zWH3/KroH5n+UEsPC291dWxkMjdPa406yzRXNF5AWVgQUNkB6ci62fwzFxxEiAKLHrVf5JTAg+fvDajwpr3YBIAkYOO3XpF+ItiP6XJ5hzIm59Va3Jzj8nr9xX1p+MtyRxoot52PqyeIy7IB/p+hqfqfpOmHCIgUwtLmlzZey1AguLk4HXWP7Y1QFcNi6QstbtqClEomHVrqP9OBJPwqpkpSjlKf2W+3LnObGtXIfQ+CFk+/mL0nX/EAYkAEri8cV2RkCwL1uPo9O9P3kWwiAU/wK89PSKTpgaizB4EFW/i0+JT9I2Z1veIyn391mxtxZdjq00ic+DQi8ivxJKTd9L/3VNoj0r7ZBv/udn/1LVNyvf27mtJKGsFTdr39ecIZr5V0o/ddcZvSsT3o+n/T870m8u08mNCcRJJPPx6vVe7rL24LA3dPbPzt/k2l/fYW8NiXpyJAkHKumgLqQ8PaRCgLUHNFVdCKPXagd5YiLj3u88vyqfZl9EsyGy0jXUrCO6eSY0sBwumAYudQsO9OencP0vCB4NLw7D08HnrQd2F8QcZBirmG/h9IyQ1vBjwOjsKS4SYjfntWqVq3EsX8ML31UE1l9+NaXXZohD6aa5HyIfv7YvqhRPo+KFLnjKzhN7oKKlTKAjRbGdi0N/akU8w51hd+0/zIA4KY/TP+CvTKifz3//yLdDvSb/mnqgRbfAmbcA/K/S+rPQavAGpQGuOmABedonxaOPqEA2EAA/Pa57JrOHEEm7jhNEbeF7RqQ8JyBGxPZ8GhAieNRs2snhPmmMWSh4F1iXFLzMKbZZScaFdjNO65psyMdgCM+Tnu4vj+ATIO0jja4LPk3D7/Sq1xdHaVwEkAA7Fz6s50wG9PdcnyfDa0IqvSNtAMTDoDyrkLH9gCHsiiajoSBe1w0R9iqdUTlpAlYIVCKmKe0nRaphnR6dQ/9v+225/FocyhzAgxM2R54iRM9gDWRh3HwyM6VrZQ8QFzaH96dV8wLd+nrNZEro1573tvOu+F5Gvhxg/jbddub5vTrbXBE/3o7/FeP2sxy658V/leSo7X3UKJaMzuep/i/ELXZLs/n5kSXOa1qfHpoMsHhEhYALGTgRFcfOYvSMSQ40FTP6KVwxIke+IFtY3dvswz52IBjYZ6+fYjfdPcqIdqeKRk7MdFNms5WmhM92Ig0LklOohClcVGGRAJ4qniAvchD76GJtdfS6+tphxL1vPH2BDvJS3PyyiJ4tiUkG+3kOKpL9tbKkPTJ0R3TRsxie9ncv94pjeSd5P4ZxwkO56S2MtwE2fsYPNbAO1+WgiON6uoJCWTywBiEwpgF2tXafCKv4DHtydHKdv1Ib1GoNtZQrK9ib7/Q7r/pF+isPvqX7ZUV+pcXxP6LdDvQb7rpS+lfnohuItqMh9qMk9ycDU9fsvN8UR2fBDG2WK1xh/dqXEiq20XQ4lKrzUBE6fevEPOSFb/5TmEFf3oGaOI8bw6oVHAnZzdj8j21Yg29ndXNq5lxMcMkAvldwSjWb1PM01VGKO5ENyBG4qgLdVj5X2LkL9JXGtPSlshl2o1o5pbLgN23RGZHdLtX8JP7Nrz3YxD5IQLQNOMw1nHCwJZZfTHsyiuIYiwfgcw4VJvsuKsCgT7g8TonOgoDMDLsCrc71gC5KS0cPJakmszbjR17jUMpW0A00IfMm06Dr51rfYLeld+m23j/O/QXQam7fW70F+t2RKXz669DrIK/CVX3668xhUx3LbFNbt8/fxoH+qM50YXJk4geoNcTwWJgJ/uMTjQDmKHlSeqAIf2MTbYTtVu8oMcsNdfeTlHPs/ZxjqIVE3k2WfAHIloeUg+oD4JNV5GHMhv3S+s8x13k2cLCHrEaHOS/eEw4yi1HHRzNnOhH6AXzQ4U61r3n/Kk11WdrRVstG1B+c7wOanGymWFoQ4QFN45P62N4apfpT8gDrvv2aUUzGTJi25vaIp51xRvBLcR2yvAblgjairQDH5+28UX6f1nqLX0qah2ZT/9h+pmt5+sMzauvNP5v+ma6nejn6LZt/h26Hej/OF3V2fcOmq/+pshMnk8Pcnvz2zUy78GaiNbb02q5z4p1xmZvtXTlrwTOBGtwoCIvfNyzbGd36piYCjwrkMnrbOdAtcaT35EjcVwCaAjL72ZFRYtf0kUnJhpxST7ELqkhfLaT1brlNS8+//wNsSLxIPexUsxdcXfmq1zFW0k7DbmjjrchywGqNY6pIrmnM+x09GSe6gD0kgZqww+TExtf6x2dlLI4g5I2O+KbJZXEzVbLj/iNaycbaUbxEYAacOV8h/bnCiSUj+mkkKQCKw62iQO2uy3hJYybVdMTkamaHemhKwM4o8cBbvz67dX1YygXBegLfHucRwIGXrBNuTG/3af1XPl78LWlj3NPEtbs+gCZ0VFQKz2flZ7/Pem/x/9RrQ8SsJzTg3+4I4X71hPDtDxw2epMGIux8qvmxC+PYneh1Hg0vHzPtpSGn/Fc1LKZOfSBJf8pWAYoEO7yyybsEe+QxRrqJRsDdo3oboVa1CuTiXJUIJP5bJT8erz+jDDNe3d+ygbj3hw9ESNhoclX11YGEWsiUXVhxsmlTwzPUN9JGYQiK9TLgmzSbIsUg5MIF5B1yqAul3vJG1DxF5Gfn3W6dZ2KWPSvSz8EHzSp+Rd+NY6d3ZL0baV262c3Dbr7iCT96quLZ61qxuIS5sdtbti+hdsmvqQzmLmj3VR4b5wOhYgeRPVZqdJTpoZaKz3Kg2qt9N9//zXHOXz7mDqjw5P5E/GpU1S2OacUovpwU2Ovvc5L0qc8jYU+otr6YxdLgDrOv2mO/JIRBnWejhD++agYpKxRhRMZqqtvkiLiT1vFitJPagV7MKhe+XgiI4koGfF766vO8y51hrI9LaYmV8ppwHHwqO9XnUl2YOTIOhq825tiHDL0c1CbeobYww5dp0OvheXm9pifB1hvznIXRJ3hAd332/isn4bT53H6XytQmdvcoma7M6GjmwP2s/Fys60Z27DBwVya6Ao43FQia481NrW6SHjbbBAnLNkFRdW+k5Q35uY4+2CImqiH6Ntw5b1466x9vTp/Z/0b3+aAPvuN8Vl+Zru2z37j/ew35Wf8vq2+bnoP3Q70my6jb1t59G3yfCsdOXLkXzx68JNUiLV02DUJBoW09VI2Bwder+xOPOtEBYW+NmDEO0mkKzYnzONJ9HzIKYi5WCybXMsfAVLEjmBQFneokrbv4CTtjA0WNKrhmQrTLlgm2YESeYqBTqQ7VWrbhc+rl/cMVVNEJUcgBqbWPB22/npY3sXDgZdT7qsPc80Y77/xBjidJlZcagtJb80SdigFxI/HXk2sO295o35Pme9F4VDGEQNZCd+J2cN7igt3gDxQY59U8+Mf9ximx5JzRGx7DLpsg3Hk7Ry+dmdaRo4HjqkEyeiH0NWZXfhzDKVhM+g8gRwEEBhkrc/NqSAgewKE89wiEssoK4AkUaH6fNJ///d/9P9qped//20796TMSJ3mMoYjT5TPfsBEw8wac8vog6jURyvKliecQ0z4Ir/qtGcZpGO64ZD7dJEktU9qA9c0ix1DZsCQyXMFh0J/wO33JztvmsdN8AJ56UT33GJmYEpMI3ZF64XbNWOdoJL656a0MqYmk8ZW7KPUeox7A+o+MrHdODErhSJtXdu94S31uY0pPV2rh8OzBIdzGPKzGAX0ycjqWPtLo9b9KhOfGDRMyddFKZM4RqThm6OOQZM+TIFyAhL0b3S+1OeTCj2olKc2lC7AusmJzlU/f/F4XQpReRZ6lgc9SqHyeFBpdtLjUaiUBz3b/LXJQOaf4S1O+Tbvsf7QFmNttlh7LvPLQs1jPrtBtYds81veY3TeqzK/E+sRTcYHET1bMT8eGJdSnjYBKOme8zzI4xhIfgJjmEZwsR3UMYwXMjBlBB2R258m1epFynDn6IMOrVEwx/Vy9X3XoLIvj1F1xUUqXohVptSRt5KfjE3X3knVRxTVTEc1HWLAVocMSsuA9+8nP0fPSgPaeynw5FXkKzSRb9BPMtl6zWOYdxyHED/y/KwRlKShUmw7zfkFnE5o7Dpss+6af2rM1dY+WU9CGyxkbEsbF3sIPxu+Ovl/lW4I/2/T7aO56VfpdqDfdCl9m9P6W+TJZPgGB7R3Ft5O9O8gLVWn4PvjxJ3zXAEddw2O9i2BpN7OOtEtM2FpHegIbj2MQczGKWFesARqhR93XamBVRhjBbzZqMB7szPBgUOWl+a1HaQM5qpnTGpgCeJTAEBkACcVL6ep/ZyjE7trODEI02ST5FbTyvAX7yaAWlnh4shJkrUD3v2UOPMk9Z1TCTrO2HFeWzk+GlcdQwHWq5pYqOZiflLqvdt3pFuWUMlCyE0yy3WFOjLSzOOMQJB4j8WBO0KLPrBx+Tvl0tbVqRHy7hA/2z1GFcGdzI03xLANkW55aONOk10xRwfme7HwSobkzYkuQE4CUlnwiYjo2UY/uyyk1kr/1Ur1v//ovxK/QSpjdg8RlbaEbXDLS5yifBsrOlQVOHKe551OsWNfr2VzKJjw1QFbsHiBk9bpFjsDLJTSJ7kQThpg0ZqbPo87V9HFlfBv5c18zFhXiUpzHnV9EMU2iUKwa6YzR84HTN95+u2hT36mWAnbfz2HxrNxsYLoftboi+bbwXx8y0LUyfs8ZM6W21DSuvxg3+4f5RGGMx4DtnGkOdEXSjYXCxjvnQij4Al/YJ06RnodYsxvFj8Nu6JgeCelmbO2P3I9rsRQZ92XWShX/NiFO0HDXNgbB+U9f3vcl6FzWJoxmjlIWjyTKI/NYf6kZ3Oc8z9qv/VZ6b//+4/q82nrRL3/JKOpc55U2uYoXrxcgfc2Z2SKUKeBTdsdaBS8+x1Ll7tgm7ee7ESnzflTymYTcjk8Hg/145A2l+6cCXqC1n+nTk05yh+yD4u5rWgTjRzo2O6HpdRYwaLPfjtcUJa9ArnoRD9KZXAntGv+DCNgh/zMhjcr8+6UdRRnawDr8hjK4+luZAyWjvgxe8Ox8pU0Sm1dkpmWtMJpLbVBe1g0oLN0CrM2emhH7zRJ2jo/1lpRv1N5dDsLM07mKYLnFWOjPDDo4jgngxumzNo/Hh1PhLv/XSv/WfoC6P6mF9I3+GZuuuko3Q70my6nb3FaM32bPEy3A/qmNXLKMyjyAlQ6x7OANkCiWLtdhFc5zQMcAo5zBnEY4CqV6Pl40uP5oGfDX9WoTYAIAfw1JXPMPYTh47ENsJ8JmMgrcVv4yk4CkCPPOwOvGWq4XfO31PFIbyIcnxYAm93kQKnDtAgiRwxsX+pJdYnh68GPUVkdybJDDTN47yhJH6XmmpBjJtsznKMaQIhtxNPRGi1Ei070uXMim7tkPOq8J1pJeyjROi1WoMfQtvvecefASH5GgJG7beNAui1wBkjWCnWH9YNOdIKdJsXsUI/C4A+Ml+KkrUkZ4lxjeZgjEivRsz7pP0Hjc0jHs5dFDIUdHtaxoR5qiaFcWuNWzKqkddmtrap5rm2SelZOikF7dKgUovKQuauUzZlY2MkPdYVVRsSODmg7S31C6wVgOfi7lX8KFPLcCPNZqXZu23bqV3pQtkhBq3zzGXGd8nyuc7sqKEn7SfKjlxDPU+neHKDRoDZ4KANFVmf5eC3zX5av5Fk6XxZ/cQwKHw6HkkV2nLs5sGW7QN/b2nyRLhmLpi3Ief5H9KyeY5Rklp3d84bXWUr2o29bfVi9IwtsBfJ6ig01n0dDBkcDVPvrT+GRtDjLspjUJWMHojS9Gh5yixDm8thvlK4xWpe8b0w14G1+kTZFzk5OBnPT91IneqxCO7/Y+1qrfPucSKccM2pD/6219RyYg8V53vjSg+eubZyVykKF7JQtxny2X128yTZYlXxtMlon+uY8r7ITfUptCtA5pF/h2aleXvJuGlLGbY6pcN/mMzPDp8LbsWBrVlt9iTRhF/oi7Qx+DZ2dA3s8BxkJr/z8PhjAV8UNHRV0SpfC3iK3upafx7arbrtHFXNnuufownqGhZ5Iq7vpT0sywGA7PTZ/jxPgrLkmi+GjftVRMCa6a2Ub3uTLtXXcsJIoXDr2QAtH+2uQfhiv2o+NtaJ/fCd9IWR/04X0jT6Zm27aQ7cD/aaX0N5vZryaft1R/YpFAL80gX36mzafptLJvzcK8F6gFHZ6sAHVHOwhDXTCT6hXGwpu2Gd6jDoJwMUO5WWLFAFO5zxHuzs7bj3s2QngIiNfyqnCTgfviA/7s9AIq6QGU8FoCPxglhzwF0D4TgFVSsNzwgXvo9WY85TsTMbvUXzXKLXmYxyLv8T8I2DRrd8kfyX9CPgidfrHHlLwsiUv7QGAU3xHDpzxzeuUNAmvve0hPOiH7znWF5NaS38CdkSQKL6vSWAuGx8/A526iXuC1x4vn4UPQpgGwqAMf6tbAZ3Nee6OGMyYm+HXjUM+kNuOZmGjDVDanB5b/PpsR8LzLr5BvfuTUfyOQLOT7/GAQcGODqYcgJ9JqyODHsnYAYYNcK/zpRSNWRhhU8E7DW/TzoiBfqyjrC/wd1/DOSgQt1TeedjSg3mHBdriJ7IIPreVjTjfayVqu4t5zAsL26T9OJZujPTjv6m66kuQM5WDwmOqycY2M1mF8BrGZsTUDJZnP+mYiFsYVvGGHxRMe6YwxfKZkq8yd+VPmOA/hVi1dPqO6HjNwVWfhNTTZ0eyTR7lEVtA823bUMCWY0mfd9ofaT8zzzwon81PPeCekvGgutZXM8nUkejnW47T4R7nKCP7lirPJ8Nx3A+dhnn/a++bk1l3UOuU1dKWxY1WVnvdmb/avZ2vSHU8XGjFnvLa5q82xhXR3ShmsL3DkblNw20nenso30R/akbE+ZHMUzKnZCWWUJjieb4itcGkiOJHUNi5/nj0Pqrle4Ys88x18kzEzhjJu/ZDOBtZnegsAc7JYN/68pR5izuDMVAhVMV3Wn5pqw5ZHsxfXSrmR5+OI8/HP9ODoR0lE7GEGS/axXDDe/IbQwZpdgd3F3+3PebaV9UylRMpOJ2dxsmaJPks0qcd8yFlxdGfz2byTO21jKY4UZy/PP/xXDCRJbDvl1+mr0tKfizIePUFVf0C49akTFt5ZfqVzuX52JjjO3BZuH0n8rWLvVivD7/yzecrMdiz0PSnN82dTXtW/jOa1dfe8vkmX8EV7eyb8nPT79LtQL/ppg/RkUnR7BjaEX80YaCCeR/j/kW0Y46XehDURlVywDSplAoOFQUTtrrXR0Q00sjT9O11bKcetJntvosgQn+XF/8WHzrjXZOwXAbEjgZNx+cnpQry+ecF3jeAhvkbQCjto1iu9lmO6+hOL7MnfoRhvIpCmghI+adkjVvXVjKDm/PZT+vaDK+4LnqUn1DgANcL0/t9en2DZXxa70sb//ak2wMA8RZQDn6fJDFNNzQQ6B213csO7Eq6Q6HPJA45Nb6sei+iozen4mVz3rdxLgDVXew2zl9m6MSw7bu0YbIqLb+6dXFIqLfoAq8KgBYmqplmZyHOec8n0ePxpOfzYb4ha5FK+xyKtU/JSxwT9Vlz/tM2xwt/l68oFPDiPD0r2RVmRWQxY3Wt8k1dmSOrzoIy75isVDOPxXLWuOIz+xL10p8SY/7yZOzzT71pMC6EMOGiMjNo0lmLiOT70sr8om0UvrnJ480kAR5fQzq/CF5NHQY++IJdtJOnp1CfsPjIBJpROl+RtFNp5zhgiU6/Jws+oQIytvmKePwnmc/CdvsOu2XHA7It9h7HUbPIiKP7PukZbgMwiUdDkuTIhehZoNC4DArEKzr+DcrW6wu42NcuZB5OMLDuoJpfTGkTUccZccbDeIc805S8PhHk4F38Ot+E+CNbCWzejFg/4Xbm5y+ZIw1vvY7zVz+POH91fORvJs53u6ZYTrZ+5jODn9+RdxgYdo91k8ZP6/aRDFsutD23QBdw4GKxv0Pz8tzP8tr5a3tWQpgFQTqPbY3bcW07eeOUKjLKP+JwnfFMgsofc9GJA/MwT2DsnK+qU5qlsG8aeL4NC/60E/0ovUvmT5fPkfS/qX3ddNPtQL/m9IWqAAAgAElEQVTppjfQnoE/A3aP8JnRVZPnq1cjvpJW5czCHSm/Xpzl8uqliYsfEic6ERHvEtRdsJtRHfzpjV/XOO6KZg2SbvFwggy+VKJaqn5LszTlitMzdr8FtNTuGIMnWRYCHsZOW3bgiHzVhs1AtKIA0BYWYrCc6DjnX3Cie/YxLwB2YQgIiNVmjlRu4a7qlj021V/VLB/2CHusw2H9ATgl8dCHFjCC60GDVdDGSFF5R7BAkcoPd95m+fs0vQB3+ZrEi+Pu71cJxqUantsb3odZTNaKgrt7ZBAHRJX7Ikf6kTogGt8U7E4bmRskA/CojzIfnwLNDcJZmRQG89cWrcoudLOTwziN+F9ShgvzdzVzEoPqkGfhXFMemxOdF0lBcAKHiE0wAbFtat3wNZm/Spu/qlQ2gOIdvcPmpt08qXZ2fFcJxs4H/r41poF9weqy6OTpkSxgK0m5lfRyN03nr1rjM57dtXjlrXWusE7jW6NrRV63J7IbTv3u00p+4DA8V8ZL7xwopiYmYDDrE7Ua/1+horu7ZhPkDwKaQq9yomc0S6bjlDPJrYjqxpuwuMW8L/SUXq1tjX3FKtNMg/HzVntmHAJEdgEYNCw/PeVKJgTyfUSjpPOXBNgG8mLG3SQh7peVdN6C/mCyyVksNjXzeRKOj6drZPNXLAgZXzdRN/nNfNQYFizPFpbHo2ezgzR1OOEGEssXQCdzavK6uvsti235nZv34QbshvEcGU+4KLBYUudG/495QDSn0yR6g0kF5OS53zVz8uFfQWnx6Ly63XYcjL5vSLXbGd3P4SEvL3Ci++llOt1QJ4DRI9h5riNXa/UDpr9Ic/1gP8uD81cabHTXFaArT5VHrp02XUYfa4vGeWxJCp//afu2Y3Y+dPYaWLUNWj4JCI98lCIzzESua+jbHNafdhLvpRVZR/6BvXR2J/pZnH9P+r/iU7jp36HbgX7TTV9E4bvVFysAs53oR3ah/yq9c/InOqHsqCUwYh7AG/++sqYN304qfGxiUWM0Oh+mDyBvDDJEETdMrAgghWB6oUJPetKDHiFSccANX+4uzR725e95IYAAUFWLTXbHOH4MsDSIujKoRlHZFceMA296QBlz5jx3F2GQxSgY5jKHue/FMHZSWiyQtpWM+iBOh6e/lnpB1i8eumagDRLubGXnRQS9GVAuFqz9FnpDmb498cTzUNIXI7KARsSK4yDF5yro8ACLbnh4ppL30YAJK5BiO0MrM5ZN+KZCRnKAqYb1YBGMJ378a+FtlJ3zV9hVATLgwhMiPd69FCrtW64mzGDuxHmcd++hc8ADtsQ5bC+e9Un6DdltF3opGtY6KVUexMI0ax05O/Kb3tFEkh3obSI27VAQQuUnR5saPSPvd1JKlcR5js4H754l0uOYuVzFCTFxJmxjoesLINYrRobh/OX6uXWa2/mdiFUsXFS3hc+cAJyWbLrlJ0MnetYmRqWiI5yt/Ur5hwEI2qmmiXqzAZx5/ipEPTXp5+kVTvRLSJ1ABD9DcuONOUVqe0DwQ9oDuBiwVVNzuhZZyDNJGMYksEuoQuORAY3MXGui+wEaUu7OXzyHzOcv23gH8yHLmcxjMiVXap8HKZjoFh3nL1ggttJ/dPy2c5iKCPMZ2RlJ5hy0Zfkj6AXaEqyM8fNlr3x6zvPe/TYl1DZmQnw3rmZzYWnGD9qXITH33Y6eA11P5OMm2HS2inFo3scgP+aZvX2baq3duOp9tX3azGcUmmnUZcjNXyFRn+F942dG2fzZ7SOmi7r+CuOA9iI7twW+Pz+ZvbPF7aEyuOtRfzz2bdsGy1sPDnOAmOxrrwaAwbkAxcX+t8w4icDjFSyLRNtCckXfWeVvol9xou91nvP9u5zoWZgr9NuV9P8Ff8RNv0e3A/0mIoqD49kB690T1it3an+artr9vId+bUL7tlVse+onl6naf45fXP3NYE0xO7g0nodNNRV8yztlRemXQB0UG5+KmP28Szq8CljiGujK5CvZpxfSHT8Yv8cywHsBorzNMrLYg/HSAZUy4IYI6s7zVaOwmy1OEQ3AQgILgojBJpwCBd4OC/K5XJv4CcwGIM0WPRrDqfFLtp48wEMIehWIMe2PJWvSr6ED6cT6Sfr/qTQWyscH76WRGVr7uLsG6h2xnfi9xSdmDFxMv8vDiEXqnMxBEdNnvaEYHLsNwls4WnAb78m2cZsocZA4fPq+5ob4dLjN8l9NnsI3BnHsnM1fEBe7dHeodY4KI/qzEj3GfT49vh3GYqlbqqkAckIK1nWtsgudZQnfY8U6rxoPH+Ac6mddvdCEpXm1P1XERvl5HLRxA3XGXRfIyAGzuJtLtzRNNVQyZSwEzTn8+rFmZf7qyGzh8SxYdHBvj6F/46+rw54Tku+tMx2fq1i66bZJ4r+THOrQj29JAQ1pvmfYSjoa/CcODea0NKBPRBnGP8sgew/A+A7CRUDD1L1nTS7jeO3zN8tu1B/gB9sozmVhfPK8nPPB/B2T+c6tjJE8RlX1ZnhlkscckwC0/7RucJw2A7bMX6I/mPlL0/Y7mrNRUsb66pdLgk6PA4dbiJL1LhkHBvoeyiILbavOZzwfoMgbSzjGuEYdvfA/2EZvnOdtfo8LBV1ZJfqGv+Wy42tsl2Z+dPUY9N6l+Uvl6jnPJblC6pxy/SIMu8kjzofVN2JXn44P/kHo75OR289LLoZdcKFv86FusYTRkZjdr8Sdplngrw+9Pk7vNZdCFnbWx5Sf4xO/qe1vR+mlrXJMO/WrUAs75691Smq2o3PpUDtqOzB/6TAn425x/Pnd0F4dAiwwZuZZOECwABKMgRpmk9+hV+O0Z/0Fs/B78fkzeP4V/oEz+Vlxoq98k/2XaFa+v7Bg46bzdDvQb0rpX9mF/ApKd1F+uCxxZ/nZyfCm6+iqshYnadUV7xa8FzQArvVXsB8i2Rlp7a4VRVyNbt79ZiyDBgTJN9GJwWLYl3nSkEhZZP0xim1gKPuA79nCWqwz49mgIJhWvd1p2SMPsg2Tnki5r5/XXUavg5sCMNeN0ONXbSBploi1sniujReMMZQf+wclRvA5Q9Tvb8g5+YLgducBiC9RzkORnO2/J6kL9OOTTslLf1itZ91Nu4G2ScbDMKLAjszHRGHHlYe7SO7hCYxDzjTVJz4rWbvxnXMVt0SePJ67MSz22D5T3jFe8LrqgrDgRJB7HQ23O57XOEx7kxjwvfFPdqDL9GXTlVhJeW1O9Kc4iEoLrzWVgIntwoPXGdAWhcVL6H8VeLITaDR3QVsVx0+ZpL1xlTG2hrpIgxN8sKBLWLPd9YU8/k/VEjcPZ0I51uY3ALL2veckoVt1oP/AlpKNp6NPkR2VREXrzfffFLQHILX4AtLa3UuF5QoJJ4VaaTzRv2P+OjV/9+TLam2d4zQ0KzM+xUwcxzDMX6MEq8bRccc5jvle2npkiAunKsiv2XACoHpFuqizr4cmOhnIFG9Otqtq84gLg5aiM4/Cp1BtY2gxCwFaHSVOcc/Ldls/RtlFsSKvzBlQr04/2XQPIj59zNghUg6YdkenqJomlEDQd7bLKK+EBYd5gWc24KSee4NxGsiW/ZZ//TRFSCpRPXpJumjLNJzHLhwuZWheHIODQ51sD9G/dv7amr6OD4bZih0pBRLHs/XisDNtvkB/B5mx8FcoacxvSavzBJWo0fy8KirqZr1rL4s02NY+WeOtftx1NV1syx+LBwOHweC8VPH2SvqllnrTTT26/RI3fSPdDvSbunQPWnO6eqXRK8s8O569dywLxrkpp/O7zFcS2RO0ma9sPDiHtSrw6GQg+8sol6BgxVoeSzt7qkizPQLHSlh6DwBMpXbEYewHCg4OUq7+YixlD50UJ07+upN2EpCxvxrLTIGaLV8r+cOIvdAO3xoaeWtjDYJp8/qv7s4AZERGok7xWz6VQUGIKXiMLYeipnC7bz1iuPMB8mPPzx0b+Vk5dBZq9Gr10IjwLc5zGvWPPTKenV8iUGKcSPBu5iC3ToiefFVY80KhsJraSRWqzDvPPVDDRVu0JW8/1d4nILph4C712aB+jjQvBMqJyDiu9yTA5RCc41qixbz3VLQPc1oyh7XwTvdJd/a0f+hgMosDDJDW9hpCO6hN9kdpFcj/jKQA5jpkz4DWldPg/DlZbQSJY6+ZLzhjuySH+2rxmTGy/Thnn366xLb+ZOZTx41Jr0NjUYn4EzSkVW3DuL4Q+Hkn1Dg+lE5XXlZpKrW2wHVYSZyNxo0N0479NjHsEEVpu/NZSxzHP9NXCnx7OSmCTqakXNu/wr+9MhhSdb8vtC+OONF3za91wC6+yFOv4bZ2KyQZq7AP+vlrU37S5KQd8xzm04O27uOoOHbhF+q0po3r9KUz1ngqtgK74S1rqGfVouqvanyzzqyN2M15judyFG4zRsXQPhrUT7THOKxI1nGiS3Cdu0x9EoETHeOShuO6WVl0FQofWpPRDZI+b8ZXd3pNL8G+RE4w/9z3K2c/dNSKsG6Jy67x6LWQpeYNoVLz6kS7zmql1vF8i2WAbQg5VtN+bZ3YD4LEtluIOnULAghrLhCtz5rZXaP8kHWa2/v9c09/Uc0L57FdNGsws/cHZ/WUbfYwq18MX7q3WaIVf5NrL4WRqOpSzs0Ws81Vg9l2W/zzvoBkbI8oQdJJ4xx7iCqNx+6bfpL+ZZ/Mv5z3m76Tbgf6TUO6B60+haPtMgfKgbJ7hxO9d/9OWX6Z3npEy66kwHxtBkqsQwZIihoxter3Omtrt4yoBKf3RIKKu1rGfUKTryLXc2ebU6O/StaEuQ8rETgzhBHcbQZBQJnNSIq5V4Gb+aZ90CNrnRg7nOhzEXtOOOZ0jBR8DYeVkXMfjJgoAMjSQKbZ+OXr7cLWDwO8Joc9o52NzqETfUAdBK6Y35nRzYJwQ7YA43fTEfnOGPk9MCICJ0Q4l/XTTMfK1KGx1ZH8V7ENMq9USgsoyrhLAlwLvFdJxmRhXNQ9sZve1X666YzTD+Nuoc0Bwbv4iMzOJnEYosO8OgCXn6PTsdefpb7QGe7kTkAzPNkH5z56bEt69D+WGkHcCnysMApg80IgknLIIuHnQZAPulzGp6jEMadSsfMXCwLEu/75W4zZTnQcp0X1ICKqHuJ2ScFvSgAUBszwRHPfZINagnKZdiNultvkRc/aeLXnkncs70pyWsH29YFW7q2wisQo5I+T1sJJ6hfae83eF8enkzdsvXK/4uzxQ2b68JX2hec/SG9ascn7pD+sSxP5mZkrThxEvtxddsL8heOdK3ZzhHUmU9V+a9+qfbFlv0hSPheFPRON5BvXR6r9SP2AvHP+q/xWoqvzHG2pKmO46gA43/GQwHYKL7zpzV84RkqzabaUcZ53sQk7VuDch++wXZmlT6a5uDTAwaUZZHvI6coY1sma1l7XZEnqDMdHlIM4hzx/tdytfEJHxvDeN9f30PVj4FAe7rdE6djlnej2s0PAXHQkPEkJ2ruZvyDd0XgZVnXg/JW8X6DMiW7HSFosfiiUr6Qr5DrTFlfSDxNW3x4fiQMNVJtjNb/dKO0eF9i75mrCVegv2s4z2dNUIQN+fOwI6J8dwZBF19sd9aYvpxuTv+mm76DbgX7TlL7xSPK9dNbhOfuGxyt2or+KFPCo6f0Znq+iq785s5f/jPZ+02XWniJ/z2BBJgyWrWwF57l3PFZU3Nv1Sgnl36vDZB34Lsnyt1KjEdRb5BE2YmGSo/I0wI2X273gtAKL9fZWTUVYQghrCP85nM3sYu3IqZB3yRPo+FC2HwtubUnCYowk/8GQ7eRHHAwsQ2VQzu4N4PeF8upUR5mr92JBLTZ6bX6s0d53mipPlwUnSy+v6KiY96Aun9n40DPOYSGBZTdvv/Gkkt5+52NjL8LAW137OlrloWGrvZVn5rMRjr8AoTKe+Ly6ud66OWJ6C6LbftqkqvGdeuYZXe+AIq7PTWGdFS8g3jmGs9iR/az9dh7CZ0b4mdZne+edEaW4FlHkZw536SSiDmzDSamQHM9bzZhSIT7XXC//yTgKDcv5wrfFBEkugvPcte84vA0mpSCfr3ydcLexlcusJvMM9y4SP5rI39q27kYnE7ng2CXzREbJ0zB9VdExikwoxZSDB2CXRqCCOdL2WM2cq2UwEBOcDEWdGIXUUYktydXn0CFQq5v/OsKkWSvmPovWZ7U6L6y2xQEHoxxhGyMyzrFErjhUZQPxMHGbJnMtyULBZILSxRE9eVo4P+Y5/bdn1/nB2I/NaWvvOAVRX5UHHSrMFvsYEXxaKqv3an66NJy/Qgfoi9np65fMX/Ku2vYodYdKfUnE3h5UHq94PFx2qnDe+tLltn8bZ2Bu7S1zSk+wS2wHlYd3byd9sObxdL6/iAa2njjV0ojFzaOtfAuO/8qNgxY3hkbm47yZEwFQ5GwxH8gl9507aU+DNtAZQgJH7NeCHcBci7t189ParO7vFwEF+215UTP/9JbpQaA3Eup4OVmZZEzHWB2xRd/ppd1LsSj32knAj5az9udSsBK4xgUtxOZv0vY2FlZ3W6YjVZ+2Pz/HzuafdBLupjcbMkK+B/3jHd/MPsv/3bQXv+3F68Wf5X8/Hnxtee6V7yztze9Zurp9f3t7vuk9dDvQb7rpAprt5P5GWtmN/msLJb6FsqPyX1+WADgTjY1MNAK8nPwsMxRyBCBPov1hACD7hADyit/kU5k8leKNFJ/wOk0dgCOQaz2R/kMxIK0kPhnBHM0DiFddnNKM0qL3kW/p56fKnyZm1XaRcKrhL4eB8CCLbGxsGVOYsUo8eyj7dqG72xHg83LYlCk05RSRglsXAV8fqH/5JjLfZ30TmgMuCvkUeUCtlLDfn84IGLqSgNmrBRzBzp40uPAjHAO5oX/qyCvMO7hE9C+WTexiKZXsqiVY9KYbD/sG7np+zbxydKA7RmbmKvZZKoWZvzROKx3S3l+kfsPI5/s3M8PPikhytv0UE9bOWTh1ysjGR/lWck7w3ogPO9mNkFlrt78ebN2euemrUyaeut+JF2dBK6umN7BzJOMc5zN/jLCtPQho1I7hUj7sLOIEhHLhusH2Ie9bzqTcfcfu7JyVqiymTB9E9HwQPZ4gO4DUEt6eiSuy8k4+OVq0yaT1hxH8/bXz19bH2hzGDZuK6YLYJuzu1BrydyXNnXgqoUpLeTlUF29HWYWjgSfOWe84N+ImScsiHVlMhINOazPQZqMN4nnZdKwcSS8LxWb7peeXEUhD+BmHfbvsRm2J291enueo9O6KLUkbThuY1zYqXlWSscAXuBnu4jACXEYnTW0cYnHppFphTkTdo8PKZqLXoFNB8wO2Z8NblwZhZHbw8+xkqJKZAxZ44Y5PuzgANBvXf/wsXdL3WO4gYGKHxTHP325jRzEyYfqjErd5MLZgihXoXE5EctKSzfGARvPXQb007ETnDHXY4SlqZvDsLCC/lmq4Kq5l8U1v3XE2fQ1HTj9fJD3RnzqRyd3v7k6ipo/ZMRBiTuffsJTZzPKefP/arrX+e2pdfo+6Y/wcxrfSjef+Jt27zm+66fvodqDfdNNF9Fec6DddQ691okc+al8eSMMYTqNUAoazxekCN8qwZw/xzhp0nq/tyK9W9IWuF3HnSSS/e4cmNt0SeXBZf7vlnVp5CqRynQTjNeADEbDxkphnRk4wT4M3v9MGHIBoZJC63m4ETM1ADaljcLNnR0FCRmoTUyQPrGNrOHx8e0dcRDi133D+M94InHx+LvFALreBLpblRe4WX+Y80I7ccyqYkDWGjhiwHX+p6BHIpsfVDe6T42WZswcFK6ZXtToHVfXoIDTFPX9kkWsy5nRBy6vpstFOaDBrSd8o+dud6fHYQK7Pt9F0WG5aoVk7tNVtvyv+/9m71jVHVlaN+e7/knfcP0rg5aRWUulOrynmmU4dFBERFNTihV0NdsxbmdF7ceA6ypeVm9i7XiTVB/BU7nMog+e4ugcNfNEPS/vFYuysVuvw0uNITENVgwMNHA0sDYfH/GO9nIPYf85DSTBUSfkoB+PRg4j6gygGV3CZQdHPOOgAFdRFTCSnH5gKF8e3vwyh2bh+VTiui8zDBRB4LSznW9KcIGPQN1fcCRu7EHGA3H5V3zRHSdgpm8dcDWRYiu1Hm/gTKtLFBd1eeAkUM0+eP1mQ1Sau+dlN9Y2OxDHcUl4XIwPD+Gvs447UZjrO95Cyv4y3NsjdTJJjLGv1UdUDy93iVAXR+djypH1BJyLe6c67bjLbqi4WbYmuJiuT6X0nY3tDSwkrQR/GwvJ3DoV/4O3q0feASkes0Z/5cDB9ppbVjUcweN66fQSWJenBsZ8muwH98f5mPEOkfqPJOFQWDkrzjIUXk/o6Qize7mk937dl0UNrNFNYPVx8wnqtwYhoIt+NWiW6mv9MeW7RtJO6VKtUL9Oym2t9qCD3IXN+lNskEdZoBPzTIW0ypvSvdkeXTJ9VL9/mPsW5yu3b/dtwB9FvuOG74A6g33DDPw5/MfD/V+CnBj0zB/NpAGeWoT9bwjtHBH9p8k32AykGz3c/K1DtRJ+RiG7rDfJdxsLRtAsYvCt2njNEDvn7MdX0M8bCF7n8rACRcxw4Z1nr8l1mchNtV3RBc14jvwPRTKjB6dd9y/FxuS7IgK7CbOeljTskbjoTRE/I3gXvQBt/mn9uSSfcwfdbWtk7Mg8YDnx0gqHTICP2BP86OgUBXY22YJDzspbHQYqMj/IamW+Sc3o5IQG9WaY48Np0V2XEtdDPoX+KwzkpFuj8rI15pwMUKlTuYgdphHzYkX7nQM92LXXQIo9dR5LqGQwazE5RQTPZO2lfLmxY5XBb1t/gg16SyKfjztDf7kjhKQ2+aHDpc3ldZdQ47AJO/4B/oL+LzAfjBfEQp73THcj624E+vPDnm/C3LnUHvy6OaGkFCnl25Hu/rLWzMCZyOFkHyzc6NflI1zeC6JS27xYYET/s1vF/NQ7spDweRJvhgh8/vAY747cuckok3vUuo+Uxfsqrctac+YUgKnaxTx6pvH3NcRtbRGP8hbk6268h0YU9sCyHHsJsSWnAfqcJxkgg0umGTnhhd0jbfmeOmy/1c2ZNJq+X+NawL6VoA2J5SwpQsJoysYvSPrBo18sx8iKK0nSQD6Jro1b2iwo5DmVLUFXH2nk995WSTxnuO8FCDCRGiHIP1ZYLibLIyqZa2i81YONnLMuSnbU+f2FTHcn6Io4/ML3XZ+mcgW29sT/Wfs7pjJyo7FdeNw2iZ2PVpSSUCV7o08X4oy74+O2U8+nTYGTTwNA1o39+auyvizZ0LJFbsjkY6kx7OntJ6l/A0Tdi0DUb3eFwBfrHTeW+Zlf2SYSw7z9Uxvqr3jI31wGw7Vgr8g1E3fAu3EH0G274HrgD6P84/FcDp5+uV/UNDwxGv2Porj5KffXdm283ylfwdAf/J/Jmg5635NP7lutXXFh81NxkASfC4OBE560dlO8uuujhiifSFZxZ0PHqhOWMY0wmUI3vLwA3AUxXTdczT5MkOGATJ94qmJ4HB+NMNPd/jYlkoM7jWgG6rtixC944PCIXCQkOq9xTUjtr/H5El3Lf37cUxvJtB0dN5rGZ4BWH9Qd0WNL6dI4hu+XPyp3n8S1HTid0ryR6dMs2kanjffjmYlJ45qdBeuw3nH1/rBzg9kZEu2K309c5oneBv4cK6JtPQeE9096BoJkUl/VMdJO3X8ahG1Fr6aON7U45dRaGNi28p7UjQ5106+Mur3GI7Hb7llwdCODRVNh8mVA/oCHnylpnSNGT+nheYd+y7YZhhmqJGi+GwyDrOY2XksvmK/Cyk8h5sXUpWK4d0RimMRBd3YeCQDKm5bX00pFy/O9D71aO7ndl/qU02t57EjnDOxfUqk/25HrVVAFVGPTGBTE7O/M9xLEk67JEPpqn08uvPaXmOK69h6LTRUkn5xVExfiZU6UBzYUuSu1XLCQfka+wo10YKVkme4cTco4yJYhT9RkZLqOea+P/8xjPdLsQtbY5B7Jj3re2X65WME+c9I9OtArGW5IW3OxWLvcB7ZeTp1S6V6DttPTfYJ9KSUvGdWGch/qMArsz25XVq2oJXpzezJyL2zi3X6FflhWMdPpn0wQLiN3d878qD65kYUWmLC8dYJewqwlzPbTOvUqR2Su8y2xYhqOdeeDnX77kwnaZq0pV8uvN9sN5w1xnaR0Ou+HnK0nyUA6+zrgN6avPF74I737zebk540X/5266WflXxAJ++xvlHveVfvC/FAP6KVrfLefb4yk3XAN3AP2GGy6AWeD8CmX6jtEsnfUnApX/ZXgnOP/j/JvOA4cn1cw9Jk4+YscTBxDxuNOEF81OwDP5MU4c8Kb2kZ4nR7ucXsno5wYq7ohJvHq1SHaM7UYL/byS/O6RE46oLSeEBhPK7ytPcKRT9mm5/uWsLnrM5PAWyneF58FI59B8WVysG+pVFOYzuXIP/W44OyX4YIIQEZAS/qaw8PHCvtEGPu8eLjb45ATulwS3caFPx3e7+nch/+Cmjg7CLVDHjWfJO+2wu1nzBR/jSThfAgYhzPMJ/qZGSR8XegG/E622axTQ2AHdjt/H8dLoCpBX5HMmxlmgpx6TdbV9w2biIo4ZF+PO9u7ubTl+4RPmiHJ4/NlpxdSpzWZdLpCGHaQbfeqN8ZSp+8k+p+0PJ4S48Y58gxoL3KGJ08E3n5t0juD6DfljkWs5ioDRjyAZ5zH5IUwnsVsHn35oXOy7SHe3pvuA/QI9XXEgHc8sUzTzgxJ0tAASGPNvtUa2GJpIvzjwhjEw0gjy/+5QgoNxfIpRBvtz3POy9cpC22i/comwY8uZvvbv81fH2I/kE0XZomYsgncY8+5vcnXt8gtB9GzhAqSWLsz6AnSfxE1LPjT93R6feb7x53EsD98e43SYM3V5kCf0pYVH3tIW87uXgHkw2pZITnArc3h5Dbqe69pdK0YAACAASURBVP66cuC+28yAyWo4XwtL46stePEId9ZEYsMIBz3Xlb0AKSkt09n+qS9lbcFWgPuv7RqJ93H/FLRw8SqebCEm62ii9o7hvRjc+uCPw7fujL7923O4+XPDDa/DHUD/x2H6LasbToE/dvpqHlaDlNlx12dXBvry/uuAddzh37s8eWWgeS555RAokoLXrXc3eXscX+X13+pdBdEZd7jk4DmUs1O3j+miSve5KwmrXUBG93ertvKO6uK49gCV725Zh3PH05dONHw/8Smu9q3befpY1OCOLLWRM8h6idhcPyn2GK3DH4LnC4ihlz4mzu/RK0VLvMWGbaZ8fatoVyN0xA7Cug+az3Y6eVg2JetCvvUOy/02iXxbQ5XOOMMzEnhhzomFSa9BzcBS3fjmmRAoukAjjlsU6YUuROltyCmjehK1/3Xyi5BUtLKdyMd/OToVgg5H3iQAUSwoC59BoV25iKm6v3BswhwtK29TSNLWdmWeWb+SZTgrr/l3fLGOuAezsNkYRHFoGr9vlJQzXprLRQ0YzxEBGflGcASC6LkddBTYYdgmJK34ikcZYk6NjirweHG4kDUBBNLX8rFLwwQRqIsOabtrH9bJWP1SvjlJQZ7WCxVcHDlaJDDWFkSaf4sTy0HNaKFIUpE2x2tt/Z4+XlHWhuD4Max8viBZVDKleVW4HypPUE/tF6LivjvLWBGwTDnSPw9CebFoh/FPPIGj4Q1RV5tjSJDbaLvmpw8x0mTxpK9nuui6TY2EWQDWHfZoMqlmeFGGU3+uuAVo5tx+cf/QZ6/5B/IxJh/Hb05HSukAao28+orbm0M9Zv0+p+/oozpnNWPcnpziVYxHPztGPQGehbg4F+ZgIZg+BV+7c/Ig49cC9/l5xcn+kuRtRqg67Kae9+1X4Nxsuz4FjMjK51XgD5cnuDKnNXwB/BeD6NWpqb/lq/7UJrRPxA5u+DzccbN/C+4A+g03XAyfVKJ+kOKvrzSU//Ud6t1PkAb4gdnu97jPlLt9hNRshvA+JerQG7t5xaHR2uHIefA96XHa3h/r+eN9zBjg6WS+wfrKzpBLYBk8R7ouILB3wwvw9p7EA+R8uGtWu9DNJOYsGYlDa8ldU0gTJ44u7KixXCNa70+KRc7Zv91JFwM00qAD6fXMOZG5MdXRdeqAzEBnVlIIPlwOQamMn6b6hQkMdukaJXk0DR+LyQ+x4ebgeXSGV7tpp/7oH1Gm+31BWKg++BNlnCGHvz1K1Ok55KSNIHqThWB2N2HU9TGIrrye7UDXnfDoUot1yILoppAzsOHUNZ8QMBcniiFRTyS14usL7M8rmtUG0X1uCB81tRHy1I0/iJSFKK8ZTXl9N8dybSAmIv1uLefdtV+v9u0M/3lcIguYG4Z8GDRX8zUTkoudhONv1k4cCG5QbFo6qvpt8iZhIrBfoqvgOHNivXOV/fLyXYrWavyrwXM7DvbBA59vATyPcHgO2mGBXNqnTvIoMdtnTCQOsy0LuO/u0rZZoNOxfge62BiuhFeBY0wcvoGekFbvQI+ZtO6qSzHdcsFmMWgp9QP2z5a8OAs9XKRz1TpzNeHS07oMzlOQ6WXkfQuBcd8/mI9WXt2crSre40ooslTq/EvGurIIDHu1G3tcBu/PxQI6IvLBc7Rn/Mz8plBxbk8uZO43w/3xRbKxPPvILmDu+9Xbhr0WtvoptUcnFzDvw9D/oVyez18sozcQUdSv37Lr/b/uJ79hD75BFm/4WbgD6Dd8BK7eufsu/lu5zeHd9rriWzU/D3EI/F30KZyZUMS7BAsGhmQW1OXV4SDSqXi5m2tJFkYjSJzHh5MPk8wdvFvNMhVB99I7dZyjxvttchdT5pnaJM079vJsOXmrtEtmxfdV/9fn6pjWgGYvafPfTLYvbaas7vFbfd3c2XNAf7/PxvaNesVPq4Nr7vDayM6+1hXPsoZeYJPJ5ksgTlp0pLzmxIlBb4PySAPvmiuHnSLHxNkjr0pNZJ07tPMzq6M4thS6B5lg3jnX4Zmyy7gcpyRiH4sUs3PWFL2GlcKJVNSoJrpAaarzR0e4v10HYw8TMbdf4rzF5kt2NbaM3o3+MQs6dG/nANqq71S86+WNrVe6K47vkjKt4V0Wl8QfLt14tHQ3ysID/lmNRVowD5368ckPs3iP5VrpYPzdPJn3nvpTJ15e2Wyhk3XP2ZrrhIKqQMvZ0eOqfB0tsonSESQe4475FzSs5h+n9ZlHrSdSePmRy+4f2Pugg9NgB+iZEeRs+Aod7J0/bYT5uvlJ68MEVPbLA4iYlDL0Btqv1HZBvon1tneZwpcBDo3+2M6N1xevlY/wrOMvLnyKCJb2a/ogo8+O7tLamBWVRASLt/iobZ0aNZev0IO+oYScZDwK9mwKxnb6MoueHQcIc3sG+PQvPMkM2NlFlNPXs/xzvEvduaGPfX/S6dPoo0MQ+BvrRN5+NdOPT6nLZBzQhrI0C0kNtTBWbTr+iq2X1W9De5/0wywXcSTyb15BPbtPnxC7GsPZ4rIWOT+AalDua34qHM8c/XGq130nFAEb7c35s6HPuoE3Kc1Te73VCsJbfLSkJU0aTk2Z6IvO6Zt9BjdnWt8v8CSieBLhip8nB+zf6gdFUBrbmAZdOClx8NcD5FcH+e94yw033AH0G16AWzn+Huwcyf7Xjf1Pge46889zHlsHDNErk6DPwC4dflAPQQhBg27k8e9x7H7A3aCv0ilfGu6t3On1Mmz4UGz6Zma64JYi97AoLjraXy17P5+7Dn6qhODdCq2KdiTn3wT7L8J1Ump2T/ZjItw6O8M5eN6HI+fdw9il0PnrQg71+6fgFntjB0Tt9LAOD6OlQEdYR7+TvY2+bwIptthJJkxoC/GLIjLnVnAE50RJivd3IqrjvareqgRr3sDpBjuNYqZOwZBuwYn6sseOiIhy/Sn6GCIqrTV6sA2j9iKdTIINoscj3JWKDE6VvJLpJIiuDu0ol+HGLUg4Yz61L581uifALTwgct3xrCZq5D4fA050su8U/56OmfW3JVGhVK/xfPpxlY31Xwie7wBrFbFemUO4H//NZ0jGs4/PGLv7HeB1PgYAYxAk5icvgigjpS1smt7btqa++OOTG0HosmoMfEx4c/3gPLCe8HJr1UPUI3nIHfOsSrX9Kfa5A2bmpFpbkQ1jMFjO+irFe8p+LQdUkG6Ck/Vn63or2K0M8WLCYw5GsjiDSPXAGU283oFewDsd2RA4TnsBOy7iDeIV5TzpkMQ/GQcGj7PA6JzAPfA2arKYzQxmpbzXIYynyfbMn52ZZbrwi+eGIDYtkZFhtkyfvMyGTdgynYmp+n8RVCoYX1av0JLj1seMxX/2Tp+Jt0dZyb3Or/i3JYuh8rnXhJjJ3Tpv+GSQgYy7+7zyfkbjDQjm6lIJ/Rrwn8zK3tu0+PaL9c8vwB0b+Cx8y4kIN/wc3AH0G07BrSDWUH2n5V0I3z9bBHo9La/Q821G92ojle6WkHf2ue7ArR1Il8OS9Wfbxk02eg9PcSwugfNHS6fIp6GPiRjxjrCLuXjWc+B3RiyJwQQ8pWnjbqNgdLKcDaJntEF9yyOCL4TILtQ1U/KupkTomUKQ77MT2uZ+3wD20yRBdCWljyCE8i7sfj5b5ux1uYsxe/Y+D6INi4VG9eparwFfgP71cYLD+ewdmVWezDY0G946VFkP75KcEX3Kz9cdLj7POfcNHs/t0qJDu+s3EFH3HelmQYht1767b+E19mjTROjsHE3cWqNHa9TaYwQeJkU7dVxRHIPoiKKu50vjFpFpZbp2iy47SVH25P3GYhexXEzbCXv06hqwJVJz28p3r+JvjmjuJ/A1DcxA1mtMpWBsuTATdCaX14cL/prx+Sx4fuWYQBiGN8d13xsFXUpLxxsA3x/CJw3GnTEFnoW2KNv/kjSzN8Iptl+CMOreEqMb4z2QtimOXMa8/fJU53X1CGaytdDnrfvNfZozMSfLgwlcuo4C0g79bHb0uUVEGwPKxess9GNv5YlZkdGYWiDOXKBRG3VRYeTFfPR8kixcubgnXjLvdp0Nd1RTt+LE1/NSNXGXyaU/0WbChyTovc23jB8wQZLXId11uni2CMzW5Ie08kn79WN0JaUdcyy1XzD9Ov50m+ftuZgnILzLXuK47sXxoynD0j/FmdlCyM7jbOonNhLgmHRpOyqadLwx89+FbJtPzxI0x7IpK07W8IUJpOP8c4iu0wBU3f5VOHOi4pE0OBAEvsmX/Rvw6ZOB/3W4+flvwR1Av+GGC+FT32nZDZ6v4BV6/ptBdD/o2sghPuYwK3mTlgWU6N8t18sqXx1HoHLAAXeev8/3Lp5qPVb14nH+2TluIzlxa8tZE+45mLO5I/uVyMOMMHamMe6dPG9Axd6qWm+6HGo6dupniMoynKHudYZ6neWD6LLroR9p2fHrnRZXwkyns3M23YV+EahOQaJiIb71TBJo3hmbZAcXJTvQoBkqGjhds7eMPEs6f7atR99rfBvemqcLTpxu8/Cnm+UEYrIOyCPPThBiSkXyTGsQwxNHQLQKIDVS+yX/s9YBPbETBMTgeYPjuEvRecdusgh4+zSCwfjd4FQ+K7TQiRrRfBejWSXAvALCrlBQ1Rj36gVhsOiACPgksSwn+L5+k+pu+SxH/qCGknoe/u45byV4Zh9mCVeUTUECNHIMPgesxvs+SIUd6B/135pm6qGJpD+03NZkegCbdj7a27OJqpfwG8UcOORXel+uZwPCtV9o2Swm3RMZECWX1ULsAgUQskpB087C76tt6GTNySp4Ht67xZPw6WZ5Hr63/s4isNWY3lfTLFzgQImxuKQqUHee750EVvNUi9/fhf6RjRPcOd0OdBz3Tkt1L1vn+Vchc3Xncu827NmMH0J3MNhznG9CIx2f/Ya3Jgtmru3XhyY3CcRS1FrrB4D6Rtd5keZJlvoUsPGbzZVWUE1CRhA99uktSyYx+Ab3shhsMXaGISf4LKCUJVuzEe4r8vPZvvgKRHuW67CO4w6ekxksDUX7PwOVDYps8uk0wbf5sn8bbn7ccMPrcAfQb/gROLvyaZX+00r/ym98vBq0fif9jP7lNzz/AJynt3AStfz9bOeDvqtcbWv63j0Z4BNTvJin0eHEmTtsjiM7I1U1D35gdO+dK1VUrki/dqC4m9XOkzOw5YF/L0nuTJjlXyH08uxdgfscEVkLnQ4mQjFTTU9LQ2aOOpd9/tqmw13QRSpeXFFSgpPg1qj144hL9VY0n7ymN7wLntsy7e6K/lWS3d0SpQ8nxKvUYyNJwP88+yadCcSpR+r4Eb0FwUOvOxKenFXXU1dVynPceZAdO7t21k9TFgLU4T7TaMyj5uSpYx/rfUuEPDmvaUywJV6FmaB57rATLJn+PqKBJWUcPO/cVyvYCWaG7Ct97F6F4PMCXYVvsbirdllOWvCF4MuZ4PkL4la0CYkC4J0sOsJrUpakXeKuLWBYEHuWVm9vXfru7hMEGZq6D7LDe6bIGtj9NuqYzDVqanKI30PnYIfH2g3+rF9I6olcgXs6pbBNUuW4epAEIl1smXU5S14TmuuFrEcnkOBZId7yiwH5RR220mT0gP1in74+ie8rSOMIIY33D8R0Yr/8cAqCElWBO/Hql2E1l8XFfzRhVdIvYlD+PJzX3rRkWAtje5pNpynUobRfMWmZ35DgAwktvaxhTxNUsGyh5i5mGfwAmShfZDVbUJA9M21WkFfim9ir1fxr4zm+WbqGGqdHHajzMzMXcClCO2zQE2myg+uK3FlR62HRZACYzWfcfZ/cHbxx9qP5kz2SdoAx3YqNVTcWG5bYxwnJc2hZ/QPxTl/MC3xP49JciIcBEwnO5g7vLpY86V9935+8sBfhdZu8I4pjb6VJP8U50SYL/+yn/eUrf/CV5f/EqcIr/n2ahr8W37jhb8AdQL/hhgvhr6zoOhPU/6/V5zqYOI2/AM5Q14hGrE4nOfBTgspG191HdEJmksnLN8IxWbGT7ksAHRNhVjmbQlo4RdlOEOA0NPPDl2Yakzq+HRazRczPwhXjB1oio0a8AYcfsqfebnmH954+73DiYG5jm0FE7fhW81FeG0HK+ohTjz5LlgXP582v7djw9ychcwgkYLpOIwlk6rPhdh4Vkfj5Inhi+JP4UT/RbdJXmRPqByH03ySNOnFcEP2l8rITPBrQElM0fD8ITtt4KxDb4T9J6Hzpj5352i8ek0S9l/f8lX4sN1q+4vfCQBj8nAFP765+x0BZnX5dqSyW55c7HWPMWDaCHYMCcxpRg0U+r9Z3CRty3+Gisl1HXriEbU5DrcqFCeq2Ru3xoPYkovYkEzzpdR1L+4W0bQQaHdn4OK/Yy7DTYqOtqzgVYRAdPwlhLbTYL356dnG1t+nm3QWw2aihjS+cPlW2MthzB2i/3tfVdYXYPs12Bwd7m6rTYvzPNqsT9Wen53OcApFY1DPwo2M/qyrkNqWhejGdXLj3Xj697+bHKn/9hOyQN/eNZuDt8WCUl+8OSJBiJ7PM+/x8DCYkXCCFS3mynjlHe9a8xA17pjasDRt2rkf54PnMjGU0Rr7+ZK/cr2tYY2HEhU+DWQfPy9efqPYZnBfaqx30Z4qL/U/7QP8ZZ8nXg9fvf8VXf8MNN3wn3AH0G07B7wQq/xZ8E39mg4Sdtvz2AUbmYDt3OsC7fpMPj6rfhHPUjQmbj+dOnDb8yzsdOt+fKheK+GVWzuYax7uawJdJD05vuDiBVOmbCHR31x9WVSZIkDi4/YQmIvCe0ToIcQkEGtw9rP7Od8JBUsTQ9L8e/dokkK7X4/fxoPZ82nJXpE9pmQXZoKeb6p47EvolyCJJIUEN+c4hqJnj904ltPtFeb2UBzu0FIGBFawdiEV5Lm/zLydlyXHiG+VUxDWvYUMABlMkrsWmrY/t2PLkRxEmcM6BCI5G0KYOnpfxFjjbGMlpJkkbVyv9eEXMqFGjXq3w2dg5bV5RVAX+iOWY3TvxfZnzxvNvWcb4mlN1svZJySp7y3gCz/BEESrqO6UWEW8qD0cX260xXLO/XPMwFmvj2Ha+fdjYApHujm4PejyeA9P4/3/SubGwSC7VrWWO44ZVU6VuTvRQayHVm5CdKWNrYHcA5/JRhTiRXn9cfMor90ByOLP3ozbMERroLhr9lbF0iO9tkihlXeLbqC1oIzr6URb882MNs/iP5pUYNkrmXhhMPz0RK8bhPwUzJeBfOfu1aaanUar8cxhY5klm7hhhKWc5GN4DULe6EJd0bTyU3YnODQJcJ+Pd2kzt5ZJT0pZ8zmfBLnvUddM517i2/O86iGzAx5Pn43fT18HgBogK6/P2C+Eax0sapNSbMb7IRmldWJ71v4/U+hWkC/30LizU0xRi/+s/4uP5S/CvBNHLT0J8UWzihhv+OtwB9BtOwx1E/1vw6iDhrwwssqN57iC6wh516sCRiSb/Sf3g3fwSQeDheDGeTkrMtlh8AStnc47q3SUkpwFkOuW0OegrqMzQXDXBauGiTJJNYKb99aeC6KvgOZfqnPlV63D3yQ5ulx3ofE2d2oOI6HH4bPrzyPx8XQ9r0CHvi+JgE5rs2+nO2iuBG3EVEShAZYh1uQYd9r4XmiKNbXYeywT/KVIu2Ym+21cqJ9Ye/umHCrbAlJ8GYHLsnFRsV7MOAxeiOGg2C/BIbFif9GvB5/vHJzrJC7bRuYGX/vuwc2ivGEg/goC7Qd0Xg+iz4Lk+Qemb1yJ9mzp3ZzvReWwd654/scoure+U6k2oguf82w9eSZBN8vkAwRFY4GUrRhxBv7ZxTw8iejZq7XEsrGjNfZe7bQch/BgzftNaF+ywY97UGPvnxwwYSpytVPpZiFQqhtYsxkL+2HZsWWlT13/xJkrCD0Oqw+v3vwnX+DaMJXJvxoKjblOmWMz8K5+HmcxuARj/O0X5N/h1BlNQU1Z8yuzXLv7qXm4zVrwyGCsnjT1JN6vtBrR46wPnflfw6fmF48GZ8cbpcuwDUyZfICVTfwOpLTdjtzbuexu+j1ELv0pMhPK8DGDwPJuHIS0p7V/QLXdB/Y1gr3SlXS4fSf/72Jj6XbwftlcL9TQFoz061Ytb/2H4V4LoGdyxmxtuuA7uAPoNvwKfVuI/bSTe/Wb7it5363N2kHD1gOIT7ZHxuC5nNm3JcM/L9sX49Ge/mRO+CXMymBTK8+8zIjWzzN07p35r9sI7nOwkO9Bj7n00Yl3GOYrWT7wje/puUXyQB//eO0nNDdwlqzs8b/Vpg8nThEBxoNj73Z5joRlnkzqvh0s5oSObwKzAf+Ia5cU4iBJiTXslu4qjMCaOG9fozOPUqUfehcptg7seyAZ3G++CIHo8GvVnI2oP6u25tg20bvP8jQbJkZ+muMzh0aAxiiIzzkQ81hE2JbZgATZLh2dnNBfrPJXdrPjE2QlO7dC/pyXm51ic63+FN31HLSbyhEffF0li0WVZ8ZjKfftf909ZKBeyYC/D9k9whayqiwKJXeV4+c22Nnn3Eswlqncb1g0y3/2ll1/t+5kffylIqAPI2++8/qKjZrbBpfO6bWZ7pT5pXz04VOlrG59qtj27xVnuskqKrSVB+RfNceIy9VtrfQdZ9leLM+djD8WgTmH7dMQU0F7YftYeD+r0JKLHQffjQfR8Tj3BS/uVvYMdbab8cuXXoN8rsFQZr2ixvW82vuRYQqGx9W/36cG+JH1qpepxgaqpc4fCsvFQgru7cWg9eq2oqucCguLEkD7Ov7w+SsjbxP+Kkzkmb+Fa7VczY5/Unrm226cmMjILpK8wtmmQsBm5PQUbC6upz+WRddfcfq2gtt/hVuwKGfulqrET9R57gZ/HlRD1iXnrlPV6POjslyleF5rK+wanYMDPVEJEzI4LrEEPjLAQcUflaPmffb/dovfy7XlmFuvL/IufN7Hh+BcD6Kv+t7Jf8+mS0mNozdJl9istbk2LEc/wfiVvE9QiFxaqWqXm11yDfHABfdUiZwAX+b2g02bg2j1v2uY7qY4pNcW5Ik0nW/bmt+F9f/FyNHMS32pE41Iv/ONn/bcZ/nfen4VPLwo4S+9vL1B4l79n6L8XKPw7cAfQb7jhH4FXAlffDP67gX+9PgidSALal9Uqc4qAAw2P2GanTVv5Zo0jlSfn9mDK4HjA/OEC4FNjrmIw9Davw678FyAEZoKnUJ93w2E6HOCV89glJQonBq5cPGsQD8A01bSc4Phw6H3mHfpnBSYO9jqBEsD9pS2C6AZFI2AROEgbJGjj9/Egoqdk6r7dTGE25JJ+1sLXSaqKQXRMkgcntH5ZY8whdYIlvhEPDdKa7OKcEE8m+R4h+TM6pp6bcxPwFSj5tUL1VZzSmYI6M+sktXPOB9HLImxxBmbBoncBT5iBh4Ec/RTCeA39boaXF7fw/76xUzYLJPL1tU4DZbY/WYIDDriQaGrLRkfrvZm2Et17Ut7sIycgw+Hrj3r1WwfTInt+dHpWocP/6BRZ6EBIRYJFdJ7HHsiagnzXWtzxAMZuN5cPnwBvpwXOOhvYE4dTxnsdAyo7Ot32Eb87WuBxBM/743HYyHEvgspKnYcz0jYgf0hOErxl+9TcNbx0WV0HOWnDzNhk7H4vUsZL8Plb8cTj9LtWn/Xo4FUP+ZAuqw9TO/4OlAtv5c92/rltoi31k7Fd5h3ehq3GjwVcN590NsHI/CjLJPX2ZBgxWGBZoB/9sVN7jIWa/7dHvw/c4aLOg8Corw5Wnh8DZpCNUXl5WDomArVoY9SVvnyRRm4PZsdhjLQN3fggjm/7Rh/pw34PfZJ29OS48kAqZFw0++6wZG51GtS/Sfpm6uvGKQ63jIcnpewqr5Uk8gKgx6CxPbhfaT9r/IkVMTAjzaMdJ4Hxs3ThH4wtwtimQzr1jDRoL+ZFrXKa8lbY+0L/6zoKCuMlqtHNxpN+mKX1jaMZj0PGghkU47E1RWdgX8ZM0ZclNwrc8OIa7erKuKGE3zqp9VN+66w+/yUf+TfCzd9/C+4A+g03/EPwX1Xw/5V6qTOhj4lOp6uG0QfiRsn8Rl/LpK7lnqo5cpJhP+d9PnVSsAqiy7VO7PLdZG+AD3ii75HIfSfNZPNPJI9Nd1FbYeByTKx0oqoeuIwumVqCcyOtk/xxReN7n94lDHhXzpvZu0GQXyMQguhlgQn2RezBTmDLQiAJOkBIguirorCMBo4bs/Ob2nEEbucde0cf7O1h9QDOrNFZUzh3bPnqiBU/kak2BiGK48+NQ3Vd68lGJv0sMBEED8CJ0KCnOZ8Jp83kNNudG/qPJ2b8pk6bped/mQgcjJwndyz6B9YBF69s8rpNgmOcyPFiOBGnYMtNg8zgV33ZKosJgHaUneJF3Vsmu/5/Nw3hg96NA++Q4ym2OC93FkQfhCuNO97KCVS2i3U5ym7qsDT27uh8HicGeTRtBSBvuBCIVM8drXiks2UdOku+N0/HkiHBkCyYCG2AunesCJNvvmqFoHrO4Hu8ErQi5UUsrgQ+Fl0oyJRJCGr2eNXDK0+y0ulwz3J4vaPHh9v33fPQDQsb268siN7aYb9MEP2pil6Q+0UqbAx6UI+mFm5Rl9kB30jsm8nJz+GxHjOb6OGio5nnvBMd+ttMQPgbuqwDNGDOvwYtdOBmqDTWJgue+0Vve+Yph56EQybzgmi/zhW6ignZAJ0tEYPoCwRp/rCT+e0gegukomxy3wo2HVZ+yVjRocv0QG90BM+fZPNxXZz8pxRjX+a2L3TKsXh00WATCCfIOdLS3hnayCNVW0hEG+OZGSj/sXihafRna2LseCpMsrzKRj077GFlv2Y10Viol5Bz9isrZ2r7G+bIT3ipy8lGVJmMZhTwWFDrlEmi4SuTzAtScFFKI8LJv+jRRyN6Pqg/nsdiJleYa+2t+X8zhahO8PYsZrR2tqO93ABcIJmNl0J6+TPuLdnWbEMunb9nI1CPP9qXeIJMZcDm3VyIGgAAIABJREFU+NeQjJ9WcFKd5MknhSZB9PfIeYc//x789Emt/7WTeBn+y99gr/wQ/4W63XAO7gD6DTfc8Gfhv/T9Gv89VjM3vRJSO4+OQA0iVAPwbLDAO9DfIssPSsi17+v+GiKf1TtjiMgvQt/Bh06qt8AFuNKAlxQcFwKgz13pGic0zIr1qItrf4/Bz+i4SUie0MApjlgKOkXLL7qHp8GZ17NUmLWaqM8hC6KnnqlmfOCSV504pNfk3AGPByB6HvoAnSWHt4ZIaLE05LJoj5BX/0GXt5qUnYfglO9ddnLsOsZ7bA4tgvuacyKiQyUsoHBV7ZSTcvThZrIxQaWDUD04rsBdWCkn30fm6c2OR6BmLaURb6lLTrRlVnIjGwTz+uEd/413r6Y70PWl6uHmZHz85wRMlg/8afBcZR/hdBCdg7vC4+Za5qQxc4rZH7vKwSXsM9Y+Zeh0r5+8P23G0GACTyWI00yfRbvhvzWPJLRuKoZvygrJTr7xfma/GFXTy+NXynN9b8EX/aa40j04W8rNSDijMrwpx2WT4LnplwT7vdthV7pLgS3B4yKDgfuKqBVX9gOOb6dO/fkgPVKpyQBXj8fnWumO7BTcoi6jUSFIYmlqmMjWcqn77Jgcfw/Z0ZMcMnnDEjVbN9z1eIXfhcigLQvlOP74OpyD2DdnUhxKeXU8PFWLmYzjeJHIH+de57X5c1P4qhFrOamMUm5h/Oblk8eH3N8mfb7JwoFGjzb69ciPJ5Y0jz+91rGC7SPV2OGkHSPb7+wO9GbmX/vc537UsYNUa7bXACuFxK6yzuxEreHJEVJaoGkgU7Rg+zKWtX7CfiUk+/LOtk2W0luGpORtXJq6SZqozflyr+GmQ9ielCF9AzoJJbu/R/CcHs/jV0ZMjKc7+wXtLYtPKGcEj4uUJLVfRSU5DS6QyhY7pmwAYYXuYcdLIVM+nvdjKJF/v5C86HvZeE8LKZRSCW/o57Pwqhk9W+6JOdl5zXvDCnZ9yv8Vv/NPwl8/KdaPW8oTuG74J+AOoP/j8FMdf2tlZkHLO3mr99kE7h38vw3vGvPfWkl3xUq1d9vmbPajvDFZ+PQYir2cR2llstrf2NJEceLCf5KjwlYkmgBEo8ej0fNJ7GmYTPJydzBPFP1KP3VMjz+ps2sTpkkTfoeZCshAibq7lJGhpXPCB7w4gIn5ePIuk/jxrms+cYBlCx4SGiyS2qGCQXlTht9VMsGDNFSQuCam+DRxY8LgnfLyTLfNA0+2SMZ90Ktyy32ptXbsDmrqDOV/Sp4LfqETT+rWBL/wxLU/8qGZfoT+lybPXE3SvmgSr4LoJnpXO3gy12t6nTS+d15m5fu+Vbd5k1/cNXsUIIycKvt3zEAWKI/vSUVaSrTtpbohahvPwi1o4cLei+N7fEOwV/vR2uSuKhodaeNPsvI7c8C17Lp4FmxXe4xPN3ftqy2zNQnNkv6gV/sn20GsW3LUcKpYcgh9Y1xr8MHbp3kPqJ2aXn9nROWyKE+87YFde/xfysBxObcV7CATapKqtAyHXLh6sF6mjJc8toPfBCeo0QIguBpav4Y2nPOyugh1kJZs+2c+zMvvvR5rtr/ZQNthb9R2PejxOH716NtGupPd2YjWjnZ8kAon9wfoz8cOWdsncKEap6sC6FIHw4oGrEJ9Eh2kdmiH+m301YqX/DcZI6RjFW5Ol636JVKW+RKy8aK0GsxRaIyVO8qSx+bleKHvZq+DPasSgxgb/VMNK8jyNb5J9FTaP1kalD9LGwyotmyoV3loQ5qlVkd0Lj2PD1ubFjqGhSrjD6IHPej57NRap8ej0/P51AyjMD8tgNicGzdG+6/HmDO+WqvNhk7d6dVmLvD5yn6hdHSDQts2jgsrSEcsXBEzHujSlipCbrTVXA0W8h3mUO6ZtWFw04nCIiXOg7aMgBuzMYZfoNOabfIKcGFFGP/HAtMAbtLRRTcWCyiJXPUBhYzNHscY7zHslz9FxREm9td1X0OPlTN9YwJx2M9AN+GJFNF+JXWsfKRVHi2U4okvSb6NOU5m12b2sU3uLY3az9CuS5/umTxleCIxWZaKjqwPxgQTBJMyp/WfZZzq/xZpPswHrA/Zslo1Sb8aLH6P9m+AM0ep/1Y84so2ni1C+IQsfXt85ob/JtwB9Bu+BrIJ26cN928MDFZHkf40/Msr6TCYtJce3SjX8i0fdOCk4c0yd7IPfqA7rhr058ffPsbm2X4cx/p8BkcoEZEcKdgMwlF8E5xhN7KfJGST88pzuQOmT7oCgpPRFeToY2dJ4vqIKDkvBA30G6VwzO0Ioqsz4eBld62EOxnKhUnp07106itInD3yqo/649Nkpb/x4oGDgbS+iF8dEOYOEfCVNqHv5ylLjoSV2IR2bGnpQoPu0uOFJQ8bRDcOkapzNrtYYThC0GWY1aMNZ8MhUioHuqsc+IQBbyzZBSw6B0hb02+/o6NVCGQeHHToKQXqvMupXjzv83Rkyh8pB68Kzlp9h8Fz5rNsu+iKO3GK7QE4gRhnUiNfX7mM3i4K8gqaIMix6QsOaSfibaaZRMdrInTSslxwEF2TWx2PdmXWkhLEw367WMRgFno4W2JJwkA3y79+O/ZBD9PXOxE9x0cwZcFS71A1V8EG9hP1OHGvPd41Ps7ZyVMmVqHWKJ+gHEIfNPYrYpaU6Fwd9KIcVjZMUHY96QRbt3UMPh6WS2yW+y/YeWU/20PWPxPezIY29VHBNmDLR6KKvkW6ErljXWzUJ9gEsdRPZaupRxYI5hvzLVZNke1Rq+2zciy115n8chkPsulao//973/0v/896PH432HLpG2GvcOd7GzbmrVf8o71BPTpjjap0yGPWGcoz/ZdZJEbX9ihh9a1mmP6iCLzsCO/Iuqshxh5hT5UzrfY7IDNlvTNt7zTq073SRr8EZ46e1bQQsk3xae2F+xZbq98+hyn9s/kOTA1k+m5SXYKFsfv0JfDQt0MDzfUDjQo13YEsmOTFtP7Mm2jqz0LxTX63/9416zOIfrzmCt00ddd+BD6FIz7LM1Hn+wyvmPhHhVsPnVmuqFvke3ntV9k2LvsTdfxRx/9FgOarM+JbBN4PZxSBgtGGcOwZMdvJ4tfVGCHWtX2i+B99SbtI4CQ7aw86lrn9JcOPvN33XcgBt8L+0XchkO2UI/ulKMFBtrKDRf894HPtFyefz0e/KtzsRJa0zHWwJeak24/g8Jj17hATPu1mXt4u+XnGUXwTe0J3tXc4flY1gyz3N3dlGkn43Mjl8HGop6I74RPZE97IZMzuQ36FgnicXlkt8/j65+/iKR4XjV+tlQCXdOn0PK6reZHfxISf9GbsPJ37/rDd3eqr8r6yXjHDK6ozyfxfQNkCwu/JY5zw8/DHUC/4VfBB8j8s5+m49PKsDoC5BP4idb1+a8ZuDPAE5f99GGaSGsv0TmQydaYmAn+4PR5tQDaIxnr6uYqPnCu1w96PJ7U+4OOr5k2elKj9n844dOgnk7EY7nKhyyIjumdvMO132yzEvW8r8wm2I4xztGi81/nIiv6JDpaDvQHPnRciKOmd3q64IPKSgv4zkqNmSeqRyjFI3tbcJfLyGcn9xo0Ejw+6OYIR8eUvgSHJ8FCgfHH0vhI2d39327f6FWcFSs/m3GG2DpokE6C583ufjCBNgPo+KHBL6cLuk85KO7H0w47J9CJJHQBwep8J8vrrL09M82CkWb4wkEgpo1buQGvK+dE7Kq9eJ7w3uTqhMEoL2e8w8v0S/lNes4q8ICFlM4boYxmHil/RDfR6GumLrXDypNDneiZf3RenDtidojA4ZfJJxl9J09dEDVhODye7/wLeDqtnURO983B7hhvjejxeIBUcrBh3PVO/antop/70L7aiEb/4vzNyIwxSXyaRClPM2+l1mGeKONH4nwcleGTBNTWDLtjeD7qy1fqOXYodfEA5pTAw8D7NDZspHNj460uBWmVx/nimYALbOhzdABetJbveKNxbDLfY8WVH4KDDhab9CGYzf2j0Ff4UFSD6ghPpdeY/j33V9R9Rn+jbWvNBc8fYttkHM0BNXKLu9pj9BFHgQS8iNoTyh3PDn3U1GAge9pB4PFjd6xFWenkEZjFEzDWFLokX0sGUKrv/LAhbwO9xk8WNCGnmcTBxBLBgjXXo0fdI+3OKIJJ61Od4/L4BSJEpf719iwZUiV5UotOrFXdwyOHmQPNFaTllUFEYvS6YY51aHs8BlWy8y8Q4Pjs1HVYBlmY2vq+wQ8vAGjyBQX1azzp+X9PejaQwY6L1LQAnRfbBZhkKbWf4MkNPgAuIFMswXotxbJIwG3JGDsZ29NZ7rttU14MejxI9rm7MY5KrA2e987FDp6NuuJ3oMVeGq7UNcz1t8vBtsr/nQTOZUHO0HlDhVLF23hiCSuE+DzYK5ALj933nbQXJYsewujF2V6JoUOdNICuQXSdo02ErrVh0+iwb14vcTVFjagN5HLNUb9Aj+CHvuv1tj89LqV06Omcfrg230aY603Jkl4HrQjlQV9xfJVc7n3zaXE+6vghdjsYJU9I8szZJfWvQAI/jurpJWVJqm/JV+kqKxrHLyNfYdMtD1BXbdj4r4bvDZ4zXBVE/xYoN9u8SOPV+L4BKv/3Df8e3AH0G34NMqcZ0c8ppWx3yV/+RkdmlGb1+ctG7F0428Q/KRN83F9ryeg9zPBfKaDAIb63uq44DfYr8A6nzSPtT/4Yd30e50mINw+i4/xPK+PbSHbc9PV8cat9QxLrSMAdEOik4usGafzkH5vEHPmb1L/j/070ZC8OB2w5cFGRDXhm4B0v/vt8AY930oBD6aiqDQXzLkO7w9o567ruWJRdDdA/OjXhlxekZHrvap2cGJBygZ1UPXnawAlCQoMGF/jIW9iFbpw2nj51s41qgtMm77iNacPjgtHv0plG+CXSe1NsfXSn9NckMMaEHE5D0wBaHyYNF55IdDJUS0BlCrExTXU+zT/4QSTHQuvOSU8vOilA1rm+Wb0RvIMjVA+o9+Mff+edOZxmwjJPupeYw/mECLQcjBupbs48Nnyb88TTwDfKZi2IHf5pbXwXARnNZM/Qhb8ejThOSfopkX62uQ9dwrqLi3o+nyQ7MkcfUP8491kOpKN3y9kvri3Lm/Q3V3/c3WeCrcx35Ye3JynkDWOpGvU/iuzmF1YSEIkuB5181JT0q+ok+p0ETwyeZwH0Rq5eCVTy3937tLf2+Eb1i915XtI2VIX8HzrF2OtRPwK+6I60gY+duGDC9Ae3guu7Q2wOnd+hlqm+KAF0Icss2AYJjrdmdu5xAJ3TWeI0yID4+uCZca4PGW79qGZ/8g0Bbt11JoudxG5ZGoU9jaQcGXl1eHkYAqIGCx1Z34X6aJYDocr6QX6fyxm84wWFT7Hmx/eqQ7dMEKGawc80NLL1t8Lj7bDebs/9EtVc5uzdvkvsl01evE3otWVzm5o7kwEsDLDC2QXpdEwoy0aki3vrg0BGup7IsxuQkgp1/yC79o+AftCNOp7T18c8DN8PHdOfIovIh4b8ERwckE9s10hkxoKVssa6ct+TVnPfZa+QzAyBlMNt6RaCdbxWfd6atZtcF5EdnHs122iMF3GasqCPSrWT37QaxTVrs5gaFAcs8MtsmOTvnR6Z7nbjh04JnTCfJSI7j0dY2G+cT67nYblts7KPdsK+wwB6ezy07uV4iWWTYM4rRcDYGMdlbI9VvlCG0iC6mX+4xStSUbCZ/D8wJOEa1M10b7RhiN9BJod+IWXa9q7d/XvGgH3v+IFUaKuTcbw5JSQVvgScmrbj0x7YkLFlZt9wiOHprXD4/p3pBZYaxe/a3x9rz3PbPw0/T/87QeJ/2Zf+r8JfjRPdcB3cAfQbDPzmLvCfhsrwvRJEn/GrPHbqRBnvtEdWn3fb95PG4wrc7+L4Fts4XJzWuSa3i0mnnyTiJBrqp/MPmJyZ+scZSnV8DT6X/49G7cl65cCH2SQGE0opJnbFxDEchyQznGxyiZczp5V9gBMk3JlNYUJnp9eZc8HXoiXXZjFBcDYR0YOoPR+SQZscAjmDaNPnX3VYYOHJBPJA7Zw1MzxEWi+pdJI5aaLMIdWqDC15bhxkUGzh3Bz71uRxM/9tv/HB8uze1GWqjhNJkuw88Wf+qWuH9NawlukzzhtqpDuwfPFWf2jwA446ZtyN9Qvu1WjK2ObvGRfTq/0ssKQpDeg8y5Q1aoFQj0zHpXrPFCy08tF/eUrsxeiwTJ+WEPrVok8FHsz6T5Dvbu9LHtjs2FKpvc10aHMvOpEcZZ4W21SXmqCxilCHpCZfha8kEIL8o78ezufHUU47aA2naADs+PKs+erhkn31umMutnrDfpMZmVkbpoRj30RCbJZuHhztKUGHdrgAy3ZoGHAnOg7LP8rGU1QO1aKBUjtYiPyo7Qz2mUR/pg5Se+JAirfqIkTiuxRbIWODIlOrZCazX03KQJsXRg87Q/vG/9uwZccDduDLuE1s17EYTP+vpJwJdIwOYyU1vAfPfH+HcLyxWVY+os0iUNkg22DudCez70C2reStCToSTT/vYQiBMlmRmPdA/0SBmO9cN/zfQibsp6nqN+PkQGnI0eHOVLGitcLQY5pQPowVRHq652Msz5sWC6LYtQjXNxuOSQCn2pcG/AbMEAi0L5rmg4rycA1W7ESdIm0a29bj1zKs8DwejXABjgR6e6Pn02Lu3YqxLyZVhbxgoru2Nd0K7FuGM7NfU9VS6FE3NkCB8Kpe6zjamfWN/IIpJGg/lhO+GyfkN5Lt/qNeqqdxrG/6oe8Hab/vwMKcjy55uDzl5wn858XJRfsTBYER9sP817I7UXRdA7GziVBsR9CF3DbG/6B2zSxiTuZfUX964SQVWtMhmn2P+gHSis0a6eQXdQTnB7yHmih4AuSl+qeqXTafc/RSlb6pHyGbf7Uqb0lYxEFEMh/wo2zFDvZrUQTnrOxNvkDG3+tFZnsYH3bV5t6bu4IvqRrwci7PmZ5GyjF9d6LnvwXVWPCcj3mrERF7mT8jZ0XKJ/zhZ3DupP3NgO1/bZHAKycN3HCDhzuAfkMKP6Ewv0UpfYKOM0Hz3+DDtxhET8e3yMQu6HzDT+/ex0syMAYHTOMLouCctJllkobPO47w4QoDAs0N1PtwFvL37qp15bjSGoOGimfs6HvGSYWfu+G13dGuVOvjgu8dpk1u3qHZTkxkfPLgDB4X6GQxjsrEw4FlwsT6wNFIncMQkBz1evRjd9vjWSBkcsWTYSfHmCPN7YJ24rhHf1LH9zjRo+GQNGFUQYQiJjsG4Nc4FA+PDORB+Vb6rWsGjgwPFRvhDefYAp+bSats97LvMIsvwDposoB5oKix4y22RPpEaGqGjOMAww7/AQMGINDpLg4SbtBm8zCWIT+IWZ+zDmnQJhhEP6gz/dEdwe87XYNHvj8a/jo6LUBuFKjR0BpDYQXkCgrMH/iARcGBwnXl/jPxf2XQOX/roYyUJH6YiCOqSO23jnck7HDXzb5I6PC2gvFbXugCmdgjB+EdKgD9iHzfGfqfnUYpPTPnVOCTcuDYXX78qrP1Qf3hsRw2iXd/qu3qRzAFd7c6KkWjctP2buRnPCJseNXCoAONIgYMhVCZ5IiD3zf5I21+sFLLULJygUZ54GAf7hA2otKJno9OvT91Bzq3rVE9dkdg1u8CRWGxiaM36QfmldivhjW36dBRz7hYXgeORo3oQbxMQAowi+Bcm2hLFvYLugh/65f71sGeocMheaCe1SGbAGe3bT35f5PrU8By1SgqQid/vR1Be6KH9CVdnIW6wAXTpQ44Thx9EAL0qP9Nm45x8aH+bTDe27lmxnvcX0Y7SQdA+cM+2ujBep0I+J7RmPDRGUfrMs8yH7bc94Y0SEKJnJBNxl0/jOcMXsDUkvxZWdyfE/JzfkCfS2iRMUeL6exih4CWjhWp4xYXBjIeE+QCGv2qAtZdRqEADVC8LJRien36UAcu0z03vV117+PR6DjWnReEETWyn1tC5B0azqt7oVnGNn3arytbIVXyKwdm9mvynmXabG4HOZFegAMisvXDtkL7Raz/GBd3+2G3jpNrxukqRmdhRaHwMRCBNWOOz5Znmf2BilseyNOhNVtceI15pc7wq4t0uBZjbJSQF8Z/UNc0iI50t67frh80y6k+CVRDN7P42pcBJL3mWwIdjzJPUbI7215Xb6svUecn11gm/4UJN57u04mocgHtQDg5AwezCe32xCVYbJrkNXWp+nTBp+MlP7TK54yvLbRPty/kyx3YDjAeD/cOZ2x/hYzCtWlPe4m5M30AbHHge+O+3yYlvw+zPvUbPuaXuviH4Or6//bpuGfr8w3xhd+Ef73+/wLcAfQbSviWIOsn4eod9/746qys6v6n4ZPt+6kFBCYg+RWyeUwuiagMgBG90NYdJibj/ngwLsYknIazIziKYNJlR/P55M9RKz8y+e40DZ4HDByAcAH057PT+OCl9yeNfJaXZv5kAlLxugZ9b+hfVKWasIsHRdlv3osjNQkadEd37+QYABdNFyIER1w/+PHoRP1/XfkgEz6dXZl7N2cO0pBfeuIMLXHK3GJyAAkNtKQtzOSdnVXax1bA8npUVf9KEdAvoFkcuUh4h09kev09/phqRB0PsZUTkOuSDu1qCbG3nT0slKE5JtVCPz+D4LkPzEv54Cjp4FywcQrQ0aEeyKyROjaAkH34UCBU8HjU3bZksJdH4/kB1ciOsqoAzjnGDO7oPFFForKZlwmOliwswdSdaYv6uiQvKCxbpm8bca0ITzPM2JbjV2wTvPfOKJOz4L8gRscApJUAWeQQOtLQFAIhUsMQiAyMx7IHl9rou48H/S/hQn9i5xr6l8dTaKeMfOS6v4+H3bMp0NqVFyZguKdY2CxZQ6X2AFgquiEdt4AjGXWAAJfxUMVnd4Qd8Oidev9fDD6ILfP9AcYAUifbB21YKLFgM1YdnSGIxcPdp1kbvB+FyFKm/zmdYsU5POtwhUuQWvMXo990bFsiH4kMWghVvut23b6moy/o/5cARRXkPSRq+hulO995znpCF4AwiPUgIg5a43stQWWJHfpZA407tA8y/jaEAsVH/sOsWJsjKbMxkBc0z3YjK1mdyT2zl2J/unvvc3b7m6W2mrXb+sGCFz8UUZu7T34M1qk9U3WoSJpmcvVSpHE+oIEhs2CCyMqdEPd0nQ8wCz6wrrraitC+u6z5NZTK1Xz4Ogg/eDEYEdEjfBP9ySTw4qWBuffmaIzlale2AWOX0ltdvUP2ZSoF3zusoYsk7OPSWSerNsZ88Uj3QATnd/MwloPHsFVqvwqemGtKFkbGMV5ZuYxGytiI7yYKpLALkk/6VVNpddm1TUDOidKTGWz7s67n+rv5sgdg4tHlcl1gynO26yUbBn2hahHUKMK/Zj/VYohF3DKHzO2Tz+Yx8ucKZlC+hfm2D4CjBSUimR7i/N5QkvI2s29z+ho8fCIBhpe5AvD1zBaAWeo8L63e60nbhzLcvW85T6lpZWh3y3kq+Lls6kPuZGw0Txtxr3SOLWcnzU/5aXe6dkXP2V30u+nfrX/1Ob3fglV9/Luzm+OuOc3g9+Cv0HnDNXAH0G/4NfgmZXllIH2F41uM4W/AO6vosgUI32GwjiFz4nN4HePwCDWzQp8dduyYGkN1z0/jZB/0tSGXjaaBfk5rUcIuoA26cRc6EUkQvY/g+TNzzpgodORlHjzvLm9ZI53s+UkfzdtMnDbCSuQpzyjHLxSIzhbULb0PbkqgwE6sJGjM82o4eq6N8sXB1y0P1HHTpSw7+euES9b5Lzp3Smj8jdDa7yVODOMfgGmh88AhX80OVXF24Jy+jayFxwzoku/OjZcst+qgAQKDPgL6e+K0Qxpas+/wl1QGcCa7Un0N+md6jFzZbaHP9z6cUp06hJTwmEAbSGOBQn1Su/M6610I3nB2zuk0dUF4Mz/ZW9uWue00mHcYXFBzvEj0KdKTPAm4oF9jH/dY0bGiuAdOYKTXE1NtlxSEbcK/rE9Ep0B+lG9XJVcf991gli1xvFrHk8hcJg6G7yyjLK/N8nRcIYqcHmBH1gAZr5z9ejyIOu4g5gAEPSHAxEH8Dg43OzbJgudWX5P9NL3hGY1uyToE+HQUHOvloSXX/L1OJVkWAnA57XHswtc2s/bm+VS7g31Lm45xNLk+ZK9JvXn3ee9PDcr7/6gHhU/d6J8YyHG6m1yTg3yXz1o+6jEljbo3qLdgGM+nTqdC16oVQKOixIpdY5OFAwkHDeSRy6uCup2GTcQ2NP/LqoRSvTAeIjTRYO1Bx6pA2IHeuyxKbErUGCepTYMCiCg5Qt/RcdgxIHU8W9oueWTtV6ZehAR4X++YTLBURsOXY+6aeViKRSOK40HN5O1XRW/sRQPf4D3HZPmN9tcEW6fpkbzYT7n5tY+q3uW+6yGYHcYpMtTYQMqR/fipprigiwXHyhjbOpMeAtN8egQ9lTfcHGk7Cb3bS5gNmcfuc+RAO/Ttk0AvjL+VuMMr1M1W72qisLm8If1zPcJ2yRpD9wvESXfk+dgo8GhKDKBqJrZdcgKKMKGLDHCbs93ST1nU/ND/ZHgk9TIsLgLtCKlKSATFMRT7pQ7RQM/LfBTSgy41i1OIqPOJURmNCbCu5/F7LdfN3lZwGFLbBxytJjkkenkBWKL+GcJjxC/zsCSdHSBN9FRiWBq+vxgS+ZFx7XgQ+LzVaPVtJhdGGy0rqksMg273tsupNrRWpp1YR8N9dupARZovw9tfLq/Wgy/IKdDK4yQ8rWAHrg6eY9rPn2Z7Ju0+PWdpz9K/Wn+/GQ/npr8JVX2q4PluEP236/UuzBYP3PDfhDuAfsOPwPcZXOdQuaC8HRzVStizyve3jc2nV9W9W79IX4WPafH5/cA2nQIaHNfDcAZ0uCdw6rjRsXEaoZPdUMpT4GKy5CZo8vwM1clA7/GsN+71AAAgAElEQVR40JOecpxpNiHxviYKKdy9sMPVJSHWBKDDS0Rrd71757LNhkfadylYJkYP+701DrRER4tyOXNY8/fb8L3yCALxvUMQgnmsZegOv3GsXyeSMC3LE9TNMzRzwoT0RvysrrO7PeIkQ39Xutm1Ec+M0WESCLTB88aOdeP0gAqMS4tpBLqcYylzUGHwXOX6nE47pAL4Cg5YIJBJG69cnVKPy5hcJzSpP12fg+vPpj0qqlgL21ZWjtKWcoWAK8n0r+iYmPVVzu7bU50qKy2nC0iQNjzW3hRE2hbogA8EpaVaR2UjgsCOtwcmW3gqumjcNNQx8AwzNMTv2EVu1z3aGw66GRvknYhSqOJhObLcUAcQ0SGXh+7MLYK3U0M1Dkc3t5O8URlNmj3YLziGG8cuJohAwFOlIAHVf0oS6A9DiGtLYxeQdpA3onAyAuLz+o4Dq9h32UXNwXMOHqDS5cADtec4ytbSj8F3G3zQAATa+MM0PZSnzzyY/nyOb9Bzn+vd4gEWW3+2MUyp7vPPUF9IWykHjN1l/SQLU1pDdpn0yEP3xKRBcmSBmWknSBer4/qTavAw/vYmkHzAPNFQ/lEhcuT4J7rADbLc+kNyrDv0RYMERKofmk2K2kCC6A6dCqyXgRb4mEZ0A89itoOKDkPDmKmHHDWkOqIKuvFrLCRjFh9z7/O0xH4ZWlx/IqyLDWpw3zjQdYqCC3jTWsRgeRhf+WoCbbZybnDfQI6ODjb6cYEPJynUSY7Id0X10Ye6y9/dmAGpwYAzBj9wUUFzcrsctZg5WCPeid1ap+dzyOcoSPib9hdzZ/B3pAuNllyqDsjGiN5mY4i0O6kCA2MayJhDLivosYFFRPf4fAg9u5PxTqoDCWzXw3xLm8iKU7n4q/O7YdOeXfSCLHSmPgLUlgbDIMc3rufMjqFtUFt2/D6BRsyneiZKlswF0slA8Q7K5o4813Q2r9Rl9J2Qt7B75xd8OTwNzAQ5+1UlHvThPExtXqR3hlP1sK2ZeY/lV/XI0heJEIu4BEJfTYzfFIr0YUCU5fWjLm/z2YNBhsk6ytZ8o2GAjibyaIuDdhx0el2+0ruRfsdDHIdu9Idc/TqGiW3Cem1S+ab/+31/eqI0KIqIludyTwLLV9dtJ30WRL8CXq3jlfGCHX7+dPziU/x+tfwb/g24A+g3CPx2UBbhJ4LoVwM6XndXXf0U1AOMckrwcfiG1XQzCLGoBZ9+RlzB29Ht9Cs6HR19ZFfStiS5cS8tnHOzFZHZxP7xeBzTnUH6ai27OKh9mePJQxxe492U1iOF/HIZnI/pkR3lnBFwJBNBdQzALgdSxws744ia8tMF0rmuwsbU+ZMFaYn4m70aW/0fHU4MdMxomeZ31Dl1kCrTrLOr6K8+gO5xcCUTSXVpm8/CV/DQSnxIMxVaILJwRnnZ5WRZ//bssAF0Xfig+CaOjmblwE7YrczaCyI4X88Rqu3SBz24U9yX4tFmRfVBrDiVUE6G7BplEhWpzPGDYwEuevJ2bi7ajL3qWBvYWf6PfnnCDm3qeeN0ASdJcB43zwktJNuVvE1gt/2ykW0rL5ES6s6iB5nHSBUS/CcjG0JN7yMIgEisBZq1wVBhx6/kVTuo31P0Rq87B/9Bny4Yasl30ROpbBqAwOA561qf8+gXiTNZSEh060LGpX9lDjfR5cNus1ETYlytUE+Dow11oOiwB+ovXnB1HMH+NN/VtTjFZjUfQLf1VBs22rJ36gOv3Hdv0yAwQSQ6D/+GoLPohz2nuuS3bPZMN+xtZO1Ht38o3roFANJktuOHrkOgYkVEbT2t3mmINSIKt7a95uP0UR4EB71TGMeXqBsEwzBfXs/wELePeh39XBsFeVnpyNyeNeCb/pExG8U2KGsf+KcPcBmUprNCtaPbvW2Uisu4tcDl+NlCKtsa2Jeskhh1IHylwWxDI6k2Z11hyM6gT9+qZDdbNrJS5t2VrAY97wSgafszXk+R4Y8ZOjWThuvNsssv0I5pNu23ZsFkQIaEGCto+oTUzvgjWCcfx7kTjeePTo/+sPgbFjFkDJih4mFtBtchypsQZPSkvB/jDbFfpDo9+oFQt9lS7DyFdTG3qdeH47p3ejysDVcRcnYwnYs51snY4OCdXczMNo3tFszNOL1lsOFvc/WFJAm0eAV8p4OaZP5pbWOqy0B+4SXoIVzIlvRpKSBYgUhrZviw0BLsAoi5DYvPtV11MY23Xzym7D6TmTDy50WsEsSFALNamF6ONo/fOx09C8XOLLhXO1AqPEfsSYZdMIoVZMarOC6xWyp8Cr0c/E6Sx66T+FOENrWSjbQ9hezuKEka0lnUwD8pO9HbJfhBtlt1OJa9mj4jduaDAeZvgd5BHvRpke774Rt94zPeoa321/8i/Kv1/pfgDqD/4/DNnfw3guhXlRlXCn+WzxXNWO48iB4wXkPYAr5toYGCTiwjvDKhe52KZHpHOrx3zoU4fwvU+V92LPA3/8yEEBPCowP/bAHEQSNOyvuYOIqjHOspE3lwZpiJFmIeDhFxyNhVybMppDhs5Ak4BdBRtDG7lbLR2XIQBtcg17xbxciWmzi6iRU65P2Ej6vCAQgzeaTu8DvnRxLEz+tWB5RT/iQzS9uMhZ7iv2am69N2rAaNapDy0/5qWjuzNez2E2quMz7bmJQpvmauzY62LfWmAoiOGymZ+9yYTGtzN9KFH82+i5W17wrbkXA/4LP8Ux5qhi5y70UD2zw4Zsi2Dd6nO6QSSHGy96Or7HcvFJmDEEtCHbFQ+Yc/xgbPtVrguAmkQjphXqXguEIg6z0mtYG1iOYQn4HL6z8oOtiHprvweMfxkbfrb7ATie0KV+Ob1lCl479rAMHt7VVX1qFTWoKuqjcDsM41kss70CB4PnCzLuWAL3V2aLlaOseC2Rk36Ivapht7IL9AKi+EUmc9GLNMFyR9SvWVdT6j7VH+HmU9EscnYAedyveK1+98MwEb5qvT6WjTsM5B/hP+er55amsuFQ86Xti+FZnebXISNkp9fL2gwkZHpb0mjBV0DCI2KMlfAba9Ppvx7sgkuwQ5mE6Wu9hzDQ/YfCWfwyFJOwLbjoz5fE0rnrYuyycRkV/g0S3fq+y+LyE8qnlgxkpD8wo66Bu+H7VNgqEW+9CBzn5Jn/MVgXYMY1Gybcxin4RaynrZ3qdC6tnO0piOR4cOPjd/t7LL/3HMpgs7og3riMed+pFR0OFXSUwOxfb8z+rTexhbxEGWRzk+SdIfxIu7dBEYDR7GcUR5oglZ+5AtznPDBxhHRH2s47FGKszkBh2mdIPPjN+DPlRG6GgB7QcpH0zdXL3MfEjtFy9QOHC0UR/E6e2Y8jlb7Cy0pjZYr2tRz7Sd0z09SJ6pb402ySd1sfXA8ZGmVamAbqBjBr4XXaztvATTfnkbWpgh5rFeU1Fk/ZbZN9YRIPRiP9xzIkrtY0ZDL8aouFhN6ub6VMAKXdno0WCWnF4fN2H89LId0/ENy4yoGdblgiaZPwaVdKRQn1ccbw0j78ZMFPWt4UXLXk2egBWDfq+p41ghtFbWuXwmwxAeQEmFTFqxO4m/7q8Ek/dhXp+/Wt+f9o2/yqcscP7tG+VuuOFVuAPoN9zg4J0g+retvPLG65uN2TfTZiFz7XxuYJZPn/T7pd6jiIFzuYYJBwcgcOKWTuJk3N5lnpY5GCrQ98Ol1sBJToqL+8vzqd9rDv3Pz3HA4f94ZFOdkiqYNGnNO0fPk35f7Nuyzhqgxzs8ZFWwtEGOL5Mq6zjJeY4T4Uh+NYH2AZeIc2/3mStiMne3BUxuY7QmvwTHjN3Nb68bqdxpd4A93ehsc+14PJrXf7oIyDjM1xJ69DF23Ax7IjSPX3SakO3jx0NwBLqZerqTfVa3GaEDKfcnG3SzDkRNrReSz+H098bpuRWAADILBwd1Ij5S89m7CZak3yElIvO92JnKt0rS0J7KU6i3uYNH4CBLqnXQr45ZydfHVUvagUC/NUhLkjGUY8hn+YQARBpJCk5UiwN5hq+MLaNDfn3gnXeJ2JMVYvn4y0G+urHRuaa7+Ijit6Rp6NBnf1J/9mHHVJY8QejMxW+q+gVhqLMwH9fai8HxTdfn0OnqeO0j2BLpYJxNPzfyeMAnQ3yZjqWOtTPA3YqVMzvgmSAOR+QO6dDxRdPvrYMNm40UVI9Hm1llC49a8sZ5Rbu7UD3ZRR9xf8FTDjC4oicojNJaExsWd0s+TPBFi++hqkiYXwzmn6XQbBDdO78TU2WHr308JA2uMPtaggt/J0RJKknrdG5rzQTQJTZhAmwWZRyfuT7JuhqvK/19Foz8H//VhhXInV0KOpeDQj7dQb7whYim/ckEZvBqoVPS4C3Q3YBtQa2y3JHKSak/TH/WMYb9D6iBpclImViqJdBelAfdF6yzGtQ+iu4+c1YNriuMBTNgf4TyHBeAIbohR8/DjiHN/MeTgX0l6hwkPeGajItUpvib5L33MRVrJFE1I5aqBcRewlxQx+6xP0KPDDVa2bGoA1UKUQfM8Nid7smcBcdu3nYl/Qfn07Nnph6YNnvffCqDOM2XLgjoHe67QYFdcCyZkHEPjklwHlbKeZBlrAfW65zSNXMx0jEZ91GRI/D3dbBftpJgr/3wAvpwzeGiRVEPY99DvYQInOmRtGqmlOjkWZCNd+xY57mhyj6P4RrTS5bXhjy0Dw2C510kytI4bK+fv8SqeMEpbifyKGMT9A3IbyEIRHE8lNXejf3EcAzs3egniwNtwV8NJldQVYfZ8dfq+zd84RF8/OSv1uOGG1ZwB9BvSOE3dn6/U/7VQet38Pi8r+CaBfHzINp+0N8fdWMH3PLU5SEqhvBvwavtdqV8nik6L7afwrENjYj4u2gV/nR2MTK07DomN5NTdiCZhO2t+llH7IHvmPOMSfeQ3cfjQf35JA6je4n0OLIjRgOZziFhK4YOED16T74XPpLw+nPf9sFhAw6OzPmMTteEzLKJQ3tNHWar3KM8cQyrwwPz4iKALIge+4H3Ctiig/Ntj0z7Ai/BOa/1GY7kpm3YmradCUyTaxPvAMRnlPN8W3c52azsA+7IPKpnPwmS0wATRAJfDfczdtCOh8Z3QL5dgscEe4j+DXphyIeXlX54Aw6HkztcG2jR/tHyNNKvfLl7YB0WwOtxdOmD5Yb1EmlbOERa+Q58hR0qpkEalk1WrjKckM6XuxV8YccN0u511ihfvdu8TzpPL8ELrF9EOPTEg+ih9iMbUcgwormnWYOiTcLizLMDmdarqQ3zrPLopN90spKnuj8L3El/RXdn70RPoic96UGPI4jeaMgG7urUhTEP+Tb4A2TDyozKlKm97Rcj3aM9qT8fx4IQUhnGEzk4SHWwSvUb0/B4wDfPXX0dG62oJN1lZrtnzS2Zq04++h2fHnHodrEE0gVFF4XxQWzr7jtAYs4MCWnH8rhrCKekmECor5db7Ia2AH5iECuOTTCTD8IrQXkd8gAS2BqMXIB+5MCC6bHOZuE1aiR5tqXwW3ppaHWPUK9iwIYaHc7s3v3mYqgz5XbM3asaK+zcC8ByQCwvMJ6TQDrW1/WnDu1CoC+M7YM+05hHrDewnoHvtT2LY+GkXmRtDQzFkSzzWQ5vm1J71Ue/DdNclWvVfQcGXqQMcdzAH5Fz8nLSUn4IH3AM0SA92y9Se8Z6TN9B+Quw48dhL8N4fizeoSc9+oM6yNTzqTj0tKta3/CCZsQdaBr0s97qpEeK8wIi2f3brB3jHd5oS46yHy6ALgzIxwH49BjGbfIzQWberxFVi3194MHq3Hrcmy2I2IGK0lCO1x/ky+OFes3ITriXHd2wMBB1M8hEZr+JgL+uH+L8aVrnoKdjmm5WPo5rMFQss2iLTf0a6gvKGT0lNCpIaycTHduszEgOr0ClWtG3NPNd6pw5709ngBcNNJGLMX7Aa0+vB9ChPO+fjRvV9CT9aKPP7vp1ZcEqxX7YqjvfRiFNN+3Gj4hI1wCLPmz4OiD9a4HkDOoqxBe/Ud0z/nhO/8q7b4Xfpjn0u82++yq8G7+64W/CHUC/4YYPwruB+JUheD29cQnD70zxr96/DlWA6NPw7WMT48zL3nUcWNv33U0UjtWtDd4iMofAOF5tIDV3ypY1oExmDtKPijWc9DweEtA6qMwcXjwJcg7PovhmdhmGmRMhA+3RhgjOmdco5c3xLpnsvwhxnneNwHqHuj/K2DunrobaTf8asPPFPBszanFoDE9Gh/5inGwwATX1LygVJ0pGS55h2p6ov7PguTgdRvos+CAEcN8i+11QLN+1eNlHjKS4G8HKfQDwtOFFwgCl1TnWyWnem3vAGclLoCVXfKcd2LiG8JQN6ofOmADqpTT4BrxkmrkuzfMZ1W7hNdsKoJPTW6nj2ksAtw+SnzhtOGUh8KyPWQ4YnW9P+5DxF2OK0UZy1GXnXXeWfp/n+GHdbB3sTXZ8K70WJuMbtrdSbQ3zafDgcfBz9FeuHqcDZMeO7zaCNlBfbmKpa0M5cbLNrzpRpwf1/3UJ/BF5O9aFFikP2g4DSKHdsEy4Xo0WsdaoU18G4YXVFyJenYN8XC8afK0LfcXXEezXuwYN9AM8km8k2yBLzEtE0m5+LML/fb5o11eViLqL25Tx1faLwAo42k23gD7WiJoEZmKWVtyndUgfWZ1qx5IN+nGS3ZjLGFDQYINt16D7T4ENrtkC3Skqvmdmt0Y/qe2K84yjjAb052PChT1zfHFJtQ1NEN1SnZXq5aPjFdYHEYY5k7a7sV8sjtzGMJayhA+5N7znxveSGYgCgDxiS928yyz0OCdHlWNfp1+N12VoULTl9gQD1RrojLJRzR+MzSMiehzseIzgJS8I6dBu3QiFG6c3yydTTnoT6VmZgjW7d9vjKC3jVZxjJv2diD7li3kVuK+gTdB3LHfuFDpMM5Dgr8hVpjD8eOz0wGI1FlGJQDvAUwOcMndIHewRZvJ1WBWfZGB7YuUa5qoOvy44GD/IStc5PD88vmp+chb8fBbHpNR76AfZyKTcTe1tGFRBbX4gaJvu+BCJ0jTVPDLUg7qRj/ieCD81aN7h2KQBDzFtYtPfhTP+2n81mHg2iF7huOGGG74T7gD6Pw7/qnG7Gj5l6LxT6go6/AJ6h4Gy4Vbl+FnJzzevzPrqsYk4m/j7p27q4mcXkC/4hoIzj8g44yhpceeMUEfFmeC5K9+XOyaWR6wPJlONZJcBTrT9NFIcDJ43ZfHsjIgJcOcyOowyupX+Nv09Azs5rtExIBUmaI7PNW10hlzXf9+NORBZ2cXJo/pWeHEAylSGSINXWG/j1KFY+3YgLnGadPK4psNOuqwrpo1b4wAJCIj0e+hDf0B5wWGVIMjxYt9RRcLOHNFX8lw/MVEuQHC45VngW13hpCsvYGAc7DloPm4OVTr07ULMe+HQ4EdYA2zus/UDLJpsIj8cGKnx+PQdAtIJPu/o77lGFpKcQ6yTlWncnNaFz/P+I32v0vOMwzmZjX1oHLB+QJAY8W3qNVNGl/ZDh1J7NAhkkQ0IGTRgT91z+esrnPaB47j21o9yuc1C8BwvvZ6D/ls6GRMCZCdZIsLZOCSzvTkk7TENzCS23emkDP07w9Fgv14xaKOTDE1tbTLoTmzLnvUZI0PnxiVhRy2QFom144OQonQaDosgdDqlKKuXhBnWjk13clk7lKYzOtfaKaNXgee8QC7Vj16nw0UMEldETdFO35pAlRgztV1bAXS5sKnjAkO7sEeoKe1QZc9a4FWSKxAZdtMDoXmXA33rVGDJFyDM0HgYMDPfaphVCFD7aN57fZ4WXpDUmuZtLSz+GqbNlr8Btt10bGzH/XYhsQ9iH9VCuRh9B3VNogesDVS+NNJ5ny0L9V6hV7D/4n1MmjyNeqXipBX3s4o+xUg4PpcgLeqWaZkzan8X4rxR2zu1X5Cx+Ws3DkRITyYpjPpL83L0vxGMQUHxTM0+C3a2A4LJhevHUWjyhpEJYfaJmb8WdpjfJTrPoYUsE0P3EqD/59AROK5HiRbXVs9LNPPanYGcK8e/Ow3OvndH6M48khbzTZWt3KYZ1d9sPk/qmRNNaZIe36/61Df5e38D3gmi/2bwPCv7X2/LG27wcAfQb7jhy+FKQ7pnA/cnZrMBQkb3akDxUzvRf3FscgoatUDr4ZhpyURI/T1znC4TcYuDg0ScNOisYQfFO8xzsjXmlhJ4Gc6YELgJaKLDuC4xmwR6dNZ5sQ6ge8fNZ+Hq4Dni3A9q8LvrBtKvxBw8sNzwtTodMcVC9xnHDeLO+knM67IVRezV1Ozag2PnubN4mpCHevytdCxIuGo367DSp+PZ6JuxO7lnwo/XHFYJRQZKh3rJ3ywYp7i5TuYo7wWrdnoA863ygZ7hz+6urrlL3jpcvHMmlWAfdEgCLim9jL+54LJPs3Cmepy5Mez2VrJrcPoIQGDwwSiMFwF63cCZHZteZpP+ZmVhqY8TmtlmNgigK9StVe7Uy1OnzziI7t8qd0a6U3bGJ81kocK7wr2W310I9X7FoI3OcjiMD34GHX/C/ps2TR1hdfq1qG1ICfT5eHpKwSAfPCe2e6N9k0Uos/IDxckiAiv7asN0B5nVlxFp8Xih48sAXfE8An8ySkbA1Nx2yO0A+oQ2sY6z4XNl3AI4/f+O3gVZaHCf4vRxq+44M7M/fQTMun6Cw9ivTrBxMOp7HZdGBqbVTxcENFnY8eDgOXxi4/15wdHhUJ503HlUaDZs1PYE/ujEyKQpbYQkUFmbB87z8UrJC434FzVYB9GvnuL5ucnZcr4vljGs/JAdHhMdz5wt2w2gHw/KsvhtjAdf21hht7QTZC/f9XzMIU76e3rSgNOxfhwc7p0dg+ISfBamAXTGU2ffANe73IIJ6rirHHWoxRBoyjpExrcKxzsyI82U4Jgwy7S+D4qT15dOVoJK7JZPzsixT+/dE01vOA+v8PEbd57f8nDDDRbuAPoN/wT8tOI/u/P6+4xTGO3XKVcBTBkQ93Bf1ftsIP3MwPBqyIo6uzO/SHU0Q8sH1Q0fQvLSQbcIMIkTfjjjfPDc74jYhdJx3v0tHPV8wtO2piWZ2rgHceW/5+R8ovEKnF0RPEtzVnXEgJynbZobgrplknBbpj/JPnYYmOMkM4+Gz3dCpmaO4bW0nURPK6eEOjPNlLrwy8RS2MEs3skiedwdGAIOjUywIUfznu49tSBGns0eTBwbL5LaVvjx6SSIftye7QB1Dmk/kZdxn6qywhFNYK+bpY+P4SwtyYnd70QkQcM0QJoi8RI6yh2RkhBA51+2Xz6ATqHohOiqvpZ/ZqFAa3UwddH+rwTQDbZF+4YcK72QlHEkV/zGOZmbd6RwqQCXAeM37dcsjDmaPHQZK9sZjrZ4j/Q2SyQHm8e1S/yqmkroWsh7TL5V9kp0tL7a9tO1Bo0ITwVh77BwNSkw2I3m5TIZuya8jXgqIgvSi/59xuTENFb2OAZlxzQQSO5O/jZsTgjm8O9KN68fnIOkTbrrK+Ohvc9eO1Xjj3sPuBGvJyt5oFx+bOdJn1e0yHyomeB5vhDk7Bx9Zr+YDdUCJU+hKWwv3SSb2fmbTXR3MBfyEcfBrRgiVXKQ2S/7YG+JYSRJ8ofs5/xHb+0g3Oq+Vr/Y9vJIsrq+oyNa0lb1/Q5k36qurL2VR6NdzpUe9Fiil5u9ycYHq7k8F7E7LVuNP19ruYUvxRk0uxghk9sGf4f8FSXvLAp4GyqUa9Uc8pfa09hAh5cXd5iCYOH9hv5AOOuL/vRR5T/pGv+Nz4l+2mdyJey09TcuAEC4xj//ufw3/A24A+g33PCF8KmAsPfbfRr8RN9P8vxgBa93BzJ7g7f9yU017+ZnmS/nI9BIg9f6KNak2YsZTfk7dqAQ4U4W3XEe23G7CrOkwcfXNhwPHv/SLXMKX8z7uYHW2RXB3wZndUmW/mx1jVsm4d+6uc/y91z6q1vPuansnfPdHEfhDSeEYYubbRfBPeuS0MumF6nzcGfxwg5kzqGfBKN/Zl3f69vwfuJweteZc0rfzfWXOXowoSXTRauFft7xndnw1OV4RQB9IESc+IsBdIduAisDNgol4BeTMjsbn/K2bzNhWZAT9etJ+7Wl0N14DlctONWQlf4R5+UbEMZzZK/9ggx1Slq96LAWGOaF+4WmgaEvwRsG9nzuAYXF8vWF537xCS/eIaLjO6Jg0vhzP3Udar3ciutAk6d9A1pSqDlZ4iS+rQILO3+w+lyJK35k9xsPzsGpuYXrj94uZ6gSlgSbxnLadPf52gps0L0xTJoF0I/5YBU857SnJZaM/eowHmBzVqBM63Dh+C2ONdw4tqYCaOleidvrXuiq8slv2K+9Nj0zNqsTnaHL8sfLzwsI34YrSwv2n+bycfCXRQwmWM3lDF28Sfod/Zrp6cmjU7AKnn8WHJ9OqrNcH/nb7xl/Zv6u9fgTwM3hzQlq/Lp3U0a+MCmhDcZk33Bi6E8BniD2qXqd+STr1WUinC2/9/4j/Lnhhr8CdwD9hq+Gszuz/wuK/dM70X+KPZUDngHbqmq3ne/w7MM6iI7oKj/dj/Fv/G3kjlF0jnpxK2zTmjkiOG1zz9QZfDrYadIXmZufQNh07wWYzzjj9nBcvXjir+sq9UGVLsGQ/uWy0vJd+5zEsQpxvULTXopNvdVcF0l15EhnnDZZkdDvU2dunTcE0WPmqtCAydylZa2xvA0tXBCRfkdaXiXkx/rnbZzav9cJ3cic9hDC9rYOliJwvigoBvriex9EF+qqQPlVAfTjRtIi/uZ+c5g7f22bdpvOBc7D5wAqEzgNAkwyGuRMX4ogT54r1ElZseh0Nx6KbBoA+Sbg46+rtwrVjswGDZy4qShzu+uNHQ8fj2YMtW+qgNtLkDTlefvlo5Mb9otinTkYgSQ0IqLe7ekEyYBsS3dkQeJMX/eZi3vfflXv3rZrXh/JWKzD2GxOUG0xnNoAACAASURBVKl/Vvy8GqYO/fis7I8Tlfegh6rrZDF3WrCTscLaF4TvPz5Gby7g68dd8HuqQHwrDEJ5GTYU5CFfSB71zY58JMtmCnwO+8zebhTap7yiZNzh6Mkm1T8K5zTEaifp6/PNSgu68aTTJ6sF01e6uvb65Ul+uhzhvtm6cvC8j0VfD8jZEQlncHSG4V4Hr1VL0h5ETGrgnEQOWiDht+XdVv7kmk7KJbNKSx+YWJ6D9VwrPvPjIlkABfON3vrxiZEU514bZwugq9NCM9yf9WNXuM83cEXnJ2IJ/tMkV20Qe4XO1WKrKq3/TNlP+zCvWAxwww1XwB1Av+Hr4V8KouMqL6JPGgY/Mb22nB26V8Hzz0Bd10zEzhx9dSlwUEz+syPFOlORtGpCtRscXsN++n2e+Smpx7O3YjbHez3whO6PqpePwHySO2/f7TJOpNudWs3Tb+ivC1JsARM593NPymPdYR2mcrVJ5s4OZaLM1ZY7PmMg6qfBl9iImguihxTAu5XnflHaKfqWmadeYiK3O+F4Co5z2m9ffL8bRF/ivTKAfjygNNixVNx1Z6sDm9ZJ2fxxrkWAdhl62DIyJ/XrQpecAlf9XMGycfhmg7nHQ1m3GAJLVp/GLqH4p700LExZK0jbB9/gcUsl/iSSgocVexcBWs9f/A7teJD3Ed9QOdK98WRrEES/3n69NzrK7BdBf8PfPPvUnv0kvFB27I95g9g5kq1vGUSHdl/Z+VKKJ1WK9kuknPAnrcSLcIz13IwRFFYYD6TdCHXZFfPHMz3AG5x18lwfr8ro5e3PwgXzppO+s7fKcvJzlF8txIjv3yt79+n5BvU5RLMWaqF3XdRj3DVhbUysfLb4hx+dH8tm1Ns3djz4nWO0qYyYKdJqPF08++UgegmxwY+/5rkbW/djzY+VtTdGGDMbmcDOrvWfhXkD72zQ+s1x0dV8fCf4zLGJ6lOsPwHfI1c33HAH0P95mCm+d5TV2ZWv/zXFuKr/z9b33d3D164U/jSsjflYIbxII1c94txZ6f1WG8uEph3OHBc4D868NH+J+M0A8FlhWuWIbw/WnQjAnMS/zDGR/434z+XgRWm1sj/CZ/XvvPxrmZNh8w6Od/HlKepg4VkI7H77aMW5PhCX50WyO3NWxClrFnjw9M49JBsqfX5/po6NKHxD1uHwR6fG2Oo5jTdr/dRBf5YfEyWcHyW+x7BXZH9n4cFUupKqzL8dGQgoXlSByEx+k/fd3+4FGl4LpL+g8aaB7j0UW/hEXUbPuag5ydtsnlfJCfI+16dlGxbZDbc3m8sfP9z0Mun/6vHM+1SL6aW8ubyehap+qYnq4WJQ0PNkkKIofUIXOoqL4LnN8Nq7JO1itD2xX4yini9kLt5ovs7Ra4PoFpPGZBs8em+MvbZf5/KcgWw8kRVa2zk8Bh50VY4mzL9y+7wYzxRvoXHeh2pxW3jA0usC6UF91wp/NZ45O//LYX+h0GsnhQUDLreq5vwCh4qkRaFnx/8eOxqTDP3JTRjRfJ6dYKI+a6f4X9qbWZ4X3ilNoBfLQuqx/7L8TB+NRzo0yn0bOa4UlYGF9ZlLYz01KOG87vbjq/PybtvPauDVeG5V/+vdmy9iXPTrSQa5VRQ9HwLQa/M2zLvzDelzm96WKabp51PKWNdvizesgtCrwPfVQewd/vz24gKGq3bxv5P+hn8THuskN9zwPlwZjP9GuJJG/BbgBdguwPE5uLptr+DZscrOPztfxnu0FLOaX2/OkwS8RW/l8PoxAm74Mvj51mzF9XjyBROId+BV8mdae+r4+lPsGjq48WVmlz9boWuwd8IgwU/B6hMu48EPUbNTXhaI9IGl/ew7Qa9rdqFvwtWsXo1PWuTfvwRtBF6FC6JHqgyXlPp6zjYXt5VTUmAVDeaH3z+tS+BvyXMzgtfEjs2C55eW/+I7C9cISn6qTI07PyllevtdwB0a/p8JZC8XGZXPPgWfLusvNe5/H15h/zqw/Q72G34TjvGUjqn4z92SObTk6gz401C3yoRO9rlviM+fnVsbuVrAcm0dZvzxvPZHpXvw7TNrryqm8M4C+GvjFOfK5Ou/7n+74W/DvQP9hiVc9a2LV1Ys/YXgOcMVK7Ky786czf/N8ImA+ZXfYrEDkl0nQg1v06QzhVNFL06vPEvAa3BJ1pY9/DwBH4MVTX9H3/00/ERrrvvrN8rUa/Cuasp2aGXSu1NOmu88SfuwveHf6h/rrvkrwXO9DievFKZlvn9uH1rT4/DjLvEaW09uXpLXk5nynewZjoJDzb56y713Kti/i/Ns4LJN7mjxiVjeAdP0/j8KdVAcv5BOJDxhyHYyvswm3on17hxEr3Uc2eVdupPPJqvv/ctCH50iMkX9IhPtoQH4Q+/y9VpY7aBkyE5HkTcX05QW82YadiIv8GwasOpzGjVePNbdvZtl7PHyFfsVs8wrem7n97rEFs+dfgufwqtK7i0FuYkfb//qQp/PwNWtuSohlvdeSQ3Ep78jS6ts32Qq/jx4H1DzT28oYJdHq2PZt8oqFkxf6fPFkyldSS/j/Gmf+Zmd5rMguv/kU3X/Ch2zPBif+EneVbERvxP/FVgtPLjhhgzuHeg3bMMVhvDst8z/GlytwM/Atyv7T7XnVSvRMvp+XwQb6ZLb9+B8XX4neH4Nvm/sC9e4FP9F+I7g+X8HrqpqL66vKOdXVW+L//928Lx4dpLJr7SJ2fEoDzdrmAQi9gs+GzzP8l8S9XgBx6fkq52gb+XMXqGSjrOV+r8KIkWNYrueZ2pZyrvB82wHeroJdzeKstVh39NHl0JC/3cGzwec5BXPk1J9fDF8IbcOeEG+Wos6czswgddn22vjyUxHt2QH+vKYiQz/y435QRv2Y/BO/f9b8Hk2/ND8OCyMuuEvAFquu+124L2FBmd2oM98J1f5Verg+X8T3t2BXn1G9hV/+TvfTr8SVjvQr6bpL8agbvg5uHeg3/DjcNVO7SvTX7tKLtbvDP5Lviu6zvFm+nl9Pn00+3n877T/mlfvfoclDATc/yXujTSWlvn7t8ch2fbUM5Dww6N/B9bHJ53Dd92O/wx34mSuthXtIxVUEXkOh39+o5xdx/mlg90TW37slsBx+YOTgcRRbzf69Zh0EWdo3OGGv6/Dm6xqyeeJIy3Z+4SCzuWcgmsit0GKz6CdLWTn4Mm0/s3cGTQB93yn2LovrPaWzXlgRd4p50xXTz4y14mohfcZTRM4YR/62CtEXWX5dzcArYXsym8Ip/jfyd/1VADBd+2mDiirduikRZ2ITKluzA9n9tqhtF8r5vUexDuLFV9mQ1J6XHstULwkH6keOGxL9+km5Ek7gy3zO9mtzYDMjWVR+7r0pU5Rbn17ujS1+l7p0zOw5m7pBN1Ml2XMpd7a+0/pwZRO0z/e6w0fdVumjvg5tevaTChOjjKb1i+1jbPy7YhvCX6uU2A0d7GbTWHZ9vOjSwrZ1sJ/zK0dxuZz9czNvOENMLhsk6zb5xQI8mq8ejE3TzsjKDBsbr9OyntW3vQZSB+OX4r8yN6GaS5Qvn4Ek1jMLTitvU45NOzcY5u2VA/7MsPFkoQs+Vb9TP6LA3Ee/bs53vSvfl9gcF7fObmRmyv/3hWn6b7zfhf/T7XTGf/6lcfAV3Cm/Oz9K58emC1U2Fkg8n196oZPwx1Av2EbfuOok1sp3fCbEAcL7+E6L8/VTGx/hoZH+uwuXjl8Pm/OAiH7RfPJPwW9uzpLlKJJgsUw3OAKqC6NP2MBxUCytRE4u2J1hS+Tpp1rVmp3E3i9jo5L8tVEjwcE6KYQZ+Pjd+EFkqRweCA6ESDw0Icngh0oYQ1FMt9sdOxCPKrFdanr1cg6usVZ05U1trkVyY4efEtKhBUbwQn+280DvHD+2uAetsh4EcJgpsZvxktxlkK7v9stXP6X0SXs2rI4l9B/BslGf2P9yPLYRgts9NMjXdL/V3lc+TEa9cfHo32vTx1pnZuddzCE1wVG1w9Tdf+23KnO1HIq+0WmP0fIguvOtpQ6/eDCFLU3E57Mt0SL+9MGQ5MAmrFH0z55/By2wdutDs0wdsNktgzwaJEaeWpERA121DelEGlsI7TPtq57+5lBOxHY3Uq432h+EUG4A175dOWQAwHtvdw3tWeL8RbevdQtr7JhGd6TZb9WyAeCJtIn+t78C8Yw1szNR8Dx6mjvKO2F7P0V6C/QXAzPw3u57eFd1wuFq8TFKoB9+0zN/OS4jURQ7OX7sNVDzrYPjtn9/HiZiW9rXT/PGiYMZO0Tz7u6Hes4lhqRwLmS9N96/pXS6WROuTLGv791Ulr39LjX0EcyNsdW6ikegdbMcOaMXH2Tr+mUy+8qM4Tj4RdR/A3/+3X+2W8CHCucCf5/Qje8E8z+S/Bq4P2d/Df8bbgD6DcQ0fcqyVsp3fBbEOX+/X7w00H0ZVn+NTrAOgaJkgSL/P59Rm1F3deOy5b1TRxU4jBndxZMbJIgugTsgiM14f27fHJOcPmb4Dbxjpe90JNJXXZMlMt5+iSK1U4z4/0IXssk7cy95QIopvFjgc07zOFefk0QUdOm/vMRdJDgObRh/ilLH8FSZ68po7MzqG81/qe6bqiz2R2S8LHMHPtorus7/NXUGkAE5tJeYHcKrs9Nu/emCTntzNykP9Fyo/5nlNLobwgTfdpZf7YkX5L/8Mk6DswW1MTb40mLl1l68+4b7ZfXN0TROTnZedS8XiiSH2mwnJ6sZeIzMzJ52XTyo+k6/hSOw6OMZrI1+LtRVpkk7QllPlk0MMM5I2MqgGy/CqkMet1yCNFo1omzLiMVguZypKSxY3ZRTKgaB87luPEhOK3bPDgQ4XoH+e70HGk5GN+oy0IQU7tZgEMK3Id6N0uR3tv9UNkJocwMaTcInLZDL6fqkhfW8q1fIFOUNoWFPg3qNxUCyH2G7S8RfCmCiA7RshJMhaCZLETZcDTSNx/njPezKk35/wWwtM8+faaP9WY6/8x4NyvwCnEB/N6Oeftl47BD+6ZKeLNAud1HEFI6U806Pk+wKEuEfZLfRa+nlPfJgjZB5fCBcep8H2xXN6SEHehsa5o+zIbFnajWB9L+ro6Q3prnz3fcOEzp4aVdLMfP5+2UDanETkgQvReJAb7QafSS67o2D+eQnDSfGXyf/x0V3mze8N+DTx9XnsG3HN3+U7Aj76sFDN/VX274JNwB9Bu+Hm6ldMNPwycHK9fKcz2Lj8eSu10QGQkOXXR8Q4KN/LPXf65Hr+pbe0flotNo/5H+mJ9rvmN+DAFN5+Fp1otyDfjjonBXXwjoNeqtH8GyCip5Cc6bgl/+uGiTRXfwvNaHJgLKE/UsEIqOAOsdSLA7r1JL6g+OmuNeeW6CDf2QAXOkVzExbo8j6PBoZPo4dnVDeoP2FBL8d8/shFUCmAUPrxJNpbPnz5P3fsejps8n3M3oOZUr3Nl4xKMsE6VEFzjv1H82iL6B6t3yz5Qiu0FPISkqDAuL9AQVvm+1r2zFPzRouwxy3bbK/k5bfRxcv8Dna/vlepHTv3U2Z1fQ/Y9iYgYZmVOsaqhRnxF04P4/lKhD0w+72ghk1LanLXMDSvtT2TWu6kSAlmUCeWlbevvVtWDOklwDiYCWA9j8BsvyYwUONpAEzsN/SGfoAFski8COP0QPyyvJB8HeLhpby1cyoZ0xB8twrJmkuhp2+svBJ5Vju4jSt47JbRUTvmQ7XyxQlMD54KsXsSt5YdRvxgcpsBjkLAugNwm+psbdtN8Yl4wTnHpxCsJWdwb6VsHz8vlsAvZNRmyzepqgz24FRyV/mX3MAwhEZg58Ab8O29XHuAfp6Po7FsKI/RIb+iIBV/ggvFoKOGcGK0EW6gP5ffA88KggL+FPFjxHGthecbvoHMwH1S0WLkrsV1EVSQzzDj/ODP6BBjOTpvrhJ/prGDcA6PCxu98jdexnI9+OEhwJdX46I/L9T4NeCb/tsu72z8vwff732Mbf1O5XQXVizW9vaPyvw0zed+r/ff3lhk/BHUD/x2G3o3+b4nxnldArcPqblifpu4refcVfDYMZzyXkfDE4x+Evi3d2vOKYpyWTPZNw8s7iTY8FWrRzxO6evCEn+VxJnfN+7klJ8DiwLZThHI6L4Gt8vijQELjgi/gBYCIKE3H1c1czTrgHsvaO5o+0qXPgcAxEp60tu/VxSG26jc7Rlz8w9+r/UAeBuQ/44/uAoyhRKZr0l8ObTH67tqlFzxxt2iAH9m4UStgFO/IgPnTKhJ17LviAwUVD5PNom+fYvTcF0AHMkTyAzoIJjJBIkOUOO+NNyUGU9xSGkDAJwnnk6wB6XsZS9ye7RJrhieuQnahnH5Uu9bj7ynCPtfS7d6s+ZWjwWQz1k/7S1+mFz5Db6iFuNzoN6iyDXaz+/QxBJiryCHJ7Hm1Cbo/VNtUT6MShOisnSWDPMNnLoy+jM5MI1R3ypSi7gf3K7IUpzvZdWaAS7BUHBFpx7H7sf6YMsGEYiLAotAy9l+om/WsNrJO3gfWl1w0oh5mTWnRtTZt93dyDYged/SPP2JIdn0xoA12iL3rEiwu+8v+YHnR1o6Fnh4y1diwIe3JQXW0/J8du3pEmGduCFHudhvdmV18Tc+e5PRuHRzEAnsJYu6bH2f5AfyxXnnBz9y43neuS0ONxZIHzdIxlyXV1TNEL2MVq87SWSSm20Auex1kDLluT7rBRGOSY130NPMc4MPhxli1Bx0+JRRntQ+WBK9ku0CV4Oe6jNFaN0dpbogKu6naDoJUNnI7rfR0KeWSdkU0v/BggsX049lRVobaEg5i8+Hnbl6BKUPUWzseyDNxW8pPYk5PFvyblIC+q3oxudyUl1xnasciEy4A8pld2eJrVARdYsV404HDK2AjtF0l7GNsiuhrslxQmypiGITvGO4lQpLNjFOnMXidYzIiwED6rUmtbQEU64U2aU+m1v4oM+1yX9Am5XndntO1ANV4MN0m6ZL5nXm/SVPpiN/Ju01OOi+XqVSN2KZwPKjq7vKtTOfebdf7pAOjuyYo4h9pJ/04geAbfFg/y8G68Zuc76+/kv+G/AXcA/YYbbrhhCdkk7EVMu4Oz4TjVYFKSZrYEWSa2Zo9OeF/liwHbZOhfzPNnBWTTaX/sNO/+DDk9ymx+gBM3YnxE3QT+KsK6pclM22GybibN4/3OpMU5EtNdgW6Gpu4EHTy31oRP/MwHKvL6cdngrEGnDTgRsuy6WN6VAbe2/DhDNnzykO0W+H/2rixBkhSEYt7/zOV8hMBjU2PJWnqSmeqMRREVAUENxASOXsNHboaeO1fgWD1fLJbdMK1l53BEnWkJcEJDOeUoQHwuGIFOiLj73PJMJgHE8WK2ekLdULY4PludXGECK4CWDzyvJFLXgux91TzCi5iumR+5DI47i904/BEfOz2JDt9Xs+3pv7NroFm+Ma99HXusPyZORbu/r2RwhjQp6qhbqglykHFQB0m1FB8eaKFP6lp2ueL+EDnRu82HnTN1LFpZJbhJT8/wYmh3cYfJBDQdJ4vwDlpfx5FwxvJlI/vxm5NS0t+4aJU17pWikTZd6DAzlJKSjR4BCQ6ytbVGrxcHR3XEEa13Eukio069f8k16rQyb+bM9nphxwHSz3FMbdeQZQ3nOLcBoJquBsK4QVsDWop9os/9rmwNnmcBtR7wmdNSioCw8B/IQy+3heavcdmIJEojNPbwWZJ0h6B7bxyQpp0oyAehppFps8x+iewWdbVrdjOku2SxbSPjCHCaMvAx6PqKS+Q56iynvzCvkQmoWx0dsf7VGAvm7QKgzqD/EqsyyVsF0HMK9DQe5TFMBr1d0MrtCEvLwMBic8yYZaO/UJMFbSppmXdHntDoFb0ZJPKdd3p6J31giOSa/Bjoob2CDVWQX2GRJEHvJ+Oia/MijrR401493mNioyLaaLPDRqKm9Zt/554xqzxEXUZfPdQbb+WyuYuiyHQHNtIBfHikd+VY0RvKjHorjp3kJqNU7G8yvOJ6rdu+8m3VIH/HewN2cZW3jSSA7vXJsEfVJwP+gk7Z+uuslsPOPXjGfBoHyySoJ9PZh3wR3dXJLNrQCufgO5Uo6DN763QMtJsU6QK8ua5MS6D+RZcg4+lMf5nStuYjFIl2ZWyIrenLOn0QyMf/3XWqUV8ZtqGBuB4Z0T8An5255+FqIPYT0H0eqsULH/j/wieA/oG3wEfIXAdsu4/B8ZvATVauYDjZn9lO8WN3djNeFmMjV44IP7nq9l2YIGN6+Lbmyn6/siuiUzdOzQ6z0ODuQpzu5Zcjqo3bXs0/QkXQeeonIIlz1jsIum+X2XQJJ+JE2cTXBjtG+4x2erXXkecFdVsxJzoC0GkDDoPoMNV6eFdFcFC2Bi3JThD2yHSLxU1k1WEHCHFizrubW3Tom1XvSQCC8aLD2NaExAFmy4BAeoaboOvGP31c544bzYX44up971RJ6pO8khuJ4iljNfbGNt/+QpEp2xbpPv8A4/X4G2V9Ac5Q9U6mz6NoM3UwAVRoZM9zIX815IwTTGUDUR+8JaFyA+azBYUzPutrDIaYXYiJ4KzUgpfJbXe3EcgfOx7n34W0hXPdx02eZFwcQlYWV0Dd8TdSpPzJgQIN2CsPSGEivJPxYSsO8mKUweUn31PMdcFMjMd+aGPXrCWUK1WUB3WpCj2o76ncim2KL6wnXAOb2BdWG3r5I32H9SQNEanOsCmsLNH+ljE8gue9N3q9XiquXgN/r/nUBsuP4Hn/+oJnHdp0tfhjUMY87nRQwwQ+KBsCORPnLaNgfTIiBdrVyM9RRyOScvzywjoqdClx2zFtTgYB/UIn6DOf2AYdIHhOyS/XsWOeOIrsyIOxBLKX9dghk8nwIgbvodLEvIeLDE2AEMZnFxnZNDu32PLaPUO7yjWitC/INCt+vFxYBKha6G7zMi4OI8tPjrcMDxK5/rWFZ/WPFBDYRVWqDA3Kj664MFk2yBN7r81KdUiFZw0Z9aIZ1mWxP0F/sSrKdJYMTbVPjmPfuYCB37W9y5zrssAuThkNmSQ2QrPWkFl2F9SVl/9RrhGRsaHCJwXMpd7EU0+cPHF1xbpntsdAahqpVr/YG4hX5Qfr/NFyx1Ssgf7yAxJteJBXBDpM5mNZPgf2aeKbCHMlO7fK2qbib1yIWNKCugXkxVIJG1uTQP9GgYH9E/hAZFwz96VmBnq9vO6YBHQcE+HLljFLjsVMNXUc8QJ9TBd3b8cx24lMsN7L9axMrqPXLUaH2cJCff1r3Wxva1p1dcd2CzIPbS1Px6jFauIyWSii1QCZYBKFy/DkIEt15IKjAUPOgUVihdHJfUxUpWTfRwa3Np6nfFrsjpH8ALw7iM6uj2dxjv77AzGN1U70s3XY2pjzgQ/8T+ETQP/AB34RZEe7f4LovwnuB9G3S3KTHTT8O6EzQs3jlFVghuIdIcaZ3tEQx5lZ48SwQjwvL3OmhAlWQmKjZgPBSEnpYIz1NAsOvKeu6SRIqJ0iJPHZ6aTaBXV8vdzkG964tDgJj2VKfdwMUxzkr6Myr9dL3pvj74PjBmm0wfOwe4+0foYHwdnAZOJuPu+0P5pcGVQ41/M13BkczskuDkUow9aJJEAgK7BdA8u36RyIM7mR24GDDigb9E7Yy3iJ7QTWATpkuguix6ZxjgA/QUa0OINEKkdvcF/IQNYtAKYMLYZ4wQ7vzpLFLjBeLZKkeKR7xyktPGonha3hAoUWmjYXy+yoQicZB3oZ7wiit5E84HVB9Ga6Oi950M4B9NHllMmHmYqX4B5TvKN7gvzhfptKu1CwBm5tLuEqHo8wAGQ/HdQ/6Bql6LhrpN+SB77jfFmVVdR7ncO83kWmCM+GtnEyTu5x1Mc85MtsRK29Did6o3GawegzDpYmzlGDZFIf/DQCy6rqRApVCHYA2p1u/A7Lh8Bt0mehBdx4BurgOegUkO2HXfui1/jG9ev1sqQ3d6S0LxPqI4EHE4AY7WbkEcodx8+od0D+d6Qb2whxdOQzSA/tw3rlkCMgt7B5sf2hn8SBBbjDeECdxXKMmqkP60PbX1of5gbdiW71uQXA5fVXtzi1elCfhK0gbEiiQIesBbE7aBwkAAsrfjL9K70OBR67RiH41WOftGT84C/yV3ZqCyW0sMJQ26lX6wVNFtPGJiDANWT9MFlgQWA/AurxIuZz/IcnDJzRX1gNr7Kn2TKZm+Bg2mKB1lbMT1KQpKw1jnIS+aqyMNorop3ZRiCXjyj5nrmtFs4J9FvHIzfrR9HHpvIWFbZFIsOz8XC0QaP+ihyEC5ojrogn6lPVgWy3VfrFz3csXrbboJAJjlw/WXxApqtGDM6a/mm6CKzRi16tEb0adXqNLhr6C+3xVCY5Hda/dDEY0uTrC4ikuRrzIN9X8ruBDAH90simd+0iC8AGClsXl97JjpWAEHnYtHzRpzCH1ELRVlEcUj3k4tRo7pFeojDmbQ59p/LX8it3d++O5N6VJ47KypiSeqL+SgYBPmfZgH2VyRZ/3pRdHJ2PD7uwJRsHJPJI6mNodDQ0HO/ScEEGqI0b5xuIa/Y86BbD56PveiYPi/qPFKpdo+yfc/b5dMw8TY4zGPqkGa4eOK1MIrKfaNwu8xvhLwXR/Xj5riDynXKqtr2K8xM4B/nyaYsPAHwC6B/4wA/A7zti5XtMravKfWVw3c2f5PAlmHe922dXu69e3YcTZoLrxMHQSSZvGYq68OOfsml4UtZjWYE2rZB9ZiaDWfrx2+iI5fmgHM6lsomtmeu5Gb9MLJS23BnuEUbvADplaofMSOkaICbvkF7p8AEenODypFuWnH8R9ZdOBv1K0XQH33C+SpnOUY/vg3MJnMaSvzmmcw4bdbw1h9NPQrs4OyUA7BxG4mDx75ki6Rtoc6mPozEbrOLU8I4ndd6IIyHQb3HYM/xqZwA6r5YTXuAVSlPy7nCef3dxIjFHy1Az7at1Y5Ku+gAAIABJREFU6e4e6/xFh2PYBNG/NAhREu7HAtShGi9y1cHZMfrdOmNZQHELJGQMpwIGb7wDJc2dOKmzgP0cujhsTNCo43jSuvprdv5zO/EYwE3onhPRjeQDZVm1ZsDfbgxHCBIBL7Gjf9SrwVHQxhkZHZ5cS6kndesrBf5gOY5/gX9cffmYS6bJ61qb3LgZ4bFjlCLPsaDki+jrRV+vhE2kHUCOWGoN/mgfDv4fjnsybRvxHZkUYWechv971OWZTCr1nX9vx5AG0LkslattBHl7f1md2tURGFoRZJb/C7v3Kv1V1MkszPKBBx8Qd/RkCwTC++HE10U6Tdt8pO3+1+nl2QksdgEAjTHZpFxsQ616oXOMkEhwGFyRVxRr8l3tzgUmPDV0pzQXpNLFNi4oAPZAF7lqdUqmXjr1Y9HGOCaeZY/WWnd+kcsvNcx4yehPkPustw4hOeRZd23N+IEOzjLKtQHttIYpoF7IunKlFnzwfEd/hTIamYUKIr8DLZn+srR2vJGCLTajv5ryTLbEQNiI9VciX+34dPkHr7RWB6yqOZRPy2OIj2qWugwZ2oDnbR0KXk3K8PcS3OPxwO1g6ERd63pOiunxvpMGf3ihIgTRByGRi0c+n8YvIoHKuNtu0yb4vaywKOP4Fh5ofILKi+jri/rrNczRDicGWD2AdLFMMPK9f1H/4utapnia9JWbe6QBdBg9KEuGXDqSeHp5ajPysv2tOU3DSRv1PrdPsAyUDZn+Fb2BdEE9pHpMW8/v08I7kOgD2NoGprbOvpBr0V9meagLquu/rNm4PsZmDvaU1rvB7uTWdE7kT8rSWWA99ktZXr2HumaaQ80hW67av4AX2bWDTyGNyo92k/lfKLqEDuVbkci02AqYGrM8Toqdc/UFAL5KfW9k7wvJJvbC8wTmcDa4/Ly/NmA4Vf47A/rvgFz+f18dVvGLd9PydPzk5+MvH/iL8Amgf+B/ATMF/xuUJ9Pn6fwNtH2gArVuvc1/GpPnT7F91QjOnCGHkwidDIjVEoSTOqaZL7p5dtRLJ2k6KZN5ExZnZxvxqufPzUQkzhc1MTsRpf524mXTq2OF/b44oTvol5YlnTArePe0to11GOMxcaa/iBxO12+ItVv8vvI4l5VgFTgEeYKcyTc72et2os5IO09kgc8y54BBbIiCx+B8RCc39fjD3gTAqYG4jo+1LiNPT5hFWMzQzrNlYQCyM3YsHnfOQsDt8KoCMZ2y5hGyYcFAEwf8WjCIo8Xhnb2PLaADlOsjeXgy7vGYsYDjPzal6U+WB0M2zCYg1o/o+V7HsuVVsvxJpHzf0QXlD6F2ALIzBNDFz2SPK00dD1C/PTGfuDaKzksdgc6JY/rLOaZsqUNOoLzh9kNZuIyi6FiRQFKQk6RH37eBs1FoR5TbvUPdGuskuRFe5arqRbOLq7rtJxtUUkL9t47NMaFGjyTcA7xjkqB8wvRfRPRCgU4gryzNfnGDITtx4OFxsbywxwQLKzvRiC7n1B7vpQ/QeYvj3dMjdVGiM6ez5lM86En2i1raUNgs3+UEgcGLTGPvMS/Jr23vFLK2Gs7bNtpU6EgCVbF+fIv6z9Zf1d2wwAxPaBqTT/Ry0n5HU5FcoByXZCwrUBhow2i1NK/ZHTTytuDJVTr5F3oI7CfM06X+8Q3QwS+G3PE6y18fxUN9oO3sCLPNQET09fUl40pATDq17Yw8EzLza7zw/Khj3tUm3ZbMddM69lGWDzwcdLqdzx6PSduER7DOZ8AOC62Xldn6VrnwsE0kfSAuod+NP+aynHZ+C7sem9r81i6F+hDJAhU8VSno5KztGUc7uFzsHcgv+ENQGotiOQatwDqROK/KKW07P77x1hJbBmYJ+6iYink+Tnh/Vp4eew6z0MzmQSJGPuYt1V9Rxht6UQ5kTEaWf1OVQHlbdTr4qXdc0Dls7qFHiNM0sLSgvTSY52xST0uleyyhNAo0skTnqF4SantiefLpCvjemVLbdN6c6MUO/woLsC4t2t9OwEj9DFSXI/mwbNB9uOOfadgKjvQhGXouIfz8q5yviWgXwSNNgEF0yqrl7C/XqpJEf20bsI3bj8pEvWXw9Om9sUGgalJ4I8I5pgLwTlGGsdvxGhc79QrrqBPsxq77N9ZhCU4eefpTubiPPcWbLhbwMl50SqLnx3vjtzhJ1xO7ws8G0Z8FaKQPEBGyVXP3fxs+MZEP/Bb4BNA/EOBfXY2TBpm+SRjXq/KtwXnXkPlXjnzfaa/fATiJWdM365/In+hMAccEOBhynubXfW41mYkuTMq4zKZBdDNjTMoyRMkswzvIuv0BA6+ZXbvJpJSAJ4zjx0/a9RlfHhNWnr028hNsnYzyBDQrHCaAMBFskMFPW9IJssFs20NAJtfaLw0nrKMurbPjJh4DqsewQhlcB3bUkV7r5D2hJ2mOtE4Fb7ckqcEFHqYjDTqXXXJhactb3aeXl1holza0uyjGu8G3ZpIM48sGZnxfqteUj37tyXgxvEjxnc8SeNHN4O0tDCz57rNN3B2KMNnutu5e5NA4HZkDNLyAJwRkm9Y1yIiizzrkDY7PDnwPafUaXCzctX0QTMzi4KyExJmD04Odi760IAHXU7MxZHK53nNObfr6Sp36SYlCZeUYtqyQtIGgaOJMxAUhB44OOA4+Y4egHsDoHXdd27YjjqbfI2dXb6KuOo+pryG7x3fGQwB9lCELBhj/oO3gVYIFYI4XJmCcmjBGQFIpsVbkCJOa+ks/W3ymb42cGcfF9qbfWR8y/PBTz+uBZWv7EPFCLCxUq6ljz9bR1TnRY8zLgFEbgohoBB9kEcCoBy+SOrKPXercQB3qKr+d6MsF0aHsU9BVB+CzhvbCDLfXf3Jt209NnQ7JnD7z9QDHMo+3Iy0QjM0L7Rx4VG4cXVjuqI8ev8pjvTQAidWTLUt5Dcv3MtziJG0klzF5BGR0ss0GEihUXoNfmc2ORzZ6nbAKGspLkXV5gM7WtSUN4euGQUTUSU0aBh3sOC67qCxNO4OwQAXxYbGu/1We2TbJqw/9RTVvebmDN6HrOAjO5fMi4IIS01JNNRjOYZQcljFpZXSalCyAN4FURwYXhTJMxKCYqcCrEoCOcpe47oLb2q7+14/XYFsBr/B8wdiMvq/RfoF55bEOtUkdzKjqPcfVQIeT8qQtgxJwcrVK7IZtsP0C/4E84WAf67FGElSXE3ucQQ/DA/r5qA/hNXVKmSx95q7d6Ve+PX0ma2PzJ0gyvrJaPNipTsZ5eymHbuUQHGuOBAb5nPSLqdlguFTvEanQSAdyPi6yO7ZXm5MT2FDdVTFVXkg3/OIo7tCWgSY44vto0ia64MjdXI5CGheThRAIH//gGFa5CQzv6zJ4ptINsuBEBEZBKc81XFH3wdrkSr7yxDE+cv4p2dwk8m3m8MhczNXdy2FfIL/ntpPH+w30VBDd4/w+0EbKqnGFlL/hT6/b3AfR/zr8/r74wP8JPgH0Dxj4fQHKZwEDjr9BGPsA6BOr+P6G0r8GP7vKcQ079O30j9jtfkLd1YDWb8YWEyJqZkU2EU8C4Lhs/yv4dTU9BsuOVzqBMBO/Zn4SBwYllm0LOybLNkHniZk0uwlZ59rz+9HmzonFjiqm0QfxM/zYVuxcRazRCeMuJxUNjlmYvMmcEvq0S+k28KzdbWdYMn0VZ432ufT7tB8WnSR1s16CMBEkSEZEZoGGT5S0V/TZFnR5x++IjuhOQ0+Hw9nsOIGXsV48ZqRY6TC7uMGX7aAONMTjAKs87ADAtOjLw1/jFHSV8u+JtFyz2IsdGkj34FUJsBYQZNfwwRjZUTiWtC7QAs0n74bmEEDnMsHZmO2r4G9LtlGu0dmUTU8nYylxolmntOX/wI9QLuZtydGb+N6TQFwP4BXquvNXcVimAKmjsRsXaApVRN0iTaN9pjvRKTYmE8c70L+4AG0b+e3Q39RVJ4Hz/qgo7uDuWqz+EyDon0zP967HQnPA0fEfAQ9W/W4d21zfF7VXoxe9hG6s9wxMIA/L9DoRitWx4+ly6fFuJpslKDoGKcvj3sXWsPqU9fJIx89I+7mH4HmPRFbExwSm7uqMm+TLdg8FfDBiOxzZKvXRvH64eVlAROC0H6OsNcj3peSnksxQZ/G6eqn915T2LIg+cDSoT85TLKdIdJIt1zGPFhvi6dZcsG3nZReYznCff9ZBqi/yvk19j5nNpPavlS+WPbJWYvvN8h3+Ct9zel5UJosrMAgFDf1Fxzeae9/QXUk9gfh8/R8EQaU/HP+7RQLZgtSicCxGUh3qSicdLatQGFAuv9bK6L2MO6mr/MwoHepz3Ng5kugdWACGNHRuN7BRZIhDXRuOR6Ew8mCoBiH/zOWg2oZ5/oyn/YIfu9h0oHppGxgRx+3kxiuRt7OgfQj6O6krI45t46RNaDr/Pk/PC5kP3UUgG1U6dbalwokLTg8bu8CWqYXP+8wQifM/39DN3sbMBEyc81XWd9V9zZhI06I8wVfYWynericB4PNi8TLn2Zp/QRoZ8xnKPjhlHOvfIT2KaGl2YDDbgj28J87GPN7I7kyGOZlIqz1BD5duZPj7gdPWBU5yczh53Mb5V5P0GERPZSwufN/Sy1YuSXkzWy3INFvfzCYDLBOinK3nF1URBf6zDFKh1f6X01ZAL+51/Hvg+/21TsgZWvIp2wp+tz+9pksXgX4XLe+F39sHH/i/wieA/oElHErQPQyrQldIFu+/UchfEcTLSecDQVMs6//0TY9qB8iZfqocYU/Bu1ZWzpx4o2RxGvAt4QSlsBdlH4ZzsBGh00ZxSmBD6lk7XpU0OyEwR60KXkgH+ThYI98Mc06VbJLrgw/meUXblPzcaWMT4QQWJ2Pq7M9KmgXSK1qm+YknmDxh1x3o6pgEZsgmdh0ej7akrE032m5ePZiwp44Ffgd0d/feZ5jPTMMTdHyEgtmpXGeXSXY1V68XrWh2nPc2h1P8rAkJ3nmQNWNw9GROicGnwDSBThPAk2euPik/gHxmxkwEUcUCBrA/sKtB1uXZ5ie2mGAqOm+4WWZ43dtOPN4oZBQfRca3eQF5koljhp91ouCc91mU9/y48v2vRB/tSOlipp7cRPlmGyaVB17ecsMxrXAvmFCcebHinPU+wGR2qfDQZx8+dUKHPBGRfF++ZgxTlnekKqHAus3m7Q4H/ppyTNMd4/fr9UWvrxd90ZfR4TZ/rcu8/pTjxhO7o1sCcudp8kCzZfxLpi+4Xmx38I4+P8ZQ73Id5E/6EArvzJ8Th/vS8bmUWnNnPOIxzOD6ytC7QwLLL2TqioaJ/gpJ8xYwPN6gOhNorj4h4JA8S1uA9YLvSqMjNB+qCyP+fBrJ6uUtFJKVW0HJSz5477N1w0LeFvCyonc33ocOizs0mX61/4koHV9Gzm6wPNNy/JL5HRLJpAn87u2Q2fip7PykTTlss7UYl/Ob7sZA50jUXJ+I/Il0H+ZsM23vsOvtWGBlWqIrftPHg5El2MLyemMTgLeNPD9l49LVyLQH8qDyNrS30X1JJ/HCt9ZT+nE+xjSoL0TLP8bz5uAUHvXt1PF1wjOe95KnQMKhv5oOgWIqDwSJ/lbllY2fDE8mq1GWFVUpxriV1AWC6ZjKxtymMCGa6C+EuYCKQVmKG+lRFq5K6rZVfMmZ7ZdTN9rO2Qp2ZNmLnqSzafJOtBLnVA84XAl/FeNHyoWF4d3PT9yvwcX5/ELEZI6TfeKS4J2p8YJfbd2SFJXi9p1VYg0IrVzEZwSf/ZD3c67KCj/mPMl4btFGuBOMPLsB7Yo/+17QOsuXzXGKEZs8v0L/Tlma4NbrUaa5c8/O0f/bYNV+d/3zd+M7H/h/wieA/gEDtVJJ/WwfOAGZUfB/EsxnDZO/2F5XDNXZN5wGEvfLGfE+i+p4XInhOwxv+YX3+O25fNGuOiFk0tnIroQ2E7tuqoTHwx9ZLT7XCiQOLF+HDfAOI8QRHEEhMzgoZNLTx4rfYkeWy/8ENPltpkzfXnMaJgEcdIBlCKrJ+6zMynPfidKjS087Yur3vEijDE5cFSUzRpExNvh7MLfZeT6TYT2lViB33KQeAIh4NI5qDAr1X+T7Ynjv9Tj3J1Mm/UvL+mr+nYJ89p7zTyd1RnM6fs3dMLzYZbEo3zBgBdCIcGBOG0udv5TIWyfjK8C2RJ4yBJHIYfz+Kzq2PCrhDGfndZ8kVArKBKeaoQXKNHIEv3cpemNiaBr03bQVBs+5DN6JUw1/dlz7hWUMQXQVclNPYmBF5r4XCuVJEJvvQ/sEIlU3cp26tkGuu7qpSDe4bJupjfWgXTXlYRxwM7lALh0EQXFs89iB37D76Ax5UnggokSU7nTj/IaO7t/KP2kpM3mC8v1239X641g4RGKjEWXDE5y9HXvKYs924R3v/fjje9QjygOiv6qABMqJXjdhUmmtS9CfVZZ97Fl/2lhB10RGf6Fs03TSD0yek7eyky/Z6aYEkdqS3rhIaJUeMnIHbEr4dwemnAtBkaOd2uiOTMFsQnfXDS+7fQ7FtNEfw5ggX0c9GYrm/MLovZ3n+huJZfnvpdJu8FyukX8cW/P8yFcfy+nc3yBjp3oMy8tkmZ9vBF2GC0xg8QKX3VRuqM1ZNgkWvJPIkylliXSamSkwrk3du7YnsS2Q/U4Q2/Za1Kfg9zyXH1e9Smjen5yKvwEy/UVwAlAPDoyD96sOzPUXUSUivf4qcI5NAsYe92XF4XPC16EdrPNPkmdb4+NqZw49YxQu2rmZzUvwOTUgrVa1cNJKOvjM6IyfAyCVHYY+tFtAx52Faf/DQgHbnw/a3UQotOfz7izrRt/b48HfuzP7afyyKX/SLu+szwe+D64s2tjB9zTeD/xt+ATQP7ANF3Tyr4QnVphdhf+b8F1N8vE3S5/t0L5yBH/V7s8aaLaMzNG+oifQBca+3rt3ZvVtcPvDM3ZOuL3i1l8DOQ8vS3kMaOLA9Km7S4ep+Yg7/GazOIuyFdswCfPlB9I8ndkKAMHnMss80LZ5h3zqVQNP8JKQO7Dilx3ZPCaIw1EjGeE3768dmDl9itsObUgy9b9WDoBx/0hgLsnf6bxCW7YN8Kx8b52k6cNKeePRSlapJ+RZ95YNvljM3LbW5dOT3JlYkbTyAErKeN6chHDcYwB3Cc7BM19K4PJhemHz4bj5cpiYJ2C7cWhmdHgRy2ObKgQt+L6Tnqjx9TXGG1CIwRAvK2eQ8Srwk68JHx3pHXc1z6sMts8KclZJgtjXdjCMZcZHWoJBeNTF6m7c8YiBHhYCdoeWjskjPY63Q09UJ6KYHXxgh5jd3N3qr+7zu3E+02ISPOAAAX3pt+C7G8vdZDWYfcDLw2M7FXaccLulJPLZ7NhzgQfbl07GLtsaCzUF1m/dghSUshW+3bGlZUySi9LP8Oz2Y0Aabk29wIxqIgCDxijbGwNzB67u3if0dDLFVGNHr3msBIUGBc1koFKqNmqRfAJpFpA7kq67l/1oR6u/4gLPPvRMqoc0gciJDv9p8KiN/4cs46Bk9j1ikiGXyFtTkQIK/TW1d9rQp6MsGrQWRXk7OM7vnJZEtUDAf4YNkMdZ9oSS7SIwzuzGb9wlqDd+zoeyOvZ93dY4B8P5cxeZKcQopaDv2N7JdrDzrw+gV2DmUK3mlW4uot7y5RMRLMA5WpQXzPr4r6coXtWQVW0agKFC8rpO7zqQSMYQslXRpq559Ka7+/Que2DlJo+zSYE27+L9TH09AxP9xYunoe0PWdl0LHrh6fky8xVCSd43sp6Cj/TePpxV6RTg2Kn6800AfpGDn0FOjDkP6rH2IlLN43Elz8B44FZ/0cthKOyhxH4Qqfhgm8z6H0+DXENF1MpuGZcnFlfe2X3rdcTT/u0Z/mu+20jf1fr/jmB7Zf/T7ancX4dPsPsD74ZPAP0DBlbB5T2V/Hvhdyi9/wecDZ7z/WzX+dMrIJ9a5TgzslYGZrkgABwdI0FeuDxvxeD0ozYGjtOd3SMR+oRCHNrVzQcWkgpZOiCIzhPajkH7woGDMJVH4pSCHTnZe6Su669ZsWxyKu06UX0fsNsv4R6lqE/8wsS+GmhDH8hZjoN74yTm7mQWT9D8e9k75fupNBHV36gjWjeaT3sKhsPX7KzlOmsaE5XIZEBBXuYnNNNmHuQNAgrekZD8StGpZ2fqIoDJu97XO+ByFCGwkvRfGlyH8cpy96t3+vqK8tfK4UJ2c9HiTF7lsPT60BKxU0m6Wlt+5Yj0PBrvYt/wDnvZXba18AzxTPR3mrWayKPS6DmPC9IGY1JpwV2aJpzh9EMedDCKzoyHrN2D08aVtdyBTso3hkYvby2RSIBrL6gT1oOSceCqqvlhbJClG3eh39NjC/kocqCR6rLzBXJwUXhJghCFDA38UGM+cavluR1UyrU9Tz+BlVyJVTuhvwLk7WRwD4c4qy3qOBaH7UYN0utvVVsvXXQ8V/RkFa/01oHNsf4FYD19zb6LYZW5PpM8oBtUf32NZ4DCBX5Ktzo6EbPGaNaqFMu7URJEz+Ufj8NSniUUmjtZfDTPyv3QZ2kJRHxKS9STWgd+y+OaSBd5Hoibm89ZFDyHaaEYY+4ht6O8dv2v9VlwMQwT3HkZ5LuISocPbYSBLpsXV/ovna93Wx/iYieLUTLR5hEE/Uksg5Q/dgb9jlxIm93Zjyu5gGyQ6W7RZZ2Djb0oOHs8l9+rOmYStXewjRd8tww8JffX5XFKwd69OekoOwmMeynTfzWghbpVLyzX+yEcZubzPE3l5wkF2v58M8io7OOnI3+zTmPd2ODAMrOcq8DtTvzDgRUyaY/Ynegqx2P7Qpo3Ac/B7vkbK/3lk/Uwh8qTLXh8g3fevTO3wn/Gd8tZz5J49oTUn4FEAn3PkP/18CRffnahf8DDJ4D+P4ed3bxeYBzzIC+wnUDxtuiKjnB1TTE98T3tKzAL+v4E3K3z3W+I3C37dxgmz4MfS3sLAupJdZbWh6vaUbDHuMQj/8ok7HAmHmUkOXrctcDPM9yN1EHJdGsQPc+ftU82RUgntV13Bvr00XnT3YuiX9hhe3idkjTX4ETI8Tyg4ytxfN4NpG/NQ7F67FhLaNynYTLRSVKb+24DjFn596a8PCY7oVN+Dzs6HPM6crCmm3uQK+hwNv5L3T8RKZhNHCfkEsHkvbhfQeq4tM9DnwofWzTshEVHElKigS6wb1hGG0dbRRQ7RnzZlbxQekTGonOHKGX9VevF00/cO3AWrXX7OW5H/cKyxIwnDKz1LnnSEZzwSpDVvoE6tnfP05APFpNJz1e4wMpboiFwPuoY+IWY97TeqkYq+kwF88fsRPQDIVYl4SnuHyvnxSEguhj5o6ZxpT+3MyKC8edZQCwO5h/WW6NdcTef12VZMYlhkNxFHjO3Qb7ldohJM0MYbDY3nlMaPW6cRXWDct0/VYrBQxLkhF+wf2o8oHDCHFEXw5SfohCcVpbY0c6/s1BGlP2BzpA+q99JYMetXwTg5VAPF4SLb3vSxzlwezdosl6qX4lBNNi1TPk85Bhinh7cVazpgiJekL08kQvmBRqgrXARzWRAywiC9u+cJqy87KSc5kck8AsKMCPLUN+74u2AVlq6TaTzl6S9OmnwnOdSFpv8yzJLaIR0JccngadUj011m4qTKVRzyESOqs7KA4bVLmJ8GhaGTyD6qs4A1EN0ng2ez3TYtv46O3+ZzH1SDBOEYg/Psi8aO8qDVQ1m763+6KT8Ek7NUgIX5UGezjIFIT5B3Lk1sLa79P2Z+VTfGHBz8PZtkICBPQZz80+XJ1at1gaTuWr+ZAmXb4tbnCzF6yh+bfkego9t0bx+E82avTb5Wehx2Zbt+yy809/9G3zBVz7N6fNPYyyTsZQjjPi3E78B3t1HWf12y/wEvD/wLvgE0D/wKwBtPF5d/+TO4Ljb5t8FX+e/BruLOe7WzQdmryrZVb7Z0e1P1ocIHSuH9bxVo41ilc65Ve6ddZljiH03Hb5t6d2V6VTyrNHq85/KWx5cb8Du8ImT6MeguV8un7qZXK74WH02Xe7VgeNTMs4N0tRfeBmU6jvOkmtwTNLvOxrWhaQ3AnNH3sLpZFLA+C+qZIPnCS1JiXbn28xR+oa2NATFERqcomTpbe3YocS/vs7o+BdbgWjsOlMHLaeS3IzL7a7q8Cu7L+DXpOSsuYf0GSdYjvkSnnAtjKs8tTq6P5kSk/DsqO+yxh2cD9PiNrx2GCAs0NmgOLRoJ6KXKw7Hl+nX/V449KReTxsEyDmqATwp9XJcMOrM8v9Ilnkos4AN4GFCqx2GoqLG2AM5iDt8015qyckxXL4P6E0CEEG97Q6ntLtqJ2aFdj7+iqDYKVCajvE3IeYiaLfBWEH7lrSOob6VPLho96rtgsRVFYbG2JKjmv6xJnTK3czPkqHTxjO54Utq1DLZaMRg10/XSLFYQMa/ic0rw0plWQ9jrDv8mRJ83h6o7RNK25Pz5Migb3BFABYi6k0tpjn+vTHt50i3poHSrcOmcPU6VLStZzVePeVhvPV4HL23DaanPznIcCltzJs5Qj1BpVOqvxIKOcSJQ8yotHCv8oNVmAzfhrqLF4OvZAfv0B30ex2myUKuM/rrDDudGaHaE9hLz8D7gx6d8PQzD6LayNfRYIjyDnGUb7xY8Xz9XL0fbUGvv5y+iLp//Mt6WRbtDGOwRY7xvdHhIe5CJyK7Iz3QSrbxO4vv7sRfT/qxmzy/Hap5lL/8i5BtnnnOX/oMjl3Y8sd3gjFVd5zRs9P+/cOdv4C/Gt/4wL8DnwD6BwwshdI3KuSnd1H/H47fyOrM8BuVTTjdYIPGJ+sxM9B2YCd4vqJ3Od5o7haUsnzZO4N1NlP3STd9YFqdXj4/5is4zdJJV/YN9Ktg2//cuLfHf9UQ+k92usb2Xy70j0Rkl4CE6kmkQ+OLU4dYt4Z7QlflRGBH0VWIbbTCVr/fcFUu3y5PVrnBr2qJAAAgAElEQVQJuhtdSgxpwnqMEw1snRhdnH0lGhyrSQCidOugU6SCG07zip/teEyC6EySxg7MuyN4zn9IKuoBdKBxHbhcGCON8fPRoW2INMA1EKLzJj36FGUjynwzNK63J8MJf3aZP7sW4DZCH++mLI/6awEss6RLNmyHFd6ijdPd5NSJviBQ8EUSRK+XX51s/TYkbCdDV2kPQAdb7Xo8SNUZRAHsThkgI3PTJQvHglPVMUzTS8REvbBWPL8Je7FDtHf587QEfed5EG4T0efRJXQl+j1Pvvl+wZ29uDYF2Pq3XuALj9dypRGZ8SGxh0RloqgsyT0pEzK+RfmqfTipy0nxeVXalvncAp06iH7UyIsi1TfN6HZjuvG1O+5Wg9ydquBRgw4V8wP1lWvzGPTLBEzknUvQgd0S/Z4VivIuS7uiRmI+s3p5ImEms4KOHUZkhkQcHtqXc6RAHAbJ5ToWYrLAb4raETYjR3TjJvhyvf05lxhx8UG2UFIXazXhqZE7DaJ7AjMR0/vgtY5HTRMdBgFQ7pte5l9xPNmaJSg2+LFUE8Xzs4DafsvfcAJ+3FeHDJfqsj39VadyQnulu07CW1ruRBDdJG9oQx564NBhC551Nk9vY2GYZzWvJ4fQ+aIvXfAl+HTBVx1E/xuQ6x+8nnPBcmf05hh84ij4CueTgfMzMuXM8fVVnuxk2or+5amXpS6rrOQflJ3fBN8ZRP+X40YfuAafAPoHAvymIPpVqITd/3nV0m+t+0+cDLBa2XhXWabHxl3FOWkWdHhghq214OVMZZYhL3Hp2oDJCQbSc4fJ3bCshb0js2YI6Ny8SpxS9huhwRnqnDVpuXKJM83oEjzDs50xdN0BoQ7C3JmHb0zpo35XOBuop71Grt9vTPG2aAqc/UDQMpRh+qpWprFF9uow8StYTN0F+cy32RMcsgNnSuRbIVvUkjltLE3DUeOC582MJysjjm7n5/bobNN/7AgiImr9cKK6gd1HniPo161uMGXG3g4xjgdsrye6bEqCqXsrd6K36gbbtxp/RmaJC2wBoz9X+tEFFfRx4tzuLh0E0Q+onBtnIB+XRUoNossveDFFu0Za4tH2LeoUDOKz/HDbtXShqs2XBh6A7liZpnUKebq0fdgRWwTRvczjMvmkCW6zluStAfT7VvqLsMs6Tj4seX0TvE60R+BGoeRZkPNdLrPCJYsnIHzzaEe8YbI7xosOT+eEDelJxhUR/DoSQ/MOfcNHnhNBs0H+yB+J5eECsf7XIJ/BVXtqou9XUJW2pCLogb5Zvh9zMx7K7W0rixOhuSDe9IvBrwzQPVNAaR0XytwMXFzpL1972/I5Rq+/jnHV5JrIzsFZVsj8n22DdF7mTy1CIXu01VzWAs1jIQoRLcaTqx/oPIs66snvMcu1V+yz5+Tle4PoIDiTMjJu27MzczyxbP7hazY+7rfhW22RnSB6x/ZjBcYPmjydzyPgsqse44Vh0/EWjDiYK4w2t7+uwL8OJ/TsU0H0JyFbZH5lg9MM9wzObqKq2ihr2+lnLnsmY5q8a8HWrmy37+2vn4TviB18gucfyOATQP9ACjOBUa7KBVgbmj8nkJ48AuavQ2WU3G2bswrnyZMGdvFlRsxs4cVVuEZft38+fdOLlDKZ+UVDOtY7y+yclbps/5hzLsa3boSqytIycPrfR94Ke1hxicTv9BHOW9c+Lbk3j7LFER6Zv12QNn+fCFgmrJxAeqfbgt9wIp8kT3PPaJ54cGJMJkF0ygO07vfMSX1V4qQObv/gFPKe6M+YpqZn73MDB5ZuxwA7EWgs9hAHh+UF+Qaed96X9J3kPw8z+yOpbzqJgkUKbdzqn77rPa8vozNrHabVaFKWOELBWToi6ONyZ4DBu4U/3qKb4+5J/iU4PZKjgAYq5H9LLkpSjN5JRkTRlv57cnyPPMwHsGc1SMgm6LicHsjYv5pjmnENYvyseM6oqdvN/1qajVPKEp/aCqXtA45UL0/tZ2tcNk8r2ynG5mkhT0+ugVDzG1T4TgP7zkEvMCZZ6Pa0tUJUJqtFMz80Sb5cfDeDjN5mn+StWEBnx5555NLM9NdmIePH2KWCd6J/RI5UoyaXBVnx9YOF/VehgffmHdLbVW+JvGzzE1SOJDDPhTHWuzvvoVUE4ngceEaQr4sus0G/rb7M5iT+/TT7oP2WC6HgBS8z+WFlWkyL6Dq4JvOw1Xwsm6P3sQBjrsTwEepEewx7+pzWPHsHZvor1p/zdP2d2TuQLwYcIlRBjjq9K2f8u71Qydty4xfHkYcyeF7SVysIT+WebyMqwtkw9drbn8z0dNDjdoDjSVpEfxKtekwX5VI5/1LDZzYnWtBU+o+4iMUYcfdB+zl+MGsq22gTJwKbVWA1/j74ZUiNg5VgJ7q02YzC4xm2t/314z/JPsF/hn1yvl8UGBr8HL/+pK97NTbP0jbb8f0uuLPD/oysk7PqOhFqYOv3XOk0bxs1sdV24c43x98NWfxm1sa7Jwncpem3tM8Hvg8+AfQPnIIseL6CM3Il3Wz0JsH0Lwq9mcPzt60yfAKeWo14tf6/rt3EtuokK5qDw3xcqxdl4o9QBxlPYspjQTegQWkplt7NRKn2EuV5T+1uyexQ40/yDpuzsgIKWPtxClg5CqGf15gMGX3MbluzR+ov8Rg/fzxm1BS4eGTHThKtMORMgg4boDsNlf8yh6HLNC9t/SCHaTBaEo3/6z5p2gtpOvweI8q6IAfaEUhu7oh09Sdnu4KvjosNwPaBYrlWCtqLskOBeLfCSAftLLECE0UWD1VS36NdzA68JemJM6izr+fmN05pxWFzL6uJN+0OHfA29RY/CdCEr+AhyvAJlO8nwfNMh62C6IfD98DZkr5cjUQi0oVdZQdC30KQR1QYO/rumgtc54EzbSaWG0Az0h52iK+K7DCmqkWGRIH1rHjP97oKztW4YEes+aXjxAekLeufFi+RGnFQeQdvMk68b2py61562ioFCQoWZDHxzisJqB1vokYsqCj18UyB61jBVHum1rP6oTuexpMHmL5MqqP9SkPXxVSWbCKadOZGfaCIIDFTE2doabGxSXUs1MyYw/Iq6i8iHONtoyv2bD+RIQPZXB4WJVXtWhFoRDn0amn39uwnMfUhbCRl90yQ3oNELqGdgb+YJaJhThn3wVyuB6TYh5nyLAru+KxdmI9VAPqr+cfAA933e7e/W1SA7n/iE35z3l3kJZI5F9q2nWX7aBD8pIM3Upx5TqbXXXtuBQ7WZPsaGPzroW8Uqp5aw/T12exmrw5vg8K2nIHOx+Ys4W2x49fOvwKHe5u4ahs37ykJeLhprYhjv4L2uZky7oK0BY8Pnqfu5+XrLr++3Z+xT3bouHKCwXQ+R9CNuCoAbdezfrEH4c74rY5w/2uwHTzHefRxBe/GeOpk9NhanzV3fZ3Xf0O8xC7Mzo/Pf/cCi8/pxh9g+ATQP7AN7w6eP27R7ZRYrAr/y3C1Dr8uGLyAp2i92+e/jmdkhsqzBjsx7z5pYrDFu8EfNI5Q5iJMikV/jMJyMRJnVuJYlPJq/MbZk0I12fS33pHV9blrp+Y9FhV+7/BELFObdgM/It4Yv1gcH63GeyeOo7FzgqzfTB38oS/TFVD5TU5r8ApmlBS4s2TY4F0DLhX64pm+fFA+pv0VRl1NShh9SRC9E4zXcYx4FgzuygtE3uHL8oPEyW8jsRO4NXm3u3oayLBM7nTqg1Q3sSwn4NwOzdwrTuus2ZHyVe9Z0aGB1t2prz7jsZ6XGIfaZIDsONG8PEUHqCmmj6uu7b0oYE+0qTOwh8d2McIqiK7yjtTBRCBxWg9jKqPZc4kUIP4rpblhK0BArBb7vSogvOYgW3cNg93unVD5TtWUEIOTMmdN77E9WsQ710ni5VsQgdB0nGNQfrYLIelXJavZexzwbUjFhJUvSbW0LSb2DT5yxxEbPkiyF26eOeGh+bRvfBMcbLESIsywHvGOrehugYf9PY8DSy3I9gb0oo2zUr8rwhZJwwLBhD9Vjo7+pbE4RHTnoLnZ9EemPr4xnY2hJnKSX8+pn43DLj+4kOHcuEX2t7I5K+q4nOHnviwyu7uMU42zGh2vUN9bkPQ3f+KFebgXScOuSMwPtCn/qP2TAWi/8rMq83JJgrxejHkdpJknCTsZW9zbRvxQ4kKD56rd2F6emzIXi792YOlvKJoU2w9lDwfPj0ByI2q489AbJ4oszF7cs9jkHVPPYSkPneXd0kQFsiODWcCYLKo7BVNGXMPa5+UlyISUZFaC4oUvOj5S5iYODg/FEevieTjjZ2sQz/l9pbovgDUPx4y08a5xIv7MlaWjkBcgD1QnbtK8YANzmsW7oD+Af6GOQwlhrNsG+05fZXWk+YyW8mhz2hmr5+Fs0PPsLudru+vBPxBsuzP1z9KenWu53D8YJN7lp3fGMJb+1U8Q/X8FnwD6B7bgSvD8HP6I8CcE0UcA/g1413dw/toigimIzdXNPE1e+0DaxjzY70B35nk9YUucbaUreRiRPCHt9F6jSMt2zh2eZBXBQl0VvUIc28VgSm3ajfpi40MZq5yHTd7E8SwrxEmPSQsEgXOq6or6qF93s7VqdlMGT5O6Mrh9ej6tXbb4O3jQ8EbOfykpZxTwwMXB8yj7nNNGnDdAF3ov0LG/Vf49x+UuqLyA1dlEQqvMRWHgSIDBIBqu5hE8P9os6SMPIYDr7npMVvmD5q2Vj9Go0jb6Z+aQWthB1jE76gd+31kBW9yAwXN0pJjX8yC6QTcWlJnTCbRbDv6pPHRdE3PLp77m3qUZgsncpJRRXs0jBmnLX3N5YeW98Fmf/qofNsp0vO1EEMyjwBfBx9/wOu9p0OwHPnYcT1iuEUEcUXegU2uWRzLnMyBpcANqzb+UawkalZTdnS9sykam0TlJWTTVOsF44+bliqc7PBRMyUwtPu2BU+8BjyvQX3wv5TX5Ge9ZrxGR2b0G9LrxFcul7e65BcjXBKH0HV3rdViwJ5q1Zy8T2fUv05tXUWbXNJHlpj/qDlx2pw82ya+Vo48A82wSPM8WNaUoxq8Pfsvzpv08XciaFVI9g4VrvGB4Hm8MnVjqDfOe+bPQ5Rg8jwH+BqgK4joE8ujEcetcxq792uFX9JN7p1gVLyyEa83aNNX8MOjsStcuA//BaFuUnSUyCAtkQtBht0DqS5DVa6b7C0h9PoEf5zj3+CkGz/n3eOjmYYCdON0siH7Fb/lG/SYLRNi/MPRwN8coeHpUHhDY9myDmgWTuwCNLu2dyJtHAfRtKGO3AkvaElmLr3ixoLDHuyobYRXszGAWPMdnPxVEv3PU/NV8aq/ytbbBfBf6rI22hHqd+wdiJGeOYf/p+M0nhvT/gU8A/QNEdGKCwOnd/Tlx4Y3/8woxTKJ8gCoRYLt13Em3EpAr+vy7J/Gt4M6qu38muEz7PDJbNTlLv1qt+KSSnU4rkklSFlA/k/8stElJaM5JcFPKHBfJhOAc2MnFrN448amC5+dLXzXiRD4Q1V6rrG8zbCPIIH/ghE9rlvom2MXbJGOXEk/AJRnS6rsNdIbCjUn4/H3kwRhzONEmwSG6k3fOTx0jCSZPNvCdY8Y47XPmCrtaVg2aybqSD9yYRweS0F7XHynvjXe8NJcCy+J/tRwNpuLzgty0Bn04ajrUvehZ7widvzZ0y11wXC8IxLph8xQOw8je3bxrPUulKdY7u539Zm56eN7jq7U+FaaA34SSHfDcdKDs4uizSm38020mbbINut09BklWgfP62UIUY3uCU/OS/F7oL5ZMXR8l+ccf6KHuesI7mCIJyQKwTlqiL7wzZk+PuynGzRpaUYBLhXzC/Z6RQjiW6hRT/QWL6gKdBaRjD+cN/tWmUdntABeceXlEslgU9Zcb98fwBP2I/T+nBn78OLD2pY55SIe2ZMYmwAqqv1gFzue3Xn8ZhFQ5WPUvE4eduMm7UWV9KbNw6esOxPaw1ct0G44bK9PKMnJsisb3YXi/ARMxd1zUFf0pn2tQ/QioyzCh8PRGLxeBkCrwVwXSrwS8OKfl8PxzRxWkPo/Stu4bijUUIG2ga1ebaZfVguNbbpmtzGcaPuIL8h/KvEO64DOFtfODaZo+6rEoK6ONa21UPGnC6RHz70F7C7olUdg3AudG/27YoHfeBl7O7A9zk2giowP3bAdErO3b4d+aXHM/wTt54B573eILyXTcVsHjcaa9G7ye1ff+CNzZmftOuBu0fNeGrN33k5x0RUJusxPVtD31XfesjHfyyzs3Y/5TG+w+cBs+AfQPPA9TWbXnHiY6J6R3BNtvDARLUOqCQrpSB1+eL/f/tHKqWr3nv7NyFudu3tn77WDARTjcCe7Q5zKogPlcW5mblfcop8MU3fjQW0jTxz8djra8ClMfjD3+dstpUPUBz4V5Yg112O63zaRmLj0hKeJPHLyjI0w/m8uaqHRBym4lLKazGb4RntUbvr/Ct5uXuZWmcGKC8Do/H/PsU83LFDLvnuThKerM0djNb4cjLyVPoC3LX0EML+kN6MFG1HqzfpuJ8MBgR+xTpNtPJC2ODO8SzgbPLxUSi9Bm+f7xKj598M0tbajm5JHEYBYNEHjOZIfrwQBNC2hShh+TCcYNlX/k13FuFzMp8sqmM2GEZmmcNcMxVM/t3cPddVldgihZD11EHl76nXv54saR1hfX0cENxQ2euWluPQSW6sxca4ErY4q9orIgepL7VsPMM2cnJ3Sia3OUsDhMi68o0F73OlkGWU3/SGfV19T4VNyYZ6ZvsryYAhZJmSBkAazDrIMfCZkbDywDm3mS6CaDeiYQw8205Mt2YyHf53noIYEA5z6JHJ+lTp5N5q8K3fwEfDsmHaBgfdYRywlfjaRHWjvOv3psi5R2nG8XRHeiPr4xLt1WVNZz7BUfi2XxRGPyIuakcL+Qybdp4+e+zIkR0bCTz8L3m3YPQab7TkKQqavk9tQ8tSnYLgHpa+w4IHlZCOqvXjH9klL9vSvENtrnsljW9uH1m6klVqpg0Hnd+3Zy2AqeJyWluER+ffcg2u/X3+IHJ4rzt3wRbAvXOz70JwKfV4P0Z/K0iXLS6dSqHqv3+dwQn2Fd737z+1+LKfzGONIHfgY+AfQPPAtTWRmdXubuG2XRd3wvYwXZxPedQfSPsJ/DniNiP//u+8sGxoX5j3GgExEH0QXlZN7ZgsuCFoN27g2qpAHvKksXYfNE6EzfGP+nJShv+oUXa8DWN/Galqlu+9x5QvmbjSKOo0l7Hz7Tp5x7DS8b0GjdZ7a5usnDjqsZboR81+BvgQeJ6VmLTTMkd9FxnB97Oe4uz2Nk8Km8EI/vTaiIwqha4mAvW29GUts9aJHGcYEDHTi7pqSWCN2x3i6O4+Vpc3lXuKf3KypvdCG303dC1F/en+hsqESGteTl7OjXjIZwXzipTW+KI5+vM2wTgMACF2V25XV7X+4sQOpaeKhFwYUJnmc+zKr9dmWEL5Bpf71sICFFF8Ie7h6dbPDMNl10chPrunGk9gn5gZQ8C56/zqU/V5QNoltMfXW5CbU9FgLoLsG+3nQBB11xE77YkISmSM7IT0tcyec8jWd3U3j6MkJlqktrdU21O7dkm41cP/Au9IyuVJ5I0oRKxOPb5zQDNXe9RmD4ud8o+wE7286oup44kJDE6iLTX0Sz+Uh3vzZ3MqtLc5tFYGjMnGi4eFKOG88+iB7JDvWvVQzbvyN4Lm2HYzqCqvLznWtYIuOPBnqnxA9tCvJKTwBT9L703u2bIzvMrCub43vNuG+Cfd5UkXSvIdB6QH42dhmOI0/EloHheOMUn/oxdbe+Fsx6mDPoC70uNlkfc43eLhlYVgIWdrG3aU9hzm/PnXWxBxmLKq1V3X6VI6UEf9rnTiDX5z8bRN9tm+pkq1WeXWBZffx27xgwP0f6jO5VXWCcOfvapNps81V7vCN4vmXHvonfswUef2VsfeB5+ATQP/AcTOVa6nbUu4kMemon+pPHoN+F7y67Mhy8UXDn6Pu/CF4J+t8zeHaerfJ+x2q9GITQJ4ejmJKJQOJmWQXPFzRUL2p/SHQqLGkxziibJzT1KWP3xMxN/LeDz4pJ79lRdqDWbzWfAqQDgxPOg+cD50irn5QGB2uj4bja27eYNf/lRfaPw/cS4X0ExZQQUljZgUEHf8TzdYoOXpFA0hs7xzsCLUzK5PFmgqhzZym6brCpZDcJOj0nlDAuK54AoZl8JfnTXUmJrBPUtTP6+2GPY5+AqL/GtYi0FhwQWfD83M4s1Y+zXC8mxOSCO8NHg/rKqY05wZEYkDdGPfDv8AEGg6uiUXdCc+7K85VswKFqF8st5IodNOEl70SvFkTKgotRFg9Ns1MJFHfjTCj7JnXK6viXYZf+uyO+Cp6bAPqlsowRBgzA9g/N7c6qtIl6UvXlE0FBGbMQk1oonCn4RXIsX9opG0CC6KT2g+pjN4fGXJU/N12V22P7fIP6MjzU4QMQ37iIOQOehzWypxaITTFuzusv7ndrrXOOoM8cqk5kj4M17aT8tQUzR/t43zHdtEvaQm3KrER+ZdjtzJduBs9zPxScNkBaPTuqEmMTdE4j7y8gyd1F93cQc4OzxvXx/F/QSm+AB+1nXIxXfYLgdmk4f9/i12cFbIYNVeqV4rx8RpynwNnEx5jQsRGSt5j9HLXxFmXtUy3/o1O8B2G10xyfz3yrM792Ve7VE0arU1srOO/LzecuortQD9z0u8w+8yXUNPUrXTnO/aeC5++CrM0+QfT/N3wC6B94BoJcs86qD/xduKIgznyH5J3fLNmBdyi/s7vZg/HCzzWFL8FjmBPkV9w3d9l1H/qGPz/WZ0VOMbnIgrMR0P1B+Yxq4hOIE9ekrSaTn9uw4a8IrhZXv7J3d30hrdm/3fG11T+eIL3UoxOtDDkzvNkZYWIsnh5/G/hxTv99EbA3ma5eh+KXDaQdHxeGqPN7yxm5XfmjzJaMv/jJ95Pye0VCdzenolgsaxI9U2YC0njY7NBZFL1qj7l+UBeMosNx5nnPSPLjkeug/fHsKdAH4oftkEKc/BCkosij8XuRK36pB3iTYuzEtsqaBR+ivIgsZzEU9fHjQjI3x2vg+GTaFws/ZSjjgiekrW+0Y4PeMU00Gxv4jD9J4htkbu9sS4MyYXN/c6icZHt+Zte+BNJ2BNGnImilCgbuNksUDYIJwaetwQR29M3saV3p1IHcy5yRzxOondJG+uSQ6S/Qpw2S5RQuoM/o84IlT+If9Cm/VQihnuJ5XZRNIEOOiJwhqipqpb7CNznx3snu2jw/OY5zUuw8h3/hhZGNyeINm5sK0T0XAs31Syeyn39pkU7IbALp9kf1btZVYBG453mDelqAWtBf497JS72JnV/PZ2p7NdQ5o9eaHSn6I02lvzL5kbSa65xOM6rOQ/KREQmi+GfdpbV1R8qGHTLGW9Xnewvw6jbKbpPsc9jRoWdSTF8vbHNat0lqK6Fcu+vPqhVKNBUiEQmsDI7z9Z0WOTGmY3pYyJyReUKXDWz1y8DHu4D6asWsiXR4UFi0CW+s84Jse6N/9q8d4x3mL0VwuXp/tr7qkrOLu/CzEPJvmApn/XOq+B+Hp33w381vf42/P/AMvH6agA/8X2Ff4Jw7BmU2uWrm7yo8ISx/q4B/50qqO7u0n4TM2LnSH7NVkPf7F3F+D6+seuJcT81SzxwopwqZ5+2jJOObe6gtH+6SxFXyGMx7wqbUXQvI11lwRR2rkqodjh+Z4zpb//iGqf63oiZ7+zfN1KepZqdubMVS7vj4k/xBD4lTt+IYcLnx7q0eljI8AtEJdL4N+8jb8TpZXIC785SX2wicW5uhEd678obDzMQdiLYms6fkIXqX/HWITOQOafMd0k2wrNNkkGMw+hIvbGTa002uT9DZBml2aapTbgQAIC3/rp3GtV2ivGWU2T3o7tdBJga2Wu9sPt9nm0kj2VZ/EWWOLvyFvmksDifjm//GONP+Of6srdEXf39Bl72HQvuZEXw+F0dZoKDhVWWuSOdiJh6PrMfwGaK53gaqK6+hES2fi3DlQ7n3BAxJ7XVYwttapupE5fd132xUJH/R4bdop4xblIdchtJ0afLXOABt/ABt/L+rwaDc1Rx2t9287Epf7+qvWU0mtvdldu8Jg5JhGs+v74TqRLnz7oa9DLa1r9Yw7XG4hWDX+AftWDbnxXZVSw2V1+gH1lhWL506nvhEzX4vXJxXrDCYDjqg1l/8oOA1vwjK4TjK61WSirhvg7igo3o33jvRqn9u/gX/eRzRx2dxyvXJuoQqbATPU2vvojJtzpZR9VX7ak7h3nj2XZCdQnQXfu9OYbXLND7heTzaKHv1qY0rv9D4ifjIOdr24aeD1GhL/F4++sB3wmcH+gd+EDrdUfh34KoAfFKI3z3642ze3fJmaZ6g+Se/P39/peAznxN4An89dPoqwRQlln6vizw2Mvfl6M+qf8Gvpd+A7neaZF7Wg/gOdM+OiV3z2uQxjrzEjZzwZ4ML+YZ9VkJHnL0MVGVDgMnq/tmvhqeN/h76YuafJvJtZL0HIW/w2cGDb56/NPLy+eSAc0FiPn4536GvuJWX2VnR7J+hkGBXE6PTif8ZWrdql+zmKt/J4ALnuHPCnvcnc47jZAncNncUlcn8Gb5zSWeYj/dJcOiGkEjL5OYsZFctvOKur9DrqeOvu25m+8kT4feinQBDBjpV8iMvS5i09VXazubzQXQP1doR2cmDTiWfiW8hT09ON+nhglJd5/v/d+izu8G0CWYfPE/01zSI7oNI5KR2EM9ziwpPMz6ubeGXxxPgN7xwqoM5M7RZ5q9PbQB29kHwwThHoxMwxHxSnyscM7pZhfm7nhRcZW+mw7LmZJEYqfYPVGGDSrsgbBbvvYxZoPfy5Nb8q1H56ZkcRgOcmn9hL3TX+NEO8vx6276cjKl4vOrZxjw5dw9P1h7VQ5oAACAASURBVAO+rLKIs4luSe6aGyPWosVlzwdjsM1U0xflIV5V9P8qPRaun8FIFG38dX/6tIsZv1sI4z/vYJLiRKSE753EzQLZ44m9SsljJUZuLkb6l+FbGK6XeDRjqZrwuHjAyLud/opQLta5a6wQBZvgN8F3+8srHO8N5Oa6P/FObNRnb7Fatpv+KT642l4/HSyv4HNk+wcQPjvQP/DDUAvKp3aeY5o7q4d+0zc9fsPKwKvwUyu4doLnO3VD+r/j+Pc8UfXi/qRR3A1/2EZIg+fHi6cL+hPgp1w12cEDbSEENHMMGet0+YOdDyd2pHRffEnBb4Hnmc20/sw5WjoiyHRQ8+9mE7TmLrvuQn8LpGj3ysq+VyW7bxgL816ym02aKdm5F3fw2RXyx0arLtemCJrL1WntfOfbAvMMOwH3zf7jnXsj/GIUhVTJ8dB3Q/M3d0lpiOJ5XVK5oZUv8TjLyGdCEzw/pbdDfWJIinneFXwfFqoGH8+qVLn456BjHjd4tUb0Gn/NyUrRX7DzXBfM+D/+gWelruvJ1U9BNz/PovbO8kSfzcp1jG125hCl/CTiKJEF8lGFDiGkpPwHRMhpMParPrRpFjt6853nzc1fALXgGqcrkIoW2y+byzx3eEgK2MnO6Xpxz9RNANuAuP5N3pnfu1DUf4X9gc2EpjSjv5ZwZeBnSnHwr9FXkV/x9J/LMMmbf75jp7C7jb9foZjSh0ryTPHEE80tNprv/Q76q1f6i9MXdsmfgPdTugyeL0jI9k7HNMl9K54fRE2wfW/v3Qme2/mXuxb5vR6j+UklF7cpBDGX6x8te+fhyT5p/i8zov+w425AOn+/AU/6ad/lu67ttBZk+bngeTE/mdDxJPxrweZ/rT4fuA6fHegfSCEKiXOKbLn6z+DvdFbpr4TYlZ2/CHd3KnuYfUPlN6y2WtX/O8rGMmcr17L0M3i6L/8meCeT6+/gnKTpvX1ZhUufg1CCdyaGjyyOfLlvLuJuLt2ZnZSZ+Pp2G8sbyC7audUInG6H+K7ZiqBZkHkFGVlpx06couRO1KC/jzms+3bUWW/GyQ5by5Dn9GVYBMLPJO+pogKk3ZftwpzhWBGxnu8RhDTwoTopcKvYXfEyCR77CeyrNXq9/OK7nN+r44l9+lxkJg5LlmPmYZI+c+bBLjvy94m8t0N/Vx8ko/qE6Cyhexlm74N1OuNXI9sixHUiRwWsy20FZ+XLqE+npLQcrZeJGPglZy+d6oKl+Z3w+jLFw5AU0Jp+uRo3PjY6GqqqfyZrMZDm4yw8Ltr2Yi/kIOyJpviSBjRsGoaolfeR/wER5dxmHzxsA8+c490+MYuY5H3tTN+CQm5lsXVPJ/PLTE5s8TfO6QwelNMJsp26nmqPRryoSXTYq1F72cADO2ct/m47puKT1fx6GjxJcK6CUX6AlApp1K2aO/obPEXlCcj6PJa8oiyPi3wbZK2fE9FNfReKdgZDTEo5Z08+maGeLASd0oPwAC1HFaWi8jBqCLyqbMLEuqxkIDXqdJwY1D2vX+CtHibLRNTsPvbLfYcLe6Y4HtZfcYI1KcmfCGRT7doI+W3VIcoPtq975JmdTSBBiM7k7/nPLpydfqfdzQtz08AiEaH+wqKc2srn1i3+zObgqzZdVLhjYd3vYE0U2oL/rR5rNwYco9iY4Zzwz/60z3XX/1+dhroTv5ileS7IWn9uJwdrW1dM9O4g+eqb8R5+2ydtz8aX/p8xhQ98dqB/4NfCb1np89M7z6/ulP4L4L/BUr2bPfPAgYzs2zmroPxv4TmzM+I3w2573a6K77eFASQXvGoZ/sj+1SReJPo7uy0rK1TKOtWl3obnN4g+KXNwpbh+jw8CkSYgmeU/15T/iEg0gMHzjs/4+lSdNx3FLb20eEi/IfscdPfHP3x9vqzgSnRy3uufptsdlH9f4LRxSDv8YoDoEtmtclPDtJgRTxYAaKbKKcjywLXFJplAcHF9E7JdI5eiahRJdH958HxcZdW7Ws10J8zEAQMXqruKHQrsBESCT8rOHZisHfEpt96sTJxoD2o+w7OJjqsg2n/W/dzgitUi6ksuW/XXSC861MsT7DfRgBlh0cJJxPUTGza34BbzRP2kYqu7++PCSf0CbbQB0/TWN5652KWkhvd3G5U99+LBB7x+2G9VeN4NudxuUV68GrX2MvIiOvBVZ3WyO9C3be3qocmOemujATCf0QGrhtuxZxFvQLBH0/bzi8x1YhxGubK6PwFbRkxM05w8zIJhFXlvmYo/ibPAlTWV0XWgWOQkH1FuEwJBXhL8aAnVn5YT5l9cZqa/yv8K2mrKr8E7+v8kRGutG512Sn8lmKfpkSeKtrCPdynYlKHbafYgViG37/iV2FzN6i/VbZwHZsYyProJpM/UjdramwyX6bNZcil3z/aPhP0OOOOfPeNH9f7an/BtXylz5rv+PfBb6dqHn+KJD3xgBZ8d6B/4Z+AdSuydgnvnWxrTnYkb+Z/I8y6oDDC/0nEFVRvt9t2d9nhfe+56wDtpwspxs0bUyptpyjU0UrLwmjHtkTfAJ55n1lZxHlWPEi4ciemTKcw9npezbqdHf1SLqXx3EGEr6ltxTReOkSrUF/yyRHI6QMiROYC7uzTDYHOyugG/RAQW4IIM+Mbt3juPGRDiBDBc5PzV0o+6zqjxWDLnX5UnSbTaBZrplMk7n6oNZ6bZueedvonbiqBf+J4DEbu9Jc7MJFDERbSznkqz+/zoL+enCjRct3gu5Pa74Yu6E7WwKb0mI+HrNN3ktuuzqkanZUhKP2KPPeNHwguXPDunXCdnPzW6vLmyrNuyzmdsjfNCuLUmpw20RuMT8FzRvLfW38K0Qk/avHOAYbSt51VvVoRGOzp8ewrRezxJYbaT3tP+NFwSBsCPHFxwIh8XBmSnq0yxhyMY3KAyQyibX3j9hZn03bxPqztHRLGAqTd77wjMsSUKmucevfOuxCZpMFD2ai9qr+MklTRwqQhdf6jeyarDJSlJq77k994GmGRK9JeWvYBEl07na2xw7jJkimaW99RkZ8ii3Xngiox8ZnMOJ8q/fFYgdTRDskkOmfMVhHoRnppDV+GOqNzNW3bxqBioqkZt/NokiAovZGbmZRSW4h4a62LsQPc6Y2Ufpxoo68NO4SS7QJ9HtWrXewbpLZD2xmfdJgj6a1GfqD3OyYPgP0kLnxFU2debkKu0urjF6+4q1WAwVAtu8gX/3dgbuNAkLDoMbYgELgROL66r5EbfjcGfeF5K+EH+zyDzz1a7uKtd2k/61J/0v17B5ev/WwK9thpvnCO8GfwnYH5L7OIDHyD67ED/wB+AHaH5VwXrKkB+J/+TeZ6G+c7Ta315ZRXjE6sI39meexR1Wjtunijw4hhLsmXBij3YnAA2/ZMdOZT8rWgrnpyGp4PnWaR6s7iG+dvEBX8y+BLK5PZ3Dl0NRGYT2JA9f/nPQtd/XfvfD577BzWm1DkXogs71Jz0OEi6PO0SQ1WnxWp5Dpyrw4Zk5/nr9aL2elFDIZJRjPpni1igpaQVvT/dOWROFMCTfMkCu2dntGzBzXG5sZte3ZiLOs+C5174u1cFQoxLye81U8EFkLL3QJDssJHr4hhLtxApOLKukJrBk+L3RAOyriD4l52oJsCUoVwGz305yiAYaOQy/UIadvJSKhssnobpKkCHUR66sMl/k3cVIA2eD8e2jORxw9L+tBWbnupwQLY7u4ULxFxQ4CMmvpwUTS/5rmO6NMGsBaKDWn7FnsId6EOHFcFzHoIHuRAEoy59IwvDUrI8L89428m+naMUsFDHSFrMxflvWNWBKVKusZDaQA+OxWE3PyNzH5zRTKs4b4c4D1A5bujyuvmJNviGqcO0aUbFGvFYbTpcRCfonEzuDNu7o8N9EYIDdJibUIneIq+TatvW7j33CWbyMiaNMrxOjnR/N/BMy86//HWiv+bV334qTF8wf0vzZorlyvyrAN/VG2lWELX0eC52bx5AB7PXBMx9H/mpxRZ5OwJnZ+4VbP2LeuIH+H8GWaB813fqA6JP7Dx/OiB/Fv5q7OG3w2+IU3zgAzP47ED/wCaslMR7hZ1XUr9NuN7dSb6CO99Q3w1Wn935fQaurOzL4F39/m4jaPVNmHP8HYOey2ZxGUL6ia/Gb7zaQP88dHfjg0zdURAIWkz8l28mNcycDqsG8x3g+3+ee0HAieBEVdaEgFCaryvzUi8yZM96fOezd9mCmjDvCYiB/iT/ogMatVvBi1D9siPGexc8PzncFzy9bj//dXLbZBU10nNu50lMX2zWmxA00Wkb6TL8xm3OAQnn7EXJO9s9iUfgPqOxFj3fmmnEBTvNY3gnqKnwTTkqHW8/bc9lI0ZbcVaf07ovONZozc/pSq+Wf5c7acrz+rmll09Bm9wVCpVaS+r6SHClhbFPpDL3tG1YqZPO+63G4ofJ7vK75RUUnECWjfCJFmnrIYwabObQ5pEX8/qC8yDDjrmxmK3ZFL279Lbf0pZZKujJeDcG957+av4Cg+pm0Qc6vK126m4HuikjVHLS5hu8IPj8L7+uxkayg3YQvxf4eADyYh7WX75tFtDCVeTRx2CDpjh+q1HZvenySFMu/TEJJeZ9oZ6bf1BTQGQCz1QIimTemgrF+YTM6q+RRV63dH41wxeKNzS00WfVfGwOmyydUXAdApOFBLYMd6tZQV4WmDJRNKX+0vTdzcf8O+MP8aUn86+dIk36mf4KBCUN0oE/9V/LpqoD04WLLocGy20wdrLO7jp4tjf39byQkwaYDYpENp6d/6/g7Derf9Nu66ch2+n87vjDnfjB03D3ZFyi+/W5W993t9e/yvsfOAefHegfeAt896qsdwZ/fxq+S1j/9XarV6vmKyTNDo5fCDlVj3iM4yO2+X0gq+PvCT6ctqkLK12q0npSuIXF1es0lszXf8U9cKrgVlwXBE0K7InnCl1vK+xZ8PwsKZLW/aVltSzxiWJWE/szuB50S+puo4YP0+tntIGWp01QO+0vjq69Zw+qt11ZXtXUBgKUv4wT1EG9kv5GxTyBma4KY28W1GiOvUDgo6PwOsV7cHG8befibSewgEHfUVA9dYGuv/3YPEvXWdihUU46gKBk96GTE8BVNjy2l7VbQ2FRzkJ/NYrtT6kf8XywwZdcBM/99RYy+Wv5WOSgpozF5CQW1zYLN6ajcccDexJaeeOe2BMt5NqR95h8yYLn0K4eghy4DHnmNklyprhdjqs1tSsUAw4JXxKxuNRd53rtghyzSmYUzpVr0G2eV0T9gjwwIyJsL+x27F+eN9f5mq/DI5DjwVMB0r8pSjcWlgzzMJxo+3Rn7wXQc0quzL/uBmg3ygVTq+M/QbF1vST7Okh7M8xQBj85OwFd6fQjlqeDdoZk45mHp5TG1qIHuALbALOmdkiO5iRNOifbL+wsnEfyDv21m9ackjDJqDvQfeD8WKCDzYri81aT+r5K6LInQMzGZBF0/8Vxuit+0yg/1j7a2fsPPAuyUeMXBog//f+B3wafHegfeBv8y6vUvgvuHNF+18C5Wv5vhVkQ/V1w+7stYqTPlqieRphDp+lO2GNldTWdL4qask/fmNQu8hsazrVRduzXKUh9/9fro+07wzFzmK/uRznVfTGHq6iZBs/x2dXFAc1l72P3USN5eqbvngyeK4nVTvTNYAZWd3yj0HwkFRvgdFtmYPmn4bPoJTdwanRVES6P4M3B82lxJfOwQ5CGTxCDD24XOgTM7fWVGmSUKH813kUjW4zGNRbm7qsAm7poB1P1mMYREmE3WMrpbo63XfaX4eJObWAciqhtMjSMx+Tp2wAHXFJx43+XWEtPKuwz1SBddKFyW/JhtgDkVKF1RWZVnB1vL++ajonlxjWHzWBvLe2KPsbtoca6pMtrb7neH8kba+HhAUFkTCylJ6iLPk4JYP0lH/u1PHnLeZ3wz3RREZJHh449J0VOkEaRV94VfDiQF0IB+IKPjObrIA5c4MEE0pGw7jkxFGYTh2t+BM866zTEiHk3WZwrgnrxMiT2ilFfT0t9pjl/JfPvpNi2ocPcaAV4xkCZjqblqQDxyOVb87GbcGeufmbet1rgpusvux2D8dLpL/ewnzgnqyRfX/CpEPaEFg6i56WEp9OpbfLyaV4I9rIvzyg0Z79u0HOGfXyHVfKlmktN4ZmGe6v+orpJnRo7ZmSTBWD6y99A7xbzI3PniEd0AhrhZNloKhuMjOwUTlI8Axfqd9c/OfPxV8//dR/zX6jP7qm3PxW0/gTLP/AX4LMD/QMf+Ifgu4+W+SnIThxY7UD3qxi/q273+sTu7Hk7LEi1Vdmpl5uQPg4e514ZZzbMpXDH9z+BGPK5SkBOkHFeu507+2UnY2fqGNlCSTpTtn86kcYJ9HAKb47hdwTPBdU5r0l6qfemwubn/uhJAg1mh9I3yJheXN+EneC5edb1EMJm0lr3JAcgwk5RooP+8ecD6eoIvlFJ6aJmx4C/DmOxeo6E8+U1+Xl65cq7dS3LMNyB3nvQvdIlO30TxiP5IfljwIFyc+Ry7+vumxJ+s3KXd6GPQpfycKCHf6w5Mg8W7AfPsdy2ybpwwgMsuJnuqoFyUeVluKEEeFTneBtwmyhZ8R3or+b78I4uuxE8t4W+qc3ui/oTZXXfpIEOed84+HDcMB9VwXPcgR4I3BwLs1vh5wYGnvRnktTbQwg+AvvY/NdGSb51DoYkdHeNNge/qKrsx8ipPtyHKbo6um5NwZvzsTu7zw1Vd9lnWfzoL7/Q0uuzhS7zRUX9pQmut0i0K7MdpJo26qPtsr/Tz+THg3mHl4mOGXBbyuwGz58r8a1wp/dqm+f400VgagkxqNzQ8bT7Pe3ufs8S3JJnlxrC0Hqxn2+wx12fcTo+TuDc9dv+lZ3ov52+M/AXFgN84AM/BZ8d6B9I4co3UWb5/Wqmn1zdlMG7FcVPrbp74pjyn1hVd7a9znyzZpU2g9V4ODtezrZnROcfnOwft/PDBlWy9PC6J/XbIqdVLzbWyWdedLxRJ60EFQyN8/r58teOmJZc4YPr/dOJ9JvRbxSR02nbtHvjy7y9EgdsCZMEjew3tJ08OnjxXEAvlnavv+bojp0g9uU01FO+l0m/e+19zOEbdSfb35feFjSfYtMUjR9//OS8Qy7zwWMJu9yC/n15kDrTFNsTR4ESkd+0aYluTXZXG2L9TvTsmuk0N51sq/Uobit+y6Dbts4hH29+lDwBvXdfO5UBXHU/XFx9l726VF91bTQgjPSN0zaka5DHYrmn+G4jGOTJPcvWZpd19j4jaY7R/WkAcBE1T2X9blBcpNDS/qqflw7GMWZbs/sEa4eyXkfn7WaHbfcj2DfSDH1GIBSh7dY5fSi3uytbp352vpJGXkEOhfbwcwBP3mK+EZLv2a+7tVql2+rGyvGMzv4N+XHSujJFIC1WyBmFdlyPOUnzfLahvwy/BH0W0ezKn4mVX9NzpgB8X01RzISAk3vdsJDni+JPQzmdkvNynOGlNsUjnoSlfLg+gg7R/OAEbBeFNwQmSO6Kx7W0qucD3h8U51/5ySvz8nZSnJvjBfxAc9Qvbq56U33OvhGeQ54eRtNWesx5CxbZmzeQl/M0LyX86wTfi+dgoL/yKVgOD/os5fQvfZCUVcxadxZgOIGf2T+LGcSfgjP+XXvixRzX7jzorD/86W9yny3/J3e2n43VXIk1rNrnO+Mnu/GBz+KCD3x2oH/gbeC/p+FXBlbXfw3euRDgiqJ9epXeX+6bFVxtp+9rk81yzlSjud8LcL7+7xsjDGEDXrYjb5Ps3e/IBt/1+6tJRDvtH9/LE9ipc7sfp/W90BjvHlYPy+o1ufuDrWJVYeOu9+fpeAK+ibmvlNZzR1M+NHP3Fu444d1xfGyg3QUOv011SCOrT66K2UOmJLs8zXWzv/6a7yt+v7rzPE0Np1dMncAzWDuZKlfi7HENqhu2QyOTAMzJkl0oGO+7POj8XyfzJ3gKL7WxszcIFX5jZ+WVSu1ACHLV9KQ0QGPhzj3djU8b9Z3Vzg3srTzfDWf071aCeW4jxBa4EnOLSPVXl+uOWdLr07DI/N0zmNsm9tQui7vPm3mLhDRq7ZUG0SXvZL54uR5pxuYuDRGGZn3vx+TQy4D1GPfrHo4qL+fDtzDLKiAl/+wVb8+LakWe7n5DiZdgrr8glRPI4YCAoqK7O0gDPDCvvQolta1OZfxjvOMc2ux8NTL99Zt01124WZezQTP+dcNoalq9SdH8Pf21h7/OysY5Bs+zj5BwMjvvYpv2UZjia3mlFnpVYUN/VU9/gXt25ke94ytdnRj6mzbhMWSbB5+A31hXD0/R+FMxhzOb6/7CaQgfeC98dqB/4K2AkwS/koxXVeHz3ySQdoT4d9B7pYy/rsiehnf007v59XTLt41MWYTpYhfzJqpT0Ihk98mVlYqrNzifaGPnb/FdKcPbaVBy3r/ep/zdsqtTLyeUnCJ0eDKe97v/rPOeE51ksKdFzgP94gOGSSE7hEjeXefLgkVD9lM1bRfy3BEYF7CfKa05gZT6MxZLY2I82gYe5DWLMHCcsCP/Tgu56RvQq4EPdbImJWU7b6oV/EGAKzdU9DfHj+i6N7x0nrEoq09OR4F40vAea+vt+DzzDF8JR0E7VZyHwap71mWDusY2NJddY/enIbSxqzMAsFNceDEh+grMFnFk/DoBZeFuYjTh2+85Iedfy86jzUa5ZBTtQuGk3clHRGelEss/yQvjazUt6OHCvqyy++c7/NCwej88fXxUOyanOOwu7OTFUxI4f+kOPrs2pIXO5EfJq5LGnAY6ZJhRGpm+gfc43prVr8shPh17KEMtiYaad053K/58iGneYctd01/wBE8aGPJk16Vwfn79fYM/k1Oh/XfIYf9YivW8PR8eND///ev+nLODxdV9S6hBenUr+Df1Pd8s1fU5fv0F6m0C2eR13gCrnuT1v+01/rzuIoqnIRDp7u1yx/JQFZOyp0RtnTYDuqhYOJrPdhb6K39cz9qS9roCmR84CzZeDR7vf4rv944Aoljfd3xS9bf65J/um++OB+0Ez7PTDlYnJHzg34XPDvQPvB1WO9CfEDxXjnGZwV8Thu/4Rsxfa4OfgHe10baj7Am4xS47rtBmrxtdcjIvfXk+Ta+/Q7zbb+WxUf7+pwz7ZTV6uJZ2kqX0O21xJ8jyg5Oex/vlTeNygrbTfldtU4dz+t08WeY3QBhbZ/IUO9ErfNHh2Ybjpuk1h1mdA0cCEuMaX/vfS5D4X5BOLSQvhXdtmHsPZ/RXCGC4vaQ+kPkrzQeWgUFbpOkitO2xkzlZ8c8/yzHoDnSL9Z7+EmjA2/TG3ecXIaOnjwY7eI2/13wFE77ORmw1ABfwFptw6Y3fw7GbkmVMyLuPw/D76K/VqMtwLNNEE+cWvrvwpA6Y6cIVfjazzfG3VoHJAprWWO/Jqy16iGjO756PTAVa/cu0Sv6m9D4I6yDwm+EGs2SaoJdvq/nYGj/en9NfjqI+10fZu+35tfDOXvLHAQNjYBcWiSW9zsNYh13kwFR/jfto5P5x2K1DIT039Lk94YGke7ZMDZdnj7bfB/f115nGypIeO86NbzOhxixudvOwmJY07VXY2YleKdIn/RG9vAkkHUU/y3Mf//Ac3tU+v3ERwW+k6QycDZ7z/eqEhA/82/DZgf6BR+Cnv5F9N/87jlnZ+a7LLjz9DZYn4V27u1dlXq3TlW+er9I+3gbgmegSQWs2gdzylMFN+uR16oae3N2f3l0IyU7yliEvl6cIQ/imS4lppSNwq39DGedadJ99GK/PMHNj5e/y1Ge+D1vfbhZWJ3DtuW7NlqTaLG3bceUXZKBz6iB4ztMjn1+lvKCzw/GO052WrcUNJ/qyvrsw2P0K/nnrnZPTYaM0kZN1CqVDPwSAIliOQc9Kg6DCcOaHQWEdpvJN41ABz5fd/ACSJa3p03aU9xb9k9+EjX6JZqJm/nWoBzMHG6ws8YB5z9+0bzKemyWFYE63/8T0pp5gH+6RQnkLe2ikg9/31xP88ZT+qjXYfonFGBJarmNWHA5/aW/6sc6Pe5qipuic/prRUZquokcgQaEIYBOwKSLTP5WtLCbsKJcDaDz+uylz3KEMbdAq3nlV3qQPQv7e7Wc8pvb+yXmG6mq4L8jKYMX3rWvrYa5GfKrGob/0D9q1cdpuxmHWF/zm0G9ErfXtpvD909EoGTrLJJFtgU2ZL2Jy9OalhplQYNlY26i/ahBeKeSM2CuXh3OS8cR0AukvSThBX7SRmj7fOtHKtqgZe9iGxRws749VrxVyWZ6cm78EqrwN7xZ3lOhYKHocXiQnAu66dmBBruO6pTsl0TaZl5bVb97iddpw35XOkC/wx6TUMH9keZDVvaZR9Zj+eium+0w0118ebHePfLPFJi6P12c27dqaNu047fqslIW0iYOnxKy6cvCs3xQ0a0YnP+YirrsfZ1/4/gp9kbXfplCd+JoM6tKGrPvaItG/7/Y334Vder/rePSz5Tzp+38H/P5Pl94r9+k2Xh3l/u6TBz7wO+ETQP/AW+EnlMVvUFBEuWD91+CMofMOpfYuxfqTfafl+nXQh5EuU7fgWWjUm/MWXTWUPOrTkE0m+Nnxm5XRQ3r+ydwTOgkarj4iso7BcyTXE5vSXTMuOh3HAt9stC1gnmgcNDHttNHlY0ujTu4F6aMLpC1c8NhJ2xboQr4LXstJcjv+R6tbT48hSJzS1Vx/OF52KOyjfN59yt9CjnQhBdaRN3UCEzvaE2fiMp9ez+Cs28/4pVxOE7TdJrd2qnpOwZ167fUyTpu5z0Y/Q2Mc6xzE76xzsP9OViMtGCqQBu538eRCQ9WILt6wDjubxchDke2dqFffZyW76EBLhvR2fIl43ZFvSZ2KxILf05HpL9Vamf5yeRrUJQmim3F0x9YQRMJw2/iUd2kEyM7vaMGPywAAIABJREFU8jyTHsc4qkuRiuo3dZi9NzyO5Yo3rLzaoBblDOiUtU0Y3xlSMwIxUl98asYgS/WetRLdY7kRteoDN4Ou5ng38lAf/2P+vGwuh/XXF3W474Ty8CjP/JB8ekBoC5SI/koNnw1TIJcz/vbCuAQTHC35tiHAos3gBe/xD1ZPYl9Dh1F70evV6PXKgg9Nxlbr/VjcI3LY82EH/UYjCL5nH28D8pmhpQYcTlpuQ+Y53nVMn4/NZq6xtzx+O25UZk/6tBkCEl3rf6/rAGw21S5QC2eTaJL5QDEy0401/mSOHS7zOuC4MC028PVxvdThnQjnPrjA4/s/pZXz/sr+Pi5se8U8bfLuLITOdzSUCmaLgg2Ru4blnMvpL0kXbS/O2Mzw6mnb+5qz3u4EeoxUf3nd0e2t2PzUNxaku0UkqAO3gugTHXy6R3q8nKxncA8zDkhbtkBj695oo+0gfXrMuJSIi8Zuc2lCAAEbOmPGQ9mnzbTDrD+zVp3d/yX4Lf77d8C/XLd/CXy8Yha/+NdjPB+o4RNA/8DboTRu3qBMvn3ytAgM/8Yguvlm0I32urKq8SeD6DvHsvi2+e6+i06aYW+HGRq70Ty02nI+21901wifTamblDHNLu6grF4NNqv0gOwS/ZM2Kicp4nd8fxA9ba+WXp7BcOTNfIAO473RsOPV7pNb62iI6EePTHeTzR/UzprcmaN0dbjMJsDomcim8bGdj7/jv6+x/YEdOiHxYDsZLS1v6ZI/ZM7vUni5E+imsJvFpFsxZJI1utDstXe8pqkTuiWLeyoYYLdDezW5X0EaRN/g9T35NMHD8pEVxWLXhP9WYBY8Dzzb9elBL04qbZG5q0y1lA2YOcdwyq++ddoyxhjGWdl/ts75XvmAEbqD9VcYDe626XM3xoRTMBCxGYCQkkBHEgEPntD1GCDjIPquDjuj6tApzXk7deApkKGuDB3OKIc9PyfZPZ+tILIcZQHFAOkjK+cbLHCwxSjhJkfGCuZVogfcO1VfRQCdiPg71ToCnMwxwXSVCTNORf3lg+cakCA6QuskdtOhw7g9OnEAIpP9Rh5B9LCZ9sztQryz372+buEgS0KzAy0WUFdLrkmfr5TlYSO/xgIw/sMWa2FscBC9qSF98EKv9FosviXXpwAXgE0Xg+X77lUnJHLLCB2b/xjaIH06ZO+qF4wNIp2cCRuyz3jxmOmCll16guF33qJG1Gcd4IZyaFUj3xJo7gLbyy0wFL3j57AV7Qm5u4soFAGUxbJCAqeXuBGJ2SLBEXQKA3dPC0+O66wK1yWUx58h8zaje1ey/eAFtAd3fCezALEx5Xp6PagitDN98Dws/PHzL7x39qycnjKSYTBd8hjZqShxgXvJB1nwHMbzMogeJ6zemroFZhGSY++WMUO6IOcEJaMNdOEX//mC5jjM7aChExF9nSPnFLAsbVQXkvYltmMiCTZ0L9sX0T76Pqh8/Gd8qHdk9k/72XdOTf3APvx0e+0E0Wd66QP/PnwC6B/4FthdzfMX4S8F0bOjRq70xZ0jYH4iiL4TPN/F9S6wwfM+nDiFM4Kt401fw9nguS8mQbiVKs+30b44mUiCEFysOkwaZUfYPj2JmE5SOr01iB5bjcMPwASzctNm737eJpB+b6xC8wSkjhH/xNGUTd6dE69GOHcWsbPUGskeB7TImEC3Fh21R95zLXc4bIi+MPgwXqjzR0t5YWFJ+Zxc3J4Nfws3z6rD+zyQMpVP3vdTvPauZKlDQLzmzswV0wcu+729V+LAmeD1wYZG1HpyIsglWNTLD2DmMxgHJe+1ZtpRdoFh6xt/q59Ujuw8VpiSwkfbXUbZBbkUXC3WM0sWnhUMyI5OIglgZ/Klh7ZnPYOIkoIL/dXgeRv0yRHvJ4LnQrvxaB79fcWGOZqgSxB9uYtmBdaTPna6Rl5orDMrK0PaCzLDikLe/5ip3HLHwLmaQBcfF3X7OlvN229t9BfyZKLOOrZ92Y/YmHbE6uthQ0KAAK9N5VhtEvc/vwZd6haThTJt8UN3Of0VAuhd4g8sBV5Im2umqL8I2jIJQNBCBptmrGRkkXeGC9AxL0R73TMtypYNLvVJGon+eo1TVAj/srqgDIZoP9vVMYge5V1ilV2DLJDOZVV2Bo8pUiICdYHnNZ1dQDD0G6TAusnY4f5hndEtL0p6zWjrN66D/DaUGSqTNKiDqzm1tYf7sE8pnFJGObt5nDK+QH/5rBBEPy9nL+gv0zx2B/puHL4gZqvogpAUk5GeUL/Y/KN9CxKC7Xoa1nYyEeV90GmPMKJ1Py6D590k0/GX658+yvTB89ZiPkYcKFD2JbYyTOCcr+mQDkon9j/PyavxnUAmn2X4bo6HQs5dBaO/ArScFVjGnKRC9Pa4UN1lUqzx/LSv1diKCBVN2O/nhZWXOo/p4rN0TNr8O/rkp/3rn+D5s/Bb2msWRP8Ezz/wCaD/zyETBnfhbyiTs/VNvBX/MLyzj+7sgK/49Sqe6l2Gvzw6+YG2SneVxku513lF04njPQqSMpq+cUT44tS5VmB2jsJ2ZMpJcY6mtEDGuTPBTH1LbZpkeXSam8QbI4udaj4XVsuVWpa2mHdVsDt9K903s/ExL3oLlvomvOfJ9MFnYshavwU4sb03dTa+nEPGOGzyoHWmDbr7TavlSfFOJ4+MiPzCAAzqyStAG/q+WTeO3jcpMHR3oLElfbLWoo2mfrIUejEuOkEAcsGEwcXGzUfaVp2y48Wbkz9JceDsmB8bmNCFXtTNgWSd+lUaqxPIyScTTAc6a+Io5fMjWTdBIHGk8U5WbOSCVi4fvw/e7D9JzYIAjUizWwlg2OxmiHXudn3aw7+auxnGLnbGt4xf4Xo03IGqa909T0HAAl/JJwbQJoIgBPZ36IrUvlE2ieI/68w1A6vMfNB+ZplFQ1YcbGeTJMEfk/1KgGdA4oenyIAJdujjVH/NyiwfdFO+kZcdF4Gp7umU1/3YLNfNbnDrQOrmx5DCZhoRMJFgtmOFVOd2amMBBeduh0xoPvRgdYLqL2cfovwYgcKmlbHo2ExbMcJp/TXJKkGBSacDTX78YE/IH9dRiuAAxOYoM4O+EPoCo9980Nb0t5e/axKW+gttHk52Qv4sSXBt3nwfsLwIzaOcyzyo9lUHZJjljNyEO9feYTcUiTYe99xXSQEsezjvjCQci8l8TPSX4E0VCNSHk0b9hQs2TLZQiW4uz23QYBsF6rBST0Hm5TqaL83ilQycSdOQ4bLkoT3KpGtwmSsbb5a/B5rmiiyig/FdlFUFzuMisIgV7Ttj5+XEOBzGQGPFKHqzE36uyai2ME6QBoS5BHD6lhJ7xvfhaX7o6aUnzKCd+WJMury/m14a3H3gNG0nNm8u5dfyYQ7RHHVzrNPt2dxlZiRNUG/agTtZb6Aq4Yp/9YmTTnePzf7xhRMOrpzOeib/6v1Pnpx6BZ6ONzwZg8qC6Cv4bfz4gffAJ4D+gSWcFTb/HjwnjH8a/hKtT8ITO9+rwPq7YOaI637CYYkaia6NRZ3Y1DvD1NmBxTvTfeWkdo6ysh6LJhYHruyuGFNWDBTGn4jHkTL1ITg8Ww5xeOedXWdmPdgvjaIjqoKjVXQXiYRi8TuveyScA+sNvKgjRr/K5FS/zbmcnE7Jgn+73pnV993+asCCnYVH2taJePfm0cauzUtAxlQnRTtcNfR6jSPcuQ368dshC/OBOO4GDltMS67bfqejXEFHaXB2k7k/OfXOccFYNn7kDfxJXHj8Qmia+3aFb6cyjXf1kdvsZfn/2KHunH0oT/tBo/jhF8VmjhRPFx4xL2xsBlAYFfOyhH2gshhAc23ucRxkOX6VcXCSe0aWkmoUtxBk7mOsdSNf5rQbeouAt2sgd02mfY7mGwcGl0GIRu0FqLGs4y2xdtgPiHEVhj4nPtNkSK2kC5CDOpd7pqs6DYeljGiQXyrHkuof7TTedU7T/EHLe+BUx6CtD3xZdWywGvXEJnbJb0+q0Dw9Ji5rpseT++Ae3mvwHHfQmkVjrMKYljaONR8yFzTFAhogOnb+vUbhvQ0d9vV14Bb9NfRlQx5oViZkdo0JWCX6U+gB/jfjgd9ZubVaOOlqOwVztPgovwWZUJUzEZ6gq/Sv04tFbren5vj+0/Au48cC+Mh8J79xMY4JZOkR+yj+U7oXAKKwyG7HuQxF/61xebfSYkgs8AOXUtg2trWOdDIfa2D7uWMxls3RaCJPKOgEvxuK5x8d2mPaAqt+OjkfQ5nm2EezAf83fWryXztBJZvfsxRHaQ4yG9ozyvtaoc10jTGx/TuDtZm26B1TvBHQGO7zuqxR6fhX3MCfG7jT3eRG1th0Jnie8fcggfUWcsAMbJ+QdOShMg7Z0L44ZR99dlw3Yy9EW2YyYOwvUKLX1dgFG0/GnE2/1bOQKIweRJfRumvvYVFeRpPaRNKCraeCULsmL3h94gH+uPHNpsC8CrfBnmjlSkP5Lgu2Lo7Qd1dkh4Q3BhEzXfEJWn7gN8H/Ndbyf4JPAP0DU/hNR3X/DMwV8l+u41+m/Qpc4clsJSUabO8GdpA5oo53GESH5w3uS+6tVn2He/ukuQlyK5y+27Bwjq4mAt3PR2Re5HfZqrMrIuFieZKuZJwKotM6VGodcny8HE+aaF1fcJE3rNsmLx7z7KNiHChBh9fj4Nrv3vyGPSboxBj3m8R3d+cnqRo471oc6TjUXX2ADZ02w6HbqA1/7GjlQCK6W+AZ8C779qk3elGnr68uhXUOckhWcMjxPb4jivfoPPaQtacfGBsO5nDPKHxxjZ0LyQu8BqfjloPcO2xMHg1Ytj6cNvyXwYTHerfU87GwMlp9FJ+8vNDjYk3x0Tc4hUxXGKcCRzsEYScTNABaToHIXuYJj9PRlugq4X19GDKepcunlzEz6MUFDDzgW0J7rjd6/S4Joqd9532k2I6S3Y4B3zyEPIRHlso/M0iVJ2MjCY7DM72GYBsR8feqpyW5YdBeo8hYKc1ngoFw4k4j+A7vNe3lm38UKCRae+f4F+XICnsM7Tsbg4bcCwMfU9egu0wtXgycs37rncb3yAF3/zKFcYy5EWkwmyJ3oO0B1T3+aWh7dXoxfV+dvohU1hKRUYwYLIeAJOGvKa/N3wMNWmEujwe/KnmjEwCm/JHybUWrlh/5tUv5ZkwiT/TjE67IQ50s3UYPpczTzJW3ZdTuOJa1fNGXDV6BY5/Ytulgr7hydZFH3jJe9EWyXX+g/nJIumZRmTEbp9kKHbbHe84DnUzvWInpedF1hLBdTVEK1n4CWQhBBH4nx7RDzh4auUE/ddcpcxtsO8jkm4CgXKQBUvnFW553VpDvXGfyk7ZwD+QTG/ok1KC2jFgWNSuXYqqje0AW8GKjPX2d4DuX5VI56UlLQ1n07tpsUxXbIQo2y7jIdBjT0h0Oha+hx9pY0Bz1eGmH4UVDW4MO2+Y15N8QArgeS00Yv0gKfrPCXfA8cpzvYRzb7t2gMywyIpssljHho2we6W13V0DJWs72s/bUIXvXizH3mCv6bvooi3/5GdQFyj07pirqAh4jn2vbonx/h5gfgLNB7btxg58Kot/dcf5X4LNI4QMfUPgE0D/wGGRHLf3fgrS/FT79cB2eOo7oKhhzpXIsFg73w0n2nMFjgj6d7De/7xYTAn0rWjSdVJGDYQ4ftospBidNsqJ87nfzNKCfTIKeKe3R86cBD5i5FfU2zhtJVx1yVgO3hewguN1xBbgJLDpKHkHcicTpmc5UJ+SQOoK9Y8YEGPi3H99zPXzISR06DMVO1DiIzqTApBn5T7uRH6rzTZ4PAl40dvF1ZjRXY3YANnjgE/jrM7IMHLVmkIB8RAdzgMKJM0ZdXR6pzA31mwzU4D8h76Ts8O3XNqd9t5mYzmTnAH5HUZK6rvTyxMPUt5SklYJMEJ3E8WcbhHfeubIr2d78b1PeAGHoYkCafTiaZScxOJRNBmiQxeeMY/2SNOws429vhyPadmUUjge89+/jUHXpgLChD45mbCYN834avCQiCTuIPh5Iy0br5roTL/pRHY/6PuFoR2e9hGwm+hupFju6n3cgIx90EaNNEw4E4DS+oF5mposP5rDOOI0/kMd2xtD/3eeYVwXbE+dbVn/h7vPj/qtrOpGJTh416iZwbr5JTkYlAW+P1BA84jHd6PgOemMpP4SgbAAH7Bi0J3JjwDTR5ASmmJgrBo0H46JB/44+4cYNfQBynfvVFl/QheM3odfKyIQjoU+R1SXABH1tlAz3LdnfSICaKcfJKM5awoVnow0OHcfBv6brFET8RA5GcR6liaVR37v2MPLd0QmP5p91qlqCeeXQZfht+A5/JrXIK2IjzNRDxrOMl3hyRVwkUPAf5unuG/XEpLM8mGQWstA2KPSXrcbcBmH+CZQ3ENfKjQZPbzKflN8rAt0Az7E22sPpPnlY6j8LYsKAjgrtNMSOZBhtoQsuZ9qoLncrBy5+OR6cKieiO9qm+QnvBlqeC5rgueN51llpEB3Tm/KOm9ZRh+lpa8dLPzLHVXPvG3AoL1judOxE5zkP+hsGj8PysaFblDcMuOA51sAmbclTq7+svDjSZ72Mz1AneJnmr+bB84g/e9FdAtPf6cmBJPWSsVXhR/obn4zo+MuiBIq1j6aybQNm+k0JJNBfE1z/SKDyXUH06sSST5D3vfBp3w984IBPAP1/Dukk90bgezd4/p1BSN0xjM+IzpiBvpkq8ncUyzt2MH/n0eI/Ab9dYd/l9WCUjAk4T8fwiEDE2fxkDyd95MchWO3icFFeVKfYhE4zqXK/eQZzMW0JP8tMJ0x2escORRsAGe9NAE4RGpxm9jgmU+CQEhdO0igBj0y2z429ww9hFyb4j/KF4oE32CmLR5+G9DyzY6cNT/4JAi5TIi+9GgnsVH4VSA8T0Kkj1KFqLjdO2N2VdzCI8yrhWXZwUSfZgeBBp+KMS/HI5Nw4VP5j78vWJEl1NIXlqbP0TH99Ne//pO2aC5D0awHD3M0jIrNcVRluCwghhAQSYNCnMXAg9zQcSCNvdyqyBmIrXpgYLpZVhABFTmeOmZVYSH1ElgqxJceoFtveZLVybiUZl/4rMh4C+epq4djSduX5BgpseDybXpPyMwbzeqCJrT15BMOoXryT+OAkZcgXiB3H9KCzo7ifeYW5ShNRK82OvJlXDe6HU1zkJESTShFFPSz6qnW+O1zozYKO2lVV4X2KAY+2UYVoQ89g1h9UfYLudfa4Ll8gh53DTu5C9uW4dSsQCgH9hAGJXLC3pWa+PKVbjj7gTSlzCVoolFTvnYKk0zxkzlegwWHaXGhTfltReyRrv1/hMz6InNY75qpuVj2JNMbnlf1SXejQSrBe+goR7sLu+syFGnLZ0GbSX+XG9ec2Pk8BDvf2eFB7HESPR+KzIM8BiFA0mhOwk3nQAHlyMVZf5dlwuosihs9rGB8679qs7SEwmCoA+jLpG9CbuLsyAppObfMGdhjGD/oJBORf878cFusw+eAllfU3OnCdDp56EdeDaH8p7NfZvK7chczubeqL0+95B4ESW9RiEiimiU3BPDI2CvKO9isOQxU5Z20vVKSAOEt/pMwDZ19iJ8Hy8D7YFcQlRkuyFHhXmll360Ya4H0nobC5Or5hohA8V34AUjurBxGEcSLQjUV4HBWFM/wxP6RA+cBCV+DGuQ10QCHvtO4nqW4wsPR8o4n9qnGz/+NwWAGcbK+DyP80ZMkLmeW92SfAhfqf4gIL327VsKjFVDDW7/pZxhb2XH0zLGMdhuAvLEATqjRr2RHwJ71Mz9XotfI9tEQYTzT/bOBp84ZQHni7lw2It18y6vCyu7RhRKm9jTHYj63MnCwGTa0LOTdauLfiUQpmn3+wy6gRPK5QXsSymH/127rPlzAXKSWg5Ns3wlXf7R2+67v933cGjX+iL/vu+MFVfGfv7+bZ1W+kn9XnLP0H/kz4BND/5jDr6HEy9wzOrzzqekIJjF3sqCkjB4efdo95+n1M9zx/3DefVk64GwzYnxZEfxUuO8xvLHM3Lcpao0Z0NCI6hmOv6YROUqAjBZ/lATl4vEgmBPaXxtXGIeSWInuBcrrg0DnnRsZdTuagDPzmH5HnuQvYRCJg5ov+C+fIgIDMnAp4U71keF96A9tonpr7lZZIbb6CKuKrdRQnyBpFidbhX9PrHUNh8jydXwa8cfJf8dPPi2vQPhB5QkTtAH+N7y88HCi6yET+FJVp5OXQfW4B9VDpiPVOHXF+SPk8iInVa/pnArUgOdfhIBb9GRmH6h9b4d/I2odnDVA575IDR4kaV9B31QEMdtyJlTi15JbL51qKtHdr1I5Gx9F/W2gTR16zzFL/agfu3P5aOK6F4yr8Vfqp+1kxhmgxTc6k176vmdx5WWqUb4sdZaNBev0hqA7d1QWCgc/avljQUFusO23kufDN0qHaRrUQaU58WnSaVF+sAxQeA45oZ1y9SrBjK7WKYRFGlH1bJOXbsS+usaAYscjowqoH55+7YEtjWm2iVEegSccpCwAVogHF5ihc5G+Sadzor9ky00Mn5hhpd7e5V2BfS+P2OF9wr0z+tecDXzWgjcgC/93wIRbM4T3YL+mjfe+31VNPwpD8SBDoB+yXxktxsFs/dn35OLzuHGmYiB6PLou/+LFeE1cF15ysizSCHfAsCewqJIFN1/a+A/xwxMgf9kEU15bInfEXlAfqyQb9WNtv9BsN3C3k0bFEdUzne7dfBx3H4dqhOd0BVLqTLqz/9DaWTwTFoCsrfRpsD/YrqGAYGORwVyUI0yd5OFGmRt7grVygyq8Wa6Rgtug2ItXlxpscPK8NMBipMJ/QPifRF0kibTYWu8wC5fPnuf5Cpy+8eTsgf5FHM7xI/sBVzSL9XDX2RWnfLn9uBzq0Q1lf17fn/Gd8XopMoHphx5SW1jJfG0rUySI3xD+L9JWUTp5FuxWP83b9sMCSSOXwwz6tLHiY9kHK4jUznTEgIReHcVOKxPqIPTNkfvlD839MN4ENI+jLFPqz2dCRj5mOZCvM4tQSEytcc2yet+YNfq6HmBOP0gIw6ahgQ3PDtIIQsRcm7DFJE/xy0cCOBbkUHC5/g7nXcVCTedkYP6juADqSv6yx44n7Rr2O3ZAKPy4oRgluPDCT4T42mHdhPrvhouyVIEVbho9Vno1v74bl4p4Xguc/zX99RxD9dwms3h0/+N3iEb8bvR/4HvgE0D8whTh52VEo3Tnj0185kqV69uzxLzJYsvkODqIIBoI4yYj3ccp/Xal+l9H8GIH74Bk+PpuHZTLUIIjONijGABsGs5MjBUb8fpexuPzRMeodCO5uWo2ivxK5buKDgeCcIUmYMcSJ35SP0q+lBhhI17lxKx1APN6lGQ/yTWekAecFHcDJWdaR+VKHvgwOSahiCX2OD5P/moCAp4UZ9nCCNMq8OINJYDK+19vkkInpa2zJcVPfrFAYtPDe+bC6w8RFd8avOE/E+eCC2DGgToWExPaJAUQIPpgzB8oedBsNJ3VEB0+wg65d4qw9eKlSfw3ptb/TgibpZjo2AP7F/iYXrv/KI+GNkFN8rxac9NFyO5Jc0GfwHoIOhwbStakCT7oWbVHhCUUtJEY6tL49n8ud+qBv7AfF15M+oPUskqJdAPJ98BPtit03aCMMDEGJmk52NJruhEBDCjxgmw+aQN6TXlahAjVGwEen8rP+P4dQ3xBAwXQza+aDVrl8pym0a/kxZnJaAq/iQlXZWSy8kYU+6EjfcPE6VidXb2m/JJ+MGlKHtuyxoFFH648hPRPJLkw5Xpra2BU6ZAft8zS2XcBsMes0YDkJoLO7qErEoL4/PaSpvq06ajR3rWCpDoJUP6Ks4NgA50Ms9WA80cTsG1HVesJm4P3RyzjaMRzgXo/SgeX3sh6nRrpgBdra1TglmqhizgbmcdyHcQxmAYHs9D+Ab2THLhdKt+F1MzlX/mmgcHSrRy+cgRZnw0Ln0cBCtGHHYffYtzSf4Us7Z0iaFvTxKKtx/4a9igp+vikA9hkvw/n+DJJ+FTmWm2AXWsjox/9YL3sXq4CL42U+5hZgQ3tO7RfUzwVY8D0RESyiUdFz9q7Q2jM1Htl5hHqCPDpEnLNqXUeyWZHWnzrRlY3x5YPOJtnYwKPv2qeluqIaOKeB2ja5cqFj9zM12EKLvq++qZ6svPVtfVRbWYY8prebnpqj7zd9Xuz/qH5M5Rl7x3uetnd5ImXkn44boyDPCXW0pA5gIGMmZ89GRs2qOHEeNurE4tuYy4r1MStH+3GxgNYWLILuQ/xcWRl5ZZXH9olthbgmN6EebLwCXE5tSB2ByLhozo0dXZmxw+f+i6+dnUZ5w1oUMmftDXOx1ujAiZeJQOZEsxrHz+FJQD1YURrmO401lVjPsmmbpLFmoU9WUPbfmT4r697fFc1ES6bdCGksfJOvezfW8NXwTDzid4VPEP33ovcDXw+fAPrfHCoF73bOuYD0WqHMnFDPBs/x3bNGCwPiFki3QSeu7K6c8QV20oE4TrAn9F9dnfdR2O8B5/z4wvKezdulTBzS0WHj8ecAsZ+QCy5MYc9F7uvg+Wk9ov8KLs5pzRNpdL/IBHBKQXjR9Bta8sDzLmaVo2flCGYJyOmkToLfg1GRnnq+BFqEC901yqkmVxZ+8GGIOfTJrPxNnKoc/Vo3Ity11+9bPamvAB0+y0B6djRM75NjRxR2KOeExKnbQduymKTChN07RcGJw7DjYTgh0i6+gi9IADpv4o49vdZAuvR5o5Qz02pHGMz+1WdW0Ru9IM0/zL0mg/WHapZvuBn+qXNUaBo8kV/1q6CzBgMQUkeCvuyqEhY3lIR3hw1h8PwIwfPRu6raJye0e9eMfuUPOLEgnwauz5wRVV04YkMiCDs9qSwYQUbL6BdaU3TOoD6H33wdC26uC7vFIjEIQeTKIiLix5Bh+QfOMrkJmHWbAAAgAElEQVTvQXorEjenO33tmJPbpIJYX3WSj9+YLbr4dcGA/sb0ADpOdYYc5L9BXYb8g4zrt8vZeMKTHehn7v1Ij5ShRM/sFxPZLqBcn2yNRL/KZSMqaMMxvMqlBB6IRjAdAi+TE1W87QGbFZzJ22P2qf2aWMJCJymbiCkKCccL+Gh4KdPggO668gD71dtMUKkeflgAvfeFsGssBGTMhLYRHMfAeaPjOEYwvd/TsGcl/6q6Qv9GXqHd4EcMwpLVLb2YW7Aoaak/gz0iGuWOXbGsfBs0BVvQ4I+KOOo+8t97duoS5NDaq6hVo97GEDw/DmsHsWfV2NXVz7eszmfLRS29McZQQRAbn5Hjvq942cPnEZI9AzKd+dI+LOOABvIJdXT2BfWg54mV10SZubm9t18j78J+6TgL/ARoGp3O1+dDf0ZcAGlMEcDxD81JoD1mquwX2iDHN6LU1VrR37BstYNuPD14HeYhuuufrV8vZoIZdKGXdCzOhJdmzHRsJ9H7v1K9tG7kZMGNY7Sdc2tpn2gpQ65SRSo+jbpb6GDkNyedrn03za8Kal0f5DLVmnZjemG+bNOA0z/QQx2bWHURyzgH+lxVulbD+SaaLvQyewb/wH7NOJPwOztm4wKRBTOvQRdGpkwh9l/Ob6IsMpZviw+c/XIVM36r7nTtkakRUYflTc4uO/2C7X00wtPA9N/o9Wv/XZcpGWvjBi77Dnrs7DJOzToL1bTvXrk/bLlLZs1Yzk3DiS5Y33TpfQNe348OdUFlXoW7g+dXfLTfGZjejUf8zsFzgU8Q/fei9wNfC58A+gcSRKWBA5JKoXxHIDiWWZe3Z8DKYcwPM347PH8n7PH7dbx35ftuo/eK4bXgljhSDptEwKQvoncOBnEC8fBLJIeJ7HLv+TCgFh0V88Uhkj6DDOang+KWLsJdWyUriIFC3WU94Ssh8KLSdzphGf4eLR6Cjw3veeBBz0M5WRX8NmOdTlMb0QHOcpEL77yrnT0MN43k+HukuRUOlpgZ7+dOoVTBUO/0rUrZCR8ZdcGP0B9NMqg8FPfoDE3Om0L3gtMG7/EXMvTioG+hc+aAa6UhtG2sU6X98q6IQQ865JHWiLD6TjKyavqypTReF1nZMYiOwRtz1EKd3SPjSXeWNYdLnUH8GDufhzxLe7h+7IM9x3HQ8euwwENwllcLcDz7qv5m+tqCr3rIu3VZlEf0fUKAgw1jKDMERcKFpxv6tupuOHK1FTIHeijp8iiX2lb9GTpkG/Ih/Mt0Su1y/3Llhb4mASdZEBXpTwazwIFQBtBFV1DOosF8yC/8cCVP9X/UlzG/d5jJghgJ6ont0t8RoMBvNp/aQmgz5cvoa1JHYmt35J2KRZS5ou69/8m/3O/cSEC6cuCQBNH1l2gEI31Kx1UhF+ycd6vGPMHBCqjzt5ZbTl+laL5N9MWJ3RKy8QJ5joFss2F2qgmRHzfzg4kP0MnOXpiz3ekkKF52nR9NArYQwJXALtAz9TYPpBZosmtG+yVBaz1JrLB3hoKKG1cHz9CKLtMfTNR59Rg2R/gmNKUyivYJOi/a5UdjOh4PetBh9oyGPGtdDxWHAxctRBsWPkcS6+lvJbjbdDEXs+26ntlCRYt21ZXROYe2y4+nc1/BJ2BmMvLULc1m6dhtIEF6o15J9jPpV7Anu/arV9T60sDTAJ/Vw3SQfEZg2k0msur69MAjdCDvuj2C+UKBJ9opHK8mejKCGeHejqH8M55y2EjmFPb5kUHDbGgaZQLqQkT+GHgdB5LayGxUCsQqh2GsAzKg9kv4OyMMeCKyqbarrKCMfXylQWqoGn3q+8knumBE4GmKArQBc9p9mmTjmn/n5l9jPErwzMhsSXe6a4ZAcX/hicHxKJlOk/nXcZjNjP1c+UQJpSvH2zKkb9AFY1b9nejRHaj4n4YUbPzQede4Vo288PNlfWdKWMbojUmPyXLjHFT5ZHbD9SHhvRsLUsnv+AjJRvtqeGBRGDHkN3+AtzstDTqdPWOfdwmTNOVIEXSuXuOzgK98r2muStEczvytrwbTv9tf+ypcre+7/OlfBaiDr77fjSG9k76Y9goNv1tbfeB98Amgf2AbdCJSKBoMOiGkweebafPQB04Mnq6UBEcxW/qzxvVMwDTy8m4+zZ3T1+CnLSbYXf2H9UbZPePHXfV9RiacPFCjdsgV6STTBu7oGIqIxnyYzRmWEsC8uqxzg2H5ZJY881XqpKStBvhnEMpfwcRH4b1IPi3KQ+yHpT6DCU3E5QI5ZAEH935xj2VLWSWMNpEJfwykJz4b6bqIwqm7o1F7DDU45oxlW6NjZUweNVgBUSMvD9Ws2QgoaVUC0o++hl4dEmDKWt6aoyP0K3SWgBOnGmA7xwdb+/tgnPUx2Z1jk3R0vhXOGmc393QI8hM/BaByPtqs83DmUat1X9u7ybRIN9AAjd/9wBR1D+gL6WqgP6JOFye1BiE0eF70MaczMehjTrMYzHvGByFO1O4UOvQYVXowPQ6m42Gh4Jlzn9ztrFdXZfsbp6+C0y7lTbKPLGu+LVzzej5F9SE9ehZ4qG0kj7gRLJDIKVKdGLqfs0FIHBKmv16HYb1EZ+ivMoUdmiKKRg34dhVQVzm9JWWPwJqMcfMYhz1NK707KoBBU+mb0dmrqYs28XWd23ztfyPYiqc+uCwgZ26Xr8hp2N0sO+7TLvlobpmHPTSDp4e/YtbEqiPbpWjmiEGGLAHuysoDpzbnG+KJOhFkvIVddMqjMWa0qg86DtCfZNeWJgfRzX4RyXdKbQyC9wf0FchU9BF7bXM17GM6HjuafSt8pctObFkuf945kQ4eMoNBGg2kl6hDe4UxGo4ZmJnag+nRGrVjBOZxTOEJdmMHtGFqv3Bhnss5ZwTuQBZ9fbRGdBygKh9EdGjwsXLgt4RXHtpIaEUPh3dRJ2D/Qd5o8FLpMl1tOFC+HIWuX5vYW19O9qtBmbHyAwGOUZRep4tqG+Yg8DfqmxqvT6ryJ+018eMoLuDLtTlstDmF/ZKJRhv9Ga8bwakM3X9TgaMo1qUYj8f5meNV5MOmwT7cTuVhww4c41dUs6u/2DB+PKxZG42d1CNPCICr/DfRSx5vXCwvaKByYbzpP+XWT7GZA1gS/Vtzq5BZuWn+UTdRODa0sai3I96OSfvprw4AT4LoQyc0+W2+LbV/x/Hpqi/oBNr4631A5o/sSec+qSs9rtdyQhIgUz8QzrtwfBf77sgbA7qeVhsvKL5W6T1PqPAc29wWko9Pwug7y3MFkLe9TR9qM9mtfsS5TV1vn7bgU9ViW/R6m4tEONs6waXzqEmCPoq7Kk3fA7v+0leD9a+UfVd5Z+Wv6JnFWt4BqzJeCaJ/BeyUj/Wr0lfxrA98QOATQP+bw5mSjmlReVfKJir+r1Q4qyD6OmP1cDIlWFTn2SD6nXC3wv8dg+eY9pUA9pVyd/tRTLcegMgELg6mq0kw5CNyDgjOW6VIBu4uJlrgic6bnK6aTBiCysFmyHdgMwAxrQBMTOD5THfhfcYzmciAk1MClY6e6AQt7uflhOlVs9901NxioiWT+y4byJFGfIjDRuSlqKCkdULTnTvpG6BaprnihARxXCwIzXfSFmxOnkgZ4q9RggQCD5VlzjEKThwsX8qcBdIHQT5wm/uH8QH/gUPBiPIekB3oHhKTQe8n6NN/9cBdRHspvZdF78iMOzGCnBAlHVfqIgic604K2ZWe+A5yN/BY0NycZnbfvExcqLcczesXSRzUGfCgB5EeO+57IlmwPfKhLqwo3b9LtDu1A/pulGV6BPUutoVvWy+eExs45LEKoJc0Sj50yjk6KTvFIQ0Db10f97UtZCTcI++byQ+oo3Dh6+v0OVFBR51fneFAR8wnO8stcC46CBzqkCvRkxFOgw7OSY1pExO8nHjwZbZGsAAMgn0gGw6PVImGA3P0T/13jF27Q790ehuhMVP5CLwJptrKI8iOfXXSD5zoRN0r6R3kwGs1f1FUSReSs2XV91vRlrmS0W7FNk/Pw1hJajNsluiMHGDUThgzT6C5pD3GZLLcxpg2LUYsA2DkG0T6ZKRhMXZNPBPbNYiTxSVl4IEK24XjDgKdJbarMbWj6ckAZd2ERw0CDroAxU4EiLvPL08DBfc4RvegA3TBA4J7wC5Xb6g70B5vZ45/TF6lwZ7D0LY+AGc0NhCKOE5Eel0ZEPwRW5LsF+JO3dsvFHTjVq9MvY51igR4EPiB/YATbhhRqd3y8hehWnB4ad62GFKiriIiO55dfonG+I1tTW7RByOeREIYj5fj8nA/nYLPilHz09zCoTx/CJkG6abXoC7DfjE/VOAsiB6x2B0js1zwvJAlgUPSNJONUOkTNa3EFGYuJ47qP/Q3YwXwj4CPhRyM4pVB7lrHQZTGLY4ysKHSv/2Y3+uQLWjNjYkqe26yMN/QcVVdL7oekKYGM+mbPJ7zhDj944x0/8NExI8H2EXQa6Ms08WGB+1T1K9lO1wEofU4JH8jWQBWDhtwrD0trrl5Wn9ybsciSscbqJ/X2XNC3BxqNraUIfGMtCB7Z37Od/mDvzN4foWGd/rDd4Lo0ff0zvjKDu4z+fnugPPSr3uS/hM8/8AZfALoH9iGVfBc4LuVzCyIHlI9hXunau82aiv404PnzwC2x2rFr7z/anqWMCYWGtDpDwsHEMxoLdXAP4bWaSLO7nk5b5LJRGDVPMAKt2GydckRk2DDAVixctHtUQ6mek0cSPA7Lb5w2FTvZ/eJdHAcw0NrF/y3OcFvbTjjuwdHXWy9pO6glrmc7cLrTuvun/EvWYRDJ4ChzvKQxeM00jc/kZ5PEI2+Cow75vFLE86GP0aD8ZFKvhK1UkckGopgupBkjvXc1slhM3NQXOgoyRHsRAd2fk09awvcK1IKVGliVTl7o1PTl2bt75rTTzCn/5x0K1GpnWPgzjls2lz2KmhkwXMaDqFj7JDtsvEgehxEY9ei1RQwhDbTLlP0cXTiV/xJ+com95NL57g0JFBMpLHCmbHHAJujf5qXCRdbCC1aneQsD2WKY26mH0M/qBaWuLwgP4ijluFc7uXR2II/EnwgWDRiNs00Y6VXzhcs1H3U+OsZ7WR5SjLITSOQhRH8E7lbVr1RIwgS9MGR8oNGv2/8sEUEY5e+3qI90+vOr54mWxWRPW6Bh03kWqsVRCrYuRnfo66q5i8ohngfdVoMnIq9rcqd2C4fXK938Fm9xX4BDViHJnWEm01Ae9av0SkfZJBWAXI38POFXB7yF7seKzwzndmsnXkEeXTx18HUHk13tU/tauw/qFfxncjJJbb3PjYKo0aw+Auq+XjUY5pKTqPN0LdBL82omYlN1LtiYwyn9VFrD/Y5FrzR4S/lBWDYjgNViSDNCwrZVL0a0lb6OtpzHziXNsJ5YKxrHtemuUk1dprVsYJZn8J6YPBc7JjMv2S+UBQtNr0iCBdOxsV1MZ1dd4KvqoGm/Qztl7TPhFGNSBe1g67X5mxExIfZL9l5LiZJiBzzLUvTX/rgedN8XuIJmenHeTuVtp8xl5SrSYWhwDg+QDvh7AfOv8DmCkwXFegLv0B36qt0VZMyQxteM1mWhzPdQ8z1+cpXeLXYc/m1cc1Mb8R3efw60cUjD7dG9HjYOFLxS35y8l7NB2KbX5LPAJU/tPfXBz0e1h46qID51qq+Xo6bpS0TTm8VbL7iU4u+Thkr2SoSPVC3FX2gXLjR5r79r/IH7/pn30HPqk9+tX843lflvyve8CzOlfx8F6x8/rP0O88+8IFPAP1vDlFZ4/NXFOFVhTNb9XMXxMFJXTWsv09/BXb49mo9d1ZSvQJX2/6Z8r5zQLYq+9107clHl7oY2JF3zjUycSh4hPEWdhNzeN0i7gaTDXytQ/9Rr/FMfQNxEvQcbOW/S22Ao8I5yoDH6kAA50EKyCM9YcKTBskzhxV4yixYVkw4ac0jrZJzTInD+RhBP7bJvThv9Yh2uVWPlNFWOLscQPDcgnOBXucg9JTHSbdDXXity/TFjefnyOtozJPvXLU82QkJppNXwVm2H177OMGSnjPwamIhLyeovfxnVCl7E33DJgckfsBJ5EHLyU5uxNUdjCOwBgH0oJqSgxODq1U7oHyUdaoAdAfiOI6DHsxj00J3ENcBdK/bTR59e8fA+dKZ0sK9gxCAQMelEZPKbe7ZBHUqwfo9Bjoq+ns+hqNc2WoFfTsF0Mcfc0i1qQxZQeDoC/cpX5CNKM8VVE64yz23dKB0YRuSD/aH1DnfNPtEtgOg45MnfGFI6x44ehd1DDJdjm/A7kn1GQMPzCoLRNSPwOUeaZBd+dLPun4YJ68w6XeGZZhiiwHYd1/mQEXgn+qOYNt9hjSuQrqTc1PTL2xjwJmdz0iTNETdj88cknFBRdJVqFNd/bDMiZGYSMisn8pi0JlsYfDcyU9l69SATcmoaSDQQxBoWAZosL1EF2nRPoAu44nH47HoV6HvoP0q7IXp7LOKFgU2ooOOXs+jH92ur/CzPS5AgnoHSi70/e78IL2X5isWdTgbj0RZNqvrZFzpUonsq22EvoblBvrUNnDhvAXx7HbO1yf5QhydzYuv09Ps5NLX2esEHUNBOfU8pODR1Jau37vWknnG+EV/k9qyWGw1d8BWnQXQcVBA8d34ezYlL+o0tV8qc95exwXIrRHROE66LwB7jPdymkpT+2XEjjkZEaRBRWY6yuLJvp2VfUD3vAtmuV0FdKq8OKbFV5VsJj1WKHyTVywF+EJ7AfRUw6FPqzJ2oaULARvLEInoz7XPqVkqVOK6miCPs/7fFUru/zP+o+Ifl8dxEI4jBW+0hdVYqrJfVuaqboGIgla5Pg6ix6PpgUUytoQhDPyi1nW3IJchTSTJ3daVUL07mW+5yocxSxnsI+O5jC+v+Av2+/f9EDe1zNKs7onOxxRnNHwnnPqVTtIT5frvbdi5/q7C/9OC6Dvy8Wq8I41FfxgPPvAe+ATQP6AQO32lBH76SpzX6PvZdfvT4DuMzHevMLwEOilHxweRG7QvRLbzd/V+TDrBIRPzYxmxrHg0fCvOLX2uP+7V7ym0UMnWRvDBpuBuToST9xhE7/lrD2ySa0yiE2d13ZB3j00I18mln+CfOh/h1x+biPUkkh3o3Q8BTj11SAn96Ik637mhwYo0YabQuC1dtvQ3J+X0OKSfZZw4trUvbEw6K3tphA0+j7LKjli1YVHmV2qls/4WSY3VWjkRoj6a9Z/c/3P/6As96gKbBk7sPTo8WvitSLgYWyENZFJz3583Wkf4BRarUApKtUCOOa9EjlSeGtbJ0+HRndXC3JCJL/BT9cNrutkvWDAcM43nd/M7KtDpTsbfhMPZr9jfSRvZO2KbvYgsCPxW2pPhzHW5BJPkKvNETsYseD5kMAVkF9e+AP0mLTqQGzinxWo525+V8AS/l1kMPLTUOP3a+juTfDtUaCVmpbcHvAftwYFOhMEpoxeD574qk4BKoT/8opJiOVD2PjvxiwX5/pu5iHbTmzZYYIIvFopsZb+c/WvU+2GBtMGf5h+41Nc16iZIdxU6g/yU6au8W0VJH2At63wXYdTpNNoqyDPAcRwlXWivZPEGgT51qCQ6kN/MKkf4yac4NDvYdqFLvR2J0bEfS0bbRaibQWEUerQKTjvwAwrHcy+TGcmWNIrsF30eSkj06VgnBaSA9PhOTU+LJkjLNqIonCQlC86EJnZogTDQqU0DLK4uE36ddpaT/hSxoN2ixTMMAPkximF1GqnB4juy9tNAFS4KjoOAM+LxURcG6IsxYWiH0a7S7q7LNCLiA2xYr7fZr15LE3ecl5m9ijYljc/Bfjb8rTpv8SD5AKY3BPI718NZL5qcKkp2jxwKJ+X6rXiZy5qu3DljAPvFFfgpXqPZNBNSUJTH5+ZjOX/Nsubemfny/Z3w+bj1OmC3Pax+cUEO0VjI/HhokL+XQ/pbT8NRA/uLZ4Lo0WK4k3OAVocAFedMD1Xwoj9zJx7wlTDbgf2B98FPj/esoFpo8Wx9nsn7O/PuA3vwCaB/wMEyKPDD4dVgXcdBtJqAvAOurDb70+DqSrs74Eo53yf/NvmQlfdx1tmK9AlLkGcH4EhQDKXveIUb8UdnhqSb83A6wV+Uu4JU1CK4oZMXcaakYKCf+eU51Zw+DHZgeTHvWQ19csizEYRKuDCoS+arc8cK8nAqsW9HdLRRuC6mNVUNyMgunIGZWlf5dQ2jt3EjZOWcoJlqor1Bc/Wex2w8OoeEZ97ZBxQURXmH2Ht10ZkYOR2kz6LCaOWlxxH0RRksqJw23vWQ2xkcZyFLDjYXwYuWZf4Kx2fBc+a++5x//eoyJVE8Llo26hr3GIIlzeqzCkJ7BFWa4snEC2Q0Xg4JSzbAPwviwiVnfmqSFhzQ4DyzJw2Ly2Vie0tW/VZiJiqJoTjfxFEf861vn4MGko8MGNUXGfT05vZL9+gJxfEPBBguBRwq0p0nFeU22sKoD62vl32y0Qjw6p7gHHBge+t+QCeT1o9c3/RkwaIW5GMIpCPlMY0+4JwKZdXXPpCRaJtL1+p0r5n9sro1G7covVV/hOfQP4ILa0b9a4A6viZx+rCFQV8ej2I7sPYxuS91rxuOVHaMLIGkHXYi7t4LGCDrDO8LIDpE2hKaq1EjOsYinYY7fYnOZgzKB6G7CV9bqsuUrk3y9SryGujM+qPhawDRiYYnj18X9DQiGkHtCq+bXyzmKfjAL2wAG8hEfq1ZIeuOMCKSQG2ozHS0WeqK0yRTvLtO6TwWRD3je5myUm1CsM9MwT7O2j4SURLmcJzpZX9ijetco9/5BXC6c1cWqzjzxXDv7ZqWF59jXy6ulx0N+2lMNvWnTNIvAHVBnGFWC46SJZLOQH58uAyisynsq6r0iWHQHjyp02MQPS14SJseiGbzsdw1K/vZ88e2qft1Hn+vbHYMau+BKVPcSY1BdH/S0hxL9TAucKz054qyiHht+5bCvk49fIaNw8lKF2E3HvAuv/UnaP598DvFfmZQLQD5yiD6B/5s+ATQP5Dgu1eaPQP3Bc/98z4gfR8vqqNXfjfe3wWrun8FT2aDte8ymn1wDa6B+VzjFNPqsTk0pBhw6Pr5Qgk6KQv4dmj0vvvX+DyZs01nDy54Pkm72hGWJvNRfsvJUkWMtsCSziniXRgTvhTgHZW3BehszpuKsqqf1Ckdrdn3he4NKqpV551DK64uwMaO+h2YyrEM4OUW/s4J5nD9Hl30TPB8vCHc+YGPF9i2yl7rg6GboPOqy6y5ZJJ6TlNg6ytcxoCTLKJBvdC/ewu9BTyjicagSnTHUxNn37xOpzv36keU+HeOeRuwz88cVJmUNvXoJ5VoH7r2+UUGVE46SDszis1CB1ku/6qB/XueO1XZUqRnQDFMJR84n9NQjTfHRV9g5dJYT+j2AHrGRUUZg+fFzSq3/siuS3naF4RJMC8fu+50egwwhOA5Qf4Uk3DkN5MXrJuzYy0VWbVbXVNLUOYvwI9dYefiIs+UhigjUpe0WCpmLO6/aCpTy/xavkCK7Fmbj0d1vLhYkBCiNuu+SFQvECoW95W21Q/K6kKuGjNggFtE0Zh+jePIRc900zUfM6UFqWK3RvDcL6gqqnI2Jlm92TIwxWun3qsTJdYoKjp8lhHpjiSJ/Yp9jHGI0xwNZr/CeH6bPEHkI2bneCb95ay4kHvm+2iRrpAmPPDXDCeKBXu4/OTKmZ66Ik8ThmBAT+dihG3LOt5RW8YepRCL9s2Rn+rBoTvBeCgSWQ+Azl5l2Oy/Vb5qnhnX9p33QegnoP/KIDrbt+Ov9qCf6qVb8SkG2MfTkOZqA7aTMuvxBBHl9rgFok2v9YzSUJCwqnk8MQ518xZ1m0lhangd3JzhNR5/hU+6Ov1o56j2D7wHfvdAse/fc13wgQ+8Ap8A+t8cZjuAf7qieWZnoH+fnhSpFo6SE3jF2O+Ud3W39tRxupn+VTgr707cvyPk9qEukq3ffEV72OQql7Uqfxq4nt+OMuv882DdPrTpzSg7lUeL2XleOT3z+q3baebNvKrLnuNNdvzO6RmxP19iaLDs3K/wxckzPkKHYCH/KzybThSBqb65TQ+dERR4f+LEOJ/0JtfuxfRn5Uf+LXg+0RmvwLa9CotCxkvL0+r8lowLeSzSVjTOaK+CHU2KskBn96X7PuOPLpVE9s4F0Qfe5eKATFFN/EXx2DkToirmaTgpv3PRn7CB+dxuYXjFGsiB5ye8dIVWtN1iqzGSc4/+N3ST/IsgTHK8FiJei9Bk11HEtwPBvEi8yYiAfiSBPaxT9J0TpQBgDJnlABqUIX8bXAdaVvxcwzq/BRdY0wmtz1m0mUxYeed6Bsi73X6dwKmCu4prkb8ht+tiV0FxImw3GTlxHhs4duexErsW39PHqydAbMZmkT4NsPSFR4uWHvbL+igs/sKFO/0Cyq9ompNrZd0AuQk2YZcAVFrhTSO3k9Mt7KIsliKFT9ub9QQsJsYEy+yBzEnuipzNxeqrxQLP8mLRpfPQeDKGn/JTXvs5wKy+vdmj/vCh8EbW/7SIaB/HXz/myTo8L7Y852FMMhsbzMDmYzjOobR+5GWY1DXOH84LnY0L7hnhnvsjYzBx3kyn46qVrJdlFzomBjcp66+Is9klyWIGF0xfRIyvT9Mz//xJFtXx80UhVXD9xQD6hLw6ybOqnah3pkYb7X0OV/23r86Bfrdg+WyRwR182jml9Xf71G6Ed8hLdZrTKv0r5b0zvvGBnwufAPoHFL5797M7npSeV0LXlfHUzUU3D+c/cDPcOVCo5P93G4g8C7iCOGx4e3uZ8dmXgvMuFATlGfhNha3eg6PkRsdw1qtBv61vU+PoUYOBttPgd7r5pj4mwZNUj3eX+1UF3QvJaTMcHuao+6529PTg48aVDhc5rQIPGLI4D0rs1lgD5wxOvPL7qLazHoPr6qRp4VSQbZ3yG9wf5CUAACAASURBVEDF0M0YUSPqwXNm3Yi+U/Wo4y7Zn0LPvZ/b8xLyjsmsaK6NZ7w9Ol2UOtVrTX9Q3Zfmtsxt/QVpahpB9yd7YGjS269Ib1xw4UMXWYTySSnQO+HB1/Q5dRBNdgH/GDOzOZ7c5trultczNEJYxai2Vkd3gqo47jf4rWYJTDjC5Oq0L7cJj56oxeisEiTpj2II5AxFpyed2PA72ahLcF2CUGft6MeXPBQ60IjP9rPf6S7KJ3gNWqpnO/jI7ziWE4FmwHMDphhDNDrzLk1o8XUDdvud9hYGX+SXI+kV35AvUWNpqloPgpY99ksn4Gz6bsb6r/BHXgyez2CXc69WSU+XKYLoiLt8/1rRGzCxqW4uY7+++6znY3cA6pisXlp+vnL/PBs8/8BT8N3xiTN4B31/F//znbBzcsGHrx+4Az4B9A84uGoEdlZHfRUtkZ7NHBvv32e0P9/VeB7ewbe/dVuEwMNXcOK72D31c69mnCcBnPpF9WbmUZajV/1E7mpLxEmeYi92oDMH/ZaCDK1gwXABFbs6Sd/H0EOV8Bv7GgTPSxvzLsG8YEpq03clbHsnjDZfRGokwPWl1AV6nK+VogcpBsBmlMLzk/bK3zedY7ZPRmCIb5KziH1EfbAVQPmhMGXrgt+lfw3fkyzj4I1hHQSitgiIOrnIkuSqcAxve1l3BavQs7sRS5dvUrFCcU/jl+J4XDnuo31pHPpsQIgBBCtgPBjBcw3jAa7VGEb1Fe5OL2xWoSe8bY2Iv66/MVkAnR8PIKEVcvhDgEnb7GnKXISALlexdKZV/WURW49JXwEOF+yu5SjTrHdasGuIxNO8iLCsYDY2Zgl0kPa6bXUTdpvjbvo/BuJ4ZNYai6EHHFCzWNBc66Szkx/yAshioBGT7OLbyXCKD/ugGJrnZaT6lM2MR8m+UKiOsgrmVHHLNDZY8+UbuzHwzfoZklnXtAVkcu8j5jw6odkyIJhATSZW1DO3LwM2G+ZAiP3BwfNnJfKu4Pkuvi+NN876DXWdxss5DZHKqxrB99gG20hQ0SBlF7oybiCoM/8tYTYX/Qkxga+EO+n7W/uinwT9LNdJGzwbd/nEaz6A8AmgfyDBrhE4+7bM1TIrnD8DunPuXfBRytfhw6/7oRH5Y1H/ZNgVH+n6z4jbVEbnz7v/hZ92Lvr5aNbPRDi4bCOAMdNvTR16fv7o3UhxRbe9qYI7Gb5D3DB4Lrv4ZIcv0fe7dddm9LuC6IGK6PcaAZJv2YsOkYf6G7X5+8Sz7nlpCPNEUyh3ynwx4EFjpzqNAMTuOOn75eNugPjbFGyH5LNaZZ73XJ0n9yC5M0lfbZLtgO1NUQ1YaIV416LH9k34Ewe+pJEgerQWswVks53o0u6+BYtCY/dbnYdaOU0DfOdwicGGuc8UyO7SQl982XyjYsxOJ34TpLlpOnmGyYK8XwsyHiH2jn08FSrOkfMYURaTGFJX4zscuzJJwJJbeB9AtUeyvX+YjUrB8zrJaa1H19UenIcEqxnEPEBcmKcpoZ6UfbjTVVLtQL8D7UkL4E70JsW3Oh+eLGQPxQ7VtkN7qCwm0sVbnK1XsdCPLZI+0HiJyDvR/e8K3uvp8sBUzL9I+BwWnnyH/boZ7g6e/yiYEYeLgYi8EE7a0O1EZ/dzK0T1Mh1vFgq3+QwfmMC7dmX/6UH031G//TTAuVEEaaNPEP0Dr8AngP6BEt6tIL5aAZ0dFX3ucrw2tbi7fncPGN6N7+o3Qd79TZ1n8T2zkKR69jq/05rem/FdQ/1qe9ze/c/YexJ8WB2FVvrgt4MZ1+EWWV/giAP8mTMTd76sKKrlPz2Z51/gXpTqb1P/YpfsivYu6Tndpc4u6SX/sENTlMOwpxMWQagbu/nyfd7qzQgwQ8N2fNjQHJO7/JV9ND/DfDfNCqrTbKafc9ETBCD9eGarkDtdQpPsoHOO45XhV+dNZmL6VvlJW5/26RZvRkDQ9b1WpPW01viqJrxmT+KiqtJJv0BRfbP8adgIoos8Tog5MQdnHXf2nUeDlf0ovyVd7sKqy67frwT5moatwgRn4EIOJ2PrqsT5eLymxpfH2r2JmteN+uO9pY7bohdiFlfGivpvAAw8cFRaifoyv6+Xeap3+ub5fCkWFwK7rmmgRVflh90lDfT51H5VDvgt48SLu4Sw04NBLAIagWYjAcYLcq8OP3jRBHPy8lO1pa8c5zAncs/UB69k6Fw9kiz8ypr/yfHtSZNdHf6fzEY3MNwN+xSejS13loCctaebH8wSYXqkt5ovbTwJBEDShS3fw3Zp/p2Plj5Pf2V+bqnHVVgpI+9n/cSdSlA8wHnCioYInN4teHaH+2iu6B0Vc/sVQUf6uwVtQ31yyRh7IIVR1y5w5cMWsKYrLNct9JKqyavT00VLm2bzMn3LWNcLenQx/yqIXb9ezD9O+/dTqv/yhOwl9CU6/PcivOK/rPTYM/5e77N6zR7f/U33Xf/2XKd/yyxiSternzK9wt8/MRh9HAf949fx3WR84M3wCaB/4M+Hydjvut4u3RO3wGpV009ebXcH/M712zX+11clxsnU1wwy3ifhH/gxkKI7dYsnR83vDBZnkVt/PXaf7zifSPIumMNEthOzwcOCruzskAt0SPiAcae5P2jV2XgOz4TG4pvc3rm+crO9ABM+6GQOk054rPxnc7AwM7TLcIIePOIMon/NPRrCbIHvWM7VCr4CTX9bk/oBnW3PQb62GW+q0JvN1FXUpWZ7mb4XHTd3MOgH8fj9gELF8DfC6CPBoR0DgdMipvDzOEJE3VbJiSnHoRMavxhuLm3KyVj3ODTwF5dA9bKWBuVJoCgualrhE70MjnXU4PMgQYpUTGFKBk9vlHz8knGiOaHw1OJuGX6YU1PbWLfLCZ3FztdQkmPXV9kwE73x+R83oLhH/70VXmBUMDjXwqpbKH889z5wDkstteNPSDr7ns6d5fW93oDSd/LC4pqk/1/sLGaqAC8sZha9mgPh63mhXDGfLCsteXFje3C4jjHe6a7y6rkt/sr5cj3apnNhK3j+4+Aqwe+o4H043+GfffbzrL+DrzgeI34nze/iwXftqv7KjZo6nv4C+Mevg/7Pv//1JWV94PvgE0D/wG3wE3ZJJ0OwQNF9Tle9vl8bRL+Lp8/upH43/IQB0elK20X6q+X8hPqewcdJ8wdDEaT0AQcPNs9FJ0KB96LQTJOnSfw1vGeFOp9zs70jDZ4tadwiyALSPcY9qe0qeO6c4OgJf4zLps4bTTIJeFSBYUtlTm779iYErMIagBWcqkUIplTvtNRwtl4MPOC18KevNbAd6F3XHpBGnPf4BfI6IDfj1/s1YwzotxEwZ31/jYJqbBMcUi87GYNMbX67+6tsDI7WXh/e7COoU36C588BaMXTaGBzscZpjDGjLnFdfpO6mwun3jtzgMAqBl/K8enKbs30AcuDIu92ZxoNIIvB9JrMeIldPrUfPjAsAfjGYDzgc/BmX/e4fj6uD/aiCI7rogCkN9Jf5YXgOSN/2kEEG1nURkO1vF2DEpey/4beHlG2Qdslob/ROG2Xc/54m5QiiP4q/Fy9/DeCu/wwizuieRA9Lh66my4sv5olZHitXDcuI9CZqyJj6ZOxAMNFmude7UxuusFBp/dTT9J69Dp70VZsJjbSOdJvjzPOgOsbR1LiV4Gi3IlvgXP9R1GWcZwS/GyaJuD++a6yAq4S/bMr+U5/5bNBdIGf6Eu9dNLJC37kZ8o7g68Oon9F8Lyq01d8LvjXcdB/fQLofzx8AugfuAV+QvAc8+rxfqeJia5/k+9rguhfPUD4agP6EwZAlXH9ux0384G/CewsDqGs2dxi8Xd22aJrvWMXPAbNuV04gDESwlVAZOwcJiLicax5ZV+2g83gtGF9QUQSJA7+BzgOt2Sbc9w3xYPOdjsuVpCcO54uBc9XvutG45uOZh+m367FX9n9IGUNnv8iY5AtFPABBzvk/UzQro4TroAPnuN13Cl/DZDmIqLyQpUqfjHlb39+N2gc7XUs35j/vfCzqeuwHpcRVd5rbubgzQhXpT3BkcoR7ozL6gvFTxYnivepnXv+VBOHV6/4Kdw+3sO91sxEKUDcBlfaqS7y9k/DFyOIPvSRq8tYJLVB/3bwHBgWAwouoE/ZfmH6yqY9HhJEf5CcMHAcRPToQfQGxWEbmUT5XyP14tjjGVjhjO+mHeBG4/QM3Nkxv39q+4EfBry4S34IIg1EzhG+R8i+SnzVz0W+l29ZSDRc+lONR5G3OiDYQ4+aVYLnajPH/Ivm6M7mX0QkRmOa09N/BwDuYk6vU0iqbZSzeTC86ax50IPtBBWxy3jIjCz88puc/hRlebUeX1Hv58v4Cf7ZFfzkDUlnu8/v6tN38+CrYgBf5UdH/uAO9HeX/49fvz470P8G8Amgf4CIzo3lswrn7Nsfr+K/BRcXY9hvhB2DWH6T6QcFd68Y9a8w2lfw/+SBmcIOfW16c5Z4o/gTfVE+xJWTS+xP0VQihrmzXxEd3BkXmxs3PbnCCpKn309b4Y8OFvgbHoZ8QGAmJGffOjLwhDkVWVWWK05WdBGj51hJWtDEXAdUyrTzx42I6MFUumY4u617iSNYMwLZ8XuKQtJ5+5N6Jmz3ie24Rk+HLAKoVhtMnTgjbdR1FjNvEDuxw3IzdJnP32QnCxbAH3PaQBAFylZbPNmttwqeC19YHTQP4kbED9JgjY8YNSes3m0Vq+l7YGrTpF/8+zP1ksVfvVg3hBBes2XTrrmLdlkB33uehoaX5pjdJoerG+/WvWq/WvFMn3J8bpezHqzHXraII+c6o616Wn+bvcpxZp8vCMbEdxx7pOqPjMGlNz0IGavuTOR28VY43TOevJhkal4gnbxosHcHqjLjEKcar1byReQIEZ3J0JzxhBYlXm1M/8P4bAbddJqOfjARP8zBTt2hxfFoxQnSGEDveUkDGWhniPpCNiZY0Eaxbqaz3Tfaqx3kEDzg9A7onoxTyrwYwWAaiwseg1+NWjuI6UFtBNF1jtqIdCt61FHwqzUCW+tsbAXCFzfAvaKXN9IWfHrVRp0VV5JwC/YCyw5iFkfuJFsRUK2LmPX7CsB+VUj1xQXOnAV5QdP58WGtl2sM8ztvL2b2pO6T07lPYdy5eD/95N4CV7yLQ6naBmd61vL7+ohxLm/F/VWZiWXN/C34qIr24uM8Yui4idRWmYELcw53EYsxObW5hj6gPuMD23ilO2qCYnDR7MfoX0PqX558sFlYp4zD6RbsXxwyAW4mse+sfBLb3qW6EdPRT4g56Jwx2yLcSntiY5XLCHvqwO9zf+BV+b/X3l21Z1f9s6m8hTy+O2h8B7y6U/zdGwZf9VffsgHxJM1XwivH/d8hd3mjXd9l/o/joF/HQUd4/9///if99yeA/sfDJ4D+gS+Bb1nZdN8s+beAO3j8XbvQr5R7p2Fc4X8Vx7cPGCsf2zvLCY9S9WeOiym/n2wHWCHtffCNLLi6A+sAQdoZqt5ndFTVdVjt1Ex5WPgZGjShlr5UP0dQ1mxOzl3GRQRtMa2i5er/wofg3i2fFw4vHvzCMtERIon0eb7m+A6QVw4lJ26ys27Q0NxS/AZ8x4qjk6j/kyPxzDFhdLOWM2RRnC6ws8PVM4LsoMDAIKE8N/1+OLUKhwQnms87eIbli6zFIAgGMqTr2FHygfbUbmz/oMJKKj+IH+P1gXU071Q5RCjlsCeWoA/qGDm2vC9kYEP8LETnzYqsGaz6kyvr4mscXhULNmaOwD3w7bitl9yQzztHT6izcssuApwvnHRrqE+nyAWFOgM57iQIKb7R2OEK8uyTbfC87sv4cQOXcqo/omRaXYI7J+HV/JySmY7AF5q0oMUpD1JGleYBF+zs9hHE84z9wkQTe1IC1isURQy8Y8ArujdWnr0+duR4l/kw8WpM+pMmOi0s1oJnWbLBfj164Jwfj349csnRvc2Vl6qMFddie+Cd/PG/aC7kPTU1vQgt2L949Lohsk+D5EA6FjrT+6Gt5JexbTqfmtr38e4xjgg+xniBm9YrM2qmn6A/42I7eN1knCQCANsGt7rIlb50okafsncTWOFIMlsOBi5A1GUXK/Bq8UnGKn1bpS/xzCnhdFNp+9lzTp95mbX3JgWg+yd2HHShp70qmdPldA7HvOx9aZ4R0pXyR0wS4JVy58P39qS8yBHbT/Ywjjya2LPNIIxbIBxxOD2by8pjhYK/MN/SOm8MlhjaH+dg/HioSpfZC4p0mn/NEDv+FHQgjdh3R8VaSMhDflCXIz/V1vOQgGo4IriTcLJvg9inYC7WjHE2H2xE1B4aUL8+8SgShP6CNpGRZXcYkt8AavvxvFW56gc9Sx/9tr9DoP1VWn5SXSqYLV5C//UdMYUV/ndB2hxycVHAKv2vdtB//vqL/uuf/6D//PUX/fXrl9Mz//Xvf9H//OcTQP/T4RNA/8CXwbuVZon75Vnp7wVXDMYOjldx7eDGd1dWfr4jkI7lvWr4vyyI7vwGONGyHSf9/v5yl24ODkXOHJQeYQETwotA5gqdfvP4lB8hIDB5nb6hzCf5Enk78o7yONlbiZNlDpJQ9WVi53TWI0d9JMounBP1ZNJf0O2exa1P0QN15kWLMpe9eYqXJXANZeK3BH0w135d8CGVN5c57wxr6vDGSI3bRVrVF/GBY1137jGpI8c7aoZTvbVlIEDS+4CFb3clC4ImpX+nwe4LlUz4CK3wk4RmUkeU4xOUvfxmcRU4D05K8zO1fvSt7EJncBhCkRwfxHpqFuSF8U52k1o/lkrUPDsDDXA4+uz6EsqzDCuf3SKNfx8SRGfcDky7c1iiVOFr9mL2eqnuK6ety18IpfavhKwqAQiY6URIBvoG1VD2F+aOwvHi0tjDeL2p4Rb2ru7EFqCnMC7vN8r+0aeMF/EI9qA/kL+OJpObUkKwGeNYZQZRRmLw9pLMZ/2cu08z4ti3sR6LPmyCX6iEehHuoQ6zYZiwsGnwfNSzHb26B6b2I4PUTCHwIP86raYzxXZZuZR4ifZabJgFk5t/5+iGQJMbvoiNZvuF8uNcwAVRpH5WoOHMpGsFmuCVILnYxNiWgmTYYOZRj2Z215js6xbHatHe+3siHaNw4OWwb5dk+izt1Ljn1x3dZaunAKahKKBuJy51dMAZwfVLtCc595lKfqqmqjdzsNHxoOwEHtFMzVYPYlnxRcxuZrM2XDxhzvl8bSBJ9Ts1kOOHy+TZ7pSlQnHRbocjr8O1yysDb6QnkdTCL/bwDTpT+U/4J6rgOfCVQ9qMvVTq3nbJc8XPUIwvf+UB6Pw1/S72qeWLRXWlfG/DVGZjzZytKfCCfmguzYQGoRHsixNXGQuS6WrfL8eNspnzLxLEw75UigD7j/Rx/EU7RjG/zBUb8f+2aV+3es84Ai/ETI6K82hT88uc69s/DdIY7CLMfJ5E5HTFjl820XYSOI9lnMG7d0Ff1Y0//tTSCbzzk7FX/f1XcT57svGMrt0g+q+j0X/++gf9z3/+Tf/zn3/Tv//6x0hPRNToX//8B/3ff/9zSdsHfn/4BNA/8EfAUpG+Oqr4TeFH7IIG2D2afmbQZ8btrnqeBc8rGndwPkcbTuwW+VceD2Y/iXjeFzUpd+Z48MmsfJ3x+Pu9wiYk7Hfs5Icp+VEpC2AgvDZ80WETkK6abyHv1US08zM6IYAX4lRgS48OWSU/OBWM/gaX4lgd1xhEXNK5gsD02AZ4X83DnQNlIn/qF2ELohOsRmVy186J4xw67MtcBM8TiHO+yfF16CuLHRKxhmsInutOPudQ6hXufvBRXvIK+xbWkmdt2vC91KWq42FrBLBTKWs937oDivVeHEjOh1/yCeoxC6JzJVePEXhgc2yVXvVQXCy3iTPGAgvdkWU7eYQHfJAFb56ESiriu8vIIhTPSlW4gPJ1y02xBNedc0fucjgQTvX1uriFezTbEEdDP0HC7ZhrMX3G6a5i1170Ta+7La34SHnwIfn7q/SC+4pDakhdtmfzHL3AiT0PAR1NBk5gwVPZLwkQ13Z+MFMQiRLR55gWjx+nxBMfJJzYlNnDyOOp7IMtcb+GN9ZTPwCCiwRQtzKZ/dJ/ZIFe4R8/jFYK/ayynfKqDZ0n/w4iooNkGGSLwIpKS8AhBM758b/E//sAGqT/9jazY18zPTqmYWnultND87kAe4UT8jdoRzcPkLrI82F/JXAgzWDyNWSvkoHRVo2sjfSIFOwoLH3wQTJuweNw2Qmzb8ByV2oKmje3E12/Ix/6jOPVHXCmTiZZngmiT838zLDq6/kColm3tusYwI4ZZTw6L/8yqF6AslF+G6Ud37OAMc8fbr4PchxJBVVdpoI5ib4/s58JVg1c2RCi+nsGuKAr5GuhBvgTfQiV/cJ5MNoAW2FQlCX31XXUf5P6l+brin8iCoO3Ycw5ndM79gRsPA1bAThGIFavYdzPntnnKsXNYRq1YwRy1XbBmGFSXx42Ff/R46FJJHc6TQXLF4zBtriFuUv6+5/+WRJ4J7Z46HAUIyQQZRCD52LLlIQmY8AJ4BxaxxcE4w3jm9BlY3dWG7azkqhsFZlwkukKHrh1e4HovOW84c8Fa8FrBvfM33qmK67uQH8Ffnrw/Cf53XfhHd9T30nzyqKJO2Mc6USUARX+X8dB//nnX/Q///kX/b///i/6P//6p6ZtjejXr1/0z3/+dQtdH/i58Amgf2AL3m2w3m8Qr+Z4Lz3PwrN8evd3XL7ju+GvGM/r3zjKZa/wxbSXj8PRyWMbk5PooBx/2D+sfDcY0BCnGc7hDeGKtmr2PcpcsK4cxlcZnpAdm6/v51V6orMiOtCz5zZd5ofgWJlkN0LEcZwn1VUgAvPM6muBVfh1+UMrtz7RMlKhtbpHQJ3P4r6YHvvnaDK5ZPhLNsUdbYCVptAmM57bJD05uBy+pr5s3LHp+CvOEHddOHECH7ecNuKQd46bY7ze0QGDXnDekHwfdXyXHSuMwa/07dOkJ2joAPkGujgkLLk6hLAugET5ejRqdAR9iO0PvBOHosipBKGHw4MRL5EdBSg0DDxud2VwsEH1PA2KVP9kkMcx2AIOG723aLu9Oxq1xyExpoHKnEfImhbKURsxeI1yqo4H4+41GAWaximeBZbEfr61dATFLNklk1eth7Nh1U7wTlc/eYPJdGZTfCI1rnkzWfPgh8oj6huUO8A680k5VRV1N1wX+d1CnqqfEvnDDEB+o5qsA0ZXxkfggNx1wGHfJPI6MgSUtB7lWLQnjM5Y08mhf0s+aRoJfhLuoiVzsqIubojAUeGYmvibM3REYddqD2Jm3ulurxRUmSwSQOe/4oj4UKeCgx9/xZBInllVoEpaD+XZeHgQ9VVCyMD1uNEc9Q+j7wG2iXq7qQMfgwbBrChO8jbWUTBI6mkAL1axkasbU06jRQrPHlgHIEjEptmJN6nPQv/2O9ChrSS5RDRiW2vwwTMHW8D6LpYNchTtVwgw0XEoZhxR4NhzKjZurEB1erhRLeaGK2GH5qChyOhu8+chJkRGInbG+aKDYMyO9Dr7xaS6azm+bQR8zvZ3Rq1/AX3a6U0pvyltnvC6AK5eTtVFkH2gZ8tuVKlkPBjfo0Ccot6xd1nCylQ4ztTkwd5BXtQVav9mYwslN4yzoi6LwdizBRioZ4qXTp+dzCcTKznUURtK6hz5FfF7fscFcmb7Kdk1q1PgfVlPKE6P927ER1j8leSgAOWn/+fHbcYX5weL+tD1DxvDNeyjSDs10/tMPXgu/ZrITo7Deyk/2U5YBDZ+GeqmekhwzFRSGK/qXA7q1rBiY+7k+nJDXgQAEUnd3c2lQFfo85FsFCvzBN8mVZ0Av1ZzrmjcfCz1kWgf1zomprIHRefbhFKPJ/TX/bXot3jF37vjt33VP3sVvjrgfbaYoKrv1d3UK3g3f79rN/6zwfir9B6t0V+/DvrXP/5B//XPv+j//usvHce14e/79evXJZwf+P3gE0D/wLfA3bujf9pu658AZ0Hbu4LeWM4K3055q0Ha1W+aXE33k2DMJUl3bcY64IzEzeWQvzaB8BM5cg4cGb6nb2yviCObADunUYQtpwcVE485FVb1EHQJDq5ZXptAnxW2JzeZbpnJnWSMg1iitbNFHlfyHJxpzjkBFGpzgKMVZUCvhrNVAxLDwWo7cXPZWoupPA58kfb4wAXSsRhwQLD9WjnNZSdqzqHsZDQ6auQdXkeH0yYwD5cvOKPpQdTkO6Y7jhvDFuoc3zV/nWid9EtwzFQ7knQBP8vOBnbS0h19D+KHJAQ6EA841dRpA45JC54zkCOyN7DG4I+TdfZyIVQy+xgPEQh/oWmAdRrAIOQPLDggr4+Zho3hY+zS7H2lB6AK3U0j7ItthbZN2yb0ndi2pTzUYEEi6N/YbLsA/MvdgmPzU06IOyTDriXRW1IEeKia8pRUF5mnrP9qlULbOHRAk9tRhM5RpXTQ62zlmi+1vph4I50O8nwAAsAP3Ny1qyDgd6U/NfYJO7anyRZ2QOtmbdqQl0G+XVqGvk1FEIKcaJhsu+umNo6bODZ64Ne+jU2eWU6PkGsK9zwzQn9KOYG6piB6lHspBvgk/dX7rr1ejb/OOS4BiJH71JwxtBEEViWQ0es4vtc9k6+mlCqdQLxVMlYaHd0zOgcOOREkmh/3q33Sj2/0KHQJKhfC7oqP+sLVBQhmObWCTN+i2XK2bBFgwyCIM/FD55n02CsSEqy/RfslelMWrHXWDBmTNj4OaPfmeRNslmdRbbfyvfywu4+yycVVD7KStdkV9YbtpSgfpR3zquDMfqG+kP4cCw6nOXBfBNL1EKuuEgdsUfO6SrHvxxN+CNrXqjDyQimOLZFHPp+VDTxIY/OcXh4p2kJ3iEopm+p0Rli/b+lijSXL4xq/13Mm12l8OlO8cWFGmpuO97M5mGvPJHymcyKtmfqAM9CFcgI6kUkzfgAAIABJREFU0NkjsGRR/opuRjpPBdrVXrHx0GuDiXzGGuLCVyJq/CBZ/PWSv3BlQJ2fpdKHyrCuy5IdxKqIDRB5GvpB7qtAOtoNIsejtMNyIpfdtuOYytPEcE2x7zu8YvzMNi6/0RWEpOaM4WHJNOZ6/XQPO1HGTqihialYjF8n4FVmbdd8Bc2W1J8YfUIGHfrJgrai3+Sin/Ovzvy937GJ6neEVxYevBta0I1fFTu4QtczMYAVzup6C3dU6zruZ2qPg7g9plk/8GfAJ4D+gUtwRXlVChaV8yeI/v3wqiGM/L4aRN9ZifiKwfy95YGJHmMeGL/NV7CY40TGvLDoNQzzhuGEHBMQIoJAek3SKMycA8MpnCa2EyfodMAfrpPjJ+Q1J7sVl/A3/Gn2fuJUylAciTmwRB+x8NvRcyZ/6CxDp7gryg/sZlAGz0cQQuhhKFK/ehscyBrkliB6E4cNyo85CdC14Txf4TI9itWZ1S9MGH25TFEA+sTb6Mx+Fgx0eZ7ZdccUXDLTOqUiWqP2ePTfo1HflixlzB2/lf85+4s4v5TLFn5T+hauJp1V+3MzBw1kdw4KmgSk0MWAPNeEzSYeJA4QLXw4CxHdoGPWT0J9NMjTCSbiSV8eTp0WOGKM7w4bodH4hTgafBv4CN8JJu/0B6nSfnYWdIjPA5/1b5Gtq34mH3yQcnNVpsBk+qTqk5DO902e0oaEm76ShyCrooPa0R83eI3Xwt+JT9JpfemP+lkEH9BiMp3rToBplt93sehwF9oxE4nPD8oDmQ5FaL8SE+4q1iLacIHyGhNEHc1O/1rSasHTTE/X/T3awyo3B/5VO6odCeOPXxiC/XvoJLBb7Xi4ILqzHY7W8DzdIxH+AZfPXSW1zV19RzFaHtlOemQ3JvF60MuvBbU4yFasSAvljisYLwqPZSEmM+sip8iINOQTGhR/pKXl+6hPMCARS4IFNElzO13ZMNfQGTCWcTwuyhN76OwXkj3siwSnBSWKjuoVkOdJEMPjtSrXZkHwjjoKG4P9kuuuUwr7FX/HiSp8kN/tB/VpEQeHNnA30Xaxvza0Mbfil3EHEbTorv3CIgu++x1JLvEitsJQLQY5CbVqRK0dFkTvkTBihrEqjg9OnbeFjnyMT/2M46W9/UL8nnbHD/L0O2hBFw094/Szm4O21DxJhow9mhClqhSFhi/PIZ4ckN6XD/P8SUcPqXzTbl4W5vZLoMEfds/QbnfhwE9qrNoz2qts0/wCizNZc6pVbdjAgzhDYyX5c7X2gVhvr4Re/zzRleodQBXh0BnN5mBuTFZU36ocEHNibAZJg/rQmadOl302ZCHITv2P/loFzqVcVPWBTpPnQGfQ2dI6Oh/Kijzpx1R3JR7qh1UtB4FbjzyhBPMyXVDbkkx7LkMHTn1oAVUffnjeJSIda7xeL09sOaUh4AO6sL2lxzAveDho2A2CV/6nuzY5XU37u8LvsMDgalD73eXE8u6UkypwvrOAAHqY/TPlSUwPP/f+wB8JnwD6B7YhKsuVMjs7AucTRH8vXDky/O6Vg7tB9K8y1L8njMkSGubwusjhJkh29CKDsxASj3edv6SB8+l3+qq5IzoIhN4zGitwzmChn1wQnfHXOaP9BCLJVUMWmoPQOxEmZE1fZqdadEgo/p0gehFwiAUwpk/keH4YLs8fDciQOe7YcQZol4loo/w9VJlmx1nbSfvX9Y/36kmb1xHvYytp21pb+/R2nXg0m5RmCUrg2k0c0NSIHwfR8SDbh4GSlzu3xXasfrYrY8VUcSCsZs3AmeFw8XkS061IUSVEfpX/uPf+gjipdzN/l6bnk+Nvoc9X8j9xeJf1FNUZ+GnQnGfFyZFmRFzeDeP1R3SEHSTfXm96pLvpW4cjyRqS2JQetQXJSeXu3HulSpzfraJ7A0a5fncQUM0hMVv7uHaaimbUWwhNA+jtIGqjX7ngWeD19FMTUHsmsm8zY0BiBCBc4DBgsJsQNEb9oX3D6qEOO3Cuy65BX2OfXPuYvU22he0V0BcWjbi6zPq82QZfbswfy8o6FOXR6YqQT8jAIBQ/HsbTyB9V7UKnr6cs7OmBqREEfhwuiO7Kruh3PNqAmR1D/M5O+/pikRLkbC3zy9Rn74sWzGDgF7l3DrkjOOt77SKtjWAwtNshnO6JnC6ZYXV0RogYgj4JQVkro/f7hv2/yi+XbNpbu6DITZNyiqY24Qj6LqR0wXOOcW9ABW1T4YmFA3u6XFZt5olVMjVwyHAv9Yhj5MHn47B7GuOWR8t9FkrEufwSrJOH9JHxHB4Njd6YqkW1pijPyzaeY3DOfjEwlHdsuh/yRMf+DDhJ9BQTtaPv6m9NDQPLmEAW3ZV1nFRLbcjDBdDttJxsv7wcUNLT2f6arcHTO/gRAsSBl4T9y5UNOAWvu/doqt6vbxYiV9lH/yzUM5YHc4Mhgf70l8p+KkmeN34MxKPafsFVWsBpRo5kDOTmYS5d1PlWTqxg0JRTaP4P9BHfV+IcUMfRZ+MnxONwcypL5yoVzPolBm+PRk1Oy2LWd12fFIglKdDp5zATWhxd0g9akhOVeJkrTvJji9kCqXHf/D2hGEQykUdxfEMy5xGaxhs5Kt2lLHR1rC/F9yg/yNiLoLwq9LGOVdjGLK0RyxxcawEjRWyXyTijrI5eFv3fkRv1YS8DF5U8FUQPuOP8ChJNaUOYBcGf9c8+E+j8O/jsX/VhX1nYcAe8s02exf2OWMBs0cc2jaBku5kaeu7x58v03x0+AfQPbIFfnf2zg9TP0feaUr66Gz/tOHqRn9+dfwffamVimmTdzJ8VLVfe7ea5Sm+1A81Nd3fG9nHSiYNz+XVBUJgwwUS5f2vrnH6c7LpAtjgIiApneTHRNYTuF4N0rn4jjf4O56gGLHBCOTIYLWNSOCbkcYLpoU1fujrg616Qv5zwMr3HOin6UPZ0omcOQWkXcwb6CbajwDmE4LoRyZFo4kz3shOrX0wmd7vRTldR0eDwgLwbLPEb6ojy4xxOYaKbHIiruxm9PIoYTn5qJqdPQGq64r1SN00YOsTKEVnJWOyuSFeYxF/n2OCX9Pmz1CmAUfSTgbf7bSrOC6HNyaCqww07oHWX6DQ99KcvouAxkeqOo+6EBTtInjsM/U9o0NCPyDoXtDnZrggdNKpDycru5Vi5HU/GH3dpu+6e2h/TMGWZSASCQzamHERJcIfbuGbV6RqAYHGRRXuK7T90ItgrH6x9qK+v0pFef3j5d8Fe9dll/cpEIwDRgx6hpiG/Wi2lZWpbopizlWfv0Qm5aJU29FesQ7IZiGcRmGkoY0EfR9vHGIB4gP+cPQ6RVw0W9r88ymsjXT8JhEkDnRK8CIK5DOpdhWqhQLQxsd+CTEnwHGtmSWr7FRfQubpsGR+ufoiYqSWeYF3DLYuUGW2uVzpxEp0Wcc7GOrm8TJf0R7t3Oi/2i5kTOj2bMQB4XNjJTNee/bJ2DGPRnfkFyFZmV6jvsA0kp04q/kbcjj6Gie0Rx9tUcSfQLUZDxWKih5I9G+ULHWNcau0JRWlgxONz9iX2k2DPUj9Kop9rmgPuWIcRzGlEjQ6Sxc2CpY1AXjuOaXwptTjMv1RfjgVhBPMmp6/NcBCOJzAYNDUJMBdA+/WIC8B0Pjb+gB1Lc6NhB7TbhP6DbQJISt09BbANDPegSfHW4fYLkONYgD2BSA7YL2Y8yjXqiRYaFhVjaL/WiGTxV2WDpdxEjKvltiUr9UY1R2IKZY470Q87AXS94KIOJ+1cvW6uJCL5TJSUEWp35n+KnaIFOV322NShRtnFp7MycLpWyiH70hye6K66dZryviZvzZ+cNvSZ7eAUA5F5PKDUMrnTX2Zkoj+JGPzEZ/On6qXmKXJhP2CxAIFmCqqAYIzv7KxltPmf6aa4wMtI29SPRNMg4uz+zEf6qr/2Vf/sVfq+09/8av6dHf+vtt+72/9K/OSZTZuvtPd5XXD8Y9rg77fp7+8HnwD6B7YgGlhd4cyvBdPfEYj/ycF9ovsV66q+P2mxw++wk/xn0WcTyI0hIyT3Ey1mNoecyAM4oZwjqhExW9BvWpZODsafwnErf/NRYFVtisF+mEhrqclBPGgfz4N/JEy+FhPXFi/OJrjsLm0jlNWcmICXcfIH79lyJT65GVeYjMqVyAk4Cp1zJ/HXdkqJpITp+XB4DwERGWpBYCIvZGJ3BXaSA088e6IMkLavBR6RWHZ5Ub765Sp4vuoTMU8L14vBfVESoqom2s8B0CV8ch3mHCzlwAW6RR/XN1t4n7NURTmRrtOSny1HfpiIH/3+MfSoeInB4Sm7HqXoKFH4WQUeiUw/DB3LnMUSeu+8qp2o7si3b2naJxqQmOjJ9gF01DF5B0Sg95Qwy5x3rQ+HeeufRGjUxxEN23fQ36jRMY7Pt2CzYqa4cADL0zKZR0Cb1Q4y1z3Pgg6CCyoKP/GEAaYWeMnDDkh3bNY90VzJtVMY8GCmINIzQcizBKZLh8y6BRYsFyEH++tStzYawcvCtrPwHRaDDRkSNd4cY7EKou2BSSw7zIS5rMHAekctyK1j1Wta11BpRQ11Kgtu2WSh4jdLovHL4VeRYjM3j4Mc7p16PscL7yTOJddFLXT4EFAbq67KrTgInQuPoy/7j+Vf1T6p0JJoT9k8aax7arzrwByNjXulsv54UDsa8YM6bw7fX7opa0DVuC7Jwx2MQf5DoDnSmp7GxZwEOw1hsQwV422dp4jOn+kYoKdcKFYxD58k+0Wqh+ghcibjaugHTa0XcftVxke9BKCdGY2HAUhmG9HDJ2jwtKG0yM1+Uh1xLM0j/4PHyS0PhhrBeJVJg1rWHKMW8R4zzjhc0bbQz9prxTY0u4+p6rKifAa5Gmm8vpVLtO0MtbS8tTbAVpa0MA7RUxhsTJkIZ3L5ecGjCmYp3XiHY7qiL4vcx/6dWejyKx8Yf6lWgdvVSgTPce7C6YRsTnAP5ps+MIRXIOTb4s+aYS9amAW8aL9EoUxwCD/NpzGywCcQuw4I8liML1Jr6GSs0JFs7VkjQr3AOg6VUx91QZg803FJQRB5G4V6JvYV1mz7PH/FP3t1A9mz8BP8s99Bw+/gO/9ueNfu9Mmb/lPMocfINNu9D/xx8Amgf+ASzILor8LVFU67eH4avMKrKu9OfXUF5M28eQbfnd9NeeeA4rsXHnhn0zDGCwedn4Pa0Nn7HPoERHZgqSPq6CZfHNA2x6h4EJ0P6LgdA3wo3+VwDocZzqKOwopRt7IfjPctOvuhXH8P3Jk9P4PoiAnH5Uq4pnRgQDDAdvsjb2YTMv8O0/d5VJhQWXGavsmkfeJTkGNRzZEh/GyD8KkE1s/dq7k8nfoizlP5ausRdEz4OF/4iaefYMcCYjvueHTmE/8Wrv1Bs2MvrbSnzLWrYma6cEWfOjb35L12NRQOsjJdxFHwo2TRPu78iieyWkHs96tym5cTVS2jrR5MdDyss4WdRNYHAdd474MR4jiV6jCJcxxFFy/mVIPzFb8TOP7pTlellT1uBt2rOtiCEJbM59ux0eZLLxZgSX6hlZnoOGB3Xf9tRw8/sKxcGEhd60cHnHQktn/MD7Vlve81c76VDA6Bc0SOOmVUheEVc9TVYoPN4a9rXJxeiAyUgjZkXTfDCY/Z0er8dmOblQTSfRfJemWqX6F+3ZygvIy8KjtxgYYEHyQxOBfdzj7QnWHVQe9vEmRjcru6F/rd7B+dA8p8fBeFxwVUwrzH6Ur/fT4OKSubVe+gZ5fNEdbSwwIK2dbfgoeL7AspnuQNZXsBJQL9mGgZPJ+XJZQs2nhRfPWgtpEzOBlrbgfRS297/Uz6EDzXYpiI+9EpRI+DqD3AXgCK1uA27PjDhA1HX7081HfWxyu1WtQDFqJF+2U2bFQm2C8fQCezYdGWEcgTzjVmzYR8MUPt7+VZGzwV+ys6b9TtF3Xessz1ouy1Ls32CnS3s2FMxA+VfBv/BlnHOdupnht8EbqZiEcA/TEWnHUa4Th2p/e8XLiymtj9WU9FJnudH+XEa18/opaFtNKloqbXPNrkvj0t7Rijga51MjOSuQWPgs31HSKiB9GDwgIVaX/rp+kbz0KrjBO1FrGvA420ASHRAx8G1PVwnfM9LLapyvA2lz3dHDKUxnUXtjhwCmkYtFS5cwPSg77wUBeCef1c4pmlu1jFK9x7HS5Z/kn2KF9w6dS+LJhtRCTHu5OXTxdMLyy3srfm73IBGKH+INdUWqxbITv6Mk6/VmNT1fWk+sXUVcfHQ5XlseMcfpdA7bt3jO+W+5Xwu7TNd8KdPNo/wt36ntu8tVjY+4E/Az4B9A9cBufUeSHQePlbE39juMMo3BkUfvXUgWfqUx0rc+eAIu5++9Yg+nCK2OCYbfA9y2Iz93Fvk9cxYu/vxbtx9N169CD9/p46OGXS63gQJhL6z3ZxOEdVcBGfTTgwcZx/8sjPw0GBdBnNRHpEKyJRAqT+OOtlKAzfn9Dp8gIu91YcOGkm1P9X+sH1ER0G69L1T+QPMR6jGPJx9dgmcRYQalaIzfooIhb3yJxqbIgiVQparABTePlKadxOx3N8ZXOHyW9+D/KSHB6V7thp24pPDG/zEdVTSE74gFM7zjlFUxzTt2GSe1LAtB3fBq343SkTdIbaitHX+dFfPWxsw/0Cio3f/PTv5LcRYyxY7cHzAfThrNFgogQd2nhGtrAq2BIs2wceCOhhyGLPohoOVPmqlEH0wRehV2QaeHVwd5b1xWFMeHQ5qvPWNDxtJEOder3wCFz/PWNksuN4rVSDfib7Bd6ZLPDgiTW6WW05/p/SOgAvAyd9GeyLD55bbVSrYhukgUdh007KC4xzXcgWfoGMARJpRybvJHWIcOcpE6F04XGy+dusonxyQ4fuNYcg62WmKk0Yw/R0vR6SUuiOyCJt2G+2iT7V/8DT6vk0Kw7koB4TbNvgRJzDPZFXmDv4FvZxOf7LdX+L/Vra76rUWPmKBhMY3e85HqnqbOMYlUZdX+oCK8Mw3QWLMg0BQzxhQsuOXQ7rnapq+t7ZMILvQh8NujLgF92C1zNbBr8YEE2tUMhZCqLLdWs0IqVaD7QF7TiotUbtcRAfrJ8Y0HIUjc2rrGjT4RI8lzraEF4MR5iPAZ/mYJrI+DN2oI9j3PtrmO80LX4UDfoCy/KKjzKXjW4z2LneiR+o+9nwNL2naZ6siyf8UJ7jb5Qhe2+LVBx1Jghqo6q6+r6GCx6N6lyjyKMVVLbOBQHza6VLJdLZOBBcuK0Lza14Pv+W9CdjnirLE9mIJqblkr3x5fZb4TGMQ7aRCQHX4blc3wzIv8gmHqNkPNFvqF6Og3gXPCdK3NCO6OcP/iLr+4pc6/SyIL6pobWTJch0QDH9chXGuUP0uUEnFrt9Fe7cif5O/+xXwyd4/XvAHXGBa35/MSgE+inOlz/wJ8IngP6B2+HvEBC/e6Dwrl3iMzij/50r/Cpefd3RK/fAV6yAlMmVP45vlFek9Rdyn6alMIN/UGP7rqz6GabUxILgn44h4F53MleT4kl7z8RAJwnFL24pKI6ltoDDuCidc6v3MCErCLOAs0eYdj67ypBN7vDNprPDYZrxBcrwlC2wOd5xfkUyz2N8lWmaUzsv9zKs+Ou9GmfdM4tE8uwEQC/IiTy9AS5hdWQUTheWXTkzrLl+6uCd1PNszfu8PfYEYar/pmiLjoC4lgiK+qenpp8beOgkPNo0wGr6JX4DlHT32fgOvBbSL+KRoEpAUu5Gpbb2cLzLMYcWgG523cgf5y4VGr++/KETEz2m23yo0Bz/UqPM2WIXIFTLTA/S3/n2OI7OMw1Ir/pexThbBKb/IFUL2bP2Y2nQopxBs5hJ4dtI404c1sVdE9o1KhFfVBytPbtulzLw3GMINKD8pnImsBjTYVu6axc8r/rd6E9OukTmJNgSaWxaTrdfcHJW6exY8WxVmcVD5pSsolTKaiFdNb6I+DeIqmEVrEw4g61moh6Yyukb/EvUo5eYyH9lZU1s7h6u33RkGtBxiSJ146q0DSfEvGi/LsHCdp1khJ8zulhVmA7tVM/2a2yjftmCTiANTPT4g7djfkcuPlu1jrV3P64fj7k1+6V2Sz5RQqR6jaUuHK6TPY2Lt4SwugeW+n5qv4y/9mjsICTusXU+ejCaD9VNfq8/lhNtlafVt71chF7BpvtRVZYgdGpVoFxXnulgN+SUQRbDKQGOGKL0ACPO7jW7esU5U796WGXUvuVRqW/ZnCbpfdA9adEF/PE0+QrY+SezBVcVb0IbgRqcSKevIfv7M6jSl6xITTTROUm/e0HL9vWKHs2njHDsm9pmYHNVDIv+KrZO/5XoFhSdvGzVbXhBqcfuISzguvU4KfNK8zwNqeMvyraRVG/Xpo3NTMWi0974SW6lb7L+8SoUZQXnRpv1QFy4J8HZeLj2KgD0CQ/7oTbVv9dP7y0/xbgPXxuQvA7vDm5/Zf2rtK/656/SHzePneW/2x/+3fJ2tnnO5jZj/u76L1mf/sAfDZ8A+gcuQbULeHX/Sjl/2oqvOOH6nRYaVAZ1Rv+qfq+06bvlYVfmvkouW/g9hTTpnTsF+1ygmeGXIFo4rtHt0iodAgsaokN74RhHiE7l0r9LMl4xR43GUwpcp6BkppnWPL25lMoE8PV3n0qbh3NWTqm3SBdAf+YuH5q7cG66Ot0l6s6g4MGr+PT3m/WrTMLlLDWZ3JN0Ox5O4Soj/u4UNIOFR7TUDxcDCT8ZWnm5gIrv8/onn6CUI16R6iPWkiNkdru0RtDBvkFtjpoYgHBkNnxYFEDD4aJepTEFFD2qO/tEq4K90AAwGx3gyPHs4kDBWZ/E+qz0AU9fN6EnvMVNiw5TUsZFe1aBKy5uBFk02BY5AjrNvaWJm6dTYlauHvr7Sn8OO1Scrab05ZPIy9m34EtaUCSSAccSwpiEZMzhaY82nqjpt+V9G0XmnfAL5PUpc3FBPdbc8/W0YEwdlF4hTzvzX4Uo/6N7MfEIjI6FnfGbnWc0gHM7DV6umLwpe4pB1YyUVRlX6PlKmM4bQc8W+m0LNeriesssJob+g6N2G++zzCnkXuwHgayfkijKiX1xOnchVZxy5Lyz5GBXXFDc2dNoU1l19ZKudHtiv6C+eJpW/xTBCKhzDghik8/FkrHCxetqbLCit6Ydg8NuHiYnDzSvuVCLt/BkXWTUP4F/UN9gqexXX8zn9jOdmYIWkwt/i7R0Pjt+gI1lXUwAL0GV5hPtM9/Wjv57lVfctCvB5zRjd3L2Q8CNe7oQ90XgM/v1Xao/j9l+PjxD48qAZ118GZ+zDVwkCcJMZPbOFevHibGvm4rZoNGi5WTY2pBFWzyNHa3QShabG3bLnUiG9nrINl8Mov9kH+2fDjNdfuabxkXBd8UVznB994kA74ZzXoax0+i/6gP6QebvA++BTwD9A9swU9DvCgT/iUF0hFeN3dW8d6/KqujH9pqtYlu16U9fVPBl8hi9JNvFxkyxfeCdeFyHsY/fOjSHCJVjBcJ/40K/2SxlJKf7uiK1H9a7JMwJAfQV+WtJWkwmcOIxAy4mUfPE4GbCe8zv3/v5W5hIRi9MLDvyharXkd6CFxhISdXDCWUB207t9eNzeGJS/R2gE3hrWwmeR8eNnzLvMmaV7qzuFX9+U3t7pZnT7ifsdIH/J3iTMxsnTs5fAikngaOe3PoXjw6ogTHY8SD4ncxoORAIUYUJukXsMC6OwsB5i9+1FdxMGDhXXTi1iRAIqHgd0po6TQoP6pvzd4dSdGbZwpT0CZLUxdb6fglx5b1RNMEM3zfHPC380jWRFtzL/gztr9TBdeOUI1AyCSfVRq2n5yppEP4sJNTC89KuFzt2QopMXklH1AcnMK3vApr7sdyLMcRzQfSz3VBPAg74RqDv3C9bUDLRfcv7GbqyfGzTi2PNpxM9C2Fcu0wx0i3oMV28LwGeSzImQZ0x7uPir4q4RHXT8Q/aiep4dNeYJX4WRU8a/GhEDzlml2QXOtnR7k718UCBNJgdy3qSgZQskNksoPKsGCP5TPOgHXX/tIBGdEibx6B0T/dQXL47VAvEjL9oK2eU+tzKelhIZ3MxO96/3jFf329BDGIjfxl4mChOiBwlTh5dOvvGupOfDYe4w6Pmq/ebKqu0a9JjzXJGxKUtuzXgtVK4M/0DGsThs4p98yysQ1SNogJapu9lG/pshYe+/H3gFVqj4McB6FXc1YBgNsYD3DiOrEqu+tfQQ4vhW/Fi2FBn3zrNGjwPY9l4FhHaa7NhM77haS0zGgPFSd/6+5/un/2d4Sfy9urO83fS8BX8wfpcWpAgqif6fz7wR8MngP6BS4BB7buCv3eumvqpMAseP1v3rw6eC6yC6LOj2VFmdgzy2c52hHfIzWzhxlcu5ugOZHFq75ZbTq/JJg/oMIDBOvM42renbGR8dTEW8VXE8Xqi3U2p6bURRdHm42+149ynWeGcpFi8en6CJ7I/y+U8Nf6N9wJSWiVNlPyOaUFB9OyoBISKThhZOwuza1EebHfJL+lOywZ9G7hp75jnWlv0Sa19rlVH32+iYAXfw5/vghZv0P8ag+dyecIecyQHXescIhMvaPGqBT2TqEI9XtkkJ3xdcftkbM8hg30TnSadWBw2/Vqd2Ssf7BKCwyrVxdsOcxz5otiliA4fqAp+TkTHI5mq7Z44GQ+IfXL9ulDZwmfccT5lHe5iO7VRxUsmDTaI9HBgqLrdUvaF/SpvQnotyNuMWI4FYeJ9SCjzD83Y/G+gqJTkeSXWBmyV7w1wOYhO91sS0WEaNEfH7aWdFhPK4mO5j3gvVWyd8Pst3l5FsMprORiLV9GhrkjWtfVvzTaY+moQ1HEGE3L7BnMaBX8Y3sYFYTJ4LFgD2RxC/B442i9ukZZ84YLoZXvMnk3mM2dzW/2FI+N50MHy+RH7tYWwRQAkmcpi7JITjR8fQEZYdzkmAtqbPQm3AAAgAElEQVTFJrUWTlEqu/iphTsHDHDB2COMIpIU+jxWI20DnyoVF0/80RRt0jYAauMn9XAEz/weYT53lxui9mfAmOVWfN8NrP9Y7Va//wnUOfgpLDuFOwQxyNtUF1/FRzY2iYvCHBQOjhNdpq8u07qwh+KHc75H/5EH3VCv2Sb2XvC+uPN85c89yxvhziO9/8SNdbv8WdX9HbvQV/CVwXO5fme9ZrGZabk65BrjDuycdxrqD/xY+ATQP3AZdnagf5eB+ynG4+76P1unZ/I9E+Q+O17mq+EuOXiW9rNvyJz2oZj+CbqiY0GmkA63OEdJvrO+GnRXE2sunmWn3Cm5G01lLLLEpYOigujrmjlyIe0kjpCR3QVxAHfqwKNEZLVbpft42D9IMOdg7kZNyd1xtZRpTjJNirTsqT3DCycT5xPJvC5hUbO0g3lPIjq/OJDzvMPK0/RK0js8Ntc6eEz9fOkN/j6PwZ2a4X7ppGrVxMocItTw++dFPpXXiGN5u5ic2U7i+uiQ8Yf75wP0YSPSb8wq7Ugr8CUu6lkQi5o6arfK+R3zuadMI8BAnYZDt+d1HospSv14/OJOyhawi1N1BFVmixhWUMrgyvBp8FwCEDzBU42v3V1INykT7Rfj76qkBWyprCh8dQnDbGlAJtJiYTIqAw25e7VUmlt4UfhNXUKQ/ZqrJw7DkycMf33R2X7JLiLh0QyzSc9eUODJka39gA2r7HHujvMSz+z9Gdww0n97CRlfEMgLJfuxTa2GLclGS6cIqElVVJUBOeRnU62rLKh3kuDsB7R8HzJHJ7vOnWYiriyT55nuDeUNZqQR23RAmqk11Rs+oyG2VWxZYw3QtqCw+HRuu6LnWs+Pp1rIseNt0NWUPk1wDoGeiqIpmrDgCxGeFw2yXS7YW93vcw6HTk1tyNx+pXLiFA8+S1BsmC0oDHNkiixf1YRPSczddo1Px5ptos+SPb5hTlRSEsofY8nyxKVyPLkHJ8P5c4gZXrSH93NyXV52TKxy5w/5JH/ZWblT+yUzjxmGQmkt+9W4m+j3NY7Fa+408oJWecMuj7dfCo1od+f5TuD8DHaPGP8psHs8ucBZjOOKP/xPgN+tfnfGa2q5sfHHerz8gT8JPgH0D7wEdxjFuw3rdx8786cfUY51wO+e3WGkVvy5uvLwu9vh5SP6x587TvRiMn50Bw6bk5aZ8gwSQg/DOSLH9uGU4zvHCZWj/SUIcxdOF68NHHEFMeJVB0eI4ra0crqYEIFXfbUj/z7Avk8piF7uKqRvkBVm2027C4nIguq4vX9SqXoa7Peay7KVSwvFn2IiOsO/u9f+IEgd3Dtvrqpu05f52VUcu2mXfrYYuE8+FvwcBeia7KkpkPBCjGqBnkvenjxKwCHuXIzBpAzjaN/xzVH7Tu64f4MzIK6cV0qa158WPB909hyO9oCZ5o3K+VFJXP8DpsPBzD1gO/lnCU2zSQColIPQQeKnWDCHz31Nd8XUWKyscZHrFQ7508TRfpu4NN8HEZL9mvcphwsb9WxXEF3uwuVD5KVDwPDLm7JZFgn1wUjLz55KbcAbbLGy/frco4VfGy9cxyHXUZP5L0TDpyTGk6fsn/zBBWOlipzpytgGVZvgyKmNednkEyaLMSEzQ3eAI4DL+VccTLdUVqPJnGS5QugCQB1R13jLC4r7tMiV/fKPIOY6SAnSUjS1Sx8IksXFtkZJRuA+ZxvjDF0UAHOwJnjdVCzPy3JfstzPQmnPcG7qUnfOoDnQE+RuoWZNW4bzSc5XBNGnFCTyYp/+zJky3Nw+Oqy/D+fXDBHuopdhHlbw1um7vOjgqRIvBs9f8c+e7V7/Dj/9q6fofnUgecen/d0xhjtOx8Wd31+5C72iq4p39Bv7wX/w6gN/OHwC6B94Gt4dPH/GOFXB8ysrxe48auYqfLfhQ5jxZWpMyPP62VWMFV6kaWeQNsN7Bu92pL+vfc+nrkgPd2K6AwgHJCWawqstzuQlDWe83OBF1ZZEzlvr7m9yGF15daVJdfIzCUCI+8Y7iJtP3kLG4vJ9WsQf1Yj+7EhWRccb3MUlGJ9Lz/4aYnL37c8C16JSM5dRf27B81VQxjtoa8du9Xzq3Pv4gQIPogPBX18TH89r21W8cDps4V1Mmi9lreWE9S905rLIhY5P6WulkFHzXKwx1diVx8xqw5p5wmdhSHlNRBA810CjK2BC33WYjYEEt9ishrQ1AuErWvWkHc/fEE3taWnji3Qz8hgvwFtfIWx24fpWU3d/yMXuZ1H4nO7whAmHDH63XQwwYJfWBRfLEi9Cq8ZSpPJdBdFX2qTLWLBXK6cbPSPvQJGMAdIbodd+azJOKHAOq0ZP2fQfDWfyvFtXtn+gf15ewPtieiePIU0ME9Q7BU/6t5qP3jf9N9uJ8JvW5zq0sEVpTNvWVJ2M42QBGO40VD7sdMS4mOQs7XLs6BIXRFcLBDp/ZeGXHd8Oev+0HksmmTxE1U+U6HE2NVQjWhMYLiiuPuaJdPkTYaoxzNUTI/zb5y1Iwo26N/CrnxQAJ5m03Dx3zskQVz2kW4+Fibwt6YjunzVOKUjkhXJf8e09nfOnw701u7Olv2aYsENxGlUu3hUdFHuWvp6VW885ypQ3+Gojvmf8s/HdV/rBn/H/4ydLv+s4+Rmd3x1D+IpPy77Dp77Dz7zw23qzXePC9D9X63+gwyeA/oGn4N2K+pXgORri6ijtnW92PwPP7nj+KcfbXBlQ3U3vzuq52ao0gdW3YWI5u3nvhCvtLKvLz1Pv0d3jD7L7YYRMFjt0o/NYnk2dyAy03DDn5ZmTZLGA4/VdFz7vGaqnY7MnPsK0Ex2ufJkt4VKX3O3iHMv2/uxn3b53AzpwknPtGegdZY3ksrwPqtTfu3CGznY57RKQ5EWcy18/6fteWLnuibzkwNPNeE0M/vk8tRTuyeV9+mwG7rjyRgV7OGbYK2/Sb56VPvk+7EN3s0rwc+5S8s592XHe9F1o7Zfoc5hmQfTCfjUUGrSjT5Z5kqoXZUTs68dBXjoRJxk2kHfMEOtL8b7AfRqyvtBazfdR2WU4HWuQF19n72729GIQ3dmwFESf4cDL8I3jE4KXHFwY0MrG5hjEzpziYhv+0bsBkRcXRi6zId+mAYvy7nNsBL4WhNWtK8/jke1RmhYA0w0YTJGPFEabVDyT8XZl705s2MpMluTKAjBddeqzljasGju0+EmUmyGMO1UiwZ6aLQuzxK0geiyv/8Hm8WXOdUg95gqoHZ5AdWm/iIibjc8RwXQiN+sHkR/3jr+V6oE2ztljqbH0nzYbcPTI/OtmCqvZQL6RBx94O0jHv4ndPzN4Lvcz+4Z233RQsmVTBYZ2i3QwXflnngmen/loz/yzEWZzo+/0h5+VHedvXxVE/w6f/HfDDn/fKSvLzYLhWsagLbz7wJ8NnwD6B26Hn/Z9jLPvUVfpz+DOb558heH7zsBxVd5Zna+eFPBqPaqTCqYT9snqyzP8l94nfC+79JfO+UZ9oN0HAF8/BDgrMTkFFgMaojNubXyTfUXLxKE2ST1PEPyk4kJv0wxIw+p9NUG70Ka1z/Asy7SoRoU4xzQX2yM6EHsZcbANOj8XeaGwHXqeDnvR9YNS74Cob+rHmnqmn6aVLnqkyrnc+va5Atv8mna/N094Y5mpuODpZIo57NUTpCb3erqtOiS4V9mnvhLXyAVfdIA6voADX/8gTtOWtV+7Cj70Pxb4OJPl6mWwP+0UAWmwGgO5pXyeOWTW9mu247N6togFBKSZ5qpkQdb9d5wztNHvCxvhLhjf9fS5ymzvA6Qncbw4HkkQnQjGppplz5E2Mk/TZoLk0zn6x77bDMH0dZOEFOFW5SwGfyB5JM+qcJ9uZMKx8ft0biVqApW8pfZKpNUjSo5pTvuC3Fb6Ypa8qsSGxZuyN0vTaXdPaSrkfk6d+4s46ZfETUoPJQXZLFLQ1H6ltmbPT/e+oNMxI/a7HdthWWURmCfdjtqWftvEoKl9iK1R1OlKMOTkwWx00MlDW1DNVs4WPdX2y9t4eH5uVhMFiMNob5C+pktzMBE3HgepJMV6cSwk6cOMpRoTBvSTBxQf4KL4mc53uYv5U0nLLH9GqDE764VrGdjGvx50dGx3mpZZu3wXrMyMwn6fKUeHOwYBSVrar+pBzHCK4F44Rc9zHpR5z8YPJ2WdzTVU5jFttGtU6JWvgVf9r69uXtvxz17ZZDXbZPcsfPVJttVpsK/ivCvvu+EdQfRtOVR/hA+e30vNB34qHN9NwAd+T9jZ7ftd0I8Va+7+K8p8FnRF+g+A1RHoO0esP1POT1k5tzMIuYvWr2rv7I9ozsg3dzFullWsPB/oRComB3dVNQQgnoP7g+fPI4u3d/eDJ/BdzJL4keok6SpH27PQBbap4KJeaqb/sbCzOetNVD2T6z3qT/pkmHF/mZmxiYX+Jz5eFlK+iph9Bidx3sxqK/r1wWntsh4S5tj9l5gJBmJSMAFk5iItO06/M0d+Lnb092bjvKNZn7dFYBf7IwT5CrfLFUye2iZHtZvtcna3pHNW3uhPhe8Oe9sV2vYTF//KRHAFOt94sOUN3iThdYvpYiNOjizY4u9fLtFf9gJGGUf4bSY3JZw4cS874VbIFvkm18uU+4p1fX8Cd4yptG+JOuRhy2gzaFkEBfdKvAbCUh/g3O1uDH9py355zYPzWHzmsL4HVvbLLd7gSbrdQqCsK3Nd8hzQ4DhlnWP9Xf4uWs8JpqNy3DxbVyQW6Tb6mugt2pUvIxjJcexkGS3uS8xL60oytnDXCuX2vP2aTo7wgVs5cYG7aGuj3WiNQDnMi78CghP+NTKZ6PiDhX6nn+ciatcfL+e7PLp8Hm4sRvsVM+hl9N0sMl4u6Rm4r7JP+dcqxbOD5m3mzY/sXSB9p90kdRpCfZkT4K1w5p/9KX7lr4A/cYf6K58Y+EpQV2M0sb8Xuz/wBHx2oH9gCaudv7Od3Ve+Q/3q6qFnj01/BzxzlAumv3sl1R24dnDcZeB2ynrluJxn8OP9HfyMnxA4w6k7a54u0N82on4kaJj4yuQ3FsYjzzT2Vj7n8vIKTPmy4tfZTpKYpLiv0N+rRqITxTNQvmJ6XzGR+BiOWr/fKOCEP1i59pozr4g4oTvIbSwqRFBP93yBgqpkLAlbb6ccdJbeD6P3ftMEJPrO7du844fHl+Dfaqcv4m5ku90uO+XkAxcjO+Pxyzv6qBDedwPHm6B/UiOeOYHDIyZyx0sUVauaPyUDQ6ihhRR8AH0m9k1287ZYL/b/RqmuuncFf+LCr3IxEU/K8/cYkFqSVznnqeb1DsTQgv1E+ozPUmfXndDTsODtVCdAYM/x9DKs7FetAKRmrUh5rcxY9tCDRVlVI3vnfxzQXCLIKj/KuTz6KG3xRh6m/fHA5aD5ZYqqQl3R6LuW3tfGX1fKcjgVpWde7n76CIOqpxYs9vJQ+mcUVIu/VJTURqzb7ZZhCVfUYqPNJi4j7yX9AWdEbRJvciNBD+/g10D0sbBlC8SqDaM9uyN43ql09vu5sRr6OOz+bPO+49YzemaC2/M16lavAVscEAb7BZZ4k7Lz8dMLk+aRnf19KI4X908U6kyIWLKOV3pLGum48m+Dm6bOERajlPcUiOjvBLcoSoLosIC7UvaXq/eiNN04XV371wrlU5qtk0Y4pfVJGSmzVHODNlNyPUVo058cjHzGtpz5Z+8+Xv3sE7DfCTv+5Dv4sYrvXI1h/JTP114F5QBM6dzQoLVk9z7w58FnB/oHprBzBEoMmr/y7fI78sUdJD8ZrhwxcxWu1n/3CPK7j06P+O9Oewf+u+Xp+iKLJ8oonkX3rS5MH/9mjkDbbZNL8Q6iUPDd48vt4PlekirLTkD9eaiQRcbP0t1PQz3Au7vs/8/em65Jsqpswxi1nu/8j/fde6XfDwVuBocYsqq6d9JXV8bggIiAoEZ0Z1+rAYM2Jf2PjsewA53W/tT7oE7rrTZ+i4r6mUkeBn/4H/F/+bluM7wVtjvQgZOTlezvVgHf2V+ZPwYHSM3w8ULU3k79wSebNtJhhew41x1Xbcznu3YXlfOuHEOD633hpZPs1hvt2ttwmFXoD0Svuv9DnJ6QNyxX5b+3lYh865AG9t0FhJB+D8tPXVMIuqTYBNqO/mi/dPtb2M5slcTd54fy+aTjbkkLLNc7gjZqKHCxTYd3dNy4olvgTdpa+SQV/q/PNRPl13s1XkNUoJjxd40C1V5Nd6JbyaM0WeuxZ4PnvU6U3UGODyTkLiIV1OHdHd0FZY2TOcTybaf31H7K1cdTtkQRWURkfSwlCMkcR8ZTcda3Ie4/GE4Nk32YzYFHT/KRgxPkLP2sxisQrIdzOYSXXAkDH851SYkL8Q/RZ7p4Zx1E+C5rF7E4U6c1Xb9lwkbvqMpv1PH3ekP59V4tl3Dz8KyvbfYyuU98XNv5h3C1PTuW/YnZ5W+bZwPc6fOVf/bpWMBvOjH2Crxrw+KZNKv0v373eUfLzvHdLO8b1cUHfgY+O9D/x+HKUexnvyl+BVYrpe5+c3oHznwD+6my+V0WxN3N/xtgF9/VMTxP43EFshWOs53qd+qQ8hbpFZWS5nelq53dNbs4bzcmufsw8Xx4WEYQ5vy/yh3jPD4YMUZoZ2PKKYqljpdCplPCR8AXrpnQgOJ+PIY1ph3CRuuKv53Xt+RvJMe0LnYCjaprVmz7JqD9FmPaqslujSW+STFXwW8eyeb2MwzXo+PcGF+u3F89HbTjJlqLwhDOtjcpAstKihv1edasGm5yfAsn+NEFgHYn/UbyNb6usEifhGKViI/+b4901qqLZUgD5mUWeJh2sA8bhbTL3ljIrswlP8/u9ZXDcDK+Mv67w04ZTY3+CrYQJRhEiGPCVDBBKOvLNUUxrVUpC9lfiOLOd8OO5j6v0d8wY8CbUvp344vMATggOQ2iZxUvgiTBPp/hmz5D27FEGlZ0LRXlyQGNzvTeGkpE52wR3n4Uh94+Dmec76sD06M0njmMV/Vz3hPO93CDARjs/trv7+mvuGt1B1fmMtxHvJHPNGAgsBdj2x/MYqZCFTBBBurBR3Pk9lmyDcdT3UmGSLr8oUDKxhW/WpWfOskHiD1hFk7xCeZcMX3TmrprLwxwPSvQpvOJnfnYIE0NFz2509kxxUadSdrSFGEpOLvtVm26Yp372xuId+XHiYQl0YepoI9W4un6ttFalbjyZwwsWhM4v0Hms/orEGyRvkwMqpNI66KuaSpzaflhIKQmsBr+OzLzHrDt1etf+F93fZe7en01nn5qg9vTO9KJ9ml3J8/TOP+2eMKq/tUpsE/if5o3cRFh0WelfPYn/+3w6eEPBPhuYToSWD/9PZMrwd3vOjb9LPhg7+4CiCdOGOA6s9/Z9U/BcHVuh9Fu/N2d6jtpjJ9lmXpURiV2aKV4bJZTODCxzPBk353gs5XxdS75s5PhqXelrBKegO+U2W8ao2uv/YUyYSchO0uydD8wgWCHadE7RqajNHCS/PLFU3OIsv6+zH+CHkU7xD/P0rIzOQxhPzHFGxp7jX8CBk2d98t36ufuXeUdn1kSP3Ht2fQ9+tucozdkeKpfpKNPpD+Rss5zPdlDJdVRif66MIY15vY+ek1q7bf7eIfhcqUolBGbcZGdnXwBLumI8Xif1T5650eVOW4afx+Ep49N9EEHlvl4wo2Rk2a47OgSqcXeXiaNH6879/4/ouJwToLn+Ptd0IZRPgDlWPQszQ3+ODsGhHd4x1oSpC4dX8S1z9puIrUzX7sCG4V6ZvC3dfgq1PBcE0b8gEme45U/Ae7tRB9JWhuU9/Vt1/FWgeIF7Kol7S7osd9ix08gTjfUdhPTeai/blT6yJQsQeAt/sGf6ccNT+EjpTwB3+mjvXJ66pkNdf4ElTs+/e+Ilfx0cPun4Cd2oZ86qRb+al7gqePvth8+8NmB/gEHvyV4ju9x9dF3f/Pc17+b5059PwWz0wiYDnfbhmWsdtn/BGTB81n7s4UIu8cJLdv7wFA0ux9w0rtJatyY4T7X/Q1QaYnou4PnGyiMC9sJQBVSLPH6CtxBdhfulb9cAezJcbNqNnKVMpO6by3JP4sTPkjqhHHL/xtp4l7d9yF2D5KlR+3vo5PxxXg51addyA0J4QJflZ2yc4a17G6F6I+rPCdyvIszrlT/BpyIGpmqOkeMuzMNjrTJK38qoFb+Ju9B6CykyqOIXHc9GTzH64Fzcph+r/id4Pld1gru7rRAYKDZrqFRHWY47OivdwfP8VkiwVwTV/e7qLTqBuGk0nAJu3JXFb1Jn3Hgzz/LsMFQg9Ff7xAk7xCmycId+VREi6S7ul3qEU41XMTbSgt9NKoGcPGCrth7nB1k6ERUx5OA7zGflNMKEVU34DwZSiXYHV6yVBdr33jHuivlIb7Ij0FvtOx9jwMuDYZNsH1w0la4/lm1fsXgJHie4fWU/kpDtTsFBgE+m5Bk8B1zsDtguXS9Ez3mNk6BjdoYas9brEAZwxWBspxCx/45VYOuYj6T60dgLK7RqeMeZUnPNHVi/u6Bn5BsyLghAjFvbMpAd3wTrMm7oMeb2fDsXP3uDu8rwXO83vG9nsFvF593xU3egevfDHdOOjhFv+L/45yAul332Z/8t8Onhz8g8FtXOj21q/dO/X+7cto9QmUn7QxGO9F/A31HwXP/bgRn+OTt7fVtwV1ePG+C+dM+bHkhTpf6DvA9dpltr+Q71b+/g17fBUveH3noT1Vi/xc0dGfwZh3o/RVbezJq7Y4Q/n0jYg/BrwieS7IzFJt5kkgFp3FsbzIsiOBLqL0LEP3V0PxWUYXfG3a7DCa7mbwLLcTZ3yZvJ525rHLNCGdct3dbGIPnMwa5WpsGwt4Po/ZM0gwwW+08H46RgjLEwWh3qvzXf3Ps5uXuQSbPYp3FpQzBEnctv+/Yef6wYAqBZa3IOMpsQInoHDdPgud7LxZQLG4l9muRv8Wmx3yot36DvsrGcoY3QV/tKrjztS+hBbJ0F3qpKvcQq9LT2kXPThZLhpPO3ptgcNjigcRQxXUaizIe1wln9H66E/3GuP514GTA5k70KOsYqu3QQQHGXJ7WhEVfoOXDQ0PFX5Wx/NthsdZJ/W47TqBdemaVXSLVboUzGy6+mwXP8/ffA+vWZrptO/NlyObqP+2LR5h9O3sGuzvPd+v/BM+fhyu0vcoPRFfppzK0sGIryl+fHeh/P3x2oH+AiH5eWJ/9JscKh9/yzRUPV5Xtb1ncgLuxiSxd7yir2erBeJTxeVpc/ebLaEXlrLyrKx3vGgvh3S/hGaJo54c+9ekXwzW0DBcMZGmHM0nFbugGXYqOnUnFIsFJh9J+uOW7YFVfMWlyGTDIOfDZzGubZFqNtWTnQ+DPR/w6maNu5FRfLXBa1B2quqkPFwypLckDPmf18Y475Bb4AT8svri/VfJeXp8T2W2O3pXaQgFlyjRZr4lD/0p7l/qXJ8zwvtq06vS76TdKHLiRPJY+Adsk4IkXd8S9J82uGoc5vH2+ZK5tF97wgZeHZ8fCT1vnp/vL73wtxfTTmKTFSJBJqHaIWKGuv3a3u9fadurOi92uX57L/zLHBcsYBGKjPTfHY60/VhbT6n0ePLdBpFHwIerx2/K7+kJOtGdBK8uJ6/Q74FkhLDIZ157ex413m7zfq8hsr7kN6JN7BAbhmKpBcFn05Xeg467zwFNclj1xIgTRazVD0JcfomeJaXkLVqSr43vEB9Ea668VMmvjabwgjJF82J48O7zfPF3z9okfP9lO9M0Sp4HaLH33jiQScmBvbfhfltWmehT/FofRORl4Wn8FZL7JAoKxYNZWbeQzcIZfKyUGorNHFgZmlNUzjHdoeW4+PdZfo9LPOXTOW+AF9PUy89L/ecc/vvLP/gbf9Rn/b0aLq/7j3wpn8ccTWFe881tiLQxnTxA+BRwoL0cPnPdn5SA6vp6v7wO/Cj4B9A+cgp8Qjn+6snoKdpX+TymwK8f3YODcK7qfNMQQB1x9efZImN0VkaP0Z3rS76Bvjos4KS69rqKJw4RmjbT+/KbROXTDDSeL4LGpCb2nZHlwnP02Qq4gOHR3YN7IzAf/rCiD+rmy3SDEzVqNk7TvBNPx2Hiwdqdo9ZmpBDwvkf+bYeQk+hH9tBOl3iuIRk7/5RD+bWP8JO979J9sDusqCUJA8AErNN+uo+Bm264v50F8dk423BqPFX76Hxt0qEaPxQAD8GOQnxOs/G7NO735DXL0HrgeSuWB78WsPV6HaDotLrFfRfbp+zGqezaj6Isd2l+Sf6CvTNAvpmE8Sh/DjhQRnfGrXyUjfZ9KwBMeRbjYgOkQ7Db6G1VnrB7tFfo2e2kbTuNSzO/d42YRUH/lRTaO94vAzBzM/G5UKs0p0nfapkJ6fn3V9O/suqp0IKzKLyBg1IW9ZvprVuHGYNgdL7+Jry/BBQskXQQ2o0FxvxkOtEdH1hUGh4cYNC2iCNNFu5HH5F4QvU7fjup/EjYr6CIgPISfzJ68DKe67+4M9nz+3zb9ug5gc10t4cKGHf8Zyx3/7BP6dVTGTjB3BWHh0Bv8u1fhtwWidz7j+pM4r/rj7idokwqpHAeV44vK15fMjcongP4/A58A+ge24Tu+geLhqaPD3wVXle+svNmu7lV9Z77Zkh6NehOuBtE5L97796P7GS5X6h+VcaV/R7v1R2Ua+m1ayEgOc/yfd+CiExTzc1VZANnjS9Yn814452iu+eNelE46+CKUDn6ccfUluV053T2Wg3Y9Qde3R1ahgkt1zRsZx8jaofFk/c9Bc9OY76T258IyMh49Zs7FIy8K4TfQ397VAU7QbRBk+badFhk8EUSvlHmlBJbctXDUfk+fAgcBPju+atO++pDIYp1Ve6i4/1aCYFyR0aQyAvuyduc7/+/4zRpVzJUPNPT7O0H0lNcwlQsYQPs5pUkDyisjwRbneHvDKBZAf/gAACAASURBVMLChsO6nCdg5Nx9a4WOZ6b6ZgQ4fvDeFhF12Ub7hrwW8SxUWkwV2nH2ZBVfZqwuS1+6Oam/6YI0IzOipEiH5w3We5Z7rHRwEb9JvptjZypQKw0Xuj7U+KFNrBj8KjDzq5v5r4LXXxoL5++f8/xP68x4KIyHLbTQTkx0leen2wp7z0LRuVg6GZMfKz5H+jLJa26fYv59XU9Ev28wPBRENyWG6ddqTn6mbtI1HpL/JoOmWYv+JrzmZ2doblX3Fit4Wn/twckKJvbh1ufDzsKp7rs72zmf386x/0TwfTgnt6zxTN9dD6L757P7M7Dyf3t4wuc+KuMngsE7dX53HCTbTPZbYcafOwsATtTUBlcPlGsAveuYTwD9fwI+AfQPbMFPr8z67cFzvn8yiD5SBFeC9leOWp/lX61Cu1LHkzvQzwbP+fodO/mvrIoMzvUBKPrWcRPKdNeZ23gLyz7p5Tzvm4esJurRGZs8jiW6OXTmsBpvxvfOm9y5vO64N4fJ3h6Fgwou1TWi0YyeTzaol5k5/Z8G8d0U+PHfsu3yrqfnXXxpmxnlfvv2rha4oDPgb7v8BZOvx4Lo49dLCfCjQfTEIdh3A50pocLFHZcn2jSV781OPmD2QjCOXDA9FEx7RPT5C4ET18mJM7ATZIMipXhU+zXbD4XBc7iG4qopZIyT0g6kiWn/BdilVfTMfxM4xrglD1AKg0PaFac7QpOXAbcTdZfaAxBK88tzL7PYEn55zIljSHWYTWwdVNWTAvkK+Z6e6f2nOSiyxLz/Kvy9X/msqO/S+LF/WU9snXjwjVC28EnaA/mv+hey4Hk2T9e6SALoMs/ldzqBW1fsm1Ps6Q9qPyb6647CFoy9kFO9o3OxbFSoHSynoJWZ/sI3O/Ovb4Kgv37LeLggHybjR17t6C621/Yr7joMdn7fsT/SLDpQVBclz5Ic1Qwyvztdq/wFs5oAiZSL9+9C/FT33aXg+fy/abQ+Aav2zILoZ+HsDvQ7dfykz/8n4h07R6GfXWDwJE4jmvy22Az2R+bffyJO0+yXo+1A/zqIvr50YST//wTQ/3r4BNA/QERzJXB15+0Z+GkhvML3O48THynOER67q9auBNuvvL8LZxXcOwyKa0Fvhd3j9vdh0a7R61LcNHBWAP4fpBz45rN6TbZZwGjLh32jX4u/LHl97G+C2owDOCtwVeHW+2Rqvu0Q/AlInGfet+VzZA7pZR0Dxxmd9N8mVYVNxKWc4rDJ6B7W6w8PLD6QDvEFTGUu64WeTzM42g7QHtE5izsOq0+cb2GRShwAvpTF/QgSHsoEzonOX8sq55jjDMaJPS4kvGL6fYfTlu2M4toATOlrjbumO4bF0VxeLFCQ/JqtOdth5ysnWMDSvRZIOKKrulWvQGD3ob4my7LVvpQFOEWbL79dDpeaBDBNMfi0AHuigEklEDxY0OOWHTaVJjfKHUDNXOO9NliwYUefH4sU792CUHwdyTN1gTpWLx1ntmaaPAsLULeNNcZ5MP8zV8BYElQvNnheK+i2YmzQtKpC86DJTpeXCb/SuOgxUlh0ZkA4DvA8NFScmt/iV/N0lLUnk2pZmHL0dozWqEYsY1f2SmkiL2ZB3Bv6DLOt6J5ln+xYSsudMljeRrX9irwaFdd6V+dik+WUJ2BE35qSbD1HvdJXKMdUjqT6ywmIIP8ssrdxnGqziX4Y4vTdUIc3DXxwJsgbZ59DMZk9GnhmSqDiyFPCePJB9EKToFTW35tdXTzfdR3m9TsWWPzTs6IqN8LOJfdYraZHWxI9KVceLBq4mj9N9VdW+yrV3D6Y5+72UM37dAlZ4qenXzfcPd7Oazz6Pnn0HTuR373z/Gn8v2tn9m6w/u7R9mdgFq/4rjqfOkVov/zSvn0uR7j/Y+ZCdBxUPwH0vx6On0bgA78H7hwJ/r8MeAz6XcU/WvGFjrzs9w6eZ3Zdf8cRM6O2neHPK8e8fwev79JPNiPAX1OO+8VJRCnuO7Gs1MXrPrXGm9sGdlbY1y3BbLf7GeBdhpcnNw78IkDx8ZL+WXVBGlN5BLtF/jM7UL4RMFjzPY6iwN33i9qo49GWFVuD8h8FxrT0pfC8BQ7ZBXvOMbLTKF/1c7Aeazm8g/+fKXMneD7MsEGMYfB8+BL/70CN1wMHcfCRgp+myv04SFcH5RJpU/SXdZXVX8dxUCkH6LNswETMK2AadFhF3E55giW/vX/gMzggX7V5xdACg+cpXv3PGJNWMMuR4soqyGseLckfn1okdoINM3hKAum4CPaPHzabVe4lW4z3lWoLwri4tDpwfFcU1zbWG8YYOoM7ZLFoqybCJWBxbpKQO9j0s7ZSvJ9jfZN7Yu7pSVvD++f013dYW8ManQGzGvppadbwiVWZMXihtRjp28wgoWmcD8MzSVnhM2eulKH+AvnN4+8oXo7reJSxopVCu6yuSRdonJozlFDQONtqwUAsmj8HwhIBd9qb01JKScWR6q9ZWyb21SrtCgIt6wP67Hkw0/gzpt/piibPtuscSMkSCwpzm4xJbvloUHvlz/EZ26KYKjMfDF4X9Nfp5L+NISfwLGtm9tS+TXPJv3dZvJyo61R/VnOVBs83C706Zznjn/3Adcj6x9sn/PuugPVPbWzMeOxJ/lq1a9nurgzK0Xaf01cLopevf4j++Yfon/+j45//ewzfD/xO+OxA/4ABXOH0HQpxtprtp3el78Dd49B30t79hsfqaPRdnL4zeI73V46sZ1yeatcTcJp+C+dQIeor9ntydl5Ucjs81fkuGfsMHPcxcW2FFwTjwmATPBmF9ffAsojz5lzui2xylVzOis+CDzM6mrxnqcEEJlvpW0Qe4rtfgQ+a8/2b15Ym9xdrXLJSHzwwWIrbml7H5/lvVM6eZ3C1gAMmIMo/lah65q2Oh0/4S3eT3JKCztF0He5zl6ASikKBtihj+NC/qTYBOJAzmB1/Ow2eDxMhDmUzoJB70DPqVPe0uvSzqkovX7Dzup0an/PeoyIKzWKDwWQJHDpcJQDSA+aivgB9Rb1qhhTGjcqC5zbfDe6XphelB75m+TBm8HnxzE8TFIN+c+y9al/jCeQRsN2WtMnez8bbojRPv9m43Cx3LnoHDl49RmGvMBT0JX3hitCCsI16CsF0VUWsU67QXrT/xWYspIEOtt/E7tZFMZyPx+agOWSI8q36i39mpYzoj/fXAm73dOaZ8gfjKR3bUVaUEy3MbeWZ8Onyc9eW1ojruniTzM1fqrv3aPU0Mr+C50Z/sT3JetgzugTM7clDKBeazqpdj9XYWzhl8Ajv0A1OevDx4mhanJyPidJlPlHaef4aFzuTVWwPzOR4nmcbHFEsZ9zT7aGMjf6K4t+P5DcH+FHAZUM5nTDPMsyT4jfIifn/qk9gOidR3eamZwLMv/ze+FqSMqsnyEm0t5K/d/L9KDyp07zUbZfn7cndHbwx+6CukYCWl4u6TvZn0FRT0y5/c8dHu+Of/RP89n8KnKHlu04GuOp/vwtX4x0z8J8gmNoSq7pLIeoB9PL11a7ZxusB9Q/83fDp4Q8E+O6VZJmg+hOV8JPf2EDIguh8vYOTv76C23cEz2d1/4n8gHCFfhWmZKPchdQnwmkkBuFXefPyabKPuXxTT+VyqgYRa58f1D5tv9Alw+D5Tdhh6WmaZXMmwfNtcP3R67UIPM3nW16PmAscPj5wXq51/Q3Ywzlk2U3IDZL+Va/OJN65Vb0dgrBrUBw3MCY58MfvOQARcN2gxzucN28v5z5XmTF+gW3GBcuf5IV4jRcBGO7fyFR58PwUcmQZaMeZHtPkuqY9DQunNn1Dil11gQOSbzi3oAHLGnFd2hIKBNFHCwkq10Tyvd5imlplJz3vU7/KIvkOgev+XgERCZkD0CX0wZBRkbBDyvPoNHxkDINJw1JeyuyZmSWz++ya/lI8Rjd7kGOwcLRcqWXlwO1jvZR+ykKJr4mo2W9n9UG6Q5B/29gswEss13DM8Q4+ToH27FyUnhfcT+ivteQevznpNv8hWOgv/3xgOu7Mx7ZY3qeRicyG0cW2sk82mCzV7Hq1u9gF1gsVMkPJ6y8eDz1g3FqD+g5PUOkFjLStnxd4puI5GOAZroeA3wi1We/qLuOf0IdkH0SooLcHJUv50/rpgbEn/b7JXNvgBfScz734NwuaiIfAmSUtF+F0k8/qcttrqiO4oVeUdGI7+asyt9ZLKWHRzNQXw915gUWe0F+/Cd7bnh17ZqKvd/yJVxtwxmFwkq2DNLrkf3teUnyC6N8Pdz/peqfenwiiPwln2jBOq0e1l68von/+6b6JQ56Vfz7h1b8dPj38Pw6zXcnvqOe78q++Wf7bjptZLSCYBc6v0ObKEfBX6+M6r5a5s2P+LP/e7f+nvtEzLmfDwK9wOVxtrZPFtAqZo9b2XbR+HFDB2WDWlPteiunbFfVm85Q92rvMiecFKbpe7OwShK2KRGY7pKBQB3HzrHHFvR8hVRdOc7POfwqhiMRnmQdPUi6cPJjBfd0UfLX+rdl57uUrNDHBe7spCRHwUSnqF25jer/8OmFQ74i7BiP5crG0LX7Pa7zjV9PqQHimnTrnX3/CR8zu9BPUWaT8Teepwyelv3juGvME2sx22SViKY6XaZjVFhaGUubMVLcv6y+zk88W0H5Xqwyq/hQTDdAWmV3oW4BlhKpC2nwYZvzhyXRuVJnU1T73ogqDoYXcS7nMaKljJHcMuwAOr66jWSjEFlTdlWAogvDuvCHF2NQR5cjaC54vQhjARmTq9nxkkn0uaTjNjmIr+hDGNR5DLVKIg+j8vt9UHsYJQkEn492bp2sjyTKm23X7lY+6tpvVbI2joaa3E3slK2FKv9j6uFDH1ll8J07IofpuBpWQUaP6GjNMoMVkuNXBdUg1mlskskH4vfJJKkwv3xdok0/s8159n44RLlYO4zTDM+yCHCXcg+XQk0VquX8ih4R3LAtA8Zv2Fb+TB1678I3tpxy7XXpZ/THEa6ECLom3kf7KjhRYGMt3Z1jengnvF/mn9U+DkkWSTKHE/zI2S8ILzCPEtn7L1KzUOH++pF8fhHX59+fQWlluz96qIgz6xX3EYPHK8lAc+wPFkxaf1GWFQJt/mNcDWTSoM/o3x1U/Ab/NP7tb99Xy78YTvht+w070M+WfDXzP+OWnYzVpewtpoPzri45//iEqRzvSvT8/PgH0vx4+PfyBD1wA3GnuJ47vEvi7hsQ7F0XMcHhitZhXVj9tuPwc5EfVuiTnJy0yK8wLltfM26P68eEDfcRONvDLrvMk8+o7Yy9MAjsy94czT858BRw8rzbdtJyNscEepL477c6sq/Zy5G67q6/W6/N9x/hf1LFyDm+CdSRrUEHldayQx+A2QifwM+82u+sOJ13LPQ6khPG/Vfy98TCDHUezdexOBHglbewqeL4CDJ4Pdt2VzV2qBmNGrzun0nLNdXdWiuvSBdHNE8w9UlTQl5V3k1d3zOZo3/N1GaPtzwlmddDEXjpd87gUkdBAX1/7ZT0m6il46vXXBXrydEX6BIvzGtHstFsEHpaoD05Z8AGW6MDtmN51RuHigkfnBZs2wxaDDfCS4VVsmsI7ae2cx5zAxeWWaG5WW7jB4sx4sCN4drrBSefqsIyb/efs2zOb1bareLwE1Qullm7C7usva/NwtiRfGH9KnOqT4djN9P+ECFizGdeT3eh2TpI4Umv/gSC6pgT7zRtcfCY007U/LqVaxpix3u5ciQY9hUwYzA08X2JUMOiau/P/bh+NxOR9vwrrqX4XFjnXjQEZbQ4pdDSewR+Tjodt1KO+qtk4kDQP6RzL0EM4b89spn5QSKLt2S9yvcGLQojC789BfRCJiVCZlT/kJ5ZlN9F6GrYVriOsIc+ePT8rDoudP9iHd9gPK/hu/+xPB09X8Kfutv8OvH+SNrO6z/JUmr6075+Xry86/u//6Pi//6/d8/+vLzo+R7j/9fDp4Q984CJkx7WfWS33LuPgnUep76R5Ioh+Fc4ecf+rYbWsm2gxoVo5RpP7SjLxHk6xRnXu9JvkxQnsGuVhcUCiR1Z5+2DV7SKr+wvE2w6cI2nr4HkHoG872pWD6Ceh2hutfhEoKyPGulj51Kv5BIwqmDimOgKXUSi4KCOWgt+P7H7o5pwjInrNcPLl7D0TWHTXqr0bmm8r1ajEkgzIUrzD2tc3wiPPcQ2z+VMjXLEN1cmDad5kcdGOvIXxWis7kCuWaGX/kCQDeS35dNcF/83c7yE8g/ra5JIESZuIqgmeM17aPj5RpdZiD/4Yknt3UOVeq4w35/xVIN8OGjs84nXpMvyxhhrrRl1gnszoCuXwQd78yGerjneUO3J2KEHnJFj4HUBZH8JfTZnbs9mOtSXcCmgsvLEXTebZTs5pegg8+CC6pqWkH/E6Cpyd+MCIgnkQvc4zbZatZe1owQrJMnsS54u7QYep1ZXcrbFcPy0W31LlyPKG0lx/2fE0MvRdXhPQLem4na4bHUHBS8fzfVyq/ojoTucCSh4Jojd8S64vKQ7dUvVCuRh4I2G9/XOkFM00vVmV6B/PDMLEdvUywL1fmvMpj9wF1UEj2U+z51AE3lThF6v/jHUJ/CwL0t1u1TO4VKptDmCfACz00lmbICzkmA+CcbkL/bVT/0Ogdm/cpFBtQnO5xKSGr6A/AElpTw2LTKhMzcwN3febguiZ/DodRJ/NXjbqz6oyJEJZuVu+sx+w6AXtf9o/uwN/mt/2T93w9bcH0TN4JHhObayWctDRd5of//d/dBxfVL6O/vtFx9fXEyh/4BfDJ4D+gQ/cgLvfJD8j0Edpv0NBncXzJ5Xmn2aAZcCbNLZakhrqi5yYHvxhpTtwaMSbpi6cbJzoby7DO6kudtsDYYJeQvBQPQtJMOLObDN8x1Do2i8qBtEvoOpudIdh7pQRZB4JosdqnodFBZPXd1hDnTb8rVh0SDPFbBC9pd8/WDLDbwvnQXfthA2eBRccGDpzR27k79Y/C++6udYAwW4QPW3+xhYE8b9z8LxWHcel897uEE0c+Picy8X+UMf4eDdbDKJD+9LKm2zTV60BtTuz7Q70dTtMuRMweCXBUHu7QdDRIL3CuuWMA+4ihMVTA32wLkiDYYT2azEpeJczwSKwRnZ0IIZB0XInNsrou4E6KnGxGY7VB+n66K7AezJuad7pwNaoIjGfFZUfFOdBZnj6gOUKr0maFeVsEP0dOmCHH0pI1+T3YMA/EHR4wvrN750MLqS7rCf6q/g7VGDyctDuRK8xu9eajF/e4Zu0Iik8qa7n75WklCge97xoWWAAw7yGjEqz2neh67HQxSYDXY2v85OJ7oGJow/trSRxeIWnULh3NGN1liX26SOuBKSllHtj7oXBc3dSgrcT8ETAps7Oa2rvN0JMFDp1Z313Rv9k9Hl6V/vZ+p8CsEe9lWmH2+Y4c4tGnsH8u+cwEzjT588R4DpM5fR63nSuwD2IIsjruNkpOiM8nMW20bSf9s/O4E/33f5m2v4U/Nad6PcKJvjW+f/R1//9Xwumf/1Dx9cXleP4BND/B+ATQP8AEZEx8p8s72+B1Tc6nhbSVwLrTx1ZspPnzDfbs/s7+N1Nf2XF4FPfPH8OZs77CDOnRXG/SfFLOM39ZtaaTBvWD05A4qgr/jY8eLB+Sgh0zo3s56TCj4Nimg8l8bzJO8c/mcNSLrKABJSJDtV+byla3Tejx3gPoTqcna/xfO+cp/+8tgv8USiMg6tOo7PT7mkO46i9Vt95WMmzhefa9+dkvNUeDCr9+NS06LpyRDoMFp9KuOLYPwObWixJvBl2MEmAZhWfjpd4LPkTAgKjtImrOMFRcSuYGHAkgyU7wpNK5ggb3H1VK/6d6uvQOEfVhDeXjreMGGfAy6XZ6Sm9C+qsw0R/ZcEAu+ArnoWz4tnIHSF47na28jedZbFZ1TrkxIYTdmP63i2U8hivwORyQdfVHOSMOEXqpfxc7L3EFl2gKJaqJQ/NgV3zc6q+BkHQx6DrjWn53p48z69DOci8CTonxrUMc2y0f08PIMbhwSXTxctjmthAs+dz3CO+9okGN201Yz5yjFpBTvQ/MoYgwD/AZoJ0bp8EPRtotoyiTKuMyec4L6ZX7l1yioAsxMnq3i15Brk+yCAxbRL91f8Ek2rMi2UjzQpEjyX9K3qSccPa3CLn1VCN5jMImOkO3k1YyYuT86Cd2ZzeeNlsnzX1f20eltaXvV+SamVHrwpY2Cer6jdmvHvlxTlHLgdrXHePaZbm7VwCDbwbj8H58s+NwLl/Kp78sxwPb/TPPgF3v6E+WmSn7319p4qfwju+2X6nrt8Qi3l3ED3jl/fGHPoR7kffgf4PB9D7//7uA383fALoH/hxeLeAX+0Qv1s/OudmZXkn3tPtzhTGTyrPHSPtJ4PnT8Ltb2UuK6BnvYDdn1n65LE5TprzuJS2N5Zdnpzczcs7XjeNogur8fchCxidyPoQYtdJBF6GYn3m4uRB/5pxQhWTjly+fXDBpvBrHTM6E1E39m0ySnXVFrb53ebLkAa091zRnL3l0NFUzMBLysvqrPD/j4enBVlWhXdnZHJAd3/JEINxcxrLSmTPCudr/2yM57hgvnT8PownxHHKwQGV6VzW6HQKxBsTrMZc3lbdXTF3MA8pUvA9yDnWX7P/vnD8FUc4PNwcZ6wz28/KI3wCarjQeyN6v2Espa76CQA6hZmOy0hI5IMjhqbIo1n5Q5TNIfHpeIhZardFulwgCvR97HvoDFmjJhDI5x485aSqptlOTviFI/LO1z1zYP8N8L6xN+RSs+ijEkZ70Wy4zqOJ/poFzjJ+Tju64ypHg2T49cyYHxa7iOaYNG1bc89WBc50KkcmBui3b8SDPUGkx91L8cVctyJx/tX/H3wtKs5WXJkHEMX5KMv4yonf+OwSDIk4f83vHh1WNbR7Vr2zdKbyVidlfZ9y0b5luelP6dlq2nAxxKgF3a80sa9ukTVd7EbJOPKz0wU8aDJtQ9JHKb74/O9TXgBv0GMD9k2sLntXwa6/jQOPR9++ffveFUh7dDIC+VQN95oNg2kT1Xf4Z3fr+m54u3/2l8L/Yps9XKUBnq6VvSul0PH1RV9fX/T1z1cLpn8dPXh+fGj/PwCfAPoHfhS+K3jO108HVL1RcGlnyoOQHSn/k99oyYy0O2Xh79ld4d/Ba0/XYWzhJ+Y6iQNanTf8W7pzlJ0AHqlzPC/ppniVnVTnS6/+3QkCPkDv+8MNJkbsr3Fv8UKd2u79FZCdCsar6Z44bMD7zrtyL1K/o+CdtlqKfD808wI+BdYzvUweuxs8Z/C//fAR7jSc12Pz5fInHE83wXaj1U+bXsW9txMnv3Au+vmq+spqD0iEI2Ez/Gq4gCAByjLXWUEe7QCUA/yflhOHqkCxf+Bhcp0CB9tj/bj7Tq5ceWaoDsbsirXlSE3RT/b/0f9rAJ1z+d3x6myq/f9pyYELz0w7bgzOVN5lHsmSGAcpkgazYbUbz/M0Tj8lryv179BTvm+u9EGotET+tLwRqg4IV/Pab3CP/AXCoPZFXxDow8BIK945GBMUZjjh8C18Y75jOS8x4O8etJMcMqWxB2atAQ5WGUfqPJInDmU9TYLtdJJxRvz/AvyoOyrF2fKGwIIvz1cDNlcmD4yJcu6TYrZWZianv1aBc4dLLJt1l2H8OS4haOeC6FPbHNuzwi++vvwl40I9iO7L0zu8l3i8TLVQbx12HpYhXptElc+y8MMreOc3FyDTVf520j9ZEZOkZ7HJYFY0TktHaFWQjWhf6fgb1LAlJ1YtqPDj7E03/qdDZlh8ri35nTUnL9g/3zqXQZ1VyCGfpmX4w6Zba0jmY/fHPpFZMBnqIcpPP+Dx0vXcU4F0E0Qf4DODoS5b1TupyJt7Z2BjfnY6aP+gf/ZsXdn7d8KfHEQf4f3EhrTv7pN3bSDM4OzJytsxg0J0HC1YfvzzTzu6vQfOj+OgUg6i48/ktQ/swyeA/oEPfBNkQvwdSt0cKZoohJ8Ool8tA39X5X538PydcGnim4H3S4tvxu6AIHjn94eLexadehuQOh8kgIZ1PDijTnnjJDVvEP+5UebdcJRsvi7Qp0UQuIxD2LXnr9NMgGvpsXT7Xa8z5BzLDJ5o8/wYifHYaFHYlB0jxwB3TNiFLklKn1j7o0z7Tx2w8h8Oe998O1WgvU0c/9EBqLvGONi6r5MzZ+cgCNHr2wasvo+jtYMSHUVx/AY/Jwe4fH0DhNj9aJFEB25/6oN4Bj9Pn1jxVAMUkH88jHinHgYf+gpwDkqEcruTy3zDtE6OTXb4QWOBVyoQ88KAXQaqvCz2tEwLXbwf59uX/KXL+eHb7tvr3kMZayYFBGZ5Z+ak4mWTqi0gCcR5esobceD2ZxN5sKSu3zWMKJUeoD+pvwJ3uQdmscgJVkzFE6gqHmvyChdYijpzNrkTD2/zHf8UVMfMT6szQ8vqxkSvGxySqLv2Rv5KplzUX3l0sP8MsBImiWM2lApFjLHyFNjpnPZpl/HUwY/XkD1d5IrSsekvlXlNZcAC5sMGzyWGThOVwIwxEJqj8WdY937Ean6fIv+ukZ3rr9D+WRGOdbjrvfCVJcJFg+i68zzWULebvWqBbY3qNGCWYi3sUxRfLZQvPCR4PFR9cQYumkunK+F+ASFyBtO/cArm4OZ4FAKxHeVeL+fzandR9x88F0Sncx04rHdGo7H8DWWfZaY3GkA/vTuccfgOeISnfhFcWzA5LsM/fyd854KGnXrOxAz4lCCzA70c/eSgAxY+fuBvhk8A/X8czq7QmZWB5Tz9zejfdDT5dxsbZ7/jsVJMTxhMZ/N7fJ7mD8/Hnga/ZfWhR2E6p8D/vhz5Yy5M9k2M5Ef9pGUwtVw5ROa1zFKXyV0K07pXePFEB/jDLQsuiAc7zpYTJ1ez2TkEDu2kJBtPQOelINhcQp2QdpceG96pwQAAIABJREFU84Prte70yVHOnC9jiN9cdJeuQfjdWj5qMmnVFqyNezh2l2vwtJjmTyu1tyschxUtMiacL8d+4qKhogsS4hx+7eD2PmuPVnw/7m++3V0VHRMQNzQfVxwoGPWRlB9aAa8rJE8cgQW+hl1ZJ6rzJkPZ11/gvvrJl/GSZvTInrmoQME2sAQtPuUUrIrIc+24Ea9qTpaAoY7eFMXPnVSxWKBV3JXorBLLXSCX3QR9lemvEq7HWi7q/YX+Cq9HPMR2T4KbMijJt72zUrwsF2VmF8vFCvA20UeujtIjENUH6LjbrNhb2jgzWFsH1d7zH9mxxPK29+rIBvd1JXOhqEu6LQo7pGz/zGwNrtfZ08W2qfhtsA58a4bBc77kxSmk+sgntIF7OI6/563w62MtZYTDECa2GMX27XJPmntk9rqoZuF25WoJ8kN6k6z2oa/GpOFNfOaQweB5NtfJSav8KX3FDUD95SPCkxLte2+X2DG/zu/sECcLRlZABosuWWAxsgjiGMgTZ/RLgMcXlyE2rG1vu67kF+SkiG9CcB4v0q/0V8ajiwJ7zgECIh/jAIuyrMobtAUNGgt72Pensb2J3CJB6KUC/TeAHTfE8sMpZmFWzI0IsA6fWaNjPCj0X5MvRLyQhD8nYWo862uBhUDtdp7/jDiKp6V0/cWDrST1VVhohwswZYDaevXUlT2c1n3gx6Mf62MZGvFY8RJZXZbQYmz9JMUFfrFYWZ7qtIWxfTrImeGHBWQrVnbnqEL3pNNPgsHgri9yR/3i/0V1l+fyb4J3nuS6w1/r+dpCPp3Cb2XJzDtwdMT4tMYT8ZQsXvC0P/1pPjsTb7hCv56oBcy/2vfOdQE/KJYP/NXwCaB/4Bb8VFByN0icrdC6g/PdhQYjXK6UmzpKXAB5RCfEJXPo/JaAswezw2LDyHqiTZf6fMNoXWdHRwA7XX251yqJRqSbcFP3F/QdxMIrJos9knAFmLa43+fgrOE6wwCdgEQa0HKTKTe3zXa+bkNwTFe5LJV3q2yW96RNig6ODX+gcEt3shg+ecJY7gysfOz6sgc1f0yCFeBwdtCIce3TwD07btgYPw6q9UVE/RhkpH2Y05VnaEt74qt6ITJdDUTUvW1QQQ8cjbhp2ZbEMdqfq89m4Lgx/IHLPYprOMoAN4mkqkORaWFoMqLiBp1Cdr7JyszKw7QzOm7Kv7T+uviFkoI9AuWggzLgH1HitQSFHxjnZe78k9KwD8GfSlSIPwmBugkxGOov7PtB+/chE67+gcdiwGeOf2SsFaGcKVoDeJwe8VE9hDX76yE7sffZnEhi8b52HsWE1qbDivBCIPGsu2qNG2arvbSjAbhtUkk2HvTb6y39eWqcscbWRcmJKRgwRz0mvy2tfMYBAu3lKHQchV498tBaVdKhInF1z5i0p4+ugo4mZ8j5FKZLYbx3+aGBpUldyDvpIj3c/czj0eHFMg1sjEaf4p4PsYAf4FpZMeJlPRtwI/nm5dHo+ZleLDTY8ospTnL7jj7OS2w5eaFLFVk22o0ecXN1i/1alfENuQvk4pMwuCSHY4GLFc2QbUd2zi1w9aY2HPLFbr24yCiMWKlLh0iF3xhg226pMQbgZJQuyYxNcYl8aw7uUlVaseZWTOD0PT+7hJ0KQFwQx/rKaKzTUVB6dP6iRRbzi0afLlfJBnAxuq6UQvUoVF5F7U0Rk9xDjl4PquMUvEgJ7zcqB53iF4TtZ4Y7oyOt7TjjP9OUsisVvI2Fry7w3xSpHYze3eHX4PdhFOFJf/PYX/ukBTnmh1j/yD7Cd6MydR72E/54lJ8+XrDqs6c3yb0DLuMgTYNT7oz4nMimD/w18Amgf8DAmd3JTwjAO4rzTBAdn2XXWdnvgJ22nlktNUs7WkCwSj+6/y1wpm/8933OBODP1hUs/22fBNZRzNNiUg2cqoXrnuCaeRACfo63qPtjho5FW9QOvIebdmrP0uw4cCBfOKrOkjwsMvCrPFcopmMNnvVjcsNua3d3+RtbDqJbYHQ0c8DA3tecw7ecPz6fD9gWcMb7SUaNO4M9Du8CCSCwMxQr9IF0su+o55Ugejl6/pdSt1YRNwKVHnVCbYkvqCvj+yhR8LY5fFvyxmc5WXLHjq8lBiTA25fkW53Gqhk83r7NjVLFBFJHBY8m19qOIHP861H+rW4v09s5VNJTA7i+E7wmDkf369Cpg7tWhHaajgVAh/OB03iln1SnxsUcPm8g1yPB81kfzvgF6h+FCAzyeiR5ViJP/P0v+n/0gIaCtVC8SaBUOe4VRPZ7AfrG95Bn36F7a4GsefoapyOCg5zNAl9+xnKEU1dCgbjWZDvcvgush9of1Wf2kwghF9rYR6Hy6p9TQJlZiUojVHC2FwKR51l9UOcObNn6/mrcjSTIEhGu6BFdlnbDqEC7QNXiWi06jo6Mw9ySzeSLMVx7M/iTAozWRDinsr8OBAIIkLO9uGDnKLGn0jqpfn+syOhi9Y5lJe0On+TxlcNwrbw6MgnoVSLY/OzwvTAgxlP6OyOs51/aBI631xrWpFdbMdaj6qrKr/0+PMyed5oJek7uK5EcMU29j6c+kns03aEkjq403cn5gIqI0WdZmBNlyY48Nzmu+I8enL8UPzZhsdcOWhI47wuZ6UWyA131l+3fMOYfUsdDGZes7gujKZuj2RT9ZX8LC4Bj6VlunZ9V8t0X7dXRaK++X8S4XxmMgxK3g+iTDkpOtpvCU+bXGCEajvR0YcK7DexzMIsvPOFv/t6jyGNfeNvNj4U1Km6kGzPte/3xd2MVo/c/uRDgCagiw9j4LkEuyNz5A381fALoHwiwE0R/WiC9O4jO1/j8pyHDodYaaH8nqO0Dxn9LEP0K+AUFO+n3IXGM+Ou8luRerXAzJcVXZnIPivzU6mG7YyVDVZ6x0ZAVf2XSW26uVjcYXoVA0HX6RrB254xbLjGMX1dbClvtZ6c2TouY9jBm6f63pWMLxpPwRIrJUzt/qGF+udN7hn6eV9x9kFdPrES/BUXGailwS2NeMMfdHqUfx1uo1oPK6xXcBcJvwsrPOaFmPBtqSFZe5/mhR8UhWoWVCzwa1GRkUU15MzpzZ5KWFzlMx+hwZTljAUH05hV3Xva0Fcm9c9qAg0qDpW4kGdx8moGM2x4WTqGlEa6aPPOltABqhUBqBiMfVOjbAu7bxIcmLWeZkI0Jlg3YVS5Zik/JJOyVMVfTy/zBgIN3ZRyPB9D38qq/qxV0GfxK6Wm7aZOXtM+5z/zR44zLWUfTvFrt+0qwCMwVEbWoS7bjFKmawphoZPmI5UT74X7s9Tr9NbbPPJEGsuECNNyL9jc7iWCBFys00We4KICD7UehUiGAXivRUai+DiJie4BlZWulBAuTZuxaajsw0l9llCIdjiw43P0G+atlLHHM+eeYISu2kYmDDzjAoJhiCvYImPLDCSE59vk12x/mubeAk7IRF1yExvIqtWeK/K3m2QL3dNHR3ngR27pWXXBg6hoMeFMPj+fG93LKFyZzJmxUcg48zS7D1REW7a287FV9O/X7cnQnOKMgwXP0pxQa6y8PXngnzzl4XhxvxhZkbTrXR6qLRGKGUla1nFtENH4rdWD7zZgHCfpDQXSRhfLLskL11szIkFHEC8bc/0pdf7ENA8HndwXRGwxsQEKu4FfhYzmD8sayGMX5ePR2u7Fntbmh/jTAi1Ic7o0NP5JrO/JkBauOceXtGKcPzr+3cCJa1Pek1XQfzvhgz8DPBGth/A2D5zAi6j5OGYm+yx//1OZI/P0b4gj4eRgisouKwQRqdsdPYfmB74JPAP1/HH7qGydPwk4Q/Yk63g3vquNO0P1K/rvwjqN8zpa57otJebfR59lIv6wDF1QWTCRW4mP8W3llvvvSTaL81boJNu3Owg2TflX8or4tMH4bu9o6LU1mko4ilR+zAzS689hxo/1XJvUVnfsbqPIenRhhQlcp+aZ7dOmMoDLieN8dfdnxkIGPis+sz6tYmZO6BWf7DPmeadoS2FxmfShOZtF5FrwCDqlAU++cmCengv/BkbMACUIQSRCCykF0ENHrRXQc7RdQkHgtP+1eD+9QCW0ftAfprfcxwbAbh4HmrEeTkjZ822Yas8InyavdUWz/mF+ywUPSZ4iqXvSSQ6Db0TChDzqRUvoIwuKyQoQG+CDsj/81nNjX4AZ0G78qMzLXTnA8VDOiRT5h3HGpL+qEoTJZe0YfpY6bWf1Z9mQAjh9EpHrwRDkmy8NEDyNabIZRAD37HIb2X6KpEoKFfiaDzskwigqJ6h/3h0ZGEBldUB0tRFfgryCDCGY6J/bQSK0I5r1utgVMW3rjvc1n7IJE54dKkveK19w+MEWUfkwhsTorLk2el09PKUe1AXQiaqeptP4o3aaokLlUZmlnL5RoO3nA4ZTaWINAtEuUPQz2jGE0QXyC3KCaSkqaICsGXc1BomYncP1keIO1hVUXmf4p5r0G0T0CNfxtizwgXfX51P4yOnLcxABhl++Uxms76/R8wbBA7WMClqpy8BoXzDEj4qAmpn8R3dU6P0dfZeQ9jZ0UbaEObwZP3LuoTBb5UMIjf/T7reY6C7XXa4J5VclbGC8Jpirnz6tTYZxZaHNN4J8X+K3hrVaAH3Dr7er81dgn10NhnhHkVZJnA2vWUllL2HZQ+wxt5hLuTeYhDBSY3K7kR2aAbMgFTMuLmJMAeiYd/RBWulCwh5b6a5Amtyv8WNMrNXEyncfjIMtJ3lyM7x0GOO5M/YM26KLlAmxbBnMDwHEpCzN/ZTZKdYSFU/vMOHI9Av4EkzwYWb68Uf9hXXvw9M7yMyebjvL+ZCzhlr/2fu2TtYmJrD1Fp4j37kY4U8o3B6/9HNLDHX77NSDzZaL66jwAc+g/sk0fOAWfAPoHHoXd1WVndo7v1PknwZmj1f27p9v6W45YeXfd8ZuT5/ISbeLmk9xqjhr4uIuOV33Xfm/cW8Gb4XwbYOOPJmiysn6E1XL+8l7DIZTu5y2zGSgkKHL0ppn+5MnNTNKnr+Lz0eN9bFYb6E6cNvLaOz8RvBcHyvT9PurgBQQ/GF+X9qemO2r9Nzlp4qwoaydzEuDBCXWdpMMH6K8VinNQ+g6kuO8SvAyTGZ3HTvHSdqHTq38P/fXq30WvwoWVvzNf1clmvW9MpwLssnYbZnT1Y8z3QDLdG0wmXf2F9HhnV3FwULl+lyam/Zq4ugon78EHak4xLKKG3BPnSArIDzgua3xm8gCeeN8EM5kj1E/h8wugd9Quyt7xVx09eEEPnsiBv9EJ199UnzJF9BugGn2dx/gH+HV5jC0sxbqqJbWQLcpdaxuAEwCeaSFW/7QnRVjTVx2c5u5WsDeBSKNVFxI1l2EZL1Bpu71rl6nGCVpVf6kMmOiyZNFaMw8qyK/8xB7Pky+yfSKypvbUXa7z50DU6X0DLuuvEq5zG6XTB4IQ5Th6Nbr4rXTvE9OLA1yV6ds98qC9oOrYJzhkfBMr/KkhjdVfNWYKdcVdZpldU0Tdp7orEeNT+9zzoQRzmNZap9CsxrpdY+DX05QfoQxgmWCfqRAgKMfdy7h5Vr7eL21dQtzdSeRti3iYPPMv0k2stma30eoI8AE2SPdV6iTg8xQ0PmZuy2V4xJHxcTwHCwuy5PE2kf0iQ7o+Iz7GvVBY3LAgx0zSNvWbpJjq7bSU9E2qw4ioAn1YTuIoU/3Vn6AaE7Xi6q0RE7/QObGioe8L5nLxxaZ0WXfxaStT0j8rHi6DsU/4/1GI6KBaX32RV9cDxdEXZC2OEXyW0aAOrvFBCGibjrEvWz3OJyH9YzVrVp9fHJ+NZ9RdTTPUjo4/4N9yUSub9RUc324W4DvJu+1b4pojpUefSBmXgfekz3q/hyxpgTf13oa8GsPzcl9KxkUEJ3z2COhfveOffS88b7f8Znhq05zv0z8lVrNsfyUJnL/+fbX/tbZA+uv1CaD/j8AngP6BFO4Iut0VaU8E0e8c/f4E7K6w8mnPBM/PBNifoPl3wHcqUh88P7NowPfZnHb+weI9nTM6ecIsgTLio/9wsjDBvyM1tcVh0pSlwwm9TphMhVttuQrBRTWbC6WowEp67+cjsg5PcIa0etiBW2O+PtFrdEHPw4Le8K662ar2sE2I96Z33U6u8TcaEe94yXwSkqQfjdZKxNkALSiHIaMik0z222/VgRJ4N0E/FPHSurU2qoXoeGIiOWXvE7PcDecd73xo35N1wfPuHOQAoozbCjSpRLxjpUidxTHQgsaJs8YfgYxuBcMe4vzQQtTl6AYdlKu4tgvlH1ta8CHzooLBojPkazxm2KTXwQh5VLCsx7HjAXSyKAH1gSnQCyR3Lx3M7wbMmMk1DysxbTthH0JgaVBd1d6I2kvvKqRVXlCGHh/vyOyPAQoN0v0GMLFpeeZHTMhFRATtaDxRiCQgY2W3HcADa5Uk2AMTfx1n3e6gdhCGDnLHH00BEL+RXnMKDPWvs17Jf6PdSYleHs4vHK9IPh2N0o7B5xSkFF40iG0rqEmUFvDAYVjtq2TRQoFsjDmKBmx9Kfz9cZKDSKgcoQ1Y2hRu668Srk0uVgLU6FaOdtytitXeMxI813sNpOvzCjXUXqbYPUlbvOh5Je9RphjbBPgxswGHFZkFIEoX1ctqz2CAzxSHvyLuS8SnKG2N/gq6vaPE/GeFDGCJKGNP5owiwXNveDeEnV2X6LPq361gouemb2Y5HJHkcm/8IOfoPvQcFx+I1KB6k9si76DuKWWiwRsRNMld+x6cd/M4wiHix+XUEuDxzvcyjopPCeUnjYZFUJymml8urRBejsgB1kK/L2kC1WPO5qk5RxR/UfnG9VnyizuYcZGc1ZQZniBBxE5w9XJ7UlpZOZnx+fAI78ootFNGSmm4F9DDgfznB/RNmI8HXlQnwfPXQXS8qLyO/ikiXnSo9GUWFnoOGM30GIyjSF/7TGyG6tLXrDXViQzgmMqcPVjUWkpQCYYb4lAO9ou0G5hfeEkWLJb2XNQY6Ms+thrfVnmOKLoKfPORyJAV24Ct9+Vk73zD5zrT5r/B4MkQX0Fc1nUy/8Q/mflCd/yoo+d3/bMhz5X56xSu9F/Lk6H522PJTwbR/0RYB9ErveqLXq8X/ftv+62vFkyvPZj+gb8bPgH0D7wN3vWtk98CZ9o2C57Pjls5G+zeofnf3CcjuLMDfQeuBM/1XdZng+mUBATc92Qxncw/7PS6/TYrPLfF41Mzf4qzuG8F72YYBc8DKWECZSjVHfDF7UxgcvqJqsxQMfJu/CYaRIeHzuFOhsSKTzHPGFt+Lyv4KckvdeiulqSqHExbs4k63jsHLXqiiLSdJiAJq9vD/MM5cTAgUik4poQWxEnibjJxWMJ3lotxc/7UxMXTjoadI46FWkgiJ9SOb6+1tu+gF36vTthSE2cu+AmYdUX+DRx9kjWKHqGvcBjyf3cayaQR0kDPuvpgBHDXd8cNO3eMg1TwTnAUuumYYx+QVtDqtMGHApU3zI1MdsHebGqeS03O7+VFjUkNXbxDxuUv4z4ziNzy19wYJGkQXXklE89mlPPOmKC/+G/v297PSu0o95QfSPvWlUrD+/dBOCa93TT9MUTD0qPpAh738LTrsxiMj6PPjEoOnmfO3E7DFxX++qeRx12TmhIx2Kl6C/Wc9rWK7cUJBU63sM6ooZUkujiOf82LaVnHWkduMenFoS40KXDNlalc5YBCbmupOOB+r7XvSqcmp5nHDyI6umzMR+ZTvJtja2HxvrCuafQrPfIvY5GIMHjOPFe4L6sG0flzJYbWgwUMgWfxuqK94H+1VbwTzqeLJXNbvazjUvrfom1uzWwcOQqgE+MgTwvQUutseKruKhJEZz0MbUv0mJbuIXmKdhnVCT1QP+H77P4Mv+bpr3O8089EM6Hrcsa+00XMeufxQz7jt34HOpabfkItCZ7n0nLCrw8F0c34wOssoB7wUmCbVHAD/eXzW9sTCwCZAr/6SS1fadUx5tg92nhurhwMv8GnuMyY0XdufXF/HS1jr8OIQO8Um0Z0YNGSWPc2eoJgoAryzY2BQoB3qyHKR1K6ORz5BJsXaUJOy+KJdSw04xfAABNYDNiuW/CcXgfV4yUBcuFhOdGO4rq5UQCRLJcMR3PNf6vLZMWvG33OHpStF04eyHuWFab8MCgBdzc+i/3MhR23GjzXhYtj/Z4Fz/l2LM5YjlQ3FPOyTJ5heZS8v66JvgPOatuQP/FPvvuk0LvwfPD8Dgzsl2dU8VshW9RwNa7zJwbSZ/xYK/Ud6JVe//7bd6L3374L/QN/N3wC6P/jcGZ12SzfbxGOV1aqfRcOGR67BsMZ+v4vrho789kAT/Pvaevc6A5GSXH2vnfWyiwNjDPvp+Lb6icFVScwBr2Szx3YeYNOnMSRENLAO3ZsnAbvLHA3OFmTyZuf4UNhmTNEv8EFTquZl7GU/F3x631LyMM7yhB/e/Jl0gcOL+DcNmmVYEB3yEFx0Y1D5q3SK75X/87I4VH1h+e+PX3zJyCmMRs+EP6Q2XhNf03fJd9jtxWC84j7vmQ5vLcjeQ+o5GPAUqeId6OEd1Kqm0AFGcZt7G0RljwOCQpW6rtqSw9IVA1AUO2oyqb8fpyu+NOK7qCIHg7nCM64yXqKxDkG+PKxxjgucm5SBsKxKNfoJGX+cv4dWWRifomQB4QORFSO/o1eqQt5rUof1npY2eUdVo502m4rkFsR1ZLPPbIVlH4HvJ8Gp7lZhXy1XOUIhq+qRdLyplaAOoqxtUVU275KRma5BlBCDHD8udAE6rCV/pJ8jn/5idGtFDo1iqxJj5mmZVITaITPmZk3zRFpjRKAzA7dIOwcn0NFLBvd6jHIyrKjyPiJYOmPR3QafAm6hLkG0gjf+IZS6BYSMes0bz10zBv+gFplMQX0eQG5wTujsFNN9xiZoEGbAtctMNzesybAUa0mXJXGyYII4OnaHc0VaCVtcY7xoZ0l8iB5nyroSi10X2Ts8X+bvNoAL9dTSl/k2Srgk1QER9Tt/jp75h3ttQch0e50ckX4RRZA+DxEeFSPnvrV+5JQ9kW6xblDse8KpDFts9RGztRud/nht9mRyZjkXZBEbfEB0tDQZqVxQA5IPjiW0tlj1dxM9Fc0NBSG8zAnLyve7wnLqL8qYIZV5HWxTKqsv6yQF/z9AqBMVlUmlvvkRrBXYM4wAnMGizI7DWmMbXK4FXfPNdgXg/bx/LV4K2AOXk2a0z6czMakNXsFysUsogQjoYl0Hj85PsrT9rMZ5n2o2y1Yc3Myg55ve2+skeugH63OVP3uT9Mp+Ivt9ZZZdaPG9Wmz5Xg+oXrMlJQ2wvGdb4+jWU2S1eQqVBX0XVLQ6JGfC/QCai1j8SP5eu8VokK4A73qIk3snFpl7hU+0+DkJ/LGdOwgMyR63FTjdWHp4eyq77MmK+upvmU9iKFwEGMdd5YV/U50WFz4b8pGvZbgnbUFOz3lI+0qSc5Ysyw37+yAGHRCyvQ5JLQVzZtl3/GNsZAvrJsSXBJi7Mjid530+gTcqnvUrGWRo967WmGW5nq7zsZf7sQ/dk4EOMs/34n/XcjqbnbcS4Lm//7nv20X+r//tv+v1yV39wf+LPgE0D9wGt4hzN61M/idcDaonQVw/7Q278JvNMgymq/wwMD2fGHExP9zAr9cWTunVZ/MVfn+q3cUcD4Cw1zTeWdJr71PeJBOpCnROQSGvGl05sT0hhP/Zsa/wQbqnqQ0fWJ8PbPOAAMWHBX6Y3cAWXvX1+Cn/FhOjoufq+E3jb3DJsHY0cIe4a9OJ7eLEDodDwa1rhPcycSOAu3/MdjxIZPggGvSILnVSSs6aT0Ps++mkU13/OtGRjs5MYGaotNm44AaIKnjDp6gfygfSAFw2i39J/Ii2Y1mKuEf5ygQZ4g6LdjZxc4venUnTtH+Ycd794jof21iij87XipcC00ETXSakPZf4gyLhLMBb+/EQT4YH3M9D54HeVY6vqgPkPfqq/8ynXqt1cpkPx2Wfq6VbDstr/kvIkQHi20nUwJpoy3v9bFsJhxTexN2bV7ulPGSzl8LD0g7kl1pnFaCbh3HgUMQa8HTU0ydrs9TPU+9DvGWad/zTtlQYxS2UaZ6mRDy5IaB9Ih/d9zcO1FcL5RVr1t88negC1AnQP+G4UZ5vYbHnY6Ud0BDHAqltDGjn2TId5CLU1ZkHeg0jxiMj1Is3ZR4JUmOMhNPQgH5UHvArQcfWd8UyNOGrF7zL6LQfjT48wKMzE5jS7E4nMw4jOM2jCu8T+wS04dBiSXPep9QXwDGuBuZy3Sq7XjEJhdevf/tuDYBHpCtfKSw6UqhbdX3ZHWtHpcP/T0JnkvZbgzj7k/uMymL9QklXeZpjPg4fjTBCdTpoJfaiTV9xyToeqSX1xFCNkSuwlvH+2YY45DAv9wvXjia4VgwoS3Q/Mx1BFbo6ZvxPqYMGiDhEZb3hSb6C/nH1a/c1CnXVY8GkciUYec3ShfRW6DD2sKbLiSJyGxJTlquQ9TLEKyuSjlolwjFissA8srDqv84py3a2Tg21RCGtYRAppd8mDuvRWglr3EORp1WVXhCFzaXbvOp/oSfiCfoL2u7Dhrqdb3XYUmgPNMXKBOqV0ooXyBfIdZf1eAEJAIZReZ0MZQ5Vs74JmYLXlx7QHSwb6TAqzZUox6L5meclwlHFlcePwyNqfDrcQW901uGO9pTkKB7jTSHfAXlp6vaUdzxi9djJDpIUbAFoh8nthIWqmT8iwFzcnTkwqvS0ejP5Pt70d6RUecwhDt4lIgGR0KmczIO422UKtWWtEof86m+MSUlGZXr5/L2zHHpT8H02HXPgyf8s4taaa01rsN8+hrth5ZntXDnvf3wJKz64U+M70yhVnq9OHj+H/rvf/5Dr//+S//2AHp95WcDfeDvgk8A/QOn4J0rga4I2acE8xPtyvDIjj7Zxfe7Fc4TJoPoAAAgAElEQVQ7j+V5Z/krGAXMn+6HmhjhZ4FXCeN34CoU3iZNzRiU3TT8bTPO4PGCq3THRgG8s+AD2+3sj+HvLstEohgcR4SQuYp3OCcIFZMDXyUOJQwaLOmfGdI4IcIy2sWRphuh5sryVcs1O0/Ea5HzTjoBDjWT7uqk/t3LpLDmPXA+F3ADiIO7EE9+tR2WtpLPkTxMgonAYeTx8VNT5ziRiTO+q8ROL3EimBJGNI+TZg0Eu3o9mn6S2ivWo1aRBo2WyGUDd0VvW2tBmIDECBP4wroeMcRHunRnTN+VzsY8BwwlEAHO/FnwkjFXeivPokTJAhA4whP3jHWPFs2bBWzUeeAcNkIqu2MiyrJeh/91Dk1x2LxaAELoJL+QhtNXCn3u2y8tcv4Q8tU7JwkmV9GkM3YZA+zZcyNCy7I8FRxGPS+IJKL6MvgjTn7cF1emHqFakwy8IKvpL6wEA2S23hK/Yw39KDILykA+KqjE+vjVYKttn8hP1x6mE7eronwigoUlWibGMwyUyK8oc0eqbGirGv2V77zOVZh9aMevk+Vw0eSnyhDm7RJT57aJ6UoIhnecMdCIQ0XGGPJpx6Ac3KdH+z0O1WsUdxTinQSMOg2kVZzHjCNtlNKkwk/ni84j6ggmuRYJgmO9RjJJZSYdONydDrOqqroikFrSrFBpJbV7mPa4I1Tc0oyDyB7OD4vbsCL+HEkf98XgqAuzaq109E8UtR3jBGMdBKYQDAnnrQDVWlbGqT5BXcCLFUxwwPM1Ov2J3L3TK4BvdoS7Jb2VWxoo13KRj4vhayhNdNWr6f/+S/0Z6jIJ/nn+gQvP49puCmC6A4J2LLpFN0N9RQSH6jUs0fOo8pVL6exqo1MJFun0AoNIZtyAt8NuKeEYnX+pLLP427EIz7yMFeWZ6TCReP2nf7qr56nIZ6UY3cV2YKQTD51KryB0gB981YYQLYHQzPMq/JhL0ycZgO7MdH1IbhRJKCPBoNVvgnOImBvbXu7zlWHCzjOl5df0NrjOQXS+jrxud8nT0U9IKqD5JjosNBv4DHWHJQRegh6RALC71sHdqjC3lb6AnTyqJuALcx4JKiWU9vIo6DC88sKmvwqyApJbHURG9ntSafC8yG87/cu1len11XhsdaS7nn5l8YqABdlyi/sNNw4Hr7s8mAXxBnWLe5TWTg/Ctak78TUJPsBvrKtKfemYNT4krtQTmfFB2sYEpsscr9r29jEM37rHMuwpPInMdReZ9PM8YvVHIn8y6wH0VxNJOTd5XdmynvsG+Vl4Mng+TZdWMx5V+1BGhQ+C6KYHnU0JPlzCYfgMrb8b/peC6M2v9qLXf/9L//3Pf+i//+8/bed5D6LX1yuxLj/wt8EngP6BbfjJYzRm8FOCeadOr1R2dzT/TcFz3/6fgivB85+AQj1Q0GZ2YkjLjp1uIEvw3B3/5nweAtVd84TPT6Rs8EELbfMTNvp6AT6gXevIkmz18vyntcA6LgT7zAFKSg90GHbngk4cZis62aExAnX+lEDPxCFT4vvgNOV3VdsqjvVaZa6T2lrynB0XM+AgOhF/jNpMMKGokWOp9OA5Bx1wh5OkY/p4kiTkQTr4yaO20TtM3HNxcFV9XtUlVWWCyMUXmOMA3cBh/Orc1/gZd1O7MRImrCDHZMJe0BcMWNgd43LsuORVJ0028TAjonCJrbRKib4TD462K+xAJ911a5xGGNxBAAeK0lvHJsskTY47DsYTTaaKdfRgEDF5L3WixwRrcPmS4LkEcoSNuX2AKwS86lGpvnrf8HG4GHio4IRwdOpFJfjDOHGikksS+eidi4VFbhG6G8dN7xv9pmo2tgCDKuQQeUy9TVXqxWtIB+1gKh6MH7S/ktKL0wq/i6OnGB6NgXO+bmk5iG76E4LgeRCdCFaA9fyl69qivFC1HyK0sVeJ6NX5gHWYCSJLQRjE1qYiD/ZwXZO7rMuwLQ4DGeaGJpAwDb44nVjysYX1F4O48hPKUrHt+g5hlj2AnCLdi7G8TjBweh0wiMwYIBI7x8prGLsd/+M4qH13+6DS/6s+a4hoN6iMaxf2hAfXqyh6SEZCNQhBOpAlNf4WLSErwso5pverAk1wB3YELz9YtgjVBnJWZb29V2ysThd94wsRUGZuVwdhgMMfRUzEvFWolhe9+pHrystFdI8GwVQ/WVD9jMdrZwvHRH853WrmL6ZoS7sQ8HT33pbJu83qJ/9r6+W0ViJw4S1o3r7XW+vRnHqvF9Gr4/KqVLs1JILFjVnBUTpbb4u5aNcoudXWd/qiKz0dZzq+CWyb0UkzXnYI2qK3cMywDuo4SVpsjuoeEL0mP9bVEoPewl9W6oEeQFp4JrIeZT8/h1/Etsko1Vsst1Wm2CzySQjSvmA9/qoaQJc3TKA+cKA5+ouyE3UW4CMYO/ZEVhrJrjLg9UgTQ82YT+5t3ShPeUEJM6INkNnya3WSrmrZZiCU0ovkAIkOFCvf7RAqhdpcoRSjv1j2eYIW+FPMQ0SbO7DaPgwDC8YbyMdUl0mSRlRuoR+zRm+I7uOimebZyMBx63kT02jzwgsSFhZ9p1zZTmuwPhUkQ/RNlN6ntiwiPeofSC96SYSgHZuB79nH4/gBUmh+XnjWn8MEIeRztAFTTAnkwZcD/KPY6l97paX7OtL7sbMG6EdNl9XSxmpfEOYHolnMFJHKHkR5yWJPxKDOx2SRV7UhaZn/9zmN4XlXdibtfHrUZe0S6FxtWi9Q+4xG8JWNBgMyo3/27AavJ+Fq8Pw8YM9dhcA1k7r8tX2Gm5FaP30/7b8T/qog+utF//bj29sO9P9KEP1Vn+CzD/x2+ATQP5DCU8HyP0VYzlZP7QbKPfhA+ShwvnNMzXdDWHW/iYM19iI9WYF+x670O2Wv8s6Hx7p/g5MumxkS9W9fUm58iyPFTkQz1Nr8Xmd5Zh7OjhhMAvi1CUWvQyYogH+BgJz4CoohUk3+CyJYl22gu7SBc+PwFPz1GlpuJq7Dnk2cVup0T9I5VH3QwgM75OS7aWQdwEmG/lsI0UhTlz7BQwfYILF3mZc+a2zOmqIOG3BYK+0tX+AvoAJVA+7OppRJJ2XUIqBRxxEco1xe3MVSYCggvck63KtyocEHSyr6rBhPTQV64HM7JnD3iG8fkmKta2GlcsKOikMl48w9tK3MkSZAwLQHp5ar1jhSDM49n0VhN4A+Cp7jeMuDfFmPp+VOgg7Kry6w2J2EHNCpr1eTv7XKL8H/Au+p2mPtxREDj3oTGR3TfgxYVMln5bX6qEG6SZKC1fR32s/Vt5VInrkpfXO7dFmeSUt10bjynECQ4DIh76QjnXploVyLm/K2GXJOFyifMzqFGbYPkR6EYxlXCsnO2KK8LvVzYKalaNcFdyjjpxSURtpcx9N83YPm8tuvD5G9jlrOBtDFLMxcjsdLD88bHMbyw+pTbEPvGw46kA3m1qrBG/Yx5g54Cg5ij1BhR33P42WTtsfJoEJUjoMO0V8QfEgCELi7CsRB/2GbIeo8K/KSADojRirXTeCUaQhBA8zuR5UJBr5e9CqVeFdxEVlUIg5EZAjFOovxBVnLchKd6z6AQ7wIIQqRfuJNrD6ig45n0CSOxsS6vtucRz8FQ/EFe5NIA+ND206lox8/JPTQsSK2z0Qvo56Re9A5/r2ts2qXZLgG/WT7KbzT0o3CqS/ewd9OUqld5tWjB9NhgZgucqoy1rlIiRohlqFuywdiXRVCJQX6OLac+1hGhps323ydlwqk57Sos4HjDLmB/VyjbHk+H+YVXLiOpjv9gDa6xFTXeedQHYA0ikF0LsEFy40eK4Q8J35c0GGM04t44XXXYbZRhPKS/wo1UU94HYY2r1WLogP0ukKr4DeMJSgomd/pc9VZzKP8awKyrL9KC8yZk1RMlAp4Wpz/rMQAY1Z+XD8E/1I5UnlYuBOcWG+D/jqOo58KhlQC/sByHb35ATfFHTZvyBdkqOhs0EGkOrkgbcj2ZWguyhiYf6X2nsibokxnGqcck8t7kOEgz/FZht82FNY/lNBbRV77FElvgF+lbScepHwjCEVda9IrKbA/R3rH5OlXlm9iXRl/ZXq2UkbSON/I5sEzP1s1Y4hIJhM8eJCP+hiWzQMqkk+D6i1VXdAsCq11t7oTvVqVHMU4sR6TvDzWuv0h8h2vDaZwb0R30QdjElu8a/zE6Lthxze6my/YCaO+9923VV9eyFhuzBmvmymT+uzLlXx6enPjk/2fxUGuxBOu1PkUZP3xelU5wv3f//el3z//779if37g74ZPAP0Dt+E3BMlnyn9XmPog+t12ZeWdDUx/F23fZTT5gPq72jNbAPFdYCfs/OyJ9hbjg2IDv/TnPniS06EAjnxb5EGRl3ZGqP6uYh2lfaKvDptuzPcJjnEawRyISCcY6nBBxPLJWHCeFHB2EjjEzS/wHhIoNW4LVKP1hSnkaO7knV2Jo1l27rMjh4MFqYNFPRPeyZDSJ7SJnR7mNmRTsqqTQXfscTucs9ZPrPEb7gGrCe3ymbegW7hd+LHoWoW0Gux0lbKbSObb/VqcODaQzmmLKQMvgwuhP815hoiEjmkgBxy1M+nge135x+Yy/lXpp9jhpfiAmh71nu3C976CnAr2nQnQh5QO74Rm2p5cHrQmjmpPxq9zcmbj2ZKvKL8dhSSIdxyGd3jnbTW8xAVpgASdtkb0OuyFT5EXi9KoIOYJeY2M8JcjmQRlVXbqQeCKyNWbIY+PjK4Hv1dPpKxrhKubaPpdR+QGSuufo41+OkRmOed9r8foO9ihok6tnucoVF8H0fGi+uI2aNBB29Md8b1OKj3gTcq3llaGwfuP4mjkbsE2DGRDNd1L2PPSV8o8gX/SQtmZg/VziSJryex2rrW2AFxtu1vTTgO5C0+dgBkB6krbaByv2CyWr/jLwQirz0jvAyrI+5Ce3xjRyvqp2E7pekrGU/9l+a1Hn4Nyrn4ckKapSu/jpTKn8qkYLxeI6AEIbeFIf9n2GSi6k78cBx1fEMgB/pjpMGvWNFq1Yej1QKicRHIcL6J6wPHfWj8HbHQhCTcv1zkR12peyFjZcajiNdqu6bVyrLFL0nK9bkJBYIPrKVbMewT6i/oil8K70avs4gs2EZGMt5qM3xkdcMyiPWXk4kiuEUlfmmcy6HyFdjFSH0DaDmejmhEg/MO1+gq57by4QPE28zCw42wrWB7oAjLzmBpvHIW63jp08aqTwZYXUfio3rALwXR8yCI41MUod7iuzF4KusveGz0rdqXTa5BXMPe2yYC3jN4q9k3kIRzZqPOtzC+kOr2ZeLyr1S4gUTyr+e2cYVE2dKlQj81fQ7sdMUC2Cf1YjxX+DInWVTCj/K2eMEoTsrxLjGM2tATPvpylqF+t1NqnYirEUP6OJAUG0KfzMEGs45SOsRzf0GbkT3caTSoYtkDH4ExP4JTVDFu8d7JcD7NQ+eWrbln7O5BL2BTkeQWwwapNk6entI0lCQwNcoaXMZ0dy6aPhQSlE6bZmEU+66L8w3IEF8Sp36O6su1ANHrBo1fx3DfFOSdVUoNbVIvNNhc4IIsuZLRyzvZyTvNqUuhCpjWTvztojr75qT1xA4dQth93LZF5PbR/HwRly2p+fS/Opul/Avj2RVvu79l9TpXaItT//kuv//6X/v3Pf6n++y+9Xv/S69+XsUE/8PfCJ4D+gVvwtEBEIftEQPRsGVdXxGXpM4PhtwTMM3h3EP3dbRsZZ99HU2fk3qq2kHWI+ImAq46dJOgMQEMdjyalwzifMKiHTgtjqptdRtYybf5jxLE7JYjnxlVN+9JR60GLQxzeAxpAHTrh6r9tdtydQETBOAbYkQLBORnmP5MOlcmyTF9s/aVhUVJjulKYPfJfdk44Z0datwPjtMnGBWMqhnufcAk/AL0lQzYdS6fANq9BzGbLMHMHoCvLFc0xG14VLjAIoQFQ/A5owh1mHCwGcuA75k8XNMdxVs0PuQJGFfXs+QQsd1bouGTHnHHsG0ffAgUYH4d5UQkDUmt568eXux/y2YI8WJr+ieVhIdhukbMdkR580IA4OG6oEtUvd48LY/TX6H/5Ww2T6neMVXbboKrFmSWEdxS1OIL31uGlLUvn8hwoKCpzjJwl7eMgXFWW6X8y/9khZvUX9E8fp6wvelOAP6NOOkor4+hBiONQWoVAVnf8mqHD4/HoAeCDiF6qoyrxUe1t5zmjo0estiDj8XWYcTXkf0kDjl2Qt4XzGpkTPEBKdi9ECo4Zt3hgLcVs3a6jBRsTYOLdrUwtRBednLYdLL3teHRjV8aQym9m/BqzGVoiTZHmlq6pxuTKNQ0gafFlRJx+8hSzHyrvT5FWs+Vxbsck/+cgOvyCIICiXICsJi0PZNCjJDW4B8F0r8coV59DYB4VL75qkvzjOgcxfdkGNPMrUz/IwNisKf8z96GdKTCZU6CclHtjD9jxWuBaMnG/JMI1PPNKLLEbRdCWfkoBtQA68W500VUuECFpva2ENAjCH340D9MhW5TAYyCz0XDcc2I/3pHyQgY8vrfqV8oxE/ZN5AVtty4w6PLmpanEfOs6JQU/98GhKWKB8St9fBXYiW77XWhXmYNQPoEOkwqKKCxcBCanp/S8egKK6i/RnTMdJoSwAXTt51GQKZAJ2uKqgf7dCQBxWrwIYxltkNrHhON7SQg8KbNXYfUFztpCvWJZn7RZ2MLT0dgLRsCMCeADSORvD0lSwupji7WOFCCc8SPwgjCXNxkXSnMSmvuFqGhHctU8Ro5QYmyZf4S09Hw+UgixZ1yxpcuaJF3xCUPGHGUZ0YXSAHXStFBGfDeW0/hquOA/L17HP2XUyXOHcgLDJOmKTdIW6HTdAjZllXGKvIN81tINWN12CczbiKzO4nFn9XsFslpZwVOWHAbzqIAZcH3hu5xvNRtYFu6zUH4zkxmDvwCe8NNOg+jeNzdm/UuQ0dE/Gm1uUtv2GVx+CrLg+V8VOBdo865XP8L99fUfer1ePYj+av1+/G1t/oCHTwD9A78Orip0DFivVrrtwBWh7x23Z3D5DUrmKWU3a+93KtTvrsfuorxRHumkqvYJn87vdRZUij/CsH36WAMxXFIzG/k7tYR4ouMZnU3GUsfptE6xW/1uckjRaYPOI3Fs9+PpOAAxpQbgbZ0NMXjuMefqZzCaeG53I8yIUkcoY2H8jXbChpg2X0U0Ru38SW9Mf+GkAepSFKqlpVwLkW0bsG3aQLJOp6RixGnyKKd4IZIde27CEwq0Lh98IvQExw07z14S4XvhkOpFlT5p5zG9ywm4IAEcNuK4sUMhbcqyqhGfefrbexOMLQV2SVRkzXmt6ID2/Ric5DnevgBflh/PY3JM3mQOrABJi4G3S9VrHEPG2cdBg/7eB5HlMw2Ac+lVB8cPy2x2yPUjqY++wAiDaZIOZUglqRfpExzJmQPIHH0Iusw51jXICrj031f/nmh91fa/t6TpscjYUJWeyMj/hDRVxmZnW+Fqzm+C54eOM+sAYwK2dmqsobWRjqN95760XegtgKI67FUVTy7v+Pqi4+uLvv75kvqt7LT85RcoFUpwRZlsKKX9OYeBcy7j/zpIYnDwfSYMY3jeKraecuqgs3yEclOZwjph2CEKy/EMr5pgg6enlzfkw7Xs8dQwp88X8efxk+jdQsBv+sheDIQu22z42suW14ter1db4AG70pk6OF6bHmoV+5bYgA70hhn7GkjXsq4AyJ3UbivaK4VAKGh/4+KvUsBZ7O3P1AwpyaMySzJviYwT7eCkBmELfYchOFOCRSCUR4aEwnrVvyTizzuxnhCrMhm3dpwij2GQyyOBgW4IDGJ/dd45jkiVRg8NWhdvnxWfw1+6QdVtOtYfjXhoezE+lMpYXlT5evUFKYXat+JfRHR0+eNkCpMEbQMVjzYgDxKr0YST9nlQOQ46ig3wBfuulB7k6byP+quUpruKKkvRv7W2eZj8tmJl8fLXF9gZ3F+lN0dlg9KOZbeXsR1vh3YKQq6R1ekXLKlM3IIg78meHtBtMx0HJOWLZSe8HTRFuCvpX5eyQpkBX5zXkuo1oHFoWyhERpV/gRVBUTCOTQrzmqrpU7vbvD0CPT2o1duoVGtfnKinAFC/FxVg9I/VE1uANAVZMFJgs152xbr5Yl5ekPuRJUyfs4xRkTbAYeGjiHqVSPg5sFHuP9mBeY7s7d7gtboRFkLVfvqcyFM3nmqX/TzOUPbO/K8gs6UfAAUZiQV/ydStn4dT+ZHTIFHqPM6EP0B/SRroJ8AJ84us6h2Nuq9lXfuh3+mbnfnDn6wzDaJrL8qzLT21CWu65mmP4+8InvuAefYM+/9PB5mD/fsvvf77H/r3P4fMyeqLVy/Ol3194M+HTwD9A2+BlUJZCdG7AfDfsqqO4Uml8W4ltFN+9v7OwoWz7fnp/rXoDgxlk/4kvuLwOWSD3GiixM9fr0pU2rd57fFR3YEkDhLYVWSOvgW0nWOR68fJDTsw9YNf7LBh5w3gwM4XNuqPQsfxReUrC6BXyATt9cEGKsmzITn3IQ1inIMcH6AHz8DtTJzQISM8Drye8Z2fyOMOLX0K91weOICNs85MOEKlUL5/NZk0pjBPH8u39SOfCIW4afaPHD+s353v31attX0H1DsKyTpwZqDkRO/EOEC2BCMqBs6ZYTHYh95jUuR/KfhWHRQryMabx6Ugn89wdGWG8qZ+QJfHV5jhZICdFJPyC8ih5iWhFvvRCWLnVONsNU7zEEBU5zt/w5jT4ZHEVKgtLuLvOrNjtPOxlt1cOBKwN/WxswXkREFaaBBE/DbgaPMOTLNDDegoQZDXi16vg6i8qBx5ANW5MfRhrfQ6MGijTtfuDjK66uvri756AJuPl7Y76Zz86sKEaajjwB6BW/sigva94K7HWC+CE+v4OiR43gLo+p1tlaXeW4q4oeNkNB5GA2Cl6+ZjQSArnvljkIfLRmdjMfzNY0P+6DdTfaebamwAXcWRLY95XZpl5DNcO+ejaUFK3jbea4UgLr5LihrpJ5M46G5XP9hNoT7Y7cdBRhnrpQe/Xi96dZsbFze08YunMlgawIDPEBeE/cKE/cVk3kGalJ8+gXFLlsAFx1YhMlFWo7/m+mc83jJcZ+CCXrYJhgRWYkZtdFZ/VeaNkQllymE+5DGnTn/VWdSv4RMBh8r2EH0hMrqL9RbK+8InTIVFFzqm0dnK/1+VQKbYsTeSTVyWyPeegfWVXQQWCcwB9PJiPVapHO1adGuv32k/0mHHFyR5jC2A+uM4mu74OkB/aRAbcWTa1a63JIhORU5DqX3+1r77rp/bavrLy8TadVjTnV9fX1o/L5Tp+svLJav/PS0R30T/JX22M9TMfGZ7bIZSTFY+o4Cogj1HInN5fHBAzpbkgfVRons4Re11Mi+l9qcPblPKqyMBVbMiyaKP5allhUgWmy+Uh/pLJj4pPiZXJeFJtlGP2he9oMypOhezttwkwFSzWzuPk3uxC4vLmhZi2m3uAi65MVX6wtEZqZrP7IRtkc19nCrMcMlwHPlPari4B4GPnXi3M6QsARAEBWJXgk398/xex5ry2wAvRgd9LdJZao1YXtK8JujedajOwRI7J06WrbyBCZnvG/HRhbHQS6gqX9pj/nRRfrYP4iQ6e9/4uQWzevDdVT8vj6n85Q018iCMfCjoX8vSjiCj1Yh+7+jnnb76G4LnRNQGLO84/++/9Prnv+q74AD6r+CyD7wTPgH0D/w6QIMBFft3B03PBqq/Qzmgw+Gp+jLjaVb+7Dnm82WcLe8s/ExQ/Q193rwtVEqhr/7dyZqsZhOHbM9yVAhA2PAYiTMUnVoYoOnGeXEuogJ1OTdBm7bIN6makd4cNn1iLpODfmQ8HCl1ZEeDSuOtq4N/oDWp4+YR+GYDL04WgLoysbaT39Sp0t4EQ1yHRB+LlWwbncOGfNkTZ7MvH3FPKkjxnaVdy4WsvlhWITLrSVqtzenYghGVMjziBNbWkDtFeBy1a3Q2fp89zZPo3lJoh3V+1jBJm8nQ7eD5FOZ9fHX4reII1yDhT962T4iruECo0ZvHctxxJPSp6Hy3gQh2DMmONO/Qlmw9cIHlVIKZN8pOwBmGjXWUWYd5cF52x3AW4JXgB+xaxGCKLjZAnWSpbXY9Ij2YckwLDkD0ILoGAA79Jjp0UBv/7Ebqi0de1AKPR+nfVSwSfHiRfue86apOw66zCOrnAIT0EdCaaYQOXXV2zoIPZJ6tYDrmVuL3TFkhs7XvKj73pfoTCAKd4jOxOZwzWXoS6VdMTiwQcLDvM3nundgzCPoJmtjd5sQtklcGZ5UlgxqgLvu0Hv3o/M7vlWvtckVsw1LIyn3Add66wKfvnN/U5M4+Q3waHqzTKzJJjTm1BKuDg+6RPytAGTYIng9ge4byuEJDXdZGUO30svblF/FRubKjbjAQRFf136Z6IICOvOf5txfA0pH1VjU6zGUioLxXzaSLybSZEPAF2Yu6ARoC+usF+kx1udGhgr+5kPqRFhCPIZ4Uqf5Q/XUkC8BMq+XkFJR5EETvEod3mdcCgZOjtFkY6/G+gJlPADug3iIL9poMUzu3mF/GbayzQicZULYr2g1ZGrl+0AdUQPxWpa9YKbUvUhJ6z+pFzZMP2tLnyCqCIm/nA97Rc0JeHcd+XjbGtdoCjPxciXud/+31SWGiw/htC5sPGfe4EKyArJ/qnmhGmCtvZ+3bOM/AmGUxMEuNP8I81GUOOivRYaPa3Pgxc9M/EYouJrL+EiKmXRve4yPcGfyuWaN9cMzCEJQ0MPfiBTdONXV0B3SGbg7yDeYw1h7DzFqR3QVfiMAKne0C3g1o34HvDrC2MQX38ucpsDyzidVUrnrfypmifyJGQjRu/08Gy99PC7btXlRf/xL9289arbAAb9/a/8AfCp8A+gd+FWSK/aeD6BluV1eE3ak/e/ekkvLl7RhaWfp375D3sEfhM04AACAASURBVKPAM3zu98++EboNZj57tEWkRJTNAMKuFBe0gIK630QD2OqoGX+/NbYGHeHsECgkO9CrpmPnZjF1FTgG1N/HVsWp/8rBsAO+z05mfyOEVeDGoZ/0xtTxgml6n8HPJHG8x0ncAofRyutxles+NTtq7ZvBc1dSCK7UPhHmsZKtULcBlwxNfpbEK+Hme901fuxbeezHeA8mOh030nn+3jqmdnrdBxuysWgdAqZNC1o+HnOgDB/2oEBtVelidjNpeMDIRlteooc4MEak8jrkctfgyNQdupCrwBNHpKX+5Pq9MycLYLig+ah8wzWltZkD57rjUZsm41j0Rl/8Vdzuc1K9Aw0JXUZFdZPsQKf2CfQ2FS5ER6dYTytBDll4FuvO+gqqVBqm3pwR96qAmfuRExtn8eSedGJZ6vRDX1SnoWNLheAAnDQbycSOwDzLqBDLu/aSdZZ/rro38m5WTw2vvMb0TW51FCEh9ovXaswrSsVC1J3CpVaq/YiirIQy4rfMw5u1LfDpExJ2QkMIQGJ6bXcf4Y0EPZ7Y3VWViKNiKZYizsY6zWMXet/xjtX1eZsMC50h35MKzfRjH0nWLCQcm8Yu8gEBL/xBzle4Z3ndSx60pRr2xwBGQH8FzDdVBYfwfbEkyOZO6hRN9FiltJvt0I16T4IqBDQoRY5P5yC2nycRRb7UVaBoD1kdhkH0lkX1Fy9Y1qPaYdHZcRgdy+1scnCkf3Z6ZZEmyMxF8kVU4dSMvlBfPMc51U5A0dzokOneDS4VBilSH5VsPM3KU8bzesVWqXJQdReO1UxrOm5O7JJMP7bnvFh0V0gBHYgX8ejJS2JDov5K8C4Dco37vuS0ezsMdj6H+TSP9zoPoof5z+wuhzjf/k563IGBzQA0qTIPU3mLnyibQdA7bjVlCRe5usfFzHPc09Zo3URhwBX7Z1xKR0GmUWInzYPoGTzh09z1s17xqa/ynNdX7wS7kHis74HvEpk7raF8b4wkndsHP+a1eMDddnxHEJ1ete1Ef8nHSlvdNLdTPvB3wCeA/oFfDz+1ssrDGUXw7uD5EzA68mW3jaPFDruG2juNs13j8DqN5064SwCoFGrfxzlK/yZdKD4LquAKVPh2FKcv5Iy1Is93JmPqyOWJsE5M+NjAWqEZh+6gPPAbmnysaHeIYv1Yr59KjvDah8FE/Adgxi/s+PAB2jyLf5jO2LMfmyXMq4v5HYzgUNCZMRXbsycntPiR4wnfwo4DmZ/A/pow2c3onfPNsF/MwPw+JpvLQhz/lm5Z0Hy1eMrLjA1pa9OEsvNSTItq3xU0qeXJmEMEpBsGdTwG2LyRs9Smt4887cuQF5PMA5zn8i6nm7atTAoovQRkP+SnYQA9egdIdiAmdNHFBH4h2KHvoR1BxopzrbTgeNVyqBTZscdT4aM/51Najq8v+jrgyHhcCOb4AGoKLfeB2jWwzg4lbeWM/Kfj/ioM+VGCD1jzWG5Yh6A6/8g9Nvja5Amoox6RHS3WSthQAhC8qynrzf0xaTHD/Bj01fdAt2LT87MitMooMA6YpIicf33DNzSn1bBcHmPdZuSi2iI47l9e1JkwBvOkoWfxSVJshZohvefjmDv0z1kF9RaF5uzB5l23KQpX7uW3MW5MHpPO4A1yOeh5V8Ya+QizTCNRQ8UbF+1voreC035WtQRistNnSPkYnOcFeHq+E9BiwIuUePFWj5XQq7b5mEGW9ZfseHcLmcF5j/Yt2jG7jLht/w/KS7wSLmMZCoqo75ZIdHGBjNLoqnoARE5xmROww0VlO/Nf9gmHNC/WUcb08mmtfXFGgDiFy08H2Vk3+pOsRkUH/PmZ02M1XCzQzW9bET/mNtwJnnuM0Wp0Mrf41GvdtYbHFcs3A/JrMkcSmg0NRQEj9yc1JRe+pPRyWvdeslPAi8BeL7uobeaTfYe/+Z3Bc362N495mtfH89Q1HjPfyhzPHf/ad8VLnuzbq2X/JOgO9L4L3cw55c8H/mL4BND/xwF3dyNkq4jO5P9u+O76Z4r7Twie34WzQfaz7Tm70vAurOo7X793Ltm3obgs7tGDz7xLwLxziRV/twMdA05ynQXNd9pnxzrufGhPDqKjSmMPOKJdvsV52B3vMq2eBmeGqGzDMli7aP497ssdE6P3Omb6W4/qFJl9TIVNsnn8pXJ1crAa7reGs/MvjKvSSkYBWnw+X6iAeVb9GVE4I/58gH70fr+80eQMCWmJaoPlc1m4DEQkD5KeCE9GkM1bC5zQUdMafIZVLb6NoyACP/E0ruGNyV8U043a3ctkJ4qUl0PmvJxBXv5uejJOmxWUAt8m9/oLaiisEwWfos9xrMcKBCuhQyXRQ0c/DrscB5XaVRix/mqBhq9+1C0HIFSHMQ77HJ0HKPYhirI5t5fBk3kJMflKHrGvvvSbKkHPtS1XuSJkNVNggk/SEhswmOzmTNuL+ss7slf24Ig49jXeMj3lN8FNWpLhX2ahmMXwW/GdyxzLmsiazqDjBV3L6jilTV9yO44XO2h/WZ6JlHPvB/praB5dcQgit9aEb0telyAyOoN2hErN22Tx6W+G4h3Gg3vuZUpDcWXf9ruMfmdJesVv7fOHOl0Q5fKctfa/FYKDqqesPZYvYF5BU4Uq25ruart5C8/Bunoq1OaR4ZMnhUSHZYtUd4LFWfuvzdW9zHP6yhl9dVLHXu3FzH9snRoYTnXlQn6puWFl0UieYBkqy2w9Uc5v6p9E/7ayfX/P7YME27H+CkUl2JeYxtzWLsIM6vvjUedyPBZ9gkUBOdn0tWtQ+5xdtfeDAkpegCt/kn9hy7zDVbYO2oUn8/LOIjAtLhuQ7v3iDHcz3z2Dl+R3uZ3ouGOKXYEWPG946QkPvT4IsKJ/9rdsVMvg8ZNY30H0UIH3p1gNYDcznCj5gcUPd/3rOzvP78BZXtyNVz0GvFOs9m+e10o69yia5gN/NXwC6B8gootK6JvgNyv1bxfcGzjsQqakZoGTp+pdwRNHt5yp55k+GwdDrkFxv/ktGmN+57K8F+ccOiTDDHYTJwgM9eADEVF2dG9773Y6EOwInrvt/xLwdPa8Nn5fSrTBnhxyJfqlDDq/sW8Q36oXEZjnTxAso3dMY+Xj0/LeOM1O9n+2k3w3b09Bq2DXeGe0lnDyQQ5Vndi54/FpeXsP9rFZyQOfxj2f0nPsdLtOrRs0FgEzLho1ATtM1dkw4D1eQJAsDInkGdCn9HL6Z1IO0vvXoTvaeeHXUezxt6vg+bDJi/G9zL/x5FE4IY/M+1I0oHZVaS3yBR/0wCa9amVwe3JuvA7oZq+VaTYm7Ji/VvRhe+w8jv2AXUZzL4/XBcWf8BL1hU2bO3F3d+dgOXLvEETT1wfS9RX/jfv7z4x1G0BtT7js36W95vi43nDXLnI45ZVx//8OWLVnHYTBhRLFfMoC+W2sv05h2xc2cAD9q9au1vpYgjrKUdoisGwB80Od8v4AzNi+uVRa0GdafnvH8+WLdbogaHYwhk2Ou0OBj+72z9MKDIA/UyD3rlr8HSOWv5JPTNSN9CeK3k52tjrPUMk96pcr2P1E8PzJMfeBD/wMvMM/W2kuJArZ0znQpsff5wftzJ7OwM+dvjMeNKpnF/d0zney/Weh8l8OnMuKQ1Dyv9rW/cAT8Amgf0DgNwbRV0eB3oVVe1d1/obg/lOnAIx369i6/KpFj8cd+K7g+XvgnUH0LHjiUncFzt/WDJO14l3JV3BFp0K75h18RLb/JGheGDc+Mve6U3uJ3a8SXxkyKwSd0+Vue2YFVPHn2YcGl98D7Iv3jn3zjcl2sQEjo93VWcfv2jO/O+te0CF7fyYONZpM7EOc5PlyRk6cW3PBDXpVohaUk/p/Vxhijc1ZeTCS+Ys8A8jxO0u/vfTFXIwdDOan960bzZraeh1gvEPKpfhSXi3lIDpedNT+Tdhy0OvghWBV9Rfx6Sl43O35wEPmLCneq+7KHAYDxw28D2V4syGvwGHEiXcE2Gi38kblz52CNVrMwsGoi0UkrzlwbgIQMNxBCi+rHDVbA0AbCMkt8ttsF/m4UO12+43cNe+Mjxc9G0RPn/c/3k4YH8X+oJVaw8XycyTfDZl+sDspN/SXkfej9p1p9XfPr92sybUnDAdnO/OR1EQUPmXh9VWmv/bnv4DncdBRX0T01XTU6yATgO118GJmXhRmGxB7/goUt+gg/8TEHbDzo2v54c7pXzzKXRcgnRCgs/pG5hyXBMFz/eb6TQnB5FrUfRZUf7HqZh3vK99BME/ZFlRWZ975CVrIZYveDKKP4MwXuAppEF3lRz5XGhdSnC00no81GzTDAuHGWMF+/UCHUf/9Njpdk5O/aRf683i8M4iOddg0cYzu4/HEJ0p3d6z/RBB9Vf6KH5+KeVyCir9sR5T7JsoH/hj4BNA/8EfATwTPOc1vMShWcFXh7e46z+q5usorU9TfSednd5+bkul5I+1MkWCwuQn4eKp6DS+e4DeneaSjBtyg9jcaZL8/eH4m7wN8ufRY99/qH/6uwCRRHjwPgfR0t889YH/GjJS2t/b7bpdfr/L1nbG2Fzx3suVBltHde/45/aFB9H1n4jjL/XZa/M6Wd7X+Qb7gW4wayj8x/Jcx3bb46gu76KDK+qt/gcQEPIriIIu/TgTzbNOy9IVka9psJX2W7x1w2gEeC+Ag+siJvB0iSuVXdBCPToE6F54cB/Ar7yy4VsTgdTXXstMdgqpr8T3f0YuB7EkRLuaQ7bveg0xnNFG9Xx7OA1a77U7h1hEs8CB+1uI557jML2Z5a/3VQfTZ0p05jGYa1+TJz3sjbRBLxtNIP4cpG17N9deZebCZV9FB5atSrQd9HTWqQOazUiiblz0K0GV35MlWBafzJc8giB5t+Si/RrvWt6qjSXITPL9n19qFd+8aQxpBqIxuTdn6EjC/+kWEc/I/29ZLpYUgOJZ2Lf+14Dk/u0CPT/A8gd+kqXfgWt//Bp/3++p/xl+Au8rjLvO9RVV3N+/twNm+/Mmd6CO4yo+rXej3g+e62N5MeEEXfuDvhk8A/QNvgd8gdO+k9ztpVwHXp9v700bMqaMKLx6zcqaM327Q2fZdMdJm6cvp8qLv0TlqTuOXORF0oj/fkbThCHfkXbLfcvK44Jck7vIk3BcHV8cLOsfGCJn8QydE0eA01RylZdDAOQJ6If8/e1+64DjOsotc1f3e/+2ebzqcHxbwsEiyE6cq1R1mquNFC0IIEEiyVX9ssuHKKoLng8o1qO7JJTy7qBrKdz7T5l6FG3bPwtfH7Kr5ZxUusy4+w17ozi6mEcP6NUXx7vKjBM/I9yjLDsRBYunnh2eUVxIgsRpy4MGyrcXZvBErZ1mWfmN6clHfWX2wTP+ofPXe/zoYMMpwoDLu/SUBrKn+KoIex5yXRyGX56RG0t1lEYs0xe7JSdrT7eOwd3kmT1L6Bf1LWSP2eDnqCvwoNEHy52dyyTmBvQ7PnTTI0au6DlkkhKoY8mrwmZt7pmmbpClRzNUVz73aAmmmDqJBIWEhC46R1oB2+yAbZsUKWd/H9DlD7JZT868oPyp5Muy/uv5D9uZRJXRSvw/rm0HEhcevqvJyU+YC6LHZRmWAnCzw0fzBH/BY+ZnflrKQ420XFGLf9lL3rN7mzLy9xn+l35fWGgSdcVf+0RJT8mqATspcNjEYaSiiGkX5nuVXfH/K3oW043nQsQbM5JDK8KLUNH9Mc5U1+B3oNNCxdTvw1JWI27TO4U2hg6VFha4GbbX/W+mYiNeUPGMHxkDdlWDTwpk9NMw1yrF4TzRVCKvSj9jb51iLjtib7naB76PL1I4sZnwl4E4R+TsL3+2/Pwtf75/N8p9BqJ0l33F/mKQPFtIiflE9G9HsSBD9LH98t//+yE53hDW+g/eOtb63zW94PrwD6G9QuFdpvpqyvRqf7xL+9wTRz64Ym+/4+HfhFVbeKbwIGvfAy9DwDWNIc+f+IO6CqJx4y7hFDErYLvH1pLdnuouHxJGSd8DsMTCm1dGy5hjyXzEtHTejQEOoswxXDeovNzKcJMVDYb3oBNcHXzSmd//wPJi4DDR/HdwzLX/DChITXlx2NWZbVbMM4gvrPw+PjucUeLywhhE1H0k/XqhT5MYgQAwIFIFcles80ES6aBYqGIAlCXV2POVST0YRz6YESysd3Ii466+0iVt3V4C6RlpJ+0V+xgU/LsCQWzJss+xehcg9Honueqc1asz9KF6XvYTYo22V4STIjtuWHz4N3BwuijKlG8ibtwL5y+ErOjjqr5NRyp8CZxXOD4BK7pbyncwvlRaBOZsZ5H41fwvVBS3RIcqnakEBOfkvpbRJYD4d9x/zA9L5OqaLeHOmC+ipI7Z6Yq87+O3q4Xbtws3H4e3eeWW4Lxh7upYf4D/+quPIvztQPIOI36vj+2NAaBh2ofMLj4c3XAPvAPo/Dt/6DYkC4vHgr4DPd8K9QXTMf6SOnwqPGgFnVuLJM8z7dPhhXfOTeemfBO9zKJwqxdgARwI6caqer5wnleOmctqoQyVusxsFnKEo50ByvhP7Znnrwfmh+GAfYIhtcY6bVIZ5lIxc+WjGcZBa5A/U8xXB8xbzxdXUXzy+HT6vGzwXSAGgNzwAzwyeWw2g0YN/eBBI/yaYY3PMBkok5NnL83BlEH19hLfPLbI6BwEaoSBXmcq7kz0vBKuCDlUA2ioMmsHqbSL5e3uKIG4VOGX/j3f49wZ4vQKOTEnJ+zMJoDv6uOBLoaPDcws+e12Ma6o0nC4BCmb9JmzWKwHamLvBJ3UIZvqqGt+DUopn980zEh87fd6OofNkqGyyty1/BXwNDecnqBj8de7yvyiIjn74+n01/wiB4rQYzCunmzyLP6O5nqaQ+VhN8OEiZGLVC9MAfpNgO843OLcR21fp+sEzWaXWGpEspIsBe0ME7iI9F/yGry8Z+dNp7ysEz19MRwyNyS/F4sfAVcFzua4WuH+3D13gJwfRrzqC/NWC6M/sk69pFyjtkZ3/hr8W3gH0N7wcvIrCfRV4RMm91E7qJ8FXBdHzBPbvp+0ZeNPiB4MEEvq1gyLook55tnHBZdJiXEVHSjX2GlPjfjRl2+vaAxCtrKjkPAwScB/n4ERhLLfIqwEHt3tv4LCKARgN/hNZcKAjPtyJXk8+w0aNQ3BF8PzKb9A+Dq8fPI9Q9/IbjsHzg+dWU7O+AqfgK/Xd0zASj++VO33pnLyq0p+VPepot5sYWu/l0r6re1dcqr9m9mM+rh2CElhvzqmoN2rUNqKtt0Q2w+9tLyiAwfMUcO3Pe0H2zXkJDHDXW+QWCDDHgATqssPh6RREV73R4PvtRBo8b+VRKkdqyverUqbB88m74xhdMDfVvp9GR74HMO70nt88CN9Fu/lilOu/Sf7N8BcE0avg+WhxU9NFv37+RSDroRRfD7zHwHnerU2EHIQLf0XWzxsULwdzy94eYgloy8lgpmCNNuzaWM7H9oQlPvv8b79p5TyyiKjLKSoh2SqIfgm8g+fn4IfLgOfBcwhz1Of63UHar4avau+99tm/EET/kvaMqmBOh5294e+EdwD9H4dZcPCecu7N/2w4882Qe/KfrT/C9d/o8Gl/pII6AY9+Y/3qvGt+uxudY/WH+3gE6HVOlD6pTuQvoq7T+7PjKeROZ5wu8ElO8Xn6s8PnrLw4if08bZUYVwrDhTpUSufLBHp6c8rXiSa+HCqdH5hW+xQapLKspeTyjwSuvaPF5KAuFhUHymD1KJMFWZwjp+Ph/Vs5AMLEZEHw2gWiPhyYxKhDSfHPRJr5uxo1F6CRREYHii/VNeZ8Soku9jb3G0zIyvfTFhwATO+P5fenCsg/nPD0u/vntaWTASbYFMIolnZyAK+T5/c8f7+UP2fl1cKe0deJESn2X5l/+rbinsf0WQtX86/UFtU9aF6tsT/usK6TT9pTFJ1Y+uoGBy+0Z49SgaU6MfCNAXEiDIh7/tsDzaC7bqx5Y22x/iMLp0oqtV0rbdTo1hptbfNN8QUHnQXP2i7pVLZ3JcZNggP98yiip+ICAbkWehW/DnfUDw1PTyn6ZxQkL+kED9zLBt3VOQ5koVskIeklO/avKTCPq1durgyvxoUfoiBmQJvd47JtU8g6zJVwJCh4eAgqBevXByYj7YDMXtX+SJ7HpPu5AvaeX+h0dj+5guBBXW5OWuB3HH0Icg5T3N+XQ3gxf8B5dL4e/yoInuVxjVfKC/MFSJUyeRUWbeRYl8lIlauNux5KGBVIVtMjkLsij3vhjcntCudB+1TXY4mHOnyv0E39SFRXo33RNtlglTpHTXT0q+2NGGeuVeT+sDypJKu49HLW5Vj9esz7ts5SY5sN72NjSGgwPrWAKPlfloUeqvrLYE3rJ/tj2f9d7a+9srzvWKT36I7uV4t3PBrfuKoPrqLDrJwK1zMLoKtyHj6JwQpa+lre8PfAO4D+hrtBBFAZHHjiqqaz31yp8DgSVJ45l66GZ6/2f+8m+F44T3+/m+d8hfdmvA++22747vpfBWY0YPjH/MTBOYEz50bmkA8OXb+rzbsRwf9QVR7n6XU74J0Fvu0XGzp0trp29TK780eCDsSk32qNtZtjqwiil86Tog2tuR3veyCimSOKGerfvUejHSW+luJh7y/uu/dJ2lnRRl72fEykNHDdfUaOIG8dS3wHGGfILggmhrZTsVjI2yOX6EENGM0mejt+J8X+z4PgO5RHdVNQq014IBTwTPleoP+CMBuIlVd2krzMfh2Bj4/sggemOJgsR92DfyirrQ6CWKgEj5huNwuir7BWyaj11+mLA3R30lKjG+2ynxsf6pqoc3w7uhzrOkVlHAQIMo3gvlcQfxGkK3acTXfZn+i3ZnqVzHJlynozNC7TMcwpZaNgDAL7Xfuty3yGFATpPU18Uabt2D0bwEjHcbpYACpm2dUvty1/8x5zRgNrykwtXJsOLJ3uRT36ezTw2srLHwHCQUvxuVBfWYGtCvw6ePUd6KexW2Y4qeG/gDy68FjkMsVFToiESEA/P3D5QZ6m1jb/3F8f4QeQkXLiyURPu4AtFB3nStoenQfRfuqYCD+lBVxj8ByD6KsAEYmugvmWrKKWSYNMlhja61AGvKxBoW5vb7DIctA5I0yZ53ZB0M7pyWghRNmGlCo8PTQGPD86fku4FjX1OloQk4fANT8ZF67ef9MvpCPjpaX9K/mkX9lH/t27xH8qnAmsn94U6f8h56To6uQNfze8A+hveBo8Q+i7YE2h8OKzlQBdrdT6SqV1RoGfXYV1tvw3XA+n6f9oX32x0+a7g9jfXf93w5K30BkhwQD2jps9GThZm9/VtmeH9Oh8l4Dm2LucHAh7liy39jJDBI3Idj+gjHdlNU2vThbwCewOeQs8uOB28HK4HfaToMNI6jYKwYf+lLvDXwMPEkRX4lgAwvwZeB0I2ce5Bs818mHvUBAovs1260c6uj4a+B+z/yIGr0JBroyBo6b5ajwvyS5Iydp6GyQTCAAXN/DB83h82UNgA6oQPifL/omyi8P1NGZQ0Wdis8TyLpfv2U09+LrCi0CF3HH6DdPo9eMEPm8tAw8sF7T2GrruubHtIHdBdIYAmOqLLi/03z2vlGHe3DmKGKhIbY6yC15yY2p/dn3jPkUCVST5GvROCkxCMFvkv7a3ZymD57rYIOt8TzvTkbtuscB5a43aBsFzCeJDkLVclNdpsj8z3Uranr1iF6AnKpQQ8gyOY5YP/QKtZNd+18BJ9aC+75hHwSAXow4+Dc1+RQ9DW4WWkSec/gqkwMStYihNw3bl+LlI3/zv/lmdSZsjj744DCxPvarboMRYdP9SIT4EddXzSl47nHLHaFpmmBgolyBwElAeig4LczBZCJayysLYPoRRrmu5RCpPdfEsyjt5l67J2Jogvb4DG7e0dRHPUMAgeN+oy3tbqUVow3PAr9LxTj8WVFNUWpddqn+pLwZoYPSxJ5ob3pzoaLqCgX5mb+giW9T1Q7nsSaaAusz1D45kwR15gFKqurLBey4vHTSVfx2jwG9Gj0Hf9Pel2/KInNwV2Bhxevs7X1nav0rfRN/Aq+AVoYqnvDK+RJTwFTiD8xUbJp9Rj2Ukk/Px+Rv+angH0N9wF8x2n383uJ2KB9PKdXz31fCIQnyvUnt9ONq/VRzovgqvKOREdYUd8ZXw3fV/Fxz+hAE6aaJTgrzMU151PkBwJDhnhux65jG/SdZZsKLMID6bZg4TCBRoanFYWANcEKKROXfM8S/lyhG4hpjt1gN6kdEN6VU5bsRpI04i2QEhARSjr7Qrua5yHSngAXVCMMU522KgEqpRumLZsR1k6csgj8PT06kEcFBVr6IDrk9rLDSDjplm37V3O0vAoaUlFBPkSyagHCmG9tHBMn6izKr6d6hv7mxgKO86+T5xLX6xzjwHiNwBW2/WlrL/7ifw/ZZnW9K70l98k13kN7r1IDjqMpG7jeTXy7fb7daD6Lcs9OQSBKAPrhatLXhVH6OsTboL7vFF0F9Rhscd4dwDEqJHXHBFgzV7m0WXjH6JpHz/y1gnhyA6Wd3WhFpfqd3g+qvrLwmgb0avko9F3ofx4BZIydPeCfi5D8J35G0hZ6cMeGOkw44B6mZpJ/e4S9fhhDq80F9sRdmDFh/WdbsIiVxbftx17orqNs0qEPuy4hMgt6B+Eseqv14xQBQKqcC7YF5rXcm/HTzHZ4MO+ALyxIXL1QKwMoAu4w5Pl9K8KPNMV+zj1NR5OcfbH/SbpqJW34uAZLOvdxs801D0rJswsNXh6iIpD/QKw+5woIDq3Vuk0aRN5EenLgbvu81lLranamD3MExAKOMM99h/hPVgfYlOWWbE+ZeDqKxayq2JhG+UXobwmOt5IBdWY6ERMU7UVC8Aa8hpBbFm19wrA4CvLd++GqxfX48urxI3qPxdrx6UjvCq+F4Rizhbxpn0ox3ox+mZ+e25EgAAIABJREFUZmX6+L37/N+AdwD9DURkk/NH8iM8WtajwvcRQbrKH9t6tfJ6BYX47ED81e07HEA8mP+Z7a/KTvgn3x0aemdqE8fmPe3Jxw8fokt1jrJPQNlp7qdZ42oavEcnIIWJmc+Tv2kY8qeXj/f/0ZMwEEa+2pNuurJMc7QEJ07hlJDV4ZoRg9f9me7YUocHK+kqXFwbvP/4EDgaVoEefCaOAXHUS6WOUHhTONfVmb4OoEem88cRgmOmoQOn07Q1HaWujKrtHBwjkCgHVNgcOURG8Mgsjq5YsznKxZ0u47qcNKADJ/aVFaL0qHi6uRR+BKBjjJp8I1eO5DdnTWvCrx2x1iWABFDcrnXPNi444XzlBa8pnr4BT9HcrvEF9ThdhAzSB+6chXX6qgq8G3YifCoBqYR0xMBg1Rzvn8tNCSjXULfX6Q9k1d5/JmskoOQws3daOI6T0I6Aj71wGA2wl+QNHsTxOgElfWAgzOzUsfVVStkGed1T/6BN7ly+QpzjO6lLgpums24aCI96rKGTvHn5wUQaPN8DytBmjm0NzQ4MmOcD0p5dFrYuE3Vew7EvbGGQfoOVMXiO44MNPQkuQ2CbZcGW6vdehujBEKRRZ3v49fg1IvILvjSQrrv4CGSqDVR2v9inHZ+b7y9yAXrTaVquHn8PNmar64uyWXXKgI2TLRR0LDbNlb2y7RxN5BkgIQsUqLnAzq7CTPjZc/Zls7zvLSycwPIuoixPS1nawj08bxMP4VH9x+XNEYGGKb0sjP0d+9r4cCZ1jf9lQYoszJNFe0SmI1zwMnSNK9ErokzzRdMjvVyAZCiHkc+O09YXFsoS+TLVpQO7oqoi5FlheQ94XhjzTBRUl+IS1LaXN7dwH3AOAg3nXirnk4XGqov0WZJVbLK7AJc/zP+GiUNAOM9deuNkPqTPfH5pksr0wVw1t0v4KA5+VbBWTyMLdHOfP1R8iG0n33eiq1XuEtn8Dud6SDddoERl3+U5Gbn+r4SGzk2Jnc7V5zoEwe64l8ER5zDXwq3ocuS/G/jhNimgTpQWnwHEwz8inz8Kg+neAAYvnYwmUso3fXmZfIk8dGNbWCO/3wlf6c+OC1oeLeMKGAVrnwWP4r/C71F/ebWR4Wyee+se5cHyT7cHL4Kp/4a/F94B9DcoHA1cP1P4487271L63xk8fyb8JFz/NUgGRX9GLOOgMhz2lLNhsjtxs4N3DU3LzgukubyXCQI6/fRf7y8kN6MLpcygdFaNvFbQjvLxuJb0pMVGVEWpoxNxHewuo5p+1Vz52GJI1u/SJccd0EzoJkHh2qHuJ2RMZDsP5AlMzP0Mf0Cllukw3aXrJp+R3wTHgmPQEdPv9RKOLJeescBJ3lVliw2gnf1X+LwN8SDnrOFYQ8eTOx0Ei6oY+Yf9A+sjEQ/cNBgvAZYWeJIKmns2rGb1OPEPeIIfJzq3aicbVB6cX3YMMHl6xHFDpLJDadedgPuCAX0A9bZeddvb44IvrAEMagSLDqyOqhnJIdXLdrd3wCib638ePC9zWYlxR0hexhBklnvDmsQF9Rh+oMvigg4C/yURmQM46rA+dozdggx3bJGdawh4roRrbeFgtOKQXoWMUl5h32jXAKk9vrpJ9YSyeKb8Wt1wX1WBxUAQh/ygu5vVhRTX+mW8uvZUlyhTsdqBHaPyrFqwZ+VpmJtDEB12kWOAmruNse8883hKflIZH1GD8Y9Pm5+j6G/oGsVTZL/KRP8eQT7DmnUXQ76iD7BhYDjooi8ZY9Zy0qD+4JcUD7XonE2i+kvpgbzSNInwuMNRWtL7TvoT6WnBdLjvRWOgHvWSr8+PKRxCTrr1AnLwHBcwECk/9Pxy2E6Wn0YbrEPHAiaPAW7QYdq+ZmVYeyuZ1Byd9vkzKf2sENa84bwdo9ID88RZztqWCTy1BByogfpBjJoZ0HkYZG21YxXlm9C5QZ+0RvZJAUnu9FfgPe2z0K6Z/lqQwGGN7UnE7HUEPkS6jPXWqHKGnzA+GPu0KifakIMqgi4+B36O4WQDtRqtgh/tRabdI5ACnDrnisHzns4J3FE5npeLEeB0Uixya5smjVaflC+LcTHjdNNJehd5lXq5di94RfxsOJnuggr11/Ih/wAjMamC1Xmbprfvro9PKDHZoNlQVwg+ModhC5yrza3jr5EtRMaAfdW2QMpoCwYoF8aJflVSNN/+UM9y+LVwI3KhkS0aZ2snV4wM+ozh+/OmqWw3e42HzKdRp138ea4FlItR8g8hZwsb+vex3P3Xzd0rWV/kQT23L04816ZXgEf8/kd893Gn8bOD5VeW/51xEcShehbpuQpGjwLi+B5/V/327EUDRY7ykWLxjrf89fAOoL/BwUpA51Xt19a9wqUS0FfCGQX8E+An4fqqUPHEs3ivWtnnJyAtvPNGBmCocUSdEqoB4m4pGgIsk1vC92iM19duv2rr9UJQbK+zubzJgURFsBtwZnQYwKQC8zu8ZddOLDDUKQ9HvboHy3pZIZG1Dyd15pj0R1J7b5nzOTQM9XSMHL2yTeZaCxN4SwD8oT4ImfTnADpkwSnfYLKdJ5B45GgF6mAPjklXotACjgoVnlRaDHGANmNj+gPuSMiCgCpw3iBvXCRQhNnHeIBzQZtFfTy3Pt6JdOGD1e6Lj7Tn9FIm1rLzPATOgcY6Cck1hcADpGjkONpQbfhT7gJF2ikeEEDHPmISZ53RYncegMyDK+2nFHgJuAItdqcOBiJ4b19rtJn3Zk9XEQmb38uwsRovzkPZUs/CjqY2HjjkQjAZmDcOVjlAjsenXAR9OY4JImqNtt4f27ZpcNZ2pJv+0h3A5RACl2YQLbjj0rcG2ktJetnY7nTkQkaYXLIgXkeHQELotWDgP78c5DnQDXeG+Pq9s1OpBbra9coJVjOer4C1zTZGZQdbHPdRVngetcrY3XLXx81xOWbkXFfkcwrBc+4BiBuT9mWyB4rgJWH/Q1scfVAGZgnYWtMjzFtkzhAQibxHgX57u0DmOLnuaVT8GE74jJEeTKL3bfdWeCe4haZTeKQ2Z0OZYrpCr7X4YmCzlBMCRmSy2RbfkJPZSGuU4xgsyEKTTH5gX6LsYCa+YTCLNEBCDidP6eGcUfUNSIJKzLXYZoesL8ulxyIatW3bddgmsqpSYCYVW9d9XtY393MGRqLF86NcgkyWcegTF3iP3oFMh9fGO2QyA2wUywtyrJdj+ouADzeSeKO2AXlFedlsS4frUf11wBHs2ws8D/xlPKUV6nj1uNlcsQITR0Zfa6vXYc7uc6x0hq8m7Z/YVo3YLXDwujMLTI6PC1vdlz+uf9hlIXkMgsXAOQbQXSsadR2HdY7lT9M2R93dO7rzgLeZvXWhfSxFAf7Y8NFIddQsx3jxKYiCEZ2dxuTeey4GXU4kjO7u2W1d3u0NkYP7k9RhJTe6xQvFfJNpH98M8lz4h4mdDgmt1UajbOwFKomqgaQ1s9lIzs4lw6VmVx9wVe5JPqlcq2/bnl4C41gbnqS0j1ciWSmCfLgnWcuMyC7P93cGGnmGLseD9uGIxyzRQI6YfeMWbGBuHSP9l0S21PLB8tXvvstvfE8Q9LsDygj3BnXP9MN3+vRndceTj44E0qv4zgyq4Pk9/X8VDZlI7fQ0Ji+p4Q2vDO8A+hsSHFnl9Ozg+VfWLfAOnr8hwlcbZ2qA8D654yY42LRUxmdy9AHIznOdYDay70WKIc/mxLH68V3PCJP96lcmeOxw7PdN8PV1GW8yxY8elxNWmCBIm0tnqZZgjkK3m1EJlOuYftlRJsGwo9+59JSsNhnUiX2ccIJ8dX1nM9Y9XwN+ADpo/LFoNWH6aMzLf+qkKQKe3u3RI0Ir0xCD4IzEgBT9H3CAux2q0vxOAxfQJ3GONOcksebNxmjG1RycUna9Ez0Gz6VCcXvod20LvmmQPn/Xj61IouCggGvnzOD0TN+w5GQ4hcBovFfRwGlWFIU0dR4JLS3j2KxcJjLn9O3mx6UUt/lgZFphDPRQhwxD+kQTwCg4q7KjUxyFrI5DdGq0rRG1jbaN7HjapfqUsQ73F+tc76zxThZ1YAcvXzUadGFPQm81dlD2oKyIMjjkao1424PnRDcNPjiZyQzfsY5jDvRPQNsC2330ujbJ2O4Ow9BCrUXkruhPGF/c6/A76Fn5EuWGk/WRFoKXyHvQXW7xgHNyGtktOzodsWAqeXTIgc3kQvVy28ITHX9ByqE4ZHY8qgCsU5VTLVxKGUPPia/a666bftvbxoIg2NsavMKcys71K+2RHkYY44ut7bv4Cprit9mJb6pL1eka8a1kfGnb5GSo0Ez9A51cWftz02N9zLCNnT1ZT4H6y3urMxWDrZIRNTz38WJj0NSK6SzdiU5k18FG0irALvS4spXrxoAPhtuYlCC6jVPERx39MNg9fY0WGBBH2VCRhLC9KNTCtcqAZq/FhqJtoy04LjME3Ye28gBmWiKiWOUz+WcyvpL5jERKJc11K86HqJEu4MLxcAsLJGw8Ij6dQs0WJbSNaBNDfhP7haxNzF0OMQQ6pR8qWs3115Lgii/qMrKx3tugdl/XYXJCEc4rGuwSTSzc6eD0JIyNm7YX7AEvIqAkSrocXxUGqX8f+DbhKTQN9rSzOVzRdTCMkYDUaciiTtZ86ECZyfpF5xdh/lUF0BtB0JctL7YhQ7IS9J6lPf1XF4ABzUQ3y25iv8APcJDaA9OM7uLYlnFq8yiPn82LbUxY++1X9FgeOFJw8/eESXuJkU9DUeVwTHrV6OF2ZPY27fU0HVN1GBvKZGxXxw7KqcHyqywSvQ641PYKtIlABkr72ogOkE5s3UZ9HoXcYvfmH9oLSLqqsnUTgP1dGqFXQ5QXMo71QW0HWHYCwyE1DefDle5284U4ypIOE/6ZtOZLaHYcnhk8r/z3bow+gRZXlDnihVeFaoMj3q9oEvsjBsqf3WenocsxXETM8O4Nfze8A+j/OMxWB52B7xZmZ1cyrfK/OlyxYu2qNlfKbNUfj/ZXhK/sv2cbNNwnIo1597s2cs6W5IQv2i6TVXXMiTEtx2ulcV8Z7OJcCbhhPjehtt1lzs0AN71pYY4R8a/70toc8CidCdAucZrKk0ZlFe5RJIfQEzK7JN1BtTtnxTlmhXpHEoRoAx4M9Rit0NnVUp7eoVBGLnSnmc7LgW/s10+4Zt4D4ytNUDkq3Djp/Nt5oYX/1JGix79V3RrphhNYMdIjrrkMSchEEDQgojKoI0ThcG90cLxe1g0T5oq13RhkEjed1DEXbTgOpSwlJpF+D7z/ujO0PQ6SH/lH+jlIa+v/Xj4TBgRvJCyF47DddgcuSaAO62K2nfggJFqoe0qLXkZr5GgqFNXvBMs4FidPI6IbEW+7I9kcX363bEYi6Dx4V+PpZYIGQ7R/Op1UPqKct3srH5zWQ5ooGcj12xD/XEResCWyov9G3a959ny320bbxtRuEnBsJoOAX7wDyWihozP62CRAAi8r3jXERHqQ4o+BB48/lK9/wkPA08k777oSEOmyN5zSwDeUxUZTQ93XUTkai8sSohMpSTrGtpLKZeEbDrlG/GL1GWZGz46o65YoQbMMjvbOzfEiO/klZSY7I4whiOnYP7tSMCZAg6WyrUV3lfatOcnxqFHFxendKGEDBaJAEVFO5pCmLvJNVZmjtfXr1unYhEaSP/wSmeQcCd2Mk6VF3lD1hzRG/LQPhS+N5vj9WPuurFEo60mTiRFHtYXlt1E4klvGZLELXRrQ2h5ARUJjm9X26b0v3/kFe7DagZbHItQJDGuf4GAxbVXnbcQa8EI7MbMt15dBBup4cXjZNZq0e/O8vNZxC+NXZK3XZ7V+q2y52VxW6hIbiFujbTP+ud32BS3av6HdiIMuyLsx8dao3RrdNqaNN2rcFwCx6K4YACXtA497bkuSyXNjr2gzw/XeCDUB2y5/MCC6P++yCY6t7r1U1qOLnZwMptRuZxMUtlPqurWxHpLPNRwuVkF9IzI62k6xysD9pAulhU4ie1ppVvjiUKVpvV1PyR/+BzRU+sUd01F/Ab7JrmNyQU3LnoUCUlX5MdRdLnjT9kAjtZyYtOrTXeaLPa76Kdbhfq29zu9gYjdxTyvrzqjgBYd3XDVKX8Q+gftgP8jR7rVwhjFEXl7uSWHhyyo/6i5nE8FCrhZYFMavjWDRNxFSBw9GbaAXie3fx1W52N7r9pG/Bqouq/Ljma3dvjKd+2tdRZmoG2LgPPnCRhURmR1QJSEsm0Ge7WlvomtgwXEsqhxnhdyMgck9WSvfH4GVf/fV4Wqf7tH2H0n304LoEc4Gu4/S5Cp4KAaWhrPY+xu544re8FfCO4D+hsMQFexPFupnIa5++ikww/WKVVw+sAeGf4CfRrcRfGUbbszdWUNqBKt/qhvr6jQp8re2TzX1+9UwEck70SZ80n85WAvDKdPu1dPKdCrGeCQsr8sJUDrbOE6MQllNFg/YBOkQyw/I4R0V+bn5D2Umhu9j4RlXu/QTutYjD62FiZVA5XGEiZ4P2shEcEQLdj/VTI+JnHPG6hOEyRWOew7L+bD5QsABYAESx+vQ4aUz7Cgkmu3YOX7H8s0rYo4e5lFvFvX13+FQC9QZjo3kmUvP92BYdwZDyXvyXI89R/oGb4LKoOhc2bG0YCh4LxQ1oS16NiyQ49sheeJgLcPZHgay0ESOOHHMQakOG3VsdlmF4a+oK9k3cGfTW3cOTRxqrnkxQEsu1nLr9LzprgPyPOGcOTWf+ICGPkbUj0Gv3znM4Xn2FzXiW6PbdqPW9l26cbeTL4vJsQaR4j5SuRg8r5pUZUORhs7+3FzoDwk6gDN+VCh2Q9QFOL5SgA54RvCJbUt92dzPEobBp07j259eX2gnjjqGf92bA321bX0BRdzqrmVmwqKTkm/7bvPb7dZPLrgZHzpxNhgTkVG5Z1QB2XFQ8chqP2kAppF933TbiPlGdMs70FHXSrC/0mk4hg93JDHp4ijpA8DNyhE9xXbNPWjOInuDWRK+V1qeAg7JY5tdUaAjSWUpqlwO8t3rHGmiWA2qabTtrnKtS/UXjHGtWHU+lCPB+uKvC71sJhQ3amdHQRYoNnLSC797WeY0t+r1/bb1JjBR2/bg+Y3drlFrMtjjOg60g5wsYpSNIB+Tepbx3mXUtpkeIyK3I/vm6Equv7DtqDtV3gWRa0EgQ8jpRrZ0t5vJPZUbbgz6ArCJt66rtpu0S3TY1ukKckZth5EOCLQLgXN7bte1bY7vgpyL/E7NVR5pZnXJeAhpRA9ondhekHHQdw6HpJ9yX2YCTRo9g4BrZRtY0xjRo6HSCq9l8V/bmtoHVecG05CkRpt7YSAsp8PrFG8D2VYIYHIE7rIuBdsYQqIoHsl2D2v/Euf+1nvSsUzESzr6hkT8RR4b3khImSfIa6/bpDguyXIPWD3ALVFPY1+4dvTfBou0NXhuqsvLd8hHeazJtc5DhK9BnyWZgH3D5BVPa64fRLcqTXfECe2MIXGr/gx9kwC7d5TEoVuNM687HA2w+YKJo7u3e0SXqdwgXDASdCPqHe0nqD8oACnPV5oB+29v/y6/lQ7VJ9JcDo9b65OX2XiIbfkK/+bf4gu+F/7mto98/68K1YkER4DxT2zWbR9v+3FFG7WPdwD9b4d3AP0NJRwR8itF+MqC81+AI334SBD9nl3+VxkPI5yvNk6qI2meVRfCKDBixrhNv7LHRsroQS7vkevJokGfZuMLBPES+rWj5t2w0g6ZDNhMRh1OMmFLmDSoziZGNlkKNMJJiExapcXFpG3UhaMhkZO3dBn9AvGl+V3CM0DIG3YEgSdph6/MT6axHSFg0x2I1J0juZ/RIRCDY34tetzhIDmay0PqDIlB9JgMHQXoT1AfAhcT5XuhoBURgZvfnAqaPjg5wiEDod8L3KTP3TjEiXAcNaR1Ks1aSOPqEfyqciB5A/eAczj4X/PemScj7gjfM6jHTf8kAG3JBKckGdwI1/rQiw5OouyBpZQ7D3JIgCiEcsRhSN3hZbgVi8OcA2On162PLXckuXNQYJstmKjBxR582HqTb7cb/bnd1PE/lHsq4zwhdJd9a57qUVwCB6tYwsSdHXygwBpUcVqjLh9u3YkT/sBLm3QYkw1Nk4OZp6sghI2RoBcQgu6KeDte638mb+0r564fAr2kMB98Rl6IwSTTg6axsI0OQyjfXcQUU6j7zcoKVM1pdwQtUNF8fqxpt6M22vrxExhEt/7zgxJlPXMfW3/28aA6DPRrkmmhkclBSY0wQiw7uo3VnAagiCUz78eyN3blmK4yWYBjB8hizyX30qbsQdYm+hTJNpCvwFcWPPfBWiAKmcEoSC5Qgqwk2VXeoq72CyxsyIz0mW/L7uDvi5447IgEORKd6E6XSPs676Kw8TvPjX9a13FIldY8jQ2/LFOwOX4HvQ+2is5l7U8ilk/owBix4N2OF7e++5z9386jLXBxrcdY9BfQ4MYip7zuksaIXSpHpcsJFls/4nzXh7YA7OYCAFAW6EoZ6zuNvf6qALoayqv0B2nbbnCsMdbvukHb2OjW+6t1XS0BdCvDCOQC2JXMpjzEo62PkqYwNyoKwK3IkkixRtQX+OWsxgNExvtJliNvC28QQz7ThToPgPZkWYMLjutmVWNpdIJKaK21AYsNhFQeQ73XfKN3edto4/5ZGtpcH852biKPcVwQ6QcW1ljmlwdqH6iOwkYj/4Hvgjy9UL6l92xpXMAcyra5I8NzDvxbQCHvnM4XraZ0yfyNv8gJWNJ4uIQ3kcWrjCJkKgWHcixWLDIB/BDOtCAiunX94lpBJc0D2qX84pDf8YPqfMhd2Gral7aCrbQ/Y9PtabB5Y5rAjHjr7ff+rOVxpeXjPKvT2C34INMrig/UrHKiie4SfRNlm+mtFMAO48X4xW+oGA0N37SAH2QyH86tTI30iHOjKzZLPQrVwoNn+lBHiy6+M4D904PnkX4rnnqU52b+90ehKu/sSQoMf72A/VOF20bt4+MSPN/wuvAOoL/hIRgppO9W1s8AXAH66orwDH73GFf3tv/ZtHtG+UcU7TPAVpzedF5Su5KqWXDfgUqUrWyCcgZOHj9BLCAkR7o36se/EXUHYM9SHAePTpc9zaiy6FSQiZOV5RJ0BxdOkNLcGefpAY40m9PTgmauIHMg++AD8FMRFCKS3T37N5oZJ7RMnmjyEhyf6AhxR99OXVDYV572WhvUpc7omKb3Q8yPE+b9GXwnmGwCLJNXwycEIa4AR9DwXH/RIeGm+6ORU5TX/9Fx4lPGQxK1vZo9LFiIdAj9JY4/daYrpQUVH3Di8BtX3njd111dTDbWncPNB4Xs25G9XMcXcdzkgWrtjg4aR6ycuxHs4mG6defcvhDAB/k1eK7lWfvLE1aAfrtj/kZ/ehDiBt8FrZwtu7NmH88fH42It/6dVeoOe6I/txv9+XOjP3/+WHmCKfsCs/zDXe2NILyYnbyMfm4Icul47G0Fx5H+UgYb+00d040geJ4CIlxkzk4g5UtMimVBMNe1k5HzByAs6XgVRYPxqtHDdJiTD6FgHa6hvUhLHHvmMBC6BUStua78I+D7Ht3PgFscQAXs6qu5UwWE1ySYjvzSWqOPD7u+3W6az9tsO+2NNlbOrS8m+fNHdp6jficYt6BHYgOx/cL00Was5JDIuR68ZCLat7duRNuN9HvhghHb94GdvkUdJnJSx9IkoBTQ1zHb0yuLyq4xh3+nVa9Lj3MfVeTNraMmoNIbT2cxPW61satkUhGz24UuMqyUZSC3jQ98d+tg1h117IxAcU5bf4G9BlgXQ5zE1uROZ0+XPo57WgvW9RwcE6PcBVq6ILrIxb2/b9uN2g2OXWb2ux4J53hAu3J8WcD7xl4mST4NOLSmtunHhz9dQheA/eknR/TxIItfEJcsT8l0lwY5PbCKKhYiWx8VwD2gXx2BW4Pon/3agueN/CBhqLtgjgPy2ctysEk48Mcwr+YA3BvZ93Ksn1FfOfoxBkN9E1zRemtyttJfNX5BD7vx4JtRBc8jcLpBme/tc2ffKm/ZL9orrli1Fzfa+st4ikrlQ3EmWafLLZ6cMupcbAvggXn0jCTVY4JMRmBISZAzYdIW7HnyvGHqS9+bT8EVdgAk/S7L7FQoLxjV+meV/q4Ub0H40veLTAWHKgfVF9MLT+nK6ep91bxufzYiPUEE6QgFeN3l6Y62EoM+aD53mAvgdbf3mn3OAfHGz7g45OIcH+RsanLXXwz3Dh8gn9yrvCdyx9vjNHfmY3ZzTtRnQacYfQjKb2rL7gu/Ntqa4GX5ZOzaJzsyLjYWrL9zIDvmqwio1NC81j60FzOgvb1tm/MXRBkV53LP9G2/QvAc6391//0rg5NBi3RXwDP66miZs3Z2a4mY+zpqElt1333etncA/W+HdwD9H4dKOJxVMH+DQjq78ugovMpCglX7Hum/ZNh/M1T8eGX/PsrrFhBY4SArTs0poE7KiEI5mzmDk9W54+ZuD+SHvo8O2NLSt4mOOnQk7SDAEt0BVm7hZMLJcBshUfejtaOYtKWLXn9MVdIPA+h9gUNqa+7KRrQvRNhuxLzBBNDNMLEBVeXgQOJAj0oHjN+VMHUEUZiEs8u2z8shmCsOEtan3vm1hIHHb4R3OZ49DXV3Isc0LdW0HIp85CuoVTm9vjx7Lypp/t3unSDCRSzsabtfe76wFnoZ33o/+k/Bdr5y/Nf8L+xq0DRQv2ULfCJ4JA9EcYt9qs42dO71JBCIUVRY9AeWOg6ei5NLggV/ZIfsjR3PxiZqgJGYiDbijWyHUw+MSEDDBeQV1ypQZHrCAujiJPZBg1FQnwjaHhx4im+/ztE+SW+NFOnmg+cx6Mt5yPbgj+EFqVVmmDPV+DHKF+u3vGjMwIfNI+xvMGDg9VcPaLkGYDt8SV5/8eDXchTLPLpK28dSPM16DVIHlkpAN+nEmZ0pHtXtAAAgAElEQVSzB883xiA67ddki9WEPm1r1Hjv03a7pR3oErD0EcpAOKX5HgTT7iwDBuyLGOqnrJMGzS1kV6/A4udWMxMRfB95L599cUUV+htwUil6yMbGU2CQ4wBn/bU+DpLa43VA8fp8AXfXr6ILQDCOigd5wBzOaIkyGccOMzYfGmLPYltdwEhSmOKxOpFQ5ArwdAo029lHeKjl9kN5bgR0ee7KwzFDdjy/zBdY5SGF3fpAM8gjJ6fsC7Zg1zgz3W4UeG6vd9v274TfeKOtMRGJbbo3RILneopKr+/eADp2oeREmdmKNJgYvyFbQ+SZpn1tzlGmFnYgowx2/K8LHAbVYREyHwBN5ANEMT1gzfkZtkl+RH9reQObJlaW9K/T8yv9VWFkJ/tgecP0B2QPu4tCfykZrK62GX/5+ZjnMiXP7UZM+6cSbrdbP859r+e4P4E7r4/lRGhRT8JF2j7+vRi3ucoM1AchLB5lkOBocmLWpFB4ri7a2uGdu2dthJYWtVhxDlaRHu4T/lxeWvrRPA55Xx4d63v8rFaNCoxVrccqq+ZfEX2ze8YyrkU7BvUY8hnOocQeV11YjNn4PfOKb0TGoO+CgNZg86Nci0HXNB/rWXGBlJygcrv5tK7ZzQLo+2KjfVEkzs+8nc86FwvNUrkacWoNLsJYHctMrtsqeCyVSiuuQoqL/LVnYwXxHvMf942er3uGx6vDlf76e+qLdd4bPD+K96r8R/35Z2JWw3Rim25b33G+Ufv8pPbxQdvHB318vsOrfzu8e/gNDpzD8YcGxa/A+1WCwa8OuMIyrmScpb8SqhWNK/69t3+vCp4fwSFOjGYBgGiYE+U5lJvbwLd/V21K9C2SI72To3OAD4RHHZILbMLcrXAuhZtReeaAhLIrhKcB1oWrAgkhy93VmRxd1nkHWq7Zt3fed+Lw6zu3Gu2B+D4Ja6npbL+T5twFfQKpK6KZXcsFBx/4yM6ABhkiluiUsyeDtsjChWIBQ5m9EdUBlMcB/ReRI/b3AwwXfVVmKFncCFo5n+TlXF4UE67+T9P32DqCfoW8+mjnEyZ2GwaJbBiVLQ/5/YvsCJadeSKLzWGCchrahIFaPO4Wgt1//sgR0wSOMI9fRI2Z9+A5N+J+zMTtxn5HZGBt3WxqQ8paGh0VFa3Iy2SRCT4rtENvYTzqP75+6jhwA6cI2bGu8OX5IWJMRAVC/TUE4YNesizRcTbedWv6i72jU32FJhtZ8JN+i+1QdAAhSeNEWhV0aL45A/21oxZ1oYe1qQKYeyHs3pcYNHZ9HyuUPmg9UQMm8UFKS+PGaJe3rQ92buz4zMuFiZx37SiacfDZPsb6gOtjb4fbztUiL2AM+AVFfszIruBYcUOiIu+3rsXZ29y6exLwHrWJ091jtiyWRlCiBcjkZfN61gkKtDkyPjGPOvKJHA+pvLCCXeBFbAPR+a7sUGHr1eXxF3RYGCfDYSO2zo2ItxvRbSNdyOb0b+hILGuoz/r46GPCguh7IIDdjk5oZuvfKCdL73QYBrzl8yEg/3YabV1nMdG27e+Yifs+3ZsGzm9OTgr/j4clpEQ5QaQLTkUG20+X20BGK24mG2bgeVLvGsP1GH9RIMoOy+Hm+ROLOoRtYBFn23XZ4QLoqI8gHaAztj2xTLDjHLoD3YX5U9CNwrjGtCPdbRnxBylvg5oIhDdKrv0+mhRiCxhd+wKMDYduXHDZy6pNF0AcJFahJ6p0vgb/G6/XEI0H1oGpNo6Tz4N6UAFN5lNN9DhjNuz/ejG5/PqzR05Aot+6BBRPc1F1HJsW+T0pDEq0jngMkQ3F1JD1ABPB4h+UW+QFCrPTvVKaq1MLOoxQgaLX7WZHRv0VFxiZLsNT9mQhM84BTN3KCS1tD53fbkS07Ypam72PSWfKrcAxzN7nu+uAYREd6q0RKRjJT3SK9wcyo/n57mqj0QqOpB/5OGc+2p/of68Wdfx0WAXSnwVf0f9V3OAo6GlEHxttnx+0/fqk7RP/Pmj7eIdX/3Z49/A/DtMA3kTBfQU8M8A5Sucdez9LiX91X1X1PfMYoAr8as/8fZYrg+j3tukxHHDCsqCr8zHkMru5cGqSzbH+lUuExUFmk6uB+dz9Bei4aTiXrpCHOX898Rg7SLm42u/Az+lTiDNgJiNzgQOkzPkmZc+cQvmpdw65tMMVkqRBtvTNULK+CjWkJyOcznFS0SY2R00FbieYKwj6F/OWdOh01j5o6e0QP8t9AcydYCOQIyUdn0V6VUW3qm+hViww8P15Kef7Ccdw4a7xjsPkxNOspM6HUK6iXggL77vgwBPFeFOU8m4DInDyOeSa8q4Gz/k23jFeNLER7TtXtc7mAxJE+q1n3AmUUIkuRXW0rLy3lhaLNh2RA1IM7dE2NBBle5Ns3GqwgwtnPFfNyazAmK4VPOVHMDrAXQBBeSHWakFJWVC1B89FeMbh4QPoqXOlnegUdsPNxop3oAFezdqLPuYoD+VuvCigfBzSRN7xJe8/hRMldwS867+NSBY6NGmD8vvurLQ0yIGgMDWAgaOfTXeQ7Ngctfec9M46LnSu2kAwbpAvXLU7nhb47mWAPq7kixNZEIVhkmC58GngkwJ/039Bk6UoY0WpNe2i/pTgOSNWW+8lx2scfrG+apxbPiffHZYFn0rABsoblSt9y5KvaJ/VFHWwv3fj3USJBdHlON3INMnggFqH+gxoyfsx5cQbfajHP/OXkV+CDhY4//NHAugYdO2t7r8N5CRvW0+7aXkaoHc6LEgWRJ0K6MENIxLyMqn+NdIwkjwU1XEIJFPZ6pCwJSAqdZR/LGMZC0stgTeMJYautKcO95vm8zI5zVXIy9u4GE51FpHSgRPxUbGbjLelbqbrmITdOOCH+XspSqSKSpxJpsn9C3dc+SAN4pIW6TXyshhkqasHzvWO8nkvfx+/3KPo+mGJoj+XLgOYA2UbgRzNMp3GltAIXBpRXjAm2N/ob1RT1Vof6/goozBFI7eAAfhriisO2iQjJ5CMAhgvs3xogojGT/OuoMNixrKOgt+LsYz3YEoO8ZTr2frupT6tcAiyF7V7rqkl/j3aVRVtUZ4dAb9LPJ54gvIL27RjeKNGG217EN0MK4ebzsNmLZI+wPzUT4hpzT55VrEOIW74PozHw1CnrYLoR322Z32g0T97Bu7xv1/to322//+VYwzVgoCvjDE8izYxcH5XIL31k9e2D2qfH/Tx65O2z1/7769f9PH5SdvHti7nDT8a3gH0N0zhu4Lo36VUXlmhzeDVguffRcNn8eszgueYZr4Tnd3ddOoHr2OR+yQYwuAHJvdnAIPn9p2ySXEhIDD1cO4zWOc0q5LMVsBDTe5m6PyS4M100UKFSzE20mPx4ki95hyf7zgeVlEn1SXc8EYdq71mnfdGPhtXd1fwXDxXzql7s3khBMZjnwxrk7EzHWfoBsGszaWYVGEoMz64FqJrwoLnzoVpMJ/He5gz/rwwMv4tHUIxexN6V2B9v9QRwhjoP6CIAzrk5AmEvUa8ITISqQsOGFv93zB5QlCCgRo4/yPfaL45v1hyNbXdybL1HYIWfOg70GkPoPsd6M1/s7HTJekPpRs87+mcY0hwE1mwC28IRFTOD3b9IH/mO4NdS+pE9N5ER3NoTvYl+X1xrVEPPFqXav7m64AibIKsNdsow0BS3IGe+o09XZLMDDjgiS3us5cQdHD4dWK25nnOOVCDyuyl0Awy+we35nAcsnVuKqLWezF5i7To7b3diLZNghle6jlZ3QtsuCBIx+cuhxmCw0fFstPpAxkRj4nF01M0IH2r6e/kD2E4jlWuEzUL/BXjE5AlcSiTliNtGATPozxm1ShCqRrfyZM1ZPe6tQlkfgw8OCe9lFMQIgbLimcRHyl2rL8MonrHtEZ7Jo2cJqf/GA0XerjtD5Nlgwi4Qtf3QlZmJrpx1ymsssbGYURYgufwDfTbHxeAYAIdAW3e+vfAmXkPopPpMQnicm/7sflgkSbMI6o9qBhE39vYhrzh8gI/ZNHa6epkkTwTmQUFFfjXTcaTugZmKyq3PYTu8s/qk0UNNuS9jsNf4UtXtf62Tp82qM7jFNsiOtk1b2E3j3eey5XYP50GUR7kCWZoFehZ6j0ZFxahzVcKi07PGxFv3Uboukll+AD80CtsCNAVSUaHpulpUFXZR+rHcsXWMQMFqgw4BNtEZLz2f2p/oC/krhaPzXBtROcOARvyw3F6wXI5b2cn3YV1eBodx2/w7giyAGOKa+F1qpUuxc+PuDEj8or9/QSfSS1alrcNF/m6rto/OXJzu9BVL+6DTefysvu89cnLrd32Pm6joD3PSVSRx0Ttrk0ahR3oZevL5yqrzxB0hOoXBM8RvmKj3rP8vkdsl0d2n79izAHb81270J8B1YIOd3LqwXa11qhtG20fG20fH7R9ftLH70/6+PWbPn//2nehvwPofz28A+hvIKIs+Fc7ec9+g2JW/pH8Z+ERAX/FyrdH27Oi170rAasj1yu48qjyK/KeoecVBtkq/6NHHT02HkYuc3S8+LLEqdQ0wdhwFuf+3cAZv3TP/s1V5pg6FKJjRNpb4HKkPPcMJj+VT2gVy60ds8fLkADVeOe5XzHfKiTRMbUiSPRDxepO3mOhrm7nuCkQGLRX2zqixwH9FWvN3BNS6KqDGhL73TXr3cepyzly3IBzC7LCTUg7gVNjEcZxdpv0q1WBpaMbiug3utN0WBBkOBAgs9d9nHDrjkTcFd4r3FrMpHW5nQ+8B89v7jurVfsaEd36zodGt5vg37TvxCGEweszvZN2GRCr8ybiZe8WTqIO6vtsMBQATSaiyvdlIWz23cuYJrYD5CwcR+y7NVc2b0f10oLndoR/4DnRbRz7F53CIF9UIcVqOZbck5l95rPunjndvXJQnES2135j64PhccqNfABlUu6eHOjgKkTAYEvoM2kzFG6BggIPcYC68XGHA6tAtbwG27lX73CpgV0ar3d8wFn6uGpnxtnTOQ7pSrthN4s8sPJ8NWl+sAh+USzL/brDlP34wV9kmkVwYYbJEQlp9Kp1CvKbt9fsLsmE9MJuHflAcHEcA76XrIQYVOdw38eTfM7AFukoBqHMCPvCJ9vB53fGVg7iG936Ye2gv1TAWKkr+/EQaBNgtAx4pHyejHS8bkHJDKrWa9ZO1ftJ/RqwAbxnwUOpaMzlKxkHow+P5Ka6H23soSwOv/g86DAdwkTWLhBjtnjKThTIKqfWx7Fq/M0yLcgwQ6UuMeobr4pKfBzZyC/0aUE/uEKVB7A4sL8m87P6fgyrYZbmPshrQSzrwxapbnXZGIBxtEB9OHVd4O5T8vD2dLkD++cwsKdRub7wBDwiKl3+lp+Gcxn26ygPqhKrlQvRGTLKn3giyuO+CMPJKlsYtna3Gf+KvsLgeV74QH4xRuCfcZ3HOrbKavIq6u8j4z+Uf0HQ9cyGpyP+52cGgc/6T59R97Pbd7T8exc7zHaSPzv+cpa/zsYmVjR5xgKOtm199/kv+vj9iz5//7bfdwD9n4B3AP0NJaBQeVQ5XR1M/gqojIur6PEqcPXKtyvKGtH2UQNjpCS/a/XfvfVGd1v11s99zWGCK8WRHm43FxTF+tv5f/A9xSM4e5Sunun6vNbP+3RFJ/ktBNHTpNvS94IySs29oiNHjKX34Ezz+B43jss8gK+01/ovutzHUO1mZaIi+Db+Zp27r2fzB2Eyq01B5AlvVHkHAWfPPaR3EHKqEmQY8NcS1CMoeMFgFNyr9BCEkGxnYdpDc+FTl9dIHZXRJ6c+3lHdIQO7F96Jpw6efi27CyyLCj7/m6rsgeRlw/Z6ZSyGIRiRL8AazlIz0x6IkG/wRR+TOqbFAbaoA3GSodti0XgVA+xYljjK5LhtqKBwZpbBc9Uz+7uYhKtrYHn5BrUEkXHH+I6i7eTdZRhDSbyU1Uv2HgbPPZR1MPuk4LxrsZ/6eDG/vhQoXj9yY30GrUCokRQj+q6leJyThaXd1DFrdkT7UTA91Gz89FMXanyN790u7YbIAn2Ds9ROIPDyAPUm1oiSxeuvqKvnKifJ6+hgFt2shhYwxag4lC+SniK9MuAINTvIL0lKAahFEH3Y5U48WHuaOLKr4Ln+HtSRBRRcOihrMNLN4A1lNuV3aj6n7NC2/O7CBQP2si2IaOUKqtL/jTxvE+itGnXBRXSgBhCKdMb2fgwGQpAGM8Rmhl/Bxbqaifvx9LeblecWabCn36lebvKHO0KBHcugTbh2uiHImmowq4zLRe/21U4H3+04ouCCaddbInVZ9BV84sMbBE59nXPyDhlEyzKkDG3Z7emr8WMyBS6IwnHe8GkJ0WNSUmtAMwsymlwi/yAa5FDHnt4vxIuchaeYmKaDspqlutenIzqpdSWopaCeIJg3g74EdnF44wkB7h6SMYF/zuEzRTZQ4Ag4A0wY3yPPMc2Bka1ybGl1TSDI9yjuEy4ndYu0FWXw6verfIOVPkC5UWpDHZgk/5qdDOXWFWq56g9C+sbrEb7zRu1jlDNPuOw6f4O2mbGc8R5XJ0TYb4E9SnWwQP8od5ULMBNix8o5tDua6hF2ZcA24nMmKH+FP/2RTVP3tO8ZcM9ChqvLj2mjn/G7Yx/P3hh35jSG7WOjj89P+vj9mz7/9z/67MHzz9/9CPftHUD/2+EdQH/DU+Erg+dX7no+ujLvp8Pdgdwn0OXIru9HDIxZEF3eXwlXtCcBk3N2N3wuF7PMaWJS8Lm7ZPd4PQXyaTi8fdZwauGihQfqAGwWRPcZc3p7VE4/ilcT6rRY5j3ODF8FGrSO18SRw3ZkGLc+AxWP1qAfquC5+klatYO1oJehQaNWotOMsydpDBUDHZ3pHgiix6z+yNC4O5VoGvDYswQcRn3OlMjgnFUdP8UmeB8xT69UnYvJMYm4HedCS+edqr5uSL97JrOjj4WXIEt39kf6J3et7OwGf4k0uelFfxeD6BFC/zOzjhWOAc8KmjlfMYi+lsFE+QOqN+Lb7lm9YZBwVr3jTfcCBtgo7w77AbEo463dWX9J8FxkjuAAJfZ+WK5BADK4x8wxidSs8TU7wZUBJyL8/mtVZuKte3RRCkJ0/HRRwdZxQh9zGLOuf0QA2hjpw0Ydnn709P6BaANDsW5gUOh+59QXfEA/6ssg16NMhId2DYqlGMjVMFT9EGVEIQRimhzkoXIs+FhRcRIJNC9xO8rHFl70fq1VqT1Jn7JJwRCQ40d0SdS/weu7Gnb5RApphbz3Nppzkvc6hm2RduAN4udsCy5+e9qK6UL+nCTytmBg9XueXwhIfYOy3cYj6i38HZsynPM05L5+69Dr9oZTFIsedvjwQMgZx+MCmCqIPmLIhgEMYNv90wxdPooM0yo9/sLOZbNC98SubuSbVrYylivstYyEGM/nlFbo3tfhJBW4SDhxH1+Kii3KrIJGmg10ztrHcYY/THLO880VJbCrC3LtchplEjC3nHajNTejW+pzHC+O7YL16pkmSgRvn8GiRxnXJ/1HmE8C6FXte91Rl8v7m7d5onqY2djBfq10fdmixLDxftDfMuZ1MRB5fnJB1EExDS6086cJB+8G8jvq0DKIjjDmbfb/9IcLo9GNqzGk1t3lu4zjdmE8KI/v9MvrHcCOQvvUVQm8mmsAJeaeWt5VO6VqnYN1PVYZoY7V2PG8x6KwP/QNbLDo1WR3QjuMfoKk37y+zyiB/dUKPonFL3yIiUNOTnpOy8Rv9JnfE0S/un2Ptn+W/4rg9SNB9O8OniM8y2cfyxy2uTVq28f+3fPfv+jjf781eP7r/Q30fwbeAfQ3PA1+SvB8VF7cef6Mel4BXmGhwFfRdWZkXUmHp7YHrOLoDiQaTGxIJgD4jbzwDaTokAqOID2wcGGoVji5iUE10VvQyxs1xcSjO+saFFVNUmcLY2L6URvFtTaL0wqeowribtJD/CLtgmAC5k2LgFrrwSzbVTt1k02C5/oMdkipr6xCdZ9NF45uLN/SPhLMWj6fBs3Xs+I6iG5vj3+Uj4aOpeincS8auf6wnWGjSrzrYLgTvcuD9TQdU5jzc1ClyyX/OWd758c9y807ZaA7SmciyBAJ3sqeNBZnbSwkXhfPfFCpTTokNnG0A7dyIoXBJPIVeGLvLwaHKzq+TF6M8ZFCvM+mUXh2AJKcl0ImHh7vLypqk/6PCoxM/syGAcmiCMVtvANd/W+hJF5E98sRAYHQ9SK+/ktkckPzo+ATcYoLMfb8DR38lXxSWvkTAVzKZUC17fF+uWPB1yR7rNrf4wIuWjJXYiWCHegjJ43wsoyHRhGJPVkZkO0FuGGX5X2tv4CDK4OikcpBL/5Rh7IlRZxa+EYzBtErUFlFTv/Cw2HbYpv8IsLWm+APc49B9KGCjs9jEpGhmI7Z6qv6isgLxBmEgVr2I8kYGeXrN2UfFLwpvAjC5Yhc8OZUljAqN51+2vtag+hoCxT6BlQjMXUUsY5gjKms0TEY2Af5l/0udGzU3l2CVLMd6ICn2gAV7qPuduPt4EI/tCUa5RNVVqwV7YNmj60Krxcj3R06sWoZDkT2DV7RaaEN7ujhQd2HAce48m2wR8bM1bMMCKcktnHSwq9VAZ9JEcsazAnak5TlpmrTY3kw0IeaJOu3U/MwV1z/r2VGibVLkF3HWdAbjsaii2MXDfE48Gw27pCJZ6B9aGmTPE9jrIX8sbx5lWOkB++XQfR1eWVqp+ui7voGQHsAJxAO0D7r/AcEt37kAc+ZwIrH/GsNnb67HTuxT7C8eaN8c7SIlthFzDDTMyRqyB+UMPQVkNlAnYzILt4PTHToxEGikv2PiBaHZiTlqL6Dfsuv8vEe2Yn+rKDsIzvRj8J3BNGvbNPZIPqrQMUzR9sy9OUu8g75qTVqHxttvz734Hnfgf7r1y/69fs3fXx+vHeg/wPwDqC/gYieI/RnaVd5r1L2RxTRTEmsDIBXg3vwqtr37MUPX2HkvBIsg84rRR5mLRa/8ke2V6XkOWoxa73YuE6lTSbo9+zELknZ7EV2xId9PLMxv3g4cOdMcUvPFk0+akDPJiLmDhvsVJ3UN3dSHPF6eAdkTh/atyhtKU9SifBuFTRntpk3Nk19JLHkWBsGsTANNsC/SsHCFbmDp6slfTnPPnY27ilmjsoxTgcheDzM51NLrooVszzpzhTdxSR9N5BtVdAN3ltQxPqWmcbtbOqPckHAFtoS2xbLsPfh8xJYzx3y0fLGusixb2B1nx2Do+S8SppGqF35K3c/VoG7OOOKymtKhfogwCTO+J1+UrcfK2WJM5/qKM9AirrA8MGuskUfO8s27SsvN/0OvlipYBPs6ep+pW96f4x4LdvsRZpQno3J/izYQObsbPl50h/23PiKaTZEhy9gIc2h3aiU27tknai/R+/usLtqSTZpx6qONBjsXAmXZlLmtIoi2NDiM8Y2FIVN9JfJ3JFlFt+JnIf7BbgFFRRkXhHonDrs+4WXzc30fAg+4yMsKPaY2isqA/c/JDHG+bhHHmxXYkC0uPbBBUAfsUKxxEI7L6tduaVQLS4nYszWGxiCbpFqEJfZnjg3DmubMKQp7sXswS523LkMMGFJM/wKLE61EWygEUj/s9mYqq+qgHIjcp+dkDGfAp5QeL4dYMtQXU6c9FpMUoi3UTe4d33oJD0yUBijZiTxEbln1XU6h+n1RKP/oF0yqSBfst14eRjrCw8KcZxw5AGP84CQwWg+p78Kyy4LCF9cQuusMTnXp+PmlcQ6UmGeCxxF2S2+8c/N2FcBTPkIKlmcHPIR1eUSO/PW5GTx+UBIV6qxA2Cyl4hgEe6OqsiVdkw0QxuqWob6S6pHU0z0XVXpUv94YlwdPD8bqF6lXfm3pE58PmrTVwTRV/AKm9LOwL30ureNVy8IiPDso/Zba7R9fNDH5yd9/v5Nv/73mz5//dK/dwD934B3D79B4VGhVgXGj6YZKcqjcOjYjQJWwfO/DZ61UOFRPM7CaDVafDbK9x1whvarANuzew39EHFeci8FqynEoeCQG9u+vEZm0DTKuMbaCdJNUj0fRv7Vod/VnEyjY46/Gnb/yaIhRxC8SAZVfXfE+bbjsP+jPiG5f5Z8dAH8B8u6DMWll+7Q8xxMgF8Ou1XurZLIO8nAmZczDhwQ4U/wYteG0W5/kza4g897Y8rUIK8aqYOfgg0k4513XPAYV2sCPCveS8Vavt5HpPAYX6KtNdpETvb8Y0dOJL3RpBK0TIzDK0Hl+q5hvCTI05q0b9Tn3fzvIQBBgrSyspo6TWJflTJE6R7/yHRZtJWhHgkU6Kkr0Gafp41JeBEYy/vxiDuWmPG6//X7sqxpTaFNUZYMGKOFX5d/GACdCahBI44CLOobQuKBeQ4u5JrUNTvh4TS0SM2gz4aqonhxiNYpU6x1kN/af7TMOi3QjrPscXjM6mo69H1e5CO5no0N9n8SMMdjb6370Y4RmdTLBFmIchLHNCNuXbZvW31yhC0h8/aq4iH3Tq9mve1kZgOuB/xU9omOAvm540emhxIBPTAQI7fpPoj5lnMO10edv7FfGkVxcA4fbZfU24A0B4ikIGMP6I1zsPirpdb2jpRT4nwUpbMQh2gSQflzY348Dco5We39iXziOIycjX22zDsVxMPdlESeCrcgcy/QYLOBdLb4e+aIT/S7gXQlZGxVK4y8HZn8XF04Y/F6Kxe0sFyKW9RlnOwKLG++VsSXXdnvRGZTl9jhfHBAoyQbKgj6Neo1IpD1HVlv3z/dnD8Mj26SOn3ax4H4wlfAUT/ulfj9pGD8T4F7dq6jbbhtG33++qRfv3/Tr9//o1+/f/fg+Sd9fHzQx8fHU/B+w+vAewf6GxxcvRP9VYOZWP/RFUz34PuKK9FeBZ9HVwoKbasg+ij90TKfBafKrgJRbXhL1O+HNZTN76VU77jTLHrbHoAdv4ljKjaqHIdWWoOHR7CTORIT6XMX9isAACAASURBVC5+xndfCVUHUjxi2JxV+Rvk6+IfBmSoUb3B2YkYFGvGx3kvgITumU6VCXAcRE+TB9PRmmHo18cXxxusjvvkmR+mXiLlgobo1OhEFceeRzsHC47W7vHIqTyFB86RjhMeqUokjqiOby8oikAfyIyLcyJO4EAuHMlVc3AE2ac20DF6gH+CM0bxZnnJFD/LoBnxh/eMaQEPylFol5fjsXHUdwsWNC2uItS9HaARHEhQ6xyn3lblkeHKivfc4bb+VEijtumV0q8VJCThzdaAAHvfVVzw/OD5Srb3Ed/IPtnQiFrwhCZn4rRGTJgEdYlhtdRCxqn7TJNjBCn7tAJBTOv3gSeGwyTaNMWCiikWBe/NqfUoRNlECcm1xotvJ/Y8mdwa58dXhbCZpo14cP9frhnfOH4a40wDhs8nNozyxxrksyNdPCv6giMG/kodCcFPVQKNoC9xPr+nSbIP5X7ETa47SfVo9RjxY0G51titqEH0mJjMWyXzlChEXHxup5SdMXgedZ5gtGCno9KjSqd81YiYa1lbj/B1raJCCMpd5fILKSSP0Xu18ED5QHhFdVm3cmyIWfpn6q+CVH7GUn3uRXaors70mgAq92gXnRXQTCQTWbjc79Fe0ASL8kd1HmzsWr4vYDQVeMYcLNrSvf5plnWS43BGHw3LIBhYRHGZQVKNIP+qoPQZaGJ/VoNUmTHbLIUYsUydHkykiyxlvPmyBzipDa2zDJcJ9dZ50sPnJxQdXwgG0edBfdSFPa+I0uqzI9iUw9g+R3zG49mv3Il+Jv/sc4zPgrMb0K7E7zt21sf6vjp2cBX97iljtmCjtUYfHx/0+flJv3//pt//+70HzT8/6OPjkz627dvjW294Prx3oL8hAa4sJzovfI4GKr8TjuxWxrSPBnrf8By4Mnh+T9pnwm6Lh4n6gaFYYj9tUl0oroLFlbCPQl0OPIFdU7NSWi9ovfs81iE7Kmf4fCdkx6Xs6NEv6Q6D1jHnBbAgkOdPTi++er3Ow/2p5OevR34EQzSyO/0IJMfKXcgsJpPgFBenAo7txQHMc3COwMhz0ckbM4S8GOxk2IHORFH+upIbqWxUYZnGIrv0ulNOHD0TXYNjnR3dgm6AXw/Q8mqBUZMdh/vv1nHb9A+aZcUpzsgFmS6ZCvHP6F61/ugItsyVw97phoFg8DtRaMySQIhZ8FyLmckOCVqJ/nLXdXs0n2uXOQyxeceWkz0C2TEqUMkB3BktQws7/jC2GOhzdcj4IP9LRqtpPQyciTJk5O1NwcWDcmyRTPE7GzwH+jq95egO18ewXYAaiOMkqEsj7od068A2xfdnGjPTo7GvJ2n5YRqCPc09yOzsDrhOOREVLsYXk+hb0WV+TLIrzfRRsQNd2qrjg5yccqepBNhtVn+iC9qxTheEcEdsr5vn6bN+D7Iwn+gBdJZ/cKqRKvP15DaFFj7ABJW+ivyscmswwalH3hgpF0AiaC48r9oUg+fO7EE6h7lYxg/7o/lfQOXL5mPFsBiNFdy56+yuM9UY04a3he08gan5Cy+SXXhSXd0Dl/Vd1GWPzBcuhHP6awGXlEEDsmQbJZ2OFJMeBG+OQD3JdiryzgqOY091WTU+TB9puc1JmBLnZO8fw8wFxwMiRE5OFE1pdeluXhXvw/zrjFvyWaNkeALaBM742s/As8odwb2nt/7UnegV3t/hG380HnVvnav77eODPvs3z3///r3vQP/8RZ+fn7R9fND23oH+18N7B/o/DuoMfZVAwV8KRxXPPd91uWdl2tnjdx49rucsPqPyKn6952ifVfseXXl36XjSYJPcm+M8QXM/+UUJ2ZXTiLTO9LYpGodL5NgnaULERC18J6ss1zdwtIsztTZVP9qb1pPH9IN0oxRnAxi5uX4i6fqbadwp4wKvhehsxplfXH59Dz5xPB5BZwI5rnkxfc4iUAY7eXCX71PxK2RgJ83eVQuH3VKGnpWHlmd4pPWjXcJsfMhEbgeE8CSOnRCAbl3+2PflNYRNFQc2QDoGHkaiWRf9YAoc16lNAd/WAD+a8nEjq2eEDwtOmK4IIpTfZ08FDuoK+mvvihabBtXGnX0TAg3YFFeuJ3sAWGLSjLIalpu0M63zdWup4NGOSsFNaN7C85RHyqmUE1R70NKEf6HekV1xEip7Sp60quKABZQUCj5Wf+qGUp4xOaRsCxBFGXJ+EbHHtZL28QEP3pXdsUIn8uAi+UwE7QkO6vNOeJUt8Ivl7+TOY6UGdohFGUXESZ1NDUDt1/C8Ud/JzV6YU6GzUnBnDkt7lIha5AAUiiBbGJ4xvMvjy+O3J7PewKJl2HsZ5KpNgekIS5akvlNeTlIqUiQdU6jJ+Fp0t+E9kM2afqzJMm9RMVdBvSm7lI+chHZchpiKAb0QBPxIXqwEeDnsmNzGxzpIVGMa9Vc9F/PW7G6qyX5vZLJ6SMUWDeVxc1gdg8K8m7WfecS/wyz5eXrveTLqj2UFQde4gAOF5h1gw8hzY/HanO7K7w/CVI6uEV6S62QJsbyz91XpQ+DiUy7rB+fATYVY6z2tv0ZogMkk157nnIFPkWH1VApNa5WZDjru59TgM5Obe1wTdI0jajioD4HaQnBf1xlzzd7D88ofE0trj+30PeMffkYQ9myZX72z+h78nv0db6Jxu1eb0b47XvTd9bdGtG37Me4fnx/08euTtrbRtu1/j266fMPPgPcO9Dd8C8wCxV9Zf1XfdwvnEVQr4A59b/Mfgu9ajfjVEHckH4GaMtld2/BKvGr9D8n76BQk/XGx0ngC0yOQJ7n2PL2Elzdy2F8dJI+b3nEoY5VhWXbloIylPzap/Ceghd9AV+fQ1p09MdPRjjMHMtyegHV/jhzstjsuOm9iAXfgU+2o0OAB+UHTdzMQyhk2CYo70O25RzI6i72HP8qj3mPNaKN5Ua4O2i/pjpAlObHzW3c35J4TgZGsOda4GtnH9kodPPfXjsbxEvpBHWkFvfEd7gJfAtsPM9Ot/zEz8Q2uF/pM923G4PngOiLnnYG2e/QrYNiu4jEzgQxYCZ6RbrEKsq4ho00ejqnkikaMMkOLh46u4LCKE7kzTxxceuHZCYF9l20KtR/Kr4Ot3+aBZYuFPK8iz2MRp7A83cZJZ8n478g2+b63OvShTtQRRWnHzclQguqd/k+1SAp1U3gWd6Cz42XPS22Ep3ZlA5mCvyYrK6j0QZRtc8A6VHvW8r1YeIR8dg6yji9lRP9H9s4byYMuG6IQBdJc4Ze6ufnkWa2t24+cp2xENv+KfzNIfVAGz4t8va3ya3lBBx/syqfPMGyCCvSYCf8Z4qa/jLSFLXPU8JvU435n/fjSPqNH/RtnII8vvIty4SivXwORDjVdGuDp8QP7K+gw7P/72xDsG1zcFeqJJlaUq5hoOPcQ+aF4t8mQGS9OfQaoKfpVxniFA1wfHUFf4Qt7fX/bcXg+H+XyX4V+X737/ythtgAzpKS2WdAcA+ftlN37hp8K7x3ob/g2uOKbHlcL8O8OjK5gFPCXVWGj1WF/o6KL8NVtfPY3aRqB8QsXTPuU4Mg3sefYZZfX+smZ8g8ATuSIEv+aP2FQ010IiPEn36qSQr5z7Nd141B237M7W64ELGGOmqBN3rlEdR3yfTCXhgdZBKd/HjrR1WlqxBIHhHKnT3qaW1vsjFnfjKDIE1my8iM7h/4kmJTYe9BIc8U0khX2snGB4ZvehPU2uW2CUUC46X1y/hiGrqzha9cQH0yqggrOlzrt2NABkH5ve5vKidIpLwGWRfD8CL+hQzzKducxC/bKjsZo5zmWD6GCqom4QEHKUPrUHXZqHDHwDssxyY4bQxfVQXkMeDT3m9N4koB8UPqJLutOxMpGXD6IFR2Aks/62NMqTDeY4PKO1BkCPl4BlK7kh/ByHBPrhvR/G8jI/VebiDIk5FuWnY24IfiqorA9ILAf1al3Zhe5hjiErwlTK3pjH06N7EOgizpc5nvsoUmhLY9C5WQ1o0JAINFbbCBJE1BOd839skOq76zvfC079nFIqJ5qDbiYerqK9zagmdVW2dk6nJxO845TDuW7Hk4BpnVfVWOt6pGUD+o7Yx/pKVRuGtXLKfSXLVy2Gtzc23F9Ud+AX7V3WmxL5CUYKyHFtN2D4eXlKdEtlCX6JbcjJCRr20HLQ3VWg1M+vB1wVHJfCKjEeVR+x7d8N+j7wEhjvHv/Sl/PU64BVUYlL19yDnY/Tsf0/SyHH19O+8pJE3Jf576eJw2DiJHdL+zmbP/dx1fLtgHrummYVjspgVs3HVnTNtVyAyOa44OYpJ80eEFA64ipEXXmpTAj/mjycBLO7C5+dNf33wBftVP8DV8DM3pHf78EyjF4vjVYtP+wxHnDq8N7B/obvhUe2Tl91bHhP3X39nsHusF3GRrPovfIzcJ4VTn1lmWM3rZ8O/q7EJhqPsb3FYzDDmcg7kB/LYMn7rw7X0C8fIxX19Th+rfiz39UTiVo+k85Iv1Rzv5A7tF+42E1RLTw6C8g92cOeMIOdPEmyOINsmvvdJo4XpdNQ5yKnXcYgWPY/dPf+53rfmcfFo9tbYLzAGEMOOiuZgjsahxiJE+br4tCsuR+beESdufNAJ3kK/258t04LsU2QgEYfMh2ywg7eNLi9WC3musnsglta5TEfSPoJ9txOYdmrNx55nbrv+5+b/j4mDzjpZE2nmHid+zBDvQvtIVGAQYZTzbkpeNdig5HaN7pqbIEIQ4A/9vqx7kNg7Hvg6Yx7Rxn+z0uaD01Yr6ZA/qrdaoKuvB4H3AoV1rgT1N7xZgc15ThVJujfRLR9nIgjsp49O3Y9i/4sb71ODneAj3JUV+JnmN9F095sXweR5P5We7o7kWQg54mJkcJyqlaH4OpTr8MyNYccoJLfOcztJi+aOsKkv5CvAVltV+KEcmw639WzxKhajwFXmr4rPnHOccQGP7RtbXSDtFj8mwYKob6p8HzESx2oH/XfMyGn7tHe/L8fIp1WDt1UBbRMgPmFIfq3H9Qfw2uXwYex+k814ysr/C01ePse3eiW52zP82Kc6JyAdgcVrMEHRcMd8WCyZr9C3wKFs5zo6hrMq7O7rgDVrLb2wJP4IAvHKpHfKnv4LnB39y2GfzNu9BH4D8dS7RBAH1rsAOd2rMVwRteAN470N/w7XBF8Hx4rNxB4X7Pt0CugqtWscWd6I/Ueeoo7aKupUM+ONBj+uobmmfKX8GVge9nnKTgvsOoXpz9Mk06gqa+UnnjHiL9tyx73n+an32aeK/8S6SzFiY6t/ua+z6QwzQoqLpij9WEahGo1P7O3TfgzaJCcMbsLS6w4DiB9ZNZPwllyJlp8hA8ON6YeUzzklyJqPTIoFhivyJXlGcn8rYeiOZp8qpto0IDLZjyJ50X8vcQuOB1qD/cT11YLbfkDHc2Nzqu5Olcnrhy0g50oqED5xGMtEQRJ8wwprHfUge7S6axeLXAkfyMbKXawSg6Q3akeM90I8+PMimvcZmO4YaXwYtWLvqwDM79pbT0bywgLoEF80nKe9nRiPYV7rKP465ujp2MMpNaOYZbjAodag/yfZFdNw434ZGWMviutjQt0KGyodBGxL5geEdU0KfdqW5StG6vLe2cLspOwdaz9HbFR5tYOvE6GTaRBnX60L9nMGidfL1VNkY6Xdk9LZArKnRJGL4LbkIq4HCP7vdzFNRnnr8q2ysjG20udnc0lAVona31ng7IjEIX0EaKeUmtHEfVXK9Id8JeF7moMiDNCZfG9v7PoD7UXyy4jXAJ1xxvRh0wMWBamYDdVcpeGkAMt7lCRM020WZJZPMBW5RUNUls7sbdgiqNVuTmgb4Seh8eg9V87KTMm82pFJ3m31f4FTZeKp7n7I7HvjtKlzZJelVUSNGQmqZNeFW0dIxeck1d16C4Gi/U+Y/qsLMa7DqoKB9l4Fltcw77PMrm/FfUkvTDRPfSum1D/EUdjd6PKosLrk4SVPuoUdlhK39j0cPz+py9v06fIVgHhdxRKVKMnaq2GQZH/a2P+kmP2l3r/pjnSxtvrvBffCG8Gn4jv/wI7u2/WXmvuhnQ8NqNaQyah6njG/5yeAfQ3/DtgErwlQXnGTjaDlzFdbb9j9LqClpfpfiffRz6lXDWuHgU1EXRZ2nqkCkM9cuC5zhpkXru5hVzOCK/xQCFPpTAgTpeuhubuR8JFo//rSYd/UhbmvttKhy+Qvy4Ix8hennG8W7+PDt8luQZyx98y5AhoF5OSuNM09/nLNGreNDheRJiAO9cZtIJfD7s8kpoZEcvnoSj8p5gmn1IX6zd7XeDjFPn66j6CWlSumnP1x12OzHcRZGIuxG43yvHtsC5rdjRvHBG4hirHdHikKwd6ffIGpTxPnDH1kDAdXhsrHYX93t//PkuJrh3YT0GZ44b9MnuwfOuv5q9EGdT2+ei/e/O8TlztKmH874x4WghMlUrrVCRo5Rt+Yb+KwtigFCtGV4ypmQxxDg8JztNw71LMcaRyDsaj/r9NMDbI+jMsceb+yECp2KLPAv6i+34Y+Q702Gk42zckvjrsfIpdvzlMzgqA6DIhzWFiL8jA735nlJ6RPl6B1ZLru8CUT5rU0McYBx+R3msCi0FF5UwfI7olAUUSz4BNshUUOLiI0nDmF6wH+q3OU441nwK0xH7rSXwsp7ckbj+eNx6AOP7iBHLH9iIc9qP9EiwnyX1gSB6OhWkeD+sPy6s0epMhuDiG0nqLdpcOtJXVCqp/qJ9jFDuv6b/DTFewPIA+ITzMAUmFdXNdkJPDJ4PAw49LQYITX81WEBl9vXQGhX9q/aFRzAH+jikOwoTqkNRSb6iY7zKkIr2tt3ePOAMN9cVGxGupy2ABUWDZlSfxPA668wi8jtAx9JBvbSUB3cYw5dAbTXNIM+/VrrzWWD8lsib+gfzzO7Pg9ipUceNWCJbabPC/UkVEfJpVvHUDKjlwIDg40kDmsGuxQUyvcCqyCMWj+muY33V4J9nyICf5K8l+nn4/gR4dpzmO2JBR/lENV4TGzacB/kXxLDesIZ3AP0N3wrfrdSeqVhXCuDeeq9ULI+UdTXdfoKRw2FS/Gx8cYIhRnh0Y9b55hPwEUzLrrekLEvE4Lk6s2ZzaZkIiTMAP/4cv6UacAJ/Gtm39eb4Vbiup3WP97s4cLjdP5YlAI/9ZpNm+4u7+DRJakac0iYOHMB8knsvTFeGx1ej5Z/Cf4pjRe8r8G50Ooh+cjy5le6UuzCXdshFcQKCg7CNxhfSIYYAj+DT3GXteGiWsgoexEzB+eno18byqD4qP46tGMw8w09dHk6Rj7iQOn+nLvelT9OkBX4rUJ+yT+NxsYuxziC38zzry1puHLVLijhYjQRBwpOgcpNJj2ivF0tU49HGgTRTRm+DDL6tIqt7SS2H0JHXRosb2L81HALggoYVYHsseB531wM+gUk02YBvsS3iCHUBvl79gdgc0VEbSId3c79XaIR57QE753mmzisoRyv9dRzLpSaAYWL4ZJz95UQ/BwyleaIiO+eQWi/yTeRT+upsL2X9lexHvfFjEvVZnWGF4uwEEnN0R2tL6deyNaYB15gYViTtn1OpUYvj6qz+Gu78OjAvsmPhEfmxbeZKxL4AeeTnB/Inp4V0iRhQxHIrk4FFdnUlvS/mpaD38NMldxwVfEyg0ZhGPgWFVJVc3f8fBf2Czlea7eMFg+dmPfj6kz6StEHocbh3d6dFwUHKi94N8nX/Gcuw/bqFvg/lIu0wuMf2u1/PUVz1NAsuYGA4+/BRBcb5urQEK7k4QiI2+goley8c1F8jcPMH6nLh24Lo/WpklIZ0Vd4pnLARz6ecFWK64Sw/39MNfkHWsTpHgfNjgbgoD+N7Uv3lcYzzxfys6X08Ee0aQP/neJH2lw+GIfwE//JPgK/s0+8Kold41NBtbB1pNp5fifff8Bx4B9Df8DJwzy7sK+A7FOvo2PNV+x/ZsT7D5WwZz6LX28hZQyuuiIA3zGw+5kAOgJPCRyEGz3c+swDBakE6E/VAuE1obPc29V3p3Y0Q5/V9MjTmp+Bi+gZ7J+5AJ6LTxDdntGXvMR74wyD6CqLrJkwQKfJgcTzxBZBQXSF/YIfDnuTJ8mXt4+zo3MdwKq9bU/6XsuqqjyJ0FIADkOazxQ7l/QFwHoFWvtKWAw9WwXN0eHF8hk58d9mdpclJEscWNq+id1NcG5SBcueM3EW8GjZES7I6K8Cu0vqlGLbn5W4ppIUnVypUAxAqI8ABBOW4ldzBxlmBxsEEB0dIxG5ElzXlvQztNHFksJtdL5HqXs8NPUAIzCgyKe0CpH7iCtchRX8cbG5R8Ti3FOm0YL7o7EP96hdnmTcPN+Ttw1O+MVxU5sqWRSkxgM6+cakxURv64qPT2/SXdwQ+rCFGbJuCtVHPCl+1gl0r/XWltSYoAB7DdlDxstY88k7lHugt96sW69X6KsJR/RWfDQbZDIKsrPrK9BjwnvKjJYq86xc7hbpSHW04xLtFfrc9ouVEpQJz1DF0adDGfR5ErTxVnWsLClsdPw86FooIMjxjpp+pINLPBOBJWE7/taFkW4LojGOZ7xgfQX8R9Xvy/eZP87LMaiPBeNUhpG1m+b/A18q04TaTHyMNNoAjdItFFvJ1/ykK27sW+jxbPQlTCXyF4DnukF0PuSN93RLzXBo8d48Kw7HCB9PMkLlYfR2Gg/prCmH+pfK5PSxKr4ElEmeRnHdUsq0W/Tq31tYQN7PEZ76yo0wWZdCizQM/risR5kLT6gbvVVwV5geWWV6vzfqnwt9youwbdviOvnxVHmr4p0K/SzNmotvr4fyGa+EdQH8DEdWGwHfCV+PzaAD57DdAXi1QfPbo+CPPEKoj4h6p79lwxaKEo+XV7XPqeWH/q/vCGcu4y0DSmWEdUidnQgHgeMiHDUbHMBWTg+g0YA2Kr6ptgzspkP2tC+jqUaGzOs52d0ifFtqfKirQspq3tfCXCmFNl9wCoXHXm3UFQoEJhnWOVi6nBxdizRWzzzv09CR/lWEZbJ5kraqKjuBUXJvezmDpEi775jHnlO8hFBDjnXojkMU28MB1j8vv6HiUSB0ncbK2os6ToFMxNodcHCrpO9/FgoqqXFJnU0gmcr3Iz4gA2C46eXR4kcchMGhqR7E4QRZKIb7iKN6P+6baObT0eTXViyljkkXhiOCOi8pTxaEFvgFcJoD8l062IdJdfjzA7V4o1cuV+mvVCYXMH9pHDMgo2S/QBaNBP0JiWeU5G3XehqIzHHn9A12QkUowvhyYYqUukX90kUiJ6mPyXarhyW9GLF2mssp67jH+HtDPSxxWc6Vl5MFkr3JCIYOdc0/klNRRNQej9fAIROAY57AwBHWXvC/7oRltdplvi2Rd+YKVQybY/VqvMDfsro/4uYUyfn6lvFR8Z1rlMhmV4kKwGg7yT2/EGXMXFzLFwvZFBrmwrFsDGBFcRRY8b4iu16nJvvbzr3q43Te+jpN7IiGSupror8Hj4RxLbC3yv5m2dbmj15nPDugwuMzVrWRSfHCSQWfFa1E5Ubme40D90YYtRsDifpX+YjhnPqzhZPB8Qc1gLhX22zR3fHDyjJm2VJlaS5TFM7PyDKzWgcwxqzeyON1VlL+bvl1ucJAVmhb1WH+iBAun08xwPOm/PgNHfL2Pvv9uOBvkPevTrvznrwxX81PV3ivpfZr/kvrg3T66MRHfiG9MfLsdxu8NPxPeAfQ33AWrAPCrrhoiMmF4lRK6t5xIw3uC+EcC8UfxO6L0rlTc5a6rxcKEV4LV8UVnyngAC7uE4IlM13GyLGa87BhrzQLYpcuACb5NaU4SdAbEnXd4Yc6CMV8vmz9yFAwcwIpCb9/1M9MXAyZabV0RZ4IsVJg5m/ci13Lo2ZT1OC7wOTpLTKlmrYB38lM6nqoaOF3O4bjcZ/g3/14P4yDyinaXVE6kQaBml/rvmlPRUR537NXu8b3NKpcnbNVao7Y12qgR80at3bwDp//uMreXjLyKZ5tDWveK+gV8bFTqUPmrXuzoFBfnS4E8yPHkXGUpncjtQHdeHt//zTVjv1HHUfSfTsar7STpOAiebHXI7j+pElHCXfTNX1ibZ0oDmuFwgNUGnodyf1sTrV6v6ILOrlAhcqernAVddEHj5p4rkPad8FEIlshlp16ZRMhTOSd1+JmNZd+a2/lKd5siS9LU3PgycM7baBgRhEjR/t8fzMt1qYE3RgYc9AXTEX4wYurJAoXiO6qf6zdmP+LvEZhRR6QO1nqffX0QnxUxVYeEX7mOcx8SqSkiw88vRO5hP9Yo+HpkQdc+5vL8qrVGWzP9pemlDqkIIxkgYBgQQZbX0wRgFVg6Tr7LZCOHPyXJxw3Q6Genp4i6vMSiNYBecSqMjYCSLUTzbdLXcJWCHi6x6OO6gNFx2+tgTa3Xy+P0O/6ovwSHaH4kNt2NJlJ5Jboo8IbNA60+SwENHrWmHEOXaS4r7WGl6HWRMO3UBxP43sYhLQWy8M6l6uxgebPg4/hFg597iFwqMS3yNB2mjbgGytJfwP64DkJ/DPi8ZmcvLzB/TF/2r9q+MmDGtaKvR8anrt9tXf5VehggmmuNUBabr4yIdMwvZbXMOar2BXtVba303j8TuVCbFQUy42G1hCOnoa7gFY7g/gp4VszjleIoV7Xxig2E3x1jUpvqdiP+84f4drO/Pzf68+cdQP/b4R1Af8Pd8BOD6GmnzwVC/Cp8jqb3qyyf8531R/NeUccrB8+vgOXCBxrNxSb5mMnUtjk0oFKd0Efjf+SDRad5Osa1wJDdRe3e49iOI13t0qzGzYHJzd8CVcc196PHT8Z0MSa2cmafn4uN3Y8rWDpNmndCVrWta57hFxhInI4znGIZywz1y3GWr9On69BdxQ1X4iee7QbOFKyyf4cTXB7sc8OND0wMRJMPyBWO7oxeI9o22piouSBEee5HxGoIVuLXGQAAIABJREFUvlmyiKkQaOB9cg7Xom1pFwNceBPipm/waETd1dNXXLVNnFW9jQ1RlmBrGMVugUHRFgKHEywIkGaGQ4tNhwIrKkmEXBgYV/qs5dwwbfO78Nwr/UcKacDGOb1gtu+qR9cjpd1+p+GhGERRZ+dDLr4Ra2kOBPyDzUFEpa7ej2Rm5a11wZX2Kq2NNWKuWB4kmZUo72407ITgAcWR0SuelC/SLhpw6P69E4SJmUgWWeqACsnOBL8rNzK7a8//BxEtntS2zjE4OWBWY6wIorf4DqUAe63qgpkUyhoiJMnkZJR6TIrs3LaNmJk2XKTSjJ04knMUgEA9pA8zak5GSjL2v/5ZJDDMR6JKgwVYeCy9lpH0hQV5nOUXgm8xAOM1eoOmen2qOkzTSt2mz0tqjoZxWnA1/iyTW4zGRRhnVzJOZqRpQuys1Pc7g8TF0lriQnd9jXtIpAJ8HuKkbLAxOeD9oMCi7bmfKhPswEZEPNEPj8BgEGYJPoYy/lyh2kK73PXZtsX0nqanKXVxEN2TtdBlX8LPXwXRIKv0D+jsoLtSESf9XSqXG+miLpyCxNy28KvBvcnH4zaFyTA0e3DDySFQHTR6XbwLcyAzkP1tiTkI7672h2rkDDzih32l4PnVm7+O1vsIvFr8hMi3/RH8nhF/+XJ+u7HuNr/9+UP83x+6/dn//vz350txecPXwzuA/oZ/Bl5RGd0DVRD9ChiV813fPXlleHT3+VOC5z1P9W2oXqn/Zld34iwnBUNHVkiWXmdv2O6zuWNXXTSUiip8Up3+0GPTh1eGeduUh3pAbzy+zznDsdY5BlV5Z/pjgk+rHbqjXcnHOWCN3zlHTqODUfcDwMX1c2Tz8REaueF6TNTJXDlvxQlsqcE3Hhw+GEQn8x17J0M/nrXtO13j8dwes9bR2x2k22bOHixv7Ew2J/pwlT+J6DSvkZbSG4JHLaNTpioz7pCrrtXx3jMwPHdBdFJXVXfWNA0QWNzcO+zLfnTOIfheLcMOdLJqfS9mHz+yJMT7rS2LgINDi7NOFR2G0OCihYf7zpLAwwGHKgAh6e/VYI7X78hflihB9FLxHsBTx0busOQY7X0tnxVwu/eapem5RzEDtXsOIRYh5nOdcUZXBHmtIqlRsm20yiNWYJC/epvtn0P84BaM7QNZndAnghHrVD6gd/5Y/gWnfaXJVxHU0dHrnxg4F/3ldJLayCo0nYyNvZuqhwEi8lF3lXNI2agv/sIx1jR4juyEzWJAWGU2lGzjEhcC5TFju/lQB9k7TBcylu8MFzadiC9BproFBmhHOr3jZT9QjhKIvpC6ef/e9V6t2AJ2jkBTvQ5yHgVhMbxH9KiOGTUaKEU8NNITxsj/JGhROEf0wiqI5vg8l3pMlDyqvaJCccbJXaUN5+6TxW5edwke43qcDfYQDbi4widnBGWl8ws55xj20f671/oBuCiI7u2Lwlb8qyDQvAyeSzqzaYytAy8U4+KIPWLjzZeHNpIFyVu/xx3oe+ltiP8O3jrzVpvJN3JB9HifC/RjPHFMMFgjDTgo1RmPpRPTvtL+eRH4quD5qPzKjnkEfkK84tH2Xv0p26/btMm7AGDbcc7//aE///1Ht//+o9v//Uf/vQPofz28A+j/OFx9DItN0h8TYuP83a0Q0H51ZXOWflcrgu/eif7oN0iuhmfVN2rn2WP2YT5weP6Mux3K9nHxDTu99BPV6WSRUwqfL71aIY9tH5Tb8czfW5VnMW1BTxrPKzQwpOnPTvx9yVk+nSkql+XafManIIsmpmkqfpl5d4r6Y/Ipfr6Ade/n8rxz+UjVZ3lw1oCqrDa9y/uGYpFj59tsvA0h0iv6Vi/wS0FpxW1ob2xbVTdmaRgCoAFt+hjFoVqzhHeOZ4ztRaNhPxDlcVwdMW1IjyqC8hYVmZ+ozb/U4D1AKQheFF02E3ecj/CLMb/9Ou4Nr6AIBqNziO3YeMFTgg9WjwXzsgvfbveJuW9vFZRxSFCkm387CqSkhQ2Qy9UJutdRt9CXsXXWHhwVkLH5y8ynZ6AV7YOdjlEfxVp0oUrmBnWFYpeNRV8v7gnOr6SvTsj8zn+aVf+h0KXFaGiDa3xcDqSZgi3k7ymS5Qzd7azv2rhF/fl45K9snyOaLZsb80auzJMVQrk9Qa4T+Ya1dLGPg2IRl88U9Fd/HMdIatB4+EcUJmSyo281kNzHdiNyC8xMDvkmjPUX/qjxXqydyqdvJB3k7HJKDGXSl5OMH/El0re0L4QARDQKdiIH1vpL7hEnIepg0bLTX82eQVtmgfO8kIBDXxQ0KVi7Ah/XD5/2sgpdY3ThgLbd91dCgjqrnJ6fzxSIogP3bSyYWm3L+Die6edzQYA7ddmUHHlgZfUR+zzK+8BTIfvKtrP21+3j4irXMILTCm1Z+oq7pvrswJPlWFo8WOc/Pj5KG/4EPde8nW2HJQ5HHSSV2iwS7XOSFv4O0mgxtsQC8hnCeOPa/tcyuH4zrPVo8PwJpjHRus9fzd/+KD5XzzFWnyY9m/8srHZmr8o/g+93xCoeXSxR9c+pGA2T7jq//fd/9Of//h/9+T8Lnv/57z/67//+O1TeG34uvAPob7gbjhzffkYwVRPm50K72zbXgN7C+fcIvPou7GfC1SvTrgbk7efhaeX6CWg9+VAHycIxgJN/9S0w5dW0rP+EqgaTbXT0jMZVi5cHaMdEJLhJ+VWSgOd+jPKJqWJaqT5zG0wEx73sELymma1yv80AnXqpGOdMonlTU6H7r+5OOoFThUqu4xUmZ+rJRK8hHSGSOT5nvAO/GOFrYcxXRTxMHqmvTTrtXsUI5Z8FCJprULLNcMQ6R2XOHh63S9YnhviohQwnPMhd5LIdIX/O3uli0B2pi7jlwAMZBpMqRCdIkHe4G76Jbmi9xY0kGKzig82pDBndWIhHyRt+fgGYw8IYg4wlnAYj2w3ZsijvaewZ4gN1h6DHEnJEyPnmfTmOUimfK6ntGDV8kCuHcv2T+3dEhHrAMa7HeY9csp03hEXimLAIRBt4kAfO96iTg1NV7Ag8rtORmetwa2X/7A8jXSfOGkTElTzqaezRR+zGI/IZ+a35x3jT+T+eqoSnFVUDamVvjuQOR7IGZ/Fx/RHTPWiHL4KuCVrgY+VHz6Cr3W/r6pr/1fJ4QIJmw4wtzX6MNBX8DViLjO/9LbJ8J03zTRa5eUK8RHMKd7nHQLCzX0MQ3VMSZFPjubyDvmhCpBJPlKlNda4fOvmb65omBNOhsEmtwnst0cO/pz5ss041ulkONPcixDlYsD7DdMjk4wg/J/tED6dZmI2L7Mi2X+aVzjkAsVrXnsJIABsUTA4a99gOR6SxpUSp3BfXTptY8YFkYWcHejxKI+QEeEHdiPyGcreSRgb2cUqcx2U8akgxHMD/Z+9NFyxJVbZRjNr3f73febsrOD8UeBg0jDVkZlUvuitXDA6ICAhq1AZhz5302izdpO7beuvr4BmM0pznKT/Xc3zxrL+tOj1L0Cr2fuf85C2p/uslm7UQZWd9OkuGR2Tc2q5410gs6/pmf+3VPOer8PtpCwt+OsQ++ck8JGmIej+fv3/T7//7h/79f/8f/fO//9H577/0+9/f4/df+v3PZwf63w6fAPoHtuCrBFvteBQctkuRHJj7RvJWvFxl/nqh/8oVZD8Vvtsoewfcb0/pucmPiJJD5zaoRyvUVNRt7wIubj5pE+9+oa7uXPXGMNN9vOrkiBPf51zShiMSYCULirH/CAJB7ngWEYdmkEo8kYeVOIpOoxmeszlc8UxYJfrl7zS/xv8nTUBGi27g5MZ36bThdBudshUW5Q0/wm6hgOhVbTHtPad/lEDX+IHzdjgqnZO/1WWo1LnNLsEmuDpKU50hDDiuyzentHek9Py21+ce6rkv1JlTBKdZHEPJQeSxU1pPgmSaC2SUi4VCmdamQj/Boi27gOBLwNPnLXzYZT/ofsbFOqhZED0Gi2reT+O7wgJs2NVihEIUALqgzQIqtogBj670zjupo1pgcQnTgAEGNOqMbgxru7gOGiXjIodaqgBUZwh0W0L9SQJ5nmpgr+RmhjIdfpkfajJh+kxvHEcFijdhQ+NqknohzdXXRS7dupGHE4813wMzdViMyS2AIm3HWR5bgI6vJ41Bjiy1LiZelDps1kf39BcMdaszf4Mk4dxP8YAA22KBrfxGW9Oth6KuK1JXbjHKUSDIng1C8DweDd7TwWKuRpS+x0IVaU03O1KF/skyJ5zi5ALlOR+He1eOoaL/0hrBMI/r/cbAsl4+Sa2ib1T3WwshvUOH0MCqTilK44HC7my30MAlg0qb++txmEsYH+/yiw63oBh3yUmONk9YYB6LutyVSeROd0svV3gyT4RtITBn8qmq+2Hd0vNGlGb00bpauH8S/IKbSt9xuF70UbUI7Oq+wgmLfFRvXSuoB0t7rFyTSxc270UtuVDsE98/VRnKbw1uwIbZsEim4NZ4KA7s3j9if3gR6/mR41Nnr0S67rdNdEZpV1MtCiwv9MEL/S2Vv/brjtS+rusTRP9Z8JOC57dxYKbz39/0+59/6J//9//on1+/6Pz9L53//u7P//2Xfv/+BND/dvgE0D/wNrizC8bez1e0r4wCSBWubwhlpqKCuVFjPuf3KObScP2PKeefHES/uyr28XYYD7revxEwXx0l6Z1rBDtCYilhmjZxGHlnG7kYXe10pnqIRYfOyBuPJLcyixXBTMTtbmgdxrwb/o9P3pZVyUVwpCG/FPsilkF0jvwSnGDb7bhKBvxyB+7J8Qrf6Kl5l4x4V9lpaj1JMXkAPtR97GaDrE1v79SwczKEB+BvWVzT2qacjI7dadHXMPUHijzDIOSKd8EBCywbd56j/No/nYeoOlHDuacmwXNfRdypBPpgiYsFzqs+YvhTxTxZX2Pbx33Az2c2/JLuULnTW6O0bdHJjxXaA3SYsdKK6WQ25YGSF3X9lTOd7R+4zMh6DAYwvO2xP+hj1V/YePtV+9OVYoWi7X1thzfKRM5p3E5vqAdxCjkuaOa4WNvv5EnBU1J2fDllZS5c8Ki/mEccDi2I+Is9EdsD6YD5Oj6TI5ufhiv53BtYbuIEE0fAlTQI6fhmPKu0Vx18MH53r2FcPByE4Fi/0HhBE89qobii/iV5Jw7ABtwxW2Rzpb9C+QwcP0+2NsRETtj31YuiwgJLlWPRHgu2/pUaW8UVk/4aGXg8m+90hsVqYcKSc5hsMx1GiV4xCN7nG2SfoCl0N6K3Ov2rfDxtWYWT5xlcdiDB83PQS+KxsQLPk0I96HNnQ5iO1gQjjZOxKhuiXByyfIaMw6qmm9NfRHYixhUshG0ZRC+ufRFmn15CwezYd84KEP66LpUo9T/5+Tqh/SNpb8pUbMOoZd47FX5Vg/ZLmKKCBtFMgD8JV8HzXJvYE6/E40qfX+V9Al4Z0IpGFsXxsM6KGkqXxTLR9JvjWyB5pddAX2yMFbTc3a/OD50iqOc7WN5Tvs0NW71gpe8IcH9lEP274G9v36vhJwbP7wAzE//+Tb//7//6DvTj6Me5//7dn//7m/79BND/evgE0D9QwrPf8Iiw912Kp6qY161/sLLbJXwpPPLNlFWeV+9YR6fsnfSPwE8Oos/gpfhmy/sW+24HpODSOybnaVfOJH0v/oTZ3PBOYwZu2KTkcJpUs4Q40QhR/6cM5J2sFxOdnTzu+cyPR4sAA0Du8qgPLF2LHUKF/iCfxk865w4Ry3JFj2eUR3aBvFPaRKdzPXlHB0KGS36/cAbR6m3qz7WHL/FSRGY1WUI/5g5uVX0XI36LM27J69ge+G3moJd+jePtCh+xV5ZjdBIswBjxM/5TFwRymFnUoYUIROVgdM+jUymxVSihYT39ft3LOciRS82EkX7S3XtAw0ZcB5zEq1uzck5KQ8oMmWfdZ3TWQC6W2VacPUqIzjtRAGzvX7vTxOqbxB6m+uthudrsp7U2AlrRUBH8qmcWgvTu01Z8/nzOPfp0OHPTd0wgqOXQL2jzlT63GNN4OKSRHMLs9BfrC+8Ad0XIWw73q2oLPOpUrayzAxgtrqgtiQx3eVC6IOQKKtud5YyGaZV7MISH6J/9fPLNWHILpPo/piReyiJiUPIiT+QZfDx+78ss6wOx6PC0jJZo4/VXxi9cLoIi88C54WWm7GQStGkj+EA67kDvzxWngaDbcShIw+KYWCm2F+8b5E3Bc2lCoa92xvcKlrvGH4GNrNnB/3h1VshesnohatAnkVlcP2400AnhMP8p8rdgmPAknb28A/eJeyVe0gLPwl52v/j+1twpvBcRlIX8RSk+bdEDF1lW8qd49ARD78jlpM+KFA5m+DyAJq7VnDcz22dPiZRJ5kpM7kA8S8k1wxmTxbObUM0PXr0z/afDo/7vq2ffBV+Fy249z/jDt+TNk+29HcdgpvPsO83//b//o39//SI+f9P5+9RA+u/f51M4feDnwyeA/oEt+JIg5oVVfG0U1UX+iVDRG79zNnuOx3Xe2R19p39/kqHwKPwxqyLjxO9G8DxOen3/BrfGxMtxJ3hOUl2BoK4eRoe1OmxYs/oG1GVFdJds+0UCQPfNRTryUqQR0Q0U2+S6SKNjn0b9S+J6z5kZifK66tAFDjMIOzM6fk29DVbNq8fl0tVykfd5BjIqCzNY0EF/JzXNMH/WKXkFoaumaa7w2V5pzHHnjHtZXFVpYPzJbUKsxlScSuhb1/1tanhAoETbY+2K/46D6DwzLSsdrTiEspXG0T86cVT335pKqA+atCXGbRadbm2rsK2BBa8q+JBrADwJiVvXBg57p19C/SvvlR+HBe2gbmUt7RPPq56eXa55x5cvh4p3Wl+Dx8IvUn/Kv3CeKq7NGLF0/hAEhOfSpV7sA1VO9VJ9goDLNBLoLTfidET15MvFQZ72/729rK0aPPjYdMZ6Qcd1WjXoHZ/41p0qc8tp+6i0b+7K41LLF89p/mm/GItNkM4pQFHzEHQP5dMDLiaAUP8twPHqgkDGW1OOD/017wfQP0IBM20AjZlBWGAgwUq4Fj2pOEnwy0Sl3vRTH7Ap47lldnWa3jqImek8WZ9J4VqkihN/wgU0tI/dcV/EaRccLeXVXS2taCF9bL+OcbZ3/qSbqu6RQfKBTez1WB5LM0yRzpX4Q1jZdf7odtRVWX+JbYH62gXehY9WY0mD7OQaazhGXTn+RLmO/TFp2SVc4RqNrJkBy0i3UEX4vQvW7FyCqbhOn3gsv8MNeA5/MWG0BVZ8UwMYT7Fz65sMqU9WshHT7OSZVgpX+YMtS0hjONukcdFIWQzUv8W7z4IInInBcsePlaXQotrhP0ADeLumNB6tnN0y0niK8iWmb8iSdurRajFntM22abkx4Dj8VvhOsWpi/5KNMdTfDTXgjCBr/Gbwys1Of4KP9VVxjTsn7v4kqDbDfeWmtWc2/n0XMDHx77Mf2f7PP/T7f/8jPn8Tn2cPop8n8SeA/tfDJ4D+gW24EqrfuUt4biLdLWR/KvLu5u4osVkw/U7w/Jn6/mR4xNApHUYbeSJs1cv5GMOrXL4qcKTVFZDjdZxTk9jt/ujNVNTcw5WQZSI9cg4djeZwK0be1Ry1aO8K7jsa9hFyQXSo76q06vo2SqsCrjwsiG/hrJlC5fNdVDMqALzQifQuZ0RV5i6lH+gRdBzExS7gIMvHcnrH+FZVj2G4X37ls4n6Rv9Q2qmbHfZXcgiEg9xaLVhyLgF198KrmMuTo1zDcbBSDVxbQH3SDCI6DoIABDh1CqxnOtqJx4bjA8dI8UVR7AwozII44RvVAaEZPlKPBWRWx+wXR3xrwE1urQ3Fj+IyLqBvKoCgudDLqlX8DTsK7yH4sNQzDcqKBQuu3E8uGV0lXZd3iAd+ME8h3M8dhb5NnNrl8fZVr6SsBYSt3LyT6DEZvZg1uOs0RgbGbVzLWM0QFiWhfMVUuFjljgCNgpw6Hna0eUyDbSBNn961SbZqLKcC50lyQnnidxv2RSeYHGVxgZaMZQjuzIIY5bKwYBtVGK5tjsj5Gb/ZCSdRPpjqHW2JciYt+hANMTFwQTZb+dGJtjrwFyiCwXN9HYKeGgwedRZ6Sz6f4HSxC8CPrI0ggN7oPDGQbnIJFwnZmhxrLxFp4FxOcWJduAB81bL+qnW9AeJeDds+llbH0w+KNNQvRSXcR8k5sPH83nHMWEZlatwybUsJFyFBDimqBWlJkQ25yd3eFtHSSE4+sJ4oyZFeZBy97YS6ay1gp7ssK2jhW/SpsGCwFkG86acTNvXApcpY+cfGHwv8duq6xQ8BRzcfW+mEh4BD5z5Q9qy9nC4w0/16Jvl8EH2jXDD2uPq9yh6KerQl25AqDLb5q4LnEz9Op03gD29AzCusxt9icWaBbHh0nS+enILzr4Q7ZWujBYNsNneQl9ufB2zl5eSZ6U38fEiDP0bWq7rvfbzwFf7d7/IRP3LK6rtiFn/KianuZI5i8cO727ETPL/rb/8SYBrB8n/p9z//0u///UN8nv0fM50jkP6Bvxs+AfQP3IKZUH2pcCt8KOhP3S/kZp0K10beV8nyuKItKryrfPF6t77Zuw/c4/WHxwVM7PTRZV3uzhxr64p8GiYX4I5dLnOirUlnHMejbPkmnpUtDrfCiVmVM61sfuvasH69AXOEcA/kndFyC59WXJcTzkHPpdMJLitnzQNDfpu+zhH8DtnyjPPmCQ4pFrsgq0dZbjuL+uD6QdME7wOJsij4Uxpw/73g+fgdgqfzLDoSgxsjnY9YlF0wYclh6EcfAWL9ZjORBgzst4a8+7wp7Tp7Z+eX5Kt2oA9/t+3CrZtkbliR19M22gKBlUqaBs/7S9e3i1JIosdMEDxPcig47gPPxB0kU/sDgk1xgVZkHx7VxKB5OnUD25mc8AkB1248zrl/u3GmK6DoEKzLQTHTKc1Huq9Bko6GrxYOOrvRagztLKrYEVrYpqi3qoAW4i1yBeULEzH1Ix7K4HllvEBLnpaz0+B5pYzntdU9OaF1LMcGf1Fq/czXJyEIz+MlBL0mwfNEZ4cjULpUiOQHZIFhrH+FouAVHeERHeEXHM/2/WBK4xHlZ4mnq6tu6BTnCb3MZjD5VusRkRMtowf3q2OpK/11nv4klUoBuq6TIewC5+QWFUVQ/eVb7K6bReqxmhJMjxtiyt1Rf02VOaESSfJkNdwciVvFM6OcMtC7luerY3bl+HbHz03+Bfmt+lj0dK+7HDKRFjMwRebGjC9IsGCVOq49tO5bh9Ls5Yy2zp6sy4wYT6so0m3lx2E6GqEcinOBaJNIpRN6RQ19X69t2hHfWu5Kf+59hdzrLdJxUB3vXtVciXgm0QxvoGGpv4y/7wfPH6wfThJZ4TMtI6n/ay51OpiuZTbqIV0w1oa1KOWI7he8oa5kvgXTbootUxlE5/Dr2rUJjZr5y3rD8GerNNWHfzk8Ejx/B/xpu88jfOXO8ys88FeufwJuRGRB8n9/0+9//qHzf780eC6nN538CaD/7fAJoH/gNjwiyKJSucx/+3VUWmFWv2UkR0fGPgbPKvBKYawcx1eB9LhT+g79V8fHfxU8E8TfOTb4u42cK/ombl46KX153vE3sZ/DbNDt/r4gjTofF/gu87sMfDkHG6ncvQbb4+ymUZrMdJz9JIdjkkjeWEA5y1rhelM+rnJMJkyzUKuiihPBEYSwYISnaOa/QBDmxYKMVtzCjPYKVulKp2kr+i+4YDG4kTEsGO6evM/TZd+D3hXMLlVHj927WNqlP7V6X4zL6nnnjVV7QvZZucWYmMfJNwY5RDfm2pqBQPgs9Ah6TKwRgGqUl3I8LRwhDQF19AvP9IkPnh90HOe02YiNBgimUI2BUFbxkeOmQgCehfGQOVeRSnWiM8Yv6qsxFraJTsraAw31YaDDBbJ6qSWpxqIsLZ/8NVZ5R/XXUiLjYLvMcy/17h24q4O8qdOv/7K1tdRf1nfiAERpY/pbubTE3CE1gRTgedI5jCcXVEwcMdZdrtKngo6Mx2a0M05jYzjy/JZsX2hVS0/hliWF4WEQ+Hk2d6j0Vysc/s/YoztzsULew0wjDJ2o++1HeM+C5y7J2urBSrUDsYNDYVr/XBvMKromJ9gHgNOMTfetubri3AIokT0n9vFseiueTONlhZTmx1g7fEAcjy6PoPKHSHXXeTIdB2sQPQaGFW0iSieO6JAZVuYF8UqeG4UYm0B74Zo5mBao15s/USXqL6k127p47YNsxTorKxvu0FbGAHbHtbYfagRqqOev9c54rzfABlW7CXiy4v3Rlh6jRzsjn8WQ5Omk752Fp3MLzBcyVvbbbJCn4bSx0HtRSOStHf9CPnWmkRhgfVwEuju65v5N8995a7ws9YUUsKt31m2+nD9elHfbxpg0cYZPqiWO66u6XKJGyd4OCPlTIlaFhzoMvTm8wHfVkPXoAsWr6qrxBfwR1VtVHIjL8GxyKlHz6aoNQ1H3Sa+0oU+MF2ZYAR4vhcUi+cRrFHSa/MbxF4qBfsWzXr5qN+9df/hdf/Or/bev9Hd/RRD9bjzlDj7lqXhfGA/Y9fF/qw9fDM/zHN8+/93xkbkRM/H5CaD/7XB8NwIf+JnwCoFcBYUfwuWRTDwMXBRo4sA0V1DMdKeCDRSea/dsxbk7PvFGPzwDP2Xl1134U/FGuL3SWH0X6Mi59mIlv+UVXorfRmLNBOORwfFW1A9Z0j1LWek9zqyC0Xd3UutKLTxLz0IjN4nD+TmmkVXU+G6Gj/pQm6YCxw8kAmdr6vfoJZw5GaAMj69cb/Ddbdgo7wV29d6BflcVW8AMdc9UA0UH3dpL5py0XP1jGStrrfc4jIDxCBpfor0lx3hyvZsPlyvU9RodzFnbOdXvwDMHDDhzJvpkxHqT40bogrsiklNoo5nJMT1J1MI9/puGZ3khQys8dnUqh1+pi2pWQIeZLV6Q+ozfW2in9mcUanSAAAAgAElEQVRoRxJjG+jlB8YbsVxX/9Bl1WKTyNEiBXRslv3fwq8fy1aWNXLJRlsy5R4gG0RackjUoN8wmOecpKrrfL+PTDqO5N7pMWrGAyABVrZTOmEgkryFB0vabcqqmfxwRT0vpS/cl+Q5+rogN+egzNNabjIysJ8sCY5x6Ts3Nkj0F15DomXbNl6LHBb9JUHiKENHfcVB2S8GzlcYmKjoHlBp1Kgd/ej1o/V/syC66jUdApXeinqw1n+JXYPcjVjugA9AgylZBFQiDrpYVN+JrHWF14C4h8CQ6hMT9BXmXk852zvQvbkqqborUSzmQz1nbNdFO8fAsjHGqc1LHFDnsR8fvozQF656kStU5Js/68VW7dsc/5P7bJP7ulaBhbxIJaa1x015OaTlvLgqn6RS8Xu8LnB4oe7/epgZjI+VhLJ0xe/Y3SiTRFF4figQYkpy+8sgKTL8XaV9AcTxHMb5lCCiZ45DbT70X1TBc3g5LtGGjHZmVPBP9k0uzuGVNrZs2V1dQCipop/3cv7llNgrzMklzOyCO/n/a/DdG7hW8JX9cXmqDmX+rxaDfg8PdcnehhEkv+AI+MBfDp8d6B+YwtUqn7jqb5bmKRwm1wukKleEvHIltbgMs8izxogTVq9WjFdBdLze2Wn9rKFT4fOdBlClWGf3FXz7SrYLuI2ZOGrwWsjAuO+4KJnp9neYkyf1IvusPZbVF1IFRPqkYEySmHTzqat60o4YRLdkIX3Mzp2qjwVWAxQTuBJbmDDKPLL73eIkUqZmRUFNKhg5mzxqlHYOUSFvRns9bR2CGV9sGSL19Djb4M1nnOupKH8ccyqnbE92dqEXRYICcwy94yuzsedf7d8iiboyQc09LKmjbMWrqtDUxga8GEuaNOABSDl5DHLuFbvP+QG/uiDBcVCT4MNwZswna6KPMchwUP8G30GtnSS7kZh9axutHccE6a47zvi0ZJmKjUPFnVRb7h1fhDRiyl8ceBLrm5dttJcMIvDJdlyz/hnP/O7TJWfxQhvKg4MMSawrysnWtUN/12UrDj3JaQF2/OCBHxTt8HkcicQpJmkb8BPS5U2wx4uWWNPLRXR+NJR4outEt5v+aI2VF9xiFPZfmUZxS8FWzs5MuNDfqL+au807z4hCggU91oRrlPkqJbgBNTbAIAwWzWz+5q5Vo+BQqJFEOzS8cqXLmB74gNYi6MiiLdXdBYFaeUl0lAosNH6M17fOdeAofbad52b2dn4UNsy23lgIcBx0HEcPpkMQPULUY1UQPe5AV5ODaWI/1i17hGoSsAL1ciuvx8UI1mKC0oxbzVQgzZIf4k50y6+ibdygTRCKWKJlQf3RHhmcSa342UttJ410F3rEky2OXWsrU5IAdSP0OeX2xjSxY939JofMkqGad8m8zlotJsllBotm5Ct3oMuvY7HY4YvGJHyybbHWXz8dCgZBMrp0mIA0CGObaSjZf4U4TU+9yByVt9xvHguwBZPhUd1dg+/q6Ui9Wej9LCvgoahsYU+gciK6LZ618YULvcA+RJyJxmfqRGjx+GyIlMMgkLpwk6PRn2ruha2to6+yO6cV+xKrZGteMancwL7andvdhTgvvutL/S8GzwV+ku9c4DuC0q/a7f+Vvvzst4jbVHhhQ37gb4HPDvQPvA1eKcx2Rbk6g6LBrCuDJBVO/u/gGdOCmfxmgXm1A/1qscO78fpq2NpdtAE/1oi7a4yOvzbXaHH+fj2ONuucO2Iu8lTj0nkMvKM2oyW7HmwHH+nQltnUfn9uk7iF30dhkj/RM9aHE283f5y7jmXS2VwZYxJa+bXCDR7XmPs7MFPhbOj3KwfPHXgT4Z8p56JI4W35G8xr909pgw7Xy/ozv7sydYyY2guj7TmQlf7iqJjiDJUXjqbX9U3gUva/XNXdQP430t2IuCtRh0/pNDWHMTpIjyPv/lMH7AMtq3ZO3Mi8Xe+SN4rx6/mtKtC5EdcQHNQip9z9SOc5Hlhrt77CebYK/qDjC4/9dGMNsQms5sY7E52SnlE+iEfRC32uyihwnupkbMgTfFSKeICZjognOaQd6PiMfDrcUdf9qX2X7UigMijSmoC+9gKuUSm2+AxbXKWb02BK/WdtzAezL0XthVzwNAWelvmVphl0cnS0Hd362rpr/Db9RV7344npZK1yMaYvCDTrWiefJ6XIoC0p82rwtq/SO6CR7UVbvHW0Q3eh1zvPLTiBTI2Bc9x5broQ9HxlP66Vx+PqqxEldCd1VDjJP02zORZNxoqvYL2bz8uqTFcMBBkKvsBU/ER8Vfcui3tXzRLGSHNzMRljngdjnfW/dTBqafuGpl7rsVbcv0G+ouiHMVSjVLy/UicoEKnaeR4fLNCf8nSBxKvM7Z8Crj3XREP9gikwZRU8L+tNdgTYbCAz0PZ7LaxwjO8uR9bLwNunM6Xlr9HWz4tU0FbQRy6zDqc0L8VFYKjnnxgIm1kLc+s2VLJynlIuYV4h5P8E9D4w4O4R+18Nd04v/h5chySaG0T0FXL2A98Lnx3o/3F41zdR3vYNExGs1TwAhFaczrlVkCzttZV5e/iIESZGCZTp0Hi94NxRKDt9uLvq7btXx13BbCf+9U4LexZ3r+/22yvo8hSPbFS/cldFN0qCJ/nXTU7QUcTkP7k3zRwmSTBG09yLCXwCTJE4mr5q03AG6iQPZErfRThHM9UUi2/pwbywOzAtZjZZ7u9kz0PTu4BfazSE4fgla2TVXwkP7LMoFy/G1qQOx6cb5PO80VJ+u195y8KMfrxTnlZn12DmxY6OvtNkvB/6Bn0JNk7Yk77FNBWuHK4Fl1Eetj3lbqHs4pvyRY3QMNdG9zz0s+fCRcHBx3KJQwyUXsjkslyHOgZt87WX+WYHyL30W+UAEtml/XpHvILTyPnrYjLfQTnBslLkhrGToxAPJUNquf3lSmTMcA6krS71nlvrO5NjHTIcKdgEG3gIEg0DJOKMS/VLHT57JA2H/hB2wSPYiccuU2ZNw81OVyEyNVIGNdzYaV6EU0x4p2eggQ3wnyWlkuMCkiQDZFzmTp/FQXQXEfkxJbubGsl1qBeFKhVlOxQ8nsbNkJClWBHSBRNgQgpdFOsNwpEZfid4Nv9nAkWP6GDD9hRKB3RUzM9N5l561kKOK0M10p6WX0OiRs5WUn4XPVad+hM1edRfmcC1eMxyvdLnDu8rntJkV0YTz5CKNeqTGrxuaI3S98+J4niTe8/fXn/1U1SOxnS2c5DG+l8791KeeNkx118XBgh2y8TmcicG8UzlBdpezqtZh8x0gVWbX8utUWrIstAEZs5cW8gJDvexdPdo/Hj6W38w2vmuBpBdDfuPdVw6ew2UDis6rPZv1B5iE8fmmZ20PkVmC4JsTWZLvA9sESVMhDrI59+nZ/Kf2ITGEUhZQHoiizcAT8Rx8p4GR796Jzogz9U9ASXLsV7on5RMOhLHL6YdRmA162j+HvWX8HBrYL8G3bUCm+chXYdNAvMxa6G3DdDS8Ghfy1b78X0cQYa63penb2L6DeaY6q9Y2Pq1vR/SSsfVYBUNfkNt4UGicAOfB8iV3ueDR3bUVwFbS8FwjixtJHdB8ckOr82hVIg37ZPXw6t8qnf8tTtlRXhbvGKS/64P+ZUnye7Wh3Xcpc+z7ftquF8/hzGN/+DxB/5q+ATQP0BEWWDuQJycv+K4dg6/K7A0MCFlMaZ8umU50ekvvpFgIPoj6x60vp4ENByuVkNXz+708XcrtQhx573fxVxParG9lRPpbhB9Rb9d2m7TdTXPvMyyM4L2oB4PUCE0J090BBtxvAQ3gUycYILrfL0siUZ7ZuO7cOjNWq8TFsZjv8LcF4psKmXY5X+IwluZmv8tI03zbELTks90jhomoOq4EmcY3gNGwXfRxkOlvnO4QX+Ao17Ha2wq+3JjL88mri5dM35lKNvKay6tXDicnc9lwtAXWgrdJsK+6lgiIoLFID0V26KN5YBDvBiIaA4cHkTQzzG4RWcxyLleKCLQh2GmhXNbKOEnThyaUSsmrNsf83N4af09GzfN6KV0a2Sebu8MxZ2RhE+Bb5SKDfTP0aixBPmavmOQUTi2ZmaE9nOD60u4o98JKjf5mhf/EPVjDyWNyUGTvd0p1+LKRh33BMHguouajHET/OPSvH8aumsgr2HAVwtBajkIY17lg0l6TQO2hPbeoJHyvWFqBcozGXMD2XYGnHQe3o8iP7jRSUwHEiz0qUoOBryayA+QIy6nMdrDVl1FW/nlhXpST+ik0CiHmyxsi04Z/DfG1iEO0bBgSntTrtiV7+tGOjYoIwSPWlMmsLEMVCjGsqYCAimX4YAgMI1a3Ufi4A8Kyrcc2uPe5IuswkCdpNYxUTsO4vPs59adNIIPtjtXAl8SGsLR5McKtsnwRElEQx+azKE0trVXXZvBvgM6lbrH6XKpc5TA1m7Fe+jUkpOhAatgrMPC3dpRt+lb1hN+9ZXL+7jIpEA12TBWDgbP/XzKHy9v1IemjOKS1Er6a19HleCHDTwQ+nlO0lRq2vpg5dQRT2TzA7CDGewT5d84BNUeE50V5ZNRH+cVLk2lhkNKpWiLdB/IgiJoRc5OE2/DYENa4HdbWsSOvPDUmEEnUEECpP6DBrs5R9Spk3Hl7Bi8asXVAgohEWXLEoTUm34AtQubBW+lGKZuS7HwHqKBeDb/CHWY6b2RRvtkZJTjrLcsAvycVd0+nNqzNQRK8HmzPBa84MFU2JKzC+15JelbeceRb1i4WGQZJ5tghrvZeGKDQvB80B3bb6S52upQWgLWyg3+BFNzq65t+zDoL5B8oeiL8YD2oRv3XqcjW5TFYHnSia3zeZx/rcTJHM91b13lrerjcN2CjyQqgaoPp/ZG0E07cunORqIIsxNSV4Fuv8B8jd+Ov/aR4PkrAHHJ8YTH6LmCd21ww3KvFiisNvW9Ar+fFn9wwGK38ZgIyT+yZ7cFzAf+NPgE0D+gUAm9SmnF97O0D4EEby6R7X/itCnWPnVlLFZq6nSQwa7DuUewhl61gADhTqB2FVB/90q1r4a445yZ6Ty7VzoGzo/DvlARjTS/2n3O31dwlf7uSr5Ufri5ni+h29ecOKPyVTb8yS80u5/UrvDxhjtO8QnGVoN25YmTPErfjIMgjhXGOotHh8S0rWOia8UGbwRdT5hiHTvcM4nnrEtY8VnsD3eHbpn+Tyf7LmUYDyKHo9NlhVeBY9xX4d5Vfo7EhxjWWrsAnHgO1+Ks8OwbHTTF+wjK8Fz8hmyMgYFBCehnm4AU7gevcPSZ71EY54H/JX90WsXGoOO1TOECSnGc2vPVvdV25cQh3+YiKleVvS1RY1+Pn6ERwBk+HC+VmywhDz0y8h2tEUsQ/cQ0IptAlq6wV+f13iIHbUlhj7haqgkvpoKBmUQiw+sxaVR+jJ2rrDga3Hz/o20F6HuqqyzKLc0jz5Dj9Dc2uJfrgwa2J0z/wvs28jUYyAzppCH9WdO8PQjR6DzPkcTsS0fzZn12arlIDXbqyvhO8IkUifIM5OCMNuCsd+HjLf4roJnmcQ/xJfkExh9xPgE6bIy1vmCFic54qgYRkS0qMDuo0lFSekaC8QH7IHpPECR3GtJ+D6ay8ugzFmeuFiVynBK+qMMU42bPRWS1kKYEVOlRvTNcSnnMxCcRHQfRCKLz2bMynxrLwOC5hVxrHDrutWxjuOj0msjJmBluU7NCMLCncVrU1w33tbzJLbvWRT4F48BCMVfZr062wsCCf/vBcyyU4V3vj34E/Em/YZwNhDOu1Ox7so3cup+sv64Eyep9kH8oP+WRmx8CvvBMxwzbeSCZV4UmmNmPVxzTczasuGbINuIu6NnS1bYU6w3Kfu2TIScQc1BHKhOcfGxWTmFmql50+vFESReC6AwLLNAeGjq5Na66i9DXkwK8w441WmY6epqE18kgqUHj/O4p1CpkfsaX4sbo4MHWB4vMx4T/jGNk9gQ6waFWDnDfNryPwTkp4lpo9eyTKn19hOwa0hcjrGU6Xxq7SodK+k50DY4twVEXM565cBVmFGSIzcE8vmJjmA1aLmYmJHm7Jn/zNPOtvfZOxLEd59CR5/cWU7gCQ+mFcKTiunomtkYhT6WqGWsoHVsbXQALwAgW4rn+NRTSlKhCdUOWLCEM4wpELwUUfRo2Olxu+Bl/78iuuzuPZzu6q01OmKfa8CT1z8p8xl/7Hb7wR+m3W/a7gugziPRfpX0Uv2fiKC+JQW2As0GdnYk20dvR+MA3wyeA/oFLmK0Qe4fwbhQnUjPgdJ1Wfm3WiYEMMTobTL68UPYm71cJ7BXM+uHZ/rpSpF8JVeBcgufneZZGGRGlIHr8rYyyXdilwTN19HpgarhVJU6SZEJ317VX9H/rqdIuwwLQ6WABBwi2gHNHHjR4ka4BlWqSp6uLW2hv846lQmwAqXoZGu+BebFlWdPyymWzzwFtr8MTHcPrps3Siak6xR1ew5FTBNGFAWfs3ie2fmdzkJK9hkjYgHJFG+OaPOm/1BDRedMQrwYkVmb19zOEADP/69A08mFRTWzuwcUnqDrZUhv1n4wDhh1wKBPArSlPtf/IxrHHuEXMi7ZGp+uCF8WBvppQUaLWNRRBdCzPQ+Gsib8ujfV/G0TVX+QP9X7OYDiaxUZqx3CSep1kdsq4LsSVod9c2dfgdZtcJxm+pYNQ11r9XY4M+U+6/trKbPIccfClNvJdWncPA70it3o881zV8ghalb4wvA7KNAbd0UwON8IdqBz4Oe5uJu3342hDj4hu8W0RuhJ3ny5YLOOn3jEpokICO85OD4PMyT2QFA7c4hVaxZyn4IYrytcmFJooqg1914uBXSs4tkBko36Qkz0kUOEKI+MsGOyw5tDjIrsBNYguSjEuVEmsGg4yFj2E42o8Z0WgkJKOSS14ru0fdM50BHzhEdo/jfy93HbnM7zDIHrrvCjhBx6LS5rwI+F+Vd9+bMNcvsMR7mw9gvaAkw7NcpLQhTxPVPzFcIFkCsPBxjrqVijxbvAB9bXWB7R3dKn0V7h2/zV/vwYf4NZxFo6CZ2QQYNpG3kLT+FFR9hUe25CMebiHgVX1iNuBztZvwqsmd2mo6TaGkCoUfS9DjhyVdeSQ0qrlXrBa2eUzPPszlC6wfqHDAfqZwjulfQPxdoPGZPK210V6ggrSNki/YNCALOPQYxxmU7Dg08aY0LIGLM8tSBt1V8uqAgpaUBa7XpcvoRmfXCRTPSwn7nAzWSnSzNtK7GQD8qS0uBW/ERc3/9IFD1mHXcFVX9TuhpbS+bk+wdwm0hEZvBzRoY48ErAe5cPmbSksuutVBiNLygj2rV4P5nGngPWSoj+TIeeSO9OLWndNtee0S0HnUKbao7DMvzGJsTlXIxNY+/JKFurysEHkCHcps/K/7bL+08HzAbs07qxT6C+0ES4KA9H/MOz4LWcBVfTRVruVj+OgaqPTFS6P+FJ/YvAc0/3EjW7V7v6dHeqxjDttu9r1vlPml8VkmMcghAmDKhK06z7wt8IngP6BLfiK4LmW3SsIFsJMGGXFPCmxuK/ydLN24bf/FniG3o/03V0FdHWUziuC97Mg+qOr4FZH0BA9R/PVzvNd2jZwZh0NxoWrp0jvC4EL8GAEIyNPermcXOCcRqeOBZ0Eb3nfGtHJRAeT7lyShDjJsQmUNNUCFvK3o1rUKf8auXJ0os6kR+m6lrI4MkYNuJI8Ot43oF5f4Cs1+YLGaN+pQWOyh86VV0Aj0qBDibc4bzQIA86VRNNMX62E4v24VGcEl0QS8nvnG7KwOFwi/rUbwbF0dGCCsybxMaZl92NozVZYVKgR0cFMJ/dvihIz8dl1TD/2ml125ItrnOG1yEKm7Bms0Gv4W/OEfwXyTC/YEBl8MhNvMm5t/L5qgoFEKK6Bbuq8koAeBCZwB55z5BT1NWNWIpKhIvVwCPZFPFnvTBw37zAB/qokQNYv0gV7E9zlO8HHlY1ON+OtLlOAT0C+CEtgwDhYCUF0AJ+i7Fd+H+VIpYCLF+u2GzK/y/UDm+hzakRH68HvdhzUiOg8+9HG5wk7F72ogjIleH7QcXSZeoyzr23XKeyQ1ryNFCnhQ9Rf2n4pAbgqOGmVZoF5WBqblHs1eAtNFmW0lTqKGHqTmzoCDZXHdJmNTe9wO3F0MPUFSfisSf0+kIh9pTTCa2kM4iCEd+0nR7OWHNc2FmRsGG+PwCMuiHDlRb3i7529JHwC5TsIth2xjZ3Y5zHgra6gxtQOpnYynW30cWvU2qHBc6zZ0xvoQMLegPfAo+9kPofcEPs+yise3TXa68oOtgDwXOK8SBMjTZ3EK0ygj8ilRxx3RR83GOLN7qP+Eto5PYMyA+5TVZE9zFBKukvlD7SY9f5q2QDyEugQJmsXoT1cFpEuXa1pvMwwsnQy4jClH/4N1UyX0wT2FZGOtaaE98yj9kDQc5LW7OEsu2voukKDqS2+xWdjAcTRT8QRucwjcGrjqup77P+uv4gITlBB8x31OggA5UMY38LXQD9ZzIDtZrYFGT4o7UOXZgtI4WLruk6Y0hTrG623YLbjKZDvUB7+S6wbH6jZgmN10Ptouhu6JzXrWOiV5myBT13nR0GMKGnBrgZyc5gE0EKQt+X78t5hAHdeIKnd7doK1xL0NyN5/B0lyTw11R3ayEwHc/cFNCI+8cjsnLXEeugVEbMqLLTDCAaX1b2tHaJaiA8BjBxDiDL0a1WnynMq39tYflCXgb4R2rBLgrw0fp2eI6XvpMnl+LJXI5/aQ+LTGEmHvMif5JwUSMGmhNeWPXikQLbXEPpmi9RBfyZLBThFddLzcDcgiT7ZHb+nyl/gjcpvWy+AeK6NjwRaDd9c95VP+VE8vnqj3sz/PsNj1Tcreu3Ais4VfA2dglGK/rYP/GfgE0D/gIPdFUNfsgqodOhVyEyyk59y2VN/neYmLRoiXrlnNCeG7RcqPISrfnkFfNequXh8T1y9WP2L+WblvQvXWSD9Kh+1sUrzILWPcVKhc74w+dPDyprnb4YJHrgMvP8pTCiakRee2o0PqJJOimxCBM4jHk6cdBwnTJ4wveJozTOHQmWwDR44GvnJVyoh+8CH88vc2pJNpMjiSPjNYWAOG/wVzwk6NOaQJpUuyN2mRajDhoho7IhEp43hyEaDUa4b59jnBGUSyEp8Dv16F7zILRxFUzCGBl+dy9fsYZD3mI7zRNlVI5Ng5z6EAefzHmNieQ6DW5yYWI+Vk50fFjAZqRwr8Pjffhl+6zrWeg2qCe2GC+E5QudWdqp35+Tg8lYF0RuUV0y4KlsgOtpa8VydKNDOmZ5oRg9zwhQEcdeGKxPZKQEqB0nf+7YOud2aHX8L0Mk4RiPz8L8110RbdNNzMFNNp6rsVJdvmul3fOHxl8s2MPM7FnM6kPBEimZwsMAzDZBJXnAMMjMcKYuSnUic1UgsJzLHK3PY+sY0pmFbSAC8K8HjGItgmIMMh2ZCf2MQojvrTi13fHXGiW55p/ngmoiIz0GfRfcy9cU5lcM9Kb3kSA1MUIgF7DPRXxb8aqabz0bncVKjg9rZNy1LLV1MFFxY7byGYdMDOY3khIfeiSInzy5XiYhGoKipw9z3P/Jm1F3eqSv3Jls8SYITpWiVqwfKTG2Xq5WRoTg0eCTPfVBGikVRLRe+D9kl8JiZ/mQy/cXcefFkJh67i7DMNqm7IQ0BdxeI5bE4hUf5LHIBTzgJ8kFLrXQmNIpD+3A8hKHFGgSBVhniqsdcJWoPmNyMXe2GoHbp+Nsa1GU6CQWV41Pk0bBbXOiDekwpVYzresFzDKJb+6DHhtrO3201bvDzDW0iw/eGheYeC0+5KL+gLk0D+aZDiY0RcB5hOhv4spKBUgPQWe0uCB7Iu6oY5nGQA1P/0xqFoWjjOtTcoD9b1F/Qll9Ho+PXQb+OY5QfxpPcU9wwYH0uAfRuDxzUmnwuLdMFeaUv+vb82Ntt4yraj2i3VtDHHA43HH9jwdbuse0dGW3/QI66DkP9ieV1xJviHMu8WOwMuuU4iE466KCTiA/TX4MfWMYUDVonoUaF/OjXJvNA/iipcELv9RdXzwmpabInvse8C/NEc+QyYbzN1aO3GVloTjGBx87J8Y6fjNPjPPyYzQqzxF//olwVC0psAeEtRt3mi55yyzULF7gOHTSMStz5HmUWEfkd/yTy1+R1Cz07hSQMvK40PszPJXvT/jeZauzW3O8UB/SFkCfhGLmALhMuZI0tTXY9EfitcNRBnvhM5IlLUcAGiX3y6NUukIVxtCcRn4erAHdlY3ibZfBetCc26nkWt0fK+Wr/fqTJLv6vxPOO37/aRHaV99E2Yh1fD97uJfVjfOBvh08A/QMJdpXNK4PovhizeNenT5ugqrDIB3/abCLXR0VFmC47Q65gZ+XUs0HorwiWz+C7g+hStzi4nfMoTNxj3tmzKk8VhN/h66vg/Ro32d1DRO3XKI9I+NB0NQTi4iQQJ6Xkp0Y6nYzjZzYXUqwwGU5IgOaNFHdx8jAR/RpHe/adEKEqmFB5RGQyNCZ7LDvjw3sxxMeOCxysDZ1TI8d0N7qU556HoH8pOyKFJgAzaB9Aqqc5GNBvNNmRrt6vyoXTqAdver/0tRgHMTGdxzgKIATSGSXn6DzXPQ17H64wETp3CX41++bknIqJVzV9nIghxRTluC98zvtaOPoqOLxmF/OJmLpihkPlkHLUwTJKckXLe6gz4Fo2WcoikA0EsiXqn1HQdm84B2iuXF0XWk9TtHwQXZqIhQ03R7M8vs1+EYvwFdbjmEzlkRBLZMNouZvAk6bVubwW1dyvB5HHshvbnPANcBBHPe7GbuLoSmTEJRlF8MHVDY6gZnlnWpnjNcogGUhN0MAgen+nAVJSMioNWutBAXSiR50gdJfy5df9G55kR0MijZ0hynqkLDgvlRyAGza1DbkmARNLO8bD0XH9NYLnx6+DGnWMVaUAACAASURBVDUInsNYZeshD9k5NOIWgz6n8/kR0QjYW9AC8/NoodBHdBcGsTT4MHBsR6ODRsfAEdiAopOGXqOGh/rcnMA8OqTTo/OiOcJofMj9JDoanefRg+igv2au9sS/gOdxHNSY6dRqehlnIzrOs6uy08uC6pvMqXmgp/oP8N5htgzBLyiFsh1Yg5NVKNNSy31pqddaLs/0KTla2WIq0j9oc8TdMpHm4cLKY293chiYorMsWGdFef3lW4etZzfW7J/wW8+X5bLZlYs+YUg87rnRsIMG3mK0oioTWY8NaSKZjWt5CCFJG+WPE9fITyRWF/bEYHSny4KdPWhgQXTS94JfDuQi74is98/jPxq4aRnQr8pL4RURE5+kdRuVxp0QAUEZArXgHMxGkgbW8ljLVMJbOmunp2HSYdIXsRYeJ5PwSecJgn6FNBO1k8eCVuF7IjkyxQcfPF9IV8X5nfBQk+D5r4N+Hb9U17jxRESmy7zUjQvhOi79AyO/f5+paY0i/Rrsfu+MmILnKFtAPk3nyzZgsMHObtnilXGBOtWnME6VT9jYGIBxs6pogj4RUTsOOk+m4zh7EJ1POqnRwdR5R+1fDfnNTyJr1u/6N+iF2TzsLnhpHRoFwNO7WAJwrBN51rG+azj037C5E7+YYGrF01EUaXBbbCZ5EcusbPSAt5dtYJtFuwx08l4/cHGLsnPwqb70n19zQfQwaD3OobYm13MaJvwroRB/dQ5gL0xu2LXSdTn3ivWTs/+le7rYaHDSjxMcqr/nQ1p4Q0cj2e2cPrMn+fWOIAGZwJSwBdOyHOOv9jvPwNtqub4YUI9zNCwn5n11cPTuzujZ7vI7cY5n4ScElO+UGftxN4h+5/mj+KzK3IfbI/4DfxF8AugfeApeH0RF6wdWFSepVD3z5aCByMmag3RgrEVZ7JxTREnR70ClROT6GahW9H01fFUQfaYkY9A8PtspI6ZZKfBHlPUOfWJwXiYTR+s70L0jo3N0CjwMvw2xtcM7V/vsQgKkLpgemyVzGJ14k6UZkzZsFjpNnCMFyyALnq9hFAxoyTQRv0FraQe9RuBDHImuLKOulOR9JVTwB7avdF5U/WoT1lhr//VGuPTbikW0xVfHubNV78uzAB6JY5iJjvOgk04aJwuHovAYXJhKCzOE2abnleGyPcZ14gXMX7smok8lOoqq9BUTa+qGuUGewztrubu1Z8H75hwmqQ5XgwPGK7ZfceB0Xws6YdA9X9CmBNnB54McGNBQmQKYzoemNLgNx4ynB4MT3CjoBARJbasgusklmDhHhzU4hHz/VWPUnArCi0rD4CCXZJJHnTmASyoebQfAAAMWUpYd1z3ahfqBjccsrgN0tMiQjmEJnmuZ4OjjUe6MT5AH2XXX2LnbMGVzufS76M3af4DcxSBwP0FFHOmHk82ou86zfyvvPE862zna54MXzKONg0Y9LjMCNKTqTRe0uL7T5+CWbr2ffD/3P4L7r1+HfasPxpLSDANH2m+k9WLw/DhE/7Wxq0+HU9f1h+1AFxqKPiMmOt0ua5DR3HUDnUZTovG5FOjCRs3jRp5O0iY9EQGYB8SU2hc+oMk+AzxpJ1E7+k67XyB/PLX6tZy4kBSijNchLyz2Zfk7P/RD3VXGufb3Jy22i+CdDn4ikoUMYTGD2VUBfXKFhZKxIfg2CnPjp5xThY290U607CgrWeVK/pX3ld70aBVSRHVT/I32aNdDBF1q9K+kkwRFiJhPzV8F0hv0mqMejkm84pAGheUYQ0zyzXfTcWyEJuEfHg1BzcWD+Azys7VmgYtRpgYShRcdQ44yVe6Nf4fdu4VZA4/DnVZhcs8H0j1E+52HTul4YXmicsD2xpOkAvuwdgHYTSKbtbDOELKQFfU+ltfpOxlsgZdVQBW6Oo552OtvsqW1pMfsO60gj8f4Vz09ePU8T/r9u1Fr9s3XGTATnSfpaSSOY0GUCn9YrxLhiqBC1HR+GDj/Og769b+DZO6qC7BE77P2Upi2oJwzXdUXfk3GbZCTnZZHX7SodBrsAELK93sOvniccGYiRDIcaOiPqoSoaWKwx8jOrs0OAycLanBzp5BZnvbTB/oO9P4rR+TbuIJZs5d1aSCTS4/p3OIPlRko37EwLzeX8h+fApE83XMvXOk0bxqgjoISZT6kNhBF5nUImvSo9BgG5W1+5IPfdasa3si9I2deTCblFQfoFYCSipBBaSgaUPaSlvWdBM+rwDnJfKXhstxGpAtyvdRFm0LRWcwvkrKv5l/jeYP3qKhuBc8B/8bxFEFSndqvhUbSvnlnpE0tWM5gwplXZsGSrswd2Mon5EPbQtPu0vB5uAqeu7nWA+W9Cjech17x2Cx4/mr8Xgk/DS+h8yMxg3cEzxGnpyHxB3/lkPvAN8EngP6BLVit3NkNTEZYO1IgHRXmQtqaDkZ5i+nDhIu8AkcHYiVLc6B6ia6hiA7y4n4XHlmxtWsQ3Cnz+xVyNn4QvHOz80eF8juC/nfHx45BIM7z4/Dtcs6Q8h9R4+Do7SW6AMDRJH0eYS1McgxBomrctWb4poCpzsTAOekajZdQV5NJsiQaR9+dcQxKEOQIjkTEkUEwsObxQQxPh+g0txlzLBsaMnPgQRuEXlj3rL4WnJkW6AMHqyHs+ssdc199mP0gOvig8zxla7oGKJixJxTBCT8Y/u63OlY09g048OoxnamY3AHuQcGboaA03TUGdW+do5uHygFP8JAwGaPksJjUB8a2OpzB0ULsJ2653AChW3AHn3fmeHqnAEQCth91Xskzu++OIR+kRw+GygN5rM33dNdcQvsZPuokaOmtBRl60JaQ79x46jXIt6o9v9YyuqozOpzUYXk0aqeUOZxchUPO/kHfK+3A4dNIA4wS8Mjy2wRLdHKh3Oms3MxFh30D12o9qf6R5P0a6WYB4BE4V7pa8OEY3wXpgbEebDgOpvN3o7P1f7oALATcZUz09zzqMr3X03lcVXY7h5lvX5M2y/0IPhwaQCenO9HJqriFXkD+7Hn7LmwJJOC4b00Wy1nQBv9xo/4NdT5lGGq5vZyxSy2M7yPqY4dXLXNnJ6nbgtahJxQHqy/rsEHTsZu/HUdYaCE0N55DnBJ+0pV8WNvlOdKr0F+Rf6Mp04b3UXBR/EYQqBVByhWs9ZTU5x97Lor6zutXK7boQ6BNdP45nQKBgjI4A/QCrF0dVmYOnjNz32UruRdKq7m29wCT6ZQTymZHHUc/UFVYFqeXMo4B77P14OIx9CWMsThesl3CFtAxcerop2Nd5PhI1KwETwux74Tnhhw1/eV5XmQtLvrAcVFTHfAHnULky2Um6gdNM5HKGghUQAcYf3nb3fSWHIPNQ5bEcszukvyRbVrrT5vaaARE9XTH+wb5ydHQy0sLnJv+Mnnl9QER0Xkavc6z0PHpnqgH2hu1I5y2AF91koCnb0u2cePb42j069cv3YXeWrPPLjTfRxV+VrbNk/pYGJ8gYdMBMhpNvxd6QIrjZpnUvBnz2XYSnfK9MjuBxuZA1mep3ewvK+ns5UuDPhzGAehIG7s2/uIiwKan7UieQj4TvENBQmPd8tHGQjf/rTTniJ+1qdInVqHp0kJWoP3jKyYYc9c6LurTmhsXeCoTBF3HFgA2+69LBF1Qy2PhjaNrUV8su9SXoMecDPMB9LKNoK69LmLA08qa+tGiKB1/p0Mf5onyKb7GqNfgF/HW4ahKyNKC8ddivgLKsRgS8PjFsYR5PZ96mbEaU/M6u0zR/7T/h+7qjTW0kwrzdpJ71190eaotr/2MW6g2qvMCbSRdeo32Yxrfkmoii74Ioi2fbZGq8TMJ/hjMxhs72fJgB07gWRrH/NcL8p57/93wbp5ctf+Of/4KhiXRZdnPJvkHXgCfAPoH3gYrQ6Q/z4YBUbZr5rKvUVTAbq42DBB0t6jpoRMkK6v6rrIzu2/KVHHkze53y3jm/Suhwv+r6u+G5uhVNxeNBlp/Jukf6bMZzPj5fSvbvFNiIOjwbNTMIQKOS0jqjMToMOnBuqpmModCOdEIRm4jm6yIMQ/PiWg43chNgLUydwkVDkNE/S5sfIjkLR02UgoLDcwx2OsuvAfQsliedxhHisnkk9QZWExd4JvyBzy1NqizQydH9tvEqRcmozoB7YUA9ZCOpI5KcUpJsK4dcrT+4KGqgeocaCXZkoO2AS+QtcvLXFK80uxerraGEDJowOPiPiEDTN6dXmIQ0wgaG67X07xcu/cdyey56x6Tby0Pr4Dnmjayp9tOb8EdFdhaLO9aMwkx1Mum5YoTQXjIQ61DHZ9BexPNfI4M4MFDsnUnZyMawVuRSyhXWyN1jPbAg+04tnS5qgki+tfk9tEDMgPBvsvIyEiDBnERlO//PlqdcTMS2N8IUgAWhHpBxibU0REnddjP5FAjQtkYFx7g0a3uGNcgT3uc6pe2v1EPWJzn6fBU+Utex8VAnbacMa8fO1Hb4Qi19hvvHLKDrtk3ZNVhBrJSTmBg+AucSERMv35Z+5njt0hx9+MR+mj049Ho4MOdyGRNQ1rIO+kbxKWCIRtk6LpBlCSyv1OWDPrXjTWh55EWCRww3qzJUUYDmYC68ukegnF2jm9yZxnETjdmgSdjF/Ut6jFo36hzByraJb3R4kgFBRPLgnpX9qXavyI3nHw1O4BGQG0dLHFYaXm2IMhUWYVS/3a9xy2WbWCNPnRcM/EIphP5sd4AN4YiQBr4UlMikSkYwJR6Mn7lUIIyUa5bO42BGXSw4g78rfl1MDRRKORO8AD9JXqmy1pYqIL8OgUvo+RaZEc/haN/Quo8mehk+t1Ocg0dVzLsVEYmIoF9Q7LwLnweyWHFQKXwTuRSUM5lwCXIFrGv02lZEjyf6TKnv8YoGnrhOA4nAyNE/WQ8DbpM0gE5fLAp0tMohU+ISRdeH0PmdkOHYUyhrjD9ZbhGOrLyRGsHtXOcyy/jRGmLOtfzH8O/PJBsjLsFMiBv/S+IeLZxx8ZmRIEDsc4j0I6mdbXQtsAXsrjKDKZRclIw7iQKtYHG57T4YNWZfcGK2YxYSmKD6gGaioUu1jFVCetGNs+pKwjtmlkHtbVeSNNJHaMb1Vju+kZOnzH9ZertGlb60hbduQD9jp5v7ie2QMum1ux0BF726oBad4lsxHLUN8EoQzgPg7Iq41UOGco+DeU19xJeI11AHlCLvgAvh6OttdEDZZNsftLnFL0qObEg44kLD7y8HvKokMUzm2eCUpG/EZ4OaCZDZTOZrSMyCfUgzmmJ7JNR2jZowzvBfG36RJ97/Wxy5l3x3aof/2vwU9r9lbGKrwU02CgsoP3A3wyfAPoH3gqzoGPt1Lua7FdgyjqWaSoaDHU0RJwRZ895KQBbMIBiu/xENAadqyB0zLcL36GQvlsJekeddw5H54mhurdCdNa2lRF2tbLtLr0wuKuOHpygE/7AThB1qjNMgiKv6pWjRzVFx6HkXSDxCnMGg754z2OCzhTGAtjcVltz73rf++D3qv97m9mN7zjWrYzcLnQI9bJqeYb46E6uWEukC/5OnUSIY3DehbTRYdirFJ4YuImjXNBtpLs/cEIeezm1JnRsJbVzQB95IxQSy8P71bhN1a7HmtMDUxSAd8ZtCwphqR8ivoVOQg63b9R1Jm+teR5yc9Eo13yrtOfUsdRLMsdG0FV6cUU3AodD9JLYvS7CcO+rwkaSOLsHmWdF5PLqJT+hKCIbW8ExIw4cDTyIo2U4RP04M6QjmWI/oADTE0Ak6ElEjc6xWIRdszDwYEFM77TpxaJjEylUjD95P+qLYs+z5QjYFk6Y5OACfTT7XrekRTqjIxrlk51IAgE9CIyiHLQAGsphT4tIhbvmiva34A24Y/A871gyPIr9kuDM6jSLjrcGtEEaWbswcGD8GPWTb0vWhy7YIA5XGbdM8I+dvM663fd19Q8IWryHcXfgWKv1CUnbidzu+P5N9DZ2DUN/lARxP/kFUlq7oNnYQB6+LjSADfhZ/WkhTGaB/tMKfEPSns4CDllni35rpt/IeMLV73Acf4Hn0CbPfL34ZE+ipbWg93MMErBLs+CUWkNUsgLqsCD6CThHWlsZbhyVqV01lq/oZmd7Ofo3Geh5DOHJH6C7DtwlK3lLrKqnpse6bGcyhE5iPodMtFYb7kBDlYK17gRq4InkCacWaYvD7bA3XufYWEW5KTKLGsECr3y6hAvegB2AelEa1diC6DIX04U92M4Y6IJr/bVXCXJQAijI8cloKywIIAoLrQdOCQfO8kXa25slC2byAjA/J5kLRKdjy3ReAHnbxYSi2ElyYhaj/iqEXoM/TfBoAW/UXc5+ANu00nm9REQ71w8TB+cbGHwkeiwFQG9CwyvQ2frU9S/OH8bf+WAdPy0/DDXr3WUD1ooTu5y5RRaos/O8Wjd+AT+Zc4k9KjJzVoXH8YqHR3mDL+cUq0tYCgaioDdsXPhy1h3hZYhPK5TwUzuuko70k1eoj3AsUXjuZLjXX9fjoePahrwzG/igRmevj5nCNExLF7lI8OvpkjHBZJf+vmiHAT+anakvNJPZxvauOTp6e9zmklyc2Pg+sLlIkAUgV1G++nx7ftpduNrAJ+/e6dPOtvkLG7gBP21n/d8IkcKX89gP/DXwCaB/4C1wtfIrO1wKYbMt+xu1yktEZgTDTKLfyUSqmrRPzt6olAcGAZNjCyZKz+5E38Hlbwfjl+b4xgfMs9Mcd6LP6L5DzzvBc0zzSBBdDGN0NueENglxjs9bkyUrC2/isLhvBhauUa5XeFdBdH8r6fo4xwBCdHKk+tSB6/tBHW5k9E6GENl7Kc/++UllrwGOlFP8PJ5VIEF2ODpnTW6OTSgBJ6Ry6fhqxqeaFg28Fvn4omcrnFaJRewm59KkjOVQeXQKgosa5nhkvEbuwBxhbuvRw7EY9UGpn9gdVdgdyrYr66CjwLX5qwZOA0FEeE7wmrT5Sja5vnOBB3+hznT1Yk4q1AUaeXLbZCyrsMZJcKg/ICI+Rz3CEOSnc4yCk8HtPA9OmzjJj2Sakq2R9h8GOg4S+SVlo4Mr7IAcNEQMTFZVdk6WXO6dnPAgPyJcRJwoTeLR4T2d00VHpBvsIG5SJjrSPdG8LAiBzoPAGYgOZjKnKK+dyr5foj0WqbbwtDo8Cca24WDBc79ozZrkQ2tCY68fgM5BRjHqF2bqogB1lneaRbyx/Bj89//I/zuNZcxs9vrrOCRQd+gufR88b578TXD3jjQMUAkVZjBi+nrsc2tsn9XARHIZ7oE0SKVpfeW8xPH0rt4i41s/9GONKQ8RETd466rMlfrivR2htonym9hdTcfC0EgeDSkt2Bw2h8Pjv+25t9NnTS4COEQ+2JDoFWy5oth9G2GkxPEA484vPoERrbrJ24CeZ8LCmqgzndmFQUzQn2BEVotUVAYP2YwyPOHvoHpugs7Kt9Mw0CHvQeSh12UdZ2uL6S78RVPCp59h6+1peWb6ybXfBJiTl3gSRv6+OUqGFuo1mtquUvIn/RSw48z3xAjQ6gR5Z3vI1IDiYFfiTm+7trlSLM/GsvABSB+V7TTGc3P5ve/Dl9mgb+z9SmCAvTfTYWeiktUnOAIP6CKDpMMKWQo4mo2TdW+FMwHfuCA9kck6lEcLKpRQZShJGWWn/PW2ZWYnVh3sqpXmVRW2ii/rMT7DUZ80qQ8/NzLklZQK5q7hZ/1fViN6b4xh9Um0pp+dmGMJlXF400Smox5maH2mVQKQKTMsGP7o+C1oHh+hfRSsJqivYeJsg6O8CM+iqaPzL5FL8TroLX2HZVDRtARt1G+Zj4OIzka/m9FyGkR/wjc78/e18EsU2QrseJWLlsPPFTy9bM5qz5n7iTHnyYMPH2/TLtg8A3W94Yt4VzCf49+HbX1L8z57FuL4Fq58VRuv4BM8fzeERaTkLOgPvf4D8Amgf+Cl8L4jUypjk+v3LSquKq83abLjNeK+MKKfEJSzvPH5XVr+dOX5/AIComhQ2vP+zqeV1fXVhO4+ju83SMU7FCfoNXQHAOQNkJ188/s8frSUdOcrucJyw3gMSfC2cq6UfDkmRbaAxfLlCUgx1ghkRhvXw0nmglwsuzrMMYK/iC5ObrwD1Ds8kadr4mR8r/jjMkiq733/zjPE26s8a0fBMj+82nG7+MQTZ2zBR059EI6XxZTHlcPOGZORXDlhku+lmHylQWpXAw+Gvy5lGvDxtsK3qnshD4nAGVO5HUmDNBiEkDvlfnRe8tVEONsamMcH6MZ1GIdV4G81yb8CCUA18mNccGTuDvfjaHQSUzsFH98exMMHtOvxXDlcmjhltDzSfypnguOlBXkUHVxGr0OPiHVBG6jP02VGLUR+5qxsRA36FxziFT2uus7ZACtHNTrX2pCOzG4BGDPboo0U3OjPrComtUOkWUH203BAiSPP2ju0UtBfBxxDPNMPVh45/TX912BMDr6MfChHr+u/IgBFROQ3ojTHGznI5VNFWjb5losVEfgn8BnKmjLBju6KUNB2WkQwuu44CJl14VYp+Rf6Jb0CHtfgQJWnmTMx6j+QItAkv0C4j6vmxtelGG0QXADe7z+tbGucq83qmFG6FamYw6IYV9fIIc9lXBfjfjZvi+lioINdmdA/UH8dPDd5HN+vWn0NVsd59p3o/bo/Y25dy4H+sm+n484/0C+oS6iyrJrS2/QW6CAhCfCMK191WJCpkXZEY+GP6TGjn9R4Ra/iUzttLk+0T5NMyvwL2rCuF94tA+igv4YGMPukNeU1lAkSSCcQtfK8j+tDeVVkr5cifvzbYmMiaznkDf3XHweCRJqNe8H/PDGIzu4b79hB0YZK37cnsWHABi16IErauW3u5WwM5PrYbO8Z1Ce3fQwXAm9W3K4OjLFk4ZVS/oLhVNm2lxBZYEoKGw1dZZhtpilU9+5UiyeAWYNXc0/0FUScM22q8V7YO/K3kCkld7GMb5oSi10u1Dm1Tow16wYI5vTc4QW6TnpHR0qjITNAFzhd4WVARZslu8W0jtg2xvtCdXKLLSz4i2MV8kpfNOQ6qR3tIl9jfK44Qd3SzzhHrdoQaZX0avP1dV28Gj/3YbkgZej/qpcibr5MlIv7yL7CD3tnrr+D47U8vebpq3bF94/6K2bwTHl38+6k39n4tuyToo6dMucIyT8xsmxSrzLvxX3ygZ8HnwD6B34E6ESOvDJZq5EWUgSLZJblMQyfyexLeoHSf9equR8P2OWu+Vf90w0728X8LgRDrT+8j6IzMpKwnrrZHS8fxLpgaqoGM+xeKqqxHJMyYyPM/zPu2bNLszzorMtuEcG5Mnbx29K+DruOBm6eILqgg5uE1+1NbaV958ce3HdsrHNcJb6HvTg37uSo+uEqh6QzJ2BMJS+ivlnh9jr9MZ+sq2uySFk92JnqeQfEPB3rNx5hCgF4kR5fLq5C8WBEJ4LejjGjwbMSfICCg0CSMnScN3OiRMe7yYJr2NG/6hAhqeego/E4ovykvuX6BBrJN0B9+zFwiU7+VJ+KEHCoYFsxjbRZ6OPqkQBFy+VBmXHnnmH1KJ9XY6j5X/e9ZuwvC6osa2j2K7GCGWs55xqNdM2kkI63qT2Rd+qgblA9pAj5BkhQzxjC50G+oNBn0GJXnugn3LlHEIyogoJVwMPt4Bw70RUnQ7TTCFWb07P24koS9f4a8oPhYZVWsEbxXCYIeMx4by1Ec4FFus46Xd5ZPGljdoNDwshapkWo2bG2TaZ1xxJly9a0r650YEiNg5GEPlLOohpXBiYMuj48aekKdJRXWSMV4KFjn4bth/MIPyGRZqHewgUJ+pfxESyWKZH2esDfi24glfOPQdV3jSQgLuPd6aihx1o7SU7XcDpmECTpMq2RsSaTBU30J+qf2XXQTy6QAFIH6u7tkSPvRRcGGfrCOaJqjUbdDrIXhD3WyL+KY7BBewZL5sUq0TwdfOVoMqJ7HStbDMCWAYvq17AAzHSYMVyU7xhExzboMAO+MF0ebDARO4CQfgZMdkQ30Fvc2+MXqJj+lFGt/Dx++xHPng92LPast+Y9iAsVRvOTvaodNtKveLBcHFaqoChfK1zx3uwTJ4oGwuzuCzzeCH5hxCxRwF0ZsRCOS9Sv9dnSNxH6W4vczF/VP+WuIVe6jKnlF3pXRXaoHpvU4jTl6H/x08oft9hEdR7Ug2U5GVv7YJ72aSBR3PiDcX82Og+ig0lPVDkOGotwhGW8LLJ5VBBQKgA93to2yK/PW2hl1Gdk95YkyFqYjxHgJX41xfCFwzNukJvNRSe5AbdMK9NjLdX1Lnitf/a13rgZ7NKllD9vhncEz++Udae9VfrH8Ck+ovdSvvrAT4VPAP0Db4dtoVQv2bwqPVwWRnKVlqSqnWmSIngj7aSEFyq0vzOIfj1hkWPocsuDQyy+hSPA4/tX9ctP7Q8MNMwT+Yt5SnR6zcqocjXKQ64b1DOy7ZikfiICkzkiP3tA0RCcZVP6eN+oTlaio5OhLv/OnDez1cO9zKqltSx7pZn+HLuWGBcPktfAgMsHixp9WdfOG5tMXgc8r8AHylpawn7lcIn6I6e18Nw1llVz2uJurhprnLb4DMaNkoFz3ub+sP2N6ru4Mz09gxjA9G6b6KRRh7tz3Fj6XVjqX5QXROqo5+Og/kX0Hjzvh7ufdDYiEgfYQB+D5oJ3g+exQjN/YnBFHD/ynsBRDAFYCDw4Z7s4Z4BmHqfoAHsGrsZog2S1rp+bf4X9p0GDBSYcH8g4l3bXvBlVgFzYkZxN+8Nj3SwdBgAwPQSCsH+03AoXDciTCzJgEF0d4vJs5KvqldNT5Ff5YaRLdIwjPPZHwjo68Ink1BeXftl/8Vu9qworfCa0LIXpjPNkZ1iDoFYx1+Es+UeTrfTSToiZmtaB5RkPGD/lsdOAPzP7IdqP2MxJXrr2dOIkKqhj1WNalH79xHVbC/qcNLKQOAHGeadRv1+ZFCgbIqm83SuwuAAAIABJREFUSMA0MgadiKOkvwj0A8roki8ryH2Xu7ORLphofcFn/0bzoa/7v5PO8yAJZB6Hl49OHx3yTW7DA7gx6RgLahbtDbrKBc+DcLBbk085oI90pMHvCx53r+Zj31IMuS479avkS10GdwxaqNmzXv5IrYTllFfYhFuDb3NXOsseOB0Cz5F2iGVegBrlL/SFZgzhKS2WVVfj5x3cznnQXf03LEBzVXt+RP3l9OwVhPlLzBNPWchBdD8WUimt6Aq0HyqFMYXmystYiy3gJKSvtTXlK10QIundfPiubriiNkMFfpFpSgYlxsUbU2Mv5A2llMm3fBNP+4Os/soecdjJ4lLRIxP7RKUBKBl74yGbvt0IMLvEGKoNHLjgLLs3IWE2K9ohT9JrwXZ9zA8aHY2OcyxjDoHz80SdAnirTkI0Y1uDHARbws+vEDGtwclEe91CWl+Xo6PD6b59toJ0wmKj5Esd7LFTGlV9jcHzVwTSV0HV58Zmgfvi3av64i4tZm18/gTYZ+Xaa8pYlbnTRuSPR4Pn9g9l21rVfODvgE8A/QM/Bvq8SI4uDJ6NK2EoVo23brBkn7yt3/8p8HcF0feUep647PWfGXzv2YH+8/thgV8YN+uWPNZONeuTc2I1Nu+VLXfms7HZnUuDTtLkyJfpJOfn6ivgkl1T8GE81SkPTBidg7Boxb0+uQ9VEO6p8q4qqOpL/om5w6Kuc2dXehVwvEAtASdHoMiSe5ay8MIc55023e67NOZmeTputXPoqj89bnOM/DT/ar7fwjiooJosoTwuA8LTNPsQj0DVcpKvuOm30DF4fsoOPlx8M/BUGaG/MWAd6oC2eefwQRpT0F+TPdXuO0+LTCPsE9sx8UYoeCDyxbL+xGx2Oz3cYEC1cQl1Qen4npfmy/FKaSM/Od3VYLCtHLoMJpLbRQIJhANVfwWHGeJrfIinqJDylW/OShJU7zDolNVDk4VKKdCZCg91T+RuESzqyaNDMlqas9rrqIbwEcfgOUQD2iSI7vGZg3MgOZS6k4ehX2dy1ekfF3/oeF87pmo6pwUTE3mbWjlt9C795/X1OQHaZysKoxyc11PhMg2gx5vQ/9453QxPeOlkwYNCuOzSRiQnxMgY7zvQfZJe9zkCEM3xFwYeDi2jQU7XWrCPq3+gD1GPo86Cd4hhac1o0HSWIowFR7AyeVlCkvlGtZz0JrjSRew6dTQWjI9HTDju7WQRgvf+wkOmhZfVKf2KTlFnBX52spbZHYBhx1UHnILO8p9EsDa4RR0a2FrzguX3bXABxNzERRA9WxW+hop3Q75GC3k84+mZvdJAHvoWOOxE/YpeQwK8wa8i4Bb6wTOV2XPWDA8zXZyNk8b8agx/BTSqPs1lb0MPVQtmQnp/MXuwnJAFOSN8sGGjFGO+ROcuZDEwqjA+ba3p7IvCDnSB48C8A+Okc1bksyB7czqNQNbEPJbGxn1BkeZ+iofv5cv4iZnKDqp39moJgGOwpoWP2JexCoLvQI3Pa+k0tzJeB1+9m/yd8BW+8l2+eRwXDtdjPLQmFsaD5X7gT4FPAP0DW7AjZCqH2538VhBRMlq388+mMVuVzt/yDRReAHe/A3NF36f7ZKO858q+mGnfnJmtafLcTO8ZusW8e/3sDU39BhU6PmaTJKs4Ptio9z1QGptP+pJyrLbVL8r0c+fZDJH8Dr4l1kYIUoNi0OJiQjaH+eQy8+CzxvVNil/211X/ziaRM1yCE8w5ce9OsK4D6vPqN+tJAxIrrGVxdOJkaFBUnnjGdDOo2u7RzXyZg2Ij36yOVOcGwWdjbZqXN9L0gu01jsX5+EoT7hqxMm0VYWg0dt61psddn8TDqSLBrVh8098cRChG3AiwNbmGI2o1+AZd6x3HJi8jbSoqNP9nCfl0gFzmdVHBZRSDcRfpl+U2Kjz9c97IDyMuhVwHp1NVaGrNAv1Yfq6vpobuLC6DrOxkHDqrvVyyPzH4kNtMC/276r/muKQRWWCEpKqd/p3x8KWxNO19EyNreRNBvx9Ko+1hgXCkcZKriV57nzMpy4p43bQlWpEK27ayvaux8RJnGq+xXtURu2M//w7dTGdnng7FjMXjSXe6qprLMscP5gw8w22Cd1BfPMZbG9+J/kWwKGv8O0dUrQfRLZyDOsx/s11wC0dCE+ix8G1yDUaAjjJ+Wi0Ao1q+B5rWZImMlaN0XrQXZZVs8QKeH5WibFc8GN4Df1uT64DcTL5Zn8bRv27HXjMLaV4+KIKcqAvASVMG0NmC5x23Kni+g+3VgwLzNB2I/OlzzEdrluhJnxRIbVizATcvraJJGz+9sHcS2C4GHaoWVbWUc78lOsX8Kzzdm49Z2mdhfdLFXedjaM22vQRVXgXDa/GxDZf46JA1XVK8vl/nKKif+zWudQf66HNuznTFBcJ+ATGUnR1QUmOax6X0zWdEPVYmoZm9MtM994OIzwdrV/1bnwJa4fRTTgat8UBeuCo/2m0XBusPgq8Idr8ah1fvsL+Sz10ceqn5h3TvB56ATwD9Ay+BVfD8HsDE9vJI3NfAlWzW+RcTtcnEs853TZPv3EH+nXXvG0cNfsGJSr4XZI6Bc416lffd+nO+LwPZNSQ7XQl4kagHaIPx/YG78EJH1vg8gITMeXhNo5/O1ehYdJhh45kdrbhaf/6HwFsbcGcc7yMRHV9ZGzE8hbelXLkmwEwm5eB1gzwV1qs6lq8HyLclv5/jrncE3nPcOUCHK6E83Wz3ZCcp/tVpc/ek6DdkG1H/Hjo3Og9rQwqyNHPCYADd4Qgmk89zuHya3DmGiuD5vMHh1tM/cngdd8gBCKJmu8u0Ee6ipnUIBD/MrS9c2b/tqJwivOb3+HYSblvknvXXOBqdR8rJp260htQVePyr6S0qFvu9Arb6O9lHryz/HscVWgKK8npjeuSk/jb9Td+QxvSoT3B8FWX2ivsfno5Vn961pTXdPX+lN9aL5+ZU3Rulk1QgL5pL+crTqNb6qMWr8E1iDZ4/gJDO5aI9uTwdpw485dMHZGHWOMa9EdHBqouOo9us7vhsRcMCAofqouY7GfSu8jika6CjfADD3sPD3dm5yrpZn7HgZjeeLIuFB2+FVO264p+9cW2lr6I9VMs72wHdtJ9wl7fEg7n5k5Us8E5EOneTBwVmX2oPP9tpK/1UeVCerQt+XhX0Io/pu9k48duGj+gdcyRvN4NtsF3X9wz43UV974al/aIk7J/S4iafLpJPQpAXmKhTQNfkeHnLw8ml97+YJpTyOCDeUYW/CBD/GTuW61lYpwPgn6XkT58ttn5lMP118NSs87ZQ+w4a/AQf0E8FsQ/t1+wHpu+Swh/4SvgE0D/wEFSCvD7y8Y6TKRghjajxHaPsvrDfDZ77+8faN1N+j9LrFfDuo21WcG0QZIsUj87uzrqYJxo1fgp+r/7vNyBEFXOxmGTM+8m5BKN3+wMLeDWdMIhuXeG+eVtAOWlgIvlGtO5kvwxwPQPvk7Guipc3IOI9H++vqDw6dVK9S3lyTYDlTjl1FC9SZK9fgcMKwD28u8CqcDjsQubodVlXT25PWgD3/j1QCpGmewYCF890Q88Yv9yafqaGmcdXmivMfbAAd+KVMSiQD5LG7RB2douV2e/rdq5bX9iAxU1BoVB+D/SoPsfABuqzdwTRvyN4rnVTcqBVpc6udkZHfhVKgUUfxle9P0g+T6H8G4usHF/skiZ5+UJ7aqe/086/WcLiRS//KhDxZHsq+bGEYMOWgqDKBbsaW65XajdumNXs2+ws7WUAODuY6/ESOyzy6yw16q1+n/it0mfJ2X5Xf10/iQBS2MvxsGAypr4sF4Pot/KjzUmJJl1nmY5oR//kCHOjQ76JDjvJcY7mAg4QQK98x27qr/oJSknO+4Y3D47EiXdBGxM/xQT5iox5+vVigzfx/7p/f1zM4YHx5awx4O88r+Kxps8UlnxiyQXPvUKCZ14GOHlJfnx+GXBs/83MS/v/FROyqL9ey3C1nNj1Cd7HpeS3J+Ch2dds0O4E0Wd5v4hlo07/6oD6yp/X/X1GQgno4idDvf6TjIXtnWyZeAE3zdPlNT7FFV2lYS8eiy2fLpTMqZtVRn/6Tv3fDW5h1rNwU0B8JQ2+2/c9A3eC2ob//tWn71rlioTjYx5zrfOLZd8Hvh4+AfQPvASqI7NuB88X7+4eEfUK2NFTsyBDXEywq/S++5vm312/wQSH6EAAg9hWObIayzHzLZ78VjqMFW2sV5NU4uQlopF+djzfBxDeRR8JorsnWzmTs3/sUHKO6W8fm0/y1ktZMw7w6h5DOY8VnZwqszq2ZPw+ARLfLLPtBM/l2QzP4vkVutUKs00ercfFwG8reD7N/RiwfGcTPSb7/XXlvJGjNr2TbMeyEaeN/y1iUuDIgX2qzcaA28F1O3g+jV6VUPtGosMV3NXq4DIHeNJnrwyif2fwXHGgKuqipfqreF+nnUGZQpxiDqXOWBo/3yWqC6IFXuT6eOp3QjWyhuvrRhliX60tsB0Ari6GBfvfIi/+ThNUr1reie76wu1cWtc/EpUVYn/fRpKQxxeBqkbBtkJashM6XXSs9BGHX821xNPjewfiKA54DDz9eLy3q+/e/I3DJReMKViMo8Bh4ZfR2fJBGEJz4t/WruZVvu1z2SjkesYWXVOWA0244peoEkVekuDGyzbcgqR+/zQH7WM0SPJSySqWg81/G9E4SSUEz+EkhtmhDOXOVejPL5+Hce5js49uFKJ0r/jlRROyC/nxDGD/vzN4XtX3DNydfRHRczbpDwguRvjKXenb3zsew5fJxtJ+UFLmTNXT6qZ88B4A+fUumqMteVcEVrvQ/zRgmLd7i/5FsCF8viKI/jNiABnSp782N8G9i15qBrPNFIm6H+kHiuMPvBg+AfT/OFw5fXfSrdL8nIBsVHRD4BXKPLajXGkeaPPKNj5S3iOLFu7Uf0cBPYbDM3jnMMKzyuvbTwIgcVQR8TmcAktwM33SWYK8wyA7EbVYXrq9av+z1gG4sgsPSXbE5byauhFx8oqM8QB/8RK/01i9fxw2jwR1vobKSdLb1GNJ4GAdL9fj0ff14+8DKD9xOg4WqbkqQyaw1QRvK0ZTBPGqZ7HAJNOmR5vO8J5z48o9FfEobpezyXtBdCkuy8MOnjCX390VuDtHvJwhX4Ww6ln2HA0/5ko3IWurp2n6WBOHK1Gi24ZOKMdl1YVxZ+USQEpNdtuleyVWlEcwWtQHUBpB4T7kjbAQR1Yfp6e6M3ZU36iNoQnBkzZSQdCP485SoEAvb63f/DsYByDj8NupliCU16KTUJzsF/I9lWUPK35wKITJua43cDhmgcUUuznrqojzpfszyl+2HegobZy7qQza34CLnYDJfldrptm96wCPQNzZmCQGNK7GoNAIQCeGNrhrwDvqK10Umuq8qccoy1F0IqdvvybZFR/cNZiuJH8h5XWFbOBh5LVG89PKnvTYpqPxl23YscuKN5EHpsHdtWWsrBkdjXoxH3USME4qrDB+WtRf1kUL28ryrSyeOG4SnoCvWzyMBSfZHQVdCIcnglp+dnnYv0c52xD75gnTYCGbCvB9GyCjh5Jaa3Ql9aOJs9Zmyuox26QhlyMnFwhB1ihbYyFFjVG/Uey+KmHVsmxiXOr++NqpF3bdq/rL6B/buRG6uli4YW03WWAIZf1WlY/pnVaPfoZoPKy6NuHtd97hwKzKcCbbpUyd42zpa7mglfG1F0NKi+bS49qiLJ2IPB8R+XZFG+k2vDpa80xxsf9LftisoNWnlaxKuvyevBTt7MHHetzL3DAOlqbZ5hj2JdfPYnncs8vR9FXm9/h3d8vYmUdvo9NLfKI9r4FS4t1I67OlkxxKub3AZiOo/JPh1Sfjvqe93R48uf/Dfj2Z6HxDjR/4WfAJoH9gCneF2HcesdKdZBP8dEJhk9buU2H3epW1qvG1ZrbBT1duK3jFkfZX5a+PvL9f/084FigCkwTPO2fPlLE5zPRPf47OmtZ0V2WTZ0+x74Re6BSu7gFnuco73OJ0KXtSnIO7UQ80YwLwpXHlkEs8Aw6HG6xQlzLz/OyB+SBsJ3tHS3bxgfPrsv/SlH3v/dQ3xObEKauv267Fod8pwI7joHaOz9K6PxDkatvs73GVEjym8Wi21bR3FnxocF3BI0H0OnHAHRczrAIQT0JLOFxBcBymN0VQmO0Xd8QR7emkBn/EAeye9YJSeSZP8VtYA3cdVuJZX7pBJvLSZJtyciGmWriJznTND86spmmbS4pHokY0p/yxwTZu9T5D3Q5v1FuC2zj29zjUoaZpHAI3FVoRxFQOY/J96b1VSDyg39zZhzqxFK9Qju+PMPqbLQ4UFNgMgDGOU+keEehedi8URar6fnLr3khW1Ou2IEwkEBNqbKf6r8CZBhybA6+yJMZFg6JffcWGP9wtcfDl1uPGAiF2HeWXuyvsUqd9WtIINZqlGI2yC97IwoareV4Ys7vjbvYJEuPn9RjWg0GkXUqHznD9mGZC8eLqqBYDVBo94VzKxhsQ5HoaX0Tq7Gb4p+9CcVcYoO3f8Hdcu3Ia2Ebc8TB5GPSW6NiEFft3tRno6HzPhBm9XI6LcAXdlcmcx2EvL9RXDnvbde/7bzaemrcXRIe1RtQOC1zeGD8ZYaR3Hdw0vjKc4wIhb0/UY7RXi7Kr6GThpajXS4gypGheVJDBrtP08hd0NNIllRtyzvjV61mRjfC8opErKSbgWRMCHtV4o+sj5FN765pw8fiMJLlYTtc53bp9ahKrEF/zSKo3oef1bWqPLryaYdSqn1TuNF9CeNqzJX7uRKoGp/RUizrmtX4xrDYIcLabCfrx1qLhkU4WDRa+ZefjIqgX6tb6HZpTDvXp192pSfz8DDLpnKAqd6Pwjcqz7BuvmFT+v6CmTZjNfmKa/wqgvpyL7Q94WPnjq4XFd/K/EnjUZQH0k4gaMfdP9J1fN/A+8E3wCaD/x2H72BtIWzlY3hI8v1kcE4fjV8kbS0xEzonWf+8d4/Ok0/aq9D9Yy+7g/goemR45+wfQDg2A9UrZzs9MROdvBuPLuzrKNdboOBvOm/4MXJQPB9GDmya2IUyaSgMn4YAenBV/REeQBbuc42pM1Bm9rfIOcKwD6Rg4W0PtfHjFhKX3rAUehouzdfHFlgTS97qj+5ciDdzkLTsK3FSPswM5Tkz9ru6L3mMivy6zcuCNKWcMgKwi76sXziklQRN1u1curmUjvBM4TOClvNoDqI98AGLmVAh5l07JO44emHyMgaKB8535b1HaKsvDwfN4N3Ma6685jGsH+wUW4OxGmaIB3JEmBs+dwysGP5TB8okNroXgCMl8Lu4XoWT9ZS0Tfy23ERx1Qici00MN/kx7CGWbwzHaQ4QDBC6knezylwEqHVYH0WGBh0ZEBwbRU1RsQ6FFx5prC9N52jUzE50cgkrWQAyMCO7s2hyrZoo6zNFedHTzclXJqYJyyK9BVu1FIzPIJsK7Ln2hySIJcZw5HeAasLwtXzpOacP+IQlcQjsmBTYjkB9XWFXlQC0SmgMf9atJMCu+rsdKDTva1ZwIjM8oq4T3s4VgCwHnNNdFB42oJQyopDfiZngJ3W3sGPnmn6NKdoCzk4LmmvZnLAPTM/mdy15PE5FbONjfSqPNMOJRYKtoWUEYQ9EO8Sjv6C9sQjGuwviyRQ5MzCfxyXSeZ8HL183oF6jH8vV8AZLpTpF3zQgqKeDHy01rG+ozD0lrcHyXdZ8zL0XHQwWxR1rgx2p+4upCXFdm1LAtaPQTVji3J2T+1XVZO/q/4xj07QYE1cbBhNdQf6FOVvxPaxfaI9I3ZDRRmya1pR6nUX8Fddh9QEN36UxkOmSg3mQvwHNYJJPYziU0emj7JzrsamFUREc+W4C27moxcCowY1om8f2Yg4HuCPlVja7Mi7RnmI+VspudnJLX0byz+id1tq59bOyaDpohaO2BlqCCcfIpmoMWnEZUS8QWz2fsmZP79ILDrCbTVf1O5xJiykXRtYPDG4HjgHfvUD6CHqh4AWXOlFeaza8ufMuOZSdB9LI988EXdNiinFLXqUAk6VfEJ8opB0H0XsoYjvLfLr0s2Oec53y0KCXDmz/AP3sFd+Ic7Dtg3LelyPuvw6MnHd/J/wpgEplHGkTXKcyYy/3+Vmn9ga+ATwD9A5cQA+dfciz7g3LQBdFnDqmA+j2h+91m7M+ErwqeP1M/wnfuPt8yEsIEJE68W7rzl40aBB+O/rwRtSMyP91gZ4/3NMgJtDXnTZ48inNpF4F4JKF85x5/xxTdJg/VLB8c3NkpPCY8N9giTuCeA+9Q053oJD7iEQTmSXrCJrEQWgoLdXl6JL5sQZ4WoLoA+mU2N8xPWfvOqrRd0LtjtNyhjeOG7bE4yZUkFPtvXdPoAXg0jQgYBP1pyVpKH1Kk6uujDrMjfGdMWQCLNYiO9N+F+ZQ5proHtXzJQXO75n5ix7i+Pi42YAgLjtS5HIMQ4Z/sGlHHEYf6mdICkdAo1z4JMPceFMoOR0xPBXkBd2xo4dSXwAMG+JvL2+A+OgJN3ngnWull9/dQLjrYpOK4KxXve9Ch0/n49YsOqVXoL/XtBtHZtcjpKXmqTg8mDWihHjOZanjIogsLGkS+G/3HnmeNBqPlzf6lXcbNHDBKV5SzcE9E4Gw3/QG1TsiD48vq3ZePobzBvhhsSBwd8NZEitPAXxtQJHayPksvNAG6HhW9bzuuXTBK6cqpvRggjJ/B0U+uqP4i04th/CiXNiCKryjpU9Kk5oRL+svh48vTEppJF6/K8rjxcjTaAbDYSMtwrz1SIEulbNeKwnATu0fLIzTbQH95ppmyaRQXjcjZe8af1Ri+AcGRzzKu9Brl/pD950nn+McQ2ArNn4LI8f4zZMlxpGC6ytCEctBhhSagdM9l/pSaffrmb+v+UlHXnOw0WexpEvWYiXKrxElCTmj568HbbdjBupiKT2BZr78QG6cfDqbG3HWYBIfUlo/jagLBVrA25mtnj5wn2BYm51sYj32BDugXX7naEOTsLtJB5WwkN54raLnZgRdsgYGlcrqzoI+jQa8m551lL+9tMQ4PfJw+IqJiKAWQUZSUib90c33y7Rj3s7Gbk0PQe6W0k5JAe208A93FBHIb9QI+n9Y1/kCg2Z8+F9GSMTorV3gMhLd7PcZZISsQfyutkIlEhGflXHW12hdQx4wuSmfhK2L3KZK9RRpfA95Gzkg5vXGeWT4QOXq3jcapPDmOVFcaAzIHI6svyYILiP6r0YKFDNOM/lZREiXBkAx4uihXRB4WNK3eBniZhpVzN/ULbYzhLciC/28IngtUx8WvjpD38RMe6vLvocer4Fne+2pf/rDk+w70k8dnVhsRNzqpTbY6fOBvgk8A/QPbEHfPbh2NuqkodLr+ApnTgz7Pl3Orzg1j8DuCte+q/9GA9aLEi/ru1FYlFiP2mgY/wriRCQiZswhegIux8FKgZ7YdRO20SQjDxCx5XrHdMzp5XAw1dM6Qd+BEp7FWNwz7ncUXo8z+gxOyMUFp9l1VV09w+Dp6DTooHSXQUASgqtYn8kUHSKz+CoaB7QsAmdhS62JzXP3Kx3GCp/epBf5+eLiqyR46a92YUr7dg53VpFUarR8cLNZeyT9wcc01p4rqsk1cZ4C0MOSh5FngfLyL+TPPVPl9HyKNavlVOIfUsXQdPJ/4uerSy/p9CXV5Prjo+h+dd2xyUZy6MXguFUSqTtvQSANEFnAYASJ1Dh/UDqIj5gU8Td7JRHnhw4mTbIbgCpM6s700KrwlbE4XGwLBacIeP6Q/ykoMHKFo11FWNgZSh/f4WYMUQCfg1YL/e9ABHGiyYGGUg/LNO4pmHqXs1HD6ShrLyE8WRB/eQOOtEEBXzFMA3fRXCjBJFvIBdCsD0zbCOhzFmivOyZUdre51q68zt2NWCEAI2Ek5cTesDhJoSmwy+G7Hj/Rvtn2UzhS02zATdIoB1WbzihObZx2U0+iYl15TmtZldHQWC5YY2yogwTfh/y65q7wRjFqCIfBpVUQxx/NBdOtjlwYJ3/KL5vL7TmFBBm2aIENNxkFrUmfsW17JbrpntQHgAhwfsMzBaXa2CzPT+fvUILrqMApkDKi5ea4QS3XYQW30oftH47h7lTWkOMTFQpm30mDRvE6+TUSw2cgciwhsbrwiVr1bJDfKitg5/kQcUL7nHxMKgZ6dViOJBKKVPrCbrLB5nH5gC57z0YjaoadJmYxbS+rKKY/y2uuyWn8h74nOaq6dTWV1lFYsdYBcirrcLdhOBPEXvY5gp5DJbgZcUBFgn05pZBO7kMD9TMHrD5Rb/oQYPA2khhklM056yTGF9FevZ8eHoWSYNDjjIAs+4U3QPxzwssVnAdspfqOvZd7RBvUmn47aMTNGQZOutnoCFim/f980f7bkav3ggvSBJuViJf0zSIJHy7kF8ntwW2NNy8eegEUYOqfxczRNGW1m1AE4ARdZQ5zKiC0SM3j+AUOgLdjVif8qOVEVJvxtg2dum1XlxvRN+tL4aQjRQi+ZzEP7aV3/KLVM0uUUF7zXq73JYEX5BTLBttvNSyVPlTl/gm+2gBk9o87eleGRjlftjuV9d7zhCvyigteVN7uP8Ip6mYlOZvrNTL+5H98ucLbPN9D/C/AJoH/gYZgphEeFkwbR3wlPF/94ATOl9lVGwU9Xqq+BfVp+Z19cgsy7WXwBgitOb+RvwHk8aicRH+ZQaGPyqjulUtaZEVi9z8FzfabOGptYVdjq8Vwtfak8t8fVKQ3kMVkdOzkgaUsFjCcYhCBx0JHlanqVSknTmcKBF9uw5KYrXhNHFgQjdOV2EXBil3VnrBe8QzihG5O/Ak0mGjv5mn+4O/OfJGM6zWET0yZUff2ygMI52xj4FPAT+rjA1ybuhg7yVAXB8RKS3d6BjnnWI2YLkEdm/KIcwjyOGIxoBTzea8FOAAAgAElEQVSWPO0zZ+eed4JU/5yTfqQTR4Neoy3i/yzG45AhbQSXNNjQ29SORv3wjoP4GC4gZvddXkb5R2SOsAl7eWe05TWnZc8c3JapLJxrMwmPsGu3o+nJSH3vwAnO8yT70xh3qcP7INs18GC2o18MZVV0Cp/UqCkZ+TyJj0N947gApF+woYDA0NroZMPASsFjfPYABDroBAEXIFFyzBxWvY7KUeR2hY4Al0Me0un76KhKYhqC+k3olet2QYngQDT5dD16ipJVfymNwj95ngpxzQcZX3VsvIP+d0UNVUZYHBunxdKcVKv0aPko8lYcLn4kYwChLCvIMl+xGXCt2sbXaOGHH0EqVCUFyAkaWGb/KfgPy/NGVFAXmL7boiqr5HpTrTlJFYM/BXRWGoxQtNk4IaE6K1HLlXsXaIAdy+e4PjEIO4oQ+S9pbAdfxC9eUNqdb4HnzhftzDvR2xFljNDHy7+6/dY/bhGAk5mMqR3/B4K5x8muUPll48oFsFk+SSHyigg9CF6HQZ0c8MuJFQUJaDCR7kAXHd1UnlPJLDa/aSN4fhAfg7ZiOzCeiBT5CVHmdG28NvLiPWPwHE5SAaFkbQsLwNz4jnyaaSoiupcjdhRBPUIiZFzUKIVNqDgF2hZ0wHcc0pSDpijLPYbMaD/2qaP1KdpLNeza6KiDC62mNH/w5McrFKJNpNV6ZLjoz4hTOYcYehYVklu0G08QkfI3UF9BXJxWUm4SPK/yx/dPA6ovEtk1C4h2eJgHNgBtZCaULyhTohwZOcVW0fekDK0m/jC+Mk0LGHq6zzlNF7RpBqxr14ZAXSbts+fV/LQqIt4MbjcaqEJC+R78Z/C3f7Ivj7+6CcV4iw9+ik+TiK7mEAJVQPhPg8oa/ZIYx4A/zd//J+HL4z/5/vlvMwSVxWeLVz7w98AngP4fh9XRIzswW/n0TBD9bVBaX7G+YFA/KQOjUtily/yYrufo8ycpqftwTdvSiSy5f6DCM0fN/8/euy5IkqNoomCZWdM9M3ve/013u7vCOD8k4AMhmczdIzOyyqmKdLvoghACBJLMPDwD+ub2S0EIIiKWk4gOIjlJ5CBiCdPC7LwdJu96JfleYhoNBvVJl17jjhRvkQ5F7n/zOUqQB3mywupc48kohgmQOeOis0jGTDRMk2GimwMxJYDT34useWsljcLuPaMVRye05snPtmXOrMeVbJKRiu8flCWDnDd2mmuA5kfN/BLbqTipA0An/+6fbDfm9IPFFw9gbZyCuxb6A/whvAvdkR1wg0NnLCW+vU9/DyDV+iA7jnxqMJv+lY2NMHVCZKeCO23OswUTTgsqxMCE5VcWDY6bjFZNSR8bYjuwVDbZzmJmYjmIvgkdGPzw6uFCggdFneRWB2ZFh5OQXbvzJvXv0E9OQXT0atCaLJDOULbWGenfrlb7YSUnH/IPOOaAtgWNtM8xbdZDPcgjTHK093z24My3HoQgb29EBVphVSpfETmfIV4xeETKb6fznpWD6hb5xBvTq3YcwmiyDutjDR30wKfK05qbuQXBqAqADWMvOv8jIinQgDIXrn0BCZSXKxuOMbfMVkYIoB8HHRDQq3Qa0scLZfBNcHwFGWvpAqiy5zE35cQrm/XoDGIgEfIMWbOc7AKCxJ7hsBxsp2NoEQTPCzyZiiB6kiGB94pimKLURxsJrscy4bl3X3xsxyFf67G5CQM6n9l0/xqQKFz8VJWNpeYgosoQDZoLHMd+9m+b62+WP0IEAXcvN4+5UX+FOxuPw7g7pX9/m+kg/6RT201re7xd/vU2ZfER2tsDKYqzBc+TjpSUd6bHyoYxA78kPUmuQ1vpXX9lcedYpGfKPem5CQiQD6g3TEdjQbEm1r5oSqL179HmYMojTATfO076L9EoLyzUmjzg47aT2RSzHejF3GAIoAPNqkBOFovSy9Jfyw36S2lhddUdP9wOoinrLeQ1lL3AQmvjNLajwinq+h5EPw6nmK2yuC5tbNAi/UD39KDQ+yHzlTCsaEeJjvpbNbHArdaZUebm4Hm7z/jTVLXtQmUnJQrN006evQLmunCCHD6WrBvGuysY5GIr2Ed88N30+RjMvabzL5OTY2VNjo4zSLA4fcxqmbq4giksXJk3TAorcEKdhCvaW6PMG/UE53dwazpDVTLnMYU6ZKyrsDbGVqBOreonWhlOY7YNW/c5uMZFZm36beDa/pz5NO/oqV141t9/d+f7s/AVffAldDPwFKIPOelD/EQwlWPvAPpfH94B9DcEeEWA9UsKwalyQgt95gh6suoJTR+h06v6568XRH/OOPtqPMtEDVUh0qAHEY2eC8qOBfAEHtS2aBwnkbTjHNVW9zk8fukwO21C6cUEOeGEDl/BSVjGG5yd6KRPc3Z3jAFNjEC4UKeiCUxKwBOok7CrwR0nuL0Om1hdeJMAR+6/szoE30N7m3PN8Rx2EakTh9R5U06J6wDpbHHO5FlILRLaU0zr7oF3NjhlyXg5LHbg7oqc7Yo3pyT7mEFnJ0xcMXju365dIzrQx4YawyMP3uWpfq5j6IcheP56mYRVKJl2dqITadoJvR5ANcsRCTLDvwfbjrYVOodvUlPIP0WInZYcUvS+CoPdTyXQ422ZmY6jsZ2QTox09OoCjTTGfBD7Lmx0nAgNTu0cHIjyLwrHYLUwjEN1XrMH19p7gW+4io8zUs5eBc9bKtNJK9A2zhyfMz02yBRumokPYjrb0bfnSXo8ZAuUNe+ULlDIEjDrK985IyOPi/Sg+dneYwA9OBIdd+SPzP6uemqaal9hn2UO9X7qO/FVB/QAugwFjg+C2dv7BvmrdHo7M/XYtpalukgLBWYk6FpDwXeYN7wPOkSIeuDB2lOhPyoe44k2RoujY3MZRZEq+zslGm5DADcQbF0m8pbqms5nYXEi+28blmxyQ0/2kFTuIOdOIjoyTk6PGcyGor2PQnFI7P0OtmW8iO/DWw5tb6DjJ+pgsHwW2Bb4EwV7cmqP9arnn5zeV2JoG3tAwfvMddeH6bDzPOnjo+9G76eAOFLBPAl82jBDGwOeY19oEFf1HegxPriNPfpGRNL0Ganewk8OiNOvHAaiai/pa5CVp8pZzJUb6FUIXPtFt33ZCYF6Kyx2Em9LqXIQ7xL8XWzqmAED9qmB4YnuxpY+Nk8mYv22vRyBxF0cjPKs0l/FHMztihN2yaP+Ursp0tBivjzjLnH9tVI2KBbQNkr6RoPQXl813gqZWXVcRYsCVxsfMI+qyiprScbyMAcjGr7PfCm6mMKCypwtD7VLKPTkIzK0XKBRIkWkMl3n32XgPV2HvFCgBc8ZJVFK8yJ/VdX1rnUemMC8EAa1tdHcoetvA8qvOnguYAvnE1JM5/X8WGQf8QFRX+ca3jqE4877v6DL8OSi/B0t5xFJhKS64002edsHOx9oE7O5vJjSH9oczEuUNZXtTURj3+NAHGcaybx3CBPDNXyF4HmDeoHX7wHXwfOUPN4KUXma1JPwqPzcof1fM5ZwDdL/8yPcxT6X1IBrufOGvxS8A+h/c6iOX3pWaX2G0ps5KOu0Y/0T/+Lk7SfgfxWwu6GIPmORw2zyvpv+Fbgs/V7Fuzts9qt1/BX9xqNM+2SA3KiP72blwwzG5qLsThMCBwrpZCX1fb4vHDlWCVrtKchgeEuFszh6UEQsP+cISPk4QNqNhflzpvH5FWCAXmB189WkhzUNzBxn5Ye+7T+aH4P950kM3wO2gDHN5Usl00UyMWID9Kr0nwK+5ftpqbOXMFkNDlEJDvbmsdFKJXaxPk4LEa5AnTX4PdiqUcEpFGeoE6dMfFimuYhA7zl0Zrw4uii4OyP0eLiWW5yUOLazJ2fAdaRXwLf0URY8rg4YqzvuMrcghO3ki476KYVwzFLwywCK2d3ueXTYaRBMIDDR+vxs4w8aIxQDzKJoKN3hnfI3tqWJZZenMweO3kvHx8QEkQePIJhkTvIgj4HmVr61IEGUC0OKYahJfF7J3Cyjq1um/gmSk+hsi54Q/4YM8G9RTB2AgN2fSXeJBSD8Ny/YiIGhzli8CNxI/a7RhsPvIFXRoUfUnPcixHJEeV4Vje90PGh7rR0YfKlVGHH/5iu6trOtkdusudnTsvjpDf1MnLaTXoiCNzTpcoHH6GBa2asr6Z9DC1WowVVcpE/dThi3Qs4zoby5I7OxcUy/o71W2sG7u+D/oQb2PPBoqn94b3a0pb8k/TYkDdei6ohAGL+guwb5coFLbq+aESNaA46owyzAICcEzT8seO5BdNRfUV4GGaBqhxc80RWNnRSkfQ+GtR2DG2hxkH6yxBYmEtDQ6oWj3E1Uur46xeWj7z6H/lMckIgr+wzGSjt5q/d3V3SoI4f5xkR/SbwtCOiXg7QO8qjizUJwEnWdr4t++hgHXkHrwaYKqWzX0U7vGOCE8Wy0aAvABv1lixokdgNWnqSh24fYRkgzqAGd67i+saAWkekR5blYSCSejY3B9AQJVtEiy2kVFykYDoUs5K3jaYE7zX8cRCLE5zkG0VfyRuk5aRckSxdTFEMahgcu9+cF4bic2zm93EKHaRAd68vXY41X8jiNqUW52JVhGchQRTWHqd/chsI+z/dSI+VDCOUo8vgmDO6jKxyhXs0hKEsFFyzrAmYZF5RqbaH4ahLtCz77NGrU0MCnyP+6wIKY3FQ8aQiiN3wktVXnQjktjg9vt7Ypzlfn/TvrIzvdqLIwh7lXqmNQKbV8VhmZ9ZvTTro8fvWx4ZUhWxB4JQYLwq3MgjHtOvGr/dVXvuYsLz3jNMOytCupdLc9O/GHO++vFjn87kH1a/z7Ym5mIj7aovBv39oc/ds34uMb8bdvPwXXN/w6eAfQ32DwlXafP1rK84bCKw2NzRphdfRXVTw4UXolYJlXm0dGnNwY35qY/SJ4imyZHnf5Q8idGhIDTx4M7g8quzg5jUKAM+ADzi2cYC0m71oeVjtNmV+w5mVghKHw+Es3uWSY+0yM5Nkz5ctqckF9WjPFHSahWtbh4xDH4057dsavxH8KkmcH27LC9fvsFUbnDfJ4cuwP+MJ1ONEA6jHXMfuOSsZ3U7KAU4HcWSCiY9rbOKPtnOSZEzufmENoNenFcZsn0JkqISmFvhWf+OlkftVn2QW/TDQDxTk5jMxRA8/0yNtwfHuJI4efGTqOP9cJEE2Jro/zPDu/nG03WbGoIDhEtPiJ3w4dUFFuYrqFEyfJInDVk3OPuPjX4sSb3USPDLwx0GLGFRNdFJqs4i+IOZBp+KxUQFCXObrmDotRXbreCg5KbK9e62IGOEo5BO2J4loooRaEsmdzJ+1Iq66PmfpnMHTsex9ivaGM8xyPh6uMp3JBkVhfCPxW2FsxSW6Un+3gdKGrVrSS82z5mVvQgag5Hmb6L4HKXJe9k3SaOF0TqcrhQGLIZcZktHUgSDM2NuCXF8QQkyEb5EXql1B6alywj494+oz5b1D8ZZUC+Lv8bPdHCPxkvTk00VkUK8An0Dml/koyZlzEA+UU0B6fIEO9PNMZoCNUxxv6g5oYGhSIWO5ozrTUT4yI6yo/tn08QeW0ned5rLZ/FubOeJ87PHVFuGEiYSGhk4Tb0ZN8kPGS63+VOzV5kGdxfKCsFIkIhDlA6mfkID1FIOswrRD1FKtoDHXpb+dBnJvga0cg6kdPiQ9AVkh8TnW9Y14M9MK0gHJ4RQbWxyB61F/+3I05sTFP0Ce6sMGJWOCI7ZCcYHI/IZWPScCLiHRExVOkkgyp6mB8XNSv4rtoXtU01F/BjqgEKFzKQU2PHUdbzEzUjnEP+vtFYLRDnqzne/jWRxQGQ4mwlHmdwD8VKH0ym5/AiwuINrMeiz/qL/0NeEv6tco1D3y66KGOqPhwIwu2utLnE7025JE4xgdYBN8fBV/QA/pMxpOXfP6F6WDwBXTXWD2Ks9WHgfOzF3goGiBrsuxfzcP0V9tn7wdhPEOu/XKSHX1xbfT/FPwQeKRAckA6vy0Esdq5+reymWftKuFGDw66ZTdvk1+/1+5zanKo0EFvmMNnxhVmfP2S+pgsWH78+E7f/viDvn3/Rse373TY7zu8+leHdw+/IcCvVlrZ6QGW5kbewUNyVdP4dOaE+CQYjj282El6BZ+lkD6j7KqsrSA6zBijnbuDX3RZfDa8hFzZkb6XidCdEZwGko59gix+9GOaXOivTbCLiYZN2BFfgTQT3t5uT75N37qtfImjRyqUFOVNVcc9tMp3U6s6OfbQ2av/TOhrKW8w2OX4zZNQxIVyExbjqHCMW/eE4EF19LHO+BCOuGkk1WUuI3XAwk4R2xDD7iy2d70ZFUXEHAuZ36HPDp2cN6EVSbt3LPzgsIPJtgzyDPlopPG0inRz2tCsnVLOjskddeUj3GBF7V8MkssJR7SDw+ZEJ47yfscXK2VE8BKPWSNGJ8bgvjhPOrUIPrwqGKfKK0t/gTKQ5YE2DR1ROFxSEpXyIzel3RcdNzb03LkaARywCalzgoeOs+76KNprIyg85+EBDvRMDPgL5DopuE6DDQEOZHMIxjJI2yQCR+C2a9N3xRAb/f+1C3lggyTTca0UM74TzAAs43TiIE9zPf1ZliHwM/wqzoFnogYoxU0nPB5BKJieqTm4z9PHiwbYgYioAUHC7YMGj/p1kBfMxqgaNDuhfDvKnf20gxywcsKkz7MI+cILE7BMR9c76uQ3NA3dYixh3xb6KwTQrSaymz56CcfL2fk4Or/PGERPOOJz+EkQZTHyS6W/grwRGDE5MGJZJF2K50vy8yTQFUTh80AepFkoMeNhLbq2cVp1Hiw/Je4w19NS8Pvnduyt6gjBaiNOy0XgIemqY5ROeiddePcsRz/J4ohj3T5hMUrxgRR5gcmoxybBCInXPlqyJBhDzDBw7JoVl8FSlcQzRUPsufSycqvPod2xGOzIoAyKulDvNMEvgKslGUrAPJnmoCvsz8d6Tk8FhlkVZtzn6euxER+M/S6QeGv6kuw9RILT65Jn2dPn+mP/uH6wgk59JcQavNMg+jDPvTKQ1zDgpf0IPGJLShJ+ij6WFOzmzFigMMB8hXGVeBkUDY7IuKC+lkdxkwToz5y8Il8QJ12+5zSA4uU3spdQjd8aH71RvMLrxXxM0nhAe9qC1CARh3WSa+z2Qee0YBOExcpnfJcX4nkZEbtgExHNZecNPLVXrCgMnPd7O7EP8lR6A4cILp4JOqwWFAGnGa6hFjy/vTYlUFVN6kJ+mOSdvMyfFatRvtNBPEwllqoxXHScNvyzn3GM+U8DVSEJdqj8u60XeBUoD746bnHn85W3y6b+WaTv3+j4/oO+/Wh/3398p+8/ftC379/p+PHjJXW94evCO4D+hq8FyQCe+DDGbFvO88uqh/tb9sUXgd8hiL78ZuOK7lJco72+hd8mU30JeALPHjxpdnwPLqITIzk09Jt90ecDkyZ0zGhOAXcpOnEgT5wlgMN51r7LLWaLvJg/M1HBVL7r5aLMUP5+0pAuOBdpIqvUi5D6gbqDX+mLbbwVRK+Tu6NxdLbV0+RikuoF9UuByWxvA2yZaw6PfjU4+1qaY+GTQjwbfcSCH77LnLy+Xje+W1NO7E+U95VG3L4pGusFR/12l+TJYrx3eYb8kBwZ06IlXUpwHKgMMFlQIQ1ermWTth2hYnS0YEMPPOAuvrjjwbktVqNIXet+c9td4YlDVIiIzk6a6Ew8dPixB+Mav5/X/aI1ZLnQCoxhtiA/0zXgqiPKHZmS3sU6fU2Pfk8cGodjOzlwyrbZOODQFTMqDNxesD/iLGSs4386Ji0NZNTvKIKeygFRXITEype6U08IrnslIvMxkMT6khEd6ZR/lCG5VJPPRMYnojIt10FU60F0ZovKzVEKxVZAA4PzNDnYbSwWOuFgd3yeFOyRJj9xxzLoBwirKW1mNt4Y0Iv6RwuwAKlytjYJTupRftDjSwOF2GnfeJ5JbSPq37dmIqJvODJ5IJcPf3cSW2tR7oL+8j+K/Jh5U1WG/sEpHqfxw0ExiM51OZSeTUFb4e22vpIoU9qVyzfTQaG4JHe6LJLOhyFACHQU6GelG/6WkPS2ipGw9hF1JTU6nuLfOf/46EH0D/zkSN91HmSsxErtbqQ/8mdeoLfsFBNbnXd7sLYvASMWbsFzYToO7ytdGFAItUQqXJgEFUKr8vNSLsCvdBoIS9epkZdCWb1sPxodywfHabJnQzDCB2BEPCKZ7qtlMHCby7AhgfREwRvPOShNB3a+1wUYQbYhHU0GUl/Q43Iwllk0dsdukUy/pJ+udB/mK/VdLvMKn7WtMRRX8WRAmykEvnLB7RP27Xv2aU7tQmMf/QFFYGUbj12Q6/xcF1YtyY/5U//r0GLVOF1v23zd2pP7M57cJbDA0Hi4k62SucOzlf5CYmTbjUCvdKxUg3KJ9x1Y5JV4I6kDlnZ/1mX9Wbgm8vGqpiwVCw1eBAI8Ehd9tV+VI86DSX4GnIrguSa4MZwHHDuiJkbxZdqBTogj9A3OHStVFBc1DLVjwvW9GREdW5Bzo6pwHHEulsuXdD9gV9AW9e/SRNiR91DqIKezfbQBc//sE0zy1eABnv+7Bs8RPjNu8XJgGnagf//jB/344w/68ccP+v7jD/r2xzuA/leHdwD9bw6PfivkM76JPRWdXNgqj5Y1Sz8I7t9bod9d1XXn+Pifoehy8Xf6XwrLcUR3jf/rV67NnSSzol/KgWDoasDYJxPqzJj0q/k9fKKMAQifBEKW5NRyR0ma5fd3wVH7qCyxWVYx8QiromFsQFp0jBVTrp4oTYbEU27jSCO9bNVId8LkqVJrVuvE6LRJwnGDT/PE35+jw6WlCbQxx82GrATnniCumtz622lsaNnEk0i6F5t7AGWcwnt5Yb5qXa64cpWlbEP0R/aV+cXkXETs28yxrmuILJ6xieMwyqLoHMj9FJuDAaLoTMWxH9iQqOShV0h7IeAxC07hrr1+HG4IoKMua7xXknrtKSDwSO01JslIdFzLKXRy894EcYDjpxgT02pNljYEw3BGJ2LMNJae5TjeV3klksRbnD/WMMM74yEUdnG9ArSOEBzwsSg6JkMbYgHVThrjKaQ31NFu8b63TSvCGqwA0GuP+IhEvBtDiSkjyDuOjwLfhtM4Qh1ZhxGMqU4Xe5/0ZtD1gCiudLXyPa2c0o6Q7rKUuX0SweSn6T5CZKYwXcgRdFju6yYD4vfjxWnR61VbWIOJbVcuvCdqwRM+yAIRovX3XyYL7nnbnH8qXrTvxff2heCDyj1ENujRkUecBjF4LqcADkleaP/dgEEMpCIqB7UHdsNDKC9eB92V+tfK6/oh1KX0SW162J6f6a+PHkj/6IF0/Pa0jhsUH2j/KA/RyPVdI8Bd0TiaiJZOY7WbTjnpOA866SRmbhv4mOnsW/nw+N7cJ1i76zuy8pH/Ai4oW6sUmTc0qIyrerI4DTLIccMa9he/x/qbbNpMv4CIr/6qPmnXyuGCQVcQR4HgItEGCbJYYvkE5WOdgX0m/aXvLmRwXHRXlzsF00Ewxily8x6VKdIrlEZjG0So5kcC3tM8mUd9oQNrEH3QL1hdHKsjjeu26Hjyfj5d1sHCrVxGVpsmN0/HL+AhRMSwcCrJYiVHG3xuQ/oyt8iP+mQ44SPzHcAwRsp0jk+gSy6LcbCMe29Xu3FH/bVAOqJl14bRYly0NhTzYrNnKxTaxYBN9r+usY1pROezUUfpN8/P9MkssyUqAJtoo+accY1/qrPx5EhfOTs5UOZBqVd+zeF91jcVdmWZvdOUH2YbOcqiY5pxXrbKu4JtSbqEq7WHeaObL2qpMJrzUm0F3Yc78YjCNVilqmqxVyyZYzJPjQXPP/v3fPs/Iz5zp/zPrn+Gz6vquYqHMB90fPtO33/8QT/+8Q/645//pB//1YLnP/74g77/8Qd9f+9A/8vDO4D+hq8DE6NwRyia8f7bwbWx/tnKR+Erf4PdYPCU/JxqH1k08Ogi/57bAkaPQuQsdaTI0Mc66cjf1o6BCnfEqPPTJ9m5ML2OExgRXcUqKUmfPb5iUUYeTjhJLYy6PNcnSjS7rgCudybdFwyAaTg/FuLu8KZT+sprdN5w2c5LwMk9Onyxn+xqVrbXa0O04DUlX3O0dOcrOIRG9ukP7d2EfvBNxcZn6piUvkuwP1e+tZK4nEDNAm69Btc1nd7tR4zHn11kVOdXIgBPU9IPwZnTr8XbY9fI7ejz8m17ueY1d68SKC8Fep7FMYHkz07lyViM77xUXhudidNxm79JV5C31VMItX76g5xiAYgmL/WzADmo4wTJgYfKymmydFc5rJw3yo8xiB4bmMuIrlFHuHKGgrM1N6znZb8cMM0kr3dV1oyEDtS207/rptAMH89hIQPoMel5A06Z0UJfaHtlJF3EcIr7NgxFFPJTcQR7DWVuvh/kiDm89b7TfeUUROFs6UZPuTva9SmkhbF/nm0sHiwkh+4kpSiLEFaLMrBvIbCJ99YMZnfyo6ykrodY7WCK+XsbmLv0547T4c75QFVToc0hbTvVCYdjT2TDCWSBBS1mjkg/zlfxDW/FA+Zn3xVv3wcHvSEC/cZjf17BbChM9Rf+9sGEduZoM0b9pQusML1xGHOziRiOuUf98IKhGfTVCbTVz44UdoO2oeGoeLisDXuaJfMT1K/2KjrmJwteVS6aDYWO/V7weXY9Rjr8kT9gvJMHzwBzan3Xf/H5Uo0lOTsgDjoaf4fsYyWGHZPZgEpdlFhOEi3/As+hjhnwMpVqI7cTqJsi3Q7O+i83W/OgParyHniM8J0NNRmbVKGJQ3SQubGASr9fAuKWAkyxrL2Zb2AhTqXkqI52/FRokevB3DjEUYSIDhI+u+w9iemY2Herh7HubKuLft4I7BUf7jgK4Yn9I6Z/cIxGnCSVB3LYyuV6nBodXAbbSVld1rSfVmbWZ0Ge2BjgwBL+p+PFdUBN2D7eAY0ruA4GJOcAACAASURBVM2/IRfSC3WYvpWUNM51Mr3R/sXd9S8FG3+JrqeEzxcN88Wka/BqjmHUIaFDZror5jbeIqL+OSquF+8M4zOUYqol4B5oH5MvHuwzzUYbV6B2ndkDaeEMs4T7x8rfy7zyZ1gJSWaWtuuL2PlVvurnXI5gmzykDFNZAz57yNkc8BX+0zcYLL+jfjB9//Gd/vjnP+i//+d/6L//v/+lHz/6LvQfeqT7O7z6V4d3D7/h5VAJnYdXW91Qkr9jEL2ZlfOp188OaP/slWMPwS/q4pURec92SYHDUA5bXU81lDkYdfidVTL/gMT0walhmFoeSZPF3KaQkEIxdtdecfn2uQlHdpRUScby41RcimcJTkjBOcUrxgrIApEoGZhsUqt9gKcJLCmXVui3S+AAkf7NXyHS4ANBXV5QcNJQfEPEHMoM2cGfrQ905bjj5vVaDSf143UpF4B+aGdLOIIRJ3F5V5IF8dXJ2pFFJ2UVQDfoE3p0CDHQ9+VBdBl/Y9DBiYDOOC1rcOhrP3IjjvYfEYVrrH7ZmioBOmzInTOzQIMHraANHaOBlBPHNwYVQ2JYRNE6LHtUokwMzhgGp1f/5h6zLjqCjxoEXonBRBuBMBRH9x9kKKGSvZjR5bjzD47zsQIOcgwwKpHTF9CvjDZMQmvgh8W7FXPZ2Oz07TuZVeuEMqOII5Upkf97Ik6VDM63KG8R8SwTOFc+NG2kUakpd9WI6rMkxzPPzW045f/EU4N6nuGW2gp8VyBLIkx0tu9+HtSOwJWDiU79rusRWSxeEDCb3xofdrkBp1mIfRYi7SAHXWjDgcmCrmiDNXnUUrYjdHtgjg+iQ4/f1MJjuxufNt3lnw8hEwBCIOd6Wz12swiea78fRB4eTJ2W5OkpaVcZaT+JyQnQXN6eTu9dlsztL/WX3cBYlI4zylAZdbEfjS5Gw0Y6puM4+tHkcMQ9kudSgSWcMx+LygOhFtTq/NVpq8H0qMdQH7mMDTs1Q9clmwzI1lhHPznEdZsCPyW7QOHs/KN/ascozZOOcc4evkiuFVptO99drXTQ8D4E0SMWqSAQFcq9F0G0LLaITG46jLYBVFlD0KNFPuBlldlistv5IepjHM9k/SOIL9rPNpYucMVss6ZoP2AbinTLaiaVCL5L421QPwHSN+mzjXI1H7tkT6U3yF7Lo2OFgnxlHTME9Cj117w6HUc5eG66DGkDZQf9RWQ6Rp+7/Z8qZeg5ti+rD23O+sdnO4BraAxHeWtky4RvCTKvS3JUzOYHVsSBFFa8CjuQXgVZ+jm9XJ/qg8jnsR0U09r8BuY5F6zzTAtioDzaBoYSyitrBxe8PRlzoY3tOvS3ddQ+3kGdA154eo+mxnqJXJQNvJDHxhUSW1jqbcrA9bvKby1AryCKrSGMP4S6OFc1g2eD6EPOVCejHH0xPz8bRJ/TpyoTpAzXzyXPo7bxeHzAY/uf9Tf9ang17hVv3KXRjMeYD/r+4wf91z/+Qf/83/+h//k//6d9+xy+gf7t+zu8+leHdw+/4aVwR6GtBJmk378yuMk1m/H/OvgtdqX/RHjGSImTpnYdDbN4LdT9W9duigkAV4lfDP2pDgHmNDGhNInySZdlo278Z/TCpCvDoi03J1W3ActPuMF8354MI3JtW88ebOA1Poh+GyHbUXGSO+/7TnTri7wQYlYZ2vrBOQG79wiDTR2RwUkIvKCTWHa+a/UYl3haLCXjCuxnq83z3N0r9evQvHSiQsADnT5xT0R2NJ2wuyx/uw8D5oprDFy+YFKjfZnHEwQbyGgk3k4bt+4s8aB131GpASPFPwTPgcZ3NBQmKAIQwTmYggzoXEJHjlEYd2Vw5XSI/GqoqDetjx/7bnn4Vh3grz+Iv44X6d++ZO6/HnwK/UBJPmqZTINP2v0fhbyp6LsEbZPEdjON/ZGgnshD/lAFkzqTNaCzJQY7SmPwPNU9iBjXQbqjWFWaBHnHTngSyxcCF8ojiotemNGp4wrqRlwndMQFC0PjMQ+o80c1O8puBNydM8Ek8oalHHGLFYVaUoLaKej6i7Wj2rOT6CQhPvr4Pxq9uYfWvUQcLOylQgDaHqEz+DzpPD9IPooABMhw7PIWS9Tgqx5pLcYKrVrxcX+c1ND+1llPRlqZjCaTGcRkvGosipTsut60FCcnZJCvirs/CKabUJez6bQPE6o6FpR3o7wK9H5Qhbn+tcEVG6y0ldN1WRqrHpw+7ddDVp0GB9PJRIdibwshnnNKkpXg9hAedS5pB3p4jm0xOIwPhuOOrY9df4Xx1IPnogGvsEu707GXIRW9k33TWKBwikMiVBvGH4sFBmv9ZUp0msL1F5EFz4OsKpoV8MeFdlEDW9VJlMRPXaBQKNCbCezBLp61jZy3e2+JtpWYqB+nz1lfm/yMYxhtB1CIcbyFywL5leJWtBZdNn19YW+U6WTEkGdpVwjRDKmhxIQLdfaL8jyMxa7EhJmE2y8dAtwG9cwW/ib8zObNc7GPrsv6ZzcGswjspfyJEsW5GnLMRHSAvEl+HpNAykqViWA85200HTYQr+En/USwNuNyyTocwQ4sXAXRDRf43Fk5zVoLpJsQZamPK7RNXcaZboU0pheSrmYSouNIc8zH9W6N/qhfUIdlnTvQO+id2UdHnDyub4A/hIgZOiXIXkQVdGB6XvokUUkhEiMbBlFfID2HTXG2ZDpt74YcC+ODCEgW50h+chmTn+q3iys9HETfyqH263BU5a+Fe8HznXzkNvs9TOi1g/z3hJ8RPMd3zwbRj4NbAP2fLYD+3//nf+nb9x5A//6djm/f6Pj27WH83/B7wDuA/jeHV3874m69s/vtyde8gufyq3loRssKn5nlvgKJP1w4oDH1T+4fhM9Y1Xbdnpt1PoHi3UUCewo4v78yzGblcfot7lYOkIyF2u/oJVoZ3GarJxqFWXXk5brei/bjZHFF3+TbqW8uoMIlTbTyNx1LbIQo7pBZIHPZRzK/M68ETBLFJ6f4uUh7n0vPXpD20N9VzhudAGsEwfqowr1N3iyY2B+PLhmfdpcT2uCjaM5ixTNMUPrETB2Pg9O7GNOwTxgCXY6N0rN0ZgWnMgTMhQPxH/PXVLyDjC7xnTlQvd+QH7TPbKdDSONtYW7o2wIMEXMmXxzMV7wtPBWGvuMy8NhAZ3K8CxK5NAxuSncSglMrLJSBwKY5zIGlR19KJSMyPy7ywZgMDkJ7fuWs2feCLHsq7OJLOG6Ua7v5FKV1heQjHErJDquUfwymzysxx2p3DFu/gwwi0s8osBeFTsPu2PRFGbhEDV0gEKYbnMsjMPJUduglvulq1+/zmKkavgFZKxvXrxyOIlEGl7CSUVWmJL+UNijDevBczrOlP9p76wuGsnoZ3otk5YlQ/PSDBR4gACGgm5DhtAxdTCRMfPQAdpBF6ujqfdjlvsqtLC+lvFBdBeTQV0m/a0A77ITMIM7anh1lqC9SagHeztG9bJO31PGfKC8QXROYCdGeT2zPoj7QQUzUg/skEJgW6MusK2AHevzs5EF8OP1eOWfBhRQe0G8LE07bJRr12UiMxj8xuOv/ei+L1QkIeAczp4BvEG8J8dwOIraTVGja35gXR7qjURyvXcmXhGOJ1LRy4Ee5cEuHuqBRYCO67lrxBehLxDyIPpnQjNNlbSGJqmLTX2jr+LHzpLgOdI2/KONdxgCuKb01E+xov3Qa+poZHrpM6VgFSUPd4XZPf1Xldam5TsfwoExa6a/ruj13wqB3psqEagC6yTn241AWkclF333uuswCioGtQue5rdYX6OA4D2TSuZHkxcWIj0RSqm7Ra9AfJYTiuk4HUxT1n/sWoj3hC6n8Os/FcGFcNrkQFx7Z+AIm4y4/xLnVcE/GIxTwd7wtjdphKuPX2FzPMScdU81rI16ztoKuYn/A+GvtQYxRUCW5rsUE2+4aYp/7dXi3zF+8v5RPN+XXqseGugYhNuQUuHNVFxlexxA/EKy+c/Jo/W5BcUbd0su4Sc9nT0a9tgdX5b3OltyFZ8Mhd+lT+c9eWf5XgztB9KqtzEzfvn+j73/8oD/+8Q/6r3/+k45v3+gbBM+P43g12m/4YvAOoL/hDU/Bq5SrurHcujQj+zdXVr8D3AmiP+qcM6c+rEp/0TqP+oHOVPVWJ5Lq8OU657C4pbv3pM/KYfpqhrEZ+eizmfBvNdEV0m9Vrxo74vt3GRmBLDoDROcgTEDZ0lTTcHCSaTqd9Ber0VsSnZQuqN13QrV5skQHDpHhUnXvrngLRq9QPzIrjqcqbVi1rk5Vc+v0wogDvzYn+ehkwF3tzEd7DrybnbT3F9pYC8Z36ojJjhoNQITnNLRHpPdNnr6CnADtM8Vt9zMp2dHlAS7nsfFoYRUOsT7mTssUHAFfDplLWvkVnVG9OUP/hPzwy5EfqD+L4yrJv+QzmgFPru1eC8pjuJrIXT5J/XjhGMGFJWlKXeiqoi7h4bXtpMiOH8oiCjxyA0QHuI1dgRay8kqrUReIMPW9zaC7VJ8ZPwS6+BgK+qzjXruPOgcWziJsLAayg/6qgiUPwH1zonZq3so7eYdBB4ZnIb/KLz6JzoPoOMmOcpee0xyv4h0NDmpzsPdg5vkRj3DHxUOxDwr+PfVKg8tKG1/6ZbjBX95hU9kmIoQZYKi09nAPSnlzvRRW6vXPUBD5wjlyVd0wFxp2R5/6yQPQY23HvQdBvDddKmLAF7VlCUuDDGSa4QkLHuTs32CtFlUlm0T1BOBNMF5Vxz0/N8Ngc8fN6HlGGlsAApEisLOZjr4wje23p0G6WRkSaal9RlpuhEF/Ub3wwkxHohisjc2+CVGmRf31TLk7VRe6spKjyZ4o+QPEDObRPhSsQ9OX9Uz4DvuYA8tCdV13aZ7j6LaFj1vs6LImtN2hBuk8FZZq2D9e4HIxTbiGzyNNyPHT4BXD/QKivoaKVb9AGrQjpwAECwuFwidIPAA7xwYlM1s/e9k80ibgBcRbdGJXg84/Ur13OigbxXeuw/DkL+UmxQ1lP56gonMypJvPyZAWY1OXPHqLgbX9MAfLv2rb9L4TpZsN+sE6mNTzOqYedWqha8FGUIgnIxK5XcBushdtGeZPBR/muZCk67VJ0eTxJw/7TwZJ19X8bQJoOIj2k9qHM0vhAQxx/vvJ8BPE+AVkjnsF/Wb1WIrb9aAf6jP6506A+WfALIh9leaqzIcXCjATHwd9+9aPbP/xo31C6vhG7QQznvT7G/5K8A6gvyHA898Vee2R3z8jsPk4vLC+PpHNx3U/2xdfHWL7XhBQntUTLmqDY4fXXkPT+8ZSA7mw7XhxF0Enw54ouU7VmQuluMNWwGFlX5D2vwkNBWjv97BL8BFDkmg1xYDKbxX7y6GiQjC5lZbiD4IbZQj2Ebwlm8RjENadAB50gMomvcOpEzSwkSbLs64FB95OF9n4ZAq7ixQJdKIMK9UxjzpshFzmducPOuxjcDca3SKC6CNFrN6RXIXTdt5aH4Hdqe5OGO23FCCyX3XY+C/257CAxoIOGbksU+6NzzGIn4LopzrFHEV0orROU6ey74yPJwhA2zLq0ITBpTDrn5n8wrzid+BLuuTh7DAa3g3tmJdYjsUKljotKhTXf5XTNfW/Hh+s5UhBBBiP1r7BeTuvEpuAf9Xn5rAf/HMEvcSDbKezsTryBTe5QKei1Mca6jOQD7FeDSTAYf3l7steT2gyhLl2g+gTG6Dkpy0AnXDXvulyta4V7Ye42ETrM9l6Sguey+FOeMvKFHYvEfQHCA4MPJwfPXh+trJtyYWIfWrEUWZz7hMJ0QdUZbgy8GehU4Udl15MsuSNXHrn8g0y4bHcKbeJs87oxirBrmqy9BTpf32ndNBlrYzjQJ1BQXe6LQ4nUNgbGq58zMT2RjKBPSFCpAsc+hHFeox7dOyT2yIp+GAUQoZ6paGndO06VLptdIaFCX4vp+PrY5qI6TCZVAbPNZ3JNIl9KtGWCJ8hAEB1l0UE3guRf0cdExE9QD7PUOuvMd1TsJKPZhuuNKMO4lrO5TlP0F/ZXkriaFVu10pdh4gt4qSUX3WR6a/c751/Gt8XStCUm4+F+K/KIXgqvSyiaBcK4DRt1d8viN4YwYWi6i8+kpxGlLIQBaRF9Ve2jfu9yueczzDivuiKPHjuZobqFcCBjBvNjJ1tWvU+FSvGqh/0vupoCSc1WRbu3KL4yUgrfYGLgP0PT/joZYa5WTrBwZqM7Y7LinCsR5U74+Q4frzfTsebIv7ex2T9o3lH+unfaxk5z8PO/gkt/cvz3Ar0kyjZLljqjvQsZxnqgCxMZJ8twaIscLgo5+vBrmSs001NbFVCrLw1nJXxFFSLVT4FBC+75PoF/usmfup6r9Cpxo4/yjJpSDmku4LwicJPgK8WRM/wijjTo2UwMx3HNzq+f6NvP37Q9x8/zDazzSi/1Bh6w8+AdwD9DQP8jkH03zp4HsDNwr9X8JyoTTQ+L4gevR2/BnBeeb+d4GUb8nK6y85NIuJI37EYnSAl543N7cA4IIKjJCvDMTlqgPbW/l6Sf5OYxvjKBvxyx81PBhH4JpbOx4GpOCYuCYrBoeykoLCjuaX2fGlfYTjCPkx94RrYJDghiXIwu6Xd0B9CfQe68mkrvDU3VmSB9I5v2P3A5BP07uDIgXPd9eAbnISO43DHvkFydmYon9EF87pLF32jIciPzhv4JcLuU4cPEhBq0TH4opGUJ97oDNOjb4fdD9ZABQanMfUABNJ2Qjxzbil/gtPHih77wrhoxn/B85fyS/q9gFw7I94P5H/MHhn1r5elegbGb3+Fp0AMg1rHJQG1feAQDbTtdZnc2mvHSO6uuzrPKK8YnEwnPFBnExlftJL068ohwEBkQbFhd466ZBkxr67GJqcS9qDqMp7w0yPwiAIOLFAK+cFxyiqjTiHRbd/cg+eSvieLyq6XgkFVEfKjvfX753jkt6ZjqHsgWivf7JQcpGzeXMvmzR1t1qpHA8uLEBWOfg0A+C8NUHILyvHkKNcFSifsZhSR9s1wOeBUhhEfAmc5kqLk1U6fGd4uk6PdQWHHZQqiQztC8EGAG8w2lQlimR83QemSbQLjsbPTVSgcKy/efqUa2tP61+41XbddTLkT/Do+pgMxM6kt532UehLsuESVTJbbqj9K37k+eRHs6schncv5oL9aYkLsWfWXQLpEKDE7oFP3Lnv1OpRlM4dq/2p/23MGe0hlWBz8Xj4aiyoxhjmZhGw4wm99I/SeBvtceHC4bwP7OGv1gc5oh6e4DUlpPA7Dw6kWgsRhB3pazByRIcqLGL1of48EqWhT0Qyqy7HwapGlY6CfA8ECYnvz7km3oVo+/8ayLybAXeh5YbQHeqqGjPd5uSOmXHNx1unr+VcMnrs+mZYZ5j8D9zwN5WJmnEfCPC1D1FnFArDUFrefQfcwhf6dQbT0KC7GgDbMNwn8haFqqtm13YYdVja8Dj4/qBp56NcF0cdnK9j11V835954f3Ws5avDSjb9XBh3oM9M9zf8deEdQH9DCc8KpfxNmt8d7tLjuWZPnFBfGO4ep/IMX3hI6Vaml8L98ZGdkxEGcph3UP+KCWlZ+g2MKscex3eI4OoIycu6aNIFyY+9TVaZ3qTJO8zwJzxQV7nuryU6VZmXCdaADhtcAWGO0DzBtIzjbMCMPPXLwIR/XIk+0ladIN0T2Ovphr8W3h2Mo2MGJkjqdLda3AGY6xvoAeVLdyZq4NwcWjk9eXCiZ+zDzHcPepBX4k6QTEMLRmTKqt7b5OWhrdH6dlcSEeFxxBpsOOOuPcq4FvRjY5oCkU47SWkqN9S8IVo1OJEwCGG8J/Ar48Sjiz51JGPwfFr7Qq+AD/0C8xfDlgBJ/HpZ5vrdVf61/p07LgY+gHFlu9hMJlBse3CQYv1jXTq8p/USjDbQX/GvpXRnHxMfXc+FHcVRdg6/BR7ZAXvLHpmRHmUuehAXZVcj1K8Eisjvk55IeDxn/2fBP3MKgbwTIT6lB68c7zEnfC16cACfIZCOQfahsfAx1rxwaOA7hl7XbWrovA3O8Wy7g/wF3ezVuy6iWCRhNgwq+DkHXWaeEISwPOf4nW7E78zytyPmg6rXwUNPlmBle39iDgljSoPOH/0o9HxksQYkyHUaVo5jw4nb+wd/aUv2+oKgzAPKn/6XA+lmK4AOg5KXwfM4IoMhEN4AomWOLoGnpe3AKghak9DHVJChNN5v1X/ZT8OSlPbvrJoUJC+XZzHFb6RzT4lCJ5TTKIsnGnn7c/0XzQG91KphYj6MR47EN6ecxP10Dg2iE+AQAWgj8dko3fzkKoa/7WZYRYt7useTJn4GYxCvVvpr5NlLdwMvb2tQGa6yT+smDQy7OB26ISHWZDLIlVMXMifkg12A+ii/5/R+1KYN9wUdDUVIEwjZy+eulyTMVhJOsHBf8Ojh2NF6lwO7+UQwLIdMh7GJ6pU4mbU16EdrX5HLcDpdLxTzr3I+lkmIDbdqwJ4OduocVnOaTLPZn9IRceRB/qG0mNXoj2bDeMh9MW+7OXxvw7P5b0PmiSFBsnp3ETS2YRDo88zP+uezxTS7HeVrfPDqBVjP+Gdb/lm6V+EJcvhCXl2W9AWC6L+y/mqhxbPHu1/m6yYYsV243gIf1xv+2vAOoL/hp8DPXE32O+y+/mz4Vav3dmBpLF+gbM7TwbW3C4+4l/4qwKb0ozMvBtD1OvSTBs8xH4EZOJksanhU1FlFRDTsUNRyCidXBWlSG2pcWS1F119OTL/SEDJL29utfhQi8pXa7MeewWsHc640D5tPoCUT8wZuRMHziJEAcFCjyyQ4yqBvJE/LgtNIi0rfg+xOB668ZwTvLcgO+HW8yoAMeCFnEx13UOh4chLE6EMeG95IdU75bhPoY6VLcOR33OC7sTF/dHgNozKNbSe0AG0F3l/N8uZyNQRChKx9/hyzupNa/xsm39lZKGI5czo9LtfdPhveqEkww8udF4By0wK4V9W9Eh6qbBxgI+vCsYnBoSueNX+2YYnLnF9ma544JTo0sQYdjqP/qY5y52MLnh90cEsjRHSksWnBsgLLuNul2FGNunOlx4JAs6rhmZjjcSBKFTBZsDMXNJ6lzf39OSD+w9TkMchhlRHBqa+IqW7JOkZPS+kBh3bkrTu2MwwyIiAECZLe8tQaKOnPzpPoOFIazYbW6kgJ+0iOiB9VGuyu0cmYTxbCGjAA4MeLw6ICzxR0X1d+HV/Xj8rzkuhQjlrUPycuBMNf121tZ/wHyUcKnsNuPh2PNj4kHU4KO/9ZdUjX34xnEqfgUXkcuqYLsg3RroIONPyWPNdtZ5QVDSXVW13nZjw62mZ3U7S5ZxI0oDCxhysVlm3+nCbKvK6ncxllba+B3D13oA0tH28w0LGG1hdbdk5huGKSMqfEJDj/OrjrpqbH8gKwg5iE/e88OHxuBOVSkE/9tdvaDOZcH+umb9MixcvJeJIHF50z49dpLfuk/Qkw9rldqQnU6Sv9SPXAHYVOtwVQRERwPLn9RcP4JrqqvwCL4agEXNxFbkv0fkdZgDaKaadkNFT6qSXsb/H0O6uvy03VNdTsy/blFVgABnSJupkavaO12pPEI46D/out97K0T3QOBu2mQA/QVdVntHr6uHDsqjdd53HoEIpt3gGgZ8C50G+h7bGZWKDrWvD/FE2wd9mKMcv5SqysX6eh+Oskws8EG2ppzI2wnDXdq3Niy1xnfLhKQvy/qv86w6M2SQ2/R5sRfnXw/pdAm+a0U6g+hD4+Tp8HnLqo9lcj+YbPhncA/Q0/DX5GUPd3Ubo/A5DeFV1+heJbB8/jJMjzVImLCdsCYvPrPFf0eIa3Nn0ROyXRPQsVHIf9XyZ14oEDJwXQ9Xms2tMFJ01GfmiMBt81PVOcR/H+PCiVHYMPNQxdv/Di/DbSY3BeUAxGKEFPPR6X/Tc4pfWvBx3oruMGEGlI9Oec3gFuEXVYXKGOBy8uO3lwAh6C6NTqFopeVj8JpRiDPd2pt7DLIR8x7pN2Tjw00smdk+Vra314pXWdY/DHxpo5dQCvsEMenDhW7DgWGyGReYCO4vnCzrywWCGVaMny4JrvdtDJhvqogrMFI6jkjt3V6NSjn22hj8gw7t2RU9Df7jf5/iKIDtXWsuWOCN8VSg8JLyEcP1hIkCn2UD1kaZzpPxMesZQh3yiMq6CN6AWTOfiZiLgHGoi5B80P+8XTVLTgA4LsDU2xo8QF5F8efwxlYPuMn0xftqdT1jB96VQJo3yQKbkgcC4Vr8tqmWOPLvju0jf3FHSKuxpoMlJcX3H3SggJ0aFZehpmInWUM5n8UJmpx92S+AKoVm3Rj3gfAg0EpAc+hRU7gvk0+XkOtpK9ldjLXjnqTHKdbXJL5TR1usW5U3aEC9QlEgPoZz8CF6nAUI7JY2y/1tED+86aY2vsvQXBfQxJHlNKt3xUsfaZ4IIwbRfYKzD4GoUwOK3KpONwqKz3fFEkoEXc8o/f7pVO06u/SJthXmK2dTTFVgEHT0TQRqK5gClEzAZMFxQU1eHiqbxAZ/Yd5VdCHUSfycsxlX9xaIKsyqH0Omkpcp5KCacojPU1XjjsVJS2wIu7XnNbF/UMH0wsBx2n9HgoOmqTzBPQFYoxmH+SxoTXx2tSVrYptnA1x18Uy9XdzGj6Cbw2guoi/Y2I6K7hMniucxOKL7yrutw7xReCXehrw2lGVdRtYXGjDQJC7eTyVEIRoM2KmmP9cdF9/8fUaAyiRzQiT/k8zL/XjeUr6dtihV5H0hHDCDX5nEcznEBm+sZ1ifeT6y9PAwF0xU/rSTiPihMuFX/r9jx/MaOJbkHGgUDnJ71WoRgRvT6BELtSpYuQRB2yQnfxbkjoCnE3128NNt7kgphqZDzgr9z3z+7lf6V/9ivCglxENLNXpqmfReel8Eh/fzZ8hd32RH1W0D/h9HGe9PHR9PcJp1aevx7NN3wyxS+OkwAAIABJREFUvAPob3jD3xR+tjJ6xDi7Qu9OEH1ZzkVFX2thRuG4WYIkB971DvSQWyetGrjAFchpsogYVng3J47NqKND87IZkm6vaVCWOSHfV+rhOaATx550XwVbf7iPBpxpaeV4tePBHAd3cdJS7RKcNjFqAo4McnzSRENxD6hwH+/gDIqB3v5PCjQ4P/cpKOID2U7xAEAzgKNzgYWN9NYucTrWQZTqwThWPBAkpLtRwtHCleMGnTs5WFHSEHbol84Y3AGR+Co0Ah3uFK5DHxr+ii/ZLwbPlY5GDAIZBE6SUQTXMkcgv8ZRlcdmY3x0H42DYAyMR0fdmH7E7TbsZny0gtxkHl/jzlgm8t2yFRJTAkP6e16FCW2roAPb7vO464g87XFaAJ3k7A4p/FvhwUMTh904V+2HMY3OaXg5b3sYlNddPo6XqDd+OnTcm6wk02Mi1BfA9AaKtFVNhm7jP2YmObA8DbbC986LBUhEI62GnXKDKAT5KONOW5Wqrme9DFx3ZDoVXrj+pRhUMLndS+0LNhiuh/EJDnLpsl4XgJ3nSeeHLwZD3JDXw86+rk8wnS7GC0ECpSPUaaehnHEhmJUN+sn6SzytBx8k3SttQPmG226Xoh4UPVIYGhN0lfZFtEB1B7LujETdWi0A899aX6ju4V46hz6gYIvi44ybLhTSMovsSZSUyzZKHOfv0r0+LMbDzwieW11BfVwoMIqvWzCHL2RgoceG/p1MIjZAecAC4scx1V9Z1xzMJAfTSQcRnUSny1BrJOIrBTet9Eeak6VSAx1CUC6924H7JsvjNH8dCOH8yz+e0U+3kjQuBfi1yy4XrT29Chqw/Z2WO+1d8L0Jcyinz2NMpjYFbLgJURhkM1PParb5VIEWyF+cdrUFBfMmBh2mOkLx6nkseM5QEAYXu+6Kx9RLaE9rr+obfd/v9XQb01taR9RLcT5W6MnZuBBoDzxU++hZz5ZxULIRxgQrNHUe5cZNiVOmKd6nudjD8KuH/heANkphvF+ovDsEf3XwnIhUMu4j8RvBrrrbm+5+LRp9LX93hC8RRBfVUUIfugNdFytPPvv4hr8evAPob9iCv7swGFbWDQomTlJW3+Bwh5o9oaxAX/UNj8+Cuwr2nnGWXUmT17P74fWYYHAOJaV83b51f9w3QKrZJ/wNvoPXGDhD8LyklTvNLG3Vn9WzygmXeb1CLDtnVvWU9V7UccUzuf9SHU+NxpI3Fl4KIrIAbXfE6LQkOmtwclw7UKPDtTlszFO8dNpkeqRb9KAK0q9P+dB7MpbmvomiipaXzFkiPaHvLld5qpPKXkd+31tvR9MKWSBkFjgPVFQHAPpoyJ1gUcaxv8+QxL/1HThuMKCBbRocNRhg6OnVERTKZuCW1Bd2bTs5ZMKjqfGb4HSUsX/NcVXVNEojZn0ztqENDQlp97CNjLcKPVzK9dLxrQXXvP8IZAyHneIXUDlKPdB0oWCV5wrn37az5KYvnEn5oXMF6K0q+GDHzWt+7jm5BdFPYTJnq409vw6tKOkKu3Fmvmst2x4Ui82SnFapEcYrXfNMxKHSfVGOiXi5Uuaal7euXOXOoCAswKDOdpPjRF3u9ePQz9MGr+2SZO6BTSbitj097mD2E0OyQNlw/RUDil0pmWyBForiyIYbnk7ilhsswDJSdKd+7wcOAbA0j+jpHdWoy6rd0Kf47gj/DAk2TcdHkbcff16bdxJ+Az6iwfMUQE/fotdgBaV6x0BEDqD3Dig+0wJWUic+1DFz+AeCQPbQA4AHJRGhHK4Pd4Hhx6JJXn0O+nPKOm1L6JPqcv2dyK1AOtpVL56PjjvXaGfgUinBLvSXLgTbnxSMbV2prz3V1jUa6Kusv4YcTEHvBcwE/zbsjBu2gtdxrb/0GRJ4rxsrnVUhUd4+BwWCpb8izWnYpIQvuNHisszqgpzCwueeqE3D0olXqAN2CJjxzToDA9wc0zuuRO4D8PlRUDlYBXU9juUFYwbsKyLzsbRfTA64GE3SX0YhzcFaOtdpWr9+HqWVHfXXOE4xaJ4WdZmcd/tinH+5TaO/ZPQbdXBBUu8HsD2uwHRJKGc+QnBu67+X1dRzGiwXKPqsjrjv7xyYs7itdeQEg/Xbi/x33X+j1ZdeYt3wb7ycVMqjfr9D36ePba/kxkWikZ1fa2/c7Z9c/dX9q+uL7+7T4qsFxJ/F527+z4hXtOnNSefHSR9/fvhpKT2Q/tViNm94PbwD6G+4DfcCjfMynsmb63bD/PXHxF8LQobfK8MrGT4WeFLL+efC9FjIX1B/fxKugzMvG2Jbk4t9mn6JlW0VKFvteWY63Ocn9Xkkf+IFUkW1d+tcwOCwsRdXFSHBvpDxeEs2RdxDILk7cK2F6ijofxV1zNGvAeQzOinM8TzmvIGz4krE6DzSh9CyoanFc3QQSnc+jYFxcmc0Ve+5v24UE6hMnQfBWQPfcEXnRDjikpxcp5x0yEHnedLBRzt+uGgnp6eB1Fa/ftv89IkyBCksbf5Vpxs4oCIh1RlTjIf+Tqnj/0a8Pb665geBdkt63rELTqWMlTrmVCBl16oG0RXvLB7VWaI5De+AiaYaXGiArFB63ctjq7caz6OjqWPG7KcKoINpOVumobumyTp/B/LNoOMi2Uk3OLIXpSTnORMX36Nc4UC39UVVBBHSOe7eC/iZeOw8pF2Quln3lF3V6fUuIDltQ0Aw18Exny6YYtt1O8OJJ9d4V7vortnrooHL1QOYrjm4hyNuT2ryUoPmJER89LUNgL0GfeUgPloB9n3vvvpfv4e+BVcNN9ucXabCO4xHmGjt+s4c9qpbKGY0XW2yWtuI9NL+ng2SQm+JH3drO8HJ5XX4VT2mZZxn28zKTOfZt/+rvjOROPKyo9P1pgbPT9djGIgg8SC67uDWZzmQ7rTR+tj7BPrBbnQsQ136iQaU10Gv5aEzYR9raqXQEgT5lwL9vigMFwJoxacjhXPsCpli3KHKUrug/YyIbs2dsBn4QOuf8ueTQp3i8Jsi12WjLgYaO7S6BwxxQJuOruhd1W/DPbxH3ppRYWgWg00D+musMywhIyL8lFY8NShyz+P9EWzlgZ9q+0hf0R1b4AomzXjahLiDHgpqEaM4EwwJHc7KvKwpXO7a8jyThRQ+QfKK8TPICFNlAvI8Ui9cCXc5Ip4dx5kEjRjraY31xawwH6t8LFqD6gPXZ6fRHOUPcxwFymtCQnISnSR02CdgMllcdxmq+E5GPWSfJNG+IrczTD/Z8/G37E+UoYVcNb1dyPq5tVdUk9u9SpSA02+8TjUz+aJALTMF0WOOhXC/sOFMj+tYu4DSBl4KjheMvwfApUl6uA0rhZmKDYtZJDzL6XZhkPXD7Yt0AZb5JX22O/h4X+3SOG/C28331YLnvzPkeMl5Cv358UF//vlBHxpM779fjy/f8Gp4B9DfcAtwp91OwHql4B4Jdj+qRB6F/eB5dT/P68EwzLJvAO3Ao6u0PkPw7+FSpSmO7s2G2Qt54MsZZNnQv+Ux2OOnqb8mVGWeAbIV6jeQeaSHzGHjD3KKovx09dohVdRyJ9N+Lm8qtLE7DTV0XoV5mi+h8jTBZFwn6SIh6FD7CR8nXojZYmv6ZDs0sQvCCgfP0x1QuX0peI6B8/asO+LThF6dNebAxwUFnhsCsODAca9Ld9q04Pl5tGC695GjEtGW8GPfPTzFgg6kjprukRBFWrNJembOnMmYxLEwONg036y/x+db7CzwKxTaU3c2q99xWfuwmy4XlsqBaQ8NXu+MrIzjyg7jvRU8V37pb5TP76qXzfStyV5+6M2qs7i3CxIKpL10zpksgvKEwpqZS8Cxu5unKELHKS7y0J2GSAdzvbIvEjGH3ypoleuERFOLz2SLypmWAoOCWI4JOv0xflnpWZ5cX7Qh4D5rQTXm47Nr1lQZpTv29MBb7xc5QS9RvQhDegDdj3qnHjiX+A10EzSzFiTkpwk6rqjDmJL87c/sGPaekF0aZWzw5AyZ1bXClQkOTnBewm+d25HtvQIMnPvikk7DrvdOEiIWYoZvpTPHz6WQWL39wvE79Sj9HjzXwLkF0E8bYxZA72WYHBHXvxix9jgMCBeJ31VVorQAUeTKYYQs5LcypqkrUjKmJzCGY3YfUfkvpGJMDZXnqLHYm37v/FOB4WooFjjqWNoKoqc0IWheyaV7yk0SHYODkigeDV8ZBRLnh6i/hiziF3DpNDP9taC/1Ut5Q7GNKJSq19TABRVRf7XiQN5ooV1vw4EXuYFRpSyk4ErcIJ+brazjUUbCDN2TF7w8C9jYRb1l1kmiHW7FHc39AXmAeDILs5MkHEth7Vcvx4KtMA95GQwKpeFliyaTndswlnBFhLpMjPcIn52xkGZTio/Fam42zMX6AjDxRcQqG0xWp4VgQUyabmm/th5vIMmoG0xOgu6JwfMzlJ3LAVUV+1MplNuxgqURsLL2VkWOOG/BrUVWXfopy4fThmb1FrIhpx3mYqz/k3HiAs3hffh+OAjvgNMdmKW/oN2Etns6Y54IqcVosmwySw6oX6ZXVEpTahyn4XnC91H4eQHiLW1xq8S7qOf4x7zcJCs/Cb6cv/zFMBsPQtTmTR8nffx5tgD6x0kfH+33PNuO9Df8teEdQH/DNsQjpho8G0R/BU4Y+P2sXeiPQZreZkMWJuGvmmNazRftr96vViJ+PmwQIBtin9THX94o2LayN4ri9LtbNTqPgsPzNQiG4DmWXfXL4CVz9zD1yfxtS/XV8IL6gyEnaQeEJ6p8TO6AUBlJ1L9ZGneHURF0eg5nIrbgOMi9Xn70x2qbEujCgbwDHSuhShepvI335iCSqNOQFur8YY5yJu5fc+c+nWTB8/M8SXebIP7BnQnOluy8Ge7Jxxdyv44NHyM5+OD1G8VQ4WA6cw5qV8CYYXD4J3mBkEemuZDMTzGfLiNV1fHi1/pOncwwOQQ8kZUIOClOe9Q5mBsgkZ5Fg7RL9SSCFQzBc6JNp9ITAMXDo2v3ORBqd+zrIhNzpgOv81YJiAbXi3628loRUJzzRwii9w5sP+7wK8fMvCq7qVpo/Adj2PiqDwQd9yYWrOyem8mCD/tBCF7clRhCnQ0kvB9LKI8VpmGYAIB8JOm7riX1ix6A2zH4aB00rBlgbkf1ixD3D6H78e3SFh3pYjC5okFAcZ7QxGSxc87yqUztfARjW0AuQUPIOx94g50OfvypGlko1Rxd11kExwc2Bw5R14PsC0bKwGnnx1NO4v5J5QaHrmeApMC/HW/71WDD6TsHbSe6BtExP8hZDTBEHYyU03pUQMnQBmbHQ2kTPueRemBpjxVMPaJzIS82giB+ok1/eDINuiEMR8kPSiSdfMVCsNT/szlUJU+VJwV5ci0AliAFHfPcPbR0aDbH+sfbCMojVi3oMH2tuii0i2MZWhfq29CMun8q9MOl6bJAfFKbHPef66cJhv5NNtaqe9by0ZbLmIzRMYyLc7Aca9/M3vyCcMW+UeYro3TZbX2jmozgyHBnKuNH5qbtwF9lvyo/N22RbQgKo/8TdM+8/Un6DnhbuiBngQNB34d0KOOABnp6ii4AC7yEv2rfoe1ithWV9EP9bfNoJA/O/UJ/pBNUIH/QLkjPlC7obpxXJXuhej77BMn2aBpoIeXlUL7R+Ko+nxPiwsioqtIomwn1jGulvxzBwX6doDfeS3nzALxwnAI8itXY06U3xesBf0n26d8BH0c8vgi3Y7lXp319Hfi1OK4C57861vHl/eVPQklfIdNVHx8tgP7nxwd9/PkBQfRzzPeGvxS8A+hv+ClweezrbySAH92VOVM0zbC2wvsznOiPcGeVoKbfCarfLfd1ECfZXv0Ej2ycXeF7g7+qPhrLn5c37I5cLFZ4CLbyrhyEjD97wOkPPdww8fO50oReU+/WBCoHBqJVeMky7zzEyq+UR8UkePC3zW8XgI5MHnAeHGmazN7LWBs47Jb1DjDPIUHAxedxd7hjFaOA+P33NJkYylvIOiOXOzgkX4tPBuGQwMFhT4Tk7jJTNhZvmcPKvD0U/21/OXg+OK2q9k/r7GEq7pNqYVuIb741EdJDG42Ql4Bprrj2xnjiyXWZVvnep+LqaCNKbJcH3aZc4IwQ33EHc/wXByLRY3ImOETTq9Lbdt8hEmBBqpmzZy7fRifZ8j7n6vqHqY3JMEpzcHCCr54goZ+zYNZvWFMbA6bfIFPC0YIsVR2SmyxDu8aFKMVJF+l3KnXXfqvpsyqNFKl3aJrlcIktOoyZXRapo6/LZ/yerGdT4hykW94wsBOwYdpYkFE5dBc6bLhjk6sr2eZ8i4OWTaZLbwfqJgbmYLClbAEI+dHNQhpA92/vUX+m4+M4jrCoBH9Nr5xEMvn2ed0w15t+Dzo0ByPE8SLoX6GQ3f8olq9DMh5/76QN6Sb2S37G4erKjcsRvTJFpO26NPhVE66XnXcfE6c6lT4Dz+7rkuv5TCFLUady6sDC/lzU3rMISVops30sKbY70WevhAmuGrSaNQVsPrWflac5IJIKwDkAjGPmKOdL34LJAwn6z8LqYcFBWI5k9Yw4bfSVSGqPhAEwjqdsG0X9NRQfk9HktoThhJKNPPOysv7aLC3pMzLZlHRLryTPvzzoKpEYaiNuA1Qyex3EBCxesodRH2sGDIbrey2r2tkc5j+q5/OcqAiM2uKp9O1YtddIfyfBczudDWnHOWVBFsRFenvFxzSpfZHaGrunWHxbztCw/WCnAL3amOX4/BlI/OiSIUvM+zLYS9Q+GVkt1gEYyPgsFnuljXNFo/6Kdzy+CuO3RmNa/0LdvcJ3elXCZJvEY4VV5W/4i7HwQRcMtkO+9cA5u0DZxq2sYxMqn2FRy+0y5+gv+Nzyjzjs6qFX+OyvgvIrXH6n2M2rQKgFz//884P+/e//0L///Z++C73/ne8A+t8B3gH0N9yCchfKJwdbd44qwevbK+gW6YfVebeskWiUhh3eT0z5HlVYP2tn/uMKdW5+P5OUiLYdPM8YA5G2yosPF9cRgj+Y/lxOsPA9OmQZd3Hq3z0wc7A7Z+LKcqLrY4pFPYVz3KEu9y3MjPUZhvru83l+CpcLO+wfilez4vLEUDMu+MHIrfv9NC8cY4x+m+Vkcmd87NIb8LGgir6K7an9khLJZwEAJg4rkiBTcCT5RNR3PKiM19161MYNRZntsrQ7gTvrHzrGgrNHq1NcRhquSF49R2eF+iJ82FWlqbM6lmhiFDx7896rhW7Lyt0ZNWsJ9uU4WUPdhDu84/Bt9be+gsAbkcmMVrv/u2yD1PgElPNKgyvZVRUTeA53bODzTb1j/EnTjtpHLfVn1b1T0igOPk4Z6Vr5DMR3oTqnsmeZiy8fm8zEfLTdyDrGbIwiguoYg18CvHpZhH8HtV2gqsOuYINejBc9fQ60hSB6yhnf5cJrffgy4BEfh0JnmQO51v8YGG4lAv5Gm3Y9xCGk/5O+EcDMRMehCahHk4mSvL69UGV7EHXEK14jFSE+GDRg2JoDuzsDAdgvE69U+qv599GJdtBxwFhRfZSwNvzEj0NnG2P1jvWwAGthLOBTW6gXxn3UX1HUcqQJeYDCAlUBfyI6qH/vvOUPHLbsS6C5uH6hYAMAHYS8z4K+1D6DXsv2N9JDmHTxIPe2DVQ0nTzhXbBfUovaa+YYIFrA1XQiyLEQBVRUVJnO9L+X4vEitdOg4izHd0GKm6t+J+96qL5Mh3JNg2yhLqHy0xOxqMZDB4xL1V95fF/u6mrsGXSYMCwMi83qeK/6JoHAyLPr1l/Z/sjBqbnOGJtwq7MfnZuD/PWyysshGDwviyKvZmGWAdWEJWKjwdSUuGzz6n1SFktiN5kkcOqN5Pz2zQLnI1yEbCmDP6DVy8meGoerUA4EBV/FwhZBCYe8yRT1V5hnaCDckfY7bWaF6wU4ZVy+1+0GOwbopbrgnuPoYpyhv7GLLrMZBpNyr170JNhpQhWhliKn69sS6UW+HRyvxqOWg6taLj+XlLNzaPNPcK02mMiEjLkvaKoRm+kXXBjzGf5itM6CdbLho50u1tmpd6Lb78J84QRRXhAY68B36gfgKd8MMYPiepbvDjwTT3gU7vTdVwzQiwh9fHzQv//zH/rXv/5N//f7v/pu9A87Cex9hPtfH94B9DdsQ3Z0z2BvB++eoH+loni0jD087Qry1WXZSt5bprnWs5fnVx3zcmWUrUADUtuGzSRpWJ18w0AbjvjacMBosaF2HtM4wnvgu4PhD5xpOrkOjroL0LTuECR3iN0oRwuz3WMYEbJzDcmfhUt8UEwUK9lRVV94X0b7eGNsX6bYhIfHVwoChzLDz1DHUGOmp8+ZLbiZWbPJozjXlO4MBO/CDLU50rugc9YSf7zPThr9Va4KBQF/ZA/BBT7otIFJDvI7Ii961HIuQx2b+Bic2eY4B5yCX7p/wEzgG/UDqhT9BPY07+xK/WjHlELldi/49BpsEkjXuzENgq8qyhAMnldjyv0c0kWN0l4S7itcduWw4zI4IXKf7Moa/UecZ0TzX+jIMoiGZU89t4tHOVC8RIHDZVWn3eVyLHgOjtKezAMqqf+HYvqYPHJgsAie7wB3mh7tSHD7cKZ2xaC+wXlTPHMcW4o4PqOjJAbPMyUTTZOgGFDj/vS2ORkQmrydLfiAH3RGp4BdpZPRZuGcNgm0QF5Rea+ajL0P1QF+nkR8uDTqynXWS1WjreyxuSOortQxHZyy4u21tjXZ3ALf+Ad4ZpnDcI3IS6S58tRx5MDvEcTL0GdEHadeK+sYSwF0y6+yd0e/Csj7cTRbd7OKon5EOPWHqrPQOKHxOUtTnvN+nbxhxCPqd3WIDosIOh8KJAx8jLyNMhvx1+C5sW7W8x0rJY7XHvEX5RrQelq/UPhsgqIQKAE21jJucyFTnSUrOYSyDu8LIVvVU+rFHTtDDQKO94gwZe1RSK9Ow9ZPp8mgDHk+lEtiojQuk52Yxv2Wo5w7fnz06w8YHoCH2qgmM7CkicROdiPbQPWkw2K+KMBGnIt2lC18hdM86ZhkcQ11VzuqU4E+yqbDIfE0mtkg/yksROAgC8mT2kKliNHFCWHTsVoZNXUqQ2AYGw3TJrJcf+mryFZg/aRqZbhA9J3/MYhe2x9iMhDt47AIl4koURh1YIEBVZsAIl+sxmVRdJWchc4+XrjbxsgLRG1Npw23susu5LLSTbzd4eS1XkQVZK3HKnoRdAGY6s1K9lNk6lwe2tS5wsK82GDfawB94D5HsnG5Vi0RAVahCu+yCwPurnG7am+5qAcukygv+3DDBzq7L32iN/ok81nWvcMJHhPAo+evfNtz/6w/0/q9/Fm9a7yyX3J0E1T8sypvPF4/H7s/o8Wz8ZUdeCbO8Ggs6WfAJV6n0MefH/Sff/9J//p//6Lv377DKWAnidmJb/grwzuA/oZbkFdCZdgVGq8Onj+6+/y1kI2PqCAxeI5Ot+3SX7Di62ftQn8EJBi0j+FYGWg7ezAujyOb1Zf6V2udYbdlRFNPlv6G3Xsh8nBpiTlm6ngh36uzGwCS9CDui9OJNPA1ZCpbj7jvBpBCkwq8N9nnl48CdYzMmo3dujK8B8+Ll6nlC+RpSdDQjkV5oqvJ5Isg80DpRE34ke+8y+OCiOJ3CBHMx8LjM3DWDAF0cueB71on0u8UO+v2MZUCRS095KMJm95kSpSWukPIg+ejflHHkfOAItPSMqAwR6XCvJe1EHHYRX40pL8sJ3+ATCO32BGrHrLPCxi0nrW8DbLeKzZa5uaxZ9yTl4HFvIA8XWfFZeE8GJyDWBDh7SgYJBI+wi1VGxO7o7+/XcgKk0PJ4eqcqvQRCk56gBgQVOeqj1Xq4w4yeF/ZipWo++ToZdBhfSB5QUxux+Qu0Kg3mIlSzMFxHILom7LWQp2TIbhpgV+/tcCg/zscUloFz5MTT5G1GlNgw65Rd6FoMl3k474V4w72VuZJ/RiBdiR5x+yO2cyZhy7A2ss61lIQPacXxan9nRhExzIJ2XUtiYm0qoOOw49sn+0gH0QBONRbPK8I8qUKe2vrDVsMiY1AE7lG0N1dZ+sxwa4vnbHPiLmXI0JHp6tyl44r02kQ2IwcyANv01AGk448XfygASLTQai/en3pScBeP1Uw9i5ShagO5kBJyjtgq6jcCXp1xteb+gzbNZZR0Q/w4Xzt9zF5etb1fcB1ColOC8UU+iWkS4G6ZGi3Y6bPoAktYN6DolLRk9n++OgnqJju0XrUdlw0cWiIlsnUdhB3vRZsj/avGL8OUjy0sQ8+uw3cGPox/lalIVfMmpWf3xDXc8jzXfLxNmoylDWz2uNi2hJMkKnNkd+pbQM2DseADvKV2Ux+R5fUucM7VQPwm/Wg1zwJ2FPwZ+KwlyOGTG2rDHYCud7B66DjU/kheJ4b7uQl7TsR/R0DUIq8sfcgb+9xpZsAHHR7JkJjRxhzEETP5d0F8/eRjlE2XY/9VfnIVtX5PNhHkvfPgk6ZrpIuE6vVBRQIzvJle5IoENJ8jX0s5k8HLesvnld9FKd0lbGU8K2e8eL9wCiaJ9ruVtwLAqbBHnxK3mTonDiZB2cZvePTrv2zXt94/xLtE+q3cTaYBJs2F7Qxyy6Fnx08r05qeSSusOq7rxyAFhH68+Ok//znP/T//vVv+vbtO4m0T2hp8Hzv7Kc3/M7wDqD/zeERIfUzArAzvB6t+xkhXxc4XBQJHq9rN/Br6Utn3WsU5G59u/l3TyhY5meKkyYj90j315tFGXASHINuht7tvqidVI8Aa2nqbCG676i5KF+hNn4vEF85uAq+mC2eWXpqLr00T3DIBo5DHbeqSxPqqr5UDZJChgRFpuJ47zv4zeHKfdZTpSD6tXyBsrW9KZhTlaGUFIoyxAIn5sSpVioTOEMklBWCmrwnH4NcQmcUtKvIWbQp+gqIKARxwgrmWbH04rkw4hWcmVW6m7IIow7Wtitev/2AAAAgAElEQVS+zR6xvapmOG9BUEVJL91RSiHbxFGQE0Il5ieaIVm+yLN9uESipOePmRyruth5KAf1+BEd5rt9iakH61rAgVmPwdVdO/YPZJf4O6nDGqJHolq7opMYf9c8gS/WuoXTfQSzBuARh7dR8AGNQ5FR6tQySH/ZH6hjL9c5aQ7jPyhiA4rsu5cVC6ZpHw318ewFJElqbDqWyANoV6xpkkt8Rx/hbw/CYEhvqld6IKYOfkMHtoqivhSJLQrlBLUcOhgDyfrbD06Z+tIZ0PBnuIeaIIaDeDOkkaHPOP3NYdXJNc7GT3dkzcwpSKE34MCmqYAmKmeDWQ4JVQuPhiahLn4G1iJommHKvumlFWXBs3kQalr55cIAl0ei9Uu9eGrnwDhfUAYSODm1cVw5XyW7oISFLGO38VvwHNo02H5zyVXe9YKMaxhsEJDlKP+9lPZkPhKWVd6CkCdGTepUyVip9Je/G1twJd1r1TMqGqRrwvBRY6rG5046IYqnQwTJG/Dq6sTmRJpfPDWlLEmh6KNinBAsfkIcUeT1ygT+O4Jt6vO4HNT28sT0rCR9q6cmXYGd4NX1bQ50FU12nGZlXta6CYHXJ4g8CcNO1OsM6UEh+5fwCupI+t2vb2pDVjn7oF7OGBb0mNpRsycbpLnyR658tNs7hxGlyaLoCh6R/2ucsi9n9O08PxzmjRsD5/t5Pwse6f87UAX5V3XlvnvoJISfCEJk30D/z3/+Q//+97+H+dBrJewbviK8A+hveCncEZw/Cz4bn7F0N8x01SviMQ+Q6HTKf+ORgvdoW50W8JmK52oV92p39+7OeCtDCL7X1Wiq32acfFXp5RB3kBG5YXaPxvMuTUa7WuLl8zGvBxncUTQUu2PXWmDvCgrTt1ip+DBkp/RwP1b/6XBrPDmCTOTfqJzgHZxsD9XX0odAhjnVMwj83argZvoFgMPzaidfe5XoORTnTo1cwrCjN81XmXQntz4hN4otwCHJ0Y9IjO5E/ReP0AsBuVNCN9zpicZPOlFFZwkcKSr+1NpuPEE1nco7hm5JE/fuoKLO175qGtJy7C91glX6QOtB/eDpoiOPaXi8B+j8EhqPEiwcxmMZ3v7223fKa/CH3ck28OlwBf2n/GloQEsHVVDznBWlbXtYRm7swprm9H8CKxgt/XmgsfLn8M3zWSUIOMZ0YovPY9YQeBiKgh3Cl3rMl9ZYg5LytXHX28iK5sOnfjzYsVfenWwr6GcsUNbg0cWJBb17GYpjLHJaGdpVKquYmeiIi5xay7Ht3eldqLPZ0B7HTZbpo92luZClSpk00dkmLszBDaebEJEG86SX4ahGOcQEtAEcKydU2O0ebLOMGWYE7dUXeLWduG23xXmeTXedZ5Nx59m/Q79jTxSOMdD5Oi7D4rggD5U39C9yWG2P8+R6tAWUs0zsgM5syJ3eZziHGeyWin+KMRuZaZo659R7lW85DBx3je0Jb2yPLfjrNquPMdyNX0Mwj2pzbuPlSsI9IjBVtxLIXzM2JjmYiA+ig4YFNc5vrrfCGD26vDf+VNmVZGFpyOBvHFN2xbrzXGVA5is4tlliuSvq2cJSRCzocfiFoEm7HCXzZ4LJCrhfpkd/is3FmPLnjWINFwhUKUFO4S+zy67AcjaeduTnNUybU6cmIrW7u8Goxgna55bS38clwVG3DIveiUJ55WknWoqZa+K6SATu+wLmZM9ZLuFSrDR5iUGProG10plMk2LxcwLc/e0OQNIpRkrrF7rbfkC3Nj+mUPoKtWCjs9PvDlyiIXIXXbJPgAEqyTLYrb1GSXMOMkrs5rPd1nP9VcEGBXGOpFmegJn/dmend8wAv4aan7w6X3y0bkC1E3udnmikYS0LityGzyv5Yqx7j5+/YlxFYbah6VU4f8l2i859Pujjo/2FAHpL9IuRfMNnwzuA/jeHV+/0fjbvs1AFZmdw58iTaVD48kk0zPAIxRGhQt0nJVQFxVdwe2f3i2G1kmyvHW6FBQOPaTDImpFG0XkUfFjX7duhb+Qbr6Q22NYwQ8n8IOqsa6nJJrc6Gxtzph9w3PDcdJ1iHph3QT+dkKnftKPrE+Ar2s9oPX9oriiYEP20Y8cBj5uZSBFsVz3IVhaVBMKN+sLEXR01wWmI3Zmm0LBIZaOW1wI4tHYnbOiAcucKOZ9YMFPTg6Mm0CU6iJwA7GWq44bIvjHKlrb9jV+VT7h1I/vE4LlIDz50x80DPMxEHkRXBNFBaz6T7vqyqACZ42bUQcmhNRM7lloDbAzfBI0FK55E5IsGaNTdd71GOvwDspeZoscmBJgfkOcDzsAKylPWD+ooXYw3Hi5Swhztz980T4UNG4vGy2V+7cesScZDOxPanBddOCMBh0aSd511gHPVdya5ozGoSGtNaiTIOh2DeiBzCzx4gCi3AgNEGxYE/EQ7JNAMAw9GB5QbWvdlhQ53V0dkB9zsfXiW5AvaYEZ2GECMpKgky0TvY/7eJ3yQdXYOlDboMljgGtAZalqOb817LY/ycFI5b6cndMaveqZr/1CC5rdrC055m8OJDOE+tQLKwQB6yVhq92YyaJ8CabWc80MD6KfpMO7X3rDOBClwNwMcD/q5DlBenSaWuP3YN9uBrWOpyzpbinE+QQI9pHqy14EixYQbKkiwO7Tp7fv0FxitRfjwOkkMsoWF4MjE31XZE9PF0GKR1G5SkVrrL8bE/QrH48iwaxw5J1kpMZRJURa3Hx4ez2pX3dCSYwQ9FNlxBLlqtD/CmI26NI855aXUzPBXEJzhF3RB0F9oc2IJmTUGXikWK1NaMI7zYqubPhey835x588cKQaGsuA5c2L/C9mxNojJ+1k7m+MzqOGUKpy5ImI1SOE281CeE2jpeUwx9cAzpO/yjHLuOAE3WzC6Dlq6yEP1nCwsPxS3LVUvhl8Sn/dPobch0MLtwLYQrNmD5lvJtjnmw9ZXwfPURsuX5L7kdBf+mZvToRIv/cOvfEUG2NARq5RJHA+2RFFe0F3Q97mmR9wtiAOaMhR4FA2b+3VY4fGiwyiR9qu42eFl4ah365orn+zDQfQsTIIN2OwpHKuP6ocVDvs70es0OBYibe7gt5Vqv8AvCteLGJ4Lon/J4HkHEaHzPOnj44P+/PjTnhG5znrDXxveAfQ3/OUgH59UwSuC/PcmOhfKwPAZ8aqC6I/AKt+ziqoyvGbB8xygHnY6DHj6IoRhBzpFo06ncJC18rosYdc4mwXSPw90ItFaWXAKXHXnTZ+k47xdk15OhiqACaxnLuirE99xdr4Now8nuTQ4uh/a95/p7izlMXhKfjiC3B0V5cQrdNCD9SWHHRbT6tZ6JXZV6M8Jfp8JwZE1n0hW9PO57OgYs0zk4xeD6VZAYGmUW7B7XPlP+sSwxDJO4XG3mjk2e9BcFwCROXFCIyeESvQISHBgI3U0tQCYygdwXEHacdrvbxop2cp08rGfCkK6A93TmAxaQNQFOqZXE1/oe0EnyQ69ijSTFQKceGdaHEMZysMiIZtYcAn1lEAhWmn6XVZa344NgSpuyUlYYMGpvkkVo/jGcbbSXmTBBtLvOfdvxjojUWRYyw8KIIzfdNx0qth251sDOg8LuRy5ZSP5mCr5qb8cdl2pk9pspMdZeY3eBT9fBQWkX8B4Vx91PLKeUn/z8O+qnhh0YniWkgYfqATZXdaSeRATBRti14kp4cfGPVEKOmQkXDYIUV+AKH5PFGRSCJynP2xHCF4knRMC6Oz7RIOvE3COO//0vjmPzvOk8+ODRE5iofYt8l4+q5zbkDN1H6UFNeB8FXseeQJFQyGBrmokXwBGdsKCsTpr8HwMoje+l9HWgCB6rMVyUSDuBpQiHHgV9//5MOfwW5VpkFWK6mSJOwvjArDE/xugNLtr25Yycah3ohNtmKgMQRngOrsSujqWcfcmVh5agTKLCMYpTWVYQLayB0jsb+qgZd2JDvhp18yC5wtQPRVxaG9sjGkbLYnbPTCiXg9Lvrl6h3ZWo7e21XYO78j9Cz0Z+Az02ZCXKfR58PfQrK8mdWcWmiVYld/nCkJxUcEgz5V24L8hbAro4sBLnBZ+WXGxTYH7sx0GQXSLCOfhwnBdtNF04nn6XLM3lOcEtPozBA2j89fZnALRwjE06IvHIZ6yQKC/um5TfW6wZ+/UKUZ6WGkLUgbWp3R6CsxNt8bjBCt2TolyynC7p4PnNdW1I2yYQ8v8rZBChizKmLHyKnheLg65rG/WMp3H+3z+EZfz4wHZO7wz9tDr47iP8fLvtBMdn39VnB+FFjwX+ugB9I+Pj/accDz9Kuze8LPgHUB/QwlZ4N0N2t4VmM8I2Aq3Vwrs1S7qMa1dbZb+GlN5tjJw1m/rNlzj/mj/mgPvAr/9gilb4O1Rckq/GoaJ3sIPtEerKrN5WygsCtjkGZuStZmql/c0z028VzJPsYY0wciEHHxN+CC3pRu/l018LU/c5uMUJFkiPNBjf4LN0N25mDBREiIN4pblDBGLMcUSj3Q/HDFKFz3C4efeQgl0YqPjhup+y6eEuF/Ljw0MiMwCZHBTigBR2sMfke3yQmeOZSDvt8HJly9HtqGwAjz5Kby8tYxgrq9D5UkkiMDRvzqh7+1Ums4XUc2dOubHwx1XgMYqTwUoaauTCWIj9yHbBUPfcry8U9uwwESIeLojhzs/IpXwSMqVDbHgCaUbjyn9es85BxX7mLXAISWmq+Q/1ldjWw7wMvkdPZH4BXCd2WZI2UY/jrs8exEDFk+qr1p8T/omRHghqQph9uM3QzFDN9V8VOpOo+Oi79HpanalylFJNPJ8Q3VV/ZJvMs4peW/7/iEAKoc5tAPLixikT1jA37AAzHLEsjB4noOiQ3a9hwC7Ni1YoxaAcB12avBc5Xpol4yNixWWuIT3Mp5qou/GrlzwWg7QWw7uqMOiwrT4QMTpac/NTq+Yg8NlTtXqicwT5SaVd/GN0k4/ZaV3fmWpdu3VyfyKcj8+I48KGypjNy++6y9GGuaCavkyL40qIRHYLWJWyPZwg6cjxNMzLnJCLTMKyOQXb6GvqrG3GjNBf+W2TmiS5jYqGyNaqlMeZJzML3bbx9llNo48HXCubYqVNeELBsqs9RzP9KfKkl4LCu7BJpyN2/j8NllnekvGIdXSR3rNd7cOxTmmq6Ax2MZB3nW9suVny/YH8CFm1zmJ7XZPY4Xz2BkahYZPHCOzzwnOdC7ydS0fCj1d8BYumsNKnaKwEUI0HSzsutIPNxisTukMNy1pMnYe8hkOqkrC8+UBBrkARG76Pr8LhsqkvB2a3mu7mmGYrRqrO8Hze/Umy6TrD7N/nih+JyB7h0c+J9A500+vw+ErBaZfsSHxM2H01z9Pt6azT/o4PYBO9Jwp/IbfC94B9Df81vAqwT0LQN8JnkOql+B0Fy6P19ks41Wwo+Dv4ZycBPgNztK58TpAPFeLEnYU9S0S79rVFT5Uh35i4e23cgP5PD46y8odDmapPzJzh7sieH7xIMHPGnu14+wWuNdvnWZ1X2fqs2/2orngRXMYaB/Ds18AFauDiyW90EAT5AoFTPpHfIfncCRZzoIOB/Guas4Wnd07onrqgwfQEm8T7A5Sh2QfO7qDzyaZ7gJJbYrtGE7bQJzsHtqn5VX+0HSbj5fEQOqSDTEgiUGGflTi2b+d6/EuR4hXZffZtwd/YtM58ALuJIrk8GvcG8Xg0OvX1qex/Supai0BR8Geemu6jPcjcJrrQQCPop6egM7lVUWToTUfv6sUNVgVEOTCe1sYVDgPQz2ShoUGMIojbn0xi2KADVV5QTS0AR3ByC/6pAyeO1LoWhPjTKyloFlJyivaPsAtIeCYHI0mw5IszPiEPvJEnMqOFRH0L7X+QaEFzmxROXOe5gxvted+qsyJ11iNzhuudk2OhOYBrYRIg+iqU9oJHr1pk7pMpli6JA/BrDBKmI4fT2CwhRwW6OOwuAODGxartwUNvUU6dvrx7XiyjSFNoy0JVcC4m/ETEEVpZ9/oVTyAdZSN0kKDsOtRZTxlflHldJLI2Y5W1h33+tefn3JCZ/XdVWB9O4spDXD4wm5XtalhYcNcf/lYEGu8tsV3B+PpQyhDr6Agr+NSBgoZGsZEtD/72IcgfGjQX/GfcfwEYvogwvMA1K5c1WyF2bEldfpC6o9NmqVjgjFT5wlmYZeBOPDD16zUXsbAJ1EKjiZtPcx3E6YwdiKgDtu3ZXL+T4c8/0o25ZCc0muQm+0n7rWPy+MAgnw/uw1MwUYOZv9PAOUF4xmQGUF3w33l30FZcYk/Gsc2n4HXQ/LG6KUNpvUHWdf/M6XlBZtcVBVt46YvLjP5m4L1YdABGkFgAm4B1w2JV/iQBj28Ow+zInHhcpyPnXBvPEDXR3XP5dt275PpLkI5hDyQ+Y+WOP3+8Pltq3acE9VjGdMtT+XUdBf1xlMq9nh3WueDweM8H/8i8efbgO1/ZEy8Ovh+ySM/ub6fA82XpfOB35SV3vAEvAPob/ht4dUCdCWU94X/zxGjs+N1nlEsefVhnkA/ogARp1MdnMlwexzUTdUnnHzlsvl8WNMoHqV0Sc4wD5m1bGL00jD3CMUu86xqMb8Vk9gHz/vEtsJp8NJkJxj+jA6a1YMK192p22tgRbEME0dTps+quHKszGhWO238to+Z4Niu0/5MsP6bjmV1lkJARRldiMh4kmjaP6uoZvB9gCNL6dT/0W8mt+9hqifGUcw73Yh6HuYUJO3fQtfgBtSFjsj2ODmrspM9z2SNLtmhozQIpRVXoANiU9xRlQH8SnmH3inSdcBJ5xmdw02Gq/NJ9U5dPBPoqOEd0HYyactOUEJSWF+6bApB9I3xji6kuDSpGliOL8dbr2nif3te12mjAMdZvwLYiQGVg2sUNKnKLJc2hA30iVeHAb6iXHt7ApOBQ5WZRJhIesDvRB0moRSBqxZ/QN4Y27XiFw7piqZS7O5lAMISz/hqB6KMbKRd5B28T9z/L2RM1SeZvxhoNJFHQ33kchKDwr4TOsnKUDzvkybDVT5W2UQQuMSM3n6X6URkVmxYDlbaMuPCnC5lTJ6zZUL9JahfrCycK2C4JwfQ2z9C1L5Df1J/3xeLmf7SsQRjjhRHSvoNAqy5obaC4ILgsIC2/WqZ+hd/lLcxqIzsyBK/3xuDDS1grkF0Oc8e7DrjfIaSHhrGgDgb+w823vNJPfrROvBrlJE6JmG8we8W+xemkxBdHmvMQIHcKr/ZwWDHCC30F5Q/LkQZdVO1hkcGGTejWV8MqW+DLObO4Zza23HrOkj/MKBXV+YvmTkEwu0cHyEfizAvQ4FhQXQoNQy9JJ9XC5pXwfPH4dn8M5jgykTj/GuOwzhHzXyeBzZrTeQXyJHiz06xLpv7ER5VXtegpFjX0NuDSgh/aeSpAcAeIwJpkXhTX6JNpvoykydPt3I/6AIzMQQd13yiitkVaAdiv8XOBFzjArii4cWzWk5WfaD6qzdokxNcDuTgueoum39y14Fmx1QbQhyFQkVM21VZNdoDuIi5vUU9hQz5AO+vkCz76ZJ7PwVqlVidXzDqsF2yPLK7HPOUC4HT9ark6FfW3eiPy7Nnguh/FXgmkP4Oou9DZQfpHOE8T/o4z45UH5L8HG+/4feAdwD9Db8l/Azh9KrjbH4WqEJ5RLHstPVRBVjlu4+jpF8ryAPnq8DYL4dngudPJiyc9uguRRtcr9XRmUtW/0pzpvncXye2JS4BxeRgs5+5o6Z6MPby6MT8+gAOwKuJ0FbwfM375Wka4KxxZ86vBZ8v5/YU0zVzgF0jnkm8kpdl8DwFoitnU3BAZucaswXRJQRYotPGjhKkgpcBBxurWhT6KIicLujx2IRAaXXy9jfT4DlWIO60aat0wWFz9l17hiNWCjuMi9IZ5T0VfWolXLoeokhKDurecHhfyKgFqHxsEy0Z24PIsO568/6KTjgtCHF5JfSeze3W2ifKqhZZifZ4W4ow3vJoQJwP+CP1yDCGq4KcnzWN9OCf70CPctBRVDoJ8Jm3a9g5tLhXlvMnj+qvVwhsaM2SsSb6RhInDGX096mC8ejxJFCxfNZvsPo4USdwCKBLza+M5T0CG1kbVn0Hsi76SC5xDKgFu0vkeigkMtvyKdVfaoMxB/0VguemZ0b+1ECex5edJ0LVBxGfns74VbQ/cgDdGhkDRjSeJBKZH/mGUqL+HoPo8LZLcrLFABCorI+8z3Uryk1XiQbPBb79fqouEyWL9f+AcWBlPWUm8wG2RQZ8EDW0DmwPOwO54k3d3guwkaYmBJqpYYEK8qCsZfqnzM9q/WVqR2bWFM52kmzWFBeDUhe+ePGF/pvhW5SFUOIMrEFkZtY4/5qoYAui0/j+Sn9V88gII4cWLVjAz558KL/keU9u3cSAWSwumDwIZeqCB5TLM/11Xd5rwPsq62uQw10vCC7ImIz7oe+Tj0Zt+qzr9TJm9TlFjXndHyjvVZ4FXWDPu57sC8B0OLt+s3/K2lVA7i5CAAoMdMmp8oLsPU5ouCpPxcXMZ7j3RQ3U5y3zGtZB9J3RHs5XiyVg2wIOT/B+NVFZorgvsV4LYxtHTCojpcwak2z6sp/Zib4LaH9+aZftF4LqtIDKd/V3C9r+up3oTYZpAL1tDIkpjuPv1Rd/R3gH0N+wBTuKd3X/bH2PBoR3d5TjLmvM82jw/LZgt3nvXn13g9k7R4u/Ala71Wc0vmMAzI4NuwNV3z9Kn0fpeNV/l3Px5YS/eKRBg2KemWGY8MIbqRORedfqUpbI4Y69OsUKJvXkYPFlMc/Jmwxb+d2rVXnTVoWnpBXx0rPKGSFJ3sx8nkWdV3CVOhc3HdGszsbKuahpP0GWaZEXE088qtWTq1OEghNHRIzXA9bmwNAx5I5Q8Gtsg2+KAufMAw6IwX0RfWgBJvESpwc4B9VR2FNZTVMMrxaGEBN+87v0cw1sXstMhmv8vaTekLF6eYNPb3fXvTEwlU/FcwuMYDXL7LxOGz2SRFwcjW76qv9R382HCuyGiA0nbOAb/Ak4YOIsY+Lu3Ky/Knm5dnle9901BwH/C+Swn32XLtGV/ko2XsUzAac8mBJu2VEaiit0o0T3q0vLCbYlflmf/P/svema5DqqNgrOWt3fuf/r7eD8kICXQbIdGTms2kE9WeFBA0IIEEjypoTssG5Ik49CtmGA9hZXPhF4JR1/YgXGBELm3V/g46oEKCUnswsdI51sBgYUewB2u77DRSiplBg8x7ZAA4pDtdNdHjSuea7Z1DEg0et301PiRyvbZ0hSQMLHfMT3THPZgouduEntyqK4tPJTwfNFwqQ/O5Ee7m/qrzon26XeHP8a5pJq+vTHsi+KBqR6ZHwoqCWR9VdDc5x73aGNdbaEoSPwysab4Iu9PCuPyuvU5tMO/aQNnuTFhQzpLtqQ5/ji/HvFTzsDBm/zfa0LSyNKY7jYw33+s0c3XheI61jZOHv8JP39KljZD4LyPc6D9sM460xyWYrtS/J2qNK67FaIYG37Df5uBGTm1ipoLtA2BdFPcSCKckkXCOjcX8j0lxV7EZVcFdrDRLztqEuUPPMDnhX6YlatxZ214lz+XH2ttlV8kuYpZ6f17KpKAVl91qW7W+Y59Az3Wf/0q/3bn49n3E1/PUNckCAt7X97YP2svbv27GINV8vfQU87laF+siK8mTbh76b5Gz4P7wD6G34dfKXyXAW28flngub59xnFdfVIlqwo85Hrd+vDMp8tawVYzsfHR3iOAexVfVeOqrmC61fw1rPGymUjs3WoXalg/coDf+sZk/tnIOilky51hmb87+DJVIIPO4xfPiuyop8g7ivQeaZfLwXPm3umcEQpkx4359+zf8XilM9DdtpQaXOEiwScjoTpT51++9EBT8u4yQN5db85JZh8Nb8QmVN71h2ODpxwBxP1VXB+9lRb0oT8vOb4xHwm+VMOAvKiC+CcORL2u4yvwH2ZLxSPB0Yn2kXZDv85yosBf2nMvUrgvAjMu2hMvqkuOkPtUTk5It5bvIEpxoSg+swf8c4nueOyGaemx3ZNXbxkCJTmJjellK1JSDZ1dMqmvlJktDe9nFx4i01ERa4OLU90br9gf2rb2V/h2MhB9FAVQ2kC1xyS4Ri1dJ+1X9vg/qpM9ndp8UcXhLgslUDPjB1/NHUI1pvw7Ra9LCrVcaA70x7ymDvM2QcglO9jMtruAtcI823pP+MBaELJvew/5eCOzwX+OlzqA5/3ZHE8F36lX62lllz7Ii4QTnkw24IhpOk/sf+QBvPaSAOy+Qn1YWfOKNKSaS72/FPa6ZZ+frKW2rGjaisxt4CLbVX1NFOVRwLZR59wM/Zp8aRdKGrBcx+nMBnLqRuQzV2qfzncLiuIiNOushQVjXYj0baviwLD+zM8na+v669F2Wkhzq7+pA1hmE5OkpzqJyDxalrs9hkT0vxK2t/ZtjcUpmfiBhlsDYn4fGwsnKH5ua1Y0xyZrsMonwp2vcmftDBiI3xy+mmL3+ZjShMKZuaExG9BBCYeeB4T+J+a8d5lyfLmE9Q4zfZJ/fUr4FoLdj5jHZ8rXyumvWJXP3ti6d2NYXeDr5j3N8KdzVtlAcwPt2kX87jLC1dPTfhKWNKz8Sdk5fGTeL/he+AdQH/Dr4LvWHm2Ujh5Jddn6l8dsXIH3yuB9B2uzwaUn63vShmrkwpWu9C7vrq6wCBDVsjPGhu5/d0CBLzfwZqe0yHGTP3q0n0fqDuN1eFJ6wl8C62TMAbSF4nWCJVH2UN1BieThE8a67e54RWzrjv+ki54zlrIomy80IC5Of30u6tsBl+YPN1oxmsAJ+zXeYODwzzKCE+E75SUL+hAKCI7cUa9XE/oZyrOGmgMkVzEKvvyzhKsAB0340Hzd4dOUoOAgiKjkz4gpcBxE/05N+X9rdSYi5tfvTpxqMIT/EzGEptbC1aELpwPeamkV0GmTq47S6zQWjyuOK7DiOwAACAASURBVOWwo67Zd56Hsq44zCfPeeBL/x4xeL5tn47j2A77nwtmjl8Grv0naaxnfRsSdlX00TxIsbE9KYjFC6OcC7Kn9mAbGGf4YSRk5RzQb3qCB8oWhvfaBqKh5z6vm08FbHk51ko575o8K3hm+bqALEZFv7HKVRQ8ubiI5wIvHR+Px2PYjcdBTESHyWxtqf4jd7hyXAwhhN+C7W0sBpTjRznutyfQcy40KOVlJC6rRw2eQ3FRkJXLKgGbXa7dPQ75gkf/IsgfFKms4wBkxFWapn4Z7Is2QsXFduLvIAdGlrLjNforkLRTwyL23eXTkFWmXZJHTARHvnPIYmtRmhpauybzgekrDYhRWPhy1dgpyVZBzDaznPMP9Gc83Wpt/8jins+2w+bXl8zUZJHcCqJnfZAH++Le8JNSWt35PNM8Z7x+EpJgPA2gRrl+B+VlV6XFRnfpEAIaOra3ImbamKiv6XpbXiOlHILf8HWl+g/osaqVwV55TY1UKJnHe5eRPe2ng+jnCukzpf8yuNaCK77ZZzcp3fV/ZnjG7/7Z00N/OuiM8Nm4g8JPtukzMZydb/274ZSGya+AvoB/vyx5wxV4B9Df8NfAs6vdXnncB+Y/C6KfKQsMGJ8FtfP1KxTold3gd+A4jst17Or6zK7+VyrkLiCf++qs7zDfl8F2Asy0VPfmj/TAuRDZ5DT4fm+ifz94nnHOj58b+xdK/nq44n34bPAcKgpOv7TaOO8S+HYIwfNzHrnsuAmdu3CIPQn9DvSEJN5MQxv/IXp8oVHZd1dbcrFtlx3aF8sE3C2kkYKVo4oTvl0stLoK6nS266aKVEHMrF5MHQuqi0v++MTRz3oY5exnxtaMkPyG2dkM0oisvvvbc6XL3Q1NGIIN5tvc2EANQQIPTJVFycEalVhFo6vJ/r8TfNCyuyA6EfkOtGsKNbetYngPJXdargpoeG5229J+aeSe0Q/luwWwUgXJga+8Ey2WFEhWGcOfGWNUeS2M42UmIvKAsjHuK5xZsNJiiKMpT4Pzf4WTtOyE8xMMnj8eD+KDR+CcDyr795gscD66T3ckDTysb1SGeo1eROCFZKNcCdRZecl+nWNo8LUYBYo51MormrJMrHpbn6Kyg9z0HWRF2QX8qrJh/rdkJ+qHHIqCcL0a66U9Q84Ip8UkF2mL9nld3NDI6zv2IurVb4CI7QJ3TjZY/C8ln/lnG/Kinmyc+dhoyuvm66gClOHmvQXO1cYUyBT0R75u4K7+ItrzD6rRK32bgmnVH3KBVcPgeU7OXguil0zpFZ/jYfxSR1LYmX0d9RdCEoxd8DywaB1RlyzbGdTmyzLea4yI1Jp8YcnknTlO9r4zl3VWIpOtOXqB5r4IzsivnIO7/mps3C3LN/3/WVyucnawRzOfLA3Ul8DXlv674aqPuYPdJqKr8Gof6Fl5V/3rvxW6Hej/Zvg3Bc9F/4E9xkRzr1v9HMgb/k54B9Df8K+ErxKun9nN/VWw2rV9hwZnabMR8er2fiawf2Xxwer9s+24ajAiHqsFE8+cQpBXIBcH27ewYw4uSJjkb1HYTQC7YLCVehWvewQoBs0L5cdLumLHb9zUsXHIdvmJ5qRGnTjTYUjAm2EHeumjCNJchZTcPGvz95B7+H5vNQQZXvX+HbZI4pNctyD9SnhBJzXZaT68Mkw0Bi+zrRWwP8GvD3LrcEAfrLm8FoHK2LqunzDwUMf5cEKVopc1LFMyu0Pegi0xywgCLcZSaZ8m9ACJbrsrfdUUVwNCIKvt/8T/kjkekb2z41XM183pcQttsVIVQOI1SS/36mw/Hs6g27m3FWdTBkl+VnCa4+QZCQt6KgQIcwC9DAvVW+spMAb/9AFbbYgDXoBtVe4XlYANIBkfc4y2KMailpVAXQVSn57sBlzaN0vdxQGxYuPOvkf8sFfUAS/6Wpjo8aDhCJ/jMdTXNA9Ge0ZwJR8se7tipKknYP46p4pkvW04xLGvjp6Rbj6Z6EQN4IucNDAX5L/qp5lJZl3K+6rLxLqN3fmNC2ZAoYzsoBswMJnbe40okFKD6Oe5XdduxrylhGPrD6bjIfQw1eaLCrQd8RSSZfMW9boNsFfDsUC133jqCYHFFjNBLebGPEmau5U1sB4S90bCuUPz7MFNONFf9YSjVKfJuJ6Xr1Hb+blfpKl2Wq5Y6nWyD/CR07bqlxbjND9ochf7tdDsprN8H098wj4o5e9toGxPrVHo9RmRj8sw/yLopUDTxbzK8EmTlCU+mmxnL96Dy4HQTQmmH4i8c+/IoDz8WMfKHBtkZ6ttYCit0Re+EE3mqxhEr/OxOn52CJ+8Z0y0Zfb7UGilOkzv42+P395eDZ9m0YvAorv2NCWiyEGDJdS2LuMWeycboZPP+9G4LNRT3hx+Xx07vLKp55Xlv9pf/4rysw19Nc8Oj6tl/ZaA/TOxhA6+YmNavr9lo15cPPEMxBN/ziTRG/5meAfQ3/Cr4Mt34zb1vQK6FXhnQeOsvNpAyCJ4jvWs0l7FOe+Yv5rv3wTYJ1f65m55Ga4E0XPwPb0cE+2W1hfov2vXqXdrJBJDQyelfk2iU1SoLztMO68Hx0ltvnva87X3sLSlf6I2K2HrIHyFbPlMEVY/8rr3GhZt7mMpoZpPwv0GBBe4BkK4L+kqnhasLo5BbXsOPBBZkA+DfWEBSTfVnk7TEB3Xquf/9gq/IcvTCUQWq7LjV8tcfE+TazBpa44blWOgTzrqbp0snp3zHzMdfIzuPIge8kh9wTGgolU1gVUO11Chnl1rjhvld0Q9ezIWDUJZxl1PI/3w3mkZdQ16k0Dfem4j3yddF/WeF/dPD3KnaKFJaMWqNe5sKye4O5aOKlPSpRccUJowBBzG0e2Px/jlye+lLNZvkvJkAWivImQ4Rn4MjQm34mlbZ+QY/4IEAZ02LnOory6zCdr0xDMa7BGgtaJbz3e/yJ2FRmdp8yPgUVYHd+IojuW76h/f7+6drKleVzQRl0jEPbIN2BBn2CW674o1mpbeP8VjmEjS19kGg7/h8xFHTsh2AgoG3aESVWOmOqED1AHPzMQHD5qrYst4hABdHjtsvGeLEroAL9G+P0Gm0kOIWIiPqM9AbcIjtl+1jMw+svYPHjwOpuPjoI/HONr+8ZCxw3vq6ONwfW67jimOs/P+dyJr4Fu611CYyqTwSQrRo8ldT3EJRAD1gp7SI/iHPkPbUMumXFfA/MXQ2AA97DgkD/Yz2LVIqpqbaPljtrGjQ6IrfVe/cm+ee+kisOV8B8cRx2T1tKMs36Rc7jDOojKulYHFG7OufNrVDroAX1wrwG36Cijg73BoJ3UWeQNR+2KW868sJ9Xm3JDnXB5ewHkBYv/zHNtMmc+XOTcsZGMhFyCwK53I6ND5p/A3FXEbXG/6ONCxq23BBcRlXyGXlnwepn62T0GAfrd54Y3iVG+rvj5YP7fCdBxjzeFxOPuprhvNQ/3i5V2rFyzVbedsStTs84bBF7BMrHeqzxbiG69L8P8vg25DxA5+Krj7at//lfLu+rx3fv78/quhiw38lsD8s7Dzif+GkwJq//opXFN6tvbeG/5OeAfQ3/Dr4JVCcid0P70KaQOrAG2nbLvA6tXd4J+l1V2F/4qVaq9WglcXEXQGz1fC54Lo7vxLOa4j0LXzov9A4L+w64HctVO+7bzCASbG0V3T5bznGljWtUqSSr/kFygleHVbeDaI/kr2ZHcR64S2m09mf2C/cON25bdzBOcNPBkTXb7kQFCnSMaijiO2YJzAVrvgau2C6ETujA44eyUc/sBhxvGbmQzPR7mAxfR+1G/dEpYYWex2v006qFtPphyS3g+4Bg5X6qSxv4PpEB4BQmFiOQxV7QMLTqqTrVRYl9sUPtm2dLGzNAVuBAZCjn3H4SxEaadrHPI4ooh00ZHKVRxzTeonRk/TY4FgaSSUCuQCGVHXRunfja+qIWIFk8UrGKpMFdH1/iJ8jrrK9NdjBCDo8UAVC/2M/SnwTKoot4A49KGktkKH9nKoFFmDBMYQym/SZliV3/I8vOQVP5jXVu+ZtkF0Jn93QU73RbCVozvCOke1j8UpL0ToQVO2QMB9Jw+lXGXaJPlwAYIFB85ZK7773EFrt3BJkiWejteVj1gUhynTfdfiEFIaPOc07l0fzT/tA+WHyYYWJOTYV0TkAQDTa9EW0jqq7hOXB4kkXB+RtX62kU1/+THXqwU3rf1pfTHajgsFjuOgj0NIPj5m24UeD5nac8idQ/WdNzIUTQT9v+RNdjpbK6OeCeVbeSnoPtvB9kzLzTgpOhBEt+B5XqQTrwGlq1OLe5ADvLsKVoxzcT7hWmNbyeI687bf+NIXXZhQrVxNm20AtTt17lVPUHHjpGjiWJA9d9Wa5Um60wVA0N7TPb0paLHdid7orlRaaVMrirfyOfdXL0XWOi09v2NeWzfw7FshyhTE8jWiaX6KWeWizlVLSqobg1KAT8KyGFORd0Z4tH+yPPRkczyo3ARdcRZEj/LLrxn/VC2hKYPNmRMsnbOI6mkislPDoOQ8bl8RQBP9b8rqcOKVTJnBREQHXe1Qa5ooHXwhGNFBj4fQcTz04B6XVSazIn1PRn6qWIyPrX0ldeLNhnRITuEpf5bDN/ZMO0dI4kDgWcj9ckW2glzRc/wT82eiXm/Md/hGzzaM/UQQfYUPvje925SP9Ty7qe2Zdndxgp8OMj8LqwVSZz77Z08BuILLGQy5CbISZOcb/n54B9Df8NdDJ4C/Q8mc1bk6PuU7FGEXuD0LML/KsHllEPsZZfvMkTC7snZG2iqIvgqcG26EDhJ3o70cNva1kBTjUZ2SCjYnFnKHSHYId4by1si45hp4FnLpN6YXfnU1090g+quGPDrH7JrNN1qqTE69z1P/fkMCBlJx0IDdDrd+og4OAU0lDCyrbuL5Lk382x0PoQ7dOQp17WSQOilS4MG+2ZqcThZUL/qjKzyNvS0orWebZ9glus/EnFBXQJ02BDiP3edMxAfJMWt+6O7MtEM8BB9yyas7q9l+wa9MIQhpyTn+zjLC0Zj2fW9wKpbhDAIUnEZDxg+exZ3D6LHBsca1tJuQc+VB7iOhOoUTsy3ZBx0Dq9q61uylyupNdPBzqGUMYbGxFF6pzpwLQfR+7N57mB5jIjqw5jTw/ORjbFOyzZIPcBULZXi/hlF/sScmWr5LFnfLTlxyICIFJ7vKsQ1LCAwptAyiJyL0Y7grMwEOS3VIzMIyN6nsNBkuRHToTiXrPAo7c69CKx926aGKyZvSVZsJM+X+SjxhRmbX4QgC/6Me0QU7FjwXlepkskp1F4TX3V5Q1YRo63e17b3Ld5mJyzdurS5K4yWe6KCL2Hjic90QAfkc7GZ9p3rN+7SzP21csdPadp/P9slx0MeHzOcPYhZ6oFykLLeQpGnxxFZXe+PbFMoLQTmrXYM5wDaZwfOdPsMgukka0b2XytBA3yYY/LwO2wEyzqL0tODJsaHmupSe0mW9lZlR+iRankXtYACx5SRSG8HSViw1aK787IvAHvTQoJr+qr3Gjky0W3vZf9ZPUSNeA9NfqreSPgtzcFr0ypkOmWn20JV8gzu7ZFdlkqlWjtdThRKh/p1yYAbPtV0yx9otk/5KGxYgcCWwGEW8AQOf7nNFgS6CN9EEsWeuG8Luc83Q+ES6AEuUXw2ROF3nITHza/B+cIcnLLvOuzbgu40v6BzUvlJ7Rp7u+Cq1pi47mJgOOuhBRESPx0HH8bBqwpKVpt8uVayZF8FzS7jloSbftF/2fjsY30Km8zrx/ZRd+FL4jIDZAcj/b/Bz34ErY+MnguhEaPvEZ/rbBdBz+c/umn42eH5ns91vhl62x+vf1N46X3N7irlP84a/D94B9Df89fAKIXt5RdLCqH41fHWbvvoomrvl313J99ld+6tFDc+U2QXRcx3V8IKyCRyfawzCT4vH7vWnJn1QwdWiuLtJs1t0uoTkcVbsc3FZpEl4aoELPEtfqrNyB7n/olfyhH+w75odaid5lrh1BeG8VTyNO8lm8PGKc2rj+z1lgR29qOP35hjt0odxvwvO5cM9xb7x4LE7dcbPvhUWYOCxOw13W+suNHWOBkeMENmxiIwOVN+BMYJiqSFWb9c3awfUGaifQf1e6Nx8FrTtGoAYdCE66Bh1HLo7UNJ3ahfcnB6eukEnDYwjjO/PxjGUL/gIdwSdj1ELPwgRMzjCldM23YOOL5gqdmjOVz0y+NScaK3PZtYmM1c4uts8a4BVpX9kVXfAerAmea8KHoXJPTXIrFrvYlfckr6VjhZ3mRFP28Waiur8fXYFTQw07qLp1I9hMe96Gv/6LhcjUC07FVo8G53WJg61qTwi6P+2OfN6LggaQm3NsVkwa12cE8AVkDgEQk2+EvHBMDbhpI/G4W/Oxdw/oA9XQ1zgf79qBBReCiz2wLps0RSHvyCDzTnjuiQHDYQ8CCHQBnMUU89DvivtGDps/g59pn9s/CisARQ2+jP7sbCEf1IHhLJRJ4sn5xNpHYXGnVxMQz2Irs/MYZSpZjsPJpaDDlEx/iCa2oXpEcVkLekUYpCKZiWQUxcXhGdd6Wi7gNRkNrGuOsmldaKn2R9Tugb9VenK+G7eY8zivP3N+FymrHrCcdNKxY6vVz5SfpNW8cbvUUNzBi8GvbeaNCwRPgfEvSsfgqp67ycgBcuV9PQgWzx2ofoyPgNaArZKn0750M04X0C4X5BHwCSLssnlnhV/ClDnFfqvxlR+rFfwXIPcOMmoYzRWFWSfyvbZxwKycyFCZ729fGzrbGBhltR09r93gC1cxHzTdrQlfjzlCNWuyPOxsoqnQXIVoLKykv7s/nBRh+dnx1PTWcGO+SU2SmWGZ7lpuwJsTnqRfc8xGjKcmVjtIx6/49CDg2hlR1PfNRcHYsBBf87ahLrG7sGetH6EcmOZzSwhTT/OoDMdljZHReAC7DK4Hit4hfw7Httzzx3/5mfsqK/yI3+1f/pu3Xc2Ua3KeAZW/Xbmr/5J+n2m/p8ImPe4xpGIFwut/Ia/EN4B9Df81fDTK7I+o8heuVO7gys7qF8FX9mWuzvKrx7Zk599Fy/phM4CLiJP2edzTmv3OGEdG8mYdkeyDl8CTPAdQ7cN9FLizcIvbSV7rRyep9ktFp4aQT6pumqc5jlHnYPUPv7yLkfXzGzfol23wX1sfTua9m+ft+mSi+RTKEeuWDpRp3PDd0Zh/sIiZA4QdG7BuPCqs9N6jQQGzo/joI+P+XccdLDuuM6uFy+Q7Q+CToEG1dnjbf8ktMG7SBKXPz4E85HdtYRQyfgzB9ZBY8ce0XEctoNKZOoePH71oiqqbpJYe+eEKtgLXkYnHX5DVp2ZlXSJX7RGGeWVGJ1E3ONv5OSzYXgmI0x0KjvpN7abLO6kjs7SSOCIVdBKC1kzfF2No+cCG6v+YprHas4adUc5w24dIh8bQyxl3hM6jmPy2jwJ4aEO3gdpwIEEjsd1LCI5NEDJSDd/ziWnZuaQLv+OXbt6MgNRWMFhDEiOm4kyrRfSz3KXPKLly+I9AnbYovN8N/hhdK9ldDdLKe9oRiPDUTEREwNgqpJWTnPLnAd06o+lfIHKwrMlGefLUFV03K8dMnHntuqKaI65vOrEk+7otqDWvD74oOPjoONg+vPxh/78+aA/fz7o42P84sIwbEr4BAkGKJpAH+J3vutV5W26D0nAkU71teG1rWcFWU7BPz7o4MFb8wRcGpQYPCSPJC9Q6CNzntYaG9Iti8nFaJ+a2Aqyy/sATwZwWdajZUNDJPG91OtFo7qNf6l5awRyFXNRhdK7FuaKNn/7PWDRDOIgO5pBH44gJ3i/b/4ymT8X+4zCbGKRETZ25v3Bx1gEwNA2xFH7f/7hqQG449nUdSszRr0eBF+3MwSOJ8mV3n4yk6Qu8DZpsDVQCjqkLDoKcIacIXn+LgyGJF/jTWgLJ/7I1a1iwwR83O7I14vVAFJFlxcoXCBHy7ZrRCGXjtgunTMATxsGdRwRyv/apwvzMcrRXCNDMPjQuRhPnYaLwNwesQUPhLTmcD/sCfjm9tYKr3Bpl+2uVA4/Xi6ptDrvZOch7Y85h2FdSHUQHzJs4MM/K1GN1nvg6xJBZrJ+Ku2kPBNVgo+s4CCrkAwbcgS2zrK/0WE76u4pv36j1dyeuucM7aqXhlb6zmxFLmWtdkqvNvt8J7y6zq8OVv90MPpvhaAXgfZ3fWCfOXF22bfBzvZncrZg8A1/FbwD6G/4a+EZgflMMHllcFwNnu/y3CnvM3CnDc8aEl8dhF6t9Fu17e7KwO8wLo0nyL9JbM87Z8eqHDqZCFyZh7VGy5gkK5b2o462JvAwS5hP0QHauAeDs1YdL3lGGSfiwRl90iRNVAKpq7SOzJVENyF4y6wt1Ex4PDU+l2YO2E0IRT0DsdrstXiGndv+WcOdKgJK1cvnb7lB3yas7L5G5Rfo+8jHfHFgaLlswfPj+DCnjTpyIuLiDgJsQ+hv6AhJ2WnluLoGgxRJ1u0yFNmW9/o2uZtdF6M1Gjw/6GChx/Gg4zGPApYp2/Q3lb3E0URPkwLlFhHR1hEWx1AoT73HwSGIxWc+isixFkHcOI8qLpnzVE63n1ygxCIQ9OsLngWdDlVuL4MjfdUpQY6gngXRw0RygY9dXHEQL64XBXbDNhWR08WD6ETHMXjt8SAifhjPWuBJZAbDEpYqY0DWFO2FsoUiWuYzRkLkADfjEJqZrO8IaFv1pf2fmai1t1DeEcVxmxiE8VltG7bHT984ar1KGyzPZKJEnkF0LIA3Kc6hwBKv9UUNccxeFp2pwMLqKMNDuRLufcTXwYKk9W+Qp93cBaW4m07rdJEpmLhWaCcbTLtLdddx0McMnP/582f+jSB6rs+DxLNVqe/VYUuzDUTUfPuc+76QzpYx5OvY0Tyo+KVpfghkY4Je/uaqR7PGApxBs3HKwUFj156wED1k8puOWQw6S5HfWOFOB+vCoZo9jxP/HIo9zvqMGb553zW0EgDUHwVeA/22aNZ4D7prKYUaXYoJPDA8EQzyLjej2Y2eK2R/v9TImRFVBhc6XdRj5ZnYmJ8GEIjuLDdne3l+RuBgOuQgYSLhB4WdyKLHzD7GIwteogStZbf3rOOOCzlKehv3rjOLBWdDIyqwiAHsWldanJK4s7wsd6khNSAiwUR+goo+c/rjvSlrJY6OkQY/Gzeg+1Lx40EruvMnGRL6RUBA2kYX7OTNeRC9Q1HbEz4q47Yac5DBzNgvUvlkXuYTyaAAx5PH/ViwPIPnU6cdHyN4fhyNztT6JdEK9a/RNQvpvdTbLt5vHkl+0o6LaFv0UmVRaTjCfAZJsY6D6HhMeofFhlNGLgd/BujJQi89vSvyfky3PCcHkkjgiz0FVvj4q1VAv7GG23cdQDNrfK3ptiu96Im7ghvF/WQF37WZ6gyH31jeii6r8r96s9VPbwz8LtgFzq/Q4Mzff5Zn9U7wjxe24/+RPvq/DO8A+hv+SviMgrljRHRC/YqgfuabKV8RgD5r651vjlyh2yvbcLWPXmkYfpuRifM2waDBjTCa2ttp4uX5Z1BsMXFunS0pYAEuO78PE+aKVusoKhXOzOBQwQQ8J9C2840ivbZwMudocVnC1cnsvgKbWgZntL7Mk8bpfBB00ydHI6DnXZZwZXiEv59ryhKuF93TtMhaUh+krsuX+JLcz0KkwZfscOrqTZgmJ5CVOx3qx/Exd6B/zGD6QXyoVe28i0c0I5qsBWanTmjrJ2Xmgp+u+UZAPizYPfiiJo19FzCRHa18EPHjsG8VaxBUj3LXcsqOnB6xLdo+pnIud+piFxVdbIlQ7sTSd93ivuLoFMqkRJJm8kp6iPSwwFaWfwH/WnDY9YZpVno5DAux8dBSPzeGxNKycjvLOT/r8EntnpJvlKZB9JVbF4MPxzH5+Bi7RycNhGmcxmzBB2VC/aaslseEh/mW3Xyql1V+A3040wUBdvgO/nsAqdWhOWgWC1SsABcTL7sJvMRryekyotpnTVFJL1nAdQbRsx/VHdmKb6Y3Q5tRh4lXgk5mCNgOmo3dwhhrE/ht8V8FDa4GHzbqP457sHqAd2yXJov68IHHUrPhj8C5jYsr0b52mRClDE/i8MF0fOiO87kD/eODPj7+0MeH8yXu5BfgGexzUsc8IMmJ+K6/g4BoaJulGfCfBjksowfekV7hT3lsM+9YaV2tTxfgMM9jb0no4LHYZjRxBi4fLjfE5F7Df7KqE2kQ5VjOoX2hwfPx4wVH+S+gJ9LnBPDXCdvgeYp0wo98HG7b2OtSzSOpg1F/YTarYze/nB3SfaJj1QD7zAzK3a1Qp0hvnatAuYMddWcoyOGk6609kw+PyYAPM+znYhU9REXmArBokFX7QvWWPuvsw5nAF0I0/W8CiaE0Smu+dkzji6KG7CKi3aqLDdTRsQqiN0RGuaUEAzk9frwfiGjSmWZnpvlYp3CEKCzEUGCnV1G9AvK3gywqPVNb/Wsh8gzKe9d20dZUnTHwmTYc4Ge8trIvZ11Ernv40L95oorOwUx2a80IjmuWH3aaCtpRXfTzpcCLW4mEiSLiWrkMMrOwBs+5mECbRw02Humz/q48CtUecBLn3yWAHr/dI8387iz/3TrCXKzj40T/bfl5DBd+tITUSVnTrm40fqt/dgd5I9JX+FS/ykebcdV5Y1yo84ZXAs5F8PfVcCV4Pm/0IvyqqfrV2uINvwPeAfQ3vASePUb7FXClzrsC9zMK/d+mRPmicfUq+M7j0LHO31ZWPqImGJJpYmyTO3NmFKz8Z056dLJxeVNtRZAoZw3OejaL4XTek8oJzhsiKgvpQ9qKR86fJxW2U3EFXC62aUcz7/V7xje8y5NY1nHojhwrI40VddM4i5hX0ImJoHPvrhMI+BknexuyDFrk6XBuYJdpAV1dV/m1cx7BHfrHluXKnv+0AB1WTGS7Obu2MwAAIABJREFUHfz49g8/MvDQiZQTXHenlf0kGBVRh6hA3yuKAT+YpBtPJoHRydfkEHTHzLrZeLJD2syAqUoefTQCWlHej118Mica83cGOeIOKiuwlt8AtrjXL+gIa8oojomzWnrA4D9BTXYvfj9dVepSipgFBkh4Ka7gsJGUtvBZcMDYjzv5W4AOn7JlsW/I7v2bqcBbKqLUrQ0OSXWHBbGV+j4V4+N6gXVogcrS4xhjd5b7EKV+YjcoOwTN0y+FdOQyYl4H/Y3jV+keghZeKEqwQmuQ7+rcxLFelhJxIqpkCdTJici7NQWnDnAZZk6kQ7nZ8cBgKxGNnbuS/kiticUYRZlKEU+iSLuMMpZgdYEzdgmIygqtkmfwfs7aQx3bhbxEKSBgptcsYo6sOVaFlQcmF5vsH/8NvfUBu89H4PyARWCawdQFky96oiQzzHaJ7aiBaw4yS3F3uzfJ6FTecsEkCoUNdcfOXwjANvI+poed/wcTk8qQqasYdRfPXcGoy3Rnug/uTmYWFrD//N4WmHRMaMEg1CZRl1yVmVKQrBinA01iKtAz1VZAJFIhMKBNEggZD+EnD7AtKntzsEJFJZvAFUDP6dTRP9NhZNcxVhtf+ZG9fYJy9+z8lSRxITCpCzmO40EkBz10IZi2n6E9of1QKnN8n3+LDsOxoonS4rAAOm69P6pshrZpPYQ0FKBC4g+KbTyDTn9ZDzCV+u0CHfVgN+M9H3Hhp+HfybGEQWdXWLu6LBhwygTg+ODSB9+u6rFtAQAbu9nGahvIxjLSsArzUZVvZLaTLozEudhY6BSD53kusDXxi002aoyfGkB+UX7k1O8XyvfsVuz+1AXRxt/3QYEfKM42FGWVMzRkFehkXIpiroLMPCt02uZsaPQkX5YsJw8alQMpI32uohPEFAGtdMCiPsxiLedGOWwVON1WzRNMShtW2sBX+GevBO6/otyrsGov+sbz9W85uv2VuDx74u3dnd0rnF/Bdz/VLzrMfwdXvOE74B1Af8O/Gr4yEPsTSvIng+9dIP0OPj9Bq99ixDwLHX0tmD62xvmEGZ1ORGYdd4a77jIyx5HABNDmsWlHVIdffn8c4/zbg4gePOdC0WmSJ/sZvzx5yd9KRGzCCYUBL3RCiBkuuusHyVRKZSdlxagjgF7zLetoN4FBBxGrwyb4F9IsC/trXqGbySfvRBDB6utEeuqELCw+2LfpSrrLcEfcJQeF87tQdNVp2eAEg3srbv5n/KNOmuxEId1tNx03RH50uwbOdRcE2z7bsMCEnFO9bt7Ts46H2B4/NhHqKN41aHcIcjAhXhoAC39YsqTjcgExwwDqxqHF2dPO5DuUdJCGgAOHe3VCI792kGVNpJvjFQIEm+Bj5BY28gU+SpXWPacxaY/RIkduairMFzPEhE4ndwAxiX//MJe1ch5QSjPbdyYDrF04o+TBQ0wguRmOiFWUQarxQ4hZiB8PImb6CJjFYFrfgPhOg4J+ov8Mos/yTXza+CBCgmkwxugeZPNsK3vP+viOYz8/EfhvxN7EaF1n5a4nzK2ZApTFuQkBEMG2dWBJ2W7t5AwQHYNOII+m/uq+tuJBh9lfamcek2QyRTv+omzCxVrwOQaj9KSZBirdydv/6nX3fEWPpYGCCTM/qGglSn00RyTgC+sHXDIbLbkMURTzQeJIbQ/qP9Vhx1z09WfuPtdd57hzLxNhyBAK/aGIdTJBkMCqR6FsCyGxfnOWAP8kCzvdND+1QCwul4/xx8dIh6fv4LgK2m3LAGQ8zJN+4yjtyYHWb2Pnr8ygmu4EFnnEe8Sb1lVj612KOUFNrtiqSJelKoICBcNYXdSZB06LIfCYJV+E7EQSDvjO8ZDM+J6dUO+PeRFotTChQWx9oGL7BXhL49pWT21lkMlEc4dZDqIT6jCQvNNu0c8nHSKAu+sY0zXcyPI0nxoBQyIZzDf01+RLPe2H5iIPwkUb1iYvO5B6N8fHgGCZ33GgU+xftciTPA72lutUIiOniRfnHX0/Xp4N1whZGyYFhbYxU2wDjhUGe8NkHoy5iZ+ehlUWUWSsVaUqnczWBUXgSbfXq/enkNHasEFJUwJ5Mvu6ozdIgWB/wFydiAgW8xYdRgTjQMeCfy7r4+OAYHoMnqvcsLIYZBhzxDlcI3LaChyf3hZrpS446YRKnodOsoCp7mUa7zEmtToiHSu0fjGtHoy0YfPO4PlEZvie9MQ0suuRQpqm3RuRbS6zlcYCvRbxS087dCp+riGqlPSrZINsIPQ7zJXsV9NMOzGeAhbrCHy0wgD9IAt5wQR1N+l+En5iE9VnYLXZSe9z2u/EK+P3Knh1H2Uc7+J8Zff5V/J4wHfhU4wZvgyVN/wSeAfQ3/Dj8OxKpO86auYZoXw1T1bMZ2lfBV1Zd08RwDy/AZ45ZaB79msWTTBPhwF4xIjInPriTn8ine/5PodjeqM1gFWmA5cmzI0Rr0F0hmM7Z93hGvGCMoKBn3BoXA01IwmFb/+5i5QkJiP0a8eG5BellbFKTXFzCO6nguq0yZ4bTOwTaUbccfbdOOeTF8Dfhts4ATvj+s5hk++X5LnjnEmPlvVZ4DzjAWG5naGLk1wmX6Ef2EqD57rjAZw3H+m75+yOe1JnqzI5JzzTuJWAUyRHcJ5gACHTZ8y8oQB09mg+7mlh3sM6mQ8LF4D1SBb9IxSfmr9GnQcUdzqpOBPYvfeIO/iiM73nVUTNyKHjB5xA5hBX55eKrOiurVeAcxxGCRtpL+1JoFnpis0obI421V151OitMDbET1DAqpjzaRbk7UGnvrhs7Rfb9Hgjb5pPUMgCELbQa9YrE2+m4UTCP7dPfBxocwxPgNHt0G4hOviwIKyI6zGVs0xEcoAQgHGa9VWrqzKoE528jaTlJFlsAVW7n8Sy8eQ6y22GqMd2snmtvLLECViRthSDBU742Q9BLgH/MBPNHWGm68CBzEIkjyJWfJzZDdIQf1yHmZwgJ9mKHqvfMkYMgM5LcjU2RfPI5DQRLJgIjbLMDHT2pVlsDTT8TRanFoP+U/3EzLb7/GN+73ycoAKnqDSIy7RHtRb8U9Sl6RvS5h6Ofgx+ThuVhIQeWlmsX/mGedifRET0IHpQw4sHCBsMuOFYip2YhyMGdU1vHTzWjRJP2YUZiOQYdqkFy48HyYPpIQ+Sh9CDHkT/00ATXQQuyEX1OoO5OjZn2nxiTSwuyQyJhccFZrmRXjmiJTlpzBUvlCW1LB10AQ2x6vz0nqmKSD/WMMsBsTDyed+1Mi0FzaIVGdOL0mPiq/RVyyAEfOxnJLTjqXVgCB4F78Fz5jXtgjzkseLIAoBTL9JDXI/yQcSP0EOSOiewE6cXLRKgu9r5ndMHy1E+l5Q1lLma+3TikHh/+lr3BAfL7LyyoDbIInIZpTcoexiTzYU/M0DrC7+0EB2IUXd5CrV0gE6pNd312bNbwMsbe7IqG8cPDrt1JT2Dhb5iGeuLLKvLZ7dHicZJDH4CGM7D4s5ztmIcv3WrBrsULRpy6bjVhxx6khpmj22p70QLgvd5XIQlhdQuysilroJVVlWk7eBDlVv+aS07UewRWgm493en+kATFb2wyFker+XG5sF8nC2UFSwWh6U+xH5Hue+6Xvs4ygL033XloW9QtN40/2rzzxc8he/T8uEL4d8WRCeiX4VvF7j/rmPwz3bsr/J3QfRn6r+b5kpdd8pYmJYmz5jRQn3D3wrvAPobfhT+Dcekf3VQ9TctFiC63ie/JXj+DG12eb4jiH4leC9MYaeEv9D0c8LD7qQg8n4ZOznnHB5cXGNH02oyNx9X5OL9ccz5wv+qMyZMIKOxj2UnV0N0FjUQvu9K6ND3wJhQ5Mtw5P2c7AbnSEQxYFY5gBf4XeeVkJ/JHDM2iWUyByGmMbMtZJ40CAFO/dUKVxNtnNgBz2zwzu9XE7+nJNUmU2gBtBEnqRSM8pGL44OIJzTIyrGTGrQVMEY0+HAwHexOm49j9c098tkx7FYqeHTXEu+tp9GRF+gDjg338EACzIf5k/ciBbkwyK08hjvR3aGkeqOhL7nTCwe4YwgOgvlB6nE0ru4OlvHsgXRZO7+KDClNFecdxQMnRVZ+xhB2i5Va62UPdYytP8nRlOdnMIauC3KxcZak0CeU5z82HBq95zQS6IMeRXvmg9PRlSlBmWcwYko6kD3msGOigx/ED6Zj8sJhNehJD2zXWz020wrJHOOzvseDHocG25xRWJmbkI/jjpCy+5w9XaZzsKvCqzhg8Ohnl2veJ4z6y8ay9m8dFz07ck2x4NuquY06Ew/8q/mM9nNRke9+BToSEevn6WfX8MN5WvuNbNEDIoj9JBqjQtZraZF5N7zj3HsNtAli26LspiB2XQz5AiHtd8sH/MzQ19rsUcTs9SAXfZzGnec8vhE7j7v9o7vP4fvnYSFYdtxmSnUOZL0eAxnkANKoOTlC9bkQ0QN5GTpD+ew4xp+p6EdIw3yMXejAl9k+yBI+yL/QIkg1T8sYnyY4cBRYGj09ZQTPZQTP+THj/A87/r5SzMtYAohfKd0QsEDrsZa7qabdgW4kgIGV0+ekTZDV63b9JZixs40CD3mf1V2gXowGDvQd4oML6DAZXjtysBjX9KwuRhYL8nBQ4EmeB8QI1lCCrkGbYhF0092IzFoGT/kxFmjYDnQawXM+pkCVLuAV71A+rSCM09k2Yt9pbXRUeutiGOPXtECBVYdOvQyC0czky2qq6lt8J/a/845QlI2E92gpsf657soLxWw3IuWd8bMxyfYvclLfq/KqzQ7XZ8+ehzUDjL6Kz6zuGWw1e2VldST6eiHJchHoL5zTKv9PHaI7zcMC5mN1dLuPVSNxCkSGNo2GxYdE5HYWnhxBpPZs0PlF9gG/mTwib5/mTPxGTMEmGSwjqbv2uiPumFU+jLLH2jVX25hd8sjVrBd/XeHDNk0WUVwumlKad6XwPUart7nkO+MLvzVvC4hs4cK0GVSeU2zJyiIo9YP/Yz3i+rLe8DzgPO6ndkFnXH4TXN2Qdse/frbb/zuD57HAaIcG8bUx597wd8E7gP6GXwm/bXXaM8eNfKUi/arvh7yqnFf33V1afpZ/djv0r6b/XL0+cVRnRVsDj4mPObnQGcNx17I732sxK+M9IRee88FEcsyNEdOUl1m3Odzy3EjxqxUlMysh6BO/6kbgOJEwpwalY7B8grpppaVbzuvK1AYcS5vy4iPvWyIKwUp04vgvN8WwT8oSruj5a9dQS3vZPOunk8ug35Wp2lmS8j7t/IXoN/Z5WECgz5rKlo6nSezpQ0BX2uyqETwP39zLTpuuvtkXFuARdy5qtYGjoTNLvxI+9/43ZykjfZDfx18fbESZUQOKRgWd+IMDNTsBIoI8g6Tkjsum3ujLmimGL5jUk6lN8B0/nf6baeODVAEDWdAphw2J8gsrCAtwUL4tnFqcn3UyQmV3csJFr9l4gEeeDnpU6ORo/sb5iq+qS5HDnai+0QUVWMf833EfCIIKgrZthIA5EA//LII5RGNwz9WlOyKTVIa0zg+HED3M8frhbRIyXaYB/27BRtD3nGiU6o4yKmIY5VmWTbOXAG858hhmIuwTy6zH5BfMva4QbargBxNjn6neoqDDzCEIQ4kCidja5PGS2F8Ghz9Ecgng442I9djQhWdtXDA7sa19VGgG3LaklrVtloPjC8fISvdl8Te6XfsPfkP6KKNiW2Ldpr+U5/XzI/DN8xA8TzZcwNUC/2TBMfwjpuBEVtx0AYzMOkLRJn/Z9K+NgcRr4dlxWK+wBtf1r/FkjaKRafy62k+4mMbLGPHJuINYhxLLMSSGiG2OP7SrdAsztHUPqveCcgqqSt8zuZ2RNkT3YyQ1eKnD8SYf0cN+zG+Pfq6o8jGlFPEZfI5CeWZ2v/2F9P5vqFTdsay9DqOy0Yd4hXZOlg8c/2vbMhZbwGIR9oVEo6ikw870YcbhYOLHQXwI8TEWl8njMXbXPx62C9J3Q6LslIhDqLtZgFdMm0kjtQNBwKL8N10GsjacRJL5AW34SEyCVA2vNPrZ8PMT2EJ9qe1mV8332ofxW+XJhtW22/j02scTTT0Is9RfYDlpHl9I0Acs4ctH0GJELtEi56/JUo71E7dRpHmqGc5kW9+PGODOS4G031SXcZqLjaPb8ydIQPYrm8JiNdRfoW027p16KHd9Pp7GkOq8ZItqGm/PkKf6GZDAn1nXBRLpHAyb10nvpVCeqKh/LEu+BOPIlUkTMp40qsBqan8GTZztVtyRFtim3n/WPcO2pvecbKBgTNWy47hY0Cs/3sh9T+7/S6gBFmAQ8tKFKrv3Ji+1sKxTlmgu6P174U7g9MpGsLP27+pb5d2d4Hrmv/5pf/ln4e6GtO/YpKb1fE36vbyKOugNfyu8A+hveBlcFRhXv4PxDqJfA6XTM0ewfwa+q33Pwqvp8ar2XsPHgwh0kDtQLpTLx5yH4aTSvs98cYxSNRHcTtdJGBMdB40Tb8GRZs4amXMXD6KFwrpal/44n6hJ2Cbm3zcLk2Cezo/gOCFSB2aYmnf9MR8d6JhoEUsPSz+tHRs+SVZ8T6DplBA0DQ4omXTa0VQRA0dYiwdMRE/4h0P6rgHrp+jAqnVvKjTfIu7G32AgiVdKilkofveX1LcRnTR11zmZo8286vMSdxw+4NuooXatutAmYxin4Ogcjj61uHAmOgDne/3Vb8firtxAfg8QeXZwCbHTl6EtGizhhr+8JGyppAQzSKHfzIZFI8gvnbyy4AID7qAXxqIIr3f6hyg486BA3QFjqecx5HZEekyccHRB1e0T90dpwIIMQ/oX0N0PlQrkDusp/zi0eGYXK8c6kIlC30Bn+05Sf+4cmF2fSwHaYTv65QOCfcdHOOlB+Tm3H2nT6zA/dvU4Pmh8WH0EHUjHo/W/js/aW0WXQZ6Wdywtt7SYHDl1V0xveFtARvnZGaznCHifxrHuYBm81uHidwz5TJ8qbuw46vfVvffZymO15SX2iupqrLf71bEmoM8iLoMmQkzCHoEv9HQKDD4Qiovskv7Zap8QlEq6i3OvsMlf5yeB5OlTChzzIT2Uv0TIAilVnIzSBp1mj/AcVxp04HmsOx90YOCBAQ8rbuqtx2P8/e8BOox87Qmz/80W6Q7NR2onjnWViSFoSmw8pbIrsvF8fszvUx8H8cdBfHyAHjusrFF71BW4GCkEnuf9MKFA7uXqtTwmH1OuYqbeorkgDBYnzL6wX/I82ndgGlJAYNKBsQzlaBg0ugMOkclFaXWMN1aPEgJFXKjA+wrHgv833zmNgw7JAPrPxQSMqyBvUGb4/4LF0DgO+lB7mKL9wTjusdFFryzwTQmircbhxCKGo6Z52lcawOr01BnoOBY5iP4QyWNcj0/fqC6b49bsiW4pGBHaRFT0V7IpMX2wt8X6yXSZyS0fI77Qatp0lBbE9a1d3CHPVR3GUpdbsyKS26PpQF+i/uF0BdWbmW+aEotXOTxPi2v7YNIv0G1WZTidm06pkfHSxy8gfpYZ8SuQtLTKyyJI+6Kzjq8lzyPE2TkKdVg//8p2TlM2zMHk8Yj3Jvi98wW3lk+jw7jA+sg7aLBCvA/1g11gc3eT8+xyAX6TtmxatRg1SQ/VPLlMtRmkJgWl7f0CRMArDo8DQsjKDM9XIIVfQYOv5DQ3o36R1kZke4pI0wbqnjU+E+MbTmSO91iFBEZDPurG5HhliyCgTJ2jEp+Ph6+Eu8dvP+OnvRu4/Ur4aX+4nzz6/Ti8MlbT4Y8xjisLJL4DgrlOLsbcr/SDg+8N3wLvAPobPgV3heZu5/RKcD5b11fA3UD12Wq1z0A47vsbg+c/bSicQabFK2nz2TLu5ecRDBfbu+MTO7+I84Y8yVQHziLosDN8WtMd0h7HYY6BHHgg0jnEeN7O3wimmWK+BnMmVKzUQsEJRsRXHRBxkqVtV4fyTEfeH/i/X6aAAdSCtwu31DXgZvKVcYmzrGU5wak1i8BhGp1g6UYg/WLeJrHTwpvovChM1j+nSDvcKLJKH6q0ZIqXf4+wy6pzccuK8hMvWIqTgEkdNWQBCNx13oRP6TGriE6aBz0eMh2dOscek139xmy3M1P9lGMIu5PSOwodNjibZnNWau7ZW0C66awJRy27U2o5ErNDfo5z85ejwwmC52y093LV56Entfs4xaZ48NOezbHNtRNj+yZeitMQBwwLi8jwVKcNyi+VHwwyYQTOZ9pMG8OLqSEf6E8vw5xFsUuhLKJIcGwvFb4JMi04WmY61moklOIkTOMW8gbn5bHgEebwOxvutaQFJMZTOgENAXTdIXu4OLdyUARIKKsD7ZPjOIj/EPExj12ekUAPgmMQPYKUm5nu8ZjjOufx3uhEOO601KHhvD1lkTpUGfrRZ+2lfcGRtqoT+D1i2kPVIR4oiek8hM7G0p2twYHNTYdPKSCk9NTgOe7ki/p5nI4wvwFs9ax1s8n45AFpdVCiEYE8CwRh/HU5G/TyLBDbrT95z11IENCQVRIPaqlEEG/XEPMzeI4792BxBuf65v+Ph8y/GUQHHSazNv9l60HXOfkP5BqxfZvaeELtd+Nh1402vnn0I+tpMBpEx5NUmCkSVcuI7dXj1S3+M8t25eD5OclGDCTGfoUAz8HjiHrm+T14DP4Q7BaGsQx4Z5lm9khqn8dCNVA0e8jsFbI2hWZJumDnCX8c5QUuulJdqX1YKgj2gi4yhDqZYv/Hlns/Al+gDrCFHBDMJSJ6iIyuaYhaeN7ewQKGoFe13Vqp2whIJg1wcxhjh429YlqhXmygk8l8HJONmOQ4Yn9L1F+S8U6A+tiD7nFhptFL6SRiO3Xrwr2JNdhqlg/60MZnycmhDzn+N3EeOHLXLrisvbcBE/dJZuRJBXR2kOpNW2whC7ms9HJ8QQHiV/BkH9cZ3SXPcEw11KdQq7AxaboJwz9jlxAwfWzkukj3AEJurBekwPbEawyic8knaTw8ZvDceT7qMbNFZNECSc0ktEtisoLLvOX0vMy9Wt2VYfvS3AKatrKn6q+Ibzm1TgeZyixNeIAslZR+hRMMJS5pUaarTshFMtAP3pQVcLGO0IOgd5gY5Efn2+z5cAfZtivIcJM2Xe/Gdtc+IrIx4PVcx/kz8Ep/9it92N8dM/htvvFu5/cOPoP/s0H0q/XljYI/C3N2I1Gjo0/kN8Sr3vC18A6gv+FpeEXwPJe3S/NbdqT/Bhx2wfOvpBM6xX+XQhvwU3R5NQz7V43htKY5O290GsdzR9HRTzBHkc0E/wZdFA90pOAxgSLqtPXdnL4DItVLRGz/q4PHJ6HJZZGpY+kqgh4cD8FDdY6YIw8m2mmiE+hljjqcoDmeDPdXYJWyOih4Q4R+N5FFWklp6bv2VnXbBBO/2Zd8EDDfTHWK45KcXhmf8MzKnBxVAkFPjNPpJWXcNZBw9+vNsofpaCoTdIrj6bgwtqwuc9xE501TdXGiKckHKTl1jY1ISC/wniYbNUF+dR4rj9vuXgieQyE6jnTsFP4DP4akew02jXYknjCHRy8nzGFiO9BnazEgMPPjfAYD7Ya5NWk6uCFIML7BLI7jHNcm01C20hgvuvu8kCLJjwhRXtK89mAm0pPTJfQJOn3Cozm+ePY58Az2QyhCsZryOrYo9Rf7Djo95SS3kUnHyuH9MMdcdFzCgivgQT6YPlLw3Pqv0DTSwJ5Mx343KkeA4yDR39n3ho+MxS4eUIiA/WR5Hg8SJnrI/5Zy1ncgTY2ifSUppfU1jMdBVDsC28Y1jNWwwEPTHXXsK94e+FrLQ5UwRtk8TJmMb7QtDKpLdwKGEZLRYV044LUNXuEZGJ8L9SYvmizR9tpxzUSi38g2uyjiq7J0LJSi9JkXxSE1EL9lK46DNTj0mcsa7YeodySXbjutI601T6+3XM6j895li+sjUdaZgXO2oF4+9rYGTAnGxsOC5/97POIOvtmGuANd+9DxZPtFPaaye7wVkEAWREC6qB5UOqtM/viwIDrpoh4TnBgQNS0G/UTzu9aCp9IO3pn1UeDPiRPIrrobl+wdBn0UkeBsI9UnXmYB6Bom10U5gK54PR5CJPARW8QDW7Ec+ICz8pjqxFGJy47R0aM+Sxbxyjosfj4cxv0cm9haxYeAfhF1gX/aOHzreTjTIvSL60tcIDn4ABe7qZ4gpwFIOVwA9nHUT5FAyqYt56Bj+/j4IDlQn0Y9ZmN0EjbrSI+cuQ5DXILuA7pgfj/u2svlyKxkdhvj3CzeY7v8GuZvWBbBPFNiED0MPwb9BcbOclFcNcBcoeEbQRpB2nQpmI4EFgl50mC7keuCglurHPrHVZep7tLLRUF4Y12IL9BeUdnnKtCSYAd0dSW+qvbH6GGVh3luxVzlajQLk0C0aqX82diBwt0WtlZGeclk+DnGU38UamlGTA2UVRmTFjBbQ3N+oVXzWjCVlHCo3YJaIS0EE9Rx+phrkyTxIvAJjmFrGicdnAvCQdbJCMQhKG6oA3gZbQgkJE/5bbIEGyAR79jgCK4jEa+AzKLv0IJDJLFPIHtgC6SL6zIhokVlPw5nG+muBHrvlP2d8BM+cZ9HSnmW0/3GILrmXeHzivJfDm46kVk9TOPQWB4HYL3h74Z3AP0NRHSudKoBu7+/UuZXwhUhu8PvrpC+Wx8aC8+U/dsC1wjfqeDO6PhrlO0JdCsF3fbXaYXO3NzYH15LgQnlAYEhnWC481DLDnXdNLJ9vgKB6DnBYZ2UmsNRiiMNWj3bo+nmZPah+5cAvyY/uFm1YWGugcHvEkxLkzGnSX1u1+A4DFO94D1YQGHPNKkkgjb7DDNMkHIdk0GwO/OUy3fdOplzvVadQMJSD0Xa5geYWBk3O56Ux9Vp1kysGdq+9iiKtz0VrQXFAHhGVeJ35EhpJp60OFgXfysUFalVYErHiSHA9S/LNHBcWlBGPKic2+k79w4qDh+tA5w2IXju3g064d0GAAAgAElEQVTIBcE5RMu4Qft3PsssDv1vuM73OoYYHOd2pQxNB7EIHSgbYHxq+eJoeN3B6UKhzSo7o0N8OtvAI+T0adIDHYLcRvwilUL52ZkXAfstvgnOuuAdQjnW9BtjWsCssCTin4KzdjxtbuPMR5zy9w5MC0LN4LkG9fzbzJza4Qgi22/BREzFM+A1bub9EQMQUBjSyhbHMFvcDheCIf8EntSXIuWRLeog5NP5DMcqxT7ygE8zphFC8Cu67BqyeTvnb5V7HsTwIZd0qOlgwAdlA45j/WMeQZ1JGFzkorQwXGcACU+R0DriCJz3FjzKjW6k+hzntiCQ4remUa4y/qKdMEW6OWpNDAJXTtsue+EHbdWukkDfkWQGz0jtr6zD4v1xNO9qqxvieJCuguqUw9oycJ1pDybiw/SS55n0Hcw8F0CMtsrkedVHnHgI5YUHz4+QDvHLYwX1m30aROtW2veEIex5XEycbUk55jiWg46POVJEj52v8rElO9KYQDYf6wA6P4TkwfSYAdYgR1IrcrtU7kTZIT5kZr/qOHNZ7juhSwWofNifoz4MNAiZnE/tcdB3UYcOGmX6RvvHFkCqDWS4+dwJ6aWyT2WnBdStvSCL0reZD/CmRrkYabCERn5jOSIuGw23hwdsgz6iKsM12P6Y8vZAWiZ5k+0tl7dKZbz2/mrHXX6O5efxDoWbPLT6q/5BhFRu2y/gn+ka83K4jvamJwm2qj58CNEhRPIgkSlXUIZ39LQ0hpC3F+ts7ltgSG0KaMqqZXq8rbKC05W1AcZ5sCmYwyfoorXseRhOl0FcnC+yTqu6rcPUnoB8sQWySnLA1WjVEVVlAWu/pzqAN6Q0UH+jbkI529praexX/42miXIz+xtxsZeRZ7ad5+JjMC+Mr5GUfDDRg3r8BJppRCCqhPT+RDmAxfmphjKOJcsyo+uc7jmOR8q4Rb2rMgWvKdtigCpQd5JST64rCg90y2qsav95B1R5mPKCTDSbH9o6kFydcLiHMl9IcNf3jPzX3b8SOtx/0ld+N7byyrKfhV3/vJo37sIzQfRd+uf4Jc4/sq13HO8j3P8vwDuA/oZL8KzQeqXSvFr/ZxSSwlesdHqm/WeC/ydXZGH9koy+n4Ku/p/G6QyWPDEnhse8Jtshw3AcG3kARxW6TcKaCcfJBPkO4JTNeIDZpwLzAufWo8GxbmGYeIjABOQEpMxt4AYmTPM/98tASLBx2hC+aydlMMuki/wFzsK4BzTnRQdCMyEKueqELIxJouC4oBIIWuHZuVRPM1HfJqmdnx9xukwz1NrHPb3VV+97FyClRNp37clOxt5Z0zuhNX/yLe4h8RExjwAAtDXsazI+TjyqE/75n7VuyoHBR+C0oNQWcDJzyOP1cqjfEcSxMWpODjDxi8yTXdC/9LC1j0mO6QA9ZMoVdBqQd5wAPzrasWzG/k3ZdJyIBwyRNmXESijeahkOIgbaWQ4bZjFI7w75U7ik0xoHtLYj4IF8H+UaW39zbN/JePC8nr8PugB9YTesBvh0MmpULc3OtL1Ooyt2C38chie0nmYLXEaJjG/SPg566DdosSDxsRcegv7GNmW9ZQ4yjnxYrqG/bCy37cO6G5kcsMGh5VwSS3Se9oyuv9rfDEgzAf44Mt8AYoCHB7MQkROdV8ZaI9cDfj5WwzvLudBNRH5Sj2GVKJgDiF5xlU0Z5TmOHhAs8zFKNBZWwmkOdjKEjy3FqKs/6/gyl1E+nPrL3guRfER5bOMyKBLxEyM0HwPfIu/An5+4dNivnbiQxhvKKftFuQb29bj37BDvgj7hqZ664DnROKd90o6ZPj5k9oNYWpOPOMiA6njhRWPQqJddxgsP/059lh29mpFAlyzbbQzOG/91WY5B7BVoLfU5CCLso5k86FIMyoFu8QU2HE6MCZVj24qd7TIX2x8WvJEH4boFb8QUFn+1wZArKvwiMOmiUaeZHHWRWpbjBPc69vQ4eJPBI0Gkk8mIRu532LnxAeO4eUbpmfU9EItHhTZe1eaNopkwuzYe+69AopGX0dlOEyWJszmrU2TIIRn4ZZsyl291Z7oiRgsdvR1qbuoRAc/qwzZryAPttdnIbFMHhqr3hy5I0te97vcxFfXK+K/amljKaiDF2mB0V/0VgIkPIl30wI3NYboM5JEQvks7mS1t5PV23gV2W0QrybFGbgUsuPO/TkwHirbAfpzkozpNeZHTsJunwxxJ71PfAwJ8BkQIarnOGzyvyS79tIrqpM7m77oSybLKAPmCfM+8Ufq/wloOKt6LMnDM5Jwt7lCM0mMmdvmslof25Rrv74KOH7s0fxPs/P3PtvVOHCTXf6fOV8VRVmXm+AHaWa/EYQfP98H4lOPHx0F//vmgf/75CJ+b+5ibC97wd8M7gP6Gy/AdQfQrSvasvt19V/eqvp8Kop8FzRV+Mnie4bfgofDb8FnBdixM01iPeCSeE50ZsbHVz+DcyA6hjf1NvJsNXAScsmkwLxybOxPkid9AO06MSiDpMvhEmeN/BVmfhFGckAZ+YXjUBOhK+oso0nBCnE/+o8e0mWZ0P2SOmJyvI2ZCQ3K67n25SeVmuud00rzCuzQvtjjAhcmrpRcPOeeallN9nGyac80dG+FPnTmUZQxOVJVZlL97p1xx2Gm/lSA6NoDDOywrjCNSXjdmN6ewOi+LUyo7c6wed1wwlNVBkSkgCIbYGvw5HGuj9fat2ZJPW89E6hxGhyXIN3XuIEGD8yGP+UYGCPyHzp/oPDuRmuwpzHE/f6M/UoPlUe4RKVssBws2zq6zHONw7f2HY0ysbV04r8rK9h0EBxwFrxf5xQOE3n5re8OP8Y8gbxU1vRxfAHT4MojO0/lNuOs4lY2OLyESOYg+UtBhB53HLTtJw3MImCFvlX6ejdT2tGUKXFX5HOvGtqZ25YKTjgyvg0xZQ9i9Bg5/dMqvkO3Sh7StalAejFhhVm93DtBngLFuY3wTxEd1KWlMEOTN8qEZl4+H0CEPeigNYOz5ghT/y2PLC6/tN3RhnOajm8cCqYPUb2TyHYvvCMBE6snXXbSxaSi/fAwc6cQKGwucxgHgp7/BkTfT+A70ianaqYSaKMuB+fRkLsbH0H8jeA71RlW7AZTrMW8IKICMHYspMIAO+p08fRiycOEBZJot98EgcBGDyjB+VwHJpE9jxYiLMXkv31NAO+hu5VPVQcz+Hqhp77BWQ8nbPhgAFr4NgR90GbYn666z+eiz01UQzcMGgiB6LD99uiUH0MdDD5xDmuIET3n85gTRpJ+szaDLvHxu8scHw2QUH6+Azgra+faKTztQXJXdrD2JnjzlSLIFdnZBSBfksLTISXO1ShTLvpw70YZN/rV5xH/juMSzxqq0UR4OCz1CvXrCHv7h2FrgEQigLRj/8dxhnoP1DBiy6iWCYHgjLP1zI1Y49VzscjovqsGFYmi3pdzhedb/nirpZLsVaJOqXLHN9uo60Dms70r39rGA/7Kz55J87iEF5heyzxf/DD4K8xhM19awvOhzFZ7FV7LI1iqtcNNVb/ZGlhkNvWz+FKpGiU+hjSabIQO4hAp8987sf4tf9gzu0g3tw12M4tW71X+S3lmW94tMKbzT6++Az9bDB9PHn4P+/Pmgf/75Q8fHYZ+d+ziO9w70/wPwDqC/4cvh2SD6pwXciaDuINf73UH0q8FzvP/J42muLAj4LjyuPPu3gPp1DvajBnFnBVE2qDFAVicZCDYZeSGuhkvnrA8eF5h0FYf1ylFw5hWJ5dm4QO8B92naiR+8CROU5DBetWONI7qwYj1thjRB3U4UNU0bLMlF15Lkzvvl29UsLZUghRUMnFXcMRbQgQllqWZ6MdFhsKZvn/8xnV5EkVe6IPp419Wjk359dx1C8Dr+VAdOzOiXGR/2gH9oU/ouZyknBxmU9pdJmvWV9g/smCc2J47Vo3lxi8SgOtQfg+eJ/NVh4ejHsZ/yoQwKbESb8dfUpdclwDHTS+btReeug3Ugx7BPUxtDOnKHjPOomJM39HZgn/s2idWc5BG2Jw9THVt2XRwOK+avDr01wulawIYBR/7YdTTdqb1aKtXrzVaWSpNG0TG+TPoL3ht+WY8tnao7/dI/DtK8jI8O75gmvyi9d8FeDDiUehv6YSAwBZ1F60zytMW5eSS5nFRehNl35vwVt9s0RTNmdNFF2IGXF2IEnRIXU5DQ+D65HHTMXceGD1PYea6B5xI8t5LJ6t3z6UgXbD8mIvkgtV/i2Ic2ZppBR/dkRVnqO8/DJx46HdbYm0tHpvZd+v52uBUif4A79jqsgUJMdFBTr+mlRidl81X1OKZhbCPyiUx75sOConE8xs9QZKwnmY3eGcKcz+ojyvZaXpwT9ZnL+nEXdWdvb0BboZ0FJ0ryEmoNvoj5voO4IKniX+utOCOv1XnyPdtwBUzU2E8THXHZksdii0mWPfk6ZIo80JaHSFKld2cvrCCX6Z8087dLcymgvU+w1/Vqa+QR34SGm/HQlZfthcKnK/pPbM9tE4l0KeWt+lftQ9NqhFfr+lSPTSnT5FfIvrYhqgR41oO4/aKUaDNpa9az4GFj6ul9cVwy+c5xDE5CWV1fuAIkPy6wEslN8mjHZZuuGwNl3CzS+VuQcaxsq+V7n9qpE+S0GHiobqPoA50yJded52TY/hIYiz9LKAsKTR9hmrXmjS9yqt7oi4voO6SSbZpq5Vxxg3OpDx9J7DfUJVm/1u4HS0CEHoDnzt/8U/7b1bzyN/iTXwEru0ThmfjEd8Ir+iefKLKa++C772j/K2JLugP9H92B/nHQx8cHfRwzgP7+CPpfD+8A+ht+BErwrJn8rtI+U35+99VB9LP23c3/qrQ/BZ85SuYZOCv/u1e73YXolPS/6vyx/8x8Xho+s9Q8uVxPNhc8u5rgnQF6etrXdaJxKdhvE4rYfm1v7uscbAiOpTLB31d9mX+0n1I0OE+4JE3POKTunEg38QNHKkF5OPG617/ZKdKkFKl0XaM83/tEliPJlvn1WEF3ci5q4Xyr34kk+57icCjMt9NZc5jjppZTR4qEh4x/if7oDGHM0KDdqZFTDgS+1/rzX+zCOsmxNnB8dg2wX1LxIrboQ/nbFwvVY0nHeOXQN+smc7kP/ZcBnTXx8bVWBllMJluy4yiUXTy+4OzXCfgCGQ0aZT61d1BpRy89slASn8b82LYdNDpl5TdqmbgJDp9WXF1ZlS+7yTvQGBypEWEPjC1jpVp8flnky0x6wQbc2Y3dooLg2Ozk8Bbx9SuXf5usJ0yx7IkrtnAav3kQlABAfp+ct7X4HQ5gP5g4gOtuwBQ8hR4PD6Bb8iIj9D8IHmB7YIVNborL7mFXPOQY3zF++FGtmuU4DvqAnRG6Cx24MzahHaIevDiY6XEwMR3joHIRgrCDpddfDXRigCSM21JZvmXjccPjgO+fo3IqRS3GzLhJ9l+yN20gCC2/i5toFHbOTbpoOb4AL7cV5bSW05CEQ/IKkEkk7uiHJgMvY0NTmqRTmipCXfVdHKd6OoRL7dmnjG2PNnF8F3GIDup+fOAv4nkVzvQX7pTN+qraINXvkPV/mANJpiDglPiD84UpuHGNNrTaWBSTzBetJVs6/f5igErJ3eK7WFcsIc+Ryo7fnWo78eVsZg1mq+Y5XLyCHlN+3qpaSX3j985bsinjdHk5xcUQizzF5hXnv4WMaJ9k3AXHZS9jHM0oMzV4qn12TN11NhfD+jtgprADPS7Q5DkfqX4HnuXqb3iBaXnDhyDf9RcD5+c2bydXDLtQUUBxIB0QHMPd519KCwyiq/b0K6h6gUcgJ4nNy81GLbq9gi1onb6DbgfvSCJRPuSyl8qyPrM5p+x9TsugfWbGRXtzYStbNtMzB9A9TchuOPinB/YSotdLN/XkLX/AeVm/JYjcwZVd4jiW8jv83eV/Bp4Net+NN7yyf4pf+yYvfYUP/yyYz0z0cRz0z9x9/p///uPB84+PMdd6H+H+18M7gP6GL4fPCNtnheNuotROgM8mVk8E0a9AtwLrtwZ1iSIdPtOvX0XPq3X/W0AnVHFikxPg7cYwq1P8bXqcCNyBPCE1cC9TcEo3BZzgVz2LHCYtnhOdRZSvob46VV5MyIgT/SK+WyjBaQ74rhYLLKgZ27CAgN8iOA4IBsftKqWEq562mPDSrvhFLb4LIyLUT7rx12e5J+4IyO+Ob6twvradbrZr+wLtufraGGhhLo+WJ/syV071DRaGy5iMY6AyOXBWjaDIRyvH55lTDp0y2J3u+tGgJbnTJbhLdbwwoWOhw58bQgaH2xKuOXgiVIcqc8J3UUhxhiE/lrL1FuQG97SI5Xa0Go4tEbFvDGLtvZNuB1mCZnk8a13pfeNPyB36UIh0R0x2oOeiWmSRLlAH6KRanObp69MYYHGSpPZwzrNwaF2xh3SxS6Rvc+0PAG+st8HB5HUcm7EB6f5En+CPYYEyZQV5/Aa6cRgb8Vudg08E7tv1Gi0tbJB4UdCGMB5XLAjFHvAN4l3TLCsELIJbNQcggGfH8OeRRx70eBxQJzhj526Jj/mNvoN1F/qiH1woh0cjzzim/ZBBR0ljIPA/tDMGSCpFuD5KqZz3NYCOQf2dVd8tLs2Bi2Jf2fieJSR5pAu8cKeethPbi8yiMrvyQK/PujhNHI5FyUJ1Qh/AU7E+cp5eyCS1D/TaPp/S9E03pwp2YrDNvALkFatnIsrtcyxHx5czawwu5D6HYM4pJH6GsnH+OxaHbOQl3kB6xaU7vcDmafk49qarm8dmd6q9NfgUy5fa5UJ+8oJ4OYYPewYNXEW4Mqde6f2st+JLlO0S0oLCQgx4Ma8kOnX+N2Jv1iEuJ8yw73HOi7NkXaj3TZ5zzP4bwfMspFETMewgxlaQMazNv4SIeDHLLGYm6CFZJ+xt/rlg+jR/7F/VDWFsk+9gZw2gH0d/etYGMHaMdiQfTPRQVFQPCVyDLNa+aOUIdz9dc+1a9Zg/y4u5KhT3TxA4kdF0uiUxsb9vgudYCk8+X8/fUZfqE07oDBkn+V2AZFNp3VTvs//G+D7ot6jsKnusW2PtXgC6UNpUeS5fFUKpNIurFb6qK1y+bxqByl2Edv7W3+YP/W34IFwNRHd+/bM8V9r9Kv/7T8Irff8/FUNgZvr4+KB//vmH/t9//0P/3//7rwfOj485z/r4Edze8H3wDqC/4TI8I6x+IniOde929ORnPxlE765/K+xWK97B/yeC6P8Go2PQhUgn0zYfWQYe8qOFoTyN6vD+hPzZtXOl/iUe4PAZ8xyOzgWcmIQJba4HCmoe4xQmFJ8nZfmO5wlshT5pYgq59k7b/KCZdIeqsF2NQ7Mp72z0RLKtUl+ZcPosjy1PJjjH/3Xi3HoCtGbOjyJO6oTps8ccm3pKuZScI+a0aWQED945Dt/5gAWvXGkVFc5d3gd/W7wB++TgpBUNy/Bj5xlwXhcd2WcPvasT+U11DSMNSnX0ymPeuyB5oBjwYKdpxq8VlYFejQ5jprJm+FKAMEmE2Q4mpW3ecdiXGemLJZqrNIw1pFnmhexYS346ItKdkgzl5/zd/QpONcUsZ/HG+rAI8dlb+iA6+ceT1XfViKj2aEoEEh9py1pXQgac9ZlyWUcEB6+x3MkOkhWaHAnS04njO+OXRmP1UWUKu906QVSr3WFNPh56ubLUYJ3oADor3UswR3eWxYwVrP0ojaCviMl3B/VBeM0e5Flghbwgaw/d6Re5Lm17kJeTzCIePB+7fUfaYU/O4PnHQcdHDD4vmTCIyak7eOhAOnjUpzvAqpg2YlhMNwRHZtKVTZZ4ZjyKMt/GF+iF1r4X8nxYJ+jCUHfNGu6QLLigUheGON90+EBdHJ+rXG7VJqTHUTDaHDFVenvgTVI7oFhjOYkPbBiAvePFFZB2t03PzKXvs4gpxKk0iQH0VJcb/PhDKi8uQZPQF/c5/ue2H3w/OeiRlLEpCOcDQ8flkme6KBAmbnAhEnjWeBgiNz4n82KcH2EE2Nw00+cqYc81x3JBJnH43vnQwESqsLw5JgzulS+xlwSfl8DY7gyTKLy8a5JWCsJNKK1ymKqTYYGj5hkvGW4RO2f3yZ+wInq5t1byLfKGpDQb7Spu4/t9Smfjp8lKUUdoEJ2JiHXR1+GftbsO3rflcwcHWWBc33REYvicVGWtmOcUMw491fLkYBlJD+BWx2d9SJaV16cX7Ba2O2+x888SEbwEXWwF5QWxAQvskC2s5srRNETlFRE875Oo2xdJSv2ru1phxCOYVrQUV22BW9ZnInqAvtL6moDumT90tYP6q+Df4J8lUj2Yer+dg+7plX3/V4Po/wY4i6V8RbnfBR5A/0P//e9/6P9ZAD0G0d/wd8M7gP6GS/DdQutV9a1WbD0rwL8y6PsbFMMdWC1G+O1B9N8M9ShEJtpNFrvHC9bWyY3AhHoHyzqTQ2+XvnPahQnEnOQBhuDA4fBbGtZNcpsnO/bKE6DivHNPVK3/AlyZtAUwelwbE6cG+mkJZ3WZ2xkcbuhlqyltIrqbOHNw+Tb4RqdRDqK3bJ/ZA7uuJKwlZAdOLGvufGAdjyssKnSTbg1mX81jOEIZdnXJ/5B3dPWT8eBwC/gwpD3ZHbZE+qIjI4zZ5FLi2vYuiL4d8xP3unCu79d+jE0eAvlV3EwzuJN3mcSWZnw5v2xx1wQVtdwntb8Vf5+w53e53D09O2Rva/R9s6f0VZqLJRpPVm3sn3kAJNZWA1iJlhCoENHjXAkwmzpCVF7MgKMdle3yc7mDZIN3L2tzEhgTNi4wkTrDF7ZbcT5Si+iV/nXeioGJOgYuKPIucCIyfa+BGQhTLnV2CKA7XrijreqDNS8ZFkC+dr4B7TjF0UvFGhsl4LxlAfRxM4IQE/fjmAF0PcadVRedg8bZmWkEMB7jJu4AjrzDmtGJYP2GDWiD6NxTJcr6qA9klhXmJUK+k9fGxcBL8VvuzCKacS3RwlHyhu/oanptJ5bRF5zaVWzdNags5FgVgSRMw37NX8qOHjCTICCDTEx6PDVgg/FiwnCaD5PFdCpb8q7/lMv/V7lw1YRv5IPuOlVUYjc2BSfZEPjDCDrbgLyZi1nsRDe+d5amHY05tAWwQjHNbg+5reuBJe7k5qr9S9Dx0tiZqI8T/q73VT4L9vCgE4hHYt52eOiTJj3POlY8WvInvOvO86gLVzvPc0G+kEKQKNZ+H11Rthl9QD4tR5vkWwnPVkF0SbnKaQC14FOIJ3gIxERVP5Px533f0cKWBb5qh5HZ+WgbYP5Gh+3RQIygnlQwu3zoqguPuzTCQX91yYMPDvg9j7+zrjN9CvcmZloQxy89tmzHsc4+K3D9H+3N2tHnGw4Q/6uA9sd52ijfwnDfi6tbEO3iuAN9dbx4KeMF/t2/CboThnZ22799p/gr4NW88lt4bwTQD/rnnz9pBzoE0T/eO9D/dngH0N9ARPcE01fvwn51nSsFtlNsu5V3rzAi7rb3FSvTdkf4XG3PjpbPGgxd+iur+37SMHnF6QiX67pb3yLp8kihk6KjQ7mmL8XtAoOGC1E+rtkmhSG4h+9uyKgdgru0xLUu9IjgJPoiRlcmbaPA6CC6CujAXfoGGlgdGV/z+v9Lrs3OHjohe3gZJ+xGf3W4T+fJ2eyymS8HBxIRBQdBrj86ZbP8AaeNPYR0l8fzbjX+CjWfosfvwXNp36XeXCIglV4FOQ44cew0r6VxBJb7pi+q7DgVTgHnVere5999FqOfEHdBHgkXffltcBdxVd6Gkr1/kqe8vIfXpX0cfpm7d2u8433KUy51DOQEF8fEPXW0L+qMn2DIlrEz21n1WamFgrdrdlXoRfbduszHTDL1Bx45zuftvaqvux22oT2iIxzGHQYMmKPjvGGs632zWaBR5FXPW7VipzkT2bdKi10S1GguUB3ykw4Q5cg7srWLl/IyHBXvzcKUMZjrO9rb4ERuMjKJ5pvl+GOvzXad5wDEfH/MBWB4igqrsA7HBO+CTiPwLsdBuhvVAuidgz7rXsUzybGdrRBVXk3IzB6ICipZgnzN4yP2tfIBG6p29Gw6QhnHU8u6OFfMbWmDIdxep5wxDzGYix648gBARLiOAiLSANwUS9nEGvTx+qCBiEi4j32+mDBcEfg5XudNCZms14wHGuj6rgMclo18yLo+3qaXhj2n+4RQy0NOvzlSlulzDXd35Q4JWiEEzxv+aXLQZX1/Zn9s9MUWrk7IVsmTPXp6IuGiOl4muIlgV3C2qyUnWcmSk8FReHsIBcF7FTjT8LVFPFiWngaQy1cUdnI++CfgE0PwHGV36bsrgMO50yUJ5ZgPbYWQIxVwF0xhhbk8BXps6uDY7yM/9gqXPK1OPVvVeQFOJH2qf/CL6jLMVPIVO17Sc7VhFky2szlL2pP3XfIMdYVFe4uLY0yPvQCY51gFtYjj6DObya76a3envb6indtPcZz6FZ4v+y58ddD3rm/8lX1wBc7iAjm2cqfMVb6zkxM+e7LCCKB/0D9//tB//vsf+u9//2tBc/0O+vHegf7XwzuA/oZb8FtWAN2BlQBHB/pPHd/+nXCmVJ9t32oXwHcYDlcC+v8mcF6k6cCgT09qQtmXnRydETovVn6xJs+67OF43QUrQhzgWTjJXCZ8uxlgnkQT9c6n1YPeUxWv7xjuaeJ8oXvCC65bJNqEPr9m4rSA4LrTrKlf/28mzIPU071nDbrGCPnIa9a8xUGW6rygB7AWCzpI/504OADYWtV98zLDkgeLIz8OkIsj7+Tdoj+1fchzz4zLMJ56vHcLvVqcLkDnG9Li8oTyfHEbERHbtye9HbFv2dJzyKcvOVyHHP4LKybcEVbrqKC4jF9sv+LR7URYynyocOmKWjPuEsMudQYfuqM96PTPHGtjfYMXl5u8qAUCixkRTSbx3kXp6DM7ecCITr47Lg+fBZlaPmwfdTyFbZo70jju2FsuJrkiQtEAACAASURBVOJC0cXdXne4LF1opJXc2irQyH3WDYDK7kRQURncBegSPjiCWmD4QEDbFh1fszTmyQPNuMZcSQeFQDr0WXIZWe1mRkzGZA0kW0CMCFnT8ufgnMBvWiyCvDZilw2fdMZdaNt5EL2NQZWKJj5zNxvPz1KUoGrAeUHflIFJloLpip0QSlR5WyXWLG9VymbeNv+LiyGhoBXuRPYtZ+0rK6PLbmMKCd6X7OOnGz1u83/GRe08zrYrWrxirO68LM2WmiQhICMlNpPXQpT2JnteZYHplkXAB+l3Af3anqXDGkpWpQWyspjZKif0eqJazDDAV6822MFVnY9ug+cNPYlSYAhr2AQEhcj5Zlv++vMdZ33j8ybMMRcdEYUjwR2pjCXeIoMC/5Tvca/x3c5XUzF2gpjOYxzxmfyk3lMDT/1G8zU4GPJcc7z3dGBWUUO41A5ABhfgaa6dfRherOrJPLvDA3DJifP8v/MHBNkMg/MVcOJ/uDK6n4HXxCoHv8iJT4Ph/02CG7XG672m3he+z38XYNlg6tav3niE8+g7/tnsR/7t/tur/oIdfGbj2a7uswUMue7vgA6nZ+p/Js+r4ztMTB/HQf/8+UP//ecf+u9//jO/e65/48SvN/zd8A6gv+EUfrsi20F2lFxZBbWCf0tQ9jt2ol+p6zsMoTtG2jMGyi648FUw6kk7Sc6qXjWtzO32k6TO4eArlMd/0UG9cqSt0OD4ECbkFYXFcWttud3L8wlLTF4nwjlNOBrrpP7yji9MkEo0YF0oOrAtafb37rpntmXrVIG7HDzn6aUPAeszSP4Cf6yIwngTb0ANFvT1jW/4srcbg6wYeGh8a/Uou4h4DTqA49pWkGc00SFCI6Ch341NQyFA4xip8QjzKCVUoQ2UaHfOgCFRGBMhKHc29m49vhaM+KT8fcEGi5hf6WHytO8vlBYWMOL43NMXqUTWH97dF8Gd/z1++wUjBX+Uy+FZHhR639cby68M2cseTduV5c9xrCOOSap6Soacq/FVqgMHLqujGeSFBhjhz6vgJFsyLSts+d6age0x4ZfGa5QLXSAWvggPjVndcfOwBiCIOMm73DexfWuu4fG9UnLRatd1mBQ0vYuYiBeBkSCTxWNcHSTeCf1oSG3yJOjs5SITwD5gwuDAfA5B46luZhrfTTreeDm+OIXqcAQdgmMLog9EOXy+CEiI5RVCWRhVjN+ojVFQWuh/1cUhmMwU7pc6M2CbghgTmZW8cn69VCI0rk2+KD0/lvlOKO42nL8XyuaZ0PA/wYlTn+VFE235rf7pRkC2VS5YpbNo/fa8fR97h9ZSOMCVzO6B4DkGL6P9mMZHDuCE+edGj2WDkK71oWPUSMtSwIk+pkR1ZtMlKku83Z10ruWfTblrwHz7NtEzyss4O6F4lx33syyfx2D5LhcHrwNXbudjEZKaDalG/dBvdTUGlNgpttjmIiUXdO9GYynX8PaURqem7xOWpQKX1xWbaJMr3T0YinNOtLm8wL2Nu92lSuQLn8t8b5WDgD6L9wkMM8W3WfBgWLZBdC++ssBlIXEBU+oaFXEUqWz6NKwXpzwHddGFhLea5nqJO/S6YlpdH0o715kvIUlTzWd831057QkO2fa7GUS/8/4KPv8GeHZBw/lC/2vfVP9OQJy+u79eGURnJjo+Dvrz5w/95z//of/+9x862APneFrKG/5eeAfQ37CFv10I/EYl89XwquPprx6b8tULD64YaZ8NnmNZ3wHDzzmdF89Wucq3CtI2xm8tz3d83EesTryHX6pz9Py+4Lnm2/jTTx7M/KesCLUsfANhdzW+hvl3IcGCJKsAQeX17LShOaG+z6DmiC31pLYT+DYajw/WrcFz22nJtfzhCApFVIMevTpIcysnOlbxG5WaVQMbhbST6aMTqFwuHwRKqeM4BbnxWtDhMdHO3zesMNrWB8/ZUtyFszH3rN65A6V/XqH6C02akIoFbLDv88hZCmwf67dl7t5ps9KNXfA8t3IlH+o43buhVg7WtnxxXFLogtbjw7HJbvTi3G5JpfjF9s1RYrLM6KjvLVhZGkZlfNXqLjlI2nuVrSBja/1eVadDEI8tmEDFEuK9naiTuT31T8Wn4h76clZl6K70W7moOthxRExiPS0ezHEcs9Mw7jhbC3qmuJDF9dF82ykGmfoO6kE0x/PIZ0jvWmbqs4FIwwJMxDFAvZUv3TUov66NtpNU4GQXSdq04U1cEBQWvlJuv3XeEuuyrDAwUTSwYhv7MoO8Sqsy9g73zRuBP0DkroqI/ZKCevBk8M2QaRxk8B5tO/diwSshXrQqM2ASkefQ/s1crxl3bS1B181djXhiREAj2Vgw7kr1rV7kaG+WxvVNAWyhvEV7ygI/sHehatvQDPWHcUmObl/blF9YAtN1Gyvp4rOm9/IyFqRypKOv9psUJFVuajrvzyBvTxDE6USfnnv8rEux3zo7DuYfadHi3uKKN5zfJDoaf3Pu32RvEZV1ILagudSFtnjkz7BwJWq10Md2Ger0m7jbUt/lEvXihtDkDh/HCyGiNu4kDrKm/MSPuVvs5qag/yQoD0Tdes1MrHA2B30WIkZ55DyjGzs0d8Xc1mG38l8D7SvUY0Q+JtROOltEneGZHcx3/LOfm9t/nX92tZHqp+Ijz+7Cxt+7ff8qeLa+V+D5qiA689iBPgLoYwc68/w81sEXrJc3/A3wDqD/H4dnV6Wtjl95Ffz00SKfPWrks/S4srN79fxK3d3O7Dohvdfmq4HqzxxZ82zdd4Lorwi2fwbQ8W7zaJsf36hHqJkxFO8WXOOkDRxDYXIfMtDZZOAMlrnz8W13C146pZYZYi0389+pqU1buil7rq4XkNFexbm6wHxb8pysB3fO0vmEciMFKNWBAo7n7MvWXR9hEnyJYMOlgsHswrv2LLN6eVAmsFtWELJghrcB3+vXApeoF4N72WcpLQYF2on+bBuStTs6MzTG0I478oXZnH2FdS44rSXhXsfYFXnSOKZPcqyLqJTYTK3C2zMXyLr7oBz1NvaewIisUKB/ft09WDl+sluyA120YsEE8f2dOohC4GAHqsS8KVs80VEXxjA4QZFU4B4KhQHGjVsNJRqlFFlAIqbY4nzyQ9eOwvVNuStYjwdO7+u9EKUdXKtyQgpOLxO6pSTuEp7ZkVlX6Y7WlapbyMY0FjqePudPmcWoHG1y2gouLJeJGE8lqeNW1cqd0zXq8e2rDFN6oQMyyGdZ0K4rUEDvjvv4Oun3ILMcnx10ryPNOz3t496OZocj2ksr7jphS2SrLqjajttbNmK2m7GOvoxLreB1/ovZU53AA5OBV6VvVA88QntijFDr726BRnLQL4pdtDn332KuA4HAYH3s8E+6B/VNuyCxlQldJd1B99JedhDzNvrrrJOggKDvW5jy/OrEocXxGlyu42SsM214KNgYTc60kGkVCF+JgLP0JTAtK7apmtH1ipCufMC50yqw2wWCOvmb50fdgqQOig/JdEVjt3Nqh9WrbVgHeOKjvf5q9cFd39ZmltDhlxeZiNYpfkrKEhDfdMlYYPmcWpO/K17x3qa6DkFXX8QB816y2W7512Kpz7Wz6QOOj5Z6Memg6APRMbvGbakLljkWODzpk+z52W35z/g6z3ztd3con/nCXwXfvdHuLL7yTOC7a8NXBbN/86bEK0H0K8DMY8f5/NUTmvgXt/0Nr4V3AP0NLaBj5m/chX62Kq57lnc4tDsAL0K/6+uewZCvOwfSnaNEcl+fKZJOyfeTHV5ef3UQ/U59v0HpR/qJ9Ss/5pTLnE5uwnMsAJzhnIzo1kPUXKqBz+5V0XoCeieukTDhwF09O34Eh9WF70VvSqiGzNZoIuK4laUNEIUSy4QqTyKpov9ZFrtJjl0g9opnC/Nj8sEWbLvEqHH8d9+4d987G0PVbvnucXhe35oTwYkhkV4yna55vH4G2uC5Fr/E78qz8Vxx7uu+2jO9I6vyjz9o1mEscYx13ANOv3gChsu3Tv/PYGTwYq1xzPLAdlmLBrv8Oe7QqXyCAhoWMUArIrXhfxOlvtiFccxu8NeuGZ/Y1HpUB4HDs9QfAXWGOnU04FC+f4q2ytRjYYGOjidtXNOGR3D0ev/ipzfMyRsaoDtdmeqRHELqQvVi6miorkwhD2I3cObolMgJVZdMHDipS2PTeQzqZtQK/OqOxHWqM75PjstZ3v6bzy7/G8sR0jW1ZfuzlKFjDu9i3bXM83q0Ij8FhktR321KehCdkpA9yRiUVnbSwdMS7PyELgMbddUPXi9RCFAuhxLOfaLTuszdKJ2as+msB9bd8anE5xK4MBrXAo1o7cUEnDow8m+ft3t8f0F0M2BSWVm/KMb+f9RH/oS3NgZB+Tr36dodbE0ovta5riM8gmzGb0XeiqUTkXEP826XBbzm62b+hlgYbYRSz4OsWRTd8d2a1r1wiKG99L6UtaOj1GfnZtMlHDFDKLtLGsZdpfcOSuC4sVF3Q+osfVd+wMrsrMbWgLLHW7QzFvK08c8s5QiVHrwM3Uc37sF5+p6d4tMadHoOmx1c8tllBFbvZxrJ19rPyE95ArVF4EK9tGuL6tbzqq4Cov8JS+I2xJN+7ClgtcusP2Jj7qwu/M1wsfcSflfGhoTOYq59u/PJtrjeDGzfzb/a4d29/ymo8vo7ObfCM4Hgrq9/uh1X4A6uX80rVr4I0eNB9HiQ/O8RnkdL+A1/K7wD6G/4PwtXdp5/J5wZKNkgw98ugP7MUTPPBvZzuquTta8Iot95v1oscbfcVf47+YpTaHiRbCLlfay7pkZKmzYyuNzaiFQzg0w+Fy3fXvKcKjC64T3Txv8J9YBrka9PG0aGzonT4K+v4T3Spbxs8nvA96LrILRvTqxOfTSfcTxvbjvHf37RpSnPTpxKRGU6hzRGx6GXnSaoDKjcrH8PTd4LwcI7pS8kM1ZX34SJ+s4BegaaFwIQHQ6r7K0zFXHfT/gbTOgxMoDsUnkxS35IzdSUFURS8QML/A+ypxE+W3mEYM5HqKzLZ6wrs/vQc7nLoI6W6BUNO9oYn/FivRDKejJ+VoljweFUfg50qOy1vGmhVeAjoXgctsBpE6mNWIfhZ8WykYyISB5up3hQzENODN8OY2anNdBcAxejgvGfi3eZ6lLwtQc6tUzSv1nM1DOWSzQ38q7TupxYXjhYS2Kj59b5VTznWNLD2xneAyL6g7gp6czdF3FLDZhv0tHcBZ88RroQYCwvBH2atHWBVed6yPokYxUlQ8gHNkRkaZdTgRdMxJ4fBR0C6IBHbs5nzNu8KKvFRcplW3/rmCQKCw2zjEVf0eeBbfhhLy/NMxRe1NN35EOZJyYH8jsMnveH01feD/bwFGZFTM9h4TKzt1kxgO7FRXug4+HA362izPU6vkEqZcdey1dS0Mf8RhxsU7JvGu0ANEuFc9DALueJCOe1VnNypIbFK6I0Fqxwaw48IoGqicTADqpfaOigx2M4TeXxmDgd4/hO1DOoH0w3SSjc5IfpxbiQMczn5984hSEBx/71hWqhOaRzuvhU4C7zQBovkkdPbxeUYq7KkM04ku55fhTsIXyX9dcFVLogN3TflfxrRON7KxYuRBV5qcxtjHEqhyNk8qLg1yOMZl0l4z3B/8rg+ZnOaaly4s9BLr8HjWS+UATKtOV7u5GQXmVA77ZIir8UdlJXKEurP+srxIsCAe5S0/LwAi8cs1uddx/ixqNa6c5dFFOuxpmnwvnIEsxvd43+q1t7qHWmeu/6Rlfvn/XX7vLf3dG82/z2rK/2Ch6/Ldj8TF88Exf4LvjsIoXvCp6bXfp4jL///W/86rj7WjTe8EvgHUB/wxL+9l3od+Er6NEpi678XdB8FUA/jiOU+0ocd+XeWems737DCsNX4NAZelfof76SUEIAgqYrUB0wHlSZ5fUlJY8C2290PoLDRtgcj8HtyVbi8hvaVgd49W+PHZwld/XA+677Bn7pBdYfZuEarLowg/LCAgFC/ha6af+1aja3i+ScH1woo3PDr1N0K4uvO25eqVN2s11ZzHK/2thun9Kz7gZ1fvqoXRRfs2ZPYkmc9coeE8+ZAxQTRQtQoSNYm559kNud6L33aL7jyuJXScs5aRQyhVwykAvy6zS6pVI6OjadeCkl1yC60xcdnbNUS8fwXEIexMGDSBR+nfygHwTSGD32Y8xopvVbIHw+nhPMx+NRnIVMRHwcw2bRv9lozrwpj9ls1U08nUYPSOMLDRwP/TsId4Ub3tM7nnd+jsLZ2M2SjkaSB2hX4yuMmJQmM3whrCFonKRe/KzGJTTDaruGl7Zg8vcKJWh8E0r8/9n7sgXJcVBLcM38/+fOvd2dYh4k4LDIdmRGLlUVdGeFFy0IIUAgyallie/z26zTHrAZVxGhnoqrVAFD2AReLOZ6f7KIyrFUbieKQpLejv2yILq2NX1jNS8SKOVT5gSUH9mB/16dvQYP0jenADrlumOgFnAPc546D3L90+w890LI7bh5FKMFH61cHVfzAjk/qNdcfFIkuBtWh9mpPiflb7FEHsAgOkChelWN3l0ZJu+vWrf4nkGzOAH0RS00Lxsgl+tw7a+irB/Yn0QuexhlYdR/rsOcxrEJjezXdonjYONGy0hz7THGDKJrAP046JDDF4Lp/Ezn9WOjv2Deb7oL26JybOku02OlXaqjgOaB/5oFYGH+cib0I93697GMdBuqPIVNNdoHp4C6r0salPc9KP6J29m7hFnn1tQCF7zswq4xLu5Xjzf6sGUTye9ctkTV8ZjS+njwHHLezIrSJucpvph3Y1PhNgvdbkgOnkc5uGpddQM/tuwE85M7VefcuKIiolhwfkZAe6+CGp3/pDpnUWjnLFyY1tx1nx6hSz+fefD8dD695jfvHXOYPOo+HY/Lpjkh2aM+uY/6bfJGq937u5ubujTv3an8p8Y6fqc27WIs392Gwi9qp41B4+1t7kIfg8Z4e5ed8YLfD14B9L8cHl2Btcv3bLh04n8Dnp9dZ1Qa78X7Ot8zFNFVQPyZ5X03fPRIoXcbA2qEmzNv0BhCog4Yc8LlAMGVx1biJZMbAwLlW1larqaXtogKOCN3B6XthNk4UjscJb8KPrpYQpxuxrzqtNvtSg7z0R0NQ/1C5cOBbT42H3J8rJPdvqrgnHpkjGR+u5+T+ln5fooXF9XcrPFDw/1E9twuITkHOL8/l6SPyvi8C5S7CkOKHh/8BnYZdzZ/lsguaax2Thr9nQ7cKXN0d8usH64TbylKc1yrQ1gn714+LxkQWUQd4f4w4n02ljSAuiZdy5nojkQkQi6qC+vVRWhKUy3LvnOl5YKj3B0XXpkGYwQL24K3i3jPY1611r1CLKIBdG1LbO1uYjqfkdF7+usx1JOpBLgYmbxtKN81KClEa3I5LJCOvMjEdPya9D9kfrJEAxgmIiHAYIEJCCbM1eBCQ4YxJQYxdIcgcXZKY0u58o1ygLXHgx4abHZ5kSfZVCA8Ml69lpd4hH4Y+5j1JPjd4qdOWQiknOlGtS0Y0u0CtOc7aqL0urKPLneo7ORElvM5BRPpyTNXgeZgUHS6HGqcY81rPDPJrhaQnrU8LlLw9nr9Gyhs2tPJg6W54jRv3DidAdEWhWo2SakzBs9jALcuIMb7mF5lkQVvGyQ5jfviAGcYL7lZTaHOMiAfzanNUYZ3OnALqGvWkxyAlZrGy86/sZxSl1eZdGMvTyq2GYuKA46XHEAPOngl1gVS808D4Kv9ar+0NHP8DTtgeOQX08eU8Fm6DAPox3GQHAcdx6+5Ex10D7bJdB4z0XE4j6xycz/6mD6IDyHmI50Q41RF8a/kNOqx2nHAu62+kHKJujql6CGTeP8wgOLU2UveXTtBSpv0+t4MCchzoVeK0xwKPM3LJ7cnyoCgGVV9IRIpU60vWXmgnLY17nE6R7mRA5ccYuUS1bK9vg2NSz8nTsvddsbjNwA/9aTl7bof9ZPV1AXr1vPtL8zFtDyzFdAWISKXqLFtl2MGYB+47GmrcpgYfDpNebtyMrhe8cW47cK51t9gT9o6Y5OaZ2tcoA66A5o+BoXnsynCTwLo7aDapEVddZrceUanQZio6+Of5HvNG7Q+K85wVu5nBG+v2vGwPyml3224273/6fAI/T87FtXVISI03gaN//6j//75l/77339I3t6mTfg2A+jMx6fj9YLvhVcA/QUvAOiU9mcKc7ShbjlNwm90+rmDfFqD5qBRJ+0HjZO8cvB3U8pXcKfvvwrUbSJDSFgN4jEdOGO+1d13zGsSA33e+TNbhzuRMaAGz0XPNWT403TZ5rekZZYDPxx+1bG1PcEAC+5fzqKxQY0n85S7BdqIl3lSU7wwebwydQsKMpizCnG99lt4iew7MdXBFJp8NqN/JzRNv5VnN23m9DB8+tnSXRHl68bj7e65BZEyeTdckaeZkNC/HpCO+LnTwbMgu+UdY20AQkCHbRzs4ahbfMrhbRzHqT0+dDk+S2WcOcZcv7HVb05vDZKkYInEf0LBgRbmiCAjJO5QxTotUKtOSqgMnfVeVgbV3+t6VwamKe0nczy50x0LwiBhaDgRsfU9QdsDM8E1OmX2oxFow2vCOYYH0QXKXrw/xmFBCAtArEZP6gIC2vbD24/lLwUz27yCBsxCPNjyWjAj9EnSW/qDtE50N17LdOqcf5VMZPwO5XWQ+cfyJPsOXZlIt8J/HOmbkKKMPLZXIPA3r8/D5VgsOvG6612+h2DxqCAfc9cdKEXP7JF4w6C/4mu0sYVwd9KZesbFLZL7+AHQBR0C9XUip9PT+K5/orTiUkDWZ22pwpa2vEX7CQN17fMVzFyLSQcEHe2UpkZ+q15QGzSD6S9eowZ0pDW46CfI3zyIKhxwU31CWaas0pMOOyXYxNaOk7Qgb9DrWKbWh/dNg4DWWmUMyif5hjKzloI3gdZ10YLTC3eg+wIIpYnrA9N71t5kGUl6f0ZOVeNW3+KHtTjLfzWIvhYUHUJ8CMkhdICyLUEL1V8H00Fk6VBHYhtsYeIxiIWJDx2D0H6VSzrmvdkOwGcEvLXveq8/PG6JlsvqLLjEO5jSdBfqsdwAKVUWKLbTWTqnRQvJ9ipFiJzw/JmEPQekb9TZPg5r4pNy4AGYbmX+VfNweJKnxjElWACXhsAeUP8xR3zfD+f6/W4RwnnOtk8sSIpW3sRAeb3XciSg7wt3u3rrWN7VfwfKsAhjt84tNJNfJqtya3DExQMup10GFPswyy971VIASIAyiML1ifpK6Lo+0pxsSsPHSVzYt3CFuYsuOrAF50loZ50ZaHUxtxBSHOg03bPhEb9wXqyeF3h/R/D8d4D34P+7++t3+H9bX4rQeJvB83//53/on//zi8bbG423QbJ2oPOvX9+D2wu+DF4B9Bds4Y7A3Qmwbws8JnzeE+ze5dk6Nj8oxN9LquhMV1x80lMc/RTb8IxVdT9RKX9kdWWcwD2W97nK3CcQQydTOYBOHiz3a458ocXxyrHYYwYV0ECXavBHdNJ8WtxK9x8HmFBlRz3u3osOwrgTJFbeoQRtDbOf6gZQGPmZOVJuTDZhQkdEviq9nXlVp5M7ayA4BHhsnRNMPnHSSRiWaZXI+4VJh3Vxdp27yHdlhEucAy+eqs0+qWXv7XkSpEn/qQvtUYiOh/cE0Y0HqOurOBYn3/hiGndSxGADBjTReaP1lNXNijeMnSBvYBj21EPZhN6hmD9KsOhYD0GG7R+OOWy/IWe/FoCwwEwMHNCiw5HqwMBHaMPCU2ltMkMME29hajQbZfacl9tqZVuAxmltdCAmomM5eJJ8FXRcwa8WHJx6WLr/E7jEaLJ0Kq0V2xYgGIEmzEzHMUg0gG6OOCdotHeY6OAphI8pRHBXoAUpQsDA+4tIiOBIXfOFhzrX2Ml9fTAxH0bXIoPhV9I9Kh7UfRicRn0ZQJCXlqxgz+s7C51mgnmtDOgz7vSX5MxlvE1aHHa927U+c7ucQ0d75zArNtej6iyaNO6AXb994DTLt91Nerzo2FsdRGh3b22YE+Xybk2uY0fURuhttKxe9FnELdthoHlm4fD2OoguywhQCTdyFQHPaH14ftVbbzbe/XvUM+iKjQ1xLh0zBU+Vk5pQdaGAzljvoM+p0AhJwmEI4yeY1HZr/w64DmO0I5LLmfH2FnZFa/B5LJlR9dYR6/WmA70hoKNBjS3TNnh6SYguqexBXY385mM3Ljg4jqnDoGBfyLJOIMGFUa7rJdLf2hCtDMNO9Rd7sMNOAAu7z9cnSWjuQP+1Pj8iB5PzCsOwcePskIOGEB2/Znv8CNCoH0lkfd6FSQ720x60HSPyekN1MuZe/a76Oc7BUHhC+VDwibhaej7psICX81F4Zyoo6rFgo0G2wH9X850wdjXP/IcDTWAJeCADyjrIrngKEZ7GEeVKJ2Ev0M3XoLdLqtCwbCtsbsWvy/yr7dxYbjFJABem5+wYRXt2HmF/ht8VdPrrnSAUfSYLDL00fNoxExLlxU5kYy7Y8iCqTn1SjV676o/udTHBTNxI4B+vlmFMJVuWUn82esz4XDyAnhfEOS5uG6vM8HoWEWIF0M4of5LWhn/LY0BXwkutU6tmnTMQnFaiIl/nJASWlCu+9as0ToQO86+mExK+s5msYvx9Q+edcOZ/LYuxgp1WF5BmuHr/CG6/I3y07V/lr/+MYPcZ/juf/Wcuwhj/vdF///sP/fP//of+9zjmDvQVRCcm+vXrFV790+HVwy9o4SPB8++CfmX5+1cu/azgcHSYRGfyvJ5t9efznV73QXSi30cp34HOQHtPEP2j9X4YlrE8SIjBAYTBLmYJDhANnosGCohw7gXOAvdLoHtBUuCIlg/I/FU48VCrHIz+ADajYHdcUppUJee9Txq9rjPTXycrGhhZs/g6icRraMPMwqTfQO1qCOWsthp5GL4ZG9y8Fe/ZzMNpyuklzqHwZ2asLwAAIABJREFUFcyveN3g9+6fOf4k3Wg7nB0kHv94VV5HU5hES7q/hOLlzEh/FDpEMOTzDIhOnIeD6DNRj0+dcxOx+DcSCYLnArupwPGMDnJ0hkQeFXfAqqwBnN3fBc6A8jYhbWVBijSWPaCxXoPzU/8ODT4cGOz2oHEOqJHKVhEIxqxg+qKh6lUNOIQg+qEOaVrBDir4dsF4a2LQ45vJYZTiltbavOiAAR90Emsw4DhWaaJ1CY0BtQwhEg9EoYMeF1ZYH4Q+w1+0NWY6o+9bPPYW+1L4IFlB9M4p5sEfmnSXY+3iO6D8NYElPerWaSCrQBvRyvdj9B2z6vIy1s744yDmYYEu222otFceE6DhRZ9jYMv+PPEklfbPABsQabKILVY+1Lt43nmRU52QHHUvFBECe8cxd2Tpsfiw07oV+2n3FgbPn6bDsLnmjKUkL6PCOav1jknnO9FPSyJKskHLn898TBotHrQnu8C1fQ9ZfCwV+xgwL7qj70kKbU1e8esgOoX+qPZ6k54xj8vqGdB8o7c15nVxaQ6gO8quXHBeNO/nNQ69oBNzu228SHgUrkEuElEI8gtFGW7B7MN12LHG1qF2Y0eoJW+GzAD6mzrxVgB9QIAXZdiBddqv61Qi1F3D6aB6IKl06/NN15eAAEV9HawGiXnUxp7pDjqOhkmUrnkHt8k9l/VjSOFb1F/Wd1rnMccjLtbA4LnKYzmE6JC5U9xsAsJ/gl4mmlMrAf4YY+1iciIQke5AX0F0tgyLn4aly2xvv9aWqbuoLNKo9DTdpdc7Ga1yPOuwkszLAxPFcKx5q60WyGKdt8cLipkXOP75mH0LCzKy/Ml8y0ROh9UI/GxQlX9JbpxAlL/iz8x2fEwn5NS1beTq8LGiDZ49Owpl8+J8lf0P43lDfz0KjcJE26Ibf/4AUqpsHShfpz0eFm1JZD7UJx084turrzo7dVWsI8iMKnznuKEt2gXSg9hNbRxLluGcCRczZ98R43WqK7fJgv8itd3JfivkteFeM/IilP9KSJ9PUDksJ1nw3Pw6S7EGGoP8c9k5GuZK7WD9dJguDHqCff0OwH47C5536Xfw3iD6T4tX/G3w0cUPGdynsi/z2XVC5fT29kb//fMv/fP//of+YV6+hzeStzciPujX/32FV/90ePXwCwwecWJ9tzJ6pP7PCpZfCe570Kd7hLx3DA6tq0v60cUSn0HfZwblz4yynXF3hc9X8L8a1Go0m0MPdhyU+eC6t0mnAmNAHWeiOolxAz1M9Nj+gQrInCDmTSuzdcXLEWS4k5xWMVllmvtAKKdeZc0d9Kw7bK2PMagNVQSHY0TxhLMN925CawGA0/x4pRMpLYYpfCO+yavVFec6Oq1vTDqaqco+rXS/YoiftlniRZj/g99pPQFa6JMNbCbGdrWdUGqi/BXys8SppuIU0Qe7PHc4Ij+FsrJzV6g9LvgalmyDvvA+VbmS/gBLPc1k8twqycTAxFl9hwL0xZ6JY2bxO5WE5igI41Ecd8XZHCGrdSEIcTCJHNMpvxzN00HvgToNInp71DnhDnE/EpiAJkSHlnMcFjRl8fIxCIP4zoAJBqAXNRqnjzpiAv0CeB4LDOsv9KPjAyS2xUJVngfn9gDH3oh84nKfIEDAHoAwnAK6qywIoC+6o2aQg0iI56682bmzGnUMWVuJiA4iHkQrPZEGTxxf4rGc5I6v9TvRXBiwgudFPyjxVp10WGPhveMERA561K6t++DzG1BH+IPv4lqxRERgA5iMOPStCtJVBvavjiPgaSKaOyUx6IHtb/Sllc0HEc0gkRwyj3UJCMM3bO3JcrSzuR2fAjZCUKwg7tpmxAjEa5K8e12yrV9b4zKuto6pPpRoB4BcaPVho3KkIBvrZsBPQvkSiopiGOWtv43mrlMN5buOZS2DC66R73c2tOS2gs4xm5jcwT6DxTo2yE5oQjpMReWKI+LjwynqelnmKIylDidCOxILWKc8zUIsQDCGN9ADAMP11phBbrdvxWlp7L7auPpIFye9DQigD69zylGeOkzgkxYc9ZcHPnAH3XBdKNoPqwXYyRz71+14xx27lo9j6ST2IEJI7rppBtuPoN9ICOgL+lbnSAF/1w/+iQ/jALMl7LvqrHRnKxs/ERIWHY7JPDLGOuFq0lnto0Anlc1LR8pkk9lOWNCFY8N4S+Ws6jPQ1dohOB6DhkcZfxzEY9FOn+ehGOyB4c+LUUHWHv875ljr5mBKL8hqjcyw7DVrj+ruIPJ80FpPLoLF4HfUE8JEdAwiOUBihaobfCjNNfWx+KkAeh/anrVM11SQu/hMx0SiQYRkV+/wb/JnmbfVfdWYhNojBR/VodeJw6wg9et5eTVoF8v6MDRFtYHBcofzAf2Dd7OglXrxt+qCZLGgLO4ClhGf1rJs9HtzL7lMoOWy61SP2KJTcjk6ccv85uXFwDkuKoh6wH5VVjfvtGyTNEseBP2FRiB181fKrBd01PSDsM3PWSRsbsDTBbwomJctoyOMfcMv01yC7Z9ZzEx+tLnQ4/Y8k/th2AXKz9Lf92m/H4fvLO8q/x0anNX1jMDxc+Ib13BngcVH6nsGrp0/efz3Rv/9+y/99z//S/8s+0+/g/5pgfsX/Ch4BdD/ctgJ32eX+YLnAArmTOdOaNfg+atvfgLcNpDAATS9WOdpbYZSyp5GN9rZ0c0C184y4CBJxfFabQsv3FeB9VenLukkY03C3AneTfigzWFyAM7FNHG47aDf+TUCjUeZ8OEE6hz6ybqRRyeht9ggTR6zE+cBg3tfCTpv5oP86+/8nig3IbdJDeSmwpDKA7IP4Svl8Sxv87zAZMaWbwovYvmZMaW4kVJZ/TufXgPHMNyrz9WCd6cNIc/uHeoOGekNe3WAAD7uc9WFDtPZ7nUwYfC0a7qO94RYk7aRQ9aE1Y4l/8yJA6lZ9JMW05vhAXVw5KizCssjAqcE7nigxq2qFcIbdYKoTGOkIQaesWVL7slycYAc0rZkigSCqMP7wMcx2NPbAQJ92As+WfRFGoWFC0A3/TzAdBw1clfzEqWdJU3jQlZZoxHwVH5ePzLmLjoabO8skADqirUdayBp262vVlCGN3QjCyit8UDwB/2kTjzT0UYzcKCh8sWA0ez0tTsQPIzaz8s/HpaXKDJOsiU3sH/8F/nC8B0yY+FJTyltBO0JbCgJkeleVWbnIIKhZqVH1WdNz98G5VnXWYmfMSWcvFABaQsLYvqUobvsIchzrAkkNPQJyouGB7EE6fBQno7jUCxLdNZrpXiajOqH8Fv0f6qSMi6MZANSYKvpBr+gMNT6LJwNcmTur2KteQUWf6muipXaNYeLmM6SCtkOsbLztkVfkOALZcG3ZI7vbCfI1KODeO1mVdt2EI+DhIcLD9CXoS8Fdkib3LXBALXFMmb1wwIfxMDvSYaZThRTe8k2JtMH1uaFX7hXAo7VLk6LkKzPXVYUpk+qQfK7xCe2uAIRNuE72z3nFH5NkF4Ev3vuQeCZ1ccRml1B1yRazPYLCQ37rJSMMWkC+jGPp0iLpZOWDrPy2W0LzGC7Q6E4FgI7lpzmpsOG8Wtke6D6yqNUsCCf6YaZVuV6EJqpWQx94gFkiXiR2jGaaRWKCJrOhLryuF101rU1Owj+llUfLuIg1vZHij+qv7zl2vYkN4IcTvpsi3/FYj8Pqz38GM5Jj2wzbN5y+Mni1Ghg42uDCdLI8mD+WMMJ7SI+no1zEQ+Ay0+QbqVG1gUoAhKEVXVyTYv2ho2L9Sz4BTPVNA02pkjUqMvs2unnOXwk6BhRP43Xg9mTbYq6pqqvgAN2gdaHsi9onTKWqMiFMrQqGTxfqoeJ1mc2VBJCAxQFnrIWTwQ6BdN/cXyfoATIEBXH2G8Cf3v8AMdD9vFlOKNVjge8l667eMN74Ayns6Dzzu+Zy/4qmPb2G739+y/9+88/9N9xkG04GIP410H89vZl+Lzge+AVQH+BwWes1HnB86ELnBNFJYPP/5Y++d1WfJ0ZA4IGePgO1Orb68Kj4xCfExrheRInTdnqZaBYtwZlcPKGDvXGJ1bK7iZmp95aMCjheOrgdD/oBHBWlBz1Ntcps3avvnjLKbZ5W9+iFUw2Naj1WNQYq807Id45XULymhM9O0Ma5w06KojInVizTT7ZvxqXyi/qGeH85gztWDo6TAJO8Z1XwOY8E5r9aMlhItPVDC5DKL4G0bvsta/SuNRALJPtbnHHJKWxBXQPGGHxEBQNFVWnjOuN7r5Ll3qJHY/0osgk5N6w6t4cZe6WEXInS24bMc9vgTLT2wp6MuxuUweLhHr8150rfRDLuDh4MtyRYnwT2gcOvOIAqbvtiyOHmpdEfiLBoPw52MR/0TY4C55XhxMGu8ERhPzD2kfsHBfE4grsoCPegtwLj8USjI0/0xvgzJe1I094TVQH0rmTHF747Catn0kda5z5C3hfu5YRL3Pyk9EIdbcF1Ync6V9k4tJgK/2pvbbkVZF5LrTsEXohsyybCz7mDjwrgIEuFiCQWpdi7MdPBFplwOD4bD2X57rApQQhHlFqojy3MLR7HfeeMI5LyZzhi4NY7RsO9fjlsLb7psvZv3pSC6KfpQoGCCXhD8k8zVaXCrnCSOmBHkQg2yTKIFvskmhIgXaWuGlPBOUltBeNv+xR7FyziaBZeN2a+Ox0z+UjHiF9EDLY855GSAVtp6+1HEAvyQLkP5efTmOy8sX0vO2sM901aLCfSBHmAUVvxQBEZKGoXGa+4d/WRv2F/LMK6vig7QsnWUgQZYiE3YNMFBbiZL0oxtu5INQPuGDAeR5lYNBhEguxBT5qR4kvuJso+67IgZ/8EMDhrpxSGsggGvM0DyKKR88nWYhttXemkNjb161qMJlW9aktMDO0QIfhaSeEoiVIDZjTMNFa0CxEIcBcdJ4RK451geOWrCuN91xuLQ2U6OI6TOxNkiWpj0znM5QR3iMPJ/1kOnLdc6O/6EEAvaT8jPZoPyfZB2KJok7KoIcLzCT+fqqSRi526GLJMPTSmyav5AdoSba5XfydBemv9Bf0aUS2VsiwTNo6FIQcjIkeo6T9xdvdVEWF2lVNERGnYd7rr1h2M95Kzy5dFDoA7O34OJRXRc7MZWPCydXYJzvervQENZHSxgSBwkHnaZ2Ix0bOprKzDrOTFxZxsvnl+fp5+7V8iHor2BF9amL7V3pkfjj8Lb7qHWR+PvNp36HVR+mZ/S2fHSPqguhlkXV6/y08I0TyNujtv//ov//9h/5TmbPG6CG/iI9XAP1Ph1cA/S+Hv11h/c6w24GeV3VBii/C7OvhdwueK1w5zAUNZ6Log9hl0PJgIqMP7JEVtaMbTrjWDEEaeYGONwHjnShMnGbSOtHLjuw0++4aGNonJLpQG6aRV3yenSQ4QXQcpp8GnTYEdTv17uxEZ0vslQpVGp1Btwqz8E+eYV4WCj/mkI33/epzTOj3zERxKbQ7BvZD1FwUyzEA7aOePLlb/Lq4XDwAnfFldZ4BX+p946jKDhKfpjtPnNLLaC2VdAks+MI+SbfFIsDwekTeLEwDdGvyTAn34LDQMar/ink3QqwhBdO15VGtaIBaG5l0DrK4ZczuYXfWBkcHkTsNzJlfOt2O9tbxZIFz5jBWfGdezO840B5gbBVnTwgU6T/nnew9kGV7l0mczvgYguhhDFOcjHIaky0y6y8EfUwOQluF4q/qlSCH5tMh/k354AQiFxPq2GfPqC0gOgRwh7K1L7Ksg2TZEabjRmUUGxILD2s3fGMQeDfwV+5bSUFZpKHxCKIZHZpz/PhOeHuVvt8wnXTRzSyWP+OzxtMYThjFkZnoOGaQ5IBdvNpe5J1IYQgciMnLot8cDc9jPez9oYF4XBxU/H4nbOtJBFhYAh/HwDCM2yQPwoIgJsJvQ0enb0LOeAoewyKEFn3xroChF/Cf5ZB3XZI5Vc2D/jQnKohOkkADkwisn39YdNRrGP+to5qa5wGdeCpH+G3sF5dXXIe1AHVANjmR9LMPkRaZNmf3tWc5Pgp8CflV1It/DkJkBadMHgO+5gQXGjoWZke4HhsMizjgCG3TjyCbk05EPpmXLuNmkzzIaXq26K+EexL9p5B4wnFrhMNqo8u01Ylc9Q0uNinTE8o9CGMfvqMrQHtIGtDTZSW2AAxPT4GgMgPN2ARAYhhtYzNO5gIwP+FKdKCKagcVLEg5FJAur23sCOhivRbydM3YsmJJZSJF/ZHlxWxw4EVbRCegjzZ11R2x0InKoyifgy3idNR2raEDVFI7SUqPaPkxGGolnusZIVu07SY/Hhnd6K4HQMeaWF8oO8TxjAFGe1dGpsrU8xpxiCEvT76Z/NfqL6JSo+lg2aToxkDC2OY36Z3ZVlR1jourkMNotdNRTtdU27rkNG7nYiNyvjE+S1zWGi86NlJ/5bYUIZz70MfUbhxjCefymtO4EfLPPAH2ErF2nZMr9bbaYl2BIDNF0rid0/crms75udo5bTtPbJLEIguprGeoSdSUtSrHBa1mdyH+4nytuIdCNmPUqGpjvl+igRnsBBjm87Qv+HHwiA/7q+M2zw6in8GdIPp3g4jQeHujt3//o//++Zf+Rft5JiD+9eu70HvBF8ErgP6Xw3cJoytl8ROE5FdBR4va/jsToj3k8h7Q1Rt8Ijw7gP1s/rhSvM/kt+fybpzYFa5oJ1HiR3kuD4qITveqGa6Ohhg5w+L8/W0DBp0N2I4c7A2TsTqpLHj1zXXnG+sD83B4a614cVSWx0NSvejMyu9m3rx7vWkfvBNKTq0wca3l57vzRRb1fV2luc0ecKTssEll4S6QQhcmP4IUgrzFtQmk8muceMc2dfR3h5+/F0+NM1qf1m8cOJE0HpxyB3TPA948x6PdIQKOk8KMG/Bj3vzXJ+FOX/+EgTo+2GiZ8cCACDTXWm2PGK/XWxQNG2YqPN09Kw5hbHTgEsK+DA5wew/8o9dZbqVgTds/Kv82mOUn0hAw7D9pzgQ9Gb3nz42PVXa4yw6TBqokOnh/dVi4s9nLU36uTvQsQ7EUD06sNHrULezYU85k/dPo+Y4GsNMn6goY0w0/djvaJz+4vtDdl4aMtQ/klcprorVYQWKaMLbF5afgs6obMs2xy4KzIuCS+nldcB7TRqqm/wj6YchcoGBO+FxfzGt9p7yoQWKVvaBPAQlonEAdqz/oInjeUmgDhm+UF1l2hGd2ug/o0CUzDhbi45h/kbUrbkoAYFfEOqiDRp8iLgN4JppLKPOklcnmaAL56MEYpIPbdJxoNhpaWWOoxz2DlZ1/NSgMzwV/2c8iCBQ23SUkMsLYURWzOxHl7n1uxs729M+YoF6cOI9Q0AopdTzohgvZvyrL1BZi35GOCEYbTMI7x+YEwlCqsmVno/RlbmpCu9uS+TOlbZUtic2gEJUbYSEuq8UW9Zfqoho4tyQB3Bb1cNgck4PyuMmggXQGHK2S3XyA1Wx0HRd5os+HmgP507BSouQxC32q+q/UEfRFvNfCi4mHes5066QiI56Ao4Ts6SlMCqxupP26drnhlC9SI405o5eTUSliVRsTNm3TlghtdqJDS0rvNTKyAJI66zBrD8rCeJ3pqIs6/OSbTbVmF8W5V+i7Bv+sx1CHBFzs8oY8yUHrVFcXEDfZmXAL+ilV5vox41jbx8APdiKY2jMXpzoho/l81fnam+0LzGNfJRyIwrinnJS3t+2TvOgVBbHLUEA32CCOn2be+u1W2VEnuDw9Hx4Z51S0dO3KaU6Kb3izJGn0BS3ZrfPy+QRlw3mZRZY2eLnOSTzcGyuK0laF3IUrf9JXw2fi8xNiDV9N30f9+Vfpn7HTfXe9o82zd8M/1Aey5mtvg8Z//9H49WvKhGULjnHQMcZVKS/4zeEVQH/B0+AnKKLfDZ6tOOuuM6IPWVJ/ENwO/n4AHi3/1jE86cJ7leN7BKF45DORf4cqJjOj++x7pmGS2s/0oLDGMSJMdMD8zIqB4PmNicyZJyDi2L3HSYigP2oWjdVgETp7ROcOpPfrkKvWvxwVikZwMCUHTGqVOzUAjTL3FUmr5FMxG9LhXLgEGlb7r361+XOHywqKJAdXpUdyQCdnxNlkvA2eZ3yIlkHr7lVBXHXxhGggZ/WJHquqZUJ9BGVZqzSYTTnI68R1R3eh+hYmTl2QQftfJ8zsY1cn9hR51a9hDAvwbcMbJXjO4CA+EVvl6NErEbf6zR2GuOOLkhN3VwQcBx126oNrHR1qnvMCOWzHHdn+SfrFBnwzkGN3ByeOLiA4jrgj34pKaGPgofPbaPkNgrP+4YJp53xnlROKX3iO5SmS6hXK7ZXA7qEhunMbd8GQ973LKefvEGyeDGnjnplmINVakrQo6rKOX9l6BAJAcNSk1jeEiPzbwPp9ZKKqL21EL0XmE3iQeSKxDtN7QnyQfwucmXht4Q0nakBbkrokHoNIvyFPFdBhrN9wN6dhVqBEMfaenPiT/TPvVz40Jz7sOh0yoG+XnLbjmFNgjJ0v5TiIReiQGUhHyDKuiZiQHcufgkI58GzBB8AJ2xaD6NS+88C061Cjv0j5U3mC/TGadFvbrNEtGXJA23dU1+fGu/oneQcVBPfs2uVbDKr2MngXYM/v09PEp1F3iDg7h0UQY9gCIrsGOk1dHsvU8SHaN5ICkBLpn/VawZtu6N5TiEri3Lo9yy3wxCHOx1DGr1Zz5hH4O9KOeWGXoaoyjF/I5JCXHzBJ/ejPtKw5dXLbJwTN0U7KptSVDVsfOjeAoV/6WnmDOZANxzwtW8rGKk/ZwHIstcKGt43jpP9aPab6iIFfV3IX7c67YcQ0sg/bAloiVqtNx/RalxAJD5PR1stmQ8JnNtYvEBpwS7IW6Eyqf+yzJRQ62nhZ+0tqEPoaoo4of4oPyHSVi95NSps1Rqy/wIjvam71axyjue8wDRHFBWCpTcDATYt1CLu+5JQF51btvBDlaBi/KgxqhtC/DXrKK+5PIyL9nrfg+5naRRmMqRt1GjulroniPi7wayENtmwSuz2dKsF5kunXyIdRFpz9ujAqiwt2PHCiVMB0svufAFlWzGed7IqNy/bKfEaBRd0clXDvj074v3RxVkg/A9BPjf7qr/DRZjy+Gnby8yfCjj6f1U95oVSW98gjz8YBefIBjO13zveozGtf8OfCK4D+gnfBK1j+GDxXSfbuSnsb+ubv7KdHV9A9Cs9e/bZNU/ov7gI4LUEdKprW5rKNhhf2jZPmrehhaL0wi3BfIMwEhn0hdE6kxrGC6B44cAdtmC1qptT0fWtFoNTlDBAkEjoYwqx9WGDDJ7FeT3Si1ECBO3J69yKnG21v2GeFDvbTAnKbT0iCbczIwj1OfQX+MyccUXTe6G+61ro0MGU7S/EPGjXx7pDctTU6YopDyZyPyEu8+KCnTz6O0emDRrw7bwjqISILBOrAqoEHbHHE3+qgnA5RZHPCYbAjOJUNEfTqxRm5jUsrN7pvfEddme4HhFid2uthR1kP3ObWNO3G7EC7MSIdgyO8BR+FsLWrtsd4qClp55N6SM5/sq5FX5R6q7Xm6EV3mW8OmyME0R1daXhSYFybN8f5vyC1ZNFymhFL4TkMjvM6c57tOWdWW22IjuGgDUP/wrvAd8gXcRwI0EZWYDwG0OMvr8kxC9EhRxoXi2roEArONP/VQKG3U9KlOMn1o9oriG6OYUuv+I1Z1xFtAxCWLs/N6b601jHWzvrDvinPB5Sv3+Vd9NJdsXQcrhNhbMYR4PXbMe/YLeQ6LKgmcOoirdzJH2kfdZjL4bFoE49w9sU5+mkBDRxbVauNv0T06wigwgIj+7NWkq9WKV9YgGHYWLI+HQvfFXANJaX+zOaRB/A0sDjrzjI0B+hdj8yih8neQa7DbOA4Quk+B4at3Ta2XU+VHeiQ5jjYdJngGLE6NDganWrH6SKOCNl5XeYJntB+vXcj/bGOwF8QOB8D+jbJz9ZiRHkAQXR8Z//uFeITgdNdrPQKhbg33Ed5cX7qUCG3yXw4ut5SHXZg4L25qsHzHbKJjwuvJ97mKNVdnDc6DMvFMjY4hKqzgxh1C+ZkWAAGxc22qOyb8oYP9iA6MwkfwU4L6t50RWw7wa+fPMKQ1vGccxzXX1qJpYTd/Vru1McoRyKddPzr2xDTXgu6gh4ZY+owovnJEtJxF+1E6vQQlsPXxy/nvBhED3Q8gTX7avQY8nMOrjtf6PxEFy/rmHFunVhWs3aPWbvoAX712hcQRTl3KquAdzn92gvyNvrpKI0QDjhdB9Bnesicy1p8bZJmKUpj5fCeYVFKbSL0TjuWM1sRpWGV0lXp1xSUUiZRAhUa8cjmzygDtG8Tzl0RgD35iWhdHrmtwn6qq9nt0RrM2+ubBRtdYfyuxBF4nK5KNrzYnIrwp8BZYPeR9F8Nd4LnPwXXqyD1Zy922C2Y+lFBdBeRxf/wQCkv+E3hFUB/wQt+K3hEWfwMRfwT4LMU7nvh8cAMODwfrSwZ4czFKiebum4M7zzxQ4e4OQkkOjjcWbK8HIfYMbg+OZSQfgs36KXlsV67N9TwDg23yYpXYbuiFUFJk14oNk/6W5wI+hpmVWvatfzr1dESC/D2+aS0vAaHEgRvilcHkO7qUn8DGK5lVehCJhu4tgOY0ZmvuzYVdGKtxqpPQo0qMFYDeqKTbgEcJ+LoLMHJ/JZtmPzbu7BjGZ1kviNP64684IELx0+d5bW6PObqlDh3C5PuLtLdsuAwZD+akdVBqVFKjs6XswlBcKDqlQ6e5MRWnPQhU+yjHGDvaB+HoNMkrziuAfRdC7xA/37f2gGyOhOPqD6VMQl+VPCciEyO4sc/9c0Sesheuhc5794znlW6KOOp7DaH7UqiMqF0QucMqItHiBSXdc2+e2/rSCLAT7QM8vHQ4GD8CzytA9rklMkr2KFFzhvGI+YMHmtXONFBM6A6iGwHJC4GM/2n19Y29nEDwUMN+oUCS/X5AAAgAElEQVQFbULzu+QWONeGay1sOsO+uTwGiUra40h8CzI8tF/pdhCtILrtQB8rgpEDHIrKopHKChlx95/1E/IMCtbUYeZ8WA9xBxruSNvBJA/oa6EQPA/fMMYA+tvwIKfiuSo6jiOMp0PxWYEJoaVj2TBtcdN0Gjif+kF3xM/3KuN0p7IuIErxqr7tloYNN9wx6MFb8bpth/vSHzA+jB7KI6BvbfyCDVMHOwSyTdaoPpj02u08J+F5ygMfVBd1QfBcx4mWCb+IT9BnRQZSnAsAfyL+Ji/JA1v+yQTQS6CzJg01kI70xI7TOsnLWHUov2TOqvS+0uuhNU+CaKXsTMl9jmasKO2XXLbP0ih/EoW+0yC6ji4zfIlsLLmdqvwLcijg4jiEdqT+ChIIxPJWf23sDJUhVvvIfFH50YuMgVReglYaRLTNUwauBTuidqTqPiI6mIhsxVTQExmsHxaezrYuHOYlygfFE4Lt0BZd2ENEHuCWqBMZyppyQDwdUxwn0I8yhv0ZHAfQeP2jeoiAVxc/xjaqUgNahwEq8TQoSjImJc+AdSn/5lNB0EaJC01Bz9Os5KCDDmYadCw57zIfu1fHEtHeP5LryMFzInJ8UJ8i/TKAYGh9M9bf89IWgAX7JRJvG+Rv9JT+CN4DcmHeYP2qYiq+V/0V5l7KmzY2Ek4dPSiwU+krfK/XO/mbN9KY3RsWpiJuKjPcJgl/MUf6zVDnY7nSK73xO8DsoziqBfkG+Dv8ZcVhi3kiXwqUt9MpARkv0H+ebQJ8EjzDR/u+XcTfAz85eK5wttj02dDply6Arnh9fxA9+gui34Gux+sLfnt4BdBf8EfAowL0PKjws5TYY7Bx5D0oyz+qLK9omN9/tdFzhd9nt/8yfZk1RefeZekns65uLrl1uCUnghkMlBwO+hycEjHtNDLcmaIzw5PJATqRzDHQtBw9NbLqQq+KpMSaBp6pMyrMXqm51mLTZCXUaU8nvpGXxN65YzpjgwWsphETpeAgOtDK0UG46luo7gCEenyCLOagUCf7Noi+MXbROXgMIuJhjjGtdXZrdg9HEJxMav3iNGuD54s/zcFG2qWNlxN5AxwcOfAsQvZNWuVnXDCgxzpiIMSckFtI/NQ6l6KzznDT4JLSGhYB+O7D+Yf06SAvGCBt38KRpda377Fr6JxaJi6ys0b7F2WK4q3l1Rqo6dTl4GozwMPYqmeaABea5lYZWYQV/LK8ggQxcO5BMy2XJfOjVuPyOUionaxu2xN3RXtARN/G3658C0LqiREBG+cl5M+CoY5hG79CNLgSMsg138HHxMsxPI9X57HqQNGi/Io6bRM0Rh0ariHdUmcFLM+S0zPYJiRyrO9Ze3A7TOSzbNJrpemgdUKMBlxW+hXkkSXGmch2+9EKnstYdGE8Ah6QTp5gWc882KB9yiHo6XRsCGEybpboussDmEM8iBJ03PB0FuAEZvRABHtAExyfORhrC8ZGfD5Rm20fMqxelHEVJ7E2h7Gj/8K96jf7ZArYMAL8MeBa1o5MTrox78hXuStgo+TRp/UAmv5eaReC3Bg0p0BP3T16sPgOdBD2qPu1vG3AZyJm12cy2MYLpkN7CRUOjCFUS7rTPH46APo30Wxrnma8rI05IdrltYHXOuckxWVZeeHcxoa5U/8a5wGjjF4YT85LNmRxJ7HaOyjrW9W0wbdpB2jKqLdA9p/yl0nEVVKoo7fPgimPuKlesgG82ofKQoO/2Y5CWAuZ58KprA9cR+B4sDQqy+Fv4imk0zpYllYo7foLdMx6xiGDwLhfehVww8OGtD9wLOe5CuJbbEiZn+lAequ8ibjD4kwlkIm7RfcuiJ7b39JE0VN9MMKvy5zeVs7zMKFB41jfYj10we2aQwLz+lyCCIdlxrDY5mbnLBlnn6/Qft+NJWh0wQFkv43bWRIuBHNrAYqD9mO+0phmwEX7dv0TdLigwnWeLwslmMKJCw1+Pl6uIMkGkbbcu2B8i3YYNjsM6egT2Omv3b3ib2/KOGoQyMim8tv8N+HKvbbFb/vEC/RuQd/GA/hwwgf4noBn4vsLhEVongR2j9P+JLgTAP2oj//Kf31V/0f8y18ReO/a95HFCV8VfFf4CD3u44obAezqBX8RvALoLzD4HVZEfTb8ju11h9I3I/KDoexU+fGQp9wfNIR32ZcxrkegRwcCxckW3stucuT3OTCs9Uw3hE++62TAPBITH5w4Sj8tZ32nfoGwXXfhqhNswzHOWtLpz/vJXQEtH+8pfPt0YgnviIhpkMhBpf2aWPzGjxsXm7DpcclhJzXrjrckD9Sxgxiag2H++TGyfoSrOq/UYbILqE80OTgH9Kh/HiM4bDSp7pazYyXJ8XeXBjgRAh56j04lx9dozPjNOsdh+UCq0y2QbJYtSCfgb3Pop91PnYNk3lc+7+bNxsvkDBnYAYceHkOvBD9Ql+9lhi8YUM6Mk/X4WQK2J+o5Dg67wKOhGCsj8A7Q1HksOb2vJsHrH2e/3p1tTu/sqCi00PbmkxHuAKRFPr+Ze1skUeYaeI2yBb55TARjw2mag+hTtlaeJ+uDVV72shVEbvQTrWPQtUUCOvk0t8ts7lYKCaZRLl1ynyg4+8PiFhCOMkbEQe0paJZPj4VIBrRGyCSWqCBFeUimGuaRt4NkRMdsHqkwvGMAQ4jEgttk7cLProgI8dqR7s5SwOmExtY8lPUg33msYKj+icwg+vp1Wc6mu1PpAeAjJqH9RFS/hypepZsCLneHiB1B/jaG7S4Xgd3AaTxgsDgES4SIDvKj1IXmAqXVD0ywCAUC6RY8P5zTnaagWwMuBPj4DnEMDKucs/pZqadsIf5eL7Rca2+sh0hpKzF9kr82+pY8DDyJ+quxy8z+S50nonrZbQBiokFjyiPbYUzWVtchQFapTr0QLIPu3IHxEFE87UCAPsZng/AEA7M5lHa6IAPfn9Qe+NmScXiffyWkA4YVSKjtB30GL+C3WihZGH9IfzV9FqpWfiCnPYU+ZUsXAvZhLrf0dWq76y/XY65QE0Iq38j5fdUUkmmY36yMnmS1sdY9leYmxxNxHIMlI/P4JNWJFBkjBbdNh2XegF+1fwPNupY0+ebfWPioBEq2oMTWWF6SqGNVhojr2kKaExBJfai6DxKIrE+WaOBzojVxHmMec09HlR9qetCStyBnich5FvUWKKvc8x3yrgOE/NMPAwLo2gdp/gOyN87LiGgMGqwLq1yHzSa5vZoXhhVsU117XpAV4Hbq4Wiys9GSsaP8F+cc5HoF6lUcQkqQ410+q7LhbZ/35CajzCGyb4hH0VTE6GT7eRFOg0tllqyCb3CYwtjGFxe+LLQhCO05kElRJCYb2eRmD6mn2vv3w+WI+WboZLnaZutdw4MFfAjGNMHQSdVeCcKM208n5V8Iu2B0HLP+7NnQ1XMHEO/PCNrvAuGfFYDPdLhbD572xXwsb4D+R6/x9pfAK4D+l8PZyqnPOB4Dy/5O+O763wcV5+g8urSp/xr4Pfv3HD62/5P2MzYhst3N2eXXGf82gVOnRVcRmSPEqgXjP5eJTtlcVw5ER0YHz8YqWAOPMeDiE/2Ao2XSmYwg+ltnEraU7Z/8Ukpa/dfoMoTkkJO+ZcMpOiKg6UwUFwx49V0QPeBjTuDowNFV/tlx40VJ+gVnnzqvIKCCzhr9wV18uFMcwmyr3VCXOo4MdwntMEcBgSNPjfAQ4I3OkNjXTm/HIVxUEC8D82DQ3Hs4jgHHl8yh7IWmMVnn7WscigVuNJBzBbqLy/EJ3pSU2P4hIt0J7I3wACdmSvyCzrfUX8iDzm8bNFLpZ03N786D6NXP3H+/DzGReM1M15TvKr/7eHGVJMccygh03IoUWmoAfVePUOwf0jJbBGPOXhf0gXNXHp6r69+oQIDWZbxPHUZrQY6fcqLVLbmkfyCfSuugzICReJlFHqvcAwXSHmqypSWkN0I4rXy8QLu1PlUIQ9ZOcZnXyQka9LG1AurAloEz1VhBv8uuf0RkgTo+yjs7XtikIa97ptjbST8oDwdejuMXf8N3p98Gva1d5+PtLR7hbrydZA6B/CMiGjOgq0qA16IHDejiSQ72txYRqPy18WMsl7/HvnAggd17Hiwh4J1wcoTRG4bQRDn2I8jbwDtmv4mxjeOocsTHl/FJGJAU6sDnhd+xGJWnK2guBPQjXUi36EhUgvyhKAhaWbs7eQd5OrAAIgS/Zj4x+ga+wQWG+KvBc/sOcMSh1GvP2czPCFmfkq3JQUI4aVsFdtL6KAkoBXveDyhz01OUgexW7xQt65n4YjZZDJpFZgie02qmmSTaJ6nigECPYGx9oo/V1ja16P5YnQZYoMU6FmEMuX3IlsePp4c8S1nop1us/tAeH48tB5gAHY4rCtXGsBKi+V1xctnpAT40rfVkLMdNSEhFqgmcgtlKUz4zVlvQYodEF7hXkSpEQmPRVc2KtciWjhVcH9Em0O5atO7GiKw2ot66E0QPOszki8BinBhAJ9NhLqMxgD7LmuNnLLk2VbYrlBI412ucq5lM1R+Vf1pfpm3UaZ1eoDBhdYiLOJXXrVYjkqy26U0tH+7QRoPrSv+cV3JxZZ6Eln8Gk0hlLhQq9cs4QU9yLt8DvrrYSK9r0StJPL3EukwkpDfdT+K/699WdmgdFOkQmvxhH1zXYz8JHL965crHnkhPqSUuYZ6f5vuBJ896o3n/00kI8Cf6bDPkAPQuiP4V8JEg+mdDV0c+9etZ8Ci9bQ7GZHNdw0uf/S6D7gUfglcA/QUGOShC5EL+b1BuPxuaSVsj9zfz3hfQ722gwRSJPqSc3Zr3e/MuUHDI4uSzL0uniylwkmZVEXd3ZHgCd4CW8sGJLnG2twwXLTC5rmwOy4ZncKwAPhG35eQST3fqgBXyVeZlMt5ncNffnCrxGGtn33zqE971LAT3cUc1gcORKB7vzoGEmaYeqKTk0I/f1uud0hKKC9cQyGO7TfrD7EwOf5ouhHGsK7DvcbJPZJN+iQ6QsCtfPc+LJ3yKCpNTcYdNaO2u8/NcuaT1yXO+b+tZzzzA6HmAdE4XO21g5Qk70L3fNehT0EdnDCH9QP/TGhMJCw/YAv3Yy42BauAjrTfxVQgobQieWxAdWbxJ1ZRTh6qVFJ3cd/Wpp//wIqdU6lV9827xufUhGX11rPiknSw4ZXmxtDms3GEIcrCiEbl31z+Kr9WjTj1iWHy0cUsH/YQnAyzsVReQBhuWRipHvQO+6FBdPHlmG+jwMQeZqZ+Jt596EohnjJPHfKad9YUGDcOok9A3GhzyurCMdaMbp5U2Im19ocVGUv9ebJap+m1iUWLA7nMSJjqEmI+5g1glBi7oOqGvKLlMlrhc6/SZy31tnn97ekDgfO5EfyuyxnVHlDcliM4jOLwU3xg41x3og5gPW8jki7tQvmW9Cu/W5wLGorvz3aThEQL1TivTl4LBi137lIh9hyhbWWqxXMaLFuwFfQklpDEHz9XEIfKTCkh8kZ1+hmT1tzuluMd1dgrsXI30PRPceamoyQIIenlgXcseRPA5gCG06cPU11scqNjchgupLOvzdaVqG/og+g6WdEL59iH9BTSV9FRqykla//yG2j+TbioPJWUOhk2Ukknm6VjvEZDmOlPW6YFU6WRooT3lMoMmsHa5zYXWg402H+cuTLw8kJc6Hnc8E5sV+4kNTSiz4yVsDZ7GQNpbB8hy1605YGcFhXugD7YrtP2EO4OOIuADTyCDyBaByaKM2R96ssxBcjJunArAh+LBTNNXSZ6kXMWsMj0mcw42wm70ETIJ9kXqF3u/KvP510qhOsVIzPa7k7muy9BG93HlC9Q0TZKtBHiwP0RZFoPj4r9I9yL49vK1DU4R0l8u0+fnbsdRZcQpgMkWj2xGY7S7hHDs3sJD+a3IzJw+2kooE42+IE5iAB146AJaffQ0X9tOov0UCBxFRHB6Cl3QT3UujActxfshyq9rXH4PyDGGvwnuHoW+9YM8kV4/Mbaz24n+E/Asc0BCH6a+ecHfAq8A+guIiKLRlJ4/Q3B1ymBX7iNpr979LnDehrxjbOdCmSA6MQzlf61x1SnAR96/t54OurKfVf/d+j4MEm/UMeGPzuiQZ1abG3AcPoJYcS9dopLwF0lZzHsSZ4HgKLDa7H2qZzlw5jVOZhrZEqouywFqmlD3fBtodkE/cI0FfKLjjMIw9wCwOkbyStY5xuevB9UdHfDGGh3V0Q7Bc3QE6ySuOIKzjoAGmI+GrXwP8kJ24F3VMV2wJAcFyZw3acIPaY1Dbs+9zYOQyuacwgBxPC/T+9mbf8EfxRPi/R8WT3RBABLYgY5uXiwzeeYF2q9elVgoYQYbTsHxkgHHBDprJPRbDGxRzIP1beHxPXNX4m0OayMyiJHsHE/yF8dolooX+i/wREvOXSu11/tGbXltdaIF3lOJRV6WYpL+zMXne5HEc5BIgD+DTkv1gLwFhoIOEipkRJmjZSBOpGMr8xvgkfSsiS/xZjjNopzEjXRhsYkVndysKL+6vhPvbScF+5BGXaoOOCsNykvjfwZFE36iQVh/7rKM7bvnTiPFA456LxVKbB2quo42Iht9ht0P+utt0Nv6Ewio1wA6NrPnf9RLE0egM2ngnGbgl48Z4D6EWD8Wr7iuPsnBVZJ4H96TO2k08CBMRAfNHaBGd9Az0shUosgT2MigBrpTGJwawOE2bs5sntDLOjxpaUEmD3pbdmkcUvHPAeZDMHjMfoFgk9bJLDRPSKB1TDPqTbFyEfPI9NE+8kWGXi/B/T0benFSMl+v9NllyWrDJnuvtWrDuId7xG/9izTLCxBS9QFLsz93ibNus2dJx2oxnB9HO83sRnyY7htuP4EL3WxocGyP4hHYC9qW9VdIG3WS179BIDxHOUWmKGpOMXMlkggQNrvGha6fCCauYthLZIp02AYCiNIiZ3L9ekaDtvm+09ap6fpv9gPoVNUrWpu4fCAelf840SL9djsLMYiusiiQ2XBPsnstpJonlviCHZdDsZRef1HAyRakGI383nElW2zczW/iAi39dT3maerY88WBC7eOFkIJXx8/V1xQzONCZH9Y6X9/nMVPRVCxOUN+XSwA8srtnmhTIi573RH7K86VXVdlEcJL7mjg3PssDDvCgK1kWm07gMPPDh6RtjXDTtOkCUUgKccUjRo5xW8zpiw/57dcrh5p88baLxjsWCNL96u6H/V/PurTfMyH+IKPwEf9zXdiPN8RY8l14v1PifmU+QkHcf+CPxxeAfQXBDg7VuS7j87o4KcI0s+DLniuz4UEJ4UvsV3gq/nj+fXtx4g7lS+nA58Gj7ZWyI96FhFzSmMK91sm501M5U6WvqLiQJz4opOQy3vP/wANb6fFSa46VOZxgtNBnhxfRNA+bBAVB9Ukk8oEleMUywtNlvI38rPkHAHkc4tq+drPes0wqeVe9mdfnRcr7lyx3+zE8XSay4IP4kGI4KBLtQREoEHvG00ol6X8exvMwRF30WvbQzpw1qyTrD3OUhirVhQXTFCNBx8EfLbyIH+AA64EwiXynPZbWfzwZNGV/fMPmRxlyOXjO8HxxXr8LzXf6q4QAhCJVNfA4To4I3UCl9DEduMEb9CO7KsNwb44w2afrpU/RCuI5qcbxKqSzME6UlswJbfXiyhJwIQJeVfAFhbP8upFc1Kut+gQtYv4DE8B8M6CMQo6Aof2TAOr3UUSztjZEkhniyWwQzQJOPi9KEm/oRanvQZ01y50koPoYPKAhHKpM4CcBBQQsI+KXjAnsO7YG/C7AuiCx7d7IW0QPYx1NlYxhzVJ/EqKnvjBRMTrW7N0ELO+8AaqrIuB8u5I9+p4NTqVITY7z+NZAn+Jsp04Ss+6MRC++7oypdA3VUh8kwp19hNHEwSSB3EO02Hzz+0jk8T2jy9SGENsXNiZDsx0HEufS9VRov+a413zq+0i9v36bCfpTnQCfqztfx8gaaS8oUWJk8ybsoiIYvAHTzYyo4HwIgfN8R5iqoT8cjq2V8Yis1EeZpxbSHymi3n0OVMaPB1W13ruEotiwKZxOAX/KV+gaPaFFciT5/nPbY4qPtJFupSQyVoliBWRBQpBS6l+z3gx8pQP4MWLi4GyvilzPJBJtqAYVaG/F+RHP/7C2seGLJHQmDxtn4HhSM4QNNdq5n2VKZ7HTrSgWFww31WW2KKvvEgH2kEgN9V2ogoaNHdUBOrkdJ8zhx8vb8k31aWntjwRdO8Koiv+yx6p+KJulr5hdwDtnZMGflhEgwKzE8+ideSsh0GW0DVLf+H8yFH0JBTTdwvOW9kL6siSAE9l/irzks+CpxA/2llE+qhou3MAubpbkPIuQDWEtix1nzzbZC366/nwbP/+3V3WfwJ8Vjvv9Mez+uwz4jvvwUEhyzZ8/p1wRSc+uXvBnwevAPoLCpztDP/sIPoj5X+3MP18uDoWBIPoT675gra/g3H0+wfPEXqnj018LqBFrevDNe/Y7+u82e8npNAJNuukE1yEsT39UT6PgDnqMR+OqRKAIHDg7Nvqk1ObHVEbam2LECI4cnn6YybhsZTov2TLFx3cUIFOtMCp5JO06jBAf/tY35C1v+XMCiQw5/4JD4Ascueq86n7oLoJ1smkNzuoU1AkOMNmpaux4K0wJ46snQR4PHLvaon0vWs4e2vKk8Tfm8a2JWu4sUuK2O+pmBdjQcnqGFsBnvlYQpunjxMDS9ERUytPjgh0EIGjyPuxRfoB2NstfZq2x2MayW8beUE5eK7FnDtx1P+aqxfkD/e5BfxrP6ZAOuS1MWsO1XMZOuUy3XLa1AmjnLyn0GA7pFzlmxARjZLHxbVQDYScBJASBuzCJ77J933l0AZyGbvkC/p89VcoPsSTRUTmkdxeRaNxzakpfsw1Jx0Ii6hQvuzGUwj0z4yQEIKShjqWi7g5TrbbXANXqxA+iNY/SjSgn9d/xzVYTzCiKLNEQvDcdp2nXd2B//LgS2J5a1vhd4nJRxQTEb+NuCNB6aG4ruN4Fd8QRAcHdrBZ4sBelzbKwVxRoqzEQjGj8iuWqWCPUd8Q6QIRr1WoCq2opYrMFJrzFCwd9L8GXohVL0/e4fUt4oOPufMe6KkjJ/CrKD2bY/f5ICKh44jzpWrngIWz6plzrG4BRAxyeTnSkeEmVP0UytnYKRX6VNLeoC2ki2zi0dNK430QfSbw5p/rvg6Q5y14uVNXmbdze1aQ02TLbqfow5BtmqRHJPcZ1Mvk8xHNfKa/JMu9ReONHXrHBu30MUiSmh9k4Bpii568xsb++FIzgawxkGb9qA4U4vl5BJRfqx5DRKxbyeYZQuFUJjttwspAeah1uzwUL8TWgIHIXigADmE1ppIt6gKkovF04QsoBuQ3BtFRvoS5l6EvsQCkV0AyJ+uwjONIsJsUfQEdQyngW2RgslnNBDAGAj0H1cPcO4203JzEbnmczLraE5ae6rvyfqkiRhU/oLcWEfga28a2lIijjSO1qzI7Au1EX3SYhn5buFuf4ljwep8OOLZvpwfI5Er+DzbDkuhq/nWnuodpAP1kaGWb3dIl/EJl3Ti+YylHYL6f4xVEfxy+s32fEYv5Kp/5HbrtgujfDS4/J6wZSxmyPwztF3wCvALoL3gIniXQgoEIzo7s+NjBTxOqzwdOv/t0pyuJ/1L4/YPndzoUPDOneRrczhjmdN7xuBFfytbL8A3n6KyZKEang8kHcFCfoqoTQSZzBk7/LM5AiaQLFAn+3mizSJ07ldkYPvCJtQBuunOYjt0X1HT2DeWpoWlt9dXw6vzIE6kQhN78xc6qDhyDgGTF2mW64lInVr6DoxqeTAR4NbgjbdUBKwI7RDVQ58FzO4aWIICzC6gADR6xiiPX5MUh87qGzbopPMMleLfUeRO7yfzHzHMjqDqhWbEq/bV+xelMRieoXhgcopoH+gLGM1HjGyoON7HnH4ddv+zoeVbnheOlZPXlL+Yk1wF3yS7gZNOSbjmA0mIIjpecuzlXGRxv5rereJXrj0Dti8nSERlLhTzblVE9tZ5k0/5wXHsXtA6Jd4V7HYY/Ax/rjxDNE0a0MTOTrL4TxUf1WR5bRCRD0RCi4whBdE++5NoYTr1uTJkTm23chqT2LVjQj+TpOhYQoKV/C51o/iMrmAFyU2UYeT+0nMXWMqgr1pv/NPCgR7gToS4j12HN3MPr5IyepZtdBCcmaLPWn8o/D6Cno8YTrqIBfxmA2/oHFy5BEY6Q63TUXyLYvkZXdxnTWHFelJBMUVM95igChkG9wRISWX15UGhbdOYrIrK+h37QwUTjGMTjoBlHZ+snrZuhDqPtUoS8OvM45kk/uNBEFwOgnYk62sfofDZgcWEMniOPNX11G7KsSRZEGdP74Gu2C85B2z/rywuNwlR09WMfRJ+lCPLfRhD7ZxFiFSHNXfS9CTH3MlbQVL6GM10n7a2NkatKlM+MJN34vMbvkTORbmnuzCwo/lfP6tgQfSJMx3GsociNsed5Q/BPy9d7zWuTFCahoQIDynLk2EpWXDRZOpUPhRYWhBsOwIbAuaUwEx9MRIejEnQYNdcCx9tH6PwDnT4rC8A6/aUVi9MBC739eanV8NZ/FOY6vOS+y8vdfDHOcdh6y8ajUJx/Ma0gN7RPSqsq2npfyJqNYlumuZplTLHJ8wjE9sbzgjLvY3X5PJ6Jgy6iwz634pt2sn1vHeRI0kVoVvp8y3HvdFe6fB48ppT6pECLRh2SEPinW7p9rPodhBkKDp0bdXDHklqo3JThZ7jlqcULfgv4yo2MX1H2e6DXmz+Bm9F2qzbumv19MU4v+Gp4BdBfQER7Yd1BJ2TfK9RyIP0nCe9H4KP0QD/kO2p/T6YPwbP6/ydAx3PP5sOHy5P4d07ebsKe3j+7e8rkpHEu7ZwqNp8OX3MNzpDqGlgBZSwTHHw68ca6gvM67ByIM5wSvBdDlSrtKjrf8eAAACAASURBVCHBP9QnOSO/BhsBTZtU7aJAmfirPTGITrCLoHe5mbNCdDLtE+rteN4WRFrZFsxHZs5tlBv9NNGc9+a9cyeOB3bc2cAoSJ3RiDQi0ji46g6FfRsumriFh8UjkqUMturpMP6H9iFFcRI9i/S3wWkDfa+7qq0O5Y0xZ/UaTBjGPHTR/58VPH8Uej57Ssk7G0YuiAN4ZOwa/1u53pZsYxp4ZOHiDnIYW7cwOqtMywSZFlPYvzrB7NylHDKDMLPH5zgVmu3wLW+yMMM0zSIYc5rH7PEWRl7w77L96mIf1JFIHQbZp8XFIyHJfdQoG7XOIisF9FKQDNA0KQ0STAv8wli2SDq+F9vcPMM5AFyoG7qKbA5ZRdYJKkV/PRA818rNlujwnP/o6QwYrLFxv1jGP2WhiyPEd58PIYLgKw1xukqoDNobacTp14lRaVpLyMD2eyqh2gI2Odr+j+OYlL0sYJLyjEHjOIgHzePXRfk2h3Cd56OOWvUxkayj4TXwzaz1Jn20UDc7qv3G/GoePMuoF3rDg85MzJQv1DsTd13nvketoh15Ol85qyxYHW1uPxWAwi/l+1KLOM1VQaAOqzVprn0LJKbGMvcgsYWp+1tMkhKsgc+c4aT6K2h5sWJ13kIKeMJQjfhpAByEtP7LWAaMWc+Kc7Cq0aXpJNRtPmYF2gnjC/VXKKZY/L4beMmieekLcPag81kOSJ/5R7I+i3OvpMOk5te27PpP51dXMIe72hopENskFpPVoFPRpof2z4aSy5KAkwpCrmPhkXknVnSS57EpxnsEp/M8cmGcP+HpK04X/FX9XebfMkdTFCGxLhwTuIC5sI2lo1LHcyH1yaPzvDPxeFFUq7+e2L5Z9H584Zys05QCBoZ+luOR9nWQ5dkVXO0Oz+++3R/6wfJze3yMnNsoO9iV9yw4PSb8He8ewS/qqvf102f6db4jRvRwe5ie51R6wY+FVwD9Bd8Kj+w6/13hnvC9N+l5wT24uxjjZ/OcpN+vrrv1dke0Tn0LjdPGPTPoFqFuF3i4g9iD7Vogrb+fLC1/4LqW5GCJzoIQYwDcEd8GK6+SyVbSZ2dZTQwOhNTG+TOtr8vgWCiTlvM/fafVGtz3pYQCngHXE0urUSD1CkYUxzhp37hzIePax2R0/C9irIlqYAqrIeK0B3Vi3OkRaXhH80oorcm6LzXw9C5BrJbj41RJdobpI4Ed6O6cmbslyR09cNx/aNtyQPq1eL59835rEGAxovqNwigwI/3dxxgdbRlK0IHOJs1E+m3RebTxQXJgsAgDQu4CfKjNhqY43yRZK5zabP6jmaLFPvkHz5FAeQoORRjv1jqU45vGmrgUR8IopmOalGYwqiAS5BT2+vS7537sLQQftBQVVZDbvqEqMr83TmzHp7ti9PGFNJy7+VCnqe7NjYd2mJDZEEhp0PEdtA31dShtx68EfLNwNgf/idMyBh5cR0T56KeQYJBjZ5tzuamSvwQglLZ6dCzbnt6ZPhzHO39Z6QF8hRSxfyXjxNavuCMe85U2BUdtGndB5oMegAAJloNoeBnYy04v4+uk3a2KwHtEGmAIQTkZREt+sYyVZ74Xdt1kdgJpH8zxI8TrhIZVp+pI6ItMPcPKRDUosBt6rIwgNlXav78sL1tHKHv88kO+S6D7HdFb9BhRlGf+NIzhLnjuryH/aswQoWMIjUPoWPosVp/H+3x5nxQYtFpjszFYgzyn5rvWt+ujxFfUlNQpQMDgsqNz77n+Qr6OPOpyxVIK+WdWdPHDOg2FdNGQ5c3jSPy717QkgE5OjkHrTIk9AM13gVqxvkBevDu6XMZaE2djjF8Lfv2Eo84rUKQl/aWksjkn8h40T7AzAg5scu1BrovNUHm7OhntDnuNc2EM1HblIYgHz23X+TT8kn0FbX24AZXHV4MI+T0Kh2uptgXo5/Pht7hyEjAOcVBtRu+ls84WfeCtLZTMYw74COdf+C5vWvoTIS9QeA90I+uqqCs71T4ft/giLmSPFQZ/VINLDwLC7DzH33DE+gte8BkgeVA2xvIHtMwLfhN4BdBf8O3ws4OYH4PHDJTOZXHPjfE3whVtr4znn8x3YQoLE1dH+bNwR35rnDeSJrqpC7Y0zY6QVGOoK/7kCsBpsyay6GeCWYjO0dWph4EdncR2eAZ8sb15hkNetqbDwGEL2PbidNk1/oG+VjxKOVLS6Z/Y3w1Z1S1rP8FzP8aiQ4CE2gkrEeDlHVJqlJgB8FSvNYfnj00bqwO4tibNdv1FwBMKatPdQeyym4QseGNFAh5hqJjDzhnBA3dkk3xLK0RjjJCnrFYnMpcmAbtkGn3N3P39Dsb3w6Rwr3+ywPRHYb1HA5x/3Z/tMbhUlzoQxxAax6AhxwxGEFnAMXhqGj7sqBe0gmCHKg8BkiJp1KhshaAm9SPr0vqRhOhZ4kZ+DBpQN5t/d6ZRb6dmg8UHS7bgDj0KAW1oq5AHlDW4fBxJlyGOPlYY6jNn69uqa5XB+oHoHOBbYzniHNuPaqJq5d132fV6p0RXgTyPcLV2h/ccx7/EC5NRyDtL/mqVYwAPJ8aNz7wA3fGDejLsJ808lPFOEJzgoTnpm6hrnNl4a8QAlsSJHkhn9gZiitje0K+YN/NnbZAsoY0LqpwsaHu1HRjqj23TKlw+5lQaTOBkZ8ggomMtBBLn9xAI1yPWEWEL0sy2DBlEw98Vu4djy6b68/yicsCEZWuBdGTwB7K93ZQgcOf8ys37p2g6DXit61nNTjr7r9kW28AF2lFuG2IQHe8t5Ap2hva/xs81jwWGi2eTisjbt0MLQnmZejjYjhLmIe+DPIa4vkYbXqKs6Wx2RoyhOFxcgjaZB/fcRnZVqQmZeA07C54fqr+sw8IamjgyRNfyLbyYiA7iFURfCKYGi4tKm49Ve1Pb0RKuZduGG0zgHlHWBl6FP26KQX24qkc9sJs/oH4WgXKrOI/5mJrvbjfpOTBBU5BfCKZXvPAfw82EYcLBGcDkR4gWZ9pJ37jSoItEUm9cJkAxNh8MTbyEWPxdKQt2Lpxkoj9BcgsZTYNNTs5PSxomEwyP7K9jIE/X2zn+U5TGXbjWeM+DQuVLMPtf7yW9fKggRcPHleoyt6WSjiPPo5aGSze5bs6DpP3MIPorOP93wN/ZzzgHSEKdaF784PjCC54DrwD6C17w46GZWP/l8FGl/ZOD5wF89jpv5Sv0cnRioNV+FXoMjrPs5BVJpQjJYHsf28X1JyRIzpFmYoGYMzgDvGW73Y8S8I1HnSVXAQaIWL/hvRmvFzzrQW8NO/AOww5pbz93fHLqNQcUb4yrNohey78cY6W/pJad65Hmue5uIMDfHIHi31jmljAXgE7ex9rTO+oeqPpd4Mb8rifNSdDwOfiPyYLnDMGg4QFPErIgXWB53R1jZPdJuo38P9Rp4/7C6Njqx4IAei7ockojLcMv8CMzFAO5MLiHx4KK9TfZdXTe+O8l1WC8zcCV2LNwRCWmXcCsu3R0rKa2rwfbIVuQm/x69skGc+Bb+5JeWH1hWomdDvm4UqTjbNABPnbIuMqZ/QE7tBl2oVs5w/DjhJuI7yb34NNBdKC81IYpnt7nyhNIuPn99okrfvbDxOVFANmwg3azBs5X0e5TmA9swUSjRiaNVruZfNcahAvJrlyWGC9Lp8NwZKhQIt8lbguEYpOsWYH5Kg1DwAOqEux/+NFvXjI6X1IR1laxkmL7TxeyhYSOUo5UhloRFefzELBSmqTBGE5iKHjltFBHjwWUmZpkwdPhjCWeXta35PFZOJpYiGgQDX7z+lTnLVSj6eY8Z/JLoKz3QlJH19oppuCS4xP0m/W5Lzzt60u8bWLXc6g0Q7bpgufd4g6054bM3edjDKLjCOMkBIJBbpqMT/ZiiVKq/oK0JgphPqNyX8vhVf67PtGFv+EFx2tX5GHUdDtKjd/1XqC9Kh9NJzilxOphV1sEMoyJDpnfBS/6a/WbqP6liJd+miSMeMO56i8fb54ObRcrW3kGIEh6tauKUXENqG2sbxn+cmXYLrT7FIUgwKs+icFzMV47Q1cX09STKTAR1/uN3vDh0/XTyi75MfIeXnVlMOh0wKtD58HhlEHpKMBDWa4TKTmeLDsrNoXkKrNMhigPZFmV5AGIAk+xwT/L4p+z8/wT9FUDs+1C81MM9/MF7PTmRv6s01y2rvci5i+Ko0ZK+swBtwyGrNPK9R7vZ/PD3xlU/fvgr+5ntZP+YhL87fAKoP/lsFu92DowHrBC9kZdmpR8AXy0Ld8J3USFqJ8Xva/88366m26/CraHR+n/2Yr60W8C3SnvLP9H+E8nBqukpu4mT05zq46Yu3PYtJV3XvGmfkn35c5+mjYqWjhZ0ckyOMCm/wgn6+LPRGKAIMtAeNbvsiUP3DIEghYyOxo/cqzYbKI6ptYzRlx1h1/NGRyZIiERrm2uAYE8havFp/3NBa7bt5kFIuMVPgJcmuyzX6PMZJwBm4PwxsGHKtd272V7kybI3o7gQM6BhVNsKha3pZHgzwbP4rCx16RBhRBEh6QeGEc+1b1jSycgEu8V40WAnfFXx5udhNkhc867tfR9ejxKkEL/p5ypCBySu9K3JJA8FsBhLuCg2Yyvlip8I4143aTlN/qA0+v8vJX2yQ461WeLDYvMMge8yzynw9wlxMvZJrlMS3fOwhpPsCwmaDygXPGFBWWmw2Lbys5KZZBDTJ5luaNJSrshAETs339VfaZtNxok284CI0Yop9aOnzvaSX4AdVmCZINERvT24OKGLGj0JAzCJxuejM/iZ1QMA6Yg5/Rl/91NdXqrDtIy3BlOoQzoHsRF+3j9w9jXXYY0AIo9mm46fZXlhFB2RE+k0ZZC2wvtOAvQdfWf2N7R6U9EY5AcB0lCWmgGWAMfwAI6/76vM5XKQ0ND1RcRBKW858G0rI0owjgTNb0/NUBgAQ+UH0c3N3VsSrucm+1tOV8AJafpvOudR/KIrfVdgIq6RXgMoOrruOAhKadgx+4JHlSLsYkrJ1x8GxggK7AN2KeEQmUPgpDxvNruRhMtl90Gc7SAf2nllV1Ar8GdNEir5a8/jrygpJY0SFxOWWfO5xDUz3OsPMRw0R+mM5pQnTKgzYU78qP+8zpOl4nZ3KkfH17GRMQCxBes4U3HORgubLgPV8vcQm9tguiXcyLxdmbpaLYb1/ShjkWbk5A/IAr5zvRXvgf+CDKgMwqt7DQmLogRXzXzM4kpgwyA9/ZU4I+Ur6DXmNZixzM5jm0i0sDx1rcb9OcGbtR1CwqJLvRXx86btDt3AWaUTd/3dfL1zvObKsxRkOgjsmKCAjN8/d/TQimxWSwC/vhI4yfbvx/0h1/x5Ef9px1+7UkkT+LXR+nz6CKE3znw/IwFF3fjC+/N/2z+PoM4WnXr0+fW+YKfAa8A+gtuwyOBn2fCx4KNv6+iesEe7vLinXS4COCZBthH+FZ900TRBXQn33NgTTq0YnFnhgfesOJ7OKqTwSfimDF4fNPjOanxFAKzT0UwOtmYmHTekKcp1j/q+PVSzcGwnUNrkEHbgXWAV7yE0IMz2Ou3AIXiKDt3JUx8eUe39WO7QwICpFM2u28cOBGZTZ8Wn+B2P/8e+CJH8cTihJvtnolglwccl5cwUirjl8z3o71zDxUuSlnSxDfLEnWa7Cbk2q/BwddMHLc414S62ALbqkEFm4CD0wYdevH7hbSCEGwcVETlHADRcaOOH68tydhLt10bH9pD7fGIYE7bPbtb+k2hh9XfTKs8fYaeB+cj26j0sKB9HttW1upLofVNbUQ0p44ctBDwX6k7+Ox7yptxbj5meJ/vrwHxSpNqxJEmvUKQTZ3VK83BaXcd1BFqAd0kMaowU65IOe7qY2Y6iFcgVGnkWpBofhpBREjGfHesehWv6shf5axvQvvSCF7/L06w8Tf/7agVpJ3qxBTYAEJ6eUqnpDaseUOIaABNCAQgAxJsZcVd+pQAKhKabV9/zoMOaW85POd+UVDAb6XUYZ7UD5Eenu/tCOgyLVmoghhwgpMS8N7SZ1SUrWTl1yoRpyBfYh1Vj2VIhIDglttTBEKJY2N1rOvzwGT6aQQQUkgk+234e91jXG6MEW0b1TUDFqIQgbNaTxmI5Xfq2XiXMfBe9de1Dr7Wa32SrL+AF1zz3quDowV0b1FjehJMnyw5pKRFmvbYRb4x8xftizUOdHFnlePknaVyF1Yn1V2caxxkhYpld/pL7SaI0HTULouiWrvtBj8YrpjSx6XTAxbD4fjUsbZ4F1WTNlPrYJM9gKvqLG2u/sNa1n6x8Xwki3xG2Nm/YC9knRMGNrTFupgjs5hkSPPrIPoUlzViQjDTyAkymf1WZ6b2r+Qxl+sA/aiTzXUSjZ6ooDYNIus4RJtb0VlSDyn1bqgqtI7bNgfMTcP4Xzyh8p7T2DJ+Ywoig/GX7o+IhwDlxOIio6stWuuVtcodw+qJCJaAeFOBwH+ezukvMK6v6yMqu68FeMqH6PP74DY8SOAmeTADsv7JdMpC4sngi820OvSrTOQwiP4hyGYS3nxyOx+FZwdb8flHy35mTOMnfFP+Tv1hAfSNtF26n9DWR+BzY1fRX6s26ROd8S/4ofAKoL/gEr4rcE50T8jvoN0x88XwiKLJR0VuUn0Yp98Z8jFUd40Aor7/u5WOPyOIXvPt7OJYxa6+iza1niE1/HUygDt8spMnObvhJqLH8VlYGVv7gspbmMTbUx3npPGE+YzJHEKaqjhZdEKTSIATIRoDM2EJBecwl0kOhVAG774TiWWJNkPvQhnhaMHgCks4QVpffQ4zaHM0JCa4muelCetyp5xkKNnpNFimqC4vjDkPrFJ1jCafZd59h3WiI4i6OfkV/pVGaSREJw4EH0SdatuBTOaculn7SSFaje4fAieXAE0NT6/BrmHCP8tCt16Po9Upa/yi04bidcS5b2nkr6veqZ1eJEjqr8gBN0pvZVJbmQN6Rm86wDB5lHXnVeAuNV2Fpf0RKG9DZ+2MxrLlvtNDUgcFB5bxT+27HEM15/+tWjPcswHGCk4PGRBMVz0wA9Xz74D57wpbBQGz3vEKoKoMswBE8uqRWDCYF13sQ8xLHgnR/H6zrCOKV3UH6iEOossCfVnfoBycPLSe6+nwoW8PkgPO6dAghZjU6IjpzTPEPLH1tZVFrvMCXfyX+ZjBYaWTBsUI/7yZkv4LAbD1txOxizSnwfNWBDNBIHZyhuJaabRSaHAB9Jb+y5I6NLYy1gvv60kfUKWJsmTxxJeYIyPtjyGIjkk8aEKgvz2YIiFwn9uCRsOd0e6LCubJ7QK8Qc53Oo4tyLb0ngVBc3/nulPbTXPGvZIY3Liriz2As02ywSny1lwIoJx9UruRJo4xL0hK2eF1wUZpo4y4r5sZ3kq2r3rdp7El/PKG2SlmSxDhzmmh+eVsXv8Fy7PVX8oAOC4kdjuyeggeVooHva9XWY9SplQqRfIz9oKsIYrCkm5LzqkuUz1GSospRE2nms5RPg7KRNNFZaylaQfKym+yEWxao9XqOMUR5Y0uREgSyZs3lFE8fSSb9wPSNMyfgo3hejAWlQW+1svUiizxUY44q76296LlHEbDPnheCvc+FRNihv/FKL8FZbi1wXNPdWDS4o9ye0VVEMOrTPBUNODTSOETXXwKOzs16Vp9FE4maGzxssbrGZ0Q0ELpKvVdqgu1DH5yJuC3rYts0UAqNF98I9wjMJeLTborntlVdccUeReI9YPZA+RL4VSLnWr1S/KAfQJpP61JD8BnBc/x/TOC6Hfru6r/1J/3AwLOz/afd+V28BN2Y39KHAsNUlAnxafygj8SXgH0F5wCBqFVWfwEYXgFZXUwfZIAvQF3lPx9vPIs7+8DVOiP9OndtD8qiH45YUjpnwjmyGIOvlQLOpA6EIiIhXSHAsMEYfonluMl/9YG7NsAPqXgcFr4EQT31aF0cB0tZfSsII/XE501DUFKWfN3zy/mykfHEzrosHyGQ71WW7FkSXmRt8wZwr08qU1yZ439Bvp+HiAP1KNvwQFG5A4DcNqrU9MKyU6Prk4rP6aJ2fFl7OECmR929yEAvcevQead4BW485liwTaEMK2EdPp9at1BHHeUZ0ecOzKd3ePE61GZ2g5B2pGvPq0TGHV03mSYnCIvCsqLgQDHFsz5eC3Xm8r7IsE5g7u37CVN+avBJR/z7uDFXWen+KeKQz0QwLR+1uA59wtrTF+s9nlMDHhS/310TEiSm+LB8zGmjpgB9EFD9FvJPI+H5kHHwYafYqVk8mA47lZnk1c7nWaPQS6QBomFJi5DaIz1fnmzXVZmWZR214V6mTQ4W06AaLFzmnULypCu2pigkolKD5ttMDxPGHUW4WGa0f1fXja8qqosGiOy+tGf9aMlUeciTNHtfrc3hn8I9mfvpawL3sk+Pz6fLCIhLp+Sbae9iAuZEPvQEhP8RG1kqLuOAybQF9OY1GMs2oPnvpOvwhS/3JM88HfE0fVStPlDgFlx9Sjo+peTIuz0l+dQXZfnF8XmhbzbOA5e5yEamt3IR87J/BvCsqWVp816w+0leJZ4LHBKF3mRkqlvDlyYjjkDY3s/VcUWg8mGn0BAOEqq3/ynIATjx/RVo79s4SB31j0siFpFKwrGL/ou6aKAmyHYXCubiQem9QQV+106bYp/Bpk05YSekJEx0LSH4pvmQC4bK6COwMmKzgsnrpo71dsQQQST9QPJ5QaO76gNFxaul7qxHmQ0L7oBX6sYhlxxF7u/CAu3luw+GPnBmSLjSIu//SQcSU2X9Pt8yHaX6xi9c/4zIcdEukDK5gEoAHfqVN+d4ZOzbgUmvN+90vegv4I8F2p2dC9Jlf0/Z216AM6C5/E9tCHc+6ko1lN5AJQygYRBjSsP/gR4EoGvGOwLQGVj7slwEhHHfjHzb1fg3bo3/qnvgq8KGH+3v/Zu/Z+5a3tX7mfHO363nejPBTUE1IBZc6I1p/8NwmQv+CC8AugvOIVHVlg9Wi7C4871jwntnP8rFM3z4HNNo2cf2dLt8n4WdI40oq8z3u7AcxZunPd5DUJ2rgtwPJyRB5zkAvdhF3p4TumbUSe4dkF0eI74l/t0hFyKDt6G6sxq+ieVy+tZDgqyetFSeRRz+uVtVMNst/GtSKAB+gDqmOBCIvCPQ+C0q+wUs30aSS7T5Mz1RxvHqGCahfCOgLLlthaWvy+UFH36Hf9mAubXDYG758Hp7XVw4ZM7O9zuwZQ/GR1e7NPhl3DF2f52aEfZkgMbD+N89q4Zcgjc8Np6Q84svdxAF1dT6LrEfqPCw+Y4/lAHnrYw3Hlwyf8N3/wDOb2kVwhq2P69jY7i5eGRvPBg26+4w4KC7EanMrYlBM+hfwzPnQyQ8JOukSfF5Bwe4+7++LSQKhLAMPUgxaShHa+e9dkWFl80zuHwiRKetPCdtpMedgQk1KZkCUdDMlFeKKJlHXq8Lx/EBxMfB1lBZ3IWcb1sJ1m/ezwTymT8jAsZPZmVpnoKAIN+S3xvgQfvT+Xyon8K3+1wdr1qO63RWe0Ns3JDH0G6EJOyx1XxWH9WtdCjrzZIej+zpiAow3skPyX9gi8F7oGOqjf3dPQG8Epc1KLVlXqnClzqeNAXpXmbXLchr6VaIXiS7fFO0zNRSO/vUM56CcV8fVDn9e1Pl2CXs8l45ac1pmWNC8uWac1lKKDtE6raiYFUpOrAwNaZzUshDRNZn4rhgAvhfYynklRwsEqTWI+ZA03g9bYtu+MXhjpQFmD5jAsQgWml4aX0DE9VwLmX2+11jDEUYP1qIortF/VZb8MAWvDLG9626Zm0vQsJgVfANujSKS5aryx8rU9wrpOYlhMNtnAm00KZQYqT6hm1KeNx5Rx+U8MI9YCLNB25N/EOaHbj4pENBv1+OR3banuQziVQYOSq22dZQJ7etrhE+XKiv3YgUQ+cg0nC63IfhGmbcNLJUf+e1ioUvj6wlGpMA81rSfPkZl3utqwK8nyOV8rPxZ3X15HkDIq8u2XgntRNKrv96fn5fJz+kk24t1JipV25D7blPb7K7wykPrveTj48ugHuTvqP4N35IT+b/mdy86z+Z/j7f/SmTfUBo03c2FQv+PPgFUB/QQsoED8raP6CnwdnfXRnMcVVmvfywGfw4w62O0m/HOJMyhyZNnni8DxDnceeecSaiRY4ds03HYrz+t0ZE406w499R18Jnt8FdHQkZxST7jhn27l38P1VgGc+FOS94zjCc4L2eiBrQ+d8tHhGbs2GTyejoY6cnde/Wk9s/y6m688lXOtOoFBGn1EbFIzs4JQ1RxlbnrNvJFefU/qmM2ND7o9PTtdycv8QLAdaLs95NLUJu/Cmr+bJ00QSAecynfugDN3NgKoceTai7kBDUH185oa4rBKdE7zloYm9F9ZNHhmJd1GV3T9Ik+yrrByM8gfl+PKy8XTc4O4XLwedwVAqF1FF+m1aL5+iIxUy+/NGzutck/FP03HoX1kFqfzQ+3qCQDxStdVwstzTSIeFmO7CK99Axz+i9tlDk+STAcbE62smTPzL+9UCHFqXOoGtau8olKOCJaPOISL5Nb+uzsdhfyZPISCN8j2Mf1UKoF9dx5PTxhBJB+Gu7mNHfelRDJ5D25HEsdtJiPwofvJdkMXJTL6L1Ya9eJ+YblFjZyN+kI7ZbuImhdYX7rEZY1Q9mgrc6UaUC5J+iaEOTu3u8GjGMvapPWBvO4QNF9ma3XuGqzt6XepcjZ29RtbdeGS73UGObzoNTw4IbWxKj/Unit9QxHO3uAQewmFMdCYOuL0ktZe0BjtKmZvCQL/rYOuLJKVMpwHrt8N3XN6ru5OsN8DHZq97O20IV/bDy95cDyUel6t44nfDd9zpz/TELXYaNhlCPSkQ6S8lsK39qhwj/1U5Z6WDeAw6jFB/gExufvX6mq2B/51oK3DsjT92TvbygNObpUwQhQAAIABJREFUCwwW/1PQDZx4Q4ymIvG+YIFjAgZnz1NUDR/oMFbZyESot4zGgB4Rfk1Fwh+J2ipe39bvsZvQ2eu9PNZsrs4vAnwwV7NFBUVBnuNzBlmHnaXZ3W/QprXcqLbuRAWdTA2eNw/r6j+xOT5c9o8C7ZV78K7m3BNqTwS3h3ChXRgu63dr1KVHQrQZw7VxmaKq7i4XN2AZj8xnmrzZ9/se3+kjOITFjd/mp30fnMvmfbD6LFD9iH/+vX29o3nXnj865qMODCLSxe4WOId3L/hz4RVAf8EW0DH7qCD841cdfTM8uiLuDtzJ85E0P5EnMm//qOB5B2z/3JpRNCYUUTCz4+5jm5NjVTlgoZOAUCwH3NyJHh1MdXf0FWxmr+DI98n3ROwIRs3NarQM9CpQnMRQ/rX2rGtBZ67TLPhdvCayCu4glm5mrX5sPpkDp99R0hRk8ZJ57TN39xvEr3XlIiTdW3AHaEcMXZZnj0DrMqcsziL3W5VG4O9Jh3dvOqdMB7ekQDcuECfe4aDv624ioiyDHuCbUEhX8Trwcts4Lv2i18w4WXdnQZysf9SLk5x0F86As7HO5W7h3PKU/ojJLq+jkV+5yduK30cLy9VOiPOTINlJo4hxrE75oLsV86spU6HNRIE3re1CRDRmGaVvImF7PYTtcJkdUyz5w+sKdl0q5ups1uDCSONFMQER5+9AZh7wh892AfS+XQmqkNQGp/xzrPw6iOxkgMxraTWTWDEuWFyVV0cGW73rO9LHrxlA/7W+wyhCehQ67uwmkbjrMMgztuoZ6nEVikQXsyfwOMuQl3ken38cptuNSMrOq59nn+bTBMTea2DHTYZJY7RxAq0UX8UdxE/mSgplrUBFTJHo3veLV5v0GOXjZSuvAVmKmJHG9lF+yUH0BpmAf3yC6cg/4Qll5zqUB/qWd63aaeTYcbJ46BFHfAj6t7nSWM3fqb9b0QUWRB2d/F2+9GceFNdTRngxa6DC6kfRPJIXKgJ/AEt3PIwMfGUrdb13ezdfky6M66vEiCq2dTE+K006EisrYhA9y1C8TgSqi2GLxCDdge6fyAA7hFRfEwRQQT+DvkMCo30SFoCRylMKzwjekaZZRYS+qxdRNqgag0aqE1lSYec8AzKuNcZSXuzXwxdalcFkOmGFqrXTD8Ci6d80JGI6zvmkGTNsdLCmmR+NqAadZzmot8yeSTgWX0WhEOQjuhkscT3G1C9mdtDZoCtG516vH8v9EDTZW/lymnXiylLnsZMkezy7sp8i/k8KPC+/zscuyz5JfKstvZJ6Ekw7sC2+s5O2vNk9BQH1WeifYOJ+E5A/isuuT9rnM5OPX9cH8NaeozcMRest3J/kn71zYu0zdivj6TS/KzwaRH+G3/8j/Yz6ZHfqyU+FsHD2Qb5sSlvlEPhb528Ior/gj4ZXAP0Fl/AdQvEnC+I/ET6b3s8Mnn/WkT0/J3ienZxgkOovx/vHQI1sX6WPDhurezmUfJIjMT8GAcyBgk6Z5awxY96dNvfghP4QPCc1NFknLs3M4WZfTh8HuCJToCM4nhgMJpq0y85cXd0fK+k6D1bIc3i8uYkzMaVzNOgWVoKp4gRMr9VBF5w2QvE7ccGXpt6T3DbnC33t8TYpQfS8Yz13Gzroljd4Oc5TnU39bTkNfNYce1snNDSmaYIBhW+f4JjCoqinF9ZhNaaAXk+3jN/nONJKkoerUNdD4qcUfPXx20y+dmRrmemjNNiNjN55JPCuhJeW3BT/B0r1d5U3V+lngQXFVf1uwZmy5JTNL3MwOrUlkxl3nDKUvZzlQ2j9Yp1rkcjCe8q5Wc58ejhuKUDeByQizqeQ5WNwLleazTn4EYKxIXV24DPuRN/AUs4sQnS4Pp47z38R/5q/01E6SMYx6TTGuhcSGrVIxQ3YEHWkOvICDzCrgiXX1Etn6X/HQYfuik/tnjpHkCGMHCGIvnTTegt2o9+b8y20TEqXaXtl4YFh8qm74Fqfs5Hd8Gci38Gn1+TSMehd51hqRkUB1/RAYjfKstV24ROPuhXtOK2jq1vv4nfQZw4LCFr+Oy3qEEyIa/klsHVSLCFFcz1dfiFq7J87YBoG7L/btu9lMl2EQnAyh6McQMQ5SeUB8EdEuOthKXeP2FO3SNerMbsQqZ8hwsU7aOL68i+1V6yUeS+xDaE9YeDSOU/xqu9mn/IaeIFfffATgQ6Lu7wcT/ydKDgNgn6ye6Ksv3A8n6Nex1pACAQKmkhsSj6Ka+9O0AeBQHTOKBhA03auIHooS+knMuNXtt87C2bHy+wWOunPgLcYTdgap/R2GmC5ysc4zhRNWnrLdBnWF1BIvoq8aCCl1fbsdgaifTtV80kQnclsMFX8ca+t1Qy/N+UdefdrNVfpdvcRh9TlrYiXq4HwJXAuIx2/h6i6SfyQKjs3GD4Mt4tv++kGJf4/e1+65siuagly7Xvu+79td58M+ocYFgiFw05nVlZtU1+WY9CAEAIEkuIJ3f04cPkNMLQfZzP1ByQCrdy/LiA0nfDA2Hsh/58FhV8Ff0Pw3OBqEP0ntfUn4XIFHrHRLrXNxxe7LUL174Hx94Y/E94B9DcQ0SpgHhWQZ4KnE173yr9yhMkjq4i+OkD8iu+ZEO3x/Gz/fDV854KHr6jrXvD81UfTXC/vXj+7d+jhuiU/vOe7IPvmIpsXFox0cxSYM9ydOmjMP2TUX2wQBtINhy73A/21cxJvg+cloOhzdZww1Rn/QyA9Oerk2DwFitfsZ9a+W7yqRGSOuuyEWasRqmsAzuekd6b45fVjJ5xc4Iu2vHvuidWp9jwe9fu7tATFznGhdLz9p5wXxbHYgghgbDzeJqRrzGtBFMy3ILaU/BVwRaxOXk7uO0i0fsYglbGlU8Fjj+E5nl3uh31G7H/b4BHO+UqAmImSfsjV13Jyvqv8u99bos4Dmp54D8rpe4E/fJ7xC9ysibhD1wO4jDvQjVp98HzHDtDyzdtwfGM5pkGS4x1LkcKw6bqkRnvSO83aQaU9g8aYVBEaREOI5CCiMeMO4yA67nEvqB6q/IEkEGOKpR3udwDc8OXOkZT4wf4rpD87ZaiO+l3P2RjoBqoHNTxdFGRtsj6p5bPl30Q/ufzuoG+D6v+mTZ1Z4rl0MUDYPWtd9TmX52uw84t92Pfs1wv5u0yqARq22pT44kYuiyptiIM0Ngd650rfIWeLHNJKqc0Cn07inxQ903CWh+f0b8YUSWKa4LWzkpRriww1/Hr66KKYZn6d9RfQm3PuKy2qcy28TDrMI6prYTi+5wP252khEuov616O5/P2FMMGVt2SI0MTE9NfgTuvbS51d7Jo60uCMtNitlqnyPw8RnJkgw6AdK2MNUGehPWqf+LVGtzHPFZo3nEbPR8L1yVeEXJdwGd9P0vPV/aH/jyHqtP2eHUjfH+3jqvrZ4xQtn/K/0spQkVW8EP17VIt8upOcbVLF3osBHyEHteTPg9bSlzL/uA8N3g2SUTFpBufNX/hP79dbdMeLrbrM8UYKq3tUZ48iM53b5h6Jp7wO+HRnd5X27cLhn920cFPjw88Cl/dnp3P8WoMy9Wj/+UgejVJ3vB3wjuA/oaXwdlK12fgmSD7s4L2mWPqXwFfoeieacfvav+fAL/XGDlx1D3YXe6gIZ1koPMZHK157o+OAWr83xzGhN2ZDwuuT1qygXa6u0kH8Oxqctnc7FaGEobcSn3mmIEg9t0PqoIzLHvBN0ec7QDpneQxU/T1/QKvsNdsZumnhhRt+ffkDTiQzKURLNs4GU8RvZBm9SJR47K8X0aguvC9Uyr51Da8Q+G8XfvxSXjASbEOI9g9Q+Vo/w1qn9/YceJFvIvvY2C8bDsol35vFh1x26EX+fIyW9VdTCs5LDDAELVwucQcjnTGElaXDEhtl25c0siaaV5s2yPwa/zzqLeHptLRaMP8mReSZEEJbthktmIDuLqOY3I6jXJvPnicL+/QRCUp3PCvAG4pX0EQ9QHkDb0N/cmQV0o5CwL2SBMbDTnSseorUd4hHkTq5M/lYrFhFFRWcJlt/MkNPtqgGjiPy8bBZORN6sB6qDpIQ9+kmA7D+EmEjHGH+nQL0vQZhe3IyKv4ZxmSzs/Nvy/XTOGw4xGLr4j6j242+YUcR+OEAfZEKqXhX5QYXdC9Doc9To/odiCSlApq8d6AhthdUk1WU4UmuEPT9PsgdAbEAnOcki5Wg33m2zmLs9wDR+c+C+to0CqaVMsj2S34iWeYNdKavouOY61VovCuwv6Jy0kK9WX4PGCQWJ+4iBY7mSGO78bJ1/I/iu5NlbjT3GkSRQLue7S93aZzd3TB8jBBkTc1/XytnFoEnJ/8dbLQMyESFcJvRpZVeS8lLizQy61cfaf30gWZwJjdb2XGSUY4X3Jx1RlVSLhKr5pcrLtUkwHBK49uJW5ZBDZ/C01RvgLPvk5iJIQoDOx7ChAwcB7q+3Lh6G2Hh2y1TQP3tcZrYCO5aRECd+2CR8o/y/DVLVYAHb4NKIIOFzEbTdLr3w1uhtG0h+wEGlzLs9ON/hR9R8bMD69K/AnU6OE7dqn/aVBpsgRt/1KafUVw/JF0dVHD9Q2Yc0Cbn9vtwyuG1hv+CngH0N/wUkAh/x0B2VcK368IIn+3wvvsgoV7+a/sln8lvLK+ZxcW/H4ASxknTk9MogQudvN2/1+tAXSU1CrdeEjPI6i+OlkeQfp8hsDN1axi3QFsxkznOkPM6mS8B51Y43115F4Not8hhaPgQY5dRjTmeMHDkx87x01qjf/e870bj/Qv9/lm/WfypkyK7T+50j/XcSgIPWf0Jpz0P3CGJnR4dUC2ibRc459HdrCfwpNB9Lg21xrII89AsKEtOwm18oTGptb97R2GfD6IXgVqX0dy/jpq4MHcYraBu6IQTvTosiT5mnfX+bDUBL6r2hAXLCwSTicP7E4stU5HLTz2CnuemtXFjlYtfnHsUuUnD/7lFPNA8SkHPPBAwWcpaG5BlxYzIncwM+BW75HGXtCm41Lwl8zPl8mETkLMV/GUlac6B25LRSFUHPmtcCyAgyB6ymx6n80BGENPnC+c4IkHEx7QFtFfTgzUtz/vQJ+ErLGT1BV6IZig/Z5u7jfDJX+uIISYYXQ1cI7F177E4Hmc+mJ/SArEmy/Is5I/5TaqLNIq59d+F8Av1Hru3fwpz8zvmFrsiF9g3uC7M6vujm5C/bUQJ1psRdXFEoH5PR0IgZiEGTa0kwNgtzRVvGqOyeVmiouQtsZGaTeeypRtHDAS3qvxMpYmhwMFAXr2MnTmiSUtUw6XRWA7dExoUwQu1m5qFNii1GCk7ASuD3tcfAPQGSQwxuLIbgoZSVRkX16gfAbdfM1/mZbnCS2Ui9aqToTq4hy/xldRWKok6S+wn/D9djSe2qomq+E3tcNke8hnwbzahnv2cJWX3k9JcfDa1/bcq2mkb7FfIs+q7XvZYe02uQp8X4TyfVWSddnEQNY0loBsUd2Ofo/LjNTijZlVEEq4mZ2RXpUB1F3tsLGldYHYPb3xObjPiZxu108tnZcUTy/2zdW5YnNzTc2VMXEniO6fgSNSHUGN7O6q+bzONWwDlzsJxX7g5A/7bzMvsfSai9JJLA/M3b8aXnHK698aEK7wyBHsHQ0x/3fHVz4L9zZUflfw/Ixfa+D8Mn2Z3N+Q/ra2wBv+NngH0N/wcniVYH/kSPhXwSuD6H+icXDl6PwraV+Fy6vq+xOMjXPAiVPjmLkDOLGUNAle68EdDFsniT9oJgI6z6sOnHj/OP4rls/nK+4FeFeO0cN3C/nDbWaOoTZTDaJvpl3LpB7xQIfAScOrg+zsGPB7wfPl4aMEf9VwQ2+Ks231AL9yYomNxT7bNKgL6COe3YSI6BL/p+C5yAn3PAhPBtHdpWZyuCvirlPnrN3VWXeWbqejnhctld5d4XkUq6MDaGF+jlfAnIqFPDaHpq/H2dDAdxJ5YHI95hT2woF/xmsk+074TAKch4+jwqav7rjqEP9ONKaOjEpnwKHsPHeBPts49Bp35K16a9VvVc9xSme/G97DOqxZSjvb7clN2qRrrTFCwVOpKnEeCBhOx/kUVkg1A8gdkNZlSsdVF0bwQQYRH6bnDAtLldtRWkK269Kfue6MdgStdzvQLSAoS6skmgAqAmX2HTnnsmqm9aOt9cXpLtPcKOiFLF/NPsg70Cn+ApV09Wjw3PFAnY+/ULqUItJaimoDcRM8X/o7I4uBawyiE5EuwrjXthN4QMB2+utRJSHLHW/uoc8rDRNOr5w3hQ5KB7mXnZMJMWDP1hTY6u9HsGKvIFlTYAuvozMvxrGj1YfmM/20jhTy56brQidLVV8bzSS0S5HP6DJ9wjnrFTFhfyl4nr937gUx6H7uF9J0Oi09N0cwvL/erxA8rHy86Cy7PidElco1/yKxT2zUZMnYcMYgOuAozk3Sl5kWKWQioRSPrKq9TD8U22qP7U4e7PJcFZKa1uRz94mUC6WYTl7PYimI2iKQJfcjte0hWr7jlq5OxC0KMptlNXAu4mj6lExW1qWq3w2lMUIn860152NVPdFKyHJdzRZevzM/dQ71fv6e3lht5ML1ZbzVYeixtbu1AN97QSdtvCsqLiqoT8L7FNMV0kljDy4Y2O1A/1No3LV19ymur6rvSnrsl2qPXQmi+7yVOZunf0Y3veET8A6gv+ENBa4cQ3+2kuqKIH/0qPtXf0PmrLxnFNuj34z5bHn34Ky+s3fP1vutRs2FurpWuPOmXY1HRO580mt98XDL+IIN0QVBPwONE3AH9yZC13JZpeEoJILvw5PyUg2i7zyWtY5u4uR9ROG0OaOb+RJqoIlytvCLZBmGMZyJOrf578MV72KebSf/MzpuzJl5d5zmSWPFYD2OEVOUI8q7/Et1SOPqjD1zAln12cm2oscehDtzLVyG2oEXswYLR3sWCSHhdI76cut/++Ky8JhO6PTxBscIAExi2FjBohZ9cNJxvEuwKeJs7KHbmygHFJIjp0fiFKd2PKQAHXrP7vt9EBZ+92Ikjn4WoUOEjiN28bIhZsFyIuIxcvC8C1Jz5ttVJ0h6vpKsyhdz3Oc2GA0w/4n10b6Nfmd1XGPv1nJ1h/mGdyfby/qMKOt6q1SGOpDVaX4cK6rGUPhbmVWA5qxt4UE8mGgMIu2zrV7DiJ//Fhtc/4ugvSvAcH63fO5aJYLnmKbKigfAFz5B8DwWf8xvn18YjkUbUTRNb+oJJZ3muetjnQgTLhTCs2vnRs/CIxvkQ50zhaqwgcyJLTISHaZ5iQgtKTBPzr/0nRh+MV57Waf3rdCT1IaKjTTPKqzD8zn+iryhk2wXqn1ypdpKccIA7GZCFBYlw323bNHp5WqSY+QiYTMCTN6Ry4u6C33JBfzo7VEB/MD0gIhq6DhfdQXgznoi8u98s4SNYH+HXRPIhdngrLM4dHeuMs8JUr0m77S8JYjelYGFbeBR7lx4LpW0l3n9KL5aqf4Hsmo+Gam0WAB6whVu11hWKxTqmJ219NczAOohnul/5zOHFXr7jp0EWee12Cy4pYv6ewk2Zdb3aeHD9fLa9xhZFuQsy1+lU1zmo/Arr3QEltO3+9T3Ye3PgrvZ2o9UtASdN/bWg8VehmqHrebNaeW+M3uT+H7gqxv/gdsTXq+umEDN7dUzBRZJICN1DbyH3af75y+D7/Y/34N7QeSvxvcsmN8F6Tt8no0hPBMfeXX6Lu9TcQ+iOZ8gWxAaC0N3du0b/h54B9Df8GOhE/I/ffXVThhfCWh/5wqzu7vtfiC85OjDH84/d6FbuNG1CYOhkDYF0MtEIYpZd6FHSRv6/Q4eSo7Zk349W0wBSdZvIHd1wfyHzZHCUVqeh3tWu09jjTEPx+TJKyjtssUN7rTpgw6C/1kwoayqdDllOMJ9yLDwQRruj48fXgmxA+Rl9B4V/C/xmpB50VbWaLMjre87cdI7wd/AWdh2exoePT4tTbUCnOe7P1l2eD3ldtwC+3/pyXMATp6vlMALKR/1PiINd04W7QQhdgf5kgTGivdv7R4LRnHmu1pV34guD1ZgwQYuf5CSCeNjUdrixJEW/XsPYheiNRd3EeYhWluCMmtORoUOOfwvBX4IgudaxygBCIaSea0pt0NgxxG0it0pi09n/ZMNmvFd7UC84PJeK2R77njbpFxyW1JgpRyNq2VlKU+LmmHmGcTmUSmSggzMQocFz4+jjbERE9HA1fiHkkC8L7xPxqBxG8S3m//SGEX+A0Yp0NedqDApYP8OmcFpLItLAAShl5ywmLARBakIyfLeVIE74jFCYgvBtqJa+9KPku+BPeXMg+Mt8S/wsZGD8ReC/InXCWwAJBJjbop+AETRnpoICSACZXOWGFuBnRCoVJi/s87O+QdpeVtDoVBTX8lotMFsQnTSr48BSMmM1pWMbsvSqsdE/HSimZ6jW9iTOO+3qqbDZ9GD5wflO48QdG8t2sdf6DOCX+Q9xnIbVkk83yOz4E8cy5XMxg5tkyGxhzKHKO/bt86P44gAuv9p0cTEI2Tyfgf6fYaDYbbi1qTdp7rGdJHz3OBio8mmjsUWFkmjcfl1XuDyEHQFqQ465uksor8hfIQyH2lLmOGzJfO5DEvGquvmIjAeg9j0F7YB51mnQVjQYGmeLmCPPOkfwrZlU+C8d4tNdPp7v7SLFfX4nZa+vDCaw7fLXVA3mhDJCbrC5SeFePBfKOmsVx+FpbynC7zTH9cEwueq/SwxKHi+hXNRc6XwdUy+AGciNfOg3EWVriYTYjHLgP8pXXfP/kzA/v3jfbPfBI/Sq6a/Egy/omf+pNjBFXhWv86xjsKISfhFn1x8w4+GdwD9DT8afoeCfba+z6xkegX8TQbIV7Tlj6QPTPy2+J+t9iOdlgstAXR2B5E5hHKwxVFYnBpE6Lo9g8/NcR6pYeNYPenzO+bh+dMyAUo0UnRw9+E6xy+UwYJ9BmUeDzB8PQABDr3UXzH9SjsHtM8Cl6hb9xcS7obBHejmgajuh/vAqTlU5qtsuGEgRMC9Zoap4X5ZrFa3C6+vLuJ/5obo+xUuaoSy/U7jafXJt1cXNMxasARgugchBRkaNBDQqZQvise2YMLq1V2/t3kdduuFEhpLpi7xvgw/AtOIL7ld8R2+E2R2wKXtp/nnu9nvArrgcmVkQYYavN4y9rb4qUnYpcUZziCTFWeGwhnaMVkiu4rstcsesp3nh//5KQCK7yDyAOzQAG0KnrOdKQENl2axVOnrKjoYcArhZvhjHYV2i2+u2ePi7CTt+7ogIa5DouM3X422rcxmikAND6IBeVLCoeUKDSY6iEAARN2oi2ZZ+nuAbhzD6+MxiDVwzrdBPG7aZwMwkNa0mSwdATXvDiE69M+OSUZdgv3F3UKmwtkYPI/f5Bndg9lIpntVty7fne8yJkY7G++mz03XREssUIXB86QVQTXNoorAjsGn+ZHfrRS4KjyZgg2eADCoTcMxlRCpUFtS3p7Ze91YTuVUu2HFJNkgSUbdQfsBWJrwyHyyRHhwEYxgWRCUc3FYzBOkUbsjb0fqSuiSHm2XbnFHrYT1f7zCupOK7nCSWrDk+lxlFV3PtH7negrOppIGf5MBPOXRIXGCyiGHigFxe2LchIimjBwzkh6LBoAnq+qW/J8/7IbYFCs9b2uDPVeOLe1HS1t+s5hivQqZk6sqKXb8b7rOu4SjPynoxmw4EcnHkXUGCkH2Qss4YijT0nAEzjGIzutISYuVUXWWlPbeeAVlMisPZX9YT5ZMo4JPYZ5Fmmon9npBUiPWU8CwtDP5jXAi22DO2aCes2+LUdqDmdLj0T06CaIbPgJpN3VfgmZ8PVzGWigR9db61rx4gf46NVmeKY5NHjXINfrlwcLPzImnQBJPxpygyqrT6uzlQbTYZpfhxR1xr7Yn/as/0S/7E3GqcCXY+5nd3leD6I/U9dPhahDdTEoLnrc66uez0Bs+Ce8A+ht+PHynMvusEnj4Gxol77OroJ6h0Z+4C/1Z+BMMoh44HAUAV6anU8Gv39tL/FmcUURBq9g5WT2PNiG4aKDRM7bEFX602X7nsDmHLrUFz3DSfD8/7A5xelH4ogxLCGRITYsIoBPHHeOaEwMeGBRzBxs4hrRmC4ovrg70ybkjL3iGKDsdfBfhZVp3LqKoMj2vQXQyv5aElTpbc4GP0Inonqc8Ub4E2aHRZu29mEA40S40uuVyL9ERKnfHjfv8aoBfeeXJIHrtrSc0Sqq3c7BOZ2BwwDOyoWPBV4r38KNre+wB8KTtBn4M/+IkO3EyVwjaXUkfY892saEoR9Ej5Refzwpp6cjFLVcDD5oidJbqCzad0usyTB2+dZNFuvv8OOjjOJwHXIxZX3DsQM9Hq2a8Qm/Vb5tmvCptli+ECgVBpezsLBTZ30upBHSKPU+O8ESp1BdVn7u6Jgl6cflT53/3WQs2vcNCh5blu/mQIV0NBc3lgApJ+0YD5WPk3edcj3AnZSmRgg/UAQ0VpcNq48jSh65f08NeXgbPWhLef8Nbie3fSbUgiLYDj8LfjnTBsujEtqntg2ObwYboeRjGsIQ+iV9AwmQeSgdOd+Um6DZRh09cxFE2ntbrTQVBfdmgWStqnq/kuqoLOwqtOm1hGS73n4Bn9ViO++pSELR9MBEYdoL6WPsh1HPp2B1uTgdeHiHktYN5QeZm9EWwAeW4yoF6oorzJYqGYqPFIhlxlNsTpwIFY85ia1dY84fuIpVJRywEMzml+mcA3WNhUyyMrfLO5hN1LFdUqn1S5cDSBjtB44QciTQdGTry8OZGFxSxPbcO3CCQOdJkEadrtAMmzwxiKvorCTwrDRnIZNccHy6xLe3IO895DJC/m4Fiw25HJueT2H0en68xXsVvyN6XF+3r0nF7cSnwI/AbI+hxcXXOgYFU0tbXRCvyTMIxCJ8+zsXQEycNQfPWRarhZOO2z3kV8xOT/hfDAAAgAElEQVT4XBl3c17sjp8Artd28BxDPpfnDshmgPlSYi4vqO9pf5aj8k3KCl/QqLPa/lj/6p8DX3GsefUHEz3fl39LHOGx9sPmI7DV4PyzN/zF8A6gv6GFR4TI6QrBJ8u/V1bN/8w3QK7kPzv25AzuBcFfrWxqfV3Z9/Cp5V2t90p5Pw0e7f+vru8evc/mBnUOFIZ4KZPzBTqs687zNnjus8XGwbEEUTDPOidfGrNDdQOLYwj5/7QNLYbuG+A6yZ6FB07uQ8PAFDhNts4jreXKsPIyLZe6iOCIQLZdfhBFWty+5mErZfs7otw3V8Bpydlp1yU5a15Kr0+Af6w/LPgfAegnoU4S6mv7Pzn5wYlTx2tbSZkCe4fsPF37UZ3cRwz0iEdwy06nNEbv4ov1lcn8adDmPpylrOSIkGTpf7jI6FxnhJ24OfXDtA5ELaR81Lpz8/UB/iJHt++uAgRZQbZ4LCA5bSw9l7r3zrnP+tSYMyL2f8fx8UmRdVTa5DRkGe7kAL01IGhuzm1CJ3puc2q5iNINdhlXQgDWsigfSvxwn2acNww3YseLhECAtR47x44pdfq5rpmFsTlINIjpf8X5H+UXW8TwKuom6TS/VlnlfTOIRgyGgTvNbxB4gE+RmLMwOQ1R/zquO35eukRJg42vg/cil3tzcx+sEEe4kxB8N14IMU6/Ph/oOEhOb7Gs8PQrrmxjLoJAaWQarxkPCs1vB6dgBFlhtFC2NgZxYuPnwMESW51EBGMhS2tJiJWGLzRgr3P+Zg0ZpLlqgO1pLlBPbgDmWe0jHDe5hmfk/x7unw3F5SqPh9YqKbK5U8cCaX0B5CU0jB5Cu7UpiKvZ3/tigb7XBPJahgs9Ou0egf/jYX6qZizQB+iuxK5B8918bG1KKbhluCyscBikrLlRT0GYvCH38RSYVJlQXoxkY4M5FqKJzCNF6mhxHRNzoQ5tm6OJIB2qbJDcfuBLHK+oP5KdYYu/cubtnP4eedH8bMeit+1OQZi2lLJdBIZYmP5yHtucAqZ9da+4zc0mfTGim/nbqgJAb3mCdWwKV2rcB/QIuF6z8bQKywXfR4fUMt+5W0BF4jxD7Y5t7nNhfPYgZb93etwnRE4D93v3cQ7YlIOyopTvI2Ixme7rlUdhuyQTxzDi90m/5jMbvM58nF/pL/6Ksj/rH38FLLbBi+r6rs/IvhI+Gw+6V94OBH3MzDE/HWP+veGvhncA/Q2fAhQ0rxTkrwwwP7MY4FmoK7rOlFFt4yvqPiujHk3/N6wW+zdBN5mW8lufT5g7yMy1JHps+3SG7502/QzdHA7uHYVJa3LHnbbD/bEPtHVXjvk5sh8G28B9YbATLDt44NoCuOq0c/+706mUXVbBO46+60FrKwFhdzxBEnMmGW4RDOKFeOFsJnVMIYF6wNXQ6G82BzpODtkcVolOrRvjHKqPb8cEirto45Af2hzOh0/gZPW5n7Hn67VOIhbdkZj6dO3ftsJmR94OmGg5dne2NKgSU3ZvyHmhZ5XtsTjJiO+QoWq5XNLdLz/8adx2xxV5cQX64DnqaMVTx0PIAX0OaS14lCG393mVHy1mNj5IA5/2o4GT7bHoEKY9C239rp1m6jtq52pNdlMpidRhfWOhMYDnlf5jMA3d2eyBdLL+aXBlE8kSAcPiBMfb2ABSnWLs97ZjLfRgbo9rR88CtrOlYfIAtPPWgLagvhEhkgOahbqB3Ra1QAT4/zWIfaOhu7+JmciOx9eAhQUylMHIVzGgHKo6H/WP4u3fo/fjbkd8d521L4C26TMe9hz0cZ5zUNgtFOON7R3hblX8oxNePAnSJV1v3dkMFli4MPsA8oIDnyG9BX1Pd8TeE+k7nc+mH4I+JjOY57d9+aD5LYQDcetcsyBZ/JKpSQjBBsonsYD6C5nCJa/SAr9dv2syvuWFulHeUsaZAIY2bvNw6tee/oihW12rbH6BAktzOhhPUQdnOhn/hhjzX1B1dwB4CkjvtlHpINM6TIgLLTxUdUC1Ltp32ibiLoifd1a3XYV25Lbh0t+hzZrehV02xd6N8CSbWS3T7Xajm53OMULWt8Ee5zUtww14lI0cnUg0ZREJJSIgHU46GiVclXbWtngOp7S4wrE0jOhMHkF8Xc9R9AVnivr4GewBbEMkZC6pLJP5a8H4yknIgIBXzPUCp6Rf01w5c2PvVumJ6/Nw00mMXVlkLCFOFe4phg1Kd7LVU8Awg/WR/wrYUlcKbyvUPDD/kra9uQazZ03PTJrBp5Z2dYFdcc8Yz/XRRk9zSa2/T5Lj98FvRLjKpyxgV3h+EvUlEEOAqfouEsBc4SGQ09t7yX8bvMqn/8qNen8SuIxL85/1+hV+/noa7p8YVP9SADtALFjuC8NvNH7daNze4dW/Hd49/IanYbcC6koQ92r537WS6BX5um+g3yvn1Urpyiq/d+D8c/BbDAnBn8VlmODYOAjUr+QPfYce2QR+3fFQqodC1+MtbYKPabL/sZkYlSZUx9h+6gypJCbZKb16JNb+gkl6LZfnV19FEUyORKPRwLwc13X8Y7ClcTz0ozDKNSd+BIKKc4kKRbEeIN4ZtzJeqbMzejX6ExdVtNTs/A+8ubmDl7R06xtUv0na+q6vDldvCJTDtdCVYRnOPRUgxokW9HLcpb8JQCyQ0Ck7rdxtaXxoBZ7g35V/+n5NsNcn4QRzNFL+rrKrjpsGj02JV8H6Dh02a3lMNMB5CGMSd5Bmfxy3v+v72pr7EKdgWDmrA58l/MfZKRzCee1CK/QAx/M6JIEVSysa/XHB7khD34tBHQUOdJCP9t3YYU51l/0FHxTVVrbkenKQCX5hQZR9t3bHcAxtYe8Xw6cbQ+QxEQ8yMM8gNOzQTrpMDiIZ5EF0Lru5IYirzQIn/Ygd4behOKj00O/zEtPUdU4w0A+16Ukf6U7r9I1YxQu+TR9MA3nLog57e0+HeRCCKI3JGbuBIIXt8tQewXiS9U3wVbSrD2KVe3Oo23AROI7X60A7TItIztbJ4+kzHKfDpqTrjl+GoEYNIid+qmKKUs/UxhIR7CRPO8Wb6j1JpmSMkVy3yxkuvwWfFbNzTrmuH3Z6qOivNJ4FZAroAsrNQGF5Vds9CqsNCrUgb4P+mH3ULClZiHZH7mEyt412ADLRywx+Fm0LngDErUTI9jUzwYJDSe/znKRRSzvbrbEP6hXqxyrJklwq7+ciMAieo9zJglZxzv0pML5Rj5nOmHgdU50XvKIR+35dyNBIBjeZURRYY+s8xvHnNNh9YZUXavZx1GABegygC9H8rIhAWiESMh1piwfmuzz7qu12Q2nq1AF4J90VdHaadiKbCeorC2eKPcCaQnDRkNo8rsNcZt/71Ni+M2OBAzZb8qXprRo8d3Kt4yTLs09INwyeF17f1ceankWat0sFtNDnwSC6GULrwuWaGoX9VXrs8LhOz8+7+b5KO51A5cGufjAWruvzr4fkW+Mso+0ULRNPzSFx16AI3Hu98829dxc+69OvNL1X170y7qV9FKcr5Xxm09xZEH0XOO/quHcCalfPO4jegNkJGjyn223OqX/9ovHr9ruxe8MXwzuA/oanoAu0XQnQvnJn+SvhVYoBg+g/TdlcWeDwhnP4PtqVCX520cB1dWRImlCm/zkm6GkSXMbyJSOQ3DtVJp3gWFBHSjgzmglZmbPWecU6z+D0Lm7U0TLGnESjk4PPSyQfq+EgmXNdIdy54A54Oz69lEqYB8reQaWG+DNz4muwAb+vh79ScottHosdIOY8O+tRC0zhbq9Ori870M1J3LXxDgvddQ+AEyzzfnY2NR6N+rDt8lOwOlnLqect18IAEe+/bb9jfh0XPJ0w61haq7EkERzv3BzWX+ZgK46cZ+Glou+UI6mf+nP5XeFpv4TgL0rTzHEWXCOiTVBz1+8Z910g9TmIhRNd7QL/oz7wrydDgDw8tcU7I6X0xnkjgEl9ivf9ZD3wz/5PkD1MNHjor2oyxXfdYdzQFhxv4cyMEyTSjr8aWBR1gtGheGLwUBPp4HS1qJlxR179MvyKIsfJwaoD7Fg4owFrRFKEiI4jyrRgu6VvAugWMEvfbvXvn2sA4tB8g4kO1OeqB0ufLnxgrJR2ud+iX0zXQgDAeLCOvxzgDd71+AabXtK+cx2lPQrP6neFA/mQk7Y4zvQcskzXV6XlwMf67xDd0Q9tYeMzSvaPciPFzradHFwxIUL6dUlCl1kQPeo1/iGSY7Jc8vZC+zpCBH9XXVkwhGHH2DQzIdDmsPSCJ0RYnixPMFNjIdDuthVi5fUeOl0EIxsDP1W1L0Gg+4euX4G6gLsG0ZN8o6q/QEuczs+79tYU0B6X4VkL+WuTSUsJ3qg23w63KE/lC7xFK/Je1zvu5CuIqMqnTu6lOuD/iZbuQE/tDXuAYXFRPwfLslA6fWlpUNbafOYgIp4L4ta27/pyD2cWbuTnhEvIag7d5fIopyWi+MyD/e+8TPAZEpMP9tkEbZ/KMvyERrJzUkOnTpLyjAdP5zgu/HL9ZQ2WxFP1Eyg+/pU/09gg0GGo40GQiQnO2p9CYONXOOu5DaDMoqB5+I2w5CZ4qfmf8vE16deTgWi9J1QLHPrC05LbkFAI1f5LNs7JHCzV59dn6asOv6rTr5bXww90sd4HwDnJWRxOYJDh9bagb4JspsJpCETZ4KmD/1m4oL9+Kgs8GwP4quD5Z6ALRL9qA+EOdn7ae4H0R3DBduyu/+0goI+nU+IGu89vNH69w6t/O7x7+A1/HDwjwJ9Z6fUMdCu3Xg2f3Ul+Bb977ztj5pE2X1kV95Xw6u/Pd1BX7z1crv3XZGX43yfUNk23iaNPMnDXE5v/NkrhXE6eQC4uL//f4qdpNmnOkdqQmPHHjOjUQZ1p57Wik8gctpR50ccHluJOwoqbhAFE2XmzTHjQWILsdpGORD4LpC3zPXevqAMJHCqd019paLu5fOcrn31DcjPJ5JoC1tOz8QZMVkvfhituOv6RdObQ7mpfeWRxR6byGcpcyjv1KayT8CsgEHDwLTWlzJ2jZcHtbmWNU6jSueBffF3uzsrur2VwPg9LW1cn7GdquNI9zegNTKTSIEpMTssF7mBtzs+SLHaIfRX04zXr2tzbtts15AHF7tBadmWgUnM7GqXc1wQcOqhrSS1DG+I/ogLD+ivpJQ0+DJ7HtTO8T855cDAn9EKAkTtVBxHJQSzD6w15V8YfExEdxMcgGUK+YKs4MzJfSKFx1V+WxsrJQXkPbHK0cU7Ute+EiWmAOBppgRdKAMN16hOtz8YF8E3atd6JDsgbjwyvEXVocGOUALrpN5IIdlg9NSCQA869PGTnjfln8f4ZdEBdCjqVdcGGaJDbUbAjX+nuZszFfu0GjDE8BFjcLvNyIv3sq7mYCg8PmdliTK/1rpVLKpxAx0CAvtFfnK4cqeXtKUihj41nYHW3HT392ixdVhYJKkOLU6tBIcuAZTxDYQ+aBi1UibcvteKRoZ8nJAl68j46C4PnixwgijFsf7TTByGfz9qxvpPt7TpxgOEC1yGG6o7hwAfWKHhlzCqv8a80rdNn3L3nlfrSZaBIG69CBmPwfMA8C/ujLgRa8F0qnN9bmOKUXc0nW10Dv/5NcmbSFTK0gCsbvb28kCKDFN1Iph9gnjXRZ+JjHoHKQr4ArJP32IVIs4WtKOxB6yefHUtpdZ1T2XwK9ERaaGZ2gesQtDRNaUMAueGP+oCRHvkN4TzMstfUZY0MNCczaJVHTfi7B4GLewuJU/k5+6P+D7NLfK6bBmLmhMWkXO7O6m7akeZjnH5Smm2dVGL2DCdhYOo9Xt18D8tbp8vn9D0v75xC1wBkucmhT5VvemzzmpeL7uXLoF9yFDZJDTLOPJRtvyjsOoob9t1YfE2qOHnjzB+5C8am0l7kM31YFry43q/eSPbTg8zY/meOe//p7bsHr8DdbYPboPHPLxr//BOB89ttPnsH0P96ePfwG56C3bcx7gngqwJ6B88Eab9L2Fs9Y4z07JX1dztDDX7Hzv4aSP/MSrVnVyZ+J3SG8pW0j8Nu+gEuGnV4hN+Dk+OU7X2aA+agtd9x97uz9Oc73wnn5XMqs7rJ2DynxXFh+C8Agfbi/Zv/C+lRd7Pe8Kui4wEm3l1flGaiS8TRABRqw+J4VthZueOLHS94YGTErgoPdpjTJrd90s2OikZ60nK0sL9vPA3mFGKKYwPdwQ3O09j1mMc7PvPjYUUdOA84XKJt4GSo9ASeXEqDrLsD9a5C18/tmWs1CiDkvLCHHqtH5tReEu9ZLdIw0KXWuIeH8LHyuc9T3UaPV9CXVxu2C1ok9nEZVcBlE7Wk8eAeOMMsEMcFD3SCn8v/x4lg7DV1izVnVnxo8PPQRINYg73Z4bZFyXSI/5pwP+ecWEQUKaLPt64nkD/6rA5oBjoSu5hkWm27tNvO5WWWi4vOFCIS3bUkVja7Tqpad+Y/iI4IEPhvwsPKFprHrPf6iDVNdrZqAFmCdt4n2j4/YcWZwZCcwQfcEeVJGM9/Uf18CBF9zGsRko8POuRYe8zYlJmIBtGAEe1tYuLbTb8BpzvPx82DD8NObQFjBJ34c/htBp/3PTuu5JThOLb/YOAV8Txs/aS6adIkdm+KhMaQSfiJm8BO7dOh2iWoQhe0kkC/LsVKc23pOySqNITeQ0euKwsOXWaBCVNcUn5TE6Pf+vbHb7VH7Kd+ztzX9ZzpMY7AYGzMFz8Ongi/c5vpX4PoC1S5VdW7/me/2Kzr1gwqG1s0QsEyFP2WDQ9a7xOOq7z0xScmv1MQ3d6rTJWgj5T6wo4HuZcrfwKi7QI2UuhVR3XpFiH2YHrgwbSmBFqQycH7Vk8qRaI/CnWWoeFUMdlf+jqTzRZ9Zf2V8odCX36Rw533hIjk5kgzSW6g60KQu962YPpQlYg/URAdeBZazpqmyhsgF1yFDI7POIz4Prnim3QEVd4smsnk22F8JWoDWRs3OiXRwzvE6/e5l31+xE4CMz0H/eVz/CIQuGnDTholPQW2R7JCTuxIOx46yScbV1LlRGB1dzxXVQSfqZpNFuSEnCENz51w31WbFUNezFxTlkb770Y2BLPHgyfF2s5a2afHo/nvlXBFw1yDjvyVX76inkUulApPq4fJbQ74ESE7hJz+RnCRJNCFpm9DSvux7T4WL5ZfJ/ZleF1d8ieBig6loOOa9tqmqlcdv/7ZPI/ispzKQ9fafA8exeOVsYArsZdnd+rju6v80tH4p8HL6M9M43aj2z//0K///Id+/e9/ZuBc5763f37R7Z93ePVvh3cPv+FpwCD6M3kfhZ+86ukssP0VdZy9/12B9Lqg4juC6PdWUu7S3Uv/SJ33jLzP8gNMJ8sVg9Mf3oCjg/G6lBaviqGEzgUqjwAH0Re+UwEd1VScPVBQoglzwRkAvWa5kHSFE4o5z193YEWTmoqaR2kuROHwtjqm8yp266FTEDssOxjW+pnVLW5OG/uG7YCdGEzUTRLjGNbCITt2K/N17GVmJpYcREfHTqkYnKFG/TmjZc1sk8bHg+hLI/HHbxqf1ZJO3T2FAJeqg3ubfc67dSxnB19byFL1RkZdwLC6XOpce5vJfqRH71l8sLy1u9cjVNM6hGfZQapr/ITuUFFUFwTpq1/Dvi7LrI0SpQqW6eVetQd2SHfjnUDWmIMEQmAaPEddHKd31LLXIHFugLRkXcZHeMlS8IOcKkjxoJQQ0TBntcqZrIfmPb7jQmlcsMUgK5ODXJULm5JhwEBufsx5qIdVy8YD0SPNIYBuuKE+s+LlIDrYdUToOkugfYUrEMRoaYszjM/0aHeta+YYRDehiMCbLrGiVDdZudp8Sy4a3Bc9sl2Oo+iyQgGnIdoJ0f4ZQL/Nb6urM2GMmx67PyAPFhkLNeLVNQllemueSjDmzk7jGdFAuv1jzBXjBRecEJEeGwt1ILqtvEItui5S8IxqT4gumNDlb6t9EEUVWljAswpQ/MUqy1G2hl1aFKO/bGmk/BYaIA03Mi097pJglZYB9Dni70WYjaT/YRCYjH+gMhs3Vz80iqRumwXyNgWpSHHYynekN+aDPnCZifJWMlKuYLnguAuOBQOhPLZgWk9nYDoOulcJ/ilQ/jfZZPoL6WvjMsnqIhe2feTiyBYc9ZJEQN4m3eayN79lzCf5GdrHKQCOst50ENQWXchhK1QdZbqsNVTitIw5noBPkCdNP4nMOYUTS7VKVycQZOowwQZnesD8z+wTouiOemV0ckrwAFmT9XPYOb0+cD1lcvU4dD4StHD7DPBHrZr7ahD5986HHw/v8zJsP8xj01KdJLvtkbV/eZHmWElH4eoiCl3X0aDyLWna+0HSa/IxSRERn3P4wr6L+voKVBqBak6yv8Otv6/wAjlWi3ug+W7vGGwXDRJd758dnAdtPxVELzKylrutkECeMqd78rvNeAcLiCjU+8kS3deDFOwWO21eC+q4R/rRRRO3hGxGx5oGRYcI+HRUDiXbDu2m1wXRz9J0gfxn4wF73dDxpSz1vyqI/rvgmaB5hR3+NYDe+b1/ckymwqs3MmIA/Z///V+wFwaNX79o/PrnZfW94WfCO4D+hk/BI0L03gql7vnZKqgzeDbfZwAn01eDrI+Ufe9ZdzTLV0Ltz92pBI/CZ4y0R+v+DK5Xd6C/ytBIZrhO5JNzWJ01eScE8Ak4qsJBVtJg8CHVDOntx8pLE6H706F+92CpzWZ3GERvynfnK6SRNiXU0TkiMKM+EXc0xROcmok7bsSJmmggFLstGJ5z/mUiddyoA6d8C7ELYOdm4HvAL2a5zSRTuQccSqx+m11/xdGI4LQioD3sbAsHjtDd83AXKFyTJqlMe8e4lKwe/s75N9C6YoRSfWks15n0JMa2/FfN6euY6ufa62icjsSzY/5XOKVYKcdI5d+uvVLokz4ilxHpWdewdXcOE8WRp3noUIqOV5Sxbeo4nvfRIwwy0oJ3rwDjRZM5/txleoxFby9LfAc7NdJHfKrDmw9P6uKkBSfAI+o3WoQvKNVBpqNyAJ3Ncc2sx7mqbkOnNwa8GYOjmyB60Y0hpLX/he4cVQv6RMTHzyxS26DyOpUvEt8Pt2+wOs5GM+0f/0ar8XD0m+8R5tCTsQNdnCapJ5VPrbw8EpkseCuH0HF8kHwcKTiUOtV1lNYwUHcx0Jn9e+dDd6IPPP626DyEtAAQ7QBl+kBLnP89xsZEzIMGH0VnCqIWQRvJfzGeBOqE/jViPjCMLRgZY3OOpFRvajdWmm+t3fFbE8iSwn/NLo+IR8g3LMf0FvCTvXBpgbYGjqmEOPw29PKxb6yrAiKht5QHeX2hhUR+kiR/E6XOug76Jj0GfLA8zLaU10UiPKONthWBhb9NZwLjZBPDbA+kVAmig16qbXR5jPqrYIhzCRe9L9BhmWMFZB3oDfv1sT0cn/vzQcWf8BSu+SfYAx1tOfQXSeDCqWRamYJNv1cdFrqNOPSTL2hKAQTuabzoseilqV44hmKRj0s59nvIPL0d+9rawDnt1Ae6AIxCf3laIbXtC88mEG23pVdaW9ut3e08XmWoYetMnLl/nqJCrr/Q/gicieYnQ7QFrJKttNnmX77j3Odhob/qRglR+WNB0UHDu3LhWeN5wEucd0wzc3oPlS31V72ISWOeEgtnngNxYqNsnDSMk0D64u+N2ZpamnvXGioXNkLdB2/5JdqIr8d0+hn086+T9CiPTCc/SKv7cHHHc6vQLteQ7xdduiIwm6u8rIy0ohBjv+KK5kuSK98Bkntp9fFGwq39cNophQ8WxkIjqS8Hk0sMVBWzqHcizVdvckr4lPvv8s+jj3q3gOA74NENXo/AV+yEX/Tdpg9/+u7zV/czBtD/+c9/6Nd//jM/naZ23+3Xewf6vwHePfyGS3AW3H7l7t5n879aQF7d2byDe7T5LOwC6p2R9Ay8qpzP1P1sms8E0e/123f15wwScNq8Mv0NMFkFJ4Q5Q8wpwJYD5omikzVuVrejIyECpoggpDcHgTlSINEy6e+ci9gWK3eZEIOjCw1ef5/x66agYrgy0DH1M0zdwIPbldPVkekTNKv0rGmcvuY50WfcBM6dL5FAlVZcb8OxM+vRHRJCaYd5oMUqO6aHqxrKxovuzQIn4zprJp+sYRB9kjdmv68aRzj5zr4Tc5eFI2YnEjw98n0KPvjT7eSxfmZ63ZWxl0epDe6k2ufv+fN+fc6/vIzUU6j9nOfw4egwXxDGn8UTxu43Jpvc5wZ1GKVWdTwDfVPxTP1o/GgikgIXpGwENcIDkqWl/mp5eJy70wedFlSPGDR8akPqIF7HlU3+PchgtFccIgggc7fZ1qktSLHZL1i9y0wpubRsEST7CokWcYH0Y8qBBvxcRf8Ji9hRbzgwM5RDobuSU5zCYccZt2DS3HS8UM5N+ohMHuKJIVpX8IHMwPRx+M44Lo5mlmMGAJiJjiO5iwFhD55Pp7/KZwZqcvBDdZYJrd2EvR/kXHk4aD+cvobT/BnQf0O/dR67z3mw7j4vi8A4Ebc8Djk9+zsooppD04j3/RjwV3Un8oOPbcq8RLHoJOI0y/5TJTWHfktSxFsRFC+shn/FWkD0on8kv1gWY0rkQTlseIvxQXGkLijbbWKW3eCGzOAAJ6dff6TxUsQTUEKIGfk7ZVZ7prvGAn1RBcpUZg8+TxlAHjxqF/NqvtKNjmzomoIL2FZJp2n9LjeJ0p8HaC2vSJwuQeQBCwb8rcxsE1gY2k60kFAQ3qdIw4aECx1CziBOPh5xXGpFYxywmLQW2N44neIaUkpeElv7w6/Yw/C5GODrKQ5RZ612Oy4E8/pd5piuyAH0JPtNn5j+ozjhglPiuPaFOlamly2+AGV+1sXKhjqAdhPXQcTHXDTl5SNBVa9pu9JiMMeGAwW7T/or6sSxEnyRxxYOde/LlI9yWzjqzEk404inLk8B9DInw+Jd5hH5iQXBIYQAACAASURBVCKB4yr40A6MBceIqul25atyaoVroRSwyLag16V9O9Nw0WuGDS00eRqc5aQ+zjKMO8qssjOzNch7pmkPnKwA5sQd9/Em3qQU2c8Xn9RfW7ikv/zqAi41TV+4LSrkwj/r3WPl4+3Cm6Zv0rWNxaJTTB+A/rtHfE4cHjwO03toQ7x7CFCnS8EZ9HkgdXWcXeHZbmHBSb5o5svgpwZJvxM6f213/1X+88/2wc5H/gy+P5Efno3XPJJ+3Abdfv1Dv/7nf+if//wn2VI3Da6/4e+GdwD9DU/DvcD5o0pkl+53BHErfOdqud8NVxViDSbVIPTfooyfhVfwC9fJP9tTs8vVoWtOJp/sM/hPtD8EJqGYH/EtjgKotOAAvhnHtEsvSywI22BOg5ky5zZn05xbrZM0lsMdc+b0Sw6oBe/sJMoz12a3pXurVJ4xN3N3VgdTCUA48anQNHBI46RxxBWC9bB0DfuvBcBSIN0DAAT1mJyOOWo3QUh/8+Hqy4Tv7onU4/6mA493O8iLIwFdIdWdhM9sjq7T8uQsCnesuPMlJtneOHBUl3fAFc4OCeEHQMffvObkvIkJvpTxWYro7i/On7t9cKe4dnXKWo67uDaOoNk25QsS2IGgCXbjf6mvEkQyTn4rqYCUG8apBzQtCOJllN2BGMBoftmDEHpfbYWFgff9W5vmtzj2PABR8MRsRS97XebsprUfqaBsv/6HAQDwaSFt3CkXjzOtoCqTdSZ4/KjUATvA9AhVF1oegIgAKpPJT/KysPKQuT2dQ4WF9Gz7C3jM6OqOdwaZr+NARg2g53rlOIiGHZHL0TfWd4P9SFn/XEcT7HBHsP+aJLRARdxP/iS/n8f6MrGUXXYM+sFpDLRhJmJc6BAB9KF/qM+SDgR6JyozpsBxCqKTLZA0iIcQH4PmbvMmcO601sAZyIllJ4rREWjlSoU1/CFZhzqtEoDyQUPJ7Yj5JwTvPScsiAE+j7EcfEKAn7cJ2CFkgzXL8mp/YkBj45jeiidwgIdwzXo/FEKR544feTsW2bWrNjT8Ns2igtDZDX2f6ktjOt57Oynusy0QgeZVNW1spJRkXbBVg+i4kAuOvgi9s9iKEnntSOsD8G7maC6fl3IpjqjHTmxk4w6Q9obLAbqMpATQKYJ7IjfQGWjFCJEcuXZGljP+zHgYPQ8fW0S1c5J9vmulkcRoVGWPymwCPTbzof5C2ZGD6F5/lfdaeeLxDXP5uLZfIaLRBPCBDwQzC5HIQXIM76tKAxGOE25kBs+Z2ReDpc9QqS7az2smUdPYNJUPCgAkX7QNLXNG6Wr6OTgo5eNIQ6X/IoieyY+mhC9I77vA6xUynSGGFQnR3NdvTYP+tjqxaxeZhmqBQrzHfSxkwqVgmV0qH66A/QBUht9of4ej4UJEceKF04VSI3btFahcTNF5PxTZtCBSGwQ6lHkpb0mq7cdnFcdHXVaLRriYH+cn/v/dvE2PAw26vj8vErBHXGqTlnchb30tlqhd1X4fPOZeSR+zSkCXYZTmy7hQxRccEikPL0qa7umvrk2ol+MXcEaoesRvykhCOwEGajpJxi6TvwKKs7xeV96AY89291f8lZ/xz1Z/8e+A2t6v8Ol/dRtftvlkM/7fcB+Ymca40e3XjX798w/98z//hK3BRGPc6J9f7/Dq3w7vHn7Dp6DbqV0D52e7uc+UwU8T7s/sbDbY5fvdBkWFz+JzNXj+09r9KngVz4Kvtczg7QcmfeCI8T8Op4y9Nodn2oFuTgQoJzlfoE6fPOXsfoNOoLD7ByFwucB21Hkwl0lKODT1nQySQ9RhYlMnW7OuzlxsEwCMzNSgJYgO7+NKwvFCmV6c+iJXnBdCQHAiXW8M+w1bLe4brAIC537vXR0BHXfYqLekTnTCqWX/KE/4ACbtJfkpcKKI+2hOx0p5tcxLJbGh8yUGSbJHZTqw5nGLUO7iwMH/iejQ8pb+MOc5IttQxOfHtYzVcWOo2PisgfTWP9TMoevdZyRtnrDP/6Q0ey6O6CpCHtIE5rghc6SwJyu3xTkR5QVf6TPoc0nPKg7htEDZ6HwIgarkEDHHn1VOOkb118bw8GADWylpzAG1kkPnbBg4/YUiAGGBEW23YIcksSNwbfdCJAc4ocJWsx3ORiPkN9+95w5zTQpHyRpNR9E7RjcrmSBtknc8ptN9xKcs7JoNX/ccdwH0QMT7iuNXBFtkfQFXzgtFlzUdFG2CuvGlkAYgZmABF3iQ9akF1/mIIIH27SxnzD+CQARDMJ2UFFYfU5LLPr6AKSTutBMG4efJk+5BmlL+nelGWvTgu87LSSqpPyoN0YLg9S2+c71BTEQHyRh0DCE+cgCr6s80hggXgQllLebaa5Gr6dTzYJoYB0nx6nPvA2gcYyKoxlkbg1xC5kDmVLB1+MyI5lEasxRtdv03jSLXX/l8jCovCmnWS+WpyXzhCA99OGlQa8g4LmXuqpZIv5SGjlF7i+MdaCsibX1MEczH8rniKALHFrPbFZjHZKWNxzTuTL5if1edg30Hv9Fcdhu3W8SxLLYC+yPJYxwzUN4AeRPtYms+8PwdO87bMv8Ox+mIewl9HQH0EfMU5iwbUB8HGvog96yUv4PIaYLD1uU/oczLQ53KNVddk76fzfnzFSbffWxjv0V9wysG3YWVWl4cCU4mlKUgw73fQmZEm0GuJ7oJic6vjD9RuAhNuTvLjO+k25HqoX9VZxW90tnCQjE3cMuETcf1MiTIx1Q7CQNpls9YJXhqnYfV+VjYA0u1rlOdnoWGRBSLlmlBkaIL4p/pbIYyUDAdRjKQZ5ZkJavaapljAmMfM5zqyO1AhBcK5LTGXy6zINi32NmlfLgW+A9YFqQru35NsvdMkTiOEuPR+KZXCKnuvrD79eXkUh9EZfdyAC3r2EfYieO0OAVpwMG5tbgzP90S0EcbARDMRRw+sOewEMLAtvHjOv8yHo36pp+CyBfk1wGWgCFffXaiv2qbiwwM3RU6LAQC+xjflEZE94PKLgvhPoy+VKH+rzJXr33BQrW/YS67tvNBxr4I3xFEv1f+VR/1q+t+RX2vpt29TZBfWfcfDTx3oP/69UsD6P+T7IVxG/TrdvvdWL7hi+EdQH/DU9AFWHzFn01YloniCl3A/SfD1SD6s7u4/0Q4W9X4b4LXthsm0tU5jzfozYG/6gCYfj51coA7NsqA6b8bmFhpBKjBY6M/aLiD46IiXHxByaFHdRoQEwXW3zxxmI44HtMZR7Ybgjh2zSRnFFwvkFwVMFlh8m+uFfxijsSlHTn4QkTrAndzXg44AhcccZnuezgLnuO9OxjcfxHf0lxX5OYJb5Xz5vRdcbFEWI+9C4enH9tWdEUtLM0PA8E1LQWfGGe6E0ffOvdq8BzrT3UU/0t2XoejIb4fig6oE6hzdOdPaZgD6ObH3Uf+VJO0ly8Dp6s76CTTtp6Hni+X0tA+QAdZ3pFifp1wyuSFaOQOl3UXQP61ejPNcllcZFAkk015eQLeBQrnXwmeC+l7KQuZONihJVsNnuegyAF4htw3wjky7iefTp+jjHtKPIbEsDF1UPQ/OsmHyXueBeER2ljUeg91mQzVHdcp+DAG8W1QG0BnC/qALIM+Jbj3b9e7M861q+ustS+zPkty3tvN8L50nffT4Y5AGx1yHHQcPL+T/sHRCcz6zfRJg/jMR/yx0mz22ZQhUmQmSrYIPJPLM+NUHoH/ys+1s4AGHH1kAfP4xT4pdENwxy3X4pGK/j6lZaKj2Xme8EebwXiXIOigY2TKdK1NYBmeiWelM35Ldu3zLACxzOjb3MgqJ0N/SegcCLhhBQnH0u+2kOIg1Neqvzh0f2NB0PrpkRVHqzDbSYAmBm1M30LJyKtV57b1eTrp3twBCCabzDwqPUM2+lNekiQ7I9PNxkrkTzus7d5livVbxotoHzxPAQkysRlB76p5U9m2IxgxNl1VxszgQUPFkk8nBowBMt0b+nNnxxmXGPsF/WNn/CGxGCxaR0SDSMaAYeNhYHKmWeTxBthKDp2J/Tj5VGhQOTWDosxGNaaHjMRKi7+G70TvxnMNontQu2mYh0BN/xGlfkVeMLmbyvMxJ1Hfrt9MXt5QXpLTXkRIBs/AuTARz++la3hXq+D8Nxvcjh+TCRbwDR1Gsbis0J7xRstONOUs34xebGlhDKR5GNov50xVrmoK5VhbwGxC0sq2bmDyvmD/tc9wZVoQmTyv8tDeYXeDHA5qbjBtniODcdBOIEflQcMhZFngS1I+e1Hz4S/I+3WRsyMR+HQFNhD5E6H6ToS2t6/u6K41j9QHF/Lob5qDyZpAAedH+Vno7FiQR4nB137MT5Y70FGRZ83fz8d0Pg4l12FedaJrFEG9M9tr86p6uJ3zm8+RkD7KybsT8RItAs+0AFNAHjpZbHFvYJHlbNQXunOVbx27WP8BUp4uz6ko5j2oAyxJlZXfCF/p834kIPyd8BOD539K3T8RbL57+/WLfv3PPMadOWwwHoNuY9wv6A1/NLwD6G+4BI8ovatBZiz73rOfpHDbANInFOQzeX+KQqsLIL7LMPts+ffyP8J/V/j30fczDYETpHtZ7t35k4+URYeCEMFkonNgl9kHOuiK47T29dr39XeHejdDhVmBTXbxl3gefytEdAwim0CROXS0fTzCTWztrZNGnExTM3dx8q/lpF8i6Cuk6dq8dadDdtisNDmj4eoIr1lxoouTT2aioUckHwe5A7F6bWzVfu/+WuvjmalHGPjxHtgEOOVtCUrqLCoPCH7M4eKdVXRaLRaOXfRHRP4dVNzBV6mySAtwCCUeNgdBHROkjoG09bGUu/PHuGPoOR3htaET3u+jrnvBlkt1lT5AJwo6LRyx8CY71+fAvO0GjDCpHR1pgHcuUqx9XmVuNyKYHFAA8yRuCOpR3FtelD/mOHEaFIdvCqIIHH1L2C/RGiOP16/fhB6+C86oJ4U1IPBvtHARAPX5PchD1ztjBs/hu9fQWzHkvc8K0r5zGYLmvqt52ICII2OdfkbrVdeZ/nRHq8zTSjw/9El2nuux5q7/Cs9hW6zuIKX2ndDcmUokMtwZ6A42nt+XFf07joPoOGbQ3L6H7jsYNQjjCwus3RId5QyDf8pfVrfRCPBeA89B16XzoI1GpwG7LAfkjwA8BvgSiYKLNvrybB7h/D2YRHlnjEHjNmgcN3JzBWQYeRAo9IrbC9i2DkuQNzt8iILmtvABaWHf2PUxA3lFeTvZOCJk3xlOxHF5pRIYApvO68zQ7xRBBpcARDCQSYvJY9vrtfLXMIxjJkjYoFzIAfETEVCH4EKpqgSDrTd6ZqvfTK+K/7r8xB3ZMIak5o7hktqIODGPcr4S6hXp8Q9mikuBxXwYKFE5bSf6uOQt5XkPo74gbCtqw8B0SgAJ2U80+Y0ZxjOXU1RA/jkfGx2JbLyjvWC49Iu/yHFMtIHxPfUAw2IftInqmGRoDOqwGP6OadIV7PLV9BjSq+qtwubzx/QsHN0e+stkcc8PoU+7XwPTX1G76zWwKfI8rARvEqNjurC3GK5NDrEm8DQicwGYBc5Zr40nrGvMXse5TuNYxmYCJ807WMQcKUA/a1v8t8wXOJW59v8aNK9lrFy2wpoCLFAfs3gimon5ZDOOQWOY3LLPXsWnsJznfc5ahXg3IkB2776zhIZ3fU6kOJQx4fSyItP5YoQLp1fa7O45/aQCBFJyfj3lJCRfmlJ1FxRaSNJpldoGgYs1venY/GaZz9TCqv2PMp2IQm8VGWIkYc51cNDG81vejV3V4YgLdFMby+dsdn2dW9RYUY5ffRjyprKmCNYmOJhO7IIeyeUR8HxCUYKGgGLor6VvQ+6ZGFzkMWG+E7w9ae7/UMugN7Uy0fsFq6bvX+1vv1feq/zDobvE76/U9Wj93xWP+OqyX4XDV+N4r39eXf+j/Inz39vtNnebM5EH0JnVr/qGvxneAfQ3XIYaLCXKkzd8vrt/w98BHS/8G+Bb282suz9mgLi+i2udJCeHLTiubSJF5peB8Vom3+lJuoido3UCjddt8LxWge2j/E7wnU1WdFLk9buDeahzRyfqNrlwB0tMKtxZ1OAT32SeE7DVcQ/TPnDUpHZb6ZV4OxbhCNxEXz0DVzPOCS9OtjFgNP1+ytfq0MWgOwbyFv/fDp3GyF2CiXrt6UtfY5EMNMu8Zw4UdTgb33jQqkw2Cz7+NrNGOCepdw7U4Pky//dLc9LAZI9L0oVW6pS2IHoqL3mU8rvqQMBi77BkzYI7j8KZEynmmFs/e1Cw8zrNfXIWGJMG3+wcNT5oGmPOFi3IpUF1woBTCiuNfHYfWGv1+hs8jLRiRcd2XBquKQ9VuQwyypoD40EMPckBc+EklYh0wmbB8tuvG91u+jcG3W7DJ3Tt3JP9v4VBcp9YYJrIjqodHuAYcwfj4NRH0Fxof35hzuPl+Fu7xv4B/RvB4KAb0jfe2SS5BNC9HGtbHD9e+8h1Y+ID9uc4ChYHvAVWVU4Rq67RPx4aZMcj3P0odD3G3vCyb8IXsCCxB+u980KSohPP6FdthmhXUw20febB49qN5EAvIFiV91wKrSLB5xj2f5ENTDPIJ2PQ7SZ0yM2THPDt3uXvEC+vOrkZ/1vGCchb5S3/q8rD8FfeZSJf0MLer+T0n+XCQpXjmPfHQfOEnbpoxxT5/C/JEZVLdfFT5IQziJZmBidLZHC5Q0Kxg9wC91ydtJJldqJNHCla5TLWl+5p7YpzHVYDDdHvwQcT/y6gFHjopz4WVTEZYPBBx5hBdLSVFq4CHVCDdbMtnHNBoGPZ6Qb6LONlbSQSOoKPjFhtEJx9UYPV+0FTfzHzjIsafyaCh1x0G9ufRXmoh9P4S3gpBZiSjBvqlLzB74DFQy34cASclVcPrcrrjcSUgudwooareeynQop0uBN8ugKD6BYwZgo7IVlKhW65Euuj4FVcOCWga7Ieg7KMvtWITQJ32pmi5ZrtGQJRIo0uLB1kQd6D5GASHiR8EPEgD52CnGT8bcD4PMmFiP4l3I1ers+sPa5bVnncmj1pHsHLszuC5hQihGwFhWDLMUnQYyJENwuY57Gz2LIg21PXJvRBtxC5HLF24twY7c5FR5f7frHBXCBCgDP7PBKFetcTWjoHzj6fA91zpgmMBmvpWZ/Z/AvnAzo4Uzovvn7nPumvWkt+scOl4m75Ok0UfR46rQyHaFfCu9Ck6o8N3HvvY83GX3R/xtzwTm1bg+Hr/MtwZQprpaFbMCN0oXt/ws4R9N8Q9M+UY2kOW+fPgKM0v4tOodCLAxa8xnyGXC+lNmDrrO+gD10OOCWyjEq2henIZJuuFf1Nftuf4o/u8HgkGLy77up5w+8FG16+JpqIcHTyvvve8JfAO4D+hoegrvA6E+RvIf/nwSOGyG4Rxd8O37FIxIOFFJNsf0cUBjFMIjCInvAqSaEW4uUFOhTy87p+uF84wwu+OwTq5JyI8m5RcwjphL76f3xqeBOIDQtsGs7BqtzemJT5/E8nT+2KVcRnoS83rc0OnHbaX8p7HB7NNyeM4dOxiR4R0ZiOetbvHlI4bNMvTHBX3imQnNi0dcoQ3pvzBvrBujM7oGdJyYGWJrfTaRM7Dy9ORrgGw6Id7hCw5izp1ufhFC9uHGESO+4yY+M5WWfSq0Ovlplx3bqn4FuM5Y3+Xxw/6qgJfZ/LNvdGLbBzGnWLDdKYafwWERSaCUbq/85ZjHSRcHKg48neY2AF22g/fqtjBsdz4kvcUSkwaZLEm0kmMrYty5JO9qDT1NvixQUdBgQAPHh+0125Y6B/uekBAmUTbU1OIks0Zq1zl3g4h0YNQBDiV2QeXmu9vpPZAiWsAe2yG3ANoHstKFyirU7b6HNMinzkTv5gvCzzISMG0J1Nwm0HasYanx3MNxaSwSQQ7HWZZeXbbn6TeXidG7w42b0HVaS6fWC087I403KRy7RCk77qA1CPqaAq/3Px0TZXUzPa6UeTRzoNeqX2z2KPj8NpuvtLdOO+mZLIuPZPWmwBQ4qJSBXr/J40CcU343Mg3U6ASfpLNHh+6OkEGkS3P3G+DyvGxgzZTt0UNIlgLEEQBUVumE2YN9ouQuDUlbn4g3LfJP3Q2qIhO7HPXC53tPcCm0uQJy4nocAcdMgBum3wHKITeABMDZLTGMTHMX9RvzuLop0Szu2kx/TEjoLByq9FVyV7TER3eB9ELMEmXuKqu3CwZtorN0l8I3yVrdimLFcw/dLH3tcQfGBy2yB0yAyg3379ol+/brEYbMQpF4iQWBsND1N0bB+cisC90YOZ9HMhoXP8BAvUX8Bfq/5CcqzyFHVa9G5nnVXJk4WRSUnxwLmWweLjvJ+bJMyXaqqcn5+/onogR74RCKIPOxFm4jbl6CAZRyoz6ctshKTyXcZkodtZKrkvlnlUFebNGCfg61p2/7jB+D4sQfSNUOPBxMI0aMz2Mpdxj8HzoMtq7+NCq4zrIUd8gprIjAKwTY3YE0/mbs4N+r7OxwARlF1+apAIxecrCs7OF9Z37G2Z4hjlNowjFLfUXaOuAxlQ+0Gad2w6PVl0lZ2oNKUZ4UkrAk0Fnp7nq8HzoMCGH7EvUDd7/gobXQhv/Rf7nEAH1Hwg71F/eijd+dnGhdo1SVZbG7rRmsf5gn3iDVkTsck7aJ3sqbrTZ1Fc2Dhum8LC4rrQtKuEDYXaHevkOF+o3RfzgzmW7LMxJlP+ZkB/9E/Ao1530AXMd0H0n9p/fwKOXwHsf+xzPCIKGfLvIcW/Ft4B9Dc8DGbcb1cSn7x7w8+HR/vu39rXX9/usLST32tWnh+4Q7s6Urpid1Ps5kl1ppQZ9S6Ivq8cUnTvmZcjl1tHu6WD7UzrFG6dqXC6zzSMb6d3aHH72wcBOudUD8+z0Cd4D5utCIxBJLqj351hVIx6mAS3npUKMGm/jhu7QxDRZcoOmzSJV543Rws6lklk7up0Dzf81j7USadNcNM81oMQpW2WRuDaksBzSf/PVOFQsHeQG5xYztvm0CnQTRirG4CJlAZceC65mggrcGdNaWvUcaVfPcRCdiT9dNQW+kvmNV76JP5ihxh+b7mpdwmakDvSY0fiDLTN77IGxsU1EnJE+S1olC8OnEzaL8oIkD/sDsy4Z0gfjijK9wknyg4b33FuwXPbvaduFDbaRN4FuJSP9PB3rMHzmwcd/HfcdELpLYWujj5HUWzBJAwypqAEoOeipzrQUxuqzLfKJOTE0uQsX+bUmDdlWb3x3jjd9Ne6KEJyX4qQyCAZUhycEvmKPqelTHiHgYdKDsrys2vvbkFYK3S2ikuSblgX1pG/vKcznWrWZhGPeVp7Jl8PTftrPuNBH+PwsY1Bxi6A7ngXhEJmzP9QXriMAl7pgKdiJSKKkxnSQpGRZJjXqYFz+fiY+kuD6LYznZKcYQ0Gsh71DwFZ1dnW9sPLica16pxZg7AHeWCLaLZf088AulcTQds5wIDXjE6Ka2LXCHhnx3qUm/RY4Sv7nMrMB/rUdVYdW6gvMw+grWJObMaykqxnIjpojEHHcbieRl3usm+Qy8vBcVJI/N3IFssFLrGIwj/dAbpMRL8frjx58EEH8QyQiX2JGmi30V9eW9G/lmU3yk1GLPIEO2mhcKox8NPTOPBIzDhB5Rf9uqmOUXsv5PNaiS86GkL0MZ8dRk9SXnEeKqec6C73MW5+WkvVLyEjKzmyrO70V4wxsPF64ja0i0/TkPFKuo/ylnnYmaGOuk2LnPoLgqKuqMWvPXBOFiClyf9DiGQk3MPUaHRWlKx2dObBlSow9rWczHOc8aUTO1Xyjcj2ZcHgMchBdHiexvyUCV47dwH0Mi8rsi5IukhzMqEtdNBhwsFkgdsPbJ1AOP9Itr/zmI4fs9sixbyqOMtBdBj+9ge4gi6NxR8hh4y/TJ6HHVVsqpQTdQnosE7uG03h3vSY70C/863sbm6YoIgs5Gfp6idKduqy2FdTnwYOgRjOM6fz8a4MCPqjDckxB9uWBrq26hhRPRrzzIyb9X5o1WKXNixOSx92STN/hz6PuqseK8Xl62VOE4uA/TMeHHNVtIG8LMm9nmsIGw1Hjvv73NaC8Qg2aXts/l8Mi+/tlN+/D48KV4PnPzlAXWn7r4r96LgbPNeu2HxmjjjaG79v+GvgHUB/w1NwJiS/QoA+oox+B7yi/u2KRvqcYrIFD4/i8Zl+/MmKtNL1Sto6SXmUHx+mhdvkHI6s6tguzhwMAKbJbK1646jePkF7fkncOMZrhXfavkwAFwd+D+40SBeIMK33THk6gUl9MpXxqvdrEOgOPc2BtuE191+c8OIZCXeTvZxmXXnuEzkmYmE6RGh0jpp5kZzQ53jNvrAJ82Oy0RyDeE8wcbfJYgn+EBiwUK/YNz11hn66apyiHi3JaSBEM+gg8Kep0nBzFgQH1Lb9G54FJ1XCscvWFlPHTxPATJn3YEOiz1X6yf6X/JQxj49tjnZ6XbEwrwZUh3+bFL+1bU73cEh4N0g465wPFSFzSs5vsmKdQscQ4oPzWDGadjSs40J5w+rDcS/5P3d+1LKDPoXiJrssnzpjjFYWNL+NkY9wv9kuOOTbAuC8dNofGlgQIXOJI563Nngef9Efa4Alxoy1hZIDqBuPqTugH7a6ddEjArSGBVdi9XOpLzuisP1xs+KXeT5lSHzqu7OInGcsf9fOLGiy7Ioa1v5NCzTMnij9nfRias/jdqM4r3R0a+yTDb6ZDrbwRq/UcSGkCxCgMB5Mw3f1H+nb1z42wcOKIju3h3x8y2EBSz2pxXQSyDHXVfYLMmiWD583KEHUReccQnJ80PFxo+Pjw3ejCwbRiWJxAVsQ0L65HIW5/NOg/OFlhXwkiV12bJlY5veNXd8JjpqZWoBDmFJA22W808meBe2JQMHg6ginb+RxvvW+yryUnfNMcLCr2wbRHcVZTt5lFDwBHCiAl+GD8gL0XNy60AAAIABJREFUrghFH3MskpjB8xEB9NsM1k75XD/ThN9sP5xnTa8dZtvozvO5+/zQ8XzM3aaLHV/tVeg8sPuq7vT3file1i54bv+nI85dX82xYH0qRDR4fmYk663b3IFux7cHOyXwI35BTvp4GHORw9TxirueoDJ3uq96awbrh5HM+3XRX8g89vzEnlROrJnA/i/dRYVL0ycHjOcksWnu3/rbQYzHWaqkgEvGFjAy+9aC6Az6TGSTH3HD25gfmZ0isk8XaIfsKwTQulXu7nSY6hIf0xCwOsmV2nYKZZ5kcsHaWX0kdhIYEfki5taOdTlH/tzq6LHSOchhY+XwhjDyrNODnYL+jBL1wT7nXIb1JUlZsDb51/RQt6TA5Wn9TIOrU7Ory652kbXZxp9s86/o32Vc1U4qtMtjKi6LGsEseYimOuI+1CHnfNhwp+c6ihc7ysdORUi8JGEc3ez/VuSjoSjHauB87f++7vAb9IF002mD57zM7JGpdkPAtXLXHpnt4T4L8oXzQZLAJ9O1WptWeeOL2sw7Mm3WeSsnm4EKrwF/hgrRBV/oY7MX5OUtf2Mgh5X29/Bq//nv9scjdD6Yq37fK+nbxV7b8XCt/t37ne74LHz1ooOruJ4toHukvFf3V1MKKACVV66Tjjn00slSb/gb4R1Af8MbfijUYO0zgW10nl5RinUFXFfXI0HknxZEfxU+Z23r6PwwLdSBSESwwnudNJUXaTLW1laN/pM7nNdF3nYqB3XWMs7bnJ3sPY8uAXZ8DpOkFeGKZf++65dd8NzyY7DhtIWlfWdTmesLXbi5upCLicgdXtGXdjXma7Ij1cyJvDhRl37oselXzJ+BtJc2WwznKwZ+wIleZNd04OiRkjCBLx6n7PQMr4bj4M6bIV5uNqC7JtiOB0lBBh89HX3RuaLXjDglN4ChIH40+1pG/bUyEeGOg3KwuTaxiiDS9gRetW3FAZLGzOoUtWCL79BUp0AOnIezYHC0H9FKjkd3Bka70g507dcIWqxtrPSLxSXZEWTBqdXhCTRSZOzYbyOq7RI3GvgvEzGNWFTAdSe+BiB0B/q4wS50dd5Ym/JwXBvpx2L/IrJdgVXne5+UIBHuqGWKADSnNjkx87WPZ6XxxlGVOKfladrIZXtS9mQgTmx5Y0CtjkrMWPVXPNrpG0UhCgPaCpEu9jG8sIw8jrs01cmN1z72kmzhUkYaQRvkr0P0kdUJ7ahpd7aJ6i1V96EnNeY4N4YN551jjLk4RiD4aLLIx6m1r9QHoj/GLy1ju2sPEcHgggU10L4lgG67YKEcISI6hI7jQ3ehY9AbAuhsZk+UabtqgdXnDwRaj2Pdne88CCf6RJuNfubUFnMbhSzF6tC56/Iq96qV57R14YzjEoKPHLofeYUL6V0kYz9gv4g/2agwifa5/gh9GBfFFsFyvK9H0mEePHfZ2X9z2xhwiJDcJPdF4sfYnX4cB90+Djo+Dvr4R3em11aGuEztTfrLdrwfR+r/QwAP4w+iOElGytHRSS5z7r8SeGEy/XULHaa/psfsRJNZNNoatMCsZ9AYQrfbjYhgd6/2IXMehwz944vyiBw/1MXaokTXVDkVWcYRVOxnCysv98CUz1iXeLaU056xsi+XiOxodrRvVt1r0jGDtc143/mjRaHI+eX5qs8xTVK/Sz+EDHWql081WB7hsJ3X4P365eWKeU+JXQJW+ob+OguiJ9kjO1u22uZ5xOMrkWmzHUNoHBz0AZlqCSUVB3Ug76PsAzmNDZeBQXSdhx1CMgZoDKuIQ977eMlJQmeEzorr0mLQA4y/SkMs3679lCxoBqONx7n/E3lE3D7xU748PZfycCgURpdMGWi8t2eFtce7uYbLbTMvTSZT2Fak+IcIX+1FlJ1J/y2yESRe0Rumc5ynZS7eP0RojMBx8fmsPRBXqQ7Ua/gsej7ZBak0qE8kLVL0ZqI97bSMv+G2GPu8NdOTCBjGW5exmGkHz0WiaQ6rqUM/ZXsEx/CpjPoD4Rk/+FfBVy0UQF/gPT/z76BD1WH4/CfDy/orhJj+6fxMfUpMRASfsnnD3wnvAPob/tVwPWj1fXAvcH5vBdXW4QxtvdrmKyu5zpTmLv/vUvqvhM7BcI9eZ32YgFk/aQQBhep+yTM9eMzp/WmrW6d19V54C+aNT8DaRKeeoHt9cPa+pTVTDiA6nhUnvKzp4TbtnNzgtDhuHuGrs7T3dizP/GclnJdOgbv4PDnyMtH8niH5xDL9Xx0qtW7kR5gY12DF0judx6ctP08S3dFmk1mbdCuyEfBWh03MyqFeDpow8gZMtLXJHnAdERTFgEltQ+fs8tTgcBagSDgials3zpDp/UsOMadLcnpkGjqOlWOy92xxMuxkS25nBCBq359xbw6W1COOI4CenRWZRuakACIB+tkxIzchkdsanDgk4bVHOfrCgw9HBCEOnVBZkMPrBZ45oCh0edfg5iDSndmTJrdm19wNf9O1jRWrO/qopT8RybCApNAQW0mdHW6M3/VL33bOwZFwihbHXKJv8Gw4p/A5kl2SA4uwXCsQ772uRi9QThfZOb1lLvkWWeHaEZIEEpXvzXnvvDCF76Q98nK54NPr+pvHVG4m8BeXthqOVC44p+pcvU6ESoxUb2rUMrxaG0AFvAdptAo76naITP4enE5R8fFN6HSfZaFoCnoFPgforxRMRv3MuWervEyyExf/+MIT9nGUyHgIHcctjnLHwLd9bgLGEuG4wwUzipQFWXNZETQNWuiCL2wz/LHTEnUQtD3IEjI8OXVDp1qg9rDCgC+YOE6iKLJ+YDrUZYY30N2xK3rI8USaWzsp2hvHp69lOKYNPzOz7zCPQHoc4Z52p7usz4GIpE+L/vA+MDzTAonCo9jGdAMBB9NXwCfHx0Efxzweng/7fjIG9GxYylo22h5ExINoCGvwvO76Zj05JQLmpstigQF0so1+tWHjmb6ZpIxTUBgWgDnfhOy79DcztXxD5V17j3mM3VcBv9Bx3cPEZAFzwd3oTU1bs8XLyU/uB88tK6c+T6msa9gk9R0cAEa7YWsd5/EmKSSHWKZgCwI6GlE7b8T0QpQ+J9ZZDXsa4xxDnzh9e3wsw+2W7VEyeTQLKb+5PpcfZToiorrxEDqGnXax8jVOUiT/R4tdAeMnWTgc+oMGtOXQQKBgYEGCGm4jcmqD2RquvwnLzPIxNyMWL+NJP0z5HZE941iLYmQBuxW6KNn9PphtTsdRANIX5chm6CP5qXai5JcZT6pmx1RY6xxUF3lq3ex9ymHRQR+n+VWdc4GMT3YuNC5kHvJrE0zXPh1gb6306MiF6cT7Y7VdKNOgUtlvDx9JnXTFOVK3oGD44uZ1nhp8gO2qHRq1+rAc5AsbF1pUnuLIN4dZ2A2I/w5+QjD0zEeKz0511BfBV8cKusB5rfPReMBXAQbRfzK8os+WPgB9FMFznVt9fMyx2Bs0b/iL4B1Af8O/Hn5iEJ1orygfCTJ+BT61rj9BiX4Vfg8FxZ8BcIwSbabtOz/HhbJzej57HSVu5/53XDYP9sGllZdCsQN9Oyvty1vu58N2wpQT2eUGv/bpnjzBNjqNP5FHZxS8R117b5NkLpO16kAjTF8mqn19OdiFwYdcFuRoHAg7xH3yTjaZtzp5zY+T5xLwTg6x8CT45N+dAILFWTkDAg7mpEDPRfyk45k1uX8fuaEJNqNOzqdTqjjU9Jja2DWRabIGmsEBwLT24uKDkuW5yx9G+iFOkvodHf9ZhgXfz8UEjTMCjsHbBWezEy+P1+pyMNrhNTrB0nX1nDQEwkB47PCcvx8f8zjdDz6IP2wXLMWf17kb5+zBtcFEcov2DQw0YODBgw54dCD77r3MpsY72LZw9LDQdCEPEK3IS8nxhu+wT0Y6LSCPMe2hTp4CY63yQeIhOly9uChzleedxMLH3PxA7pw44UFEuhN6OujmY15w8qzSBKC51tjbW1knZad2NxaYm3Z1aSo6ZOMgJCbSAFyuGcrYEYKxn/KX+hb9XAuOfPNEWP1+puouAn6OQCNRON0VG3DO4oUH+7Ti2N1rDlgop9gbWnumAV7ouMEAelqAUvp0WZBjzhkPoEvSgWgn4olF3tRDUvA8gtdHXhQA8m8bQHfa7mWYBc/tVIppX1DkEdFFRkys9K3yxIPvy8KDOiZRl1ByynsfNGyahq9Q+da4ynKxwDL0ZS1Lshyx/hweCL4t8jj0GAbQTa6a/RH8O3/M3sh0NH1y2AI/49dAz6/clnM6ma4+0gkFHx8HfYwPov9+BF35IPvuteWNBWA1oEfa70oLuU15wUykNKm7zW+6C91OU4lAhPGPhF3nBtociHkhEgGdBw1jCqBvyGS0ZTgeGd7eN8ZzvezqtXgDQnqMMpbS6Z31uj5lNjqcI7LHrZe358HzvnxufuPuGjDQOFdf7/eAYtmC4bGjvCphS2dzLirpCT7/9HkI+rLzcw5CTHyRn5PNX+UtjGFvDgPV0aa1ssYMUi5EcMiCY0kJ9gza356CIa/Z/2UeJmIfBCr2zVLefJp1OJRnZR5BG/K0tATP7XfON9QuAXoyoBTzKOi4OtSsjXbaR7XfXJ6YzEGbsCf/wmpVv/YmY8lf54mm33kpH+Wezyf1+bpYOfon+HW1Mzt7F+fdxpxVT+f5bW5vWKBICkllIb+h7UZq6yR6CpRRaOdlGl0o86QvJhj5JDBfHMdxXHsNniPhWW1X3BUfrZSFrvl99F3gZQXPxtiJF8kCOJHtXaD2u/26lc41YF7hO3H8rhhBbTe2r6PH7/S9/9TYicGX4eZ6SE8Dk0M/uaUBdJF3AP1fAO8A+huI6L6geVZI74Kun8Xn1fATAsDPKqNHafpMHfeMl8/yT33/k5Vyha/ENSZyxdmRHPlPlNtX1Lzn7vWdwh/r6/vFZR7zwLl6LpedBHeKPwukJydBSlRv9+93lOzBvh94juMW+rn96YNwFMi2r5gjOOLTNZ3wnYWkqrG/TIitajphk2a2jA6NPLHMQR2fGKuzmd1BPO9xwl4n+t2EFSf5fhyhetxT0IFobWORtzt6kPEx0hUdF4Mhv3h+DBAZwapjowui23uYomWnBvaBPnXXiPObXeQJXW6rpDbXUVNpkY9nr0eCN04JKsEnjvKZ3fURrZR8H465eJAdDnVwNf1mvCGwC/DjoDHm7r3xcdDHwJ2BB8WRyEiHDMyUdqhGsCF/2xyPaccdfaP0e8Jah739WiP7nVoo/5GPGn3E8Av9OAN6OdCb29rXmZ8kzyZcl/Ff6sj80MPyLsnyE1yB71JmFCsNrYhsTGla6XmAwhWe6l6ceUS0GxM1eH5WVvFO0soT0MfYBiJ3SmdaSBn1TR+Uflpwqjntwr28BGrMnO3kOKWgQ3KeFmGtfWZ0FKK0Gwp/TQ4kvqN43kGVXYtjutJI5k7Bod9eH36yhQbQjbIMNBxNeSCPUzBeQh4d+k13W9SDMm1ZEGUnaoSwzPYv0rHIbvG08MmMAwPUhZ/bz3cE7bLus/Kx2ULVNs98Rk7DbrHAobQ3J3zbzxu7jQf7wqa5C10Dss3x5SkwAfIzty34NnRs1mEezCk0oVxK9BmOiyaA/t+PqU/++zFofEzn4IBd7qH/Mk1sbPinRhg/KQJ/v+azX6DDbqDD8vgo0jArL+3DmWKdk5oUKnTumAL6cR2jm8QVN8QRaa/fgV7lYYfA6W1nIldzp0/TQgjVSdb7OWLKdVZLZ0+cYNHotUchqYdk40DZxDCeZl3TlzF5CIPomiAKzRdrxbsHKCJV3uTgeaYjvvPgZ5m/xPgFHQq2h8B7lL0hN9ZmdO1DGmbzZ2dDTMKLLXATIVusmQO6ub5+/gXWRtK/YEtzmQcVuVj1f553BC6px8zOSWM/EiWdyCH7FjsmlUNhB99h75ClZeFH4aN93ho8J0K94bgWe854pbVR4Jm3j7C/9jZ+og1rvxZ/wuKfLCbaSWPd1rM+YdWFzFNXMfO0Mxi+VYx1Ad1CbK029cCFb3iaitsndb4N4zmhPQeVLeBofVyWT8DWA0qu9me55dkep8miF6/DPf/sHu+/A353POKr6/9M+T8hdvLdIERzHvZx0Md//0sf/++/dHx8zL//fhCR0O0dQP/r4R1Af8Mbfhg84uy9NNlNRmIYjo8ovl3a3Uq5Z8r6Svgdqyk/DYyG8i7N11T9mOsD4A6Nr/TBLk0yypn0WCuJSe29cgt+/f0m89ME+cmQ3X7m5Pb79K1F8hXZXSnpnuNbwOGUipLufZ3Rql0D3PEs9505waOwNfBF4cCMCvw3AsJNG5XXfAdFFzywe29EOJazA4fwv4UIMUdenbdWbzjG8NrGTZ30r04PnHgnLMDh5JNvIl+gYjQvYfBEY2+1rA4qxQpyBk2YzOEUQQX8XnAXOLf24C8gQsjfdawHq7g7VfsZeyH4z/krQXZk+i7PWz5O9yMd5X5A8KKQMDUBnDZ4bHsJlvszxoAV22Axwibk7daOdq+wil+k+845hgxs6UYJ6mUn2jJKa5pE6t5RlJxIO/m80zlprPO2mL3N5YOC1EcKpaWbBKstYoFqS2A/WelgWzv+xz7KhfGqv0xAl0AU1p/xtxaxDyvWCytatDwL/u2++FshUeKqjcaKhDR5bNib3Lbj8v2bt0AM1Bk6VmxUzJ3t4ZyvwdkOkiO/8PNOHq99NvXncH0xppPe2wMalLFscHRTDjBPnpuLv3gwiQwax0EiY3Wya722m8to0C+KgvYiPtTIIypl+YkdU6em0WjtwdNHimM6tU//ywuTcgAh9Bd2j91Z+8nxtKPQbYFBlvcroCxx/ZW+cW67onXsGC6mU+v4dYPMmJmA38X1le2SFeJ82g4TlAutRD1v9NJ2ii8aOOjXx0Efvz7o40OD6hBgj8+cSCVN6kM70jZ98x2C5bbjHE9NWY+/5bXsoLSqhrVHdov3K016qDjkd9ByrzrpNu2XYJYamIUWcCrmAahyLzMml4vVfjEZtClvgViAMasCugi5XM1aISpe1EprR3wewq5aKRpajOPkslS7wBXYhm0tr8AWMMNxWgLsQkV3Ab0R+2xDEpHnIT/1xnddbxkuCkHzoP5u+YeDdjsa4aKBJPmX+Ve1vUC90tDPMIE9XYLESxCdQi5ITlhqrfI48CXFAYPouVJsi9mGKOu3ZHHAoGddoBY/lf7WX5PudTFzpDEe7+WgzaOZwN73+2hPbmqy4s4bF5l8/bUHkbNo9Iu+RPF5QbLT7H4IjYPpwJMPdB6W9T2WF5wQNpriwP2f6ziw7VpbnaBsWuvZk2nVFfC2vRUhqn6Wqz7QR/2ku+DrM0H0s0B/V94f59N9EpIuKIsV/hb4ikUCz/DgJbqKnjT43/9H//2//5f+3//5Px48Pz5mAP0Yt+eQfsMfA+8A+hv+aDhT3vYeBeK99L8bzlYJPho83wXO8dkr231FsT9T3xVaXC3nCi88A69cYECEcwcmM95ngV2i/tFnW/ewi+DyROD82b0y0EHozoRd9WnyidPO7h6ydXW/2mfyBLwMhY3TjK0SIne81AMnW8fUIpsiB7KuOd5aFDpHJOTHCT/ji1RPM0B0tmoOJUkfuoPpuU2UrbDFIYL4u8dmSRb3OEkPZ2s7hJt5sAeUwUsZTgJw3niF5wFmdIQgzdHhmJ1Q6kDkoDejsx/bhbhztLkLNpXudqZ2Z5O1Y3FW1DYWwrUCoB8t/nRoWdIkB6dXhkY6CMERlTNQ7gEY/84v7FpZ3cnxv/6Hu/HTN8Z55CNq/dt72M/q0EHaFFHozrHGMbMGeLvnKUVpCi9HQOaWrhcLrZF3GsfR6tDtEFsaVvBonFJc2kNNuxNvAN/mwhfINkj1Fua2Vv8+OqqzU2/TjqgVqrujPQSCJFop8qT3lH+HF/DD2hgpKGmsm7M06TKuFL8GNbhma/4j2CwROHABvtI6+pCcRknqhrgHtqxjuBvVqJtsTK51de0S1TV+bLraPjLG7Kc8RF02JxvXcbcyhIbtDLwNkFfYRll/BcraBB3SIyaKXVqzsa4TDBdbVAQ70BMNauC5yJKEI+U5TvqzYK/yWJZHvUEdO9qMNjCGeuuw3K44Z50WeWJM1bIkjzuMZhHoZh3XE1c4Ocj5Qd+Dskc9n/hDdZctBvuAhWC7b6zDaPKykc51IZU986B5OWFmJJm2jg8m8sWcvNAMWLDRGUBN6sYrkrnTXal8mjo12ZNgS7IGeFCiRhAddYrhZfb2GXTyAgfdSc7tu3iBm6ZWOzYHx+2I4AiGNhUoMXfzloeDNVvMEeeegtXu7cLjyMvzeuUWn36+YELYTTPm81LuUtVaN4iUUr4Gs1nnLiDLidZ+rvnX+6bNnG/s8wK15w0ftQK0H0I+Rzu4yNpqj8H8JMkxAr0V7YokoOeSMGyasrGrLC8Gz6XIUpc0yzxMC75rhqksR70DeZINkegbCTv/H9KC83/QPrEaCu6Bdz9uzxq1eTcVm8vS3EbI14q9wCcWRRQbYAy6iS2Ey3bBbIc3Otmote/b+bT1r9p0+bpvd5UvJhutU8alXatYpiy3gu0yqkhekLMt+VF5fMeHWgOYiy5t8p+V+WwA+Yp/9qfDrv+epcM92n9FbOB3wCM+/8ttFiL5+KCP//5XA+i/PID+8fFBLETH7b0D/W+HdwD9DX8sXBXK7UrOHw5V6L8yeI4GyKNB9E4ZVYPmlYH5V/fZd/PCMzSeGdUJRcUYPvFV1EdorH853GnfleD5VSPXaeoPSvqKlzpxuDwvc/67IER/VxB9B4WwyzcAT5z+XWHmC4kj2/rq2k2mjROj9mPNJSLJueATVX/eVZTTetngbWBFcnW+NEH0dHHPJeqF5+fuvFUagpMgAtS4wy5P8lcHQARXM7J9wMSdYFY+BDSsbeiIC6ezF7tteyebslOIYowmh3pu10MjoY55zF6EAdZ7LrutTFgsgIFycNy4063QzBFAXxEGHxhCs1zfMzhz9H1x9tS2epMhkNGl35azoUO95YJjwOoUxXGXFows7GNp5vVDapXX+jjuGmfxHf1k/YJOtYbH0KmXF4Cxrd/QhHlUWHAsB2AQlwjGZbtsSwHXhekafrPuxF8Ye/pwtqOEIZgXfWFBCJSbySbqxuUVAD6psn7GySF47rKcN0p8HV/1VTjoydvgL9JVL48zz5WyC8yimfgWjnQPcldnsVHYxhwUmnbdCZEMk0/4PBZkWd052BoNz01GPZtp5Dyp8itKMjkIAXTAJwhcZIfLuD6AnucitnBJ69AvdXfyKDvSQ986riKp/Y3SOu1I1Gnejjt5YvgA4wWSSWoq2qGvAT9m1sC15oV3y/wH9FOinxxx3L7EiQFYWGjA0vaO3pZjox+sPQzpKp1w9Ia8rYxIKS+acqXh6TmKx1a2Qt1uT6KMwZLhSPmg9wwuonANc2oimbVAalH7dH2OPL1CqJ9VBiaxx8YnWR+HxNf0ML8SnSSx6QcuczVo22JfuFzb4L15Fv2xz82VP4zIDbFRo+37IvPKZwBVMCK5Br3AHv//7H3pliwpyy5E9bu++7/d07uC80OGB8QYMrOG7k722pUxKCIiKKgBY3AqbdbhJ4JQNuh3IYGvMF2rDJYhWeFgKsoM5pQs6hHW2ynwDkiJ+ZVPLpswRgobhp16/AkVjrrrrK6z7sExjP8iT5O67uYsdCo4pn+j3Pmb2DG+sJpkPs8+Lil9ZLU4IEMasfDMk0eAuzs2eYx6et06FbeQwzrm8fGGjp1wrNNOSxJZlUeZ58kWT/ZnNSbIRaHMX/GTrci1Z4Hfxjj6btInfTmvDJwavqMy7/piX0nfPzEu8MgCgi59rXvlwyv9+L8FXtXeQrrA9O8/9Pf/+3/0918fHjzf/3yOPvjx3oH+b4d3AP0NPwJ3AsB333e4n1WaL1u59ACc4T5aYbUKnn8lXAmMXlmJ+Az+I3x3ynoFv+4MinOi6887t/1VesI9sgaYch3T5mWcva803Og/clz89K7j/4Un3wncXK3ao6X9gPxT3q5et7PMc+gDTfeLx6LXQe9F+RD4vpapT4POf+OzuS9IRGNe6AQtWJIDci6z50x2loTzGRw1RDmognmgj6YpPgQiCFgUzk+JRQ4yEJgTFGnxILzobip2NInecDRpnab6n/RCo9/xdxP8YkcO8EUTHwWx4l3U9Vhfew6ILgmZA6cL8DQ40GloZZO2l11D/k4+vF61PqxtW/QEHi3c8Taurweqk8oA3L3FSQyYyvfOloIPkZ+BV17+jDI7ZSG9/536SUdafc+Q1+qqT7G/AlHmmMdwci4IytH2kvTN3EI/R5+b6V3DmS5G9zKIVpvXndoNAagLR1xF4pj3qWDg7zH5JQ1GMXhq6ylT2/1QX1KqbLoPf6yXjQ7poelD39cAeqL7tJIWSAtZNd7ZDlYMoFt5VVa9ODb6QfFDcNhC236d+FQD54DX/0h5V2yFUyoUDu04Jt30JBacF4nYdTyXolsNL5E5//Sbp4396hxpWI7pHaM36g71PGjDuU+ELbu82MVrlYvrih2iMYKzNuTwHfAbqy5piEy3yEeijw9oJw+ij6B6qt9S5upiBYo25uirWR/P9bK2NpxYbB5vEMgaXnJ95fUfx5DHOCUNHXnOFJJMIUPFfmBa/8oU5yB6R4+xcaVPc9qpMg2VPXTqcRnsmejuQ2wesoH2qoGTrttMbXe4gOA+nOrb5SQry5mc0NW1f1qOVjKjnJXiwqZyCZ77TvLoT31bLoistDzF6OMgzkCP45fa+tVaLkh124t9FWyiXrDLXPDO8lnHEsDj+A/r2AWYo/zWt2bzM6Bh5a/CcRaVJ0TjNIh9tzxKT9yA3kTLUO1nph7pbf1mRw9sWLRq86PM1Rg2d3WO4nVu9PAEHHVnVaJjvDToEG8X8XED8rIjGW32YdGnCUAW/dE6T/uutZHQe8RskiY33cDR+74qQH4Fzur7W3YyDP29AAAgAElEQVQoP5rmTvC5q2uMkc758Ej7PRtv+TfBS+RfNID++Umff/+hP3//TfufnUS/g85E9Pkf4ul/Fd4B9Dd8KTyzYuqRsr4Cfptx6Z3cM1wJmj/DsyuB4Wfb5Ex+/m0r5BJ8gditgud2fckN81Usr7Npm/TUNF/BmAvA/udVIOmnK6++6t10a3g4eE40e3kuQBc8x2sWWcrYLX/Omeelpe12dXo8RgLz6nO6tHqCSOqUeHb4lglvzPrdMVSDbKvgueULh0B2DuGEz3CiE8jpSA7rcD4HndzUIzu9KrTyABfR7/oAETqkKv7D+7mwoJLxbiVoNRDvrgqQi/GsOpNbbO79ANyMbRYlTkFvrrT0uNFpVANKEx1WYsU1E57ehSPn1rKoFpR7UEyWr0JqkrIqKqnu9XquysF96WOuEGj6rioG0esCmCu8QZ24ovkqrMZmuAAD+xD0cs9jCwAujS072rEPmOyV8qb+3SFWapoGHuUy+TdjbeECSOea4tT14d5xkvdzKQunWCwoAPqYV7W6AEruOAkEdZPJWK5PJxmpdB7U2dN0zD2xBl41wOBinOs5BdBRZU301wCq7f7S77HvQmTf7DZ5GgmLbFa9n3kbdh2DoaNOO4s/C12HuGTGiZVN402Z6k/+Jl50gS2UqTIkmsYk7ve3+3IyRQWUgmR2vC6c0qWCvHrHtmmj8X111gUcV4ZRs37B/kNhs45sl2RcFT+bDsb6dLQ0z8Yx8NpnmzbDvn+E95gXkaKvQ6FJZnv7U96HvDuNoo9K7Q8leLDAd86rY+jyV9stJ33FAem+ErQgisVfZSy3EruwO10FbLFLtpI4xskn1kTwOJ+akck/coekkqwO1H0L/msAdV3Y6OtFVy1mn3GwxVdsitPVd3Rqt88MAcWT0npeau6qcAFhGhPis0V9ZHoS+fRrLaAXShC90nVYq5HmeNHD0YNj9J0uO4Pcf5vP83FNdYYN+hLhAndsIPax2mRrWhsQMrSi3fCuqBV7fxA8vQtVv+T+Ta19fbW/9BX+/d/mX38VdPP9f1Jd/9W+9RvQtZkIkewyAuZ//tD+55PkcyfZdyL/ZNTnN1P6hu+GdwD9DV8OX6GI767ge9Rw/YTBO1qhdjV4/hVwNYB9tJr9FeX+1wz7+WSvg9lpdhoIadIs0L4c6m698nJ182WwnDs/DXJ4e6vItrG4ubqOvD4SRgmiQ3oPg+fwjJc4pEyB6Vj4H+gYw8fSeGhruumm0XNevix2gyw9a/DDZR5fHeznDhF3jADiOXieSkzgzidAuVp5n4K1E19wx+rUkoe1MErmHGb38HphX2ZiLznAu/bFhQaJjsOScxv470EQYCY5NX7QYrDF/RREb+iZyQx+4oKIRrpBDrlmp3IZT7aZk1eh7+8oU/Z7MB7oxTa/0z+lerPvrFVnJ/pVKL6J6z/SXJvTd0VslNJ+I3RVfs19Mj5bLqirPEom4LoNRp51DiXWRL0uPMO9sH8XcEgRtCxyqN8o+A5ZpnMB9J1YOqCvp/MaD6PtCfoG9m+Oy5yxwaV/XcfnIIa1lcWWhqxy/sZzCgA1xaHcpOA3QQBd5zjb7t8n7edZ/YKp7j4WcoWsjSP8aRxbr1RhgMqrJJTLwQA6VLyOW3LQ3IKLRNzyK/BOesT5k2soqe3RntKkJ/ueYP+g7FwBdewXZGksY4G+3H6g0KZqJhpQ10TF7GWirfZdWWDObVhxVFh3DF9Mgp32FphcrUsdTVf1zLqsLnh+3YK28ZmL+RYZXQ+Y2bIGl0iQk2coQaPU/J5jocMaOONF7VuOcuEEr338Svk4Xj6z33VklYPVJbDnJZDjxnlFOhmhub8Cmf/snznxJnipv2vetW8xbiK1O9x3vVmO5hueGGKvGgkrE7Qjls32+lj3LpNyfVVk4YAWbBOUkxDvefx62jukErhKJ5EUaVoNlOfsI5mnOyivTlG4Ls66o/0sPUo4hX3DdkOZOStqWe3GpnYKHD0ON/zWV3qiB9E57okIDl7gCe8ju5Fv75i/CC85TvuLdm2/An5zwBxp+6/51FdQ56jrcZGQ7Dvtnzt9/hlBdPLTtMaxIfL55um/Hd4B9Df8a+DVRuC3BM87uDoIOj0y9iI8O4B6Rdv8F428z/GfqHrng2zR/Tb2TqL7g4PRl/Bm8sA+Dt8QPLdnyQ2ymH9fCp5npIelJTiS/9t9g0vxJw4Fbi/Tg7Rr6NTDVy4Xq8OXwSHzZLJNnWMXlSXpg+cAyXPTBE9b2TiibRX0P3YyzrZpbhlqy73mvOxpjXJ7R1lc1iD6yoGyKssk7VFbO3OHU/t2u8c7Ku1oS2ynunu9z1n0SXUkdYH3B210ytX0aaS/BvYjzSwXaD8r/466yZk6y6cFeEnpsvrnpQk69AtvKhjdPUFn3zR89P4MTseqZeARJ2mEhzWfZpEyXtRLRGGbihIGDz3uQscd4hnXqv97Bbw04L7r/+G0lNgZR/d52lZQgpVeNhP5mdxT4GCFCuSI1W4Veh2L2E70fORtsLrKDpbBbRo8cl10JzPJvgygz3rN5jRUnuOv5bWgH3zvVAldtkgKsGRbVEuL+uR5lu0WdToXemxVfPLnY9Bc24usPtk0jfIouGR1nRKVyjAZXuhLrX1vPh0ACu7WVBnboFwHUYBbC5gXpPRyZiCpASAABfUionSCTwpYZmQV+1ENm1LiYgqkLQKh3p43mFvi1U+BlyuoEwgKyAUti22C6KWk0GUvhr4Xg+z6ywtBGCI9derq4rcOR93xjRQe9bt8lPu4x7rcoYE8QGonkKBef4nfKwVnMo25fJrWBh3RnR9Yn5ViH9E60xQ8PyxjOSdQImeVksaXGMxcAtojwtbP4w97JmWRxen8bgVF/7TtLPN44DDS3xVT9dj87ZBMUyEj24MHpvgTUrMTGf+jUt6zAxb7Qcf0tntg5/nFbpHGtoF7/LFTWkYX+Bod+yh8V/D8DTO8+baGfPLLIg2NTxnt+067fvecZJzQ5GPXX9bf3vB6eAfQ33AIP2V07x59cjoY+eJ6dN/TexX8VlzPlHfXgH/F0UMVvnJQcYf+1iF+Rtq0jHs1Ebx0e17cyfsWATr7pHdiXyv9fn+rTnOpk2qZ9yXzwYPJCb+aZHY7HxaB9LkKB3UqXjdz3l+edM7zyzZPovWgWcKJAV6dlfN2iSec3kEa6/yzz3Teq2pFS0BgoiectgzOEX924IxuH1fvabl198zCOYx0jYlwHO9oDra28CmYe0Lrik7q63wejFsWsExzKbC1cJrfMQ9toHtJLzc00Ko5G3puun5OnSpR/y5wnlXaEOAcWLYgtAngqrxjeb0TPHdVcIB+zoQoa914KV9ToLuUFf1tUWBgym8nc6F8laxzPXHFvnTUW4Dv5LSE6thUx3P450wfFBpBtrvV9aizJx3e0dBUajZ9FngBAiF9zW+Zh5yo0mWatUEqSBzFVG4uJNkUPAEggwXWFb8dbZ7s/gVXrngpAw1k4SbNCaJFnXjtg4a6zirIeHEMhzLg4sQl/fgTOuaq3tuIaD9JjzILQwyaabE7oSF7I0BUsDS6qx89c1xNGQYhrEF0c7hNx9C2zO7sdXkzIj/+ZBRXjtNP9Z3fZ96sa5zxcXqd7Jgdhe80DfpigVYpR9ZSPttT5bUJkxY3VMjsjLxiX7MT9CAdxVG4Nubz/kvU95mzTjQJVJXUFf+RLmvXJkHRpWmUy8fvQ4+u7HUe8+MJKqHzxd/XEmZeVVpAjrr8zdzkUei+TQuEUNjfmb6czpJLYkXovotEHy7EqLSWZxJWzH7OxLAloVykeP4RfU1hh1as7f8yN/k0LDjAWVhbkyaV68OP+0I0+x8HQjxGP+n8kWo9iivicSotOhbCxT2FwqtVWaQuY0EaeraOMa8WdSSH3PWPg9sFlsMS5+nAKn2M1VdT5xVEG6+o44xPx5GjMecxymthxogjtGfdp8/63w/18AV8vynge4WWZ/n1KHyHf/8R3/mrF2d/ta/+TF5FRI9wh++eq73mRZ43/PvgHUB/wxsWcLQK6asC5ljmKkhxp6yXrSj+YTj7fmxNewS/bSUmwrzq/2q+h+aJt+A59OYNwyfd5PAxWT2SD3Se56B39hKiE8GClQ7myLMbwItpqmMbEc8urXmSzlOarj4Ff3oOu2kO0x08iBHgCQWRIaoOQZtpa0FDSXIChdAbd+wY2S47Ojhb9C2tF0AbIm204al5MyU3J+PHsJLj/BtpH9Xv5wSfhPUcmvUoF/RRph0d2X3pX+F26HGCH/+yA+lR6jo7bw4twz3ImJ0KkXemgFGG4VlBkvRfcalNyfDpVGLT6GDOjvnjeY9TPmO7r+Rcp9HgFDjDbBEWv2R8tVo+EnZmBOuC+3XnCVswIDeK609feDOtXAkJ84BVo1fWTvb8PsmQFe+CUHCaw9ZlkEMMqkMyFYTjpHNPb/7+vLRi5md5aKdnpn53tl0bHTKuRS/GGG62nSvq+nS9tqdGR+LiDAy61CBXqnJxnh/BUb+p/uJTZ20ZH4nRcqkLZSPcWT4mfMdl3DbKuqIHqng02nU8hXFODahMJ6PfVhPz+CkWz0WKSGk7Vs1u5b51Hzr7TP4M65vzkPZ71WhtxTs93+udY1jbi6pyqv0KDHM/SegrPSfkXWvnZ8ZtT8CswGg5n5Hm2QnSI9657Difj/V2Ctw/ApV+yaU6fafFCMhS6NaYf1RDstJKWPf424tXfVd3/1/gz7Roo0kOKAQ6TG2rHuqCugb59Di3hyCFON/sFiH2JMTz04nua0BK02Rt/AN9+gKstSRAnTD83uq8Bm7W7zy5UF7V+gxxGa0T8EC23w7V331ljvdTPu2vKJdhPvnb/fU/eRT+dy4OwHZog+k6z5N91yD6bm9jXPEzrHrDN8I7gP6GfwT85E74OyvOvuKo8vOjfa/j+yd/9+SKEX1F8PyVbXkFOpovSFyD5/mVpgZfU3OZnA1tEPrB8jv5mAY/yYOrDsaO/+D8iV0pRlxO7yWWmfzsT6gOhThauaVvyn94C26aMYHze+4yHJRUfU715dRk4t95nF2++KcORDO+ujtwcsvpAoy5Ov37VQ2OYHKuGfm12i6nHPIgdMtZfVvGl1W5g+kOffcovBVEZ7wAm9Qe5fkCm3oRxzMlZSdVj2m526zboYCBmJPSVs+yT2xReHLKZndroqspcqXjZuCW4ikvozzU1BdapymEp4sVhYWW+pbjWGsibTN3+j4hOegkXwa3q1Y0PlnorOouJKmRC/3dBe51y6eYwpvoPBlb1epAPsH8JaA51GYY/rFQgSDiVZQKgfVqaZrbwm2LxLHbU0qzU2xlnrSpxPgiOVXAjlV/dG+/JrSUe2Jtc8opfHwi8NtjD1VgDX8hyFp1ANanz7Aut954G0uTcKUsJV1mcUcNrJxsAklXoPaaXn/FmDstMoLVkDaU6BY0nUOloNqK4JtpgvQN9qdNZ7UH8SyNt6uNQSFn40Gt/MKggN6aR42Qrrmp9isV2RaXB3Yw7JtGod1tfZGr2Ovc/OS2QNyHE5tcKrycGUgIWXqarrpFt2jf0gPrlx3vIEexZ5Gr0xlN/kKDX1ljN6ae6iuwYa5np4kft7eJy0nWZKJLOjrTBej4M4DFPPOiOacgCkh1BGK0vE6VnFiZ5mnlN+ObXn4Qw14ezUOD7tV09xg0+qSf8dZET8DrdERvv0pp1d/5TSrqx+CMIY1MnbKjdvQHYUKjOueKJP/iGGyCu8Hinwwu14DqV/j6vwse8aP/BK1Ix6toerQemRYi2vcRQNf/jXF4w78c3gH0N7zhBK7uRP/qY8ZfZbC/azXXV8DhTuMXD66+g0+HNAv8XiKjP+Lxd8FJZS7XdZEd2uxUHsS+ZbdOn3eii8ZRsgs855qnWCl1DR6IOlha76rMd02VqkNea0OxAyueVCQyZzwoU8ov7DzHnVfAAvHy53q7M0gCr3SV9OLykaz+8ux9gamah/KycOiI6lINOsVGYDkORqxoOHhqaLXYJ+B6x7obPDe4FURPdMl0+Rqn13WowTSeHj6Jn+v9sX23GEz+ZuYMV3aiX69Izp/0KUXzPMqW07wLgbllh6EQzzUFne66V9V7RUGfO1Kqzr9La7qf8fdpozXqztA2vZ+HDF3MxUrtoO2eOfpmpdFI5HTO9ofhvjhARIBvgSN2olPcCxPuGE47u6fdcjOZUXdK9sbtvmUxnrDSzkoXs+r4+UhyN1MSNiu+7Z3rGQ434A4XXFRlEM8WaCrY0qO0IJ+IgleQlq2OB8Clfe0GYsP4OHRmB1WFGeNJ4C9BoxxSli7ryUA1HZ8jXEJtg3yfdS7rAhs7CtdTaSYPsD88T6k9zZ5JudN6f5kBM3nmuA1FG+mHUiE8ueO87rP+ubyIPRHTHc2d7VcdamL6U326LL8r8btHMkjCmuh6vP1x6BJ1D/WsqcHPcuN6Ep6lvl9LBL06HukJDBh0PZGLeZd2buTpfTtfimvX742cTisdnV54VG7QlrktXlZJepq7duMYlfinZiq2JPtgT9OiMKh7o99bmV+p41oosSvHJD9Hi7+uLJjr1NLTUGyo4NMjo3XJoJ3AK3AMuMKT/1wQ/Qiauh+z4zVSV20TvrgaRP+3ttlPBHe73civ9g+3nwH6JfCT8YKj037vtsFrgucw1/Md6J81x0PlvOGfBe8A+ht+BH7bMdtnO1erUftqY/ds8PyoPq8OzF8OWL4Iftvg4gq8Phh/fVYzFfsIGZ6ndS3NMCWobsimCPDP3WlhlwdzGlSH8YG8TP3XHAb+Luhl9YZkN1HFPU+glhN/DBa1zoPegZf9E+Ubn4zvWe8zY+djDeH20EMi00N31hJpoEGfWTBCnzuYMwcdM+C8GThLRTEreumxbbzu3ewSqUR+AD0peesWSle2sII5nEAVWNuGCwZ7exXmQNpZ7+hm2dXJdOYKO3YEDJogSADOwyHWXO5L8RNGPnh5zKv+7UmekzJm7vR9MfCdlVdt7nl+E835aPtKyLlbs6arzvNcfME5NeBdA3Lc+CtsHnBkvG94eVIcBmETIqLQOTVNgbB6oS8iUBz2B3GemvtW54NdX+hqHHfmBZEHegGb1NGroS0LyYL4WnbjuKKsT2dba44n/SOxg88DfLVd2a6Hfp3HlxhU8ZocVF/7D9qZJgrMar8Ygufj/9Y2pqHxQIPsOYhudEJXY5DniZGJlsy/bjxldMaCi/GnPUK+yhJTqmMl6ug4zbvDWGi2xVjsxlgW8R4QlGNZR/rzoGiO14hPtEiwfln+7B3c5+A55szlrCDtKgcd5OXjrvwpr+JfDftMfWHmSceW8qosNSfHxBhp3rkpmq/vCuf7a6f3pULXpOkA3ykGkFmvfz/G6+fbB4FSGJOuutpc/ws1Rl0J2A9P6erQYLAVyrY+sJpfpBMy4PWyjq5DCyLIPJe1WvBaS0WUoKNV+jJeUTOZ7VeCxQC39HQosrHxTmNzRkowF942dEC2sKENfTW7iE7LcAGY0oJinivV16nQkRMWPZYU4DqA3umrIEgyHnzNXDnfsqz7PNIayrsLfW9OcWXMPg3Z+vQ3ld1ow+PyJ34wHdbz3IKflXcCk446fj+PW87mdwfQ1b1X9dPLVfvN8nV3TnUBbqA883/fyXuW/1H/7Srf1VNFjzZefWe84UpZPx1EfyTe8BUb2L4K7sr7XL9hI0mD6OMot3vjqDf88+EdQH/DBN99hPUV+A0B97OVT3e+4XIXvsrIP4Ozq/8/NbjdXX9FOQ/xe5llnrbMgZmruL4ajlwlmkKTXIg7FLyKXY6HLNOiGFJ57WZTPOvBVjbaMvt0M9iupaAvHO7X5JDhb/ZHwBuYxbVuBHRITHQ3N93kz8u2AEE45Tk1Kof/FxwmcxB94VytFUrvJq9VSjZNoRl/j2Fy1KUAC+VdikY8k8bWuwlmfjzu7QSJgWC1EOSoueKt0PWl6is467Pr91XXPW6/jvNcxXiufQDnI2RCAZcm9IWee/zJcnJVX4Z8XSzGaPRxzXhyjz91jLB6Q9EfIV0uky/kr+jODKKCyLQLevKz+11nD4YtxjJlauSMtDvCdb7MzwV0JTPTCMhGAA3VbKZ24BondEjQL/F7LEhAawiU/1ggWfZwwE8V8udFgyHf/dr0KdgTArorTVT5WRhhgQAMbNdUTK7PSQPnzEy8mTJHhQ11NlsmkoLoNSCQAvQdTPqjk4ng3Qh85+B+KpdqdqDHbNe2QSA+bLUtHNg2iucHMMZflD8BCjRjEKzu5unb7Rz6UcCKuvXtcTalkY85wJZGhNJuekVhwfPu+HWT7Ov1uQYx7rJxWAToCglTzlvgfDqREVd9dsE+TqolR29fjLvPyGkg25SQV4u/tTHwhKC+N2G3S70Xe2CZsNyoYTvOQyIv1vt8F3b+9WswUHG5xjX1YbBhddHrauGXlVvtEhHKa6mXpy9Ll4seMTlsazAFZ6vtoFSfwAu66yDA284j/FF+IflPprudT7LTG/Rl3kw53IaZ7ar4vMJRd10ckMYFtb5gCy4HCFK/Ab7XDlnlqPBz4lutF45TbexAknT3iuKhta/oL1z4csVuvSKMcoDhVcbiCpzopDP1+WXwzT7Hp4t7BsFN0+xdofEnvALuzukfoeFsA8wdPKvA6dX5d/VxPxPUfzX8dLzm1f7/fpH4nOYOvleVz3mgQiTxbREbY/9sa7zhO+AdQH9DglcpwKur0o52Rv9mWNH6lXW4YuTvGLFHaD0yYnVH/ne057OrEo/u7w7OjuBIXp7rczFtOdvl+PMWfZ4VT/3fnFqr7ISD1+b12ZOVvFT3jIRD5+g0issB79bLkXehWPBBZC/pu8HY7BSpQafnoToIoq61Ouh4NyLYiUFaG2d/ckws+AlOkGW3TAGwcDplOuGKy+8BdLtmeIsdiszSHvVLKtMdzX0QPRw18TyXfbbIIMrWzvSUKFQdCejZdE9fwHEQ/RpRU6on6nLKLyrtdBBsdWKeILDSM/NrkUuI0qkHB0Xmyb7tBgRH4xmYU1L/3pyCNqhqAF5yn/SfrM/S5LXaueNiKwETBCdLi6C/EH3dk+edvR5ToK3ma3UdQQAjf+TTndUeoIUAOuEOYsrlJxIFbKsG0S0gIMPuGC1T/aa6jPKrbh/B8532T6F934cNgzzGX550Oy64oqhLCZ5n323lf9WPPfkW5CbBXYRl/OE05ABz1VtClALow3bvzofgp+hYAuSYax9wAtamaLKNGtjnjXjbrHqUZIud6+QWzHigCwNY8/PGyYYzM20fRCKbBgYXPC0k+mgUeJvoqkGZRUALeTI9QpbQGWmzrJTR3GHuyKtBvAP7lYM10hCYtH26Zyyjp/4Qktap48KK5xDpTR0/IV7ZL5VBoZYvyzInI5h1R09OLiCZ9JIex/1Df1LLnyC1a0OJRPAJIa/VYl4mWth6Qc353PD0fQl6ocrDsWS5XGGbdIz16WzfejpdV5rtKe1jtomcP4azt0o50NvMI7r0kK92tLrwKeYnYR+nOta+XZpy2bYJjcCzBX54Ny8g6wS22LJCGOYIvtkCuLiHBL19qmruTHnkCUT+ncYfhaeVPzBuGGhsLGKL4MZ708tn0AXRc5+oC8G6OhWctWnuDaBpaturBuGrQMeRM4AO/U563sHz4+Q6lvuKDVhX8T3j37wSPD/c4HID350g+tXyruCpz8780jXvo0Hkr1pQsYrpPFPeK+r7aLmrzZJMY8Esi4wd6GzDin688oZ/H7wD6G84hFca3rPVW1fKeibI+SysFgV8Jw2vCqK/Ini+2oH+Xfx41cDsbIDyCjhaSbdsr8skzA7Z3xc8NwjPRTtQZO5PxLbJs6Gg6XI5ObE43+SAAEdXu49cd5O0q1YVXw4Ct1T1j5qZ5r7vw4Gx7xGkIGDF5KOpTlPYPTdT8BhgxcChMtWQKTngxzNWmpBwdy+7cwoXIaTAUq0vBtHTi/IeHDKdU4/xjzqYKp6JDSRZBplpkxGE2DYarhchEkPZFzjjlVwc6ocrE6muq0wvDxNdh1p80Lou4Bl7MOX6Th12GjwnGgLBs5zegMmPq/KwNG1Sfg8KneWlnnCwriaidkfMSXl9br1D/ZRSgPxwlz70x8OB80A4AbLzrKtM3JwcqBasUltfEqPOC4RgO6ozvOgFc3DvusDKeGP/hWi07RTkgX4oYdcs2DvpYK/T7A1GB3YEvsf45fPPJ+2fn/T5+RlBec03LMHKpkH7mv3wIDPuQM91qpdQ2957gQGSFEyRuVy24HLsRHeCtX96QMgDD4WfBAsGuLZXJY6jC3Sy6rbM6M0B8NEGaKcIDFHYE6eNmbZNFwjYf+trzLRtGxELjRNyznfnRRkqg4Q6DIIy1g7ldwlFSSEVdr3OXeVEnI3pRasbGhk6tWPR/5M+g/4S/Emde/wwT6coNcPEMxIKNRnPbXxH0CIy27KqBSwAsv59uYDunsvbbJ8jiN0Mw5Ssaf61ZNI04KSJq0za5+cC+2Hm8Vz9Je1V/S5wMfcHWhjAPniOC7pGsp7aFEAXW4QFLcYwfjYC3N70soR2C3Xuip9J9yfR0V67C+2oyz29LWoTU+UNv6aBjV7WyUCgmh9BgwxjnpOnsUPVnQUh6PLVoh/okTAeiHr7u1JNWCLktPj8cy6mFIi8V96kIAvWoaG5ti2MESSNG8r7BUkziaEz6pze56b+rrERIFetGBbVf0bN0e2PwYlSeqmNOYIn/H8PFfc0gicwXJaZLlvuE68InL46eN4ttF/5aFfB1FfsgH7EX7Girbu/UsZXbYK77Hd+Em77uS/gsuu7eV8BnWxy7lBEsofvxvK9pPQ3/GZ4B9D/4/AVCvQV8ApDeARfoVyPyn1lQPbMoFxdifedgf9Xw6PycXd1H95/VV+5hPfJppon/fXJzbrdSB71O3d5+tspSUxWV4FEBAxfoI8h7SQWWU72LLg6ZzYAACAASURBVNgwnOXHTiHa6/7klKgfUMmsN2TfaZfdnRhM2UXnE3OoZaXZHFDLXfx3YeUcaxxysRMynIceSJq8GuFMq84gXzwA9eWCQ+A9wfuRNuSs87f4IxwI42/VEXDljhNm2plpo4122Yk3Vgf4cOIQM9FWS80EO5VCRIyOm27iKNEFLukhBgcxedDEqFnjEPhbnk4+unzE1UwCeJI4dsJdWWj1qI/p8EWZ8+RSRPmkzobKr7OiJuf4SQ2m/sOJXTnplfZGx9550ZW8uZ+IB3Qg8rN2AE5IoSc2jtDpjufnHI+XTpMe34LGmwC+6vIc9WBfmERiv6/BW7dHja0bMlhPRQHnfwm0pf40q5qwY4qX1N7IbjvGTQ8LVBgaBXS1vwedue8ygud//kAAPeww+/9ymgr2MQygE7Qznx+fbdXG32xvM+9zMAV2F7cBdNXnFPRg0MbsGAbPPUCkipO1XhiknurAwW+3U7mR4z9TCn47TZjFytH+WwPoIrGDgve97LYfNO9MatsKV+cBV7ZnmmjmN83tAL8ZJ/T5KRCVW732hcSzdBljgmVwq0Aaf5S2u6SLgL4UNCx0un0sfXvCh+/xmmmMPzxTVgQ4tEnjoA5qoXVr9qQT0115t863hnYEcjl12CPlgbFiZb9q3gSNnEwFVoVbLrlrB9WNCyc74rjMtg7cBtUgeIe4t/FoC7HPTgF0Q3owWPL8kDbVMeHrBc3sKerxRI/Wwfstvt+nwQ6RCO0679r3jJfAJk6fCevGean9eZ1uUa9U/+KonxZ+2fOpbLRjs73BJrIy64IEbyHTTTaG73wHMsqUSnK6KHLhwW7W8UnO44tzYWBs7W51ZdVLYuMG/S+si8B2gnlYYtAEYVGq/opKeL/1dphq6pcZC4xzhpLPhU95ZhvWFXUZsFG0P9wZIq/VX0PMhUlINhfWns2Y6ICeZ3TitAXg+PYc32mGswQn70vHau3dE3DHt3l3k9sjuH4yLrEK/tY0ry6jw436frXI4M6u+WfhaLHAnfLuxB9WO/WfgUfbL/khKI896vDy5yT4Dd8F7wD6GxJUpfyoorqiII+O+7iS57sDwFXp/nQAuuNDG1xcGIu79emMOOb7rkHPV5ZzNHD6ihV7p/heIWI/KKe5fle8Vy0WSsGG5DBo8InU+YampX6iZHIM+FzWVyQrHT6ACmwTLbks6tNKBDLGEbDukyA2x0SlpciOEHzj9oKY4u6cQ6gy2jilx3BS0nclzTGlng4vNaav4VA3ZOHUkeRjwN1ZKVBEeJkOqw1ed54HDAqmQXG+wPyJZr3b930EHUQXC1iQZNtoU+fN2MXnrZhoZriR9E1rCDaY/KMXEyAcSrPADxEOB3DrAOscoIVdNcWxQ83IYSJid27h8dbp6NTOgUx94KBNuIKqyxf9x0UVqPJwf5GNfCTqK/WqUHek6/c7ElTWoMsGfxZjBOu3xek/Lpq+RU37pgfJA53SfeWYC+tJqavNC3FECv0c/+sOLYFMycFf+9nEIJVEEzm20wMwsTgtUhoOFzJlQqMICyjY8eMpaEDgfEfad5kckLuMAPr+udOuAfRw4GfGZb03+liSH6UZj0JeLQjr3qV2TC8k25pUXyNFdCcbEfFOIux6DNnotlzHJSJEVHaft871RHvFV8YK9TnQb6bVjxB0JofspYACkdPmDh9h4p2It5Gft91tV4ztiWRn2inkqV3OILrgBsYClcey7+MaA1R0puNChtlvM+ecV3UcMQU54h0Gz9caJZZhMjORLTDYtujv9sONxEm5ke4X6KR8fwpQT1cn/gF6An1h1izsC46vsD8ea9eoI86Fjqid2pax9ValycSia1DGR97W8LeJ7uVhFfTbV5kaNGccv1IXJbwYsmyE3I2uly3wZMs6fIbDdV4OoB+zC8YGZk8qbqNzJEr0zGPB+C9C6fNXfvqJ622V07KzPKga97ufIlLHM0WekEbUvZPcwQK4q+OWwhfHX/nT6boiTsn8cMWb04TsWxvnOa3VO+YxLfGJtJy7FJbmX5LUojV49FfAIpZWsuIS8tO/hIWYN9ppp21jon3o6zCRfVvkHhE88Wu36/YMFdQUki0AdjluU+GCN6X8ysIZ8xnYmIa9awxWP3Ba3dTAT+iwhCvjmT6HVOCrdtB+nUa+AVNnhc595qdd/CVq7PFNuBM8/+q5a41RYFD5O6BuILjKmyO/e5fmaJHpnbJfPXe+i7NbNPvTMZRnYJgEmDsThf+TXjd8fMPvhXcA/Q0TvHK10pUg+l34LUr3Ow3Ayniu3q3yXcFzVKduwcMzA5a7KxC/I3j+yMq6FV1nuwuW5ZT/D8NPBs99+G6zQ3NmKJ9rhpZWmFmKTVoXDgyiNAmrr0aZ864+v1R8dUCeJjPmKwFHVKIJ6cY6Sdn9ITV1CWRQcEkYdyeVfHA/Bm9jBLd0zYEzykMZEu+a5H1hhAPhgQ3LZH2xeyDSns58Cj9VwU+YrbR5R2T9dDzQNkF1fDEeg0w0dn8GHcnhJoPHwqNew2EDuwu3bQRTxtnuFKtTh/yjWyCJljawkZwCPO6olHjXQHKJsrWK3doJBQ0kx520LEvJiYBfC52owRtcWEBcgg9d4AHLaOicElUoDs3puC3MeuiYMtktjuaXT0QVtx+tfsHGGQ8P+m6fqZaNO5dR0fpVkwuVSO9M836k6ReaveiXyMRo/S7Y5Yeh0ydW96TfmrHUKqjXkGmLrFIAs5KS2jLbyGBl1t72x3iZdLrRBe1QiCILbO4W3ET7g/0W0noAFGjYZR/B8338Wr/hjWmsIoryOjuBYAfmulguDFPos4mTEFQvuTEAYTp1t4VZuohFj8EX9Lrz3L4plgGBjDoe6D4QwyK+8Ch3pdyuhNdhGIbsidD4Rrn1YaCV5zBHLJZQWaRxRDvt5IFh3phYdiLZiFl3oDOPTXy8jbZbOba9TsFb8RN19mET95AhT4PMRCaD/cKxOZadrBbaSqNn4l9uR84XDeiLTfm8DR74N+OV35zoX9gosN/+63Ydi1wQsxx/xfPdxmKwoGLDKruwGX9hoeIl/Qq9N+lOHB+tae9NFlqCebHSMS19ObMNwzKivatGx74cC0aaYjB3P3iYSJzmIkx0GkTv7NNU0OI9KCjr7zZnyYQf266E0v5J/o/kUumhE8VmntIwM252Il0URFmvFUqo0pEWINu4LXR4pDMdEb8iNAfYK1tKf+vGpqjLktbnLO1t/hVM45PcrnFf+OnPZC5Msn2IOXrMUwNFzF9g2WurLo79TUCgzb9gHpZlgYk367thcLP8jnEHEcUYxecZY8mX0EZjJTMHzcPYz8QnGjIvTC8kubFnTb0rTq7tP7VH5pGka1ln5EPtAcm0H6TupO1Z5zdHNZH5Otd9WTF9De/TACqnnse7Pbw6YHqI6YXlnMFsX+xUvtMWUjkl8Bscy+cZXJ13HQV6n4UVDd0Gp6v+61fCkV+4Bsg7HzrShr9XeHp1U2FHy7NwF8eVeATRdZn7OcCxg85vbDaBQ803/KvhHUB/wxJeocT+6auMELqVYz9ZvzOjedVYVTxX63TFaB/B3Xw/HTx/FOdjmV9Gxo+A4OQvTbrYRxhpnLF0GuqPOTW6AShOxi+ADziLA8ImKCj/U19IROeJykS0lUc2GCanfyIVHUHqHAL3bnIyhMMdJ1g+z0oO+1QMF6cVh1tkrtvyUSo7OxHInclRvqSyTqHqLBMXotiFXh3400ReJp5MtUK5KQ4EgYvUqlhPm+Kao4/Yv0m7jYiE7sTPu/kmua/VMNLcQVh2hu4g/+6oq7QX7y3bTnHyAAjmhwpmh1wiLBNteBK+BLF71Z1amzmzNksx6rhwxlnRjMyp9NW2RT1gcuJOuuKoSe0Z/BuBOdMJX6uIU1XMUXLBbuRFGNe/UdzTIAkbypWz09oaMeXOET/Kb5fCA9KO5pr4/EvHWCAzRg/2dbQ32F4eCFBiT9vAnFnYhxn0uV2DjfQS2JP735jAK+XewUGGjLhCmzXTOMK9BB/UKY391oOv+z4dVU5i347VALqeoLJtGwltxB8apEM7qTKCtazO6KzLMrj+sUBxWnghiV9z+BpowcUAxvcyRinMTzy0F8nRJenN0uox8CDyUowB4gX8CpivEdSV3RYqDH2LO89JA77GX29HRR6LFXQHun4XnT6EeGPadx7HuzMTbaodj8Qc6jTJzL6TfO5Jhup4LvM37JeVi0FNtH6IKzsgR5robmDrtW+s68NeNm1C/CGDBURki0LYjgfuxjeTflTZ8P4q3ua3IdWx2rVBsq1bib4x/o6FE9pUbuvuWLp+LIcmun3n2fEkmpzqyLTPNKwAeUyDzzBWifFE/FrzzPLIi6Ik/ZzBsfk6GRs/EESfHO8iTf3grJQr9tVFuAugm9DFqQdpvGX9z4fdcGIVYT8AGdii37fkgE1JQXTVLUNnMTFtg/QUIN/nesCiHiM2FgQgH2GsgG2zsAFeccqt5GOHkuYSSE9PTgO2j9NjwmNbUr6kS0I3mTUcpjGsKvInzBO0ZcHpZbTzdgjqoxlPbJFCl9pMjsXudj1mYjtttKXPaV1is82FXDa7X3tf+dagq3PWSgPoqyi3PsuZOd8eVwfmY7yxzxj8RIHGvzARKPW61r02WsOJ2uZpbJ156KPfbwqiH2J4Af57AB3P+/exvsa+FtILuB6A3xA8X0FH25ksvHrBxRV8NSB+uNim4ePVILqluRJE/852wrL/TeDq2cYOU+T8C30Wb/gV8A6gv6GFVzosUanf3cG7gn9LUP4VcIV3Z8H0ZxYDPJLvtwSqr6xs7KDj35cAOE39ETWmuZTvbVKctBnvZSLqlG3lPitPxAcYZPnhjO+0erTUqp2EtqTVSXiUNx7DhPmkykLh1EaPT2pr863DZLI6cyt9NtBKDl6prRhIK6+9nrUayVnh5E1USPMuHD/q4m94dMo2ad5afWt/WDiUDtMYeob3SveapuPJhtff+oUEz5FPSM7kN0AnH9K4E9G2076P7+/tu9BmDh/4Dl83gUlrNExWMFjlO0TFtpnNOh3wx7Nsd1NcDfN2fGtY6LF3vbbj4eux1easHjvOdXe+CLFstHHsFBk+nf6I5k7+uLZrepn1QNohLxE0So4vbEseuwqNJlIHrAWjUFtF8ZJkdMRR+rBZ7u0S8oQO21qlCcuVadm5w6mC0yE78BArRWMBBAbnilPN5VZxie0+FuhfyCsoO+2Chz6e0iAtDf1cHwRlh3kLEzyrBeDywpkMmZetZW4KCWsRn6Ugsl1hYyf0ij7rW5R4b5RPX+/YaQT/qpBKwacVZJoDcuno7S6ATpIC0cYBtv+lIUUD9JPjH2QngBedIMtLoNfCqm2qes9ssDnDNTcu6pmsOspUa76WVin44Ih093zSt+IyN9kxs1Moi9s+tojbt149+G+6ayPWk1BGO9agF0iO6T6K3dS8fdKnBeSJaBOh7cPITx+WrYxwm7XvnySfn+NYfwuef366vKSFjA3X3DqrjRnx7Ggl5E3Ch3pIMk6OyxO9YHpu8HLbN5KPnXj/IP5g2njTb+2CPoycs/00GySm+/Fa87mBnsfzfg11FRmLV/ClLUjbtm3IRp2fQfeI/iZwIsKRDgO51DpMC0Kr+aB+fHXPv3ghMY6tfd4EzFVe0LY5PrTD3YIOo3v+KpLMl5MpYNdPvkgtDfQS6QfVksN7t70FcV1IUvu+2RHbV9wskZsJdWbZfwniy2eaXMYLijrGyfUwZzQrOsXDILRet2N9S0SKa0/t67bM+RFjHql1tQDjKDT4LETTKK/wl8q7jJUozctPF0k0PQB4P8nINP+qrSjT+5nm/pnYKVre3K5IQq8go4zWSvuiiKl875+gd6rdJOtrIb+jXVnXA+pcZAvZP60q6gO1Z/VZpaXOx7G/i94XzV5YIsCy2rYl52JolCHsiS84LJ8b8+/HA0XLUXbqg0TZdteFvAu73oxtBN5Zr0tz5kXtVvKz4lnNVfXTCt80t7hlu66BAG+9P4H96rSzpAsYP6NuPlYrvw6unGx695TQZNNf7Kv9Kt/vVwWc38HzF4AOP/KYCj9vwjjhe8O/FN4B9De84SL81MqtV0NXh0eD58/Q8Mhx6N8WuP5hCIdHJ3PNUcw1jfGK4XjJh3g1OxROk1FMJLNzDQax9oTRYbecHnie4ibI6ZuJ2ITGHLHwOPwA4jzyLPsOeTVnYoE5dwnmvjAJhglRCjhMFTPncH6NActUIZkn6wNNncLaXx7+BU9IRzOxdJVbnIFGKYT1zt/LUINyhdXnOzzTzy0wB2dlQ5X+xPJO5vUkp7HzAXb4ke5O3zTj5CCvBYvv6JTPT7LAeXYQL+riV9lBp7EHfdPQXhw3kYYxFchkBDZqXxpFqtPKg+Vjd2Mcs4jBappKi+uZkvxglgsPnhO5M9H6XnIoY32RzkIzBvtNMM3h4ep1gzwT5dEXUz50aCu/XA/Q3FiJN0LO/z5FfsYLPM4bid2hJqLuVuexE3W02RYIysoPl09m2oWJt7FoogZwXG/WfkAUQWUKeYJ1V1rk7D2crZMkueSkANdgTqiYHIeMeFsT6Q65ze/9G9DWLpJpijphjyHAGztD7eFOUeehQ3iuP9jYFFTUPmZjLexzpPpuiNzYrSWWjaJvpKBA8w1Zb7+N6UMd2bIJ4UIUjy2iMzoIdpoXo0EXgim4aOMbbBjK+ND+hjyxZw/zlXVyukrO5ap3ISUEzMab0eKhc2Gs4DYczWm1p9CWWNxku4MqNM1Ee5zaQnDqjumfyE5s+kjtl/BO+x8mpk/6IzTa9uODiIg2GrvVj/qR7Dvtn5+0f/6hzz9/hg37/CT5E4H01Tgmc8AVjeu6rDKsX8Kv6/kV+7Jexf6ZMVvbj76zf3wQf2x61P1GG+p7zlimMVMtAQYT1UZ346cUDNXfcdqD0C47jO2C3m3baPvY6GPLOtsd1ECG6UXT+W5XUM2k9opgZ4xpsx2yxQ5eN9cpniKVY4td1+OPwpNUmga3/HMUu+scUucmbTsxb0N2nQc81Sk6kwaZtua4a6yjWeBVv3RbirXBkyfa6uWAipUscb3IpXmr/laZ0TYjogiEag2EZewuriueDJL9rXSbgc46d9Bhii7Lt6syxjZQmknGt6u38cx2qgdJWWds2lb+HyjftU2nxTVerZhPsxluo3BiAwTbTb7wNdo2w1KDqFZvsBUtQJ+38YXxzZ7j7zHYMonrwG64Kyby54IVCsLz4O0yAC9TA2KSYitQzjkWXQiNqfuQt33YDY+f+9EcB6SYrOAnSATGx6jLih7HG+YiawSLG6o9CNrtT9+0le4ig11aH/vV35GmiuHxCBloTeqB/RNyKOkdXXlxD+gL1K1itnVr5i4qhYeEMnGny0BGYuwk6bWXMY21qSZ6IQi0u7isO3+0zcb/ps2dftP3r6bv6yFtqvmX+NsRav3O0trcrfOXz2PPc5xveCWokcLOVnxZb/h3wzuA/oanYHKA/ssMXoWz41F+Gs5o+A00GnSDgjP6nh0gHJX3U4OPfsXlGKELyVhBratxMfSLRx9PXBPJY3517uYpOJ0Y+xjQe+KTD7zgZKQGH7BImCYVdItpIFM7WZgJKJNw2pWT6qxzT4kWuu958FNwYUAIHXp5ghUkTceXC/zCRBHrhXjGBLvUEdsAHFLzand1NDHs0JKQpKmOg2AqLlLnxzzN1wmpO8oamETjQp/KguqTQ3ftJafkEaJ7DqLINtrXHVWFL7VXdsSPvOCi2nMQfSMem3Flo9FzLWtTOcnB8/3z0502BA7QRD9R64xLbQdJZhfMLJurnu7NpJjQiRFd3Rw0nzqp2NKELwJ6ZVKJ2YFu+1P51upszkdD23GhyYEqQrvQOMLa5H0zZw17cGRTh3sOpA/iTLdZlTca9QxdbTz03gjlE/kxortosEHzblvoeVCWSVe2jVMfVMcY8g8ba0wE45jlT5dn5DHbYggLnmH7uT6C1djbcIJtm0q8lcvZsbWlqDHlthMaTjlm8kVGrujmOs/9E/C6/l9rierYG4Gqose11E2/r8m8RXPgMeBYD3uvdU9mNZUfdLt86Thp21Qe9VvU5DvVrZSw14bfjzbF/1sYUybdSavfG3X/tAjRHkezY+B8CnCBI7ayneGB18cc0sWGWcAtcw4YSHn8cxRoTI5RhGT/JOxpSoNpmTaygEzo+Gz/c6e0vxjsXVpB8dZqAmYLmJBJYpXZM/2AuTrsTQdG1dFeijDxLkNsWUrMQlwwRp12Et2BXts9dNzYff755w99/v037RpEpz8aSLeFiaXOOFQU+69jtiEeposI6pwqRWmRItojuz0YkuQhGoPB1MD5x0abBtB3s2NbSGwuDa5BEBhpQUBnaNWJHviLwPWnjhE+PzWADsERZh7B88+N5ONj6NhidyXRwNH3PI3KO9iLGNOX79lbJ7X6YYBmi7rMO7mxD0k86xhZ2QVMFOOR2S8YL4WBVlu+bz5GsPItGGo2bLBBF37BamWz96arwqZ6goZSSTIsYL9q6i571gt9X/FyyOoR/RbtmAXRKSgP3SoMQfXaSsobn4jVxV6kMqVBeOMVjlfVCOb+oEi8SFjEsMkIMjufygICNwOAa9uCOW5rQM9LthFhn9npm4Su6Mqks70tUHFBr1oFgWCMWvPEo2LLdBwgTZqam/HKmwzt1DLD/KLa+wo7UUvF3NlnMFsFt5g38LJ25Ry0TehF7ZfATGyXoadlLBHcSWizRRlE7RjC8PpYBT9Bsu9EthNdE3ZzpyDJhbRNgqUnHq7wJj9EXlvQEYAL0GzXOdoZn4OV1uXpAm6ZoG3KWzPM2J+Jsi2zX9BNMV6LfmELb7fNRl4Usmy2xpUx0BOmiOB14WmejwVx1gqhr0llaoLUgc/gLGEo0rRINX3uSfm7MR36YNxeXOh/Z1TJve9mV313x7/bzeX/7UF0hEd4cwXvFViVfaftXwlfHQd4FsT+C7ldQpv7w+S94ZvgHUB/w8PwXzF4V+A31PkVNHRB7a8ELO+reXgkrz8dPEdaiMgn+u7/2WHyzNTsFFDAiYo6J3xnlE1OMN9yEiAwEMdni3ItZQpAxCTJ62hTW64YbvI/zTzXzoyYfICT5ACECI5JxZXA4s6ZPuDHkJ+Ss0aQl2kynLL6A2uvzM+RH/mJv+FEyq5InyQqXqMv80FS2spPJG/sEsIA0FGfvdCm3FyrA6Q6C47hweC5Z8917hjl7xj6DnQgb/PpG3xEO2+0iQXDujKgTd3xqN8UNofwHrJowf6eE911OCDcT5jSyZQJd3F3JXTfPg+WhLfUHOp5F+wcQA9Xj12AQ7/8Gl6noU4mnQxOjhIMCO7qVDaH8mYBctslv20kvPvzbVMdoEf2CuD0YBsT+Q4Xp9HaLOhwZ7/tbCEaxyMTpb5svHTtAo747PaqbcGNXqn8BXNhNOmCDdJgGrvNYBLWnXv7ltrR2wD1JRORDF7tVgcXQOXXttDJpq9IJ6Zix0yScQFqLlTbPlKVawsQLM6+RPtRgw7m1I8+PjJ8yAb1NZ7aAoHgt3UJSzrxn2a7FcFmUZH/oBHUUqTKUzFHtRgO0ENC8LmEsSt17DKGvrSNtmIyZwCNxTssuutq7HING+YKwgNJ3j+xLcABiHY0dnXBO9UD8R+IAbl3maFObKTYzTqGMX2DPIbXRK6PsRout95GxWiB3RrijTvwW1MLbQ38DIx5zNBB8gqPPiXOK33vOlj1FbmYkLMICMPnTBHgHn1g4ORto032IeO1/prZ5Hb//KTdAuh//+070OnzTwTVhMhCQmh7nVaB52yLwNCAlkwk86tgWmf4ct0TX0b6sVB18+/D7xpAd9mHcUr6xfFLsX0zaZzSBH0xLhDrOzKC55+f9v9ztJnjGEH+j4+N5GOjDz3G3/uWfltalFD8zIvgCSipv2V95Av84MSSqJuWwazHpmv9TG3k7uhcG/MfIvuExaU5GUMfNrqa8RIRaQB9LHqCj9e3dnCYcSE7QcfSYODUZWCb5VHwj0RdQ3vMn9Wq09+kI8pvTsvxTiJ4jmNJDJ6ngPaW0bBVtJsrp+JiIVGah/h4h7Tc3ctj/R65G5pMeahCs/8q72O8kcsZmXP/snvZNpJ9p0+de5m9WTHahyV1gOSqRCKb6SYYD4S9Kfw68i0Yjxe8dnsJ1xVflYoWtHKjyewTL3yWK7KOiuT0iZWgoDtDdwWUBzmQScFXdouYCmlLMH0+BMhPBWL9asOm4zPsk/1g0PrOrvKzk+yfukAHA+i101ZSYGa1mKNUBNgfyuBE29EHMMf5NY9oTgue5/Fa4K201Yfhf1ro5TEYpXqihMAYJ+qmugjHgKSyqfZiM1nXQLpAMd54hZbaHLHgERa3Y3k4NnUClWNmvxpefAkgL3yRKeprFeB9M0Kb9g/dYPbqRk9ckHXvu9lHem+F58jW/xdiCkcBbHt3FDD/Kv/13bb/TwHMaYuaHj/foTPe8KPwDqD/x+FRxXtm8L4aXr1CqeL77oDq3frU9FdWr10xhlfrfXfn+Bld31HeVdyvyPMS+mCSTj6xgIACZYfMNJyeJukjtU0uI91cdOtnTDeyfp+eotMjaLTADJGRGBjM6XyFhVH/nKE6Ndr2WD3rZI05fTd71f61FdJksrxtMYCXav7GXluk0zgFo5p2Ss4Kc2oyvGscA7XF1qFbqMbJxBbWlK8QnJZxhL8UpjjLo64dsf3NGVPpESk8gMk3NPEuO22yjd998G1MaPeYmDtZdcEEBFntu7E2UDfnDlBQ5a6/ZvRjL1JHPSxIskzfOf48v72zb+2N+psT3555kN5+KTeXn6Zg+TTtCAhxdnwmOjiJNzpqZN9H8FwgIEBEJHrEq8rAJmP3CslOG29j9woJjaiCBtAp2kRoI9lEz47kUNlGk9NAvovFd8ppHf03OXM5/fqnjq2e2ELuHPMHn3fmhwAAIABJREFU4SyLJEoPUfretjtvwuHs/IPgjDsm7ZvouOvL5XjwU4SJaM/BI9bv8wrrzudwuqG0iVHf+TeRs8vOj3wJV+Josw6pJFxZZswZT643hIR21u+LAzmcG0CL7ywAFt30MrHgh52AIL4IZ9jxoA2dgl5ACP9UDkvUJdcbgtgU7eUL9mDxATpfcREMjuumWlVngz9PzMrpcLwiTVL9newX9k8yHBz/pzF/1Gf1rNeFRZaqaBnLTOzM9EqDcHUvshgwLPJa3bS8WtRcDIdtGV2Wdt1aOBYEEO3bRvv2Sbt+Q3oKyIYiCT27j2Pc988/I3j+55Pk888Ibq7IB3rRCezLiDBw1tUqjJCzYFx0uSTJlGsw3+GldePdA+isjuy04MOKoLhICz1c94EeLDSFXdQyKeS5BtDHwjo7Jn+n8dloo2cj2TYaynUbzviNfec872GDBWlg7eN23DsYUDEacOHLJwbQxetGGvQYgWUZ12n8pPwwtdnoA0zO9YGhUT3IDH3DdIDZMLOxZDpPiHerZ9Abpsfsnui3kz9z3wcjugnRvvGIQZ+NVyXkUTjfR6lYr3gjnr+mTCkaXZvVu7ffPk7l8sVUNUZkc51FadEjLXkT/DR7JEGf7XAnKXm0o5u8hx4IexNBbNDv1Grf1MfsX9rR7MoX6gtZvZ2SIqIsBz6Wn203jvc8mFR5qTyun9yqNqkG0isev27lrzFESUeeJF9AZV8iZoFDFum4TVATxnxrJesTPWPQ6jlYduJ9yJ8vOIQimtm2895OzEm70W0c1RYejxK1ZczZVvnwjfJhmkxPlJONdp0CZu9LpPYl6f2GgmkYe5Den1s5FP0HA9dOEY6tcUxrfc7nd6zrPctiGdK+BcM5qC7WPLUt6o+0yCgIU/2kt/s+FlKbfavs8PHwujWJYky8gqzyY9ya6CPSxa97ogU0MTGMkzP+Y/q6tKvdx6uALsLdgPiRT+0VcNdf+xUB4zs8uRo4X+F9pX/6nx48v7tg44EShi5h0zZW7guLeMOvhHcA/Q0/Dv90Bf1quDpAuRt4PlwRvcjzlfCKQP7Vco7qfoXfrwQs76g9hGjs5OExtTAHWUwexoBZ7BlmBof2qXPnVQATfbt1xw3p9AgnrrAZ4d6AD90IkgYq0qRw516daKbJm+bD/hIP5zpauWkC1uMxFMUvFmV0/UCwzpBYstwk+fFKz5O9zAZJTrJK0+ydIBo7fYYj6vgU/3NZ88lhtxsU5trgv70JVSDAgXGG7EJfOdS6SrCQLnRRJ6AI7OKUMQe2wJRw6bvVRZa8oKTyEpxx5x/krNeBC+t6UDlt8zkR8rZxKlgR/k4mhtniCVFHyZDJCNb7BAScjATORjuSmNUZhJ+y6MB7bHGa4A41JlZn8j6OpLS+tW0kwiMwjrVn4LARLftwujOTBR3CV2d6KvSGO0fMMaqOfrG6eoCD1AmcgzDErN9nhd3EoOuSYxjJ9muOZvLgi+0o373pIlChC7c2prGlR0YgyepvNkeVuuy6A031zMYYgBo7+/d9LCbxQC0BLRRVRX9fbtnr2uEotduscZP6WnX0uc5lcqfs4In58nDhSdgLb3MvM5edCJXow15vGTsJmVVO9tjhZzJEFLaH/Q/YI6in1N3h6IrTtrIvvMu2J5kNQp1pgR52INoJC85TH8MEMFww53uzd/ZAoCy3Ifo+2WCrj1Cqs403km6z/mW8Nv2SGiSxh/Kram8y/dNj03f2HUuJ8VvW33mHJ/iWQb96p5n7hzuhG7prFfCvEbHT0Hvalha0/dw+lQ7tpwL6GLGKjMVE8N9P3AB59WaopgLEbJQgajNrgi7TuE7hqeV8A49yRiakUeS43He1R5T0sLFZNWXof8dOERx3HWv1L4vEvK9mvSFgw4Knar9ESEO5JLI7LZFno12ENtHd1xvsSPQIhJCfZuB1QX0l/puCsRagdnlTnbjbTvQ99WG3YcJxHO3U8YnsCPkV2FyIiH1s4DbMehDaWSIdT2y6Bk7tWDoJRdtKBh93raM1put9HjvZN+WrB3hSXzS5qPVDgeJ0L0W2VxKbUnk/gXmIjTVolh07cWff9xREtz7dllPsn+tzaAub6wX/am+MBzlwBfKEHLExjvISA3FJ1ysPrK94dhpjlY0217FuP4QVDxAphesyj9UMr9OX1ERuLS6/haHkoT0cR6c6QX00TdSbq+hAgdw/N76tpKqIY9zO6X2IucDmdnaqk/5xQ2apybgBj/IOaUEUhey+LqbPyG2YLzikeBU+FKRdtafTK0F3kbO27Pam9vfDGhwg57iesgaX0tJabCxX8wJzLKQsWj0dVohziwQcj21hEhHwjqJd9UXoKVQUpT8rybYg2fST+z4StQ0LtP18kYpI4gfqHsxT2UX2uRmUER3D0eTDOB9vrYDL/C0tQLAuQ8BntFmpTIaE57Dyw1bf5FcHvQ1f3Vj13fGBn4pHdEH0K3nesIarsv0agL7yYsxv+J3wDqC/4UfhWWN11+D8djgK6FW4upscBySrXd+vHgid0fRKuCJDqyB6XVn51TJ0S95tEK3BtuSw81kQu6NJOPP3aAK/JMMmS+mB1Ndrkh2/5Gdp8hJo7ZtlRAcLCcApkwmVvh46Acm7HGCyGIjb9kgO+bZ+4hPyMSE96UtaR3cPCDVB0/FC9vqo4DbG1WDZhKqfXrqvBviQ3BN1vk82gVOHv+8i6Rz2MxlNDRN+KV7zJL0rf8NJCfkS8JcdlBMkJ+hR+x+VPsob/VHLE2vX8Q2+Ieu7+pAtALlwrJjTxzwf+py1bq2owTURr9nYd5648on6UYWb/gPkV6LcYWmOUT9NwxwkRH6krETwfDyAHehkjhHOvONSpHip4JSAflscwSN4rg4b0x8b0/h2PcUudI6C2GSViEh2F110frjmQCXoOkTrqTv57Nu64vWJ4LYFP/x76RoP8TYGvZB8LBTyYDJe7V2VkWF7TEearRltNo7EtLaBQAfoThHbITmOGN62Tf+zHoUvtG08Ajtg25hJd8WxPoKgCDc0JjgYLxEsGJjaI9+I4hYiPcIcnPwixGyL2MYuexFwpBkrvOmtrZekYYWm2gzuW/Bip88hYrR/WgBLdQM4n3JAJ9sklzk4jtn5YlVg/XY92/G5G5Hkb6GH/cTKWdABygE7y0S+o8fLhrrirxI+s0dE6TWeVxsJ/c5osOeu02LRifHJdv4i31B/SHoMsmLqqVDvZbn6gr5m4x/isEsEQXTUE4ZMCQsZjhrP5gNOKXIH8hhKNiY+mclcN5VdDSTu+05sR4bbLmzJu7GdXvtvwV6B78eaPNhwBuyUVxWJslpl5lhVW1iP4lbpBcquMNpoFB+Lt2I8TsmODXwQwACbhXlMBs2uuU0jk+EI4rRBdBFi/7zCrkRs2q+EdmLiXWi3BUvbRtvHCKj7Mev2Xw2w9V8SDbb6A+WSjR/tmNldSj2H4Anz2O1NETRPu+z1FBLbze/2xWwedjhsUxd21YwqPyiDpuNNx7gO9nGHqA0iYtwhzzEa3j+FPj8/6fPPHxK1UcybLgTbwYbpGMHGAmDHnBZXMkF5vcLx6mzXLAk3efqUgC7pYTtNxRawbXrMvtBiQbfPoaBbQ9HVD2HyGv+BZpt3VLkGXW18inbkjKLQtCc9EVrM2pI3ohpA97nbjto9kenMW/pKfP5FblOS8ja9WyCGszF/5XiYE6W6Yhqrcx0TNSXmQU59mZ7Y9+u7t0vXSBHJ9FgyXyfZLUY/caz0ma6MuTb5hsH+huzrihHWRQzgQ4myskxOC0hWHa8xTdlkndijFY9rxY4KhedpGaC2hWpNihA7m3mbbKbTXmU+kSxkwWSC8Vjqp1C+Xfv7SUYUx05jDg32Mv1uZitdwQJ+xDePMVEnIm0MKdxnWMq2xUJp6IZ02+dtVm1J80vVTgQSE5SqDjKzhX4MRgzHOxsmuOo37Z69yk/62/z33SIBg7oZ7S6uK/AbeEB0TvtvodPgEV5/qb//Pjlv+AfCO4D+hh+DVwbP7f63KfY7kAfoAY/UqQbP8XrFp1fw7qxNj4L4j9BwVN4r8L8SVvK6ag+bwNngeTi10UEzJi6+M5BsrlOcw7eIpGYMHoP65RC9TvJpTAjcCZjSKFYhip1YTn1DUKGGy7wLnPNpglXbX0pArtC1ko3sIIKgPU6yIW299vzusKFwBMPsuk44Wz4om5ho2qGb3YorAKfNIM7lqysOA4Dm7LegxZhLl4ntISw8INzflrniPUj8vYCQzye9Z9ZqDjxoY+1Esqnc7XscSad9eDjQRZ3AUJrZgvSfsoygc8OqkmhVJ0r24tCUISMkzrcPgjlnBO6DKqN99AXWpBF2qMFzuxa9H4sUYPceTUld/8CdikXwcyyqGbQK6Y5KdZzYbsOxA33834k8eOQQ3g3Q25QVFab1ikCbchypa7+ehXns3t7GTkN3LOs38fyTrs4bKwra08Te9ZKVDzaFQH7c4a670f27v7r7nIXiRAp16PCgdd8/SWh8B/nP339IZKeP7YPkYxsfe99k7PbfNtq2Xb8rPAIUY1fipn0jvt2bJWglzWhLMsP9jTTmobNRYH/t2E4R2wXOxBxHq6MMma0W6/tiNmr8D5GQQkNbIeiLMjbjiO1Aj2NFicYCBdMhRoMFIkb2sMWYNwXgfXxBND5nQGN3ogjRzpkXGphylVSc/nWXIRGlPsNE/r3avt7ZtgQ+pdedtpHG5VwgPeqNwtiRHk5A4MB1CII/9ld1lxuSYmvJ5IY8PZGeVAJy6yMhlRNf9Gd/OAfROfXnXEHXj0FSrUK6tgCtP5chwzsL8aeQHZ3CHxSBc9HjwbWfbnZ0N2nQXMb3Y8kDmbpz2tvMxhWl9xorE5GNLq0Nuxr3rsZWoI9zPqDGbQYUZ459kx2CIGoiq8gxjguBXguep2/ciukMgfJjnsj70D1u5phIRBeAyZCTnXfahGmXj/FZEhLiTXWV6Vuj0Y7ftX6evnFuOkXTlE9HOLdcEDmCC6bHtw10vOjnPxSnB0SsCAas2XYhX63PepAecqK+MnsyTj7SzxBYo8OiGt7GogMRoc8/f+jP33/Tvu/0sW206fH427YRfdgYYuxEj3mZ1UcXCLDxpcpVFjVs3w6yPKEgUvTZMjYMO046/Nz9JKSd4hSYjcZiAILvQyd8khdv9D4KDFBH1jSeAJy4IM3xeJ6QIZcFRvxAF+gFFxuybhk6EMt3uWDEkevc8jTVV9/pGNEUiEzBLcSNxQTN9jjru2Ci1OdWQSv2xGT1FnCWNJuHTMTaLZRjMj2dHFKzSvfwBLzNy7OF/Vphx+axMcEuQrzHqRh+ik36xItmLrLmihZlAtphVZWzHp0eXfZRXeEnNBrOg8qC+NE/eD3XFkl2aQCOLQau9Ekoe4fjCbyvY27FCYqLiNR3onrVfWakQ5GNqlgmmsfPAfeLLqu4rOxBWthpAt8Lp4xKvwtdW/QM0JnqKew23nU9hzYFsgedWMFe+qYxHpKykL+a58h3eQdcDz6J59XwbHzhbIPblfxX6HrD4/A1MSO+pJnf8M+HdwD9DT8CX20Eng1C36Xvp43/XcP+T4KfoPfIsH6F0e3lTZIDlYmG06o47nyWyOyBFE9P1fG0cs9AfdqBPx+/nignmGv2AfRdSL/pGmVEMD3qH7/6tHFCxNS/p84nQvPsrk3bLmioecxxmZwO5BMtrZLVbHCexfOj40cqLcXpkKixiQt17ZvRLFwh/mza+dAlugKF7d4u6AhZ4Wr9NJKIX0+SMTs6Om4Qa3maSa/LMXippBJd5/+IU+tugYixa1j8u5OWwdiE8/VcyXAqXNE8OQ3UrYNS59qHjmTokh5oX5T+OHsD+nfTfWg664WC75ZOFHTSkDtBRtEy4feFDLsQjxCE61/cuQLqyPNMC3yqk8rFVvpJNwQtyNTHZjzicHyj457VEej9z3CggEV/Ed8lCoFP091aJptDUfnKxhP7Dw4kC4VszPShzz821vuxu3nTYKLFbDeo6njG6ZkfhYzUZ8UI1xulncnWTmTVByFKzT2udt5pZ6adB837Po7qlX0n2UQDhRt9fHyMwMrHCKp8WHCFefB0C/bstlPd9IHbtkYBqpNTNqGx+3u0W9BuohB9FXf4swWjlI8YALH6Riha5dPybc6pYB4GHfB7oGLfGt7BwWf0k5drZAZewyeRJjHA2mrIsRDKo4SMoYhrepduo1kAp1fJFjBZ8Nx2iuaFMak/h8S4Dci2wGoX/QuKC/pQVwB9WW+B/igG0D5ZYQFJApwMf4xLpkqN/vr5cT/umqK9mNgXCblcfRT5Yvhl+0TD6C+yMfH2QfzxQdtff9GnCNG2k2w7ycfH0B+lvZyTAvyV/PzAomATrG7ncRYmkvkhbsh0HoIo4Y7nsAM1gA96C4LLKLiMv9YeZrPF6DDboP1hF9o1YBGyaQF4pk3bxHQpmgak1xaPVP4azoE/xrjOLpNHGFvUsQtii/2C2HfDNpavKgDvJMyWpJeAPeRp1532uwht206fHxvJLt7PyWWb4pdj8RBv2zipYeOxwIfRbsF/tVNbViuBz22ZJqLZhjn9PP4Iz++QI+ldCvyYXg/dwSy07Xaize46aNf2wj68cfTtzRYHiskgaOdxEEloPBgTu77dJU5fQopLAEaISGx3uEjSBbHYQtuFiGTfiLedZN/00xLW6o3gcJUhcrsxfna17XucNERgK5JOxjrAj9vUyNPNrpEL0qTJZ1YgoP6reK2+7Ndmv/wmC0uRvTG+wNrN3SorRuuzgVJ1UadT/bSObNcwlZ/4EkYrE8FxgfbWh04loaTGoSwD2of9E0Ic4yOzn2l8KOQLaP3EnG0LPYtj+gLtcG66CZmdJKZhBSaUmvAiTO2Ntqq1WzNddfaZ/R6GN9qjnq6G41VxPgeCWcqDPlaifWqDXWAmNWjoXor+8FzrbOUQxAtLC5Ob6/ysprH7XI7bW5XPzeSP0UpSwQBtejI0+kqo/rKjndxnafL4u6/Ub9scdQeu1O9VixIehaPg/3fw+ax9Xxk/eoU/P5lFyjb/Df9eeAfQ3/CPhWdXeP02qEo8nDOPKfefGFCctUndoZtWn9vgtKR5BS39Dm9Jv3VF5dnu9ru0req7LgQdTNOskTworE4Om1nEoHtMNvzIxOK0mwpbztwuVc5njuj4xR0LMcgfu6423oYDXraECtmeV70GreZ8xjSxIz+cSMn5s2pPrfoISrNfJ/mYZiiz48Tl1/ihN8nFw5678VneGHYh0sMs0K6t2+GkGMbdcRROB70Tf4XH6S4wN06dQ6qV7R5wMDTJcVjRSHup5AYdlqT2d5tVQ3aUn7XbpIL2Rey3PmOX4CabngeyBeTPPTaGIho8ydkpLZZ21iNNyriHtm4dEU2eQ4zF31KdclN1qqrCTsT1dlKQ/ovdJLUJ8tbxRFCEOJz+o2H0uOs97xZnpln0UsRF9XDqjzPYwphUYXNkE5EvwJFxXK8dkxtBwHwdjsIYR4TdAf2o3zfe/bvYyHBJjGYXSs2vHnX7Hrgx43/bRv/7319EHxZMRyd97FjNgTi7HjvScS2A86jIQJZvvU+yETec7rGOxg8Ku7WP3ea7BYwlgrjEJWDNmwcetk2/Rbxtyp+8GKHf/SHpx9+BHRpkg0GxdxoRdTpAdnPtDF/ktQA2UQSY2L4JjPwBWkZ7y/wNddePYS/RTkPTBA3er7zWoC5zOzkPDT+bDgHeWLUl+rn/ogx738a+gjKSbUsEMoCeqO3g39xzIzOHrnP83g6YS+Id8rFi9b4T14m/euOBV8AugqiQ5hijhV2CINu2EavMp/7KlO43ZpKdaf8/oc+NaP/4oP3zz1hQop8dqAGIGAtFXWP8BXzMD/JtrU551AZ6lgBjhGI2kX1hu0GuVoSghUqGjnM+UEdEeYFNyHSMEZKo6LifyAK7OUBsetVlxk79qCA0gps7j1NDdH6R9CfqMjBriXy01bxFuWirtswORi77vEZULnlqQpObnUdb7RuT/PUx7jem/XODcaqOOngExmiDoBoEbHcetusPE31uTCK76/iNI93mfLWOjXyFIDDDyQLeL0sdqFYtM6WqiaxrzW7pleqVHXT0rp9g2PXEERvnWFts2KeBr85fk7ct2h1tS7IrnfJ02mGxDqRF/Wkyi7pNNiHZx075NLfr5nW1+6E9IiGRbbJfeVw445b8J/E6qrbWL9h3C2EtyamMFiPKR+l8yXDOOCTV4Qhm+pL9WiBJzV8qLY4DbBlmrjeMzYI2d0rcgrOmjo2xbBhbmfSL6hPhsSCMYNEg1jnbl8yAxrTHzSQLF6pz1XwdZJ3MZRknriG3ReSZlHdb8CTFkp/N9rVg97YyW1vHbnO50hMMBcni9YIbdQ4F8lOz8eQLkZIkRmq+gMdSMseCDWYQrrCOOxHtxP5ZHvZfXWgCZc7VOPaNXs2zynvXN/+K4OijgdCjQPEtf+0FeAbHd8c6vqL+z8DX7BZ/BkIHmF7Afriy2m/498A7gP6Gh+AnVyfV8l5tWH7SaLwiePzTRuZO+c+udLsbsD+C1Q7AVb5Hg+j3QcicsMlxYo5tcP7KJ0wohmfTfEbkxxTGuJ2y10t8IHCXyoRSr91x406K8cZ9YvtwStUgeWVRag9HUx0cQsvz5KoTpLmJT9iVyb7YRDfoz4QUOVC+J0cj8If1u8WkztQgFydINyYePl06gmu7lo/KWM4SB/rxU76B1q1nz/5PnDQhIuWCFhvxI+BUSd8SVGrR0k4gX0ocq/Mk+dMwL+xsRc6uJt8oorG4I2TEnPARNLH/uS7hwLqhXyeHPBf6MW3J6/Tl5+EWWDkuohNvMMmofavinReQ9fSkMicSSv9vnLe5Jo7Gy/D/9pwhvZCeApLxFosRdJSxhH+DtW1Dc6YgUSp5dsyzH58+glQDJ81BifS7efn4a06bIXJ6XO+nBYuhUugk0v/shKqs7nss3NqENmL662Ojj4+N/qK/fDdkCpZT2Cq792tm/846zE+jQcCBVX9d5vFd0sk56BUe4Zj05qA3OtojTQowWhnQX2owA/Fie1d1NaQn28uhaYqwJz0B9EAbRy2jXpbXAh6gYKM9ColRoRwocTzVPgKfei/9XL+OF1hfae1w1nGJPVD2REHjCM1lJkOVaETtWZsy0zBrhaSOpV50uRoNjbJu4w0soBSInJKUxHhALXhwHOVcA4jRT7Ne8b4gQx/sHxvJ//5H++fnkBU4rQAXwnk7JZ10ILPGG7guYnEMYcQWMFmV6Tq3ZyOAiwKkeTdwNWVOY9dsI7qAEqhtH4O5nKBt0BeTXrHydGew85yzvFzmNzDKFqzYM7SF41HlNCf9NEWeNZnoP+IR8BemsYN832n/60NxgBHp+OEB5HHM+85/0efGtP/14WN80624cML7APMaN74jzovAiCC43t3X9oGRcLVZ4yJslz3XvhdzMTca8FPsImW79QH4Ql3nPhw2L57h+7iEPq1VyVKMtHHg9OB5ZyMTBxOuiV9g2+e5JNCHNCa0mTeJG4uOESy5pqTywpkbYDKWMmX9mAKXHe8XZXZa8aw6x6973TNerRV0wtkQPJnCJEtljFPuh7yMB8JMtNlCf5UV7D9eboxfqizFQxSfnitHPL8lAweQ5xcd+w8NY8aFuRbtJVPlF+89SR27pkJg+FLGcE3aJNptMlnQxce3B/o5k3PSouW1L3hUpSW8Zf1j6YToj4ph6PlhGfykCVmKWarDo4HuK2mv4K44uzxXfcR3fcln9L3Sl34H19nmrbv4HoWujFcsdngUrpb31bxh+4/6SME3tn0va97wA/AOoL/hpfATq4ReGUSveH6qPvj7SN5/EnRB7q8YqBkcrRjv2vsooP6V8uETOnBGjPikDOcW66HlZrAtCqwTPwyu2D3bN6OcZnQsPQ9CMJ+0wb2t9EfntzAJb/o92ZsOBZik4mRV7DuaPniR4ig4KicGPEKwkEKygwRnZBgQDC5Wp/bschhBdFY2dBO4cPkcgib7ikVEzcx19kpQoVKI4hvpnWSx/y29Lt6DQzjvQA+HFSPTuwlwJ8588M7JMDnihHZyY6Ud6uJtPOpbvBLKBCHxb9oOVtokiMAZKx4Ps4kxSUZ3p6dOzeU0RQvYVcWb40pdK8I7fA2O9nDOe89I/RG06KRDu3hWfo7lrp1ZCZJDsuctToo8QFRxy76Q31yryXuxbX37ebtI+QVUzLHD23aeuyOepsDIuLfdhls8r2Unp3vstCZoKdNjc88fecanCZQeGnTyRvTXttH/fXzQ/31s9JcyMuhDaniWN0vL0OaeH9+zNZriYb8mrumQR3ZtdHCqcw3e5cBA4gwSXlgrs62C6yM15SymPq1rHKnPIJgqoCszUlBujd0wmU91rWnB9k19rrle0iATSekC9Kjki4nmtpQmrUD6yMb53UKlzNZgSXz/jFKVcgGT0mtyNQ5kl3NMyyUvW1F2nXUb9kdU6zk4jvmgTL0PcphINqKPDxL5a+zcw2CVeXZR30HwzdNYf6vXaVwm/t5QncIqTeXZSfaVLm/RS729Y8mXUreWb6UltWl5Fo+mzhB4UkH3aO5wjmd8kkb6a+y4DX1CNL4DItvYMSpCQh8uFH2zgxzD8c5E+g35v/ICX8vTsDH3x+hA3lfQmElKC/2yBNo73Fl1m40BO05oewS6TPSt4F3ZmQxMxSB4tV1T3qL302LJyr+Cj5rrdlGwRJp5UfVcRs442ykPpCebMgfB073k+1qPrl5trTozgVeTvqDmgRynqbTTgvauwBbnQnEe6NPe8h0/upU2mcyq1w7SHJlaIu0wH/6pAJLN+9f4AdvlWcqzNI5f9BW4vGK6XgGvLOdncdnY5ASnHCW6NBiY3z5gCqcyV7YbbEXv1xEa6xCFdt1+vmu2rPau7YG9GoQ+y/cT8Iz/9TuDv6/g1U/HJlbB9O+FtTVQAAAgAElEQVQOov8agMlTjBsVLva9N/yz4R1Af8PTUBU53j+qXK8Yht90vMhvg6/mx28zmq8MuJ8NTI7k/Q49xzyU9B+DhjYVjoCUXunx5f4tYCKy7/WOFBvRTh5ErzAcn+JOmrMpR32fXRYWMB/054CEUq3OnH0X2uKUyGNYOmeE7Ltrvj8DApATrysD2KhWbrqjN2huvR+Km4n8iObEf4uYQlue9Z2eVmkZjpN6QDBt1JnWSZ4yurj5b6iTESxmIj9SP70ppKIjYd4JkoMZGoSeJqCSSTycMLcE5/qJuINz1VKT86mWN8TR31uws5mCwK82KAYX2gIfcmXnzCAga1wHb9yhW1ImPswVtt1El8uZUmB/6uowO7aaW4qeauICuyztfqJGFy4VTQdemrluvuqDxzfGmceHaDPaQ9qtfrFQiicdHQumYOGOfxtd/Ft/Kc8UJBaXvWmnr/YJ2zU6Xu3Eu+K3c3j9/zZ2oW9M//vrg/5ndU5M7Sbk8I5NXuwa0qSAuD/Mk9kaVMcAuuaJBR6h74oPimqbTjvDZGr1kc9Om4CHVyT/uG8XDdqYhen+wlht/vyB/wGcJzaUqJXd3jnfpatvruJak4Nvs84+zz83fW7o3kVShaERji49OGMcmCi3pvaDqnSbgGTSXoiHPYEH9jIanu9T1qwXuZKCCEWI6CPqaGMfC5a3gfEYN9pzH0faWExmfMbkU1E/en+im67AkXQ2quRi3qDnvCen5MewRDYvu7mReUnLWTc4fLR6HwYwybalaPu0X6DybHbne3rQSCfVxmPaMz34G2kE39Xgeer/437UWWVB5xbxSyQsbntyHK8JsLe/FLaf7Rr40TjxywO4Blz5YZsnxvWF6wWn4Uh2YipGMENre6dnZ2lc58z1WdPS1yXjbOQs/1mxLCNJ72s75fSzHMt8d1DGjd4P6Wc7dQ4wxr8wWJqC6BfKCHVRlvfCiWpte0AHO76PfKv7U36e1ONZd9xp9prgMfP4HA2PZubym5J/QUWuQpkujqllOVFwEmDV9ZpedG6XZOhMR5+RddN3/Kiv+VU+6iuB5J9aFHDmR8bfK2mfoeEIxzP1vhJEfySe85tiDJM9re8p5kf1NKE3/HvhHUB/w1OARuCZndOPwFco2YrzJwPzP7H7/RVwZUDwU/VCGTX+/pShfrZskQjVCo2xtkiMy+ffEUynPTtxbNewfb82fFJnrnzHED5MgRcrR4nQCPTL+C6fYfFgid/P9UW80wBUHWKz76SfUKTJtljgGybLAjunANC9mCYtIiQ70VilYA5PXdRQ8cF13p2fKM2T9vK+7sKok/K0IJKenCp6kDhjmnD6a3A+CKZunJorx8NMROt5Qh+q0ySFARN9iEbxcq4X9h3AnN5DJYhAp6R6WR7RZGI6SJ9bELDwq6fhBfBt6i5kAFrpWk7TzWT6RfkqFPiQURdQT/rQbAG8x//xbtVzcv/s+2nTr/W4c6erOgFrvShX1QLpLhca2MYgOhER+7HqSJ1dB13R53AXaPxaj/WTJXRRzDgFhSOwngLVFP2ZqAksUNwjXfja2j/pUvvGL9gp7E/A7vTJByhJ4w2jDi6eOS3erKbOVeXWWonb1uDBBR/wEkIWo0acbydcvNKDE1Tjsnh+iKJP25e+xnvgRjrJWtqwacyjd35VEk3VOrJPPaI1YLoajXbA51VZ8JRsXHa4UueKWw7Z8l7apXMSilZs6QW5Q3XN2i8Ily/BtRrJoddgEaMZTynjBQiet0OoDrpEK57fgElMVncnYlyfO7c5v1tT2CiCFTw8FuiCcCvUfcJFF1wiO9zT07yq5adu3ZgjKQFsKYlPSaz98yiY7uVRegYPiuESt3OZ9xgoF6e5D56v1RKeDmSLYHx+aeQUf8TknyjDPFzTEH1TDW4S5KEcfC6r4zxvAdcjorhQJylfUORtLI5MlPnMh2H2MzPQnBoTEa9XEfmfnuF9I0FC6/c1fy0z0Z3uSr3E5xir9HMAvuJYXjR3xzBjBzjUU/PLbugo07ucz0V0Iro8sPkFoZxBv2PknXh6X1Pr9HB6D9+HA/LACFzR1WdpHtbjF7J2NN43jwdQxhNe7I1KPVH/7wcgFnTjLjK+a76Puq+rNHagf+7j97Ckxkhf8c9ehX+if/o3QPVd4vVXHRv/24LSFbrYy3fQ+/AJBjTGJmLOhG6R/hv+1fAOoP/H4ZFg8W9Swle/x9G9W9X3Nw0KpiDMxfp+J6zo+IoBwTPw0yslV7gvtWM7kbXv4oZPwhcGUMx73GnCNBKaoR8ExLHnlIMy1YFQ3Anlufj/LhgcdGgaIdr3nbZt0yD6+PYgM9G2QdC54UMK/uAAVP+Am2miI6c3pw0ijxkNBridF2wT5Kg5kfLPcO8Uk2afgJcd7SV47pPyjLbexMA7vapOIBucZ8fS1bn6Eq4iMLYz8DMTmNr2sQD6uEfsg+WwvAGCR8mdJKXNm/SWx/pUTq04ReamqnVDGSGi9Q6JqEnDsVKHG1Db7KbJuBx/O6OhUwg3Cx8OWwqZcsG+T2CwHeTDJj5XCbV66W+VBcELc+r65CqOgRWBwBVWR4rcEvQV0N+GG4PoWJb4AgbDkQjMdMKTuT/GkfF1wuhttY2d6LLHJzDIJphEPtmsYojtIct7Thpb1CmJ/nWzhabdLVd6byreSEckiZqie+keeOmM90Qr/XZ1nDGfJlLw4+PLnbcaymXhh2mPSuNFAl7dBcN6vEVek97HN5P+KbLf6SfU7Qs7G08XdvuuwBD1DFTGzSOvRZ4Vo5t3DPdoilJZnLFx/pNeYF+NcQCBbdQxkWZBCy6xwkyHiba7CvSQjZ/Insc1EbL8CaN1xD86aFY5SiPz1cUuJ10bWfrSv3m6aN+ew4JIKc9nVXYUWK9t1JXXlLnMdPZ+wXNUMVyyTrbJ7FZPGxHNgfOkkOfrfjEZ5Jf8qPK87lLE3eOmjboA+6STZGgVgQIZ+pvbI1FrehA8l8LXUqNYqIb1RkFhu9VzckxXUNjvHJC0di8LrXUMFPkmJlb2TsCTLtE7KXmML+mRpGC1SJagdC8mjtke5dPmEB+Uh7ys5ZsiPkifZWrmxNwdHxsL9difhBPzdzUfAZ8GaONAwFx8FYiQnXCHw8M69cj2p+LDRJKf3aa9wCNjjSvZVg24pOdea3fD09Q/Twjsx17PwA1ED5Q5sjTjJhH6FKJPEfoUC4yvCxBNsx8MM7sgbfe+g+6zmnfhEf/0b/RvvwKOFjJ8VdD4n3jk+tkGxq/YMPkCJIRB9M38O/WkwTf86+AdQH+DwyuPQvkJuGsc/ok7vH9613SFbgWdAe7E/OnFCkeDiSN+fgd919uzpsGJNvgpmyB6TK3hm+kUR76b/ZdtngLlneiIUemnMSH3OPOJswvruu87sdNCtG32zcHq5IV8Uu4deef4wNfdG3SyhMPBg9v+TeCoZxtjw8GwBa/IEsM7cAbnHehBOEwhStVm51h1AOT5uk76wU/3nEMjpKzfS9k7XtIzIHCaQJwG0PO7kHcs7opOx95yDLYL2kpMuXDRhOEFT2GIq12ATJcynC0gA1J+H4br1UWqIvtTdvJx6oUogsJOCxH7ll6lk69XzNkAOOM4+nI88SFxSEOW29w9Zw8H7q4n1RPRR/Fvke8kaiYoJjsc10a/EAnPju/kTG5Yl/ZuYd9UB3Z04Zg0pkD6tpHsG43jODQDDT0UAfTq+PVkTkGyOmy9z7Qcx4IZlYMIjI9+GPVg1QtQZw7+2E06fvoIborz7Lc9QHDw7ugN59sHelwV0lsEtK/9vixKwoSZbm6enRQ96V8K6U1dVAjuvN+m7tmm6cYNJwOcZ725y8reaYBF2lkYJ5Hr2mSRtS3HzQ3rnZ9cQfAbgTs7qYHsFCTTqTqumn6tEJrHC3l08ADwdDHV7RBmdY/a9Eb6yt6u02h/gXuZ8lW4wpd5XElUbUXd5ZyfHeVrSstGc0ESlHL4fn4F/ZmRv6Eo0d6uUc9jGVnKCyKOa5na8WDEYc3A9VnoKal8gaaTohurqoxS43M2o06cg7acx/td8HwxRcy3Zp+9YBw/j7noeG9yDfrBCwqG1I29RoiNEgiu6rzhCkANaXWZTiOTem/B69AAtrgvvx9/nGK8h3FmWvDddoH8/ii9OB0X9VyxgVcsXNNbLuS6Dg9jw4yM/cT6Kcih2hwbv478eA/2zYxb1QlVuTDeXIQzoX2AGVds2bLc9vk9m7v0CVYyjgK9FHrvFJ6q8LLwy3C8p5xopxFE/1uIdt9avsilVV5hPNrhXOErTgp9Nnhu97/Fz/1qwPbBjWavikmctelv5uuZP/630C7w3/zp5gfhbXsH0P8D8A6gv6GFr17589vgrtFaHQu9wneXn8/uPD+j5y7cpdee/fRR7V+RvqvXGX/O8E/vpwlrOwNO+bud5zjGZ6NTHRcjD4cngpqPoxcnh1Ez31Xy+hE+7njCtPtOtG2SBpQz0tkZ4mXlB31+SK8uGHeCeA2turgiAB0gPsjNdFHhPwGfMXKTBs5ariSaOvKjfA+kYxofgEfZ6ZvbMccHbNVR3ha5hrP0wDN/VSacVwPo6FgSkD1le/FZMPAj+I9tXgmuu2u6qsrB/QQwn0/OzjLRT/Sw+22AvjREL/injprvGBLDzxqetA/pZsHr2mcOyUEPbM4fftTwyAa6RjAlv0suawvaVXtd6ZF8EXIqSW7nbim5CdT5xgy/vrPK0nPfHImGOcg8J7ePUgBBSnPrTJ98rZLLTJnMdcXkW7k3JtbjB2nfVJcj7pFu18lm7FBHpTDwTkG9QqPtUiMPgnDYltU9EUx0T/JUOOweF/pOrc9Z4ibBusvMcr1AcVbq8bskcHN/SdLBWXRwkdN6B/0guorMIa1oW1WJpvU1JL7QwvuWyg4upECNHfg8aWOUTxTYI/OlgwEVjEAOytQfhptFGixyWbMznXiSbj4dqCw0kibdNBYgt5vGAwzY4nMrGTT0CTRyeLHZrtr/eHSM/KhvV1nncu2BHk2ddkVCfz3usUoHCr2PM1i7DnasWOwQCxuygbcTQlIN8Rjyrrqy7gTRTQ94uRjuVDOjNZh1URmBzTdVpo3xxUAVQpxssN1zvqZO1SbX+mnFcpfA/tTRXO8jzWSOy9XyfcfgQteUYpq3lTwzlr6cVhTOviV8FdY6N2aPpDYO78XnH3Y6mdmzWNBn7ynsDEV9syTVc89mHqzSI06nHYfXSm+uW3nf1n39HnFM71/gS7xpjdeJpjF7w92SZr4ff85sQoZZppb5r4gu32fraXJswEpDtyHl4N2q/LOURzQmVdAI2yShvHpvcDAAewCMvlgouC55l7oDPaf5Tv/7V/iKn8X57Ma+Z/3BX8H/LobwyiA6wjPHo/9E7OeI/79l0+P49KIGyreNeLP7EUDfPj5+msQ3fDG8A+hvuAW/aQXQvxW+ylh/52pCojB0v8XgPQLzantpn78e0CleJ8uNc8kGX0Sxa1MkTVLMYRzBcyLb+cNMJNtOLFvksQm+UsLFSZRdP/OOajwa0IL0S44JaSB9fBM9ZIcoewSrD2V2rsw+loZfFE4AjM8FWqtHBD5ZnfBtu5tcKN+x1HSPwTb4P03KqXFiWP0sIQb2/VY0eBHftWcCR47hNRlJ/LgGB62Y6i3leg6MS0wwa92sHXcrEzEHrVP80ROoRwHbg1M4MdMKDi0qv3ECw8ylbA9XzljIx5hq5mTrRpX/z963LUiSqopCVPfM+f+P3XuvNV3BeVCQqxp5qcruSWaqM8ILIiIqqOGfU0tQUv4VcPn1xg8Xj1W2lZMpNtI16lR+1nMWjVj9s9yKHnRh1xat3OsI2g0VQGc06A3ridEprAuxb1xCaPLZRI2dvMMJyOGmmtCMteM7x/YU6egrbFUjRTi531CxxI4U+93oH41eIuifrjgBCIGOz84bPQagfDOMOgo6z5bOEDM7FYuqD6nOJLoNrTyghA55ztKquNI0WNK0Adt587K2kIKtug9do1RjbhWbF+Di9Pv4VIE98anb0c4RUbWJlfmB2w7vJL8yItII105ZkPjRJyj0CT8e+b6S6d+EnoeBd6nMUq5jbU+7Bc8+hPGcLBWaVWTaZDyQj4fRTLFOV8fAWX+rcc34U43OVWxJO1q9ZW9KIRVOYK6y5mEG9MSoPRg9SOZH9ZcWSibM9Rf9LN3FpfXpbWGRG8l4Ay4+yZXkT/its3T64mapSdtQFZ/JT5Qb38a0kUfyJuNxRo7foElJ3X2Y4dNkSpD1V4mZ6MachjJ5UaqLu6ScssR7g3H80AwUbWD7Db/oPmHWd8W4ZNIn8VkaT1fWP8o8pjozvWRfMlfxqklmNJj6b0IqpxcHreDAKsJbmE0VVdWiDhdpkyzpgtCDXrfdUNTOkJls6o2rXTuniyktj8qqiSz7cSQksFinFfe3o6xgQ8Zn+KidKCdqznEzPrqkiN2BfjbH+bPs65ntfnXQ6yq8fQOvB9oOf9WJ/syNA6/gF7jZjo8A0J3n+PEBx8cHHN2JfhxH+/vxdq/+6fBu4TcIbH+DcdfQ/OKD6SsocA/38Gxnl969J+2vlv3VTvurcM8k4ltO2E9oJQDjNNdOdJ1IDumK4Y2A4GivVJyV4Twqlu1PvHglaIse60QfCFB7wKQ6vKgYCyC+1l2c55ssNobwnfQkVRv5TxdvKhHpz5DqBaKnhlwa0AumQI9DLYvAeAKdmwY73cK61sQNb3d6CX03ONF3pd3Uz4d1EUod6JLQL5LtYpo3cyCAnDBEGDLJlRl7PtDyPVRMOVG981wcn1VWZRQNDMgyQO2lsuS7du7/kEtsEtyjj1z+xImOmXQGQVUB3kgdlJF+X4xfAMNpDko1VKfa3Et6ulhVOdXnjgfiopPNL+fYBJPRrFUSOzJ6xzy4g2pHdK+POB17uPkCstoxwjKfVc33oSg/Ll7YmGugFD1fmyDjQ6vfeZ4gV7j3zE2Vdic6AZx0wnkS0OdnYtixRfnL9UN9zQ4ClxbHsziWZnn0RiMPRg2s+xqGh82cVcZ54jRoSq9iZIhFz3ewvDTpfL72IH2OZdU5A4dPUNHg41KcHawHdryTuvHDOCJUvJm4jH49+oj/BfB9IkBhlJ+F7EA1rSm0Th1P1asfbxWIOljVLSTp6QZSWoX78mmkK9NM6ImARd/I46v+V5V1f/go3/aV3ocQZa4DPdzsC5I+w7OIUQczpoCWKTvvot4f2qvuF+M3zNuyPOpZ6pv1I/O4EvIkRTLo5/MAilOODanxjmkL7rvIBi3a15Elb/eq7Cx8ohCyM9wjzqe1aTzaND5BnaU1TxudM6RdfZpnFj0d6txco8Djv289yrQdaMtxfsWR7sY022aFDi4YHcpKqrSKtzIxGVscfaV+XtZhBFRl3Kb7o3z714rXdb+YU+DrVt2+U2LaqtiibUvo61aCOK/NxkgCE04uxdiXVQywZDPnrRtvrRh9zCSz+XNBaf9uqxHyAbdBp+2TCM6z/ZKRWV1AbwNotzCefV76qNPBq29K+7S3wKvZ+V/JQfvdMNsgoU+8a3hme/rbpl6hjW453Y6AzUbdT5ofP350x/kI+3g70P94eLfwGwDg8YPNqw2qHl5BcT8Srmxq+KoNEL8Lj1/xVoWUc8uVQHeeszMQ/JqnvUXnOQLACUAH4HkCHYcxvymPOwAM+eFFJZ94ZqM0P+t1gjWM6+t7h5yJQ7V/t5ed6MoumHKnkceF2VPMGYgDKltguQleSyMWnRRfllfyY+pyBHacs3FFl+Cp5m8UWoNN7J/iy+rV0zcRiOOcbPvx1w81jZMl1rz6yTs5OodDWrW7N8rqZ5IXg9mfPLcXWiOMnQO9DYJT19WLeaSc6EIrdjzmcwc5d+Ii2ZsZ1POEnUEOUj5A0mDzFlyDz38BX+49mRtCWWC3yiKbQuR901Aip/SGLtNtP8nY+0/s3ydRO0Xt+jpnM/1bO6axyRL23o0uvkWjErlGq9ngAdCdKqCcKsyYTJM4JikdON4xba/SjSQKp/V26jjkZLnpd41YQoSTCE5qm6U+P0+g8zSYowPdUoEhEl1E6G1gHMI+ne+Q/d3XO+u3q95xS56lglhhKfOjq3o0dqILi+8mcY4qc5TzJicVhz4NKAc5lyXpFH0ITpZp/GonuN7cIuE6rRpntAxXjvQZFAoojglV/o2cvrtmSCiPHzgyikhn5ZlRzJ85P7zzpRimKrp93UxaKtKa9wvjXdIvSl2Sp0jpMGEJOdP0uhzTB7q+N8/6V40JcqsJhDFC5kZ++qK7BYDMyWUeLv1BvwPo+ZruLzZfT+BlQd4zIU2krnjJ+sM8vhWMAHYumEp6QlOZoDEzOFu35DbisWmKXEn/yiNiqro/JW3l4z3GhIgyfUrwRr+9dSqLMav/trsMIxWO0W1UmKrhmODZcaSPMUZfXn1n/EXZTJ59mcVPNg8X8bHfJvI0oW9JQ0ZTkMF8A8GK1gxWfTDNlqmpNO1CgxCMdTzDVPh2MJez8j1wV3oRz/XUt8TCJ0ESGnjI9B/u8pP4sSQhyWuoDfLgdJKMPzbNdN23ksmN9NfyM5rmOP88T/h18pXsln67GXXYznZNkVcONz36ivOrNHwVvKKD9lVBXxcf5nZfBK/WRtv0iPP8gOP4gOPjBxzm9PkHfPz18/kEv+Fb4e1A/5dDpSxWV708G64q8j/huvAKnnHNzj3flFlNyDLcV78xnr3fg2OW95YT6Lec5L+URxu5COzCepKc41GVacvmGX5bKBF/c7YRKSeSZTHvnYiJw8nY02Qh0BcDypAycuBwurtKEfSrx32cW2zIG2obhFpwpW2m0ply3ardGQCXkBgvNK7p0joxiuRuDy5hLMPF0esTyjOGMEySoiM/GjW4/8FwQk6MFNnVg4J35qzUa3dVxkDjvgPoadAV0YzU63WTbwT476UbuU9o3v1GljWaJNdDp6yIhoSp+SuQpxbhYkR3WbL+ofhBbLQnAL6iuxlT+JMAUrT8K2WwTAZ+u/JGhxyyzUadwlDWqSv0XV6O1I7roTYEkSovLCg1U5VOYBnXn15obFoZBLUgEgyLEltpVTxB4zVp7vJ3NDVdYB0jRld72lOixrtsFCmZCOmGoAx/d54ru5HKg8KzloydnCiOVn/xyOjOaMsWutyDe1+IosKKKqGWSxMcaEvxqTyrw3SWZlVQiACfaKQp8+t43RhoCetMN/2LuI+M7PKtcYXOfMdV+pFWoXzttBVR3QU8I7Mo1GR7RxiHaWeEGYuGbAfnh57ESH6On/WlBJZpVs6MdY5VEaGE0K2joVYcoFu4anpcq/is5mEVP00DAKxLboUgdtJZVz28Gpt8BMb46l3pcek3MBzjui9oVR/C+5Oa3Zi6ouM99X/lV1WC0rTJM8o/iqnjO+kmnX7wHk2N2TeDaGkbTy7eaAtFC6rbUjTENkviS8jlj9bisygj9FYXvNYx2buX9/ydpvGz0v02w3n61fg2gwxjl/MEnd04uV+q3XCSjQN2HDHjxep3Che12mRN1uJxXu4yPuK/rHd9GWr+X5fjArI8CdzWO/Yhyk6t5zFEu9wLQVw17U76Kb2aQP7RuxirNDKnRJfE16/HE41xQgYhRW2QwZ6OFB4ewGikwWpyTaPsTCeFxCp9iCW17uu/EQYfzu48/zwJPunsU9G8A9kDIHuwY3+95WTt1bQVLfd+s/yWMh8Jj8ZfXZ+ftdEt9v1n+T2+wg/0ipswdnwu7QR6O33+8eNHd6a3a90/fn7Ax8+3A/1Ph7cD/Q1veGF4tPP8XvDfU9GTgKu0ZelnO+GesVvtK78Bs0s/qoXEninPZFa+g1lZHTPyQkilJT2zB2OdYwN5jdO9km5TndU5E916TdPiTUk6kcEpNox8eTxOoOpgtRjLDPKysBrVM+uslfWtAqKlU0UtS4EXiu1gNfPOnh6X1GHNi/G5v0+/Z07jVNEoLbNBytfkucmTdkv6u3LuapOdbBAAzXoCudq6MjeSyqWcpCBGXctRbR3Lrm+3vz395icFtOOcr3sCBMNzaVmDTxuyuQOty3sEGGnqcq3tG/JJAMjtJJWBgME3v4wb/C9ap87UHqglZptFWtJwnhHdrQWGHjK6YiYO3OyNZ2giDuiLsGC0iniRx1olD9wGxN9TZ9ksxywyP+Hd50s2X/jntCSyaXw+G9HHHnX9GR445hlJppTfXiDRPqCPcIMPJnm20BfgUWXpSxzpwLiCJF3C9Ig6zxf45d+ybG7w0ZznOPQ60I1PnMd0BU1PmN845cSJRfWzDu+IeEwITg1+JvXcI4Jeu0chL/KW0ZuKsUpEgy0cgC41Kr2ic2cSuHbQL969KtJRIdCfQvT50KWuKOhpJ32ywllhm5eL5nXFH9B9pNMpTgpE4Hn6iEfXr7hPSScDr9tMl+f2Rp4b9xlAn+eMjSrsCOfxZyAgftabVkZsyrQ4ZS7mc2nUpHU94mw8JS/3E0GU4HqeoGcwKnVGbhmUqxNfz2LsTrNk85ZYh3QDjcue9s9JgoQDSXtneZKAaQctJ25pWjM2XcBpZEVvMOzzQwmTGb8dOQmAO1jYmCn5e1ibuo1xBwFis7l5Z9pzFnq83uzLbZVJdcy/w82QxjtkwNcPQv/0OCj0YRBe6bCasMVp+yTi6oh/zwwhw7U7C6zSFzPaONc04wQu06bzxGr+Kn2mh+t5Wae89RGbH9WOLzklb3TdhDvb7TdPyDeNnQDwyTeOuazGnkF9c7CuSeFE9XH3XEGu89xys+bVQ0r682XfbZt+dfC28l1H7QzfPfBqjuvfCRDbafOPHx/w8fMH/PjrJ2B3oB8f7fvnP94n0P94eDvQ3/DS8N0n4b8aZg7pKzvUnjE4ZvTcMglY3XpQOdGr8nbgFn7sTGiv0lMuXkPbdiMYjCsUbYYUiVn47FCV2RUKs+P0PdhuUie2y8WLIZNKL0yGy9aiy06joM0AACAASURBVHg+jBuZwaHVU1Zghixv+Mu8eHIyCKAZStx3gi9JZHBUQeFM9w5/XrSymSr70mWnSfNWqszvidMdfLvzTmtNbye0s3Hk5n4y8pla6EqkhqxwuZ2hAwAV/5Uc6U0mmiYa+cQio25a0Keg2qlIBJ3DFW0LWDT0MJoN/rMUI/dpBIBUZwwjtPfvfBVUjhFrKKHxaYAEQrhprmhyIWcpDJojOa3GnA0GOIVAb9YxgWy4Scj3n78weSRsnD7XSYLuU7pcnOTcE0XftzCt9s0Zby/LakeDXEkqDg/elMNymlSQXLh/ZyJ6PVbjSWBjGAiSfNKnRl9AxLYA/Tjg4+MD8IgaqipfKbhQhZgXXTy/ZuFRVovsBV31exp+fVoTMqfq1afz6riiKsjQNHWeXeRdxw8J144NzWM7Xs34hOAUVKSFdDqnWFn+zS/HX1TCT1XWhXJcpXev+aiTyyvplyQ+B3ci1+jNSA/VAYmq8jOUHOfNwGovvkwLyVTonBRK8ighR+30dg7zHt9+0KUf7yY+64MjWAmAdQLK3EgPQ3qmRmPeZBzn6ZgSWJAErbiWh1bdLqyp0oSU/RTJVhSuVUC4Xa1OadRRJFD1q2wATuS2Gqf9kD29M8shmXePDLdLlD/WKCXgSmfHfLrtS0juqjan8Vn+ZR46cZpX79qpZZzwrTTUm1NMuYZShd9GFjO5Fp04vr2uzuKEosJxHtsnT9cCsUyXtWgoy9NIPo3vNzkEnTVN6OPXspencGNKNkdPXq9MC6v0MSyZMwPEuX7WccrOZPOmn7XAvuYmMHJv8gd1zeOavhnJxS1g1b7LEfs8gQjbJ6dOgrN/csr2dQRev/FV7Ocd9uurtsXqlOzsJPqtp9Q9eBvprfbnR9r7X9FX8Ggn+qqsDO65XfZ3hVt4sUDY7RXtpPnHXz/7Ve4H4McBHz9+vK9w/xfA24H+hpeFrzqF/GowuwL9u+pelXv1BPrO1T7VoJZfSf4cyJz4VbkvIZPeePYInASgHYf+5Gydj3lG0AxcLB/Am+2ZaLOOkxOw1J7F2JIZ2wzPvZnC0+Gq4o1HlbcyMXax8xyzxe8OqLIqPrJZYTjdwDz0JajUOhgQUseDMsRadOZdWo5UXyR3Ilw7JVR54wrYfFGGrkII0JyjxnhraUHGq0OUAUr6KfT2BRKjL0C3rpAyc/X39twljoWSlGOYKynHrguDQwLRiIbARm4tscaRxHnEcTNOoH/Xckbz1ra/agNQ/XnhLOEXWWSzpBsj1ZCCxo8hAdLIoPk49EM0trHMOYoM/TE+M3I2fG5McMa7ovZKNY8xnDUpKrHy/cOKOwkvAHv/J+riiVKN1j5OZ7r2MQwy7+5BWbJm49uQXR9T80I6AyLA0V7w46Pt6P7RFqKW+FgdfsMsmVOaQethljyPC0EbqqAkZyPtbYP35C6RooC9Yu7TPvbWheQRI92e12l4mkaNEV3Pc38ZumPItID0L3BxVAn2N0A+D5qmn7wCQCLuvmeZf0K+EqGnJJvPG53fn3wyyk6e10yom2qfcWpUSwIrDW8L92rUJ/R1GkX6+REa2TabTYKz3OGAEV+0ytDb6O/LIdV/GirS8y7wmyRumKUUya9gKctkFbC1Zh6COC2bpq3fYuYNH+Lntlu/ycJ3mGwTBuVJ/ZvE+/RpRk+Rw7/q256/qscndQsqoMB9tR0yERgbPfSCxOMecj/2cfbewmsJHH2n9RSUfsXrPFJzTuzzN14MmzWOol1PA/UcN9bcaq1yQ4nU26UP6Mimn+TX4VuwmEfOYOk8XznEs/hqzeISLjBX2TYj8rFaSeZ2mVX6OAUsUvYxBnfSLiDIlggQAjvDraStSMzG5D1Y6fYVQgIAOE84CeDXecJ5nvEcRDLeXCTzZpiuzyY203sPJflT6CtaVviysFe60vwRcM+trVfKyGDHYfynOtEzuLWuiNC+gf7jRzuB/vMn4McHHB8f7xPo/yJ4O9D/5XDvjjGGr1S42aB6defavaeGrw58z+LPre33SHp2nOKvPKHZhZlBZnWy/MGEjMfNLDv9Qxb1NiUYx6biwewqP0Zl7NSVHIihYRgmxEgxEdPphopsMg5+wa3SzXZl5oXb12BjdvoprQgBG0qcyUaoxRDunr2Vg7F5esJ7aVGyZWhjjyQbZ9899aVRs9gNYHeb+29gJ94TFew/IbHwpIX82maFLkmZp4TE+aBexmcSMKTlIrQo2v5Kg6psEbwibQPSxWtIA2C+I24S7o8n/iQLGw9JvY1e4JhPYFIx5H1IlaWdzlmudFOAMp46fHK9vsMGXYeZsQKHk1efQGcazXXlqO1MlibNFWELoeUYil12QKp6cqNdSLM5fuWGXd3ni1Ng3Ce4T/Of9P/RPrlB18rLoJ2L5fYbreMJGSop6lydCHXqbBgDKNrrIhAA4O14Qtp04PPp/bd8swH9AhGSJTk1hNqAfQXXhZRBvJMwP4arjTEq13RucA9cxbqiJY+ZTaBQC7+NixMGlXQijdk8DFXnlnQkfVSGD6zyufG9mmv3Kj3Gaj1DcmsBTlOlEw1Q7aJk1tVrbDYlyxLDfxx7CVMN4p35qxPFyfwudqsvg3BrkZ8yAcDY7enn4z7DsrDxUK71GHfePxopY65jh+jIVxH3IAd6vI+3c3mSK71ux08/H0vo53jVd9P0bgliR+CRJ5uieJz1sJXUSqmJcFvFZL4jsuCr7Z2rqn/4PKT/oUma8D7KSSgyCVfSejX+5vT32DTuyGtUYB8eDA+1XSRzjOsNoZxN5t65fKg9ROCfMvByXEeQisI0Tey/tQxn6UtKw9juH512esr8Z16XR0OmC4m7ItU6j+Ekcn9Rp6D7NXF3ODQfAb+zjfYKbbPDZ4xrN9/VcjQ8u12feX37M23Zz/I3ff1NBe0K9+PHB/z4+Rf8+Puv5kA/3g70fxO8HehveFmY7Q76qgH/d9mJ9exdY/denb57enw22fmOCd6zrte5RIN5SCaI+uWC0wOgL5X6KkIWE8g42tW6/M1tdiqJz4OCCcuQ0bC7byR1I0TgY2L4REAx1vjwWPHdCkenb20Qs+nq4jqNK74bZ72+prtY8rq2jEY3/xBeUlylDJenlUbbJ4hNuEnhNzkBqEOAvjYZLew+HUZQ3SLBNMp2Z+Wsa3KL8lzBgprbwSPVthIafa7JkNrRfaqd3RO1ntZsVZGVE0b+QcNc3f9nxoJdsCauYVIlVTRqB6vuu4n9Zdm+xDcMwDBM98hWNfQZRNdYoywN6pUhhXMfRzs9bfQl43GqK3WecxrWKaluBN1Y7d+uk5fqf3eeYNihPxiRFzDK7Vey42g/rz+M3GLj4Xl+AvxDQJ+fcoV7OGlZkolpZChXM8c4Be244kuzdUuIYKg2PKifJNMybN3PFjquUvllgmocWRIyh7yZSiquQ87r6nRleepyalQtjO1XyMwxrVPPh4MLJWglnmjzsp8UfcnjBN0VNNGUhhsnoduspxESxDQa0lA9njlylzgCwnm/WCdftV7RQYz+K+a/xRxtXGGeURLpyeeVRY6kOveoCIt7jmnVO6sNz5S9mcCCv7eC3wgij6PswFlxANq+Y9JWfcqhsq9ZvCp9wvJMV05vAYCMVldXj1LrgwneohUn+Vc6u+Cb32RV8IpCgKPD86P/hPLTxzTVVvoadfL0qCF/5Vxa5Z+1MdnK5OPBZJykipeRZ7fqsVUbTUvfZ84yNhnxAMDZCdXawi4zHjYTW8as9M6jwPCmO8GNM7yqck/36/NsV7Izv55sc70Cj/i05dVT0Y+2jT6Dn6+4KeArZGZ2yHDmU/Ew25DwKrIPcLv83wqI2K5v//ETfvz9F/z4+/81x/lxyEn0j59v9+qfDu8WfsNLw8yh+kil+UqDwQxmdX7UBKS6jucqvyvn+eq6n6+6pv0KpFdRK3iU/Ix6EwB0p0V/33YcV7Rk/CToTurGc3ZYk3aeIwIcBxCNE8II0A/KVDLHbT/ooU4DSj09fRCc8s2JvlftHWBKeNNABm5ZUNklDcb2SEvjgXeaxtMjcdKrQ8jjvyh32YI6IdLKewsBY54JdKvUExbYvKO+2kElBhDt1HIUU/ZsbP72evQUMgd/SvGe4T0ldAKU/NJJcJ7j6vyZYWF8c+0CLJ3nSibN5xu4TF2+/jWuwphIlV3dXGFOohMB4NEdsQM3uj6jWydvv5hWy6A3wGlHkXxf3NBqDQ7U+cU6gulFxuF4YPiH4zc6b4dBBw1vydDBvJIPBKgCU16UY0MebLJC/0anfIswd6AR9DGyO/+tE7v4EAgRnJ8EBJ/wybHaCZ/NE7I3z2vn/OOwEN//GRscdMdS4Rv6Xc2Yon53tksbpnuGbaeqVFykwHn0pIT75zOrIm8bzzfpCvbwSb4qbZFl1zCcJdyjvjBwbSJIzNMO9Jir+pbup0o56f7TfsxAa/Eafc8/Smdp3eXC7DuouVI08qYQhsvHrumm2O4pSk9mKtjYdKxGhA2EM3oipjTZTiKFqUyaTwcW2LKQcI7Uyu8mfpU5YftiMK9TG7C3XbiNlC3BmI9xQt9fQh71DEldw/wlTbCU8+VnFLKHoFJto3uMKx1c463yU/Ya8OUyHfN6PVMvgaliRRKQ36gw43aWvgwKmwGK1PqnXjypn2JNetF+E+S5P8bbGRIZHg8OBaXyVZTu6HggJDK1pV9vwl1EYZK41L37bXeNVUXqrTbawVjXT8NJAJ9E8Hm2v3OBnXra8zztCPtCNsp77LMAah6xsM9msPe5lD0899hSX6k9MniVm3p3TqCvNkjc01bPuJHhS30G2D859/MH/Pj7L/j599/t++fHMb6N/vHxNbS84dvg7UB/w28DmcJ+NUfrV8Az67zi727ZfqCuTqBX+Hau3XkmrGh6JrDTNDio8MqyJkVsF7UE4iSjfhXg8Nn105oHAsEBB51ApJw0CHwLZzmRYicgG4KMowux9DfbS+Ojk+A+HvCPMkiB53V/XhZ0QS6NjYtgGF2i6cfX0IRopt3dLxxnV94WGrSU1zx6W8qtdCGNbzsbDrRnVLjRZxVaCnnZ2ehgMzjkG3l9koqlLAMEyiGrHOjAfx6d1gfReegKiM8pMb3/0zj5P5ws4zfqJltNgjpyRg7zgpwj044FAJ4fscdMqkggm4BkbGLy3KYRg7yXO2Rf08D8OtrCyjjRE5+SiB+f5tcOLUWBzoudeNK3cmTGQXtDQKj83dBoCP3SbzBTfNDyM+SVTP3arQsn0HkCnCcwk/DQeHIIvVw/OsPO+O304KA9pNFt4DdFlOwZhtzRNkb5qwazYxDnt1IZqlSEJfOVFQKXOo46j4X7Z0/Xx9vxemt9bO81WFKUF50aF2OvG5p9atM5Rr8qfsMNEInzfITZ8XE4CfVawMq8SUNqXpYZ+hKH+rS26fxq0Fe93gTPXqJszle25Pz2bjRNkKeNY/UsIO9SNI/nuC57lcSvq+00qhvA7QZmN+fK5g6T+aeRY1Lt5vqKmR/68SLrDysn6W7fyeIX84dp3wt6y73N9HWhZ2vcWf6VXp7Hhyvh3UvJmWIzCtl/DNJM2mcsKFOF+BwT1VEtOF1e9H6hv5mRbe6+ss4yMt4CUj4x7vGj+BznWnvqzrXTo/V5ofiePWyYEi8VtjveXKJgGXWVH1PZnhVHBJ+fBL/OE/452yl0gTBg0JiSPMkW6Z3Wt9o8b7XP6ucd++zV0+pX4Nb6v7of4Dvs2NmhtSsn0AG+lq/3bqD4Kn8QYrvC/ePnT/j519/w8//93ZznxwHHgf069+PpdLzhe+HtQP+Xw6uevK52Tj3jlPUz8lf0fxXcUv5qR+K9V7fMnOgz+O6J0beU71iC4+7rPPGqSbTTlfsQL4D1CXTo7dGNq2MN7L05nI/RY3B8D/LsYhFBy4JaY8siSuHwux4X1azy1cbUBKdzktTNj+WCKueDekwtKuplJnMLw8RUXMUevsFJxPYtOWz1bFf59xO32L/1rESvuiqTmGZHiNnLkVWJbTO9XH7mDI2GQHJSXSdgIdGmVKUeKUriLGg+yJ9enPcAPs1MZ7vCnRNH+UxeVuVnAlcY4GJLgXKmQzAMe3tDcDFii+UbLKgb3YLD2Lz5a8BtCRFo+HSLOozf4fhhGWZiWMvqK/0w/bCuDrPfODcOdFDiRVZWEDVfB75KHPmTFnYo6C/SgZgBGokzM6U6C1O2mmvukb/dOnRALF9GB4Na6oUh2NBF5wnn52fHB8N5jtrZnTnU9Zgx2hn5BgHvAGedgiONdhaO/BqPwhepVz/8TEmcDu+BPc/I6uIVxCay9xNkoMUiie0/5EMeDvfj5fnp7XnvKTrXjpvxKypomWIjdgdf76/SdftcfCg+Ge95joc815NfAN0nhkJy46s30qpf7ww0xukin3YmVpwIoWkyqyv2mHqP9Oa69RJsC/3EhX5DF7iKy4pdTLRqDj8XmTymKph6+ERESjrGbBKVWCukfPMKzwdk/QSqfTCM92MmYCsS+0Am/4kT3aTRFc9rZnlxj37a0XAXZGBfGOo56qwMlSh9XxZNKY1Boy6Qxc0BaWEufdoTUsg2lfoCVxtrKHtRYivxet4p/cDq+7Cw0/pvtQmDwkM+LzJ9wubxTvTr84XH6tA9eNasq8GabHJvtXzehn8zdd7ltrCVp2sThCe1E+W/zrOdLF8UesXm+QgnHttJl5uWnOPdhz0Cduyzt9hwdxy5Mzv27CbWVRn3wlW896a/xZ7v5aE85PSFsLPxojoo+ZWwluf2qb6Pfgr94+dPwKM51ZsjHQHfDvQ/Ht4O9Df8FqCV6nc7VF8BMmf01UneKvzW0+casnb7ivZbTUB24at2s2XQlp4UQuw7pAuEiMwtdMVImi3ARzlHnwgcxwEHX6k8KLcu84UTD3thBEou2AilUz5jriTGLsavjMNePlWetEqejyvI6qON1Fcnh8rRY/KiMtYlZMk1z7uLdS1ewrruBAWQE+KZDZrcb4Z8OFJZf9nqBWup8dbrHyWR06qt663l1PB5eI/FWbrTbOQfpK+pGx/6AxH1b7K1ZyRyFLNA+lpXhe+f2DNiJE5D/ddr3knAhP9pswHLB5o8+l1jGj5mdfpY4ZW/RA2uobUj4+S2Nri4XbDLt5A2qNCnmEllRkQ4mD8SplFozanj9dXii4UbFCfsjNESmqM95J4ZE7nSCQUyXJDyGfC4PhzRdlwZ5dtbBIYMDeIzarpxlHXzgYDHR2u746g7ummrQSvXS38SRDZNKHmA5NnoVbDPrmCQzx4IftbxnIR5NGpqh/Ssgcg8eSlK5UG9rCXKZpriy2JmTaFg1U13RqVbTthSVfqsL8i/qIIoSQVl/HZxj8h/Az4t/z0gTH6GRlJ8wPGsetrI59YQWQWIdN8gVYaScJkjcv/pcbqP+SqHOoKiB2PcNuDF9K6AG+YlZZYJLiPrK4G5lsymXHWnMPEpylHNnfauMn6Ea/3e0qkZw4VOw+MD45asqhw7JU0aAnX5uv/ENwC+TaaHI/YlwRhLiTtZXyuJ053HEq7ior8vnaw6bfK0y8fQhqkuXmW+RXAnbe3rXvKCIhqV1ueo1IqkdvG2egqbH2JwxK/4RZK/7pBUxdtkgV4fLBcPGfB9IsZvA9MbEOrxwREqXYrs5814aAl9bgcmNM/QXR4fHpb5AVBUSunf21H5gByhyPIVOyb/EsAJAERn+wQaBxZwEojj/It9cwKPdsI+wj7+Xbb1RzlIX9E38Gxn+wzPK/IDYE7bPfX/uvoiANvGPw65vv1AFOf524H+58Pbgf6Gb4UrCu9ZO+x+V8iuZ7kVT/a+c1p8p/3M1bhPHuAeKRszh/+zJ3x23UIuxr/OaFFGdu2hVDu8eRGs/xCo+w0RPvTVNMaZ2HChnLQAtzZyq03qi1zDOzYexWp4zmD2Fqz0E14gyDd8W9phuLLp0KAuRdbttC8NhPHxdshoFf5jaAQ0D5t9T1lUvC2jrW+j00VyEMvQMHKV9gZ3lXY4yBBzAPAJXF1HNU9dGwr9NzFj2iw36t9h3xdary35tSFoGMroBLnG2p5AH7Lu7kZIiY4GwBVJTqfDkH/u7vZK8pyK8GXsyn8ghjh7Vbs35DVdozSY6pcjbdMd1k+jLIuK1dj9rkevmHyCQrNC5UemQddBOc8t/aDC7bPGf7hII0+WOa5Nx0v6eRH1x98qJyCvovqvNt662gfHFEleBJCNBQTKTaHVKDO090OjJ0x7DopRfq0xl6BvZuj1OfCAA6AtTHcWpzxf7MXhoGgwrUeQUDBYoJ3tTrItCh/ihZ2Zp3PITxzPCzu2TlLH4zq/z+C7SsRX1T6m1Rqq1vt5+FJVrQZY/1a9GJ1d8z9JPM03jV/Bvfkn+EYAmii0/wzQ830bkeM2CLOBqOChcqKPOjv9ZzYViXbLhbGQDzLzub1eYaCa7KRps3SW3ikmM6TfQKuDlSyH2Mn8adGdyjKy04wSkg83I8+MBcg6upLXDai6cdJeI84SNdO3kR4/21AbutxkhHT6Plkhfjbps0n2xSvLV2CKuDbbvT3RanJdCmEP842r3z1upXVVWFhO6nUeSlBKGwXB6a9lm4Eav/O6k0ubEB1x7fbpdN4JQ8YClgv6qajujKDx6Amz45i7kkn2pV+nc1OudxX4JUgWC18Bfoz2EPTzBo9CHUZH2eGw6PMLCoqgbTz/pOYYtweBqvTtJPqdM609+u6wF2bXb2cOyMw+vrK3vsLBtHttqbt0f9cV6s9M/9X4Hok7k+Hfw3kObe6JfLisfe8cDwQ5oNFPob/hz4a3A/0N3waPOhX8b3ao37vLbHZNUHXl+q3lf9UAd2UCWcFXnpbPYUOmt+Q+rCYlnzaIhMUqNsfGgc1xfnwcAMphZMA4cfU/iWlNb/rozncyJ/Kc/dSF2XLntKTJEcBcwdgdHCh1tmntOryy/JPkrU9c6QoyjcOAfIPpz+AblKHQGandkGVtPKqLS/GNGwX4fVFUN+xUJ9ATyTW2bGkr7wT0xhQVhhoBtBsI9k/noCXgKnCbK/7wCXT+0yfQD6LhYEPtmqppMEbORb1YC6R2PF4IwDixrU9eNwrcAt7RkPfZ4fjEXifMeFrZc0Q2Wh/SBxlblcnIsD02Y0/V6yhSeflkdVBEwgdLS6gn2bhRvONYePeV1XyY9WZSL1xnNrRolZgbhI2jWfcfn7ij5dPt8q9uhH6iTjuGWXaEF3LCzup37zCic/QFOHCMHeXubkwf+Z1cBIHVB2STyzd1M3R5qUWqYtxoddZtZ8fBTP9p8E3pi1lpNFMzrPA5fkUEJrQN5bleqMrJ6boCQ9ZDqDcQk03h00SVmYfV5cT4LTDkPWA9U9BDaeiN41lAuDNnzcr2JwwdWaKoFz0iTKP0Nh8zC1jT6WmY6RYfMcljSSzq6wKL6dYSvOj7lyzejp8VTkra0aUK8SQNUKI38at5C4zNvDz39glCjgVCDTiPljinr/cL0IW4TSFjYLI4NO/MpixfxLyNK31Qw1wmJrlug0u6NKHN5y/fWUi9xNFIppT7cMy68UbmpEU56XSKQn9O88/k0OCPfKJV/BRfOsrlIRf627Q1k0gb5FcYNlxaER3TtvXmHeOgQXMLnp3x5cFgeLMzdtO8bgs58HaemNpFhvF8RhufKgf41dcNowsWo9Rtau1bQDvOq0NMmSN8xz77naeUZ/V5dDlveBw845T8b+M8V2Wybfz4+GimLdQ2pvcJ9D8d3g70N2zBV+0SezXcvwNkbfMInlzZ2VfthnwUfMUkaxe+7vssaknfH2+rdVxF7i5x5fSp9xqZLA6bNjokZYm8dOf59PPumhD9OqPanxrlFMpAoK9uD3XK6jizdWJyC8RCJuLa8AELaF3vu/uHotA5UtLUpBfIrUGxG26mrEgcXXlZObfqXdg6j07jn/mUbrwauyO0VBCAPzlvdohnOHpRVJUxhcTk7x2vYLqcBJCPxMjZYIpy/O+HhqPzvJSvSFvuFxjXwme2YmM41JtzmAjxDAMLXzfA6J6F0tfRlMf6TBfUcWDSQpyP+aE2qETah2EUGfvCcR54KQZXkurYZrHaI5MGbeua9T+SBM4IqevjoPea/u846U6GTn+RLTDzJAhddFo7at9FBzjgPE+A8wT4PIFSJEpO/JgSrL2oeJsxCJN65CDSgE5OV8Cs2FAKV7R5ojEmaYvB1/AmGU/9AObrgi49Q6aSNyhejD4NterKIskmTCHqMm81N/cBW7HVNzUv+A/24NGG3RW9W8bz5DEbdDZpiKfRLuRd0Rv4Fxp/3Tv0Lj6dtSoeVYcg9w4A7ioLi4jHg7RvJOXudG0yP0lbKV2fzBVSDgtOKwxTeaKYfoK6pFVC3DQZ1XNQ8QuYpt9c05Wpijr4RNdoXqXPO/q0nz1U0VxBPRFiicrHJj034HHasBureP1OEK7Odwho+z2hLQyQj473cB3fWjpnidc3HJQhq7Sr8S/pm/fLuJWz5Ash+1BMqXbLvrXIiwEjtEhbq5gruBJ8W0N9z7Opn9rG8/H7ufqo+QK+2uGaHQq79XbRR3160+NcpX81J/UuPb+D/6Bqw1u+Pf9qbfUVtDz6OnuxIx0H4Ef/67Yh3tj5O8jVG+6DtwP9DW/4F4K/umd2avsVB4LZgFhNNB5RjyvO8+fzLV80PwqTkF/VQxnbxmlaiVjTxoZDZCcQuegH8y8Y/RMPU+KcbGlgsc51BtQNYhD7d8DDXdLe6u/ovYW83fSqGu16zGuGxHiaeHwzveSL2JYT5xrjp0Fa9lshbjxm2rKU1vFGoxKKMAR9jTEpuRdHgKrbuH5UOZ6M3I1o41PUE/DjADxPwbjjQtKiJB5NTZGhsf8b2gQNbZKeYPirtygyVU2AhGAidP6GzHgStJMKa8/BKY7j5Lz/a7laegKQvAeotsbuNjd4QOmspJ7+lIVngNYv5jlyCDsuQt1O1mWQucXRJQAAIABJREFU9hOv1gp14nKKjES2c+dD1fjKeQ4YNpbwzQri5WAe9nq1pFr4+Sd3ZxMRnJ8nEPyC86TxHXTsV/iqTQ1bsEqPTM0Shcm0HCKWQcWcZoZXJUAfME3T3koZxLxGVsXH9qvL8llcD0r0vkm507hehwBEK6w7Nqo/N7KdT5eyYxle4Enx7sIFA9TMYL4sO9sotsClg61e8ekSd9QF3AHXdIKzI0peGEvh7NE4f087BLrgqoxZZ4pA9p8go7rt4qd2qGwrLyVLsaO0VdNmLHpWBLORLzdSXus7lyP2Um7qBKt79kqbzqVLOlTA1nzgAXBxMMyTL3STYV8yn/Wya945veapbY+t9X7aP2zcjHbTTyc49kU1T0+uvDRX1TcTfW2S7+jq0Dx+fC1iVoombMa6Baz03e5A7xPkK7Lv19jbhRftnAVmGpZsdMXF0GYTZseyb9SjxHaljXGmJYfP8+xXsj9bsT0fsqvVvQ3zKz+N+Uy49Rr5Xafy99poHwfZxojsSv8rdfpqZ/p3Ou8f6kRnmwa2k+aHvr4dRtwb/mx4O9Df8IZ/AVQ7HP3zLM+rwe53gGbpr5SRnTjN4BGTQJMGZusx9mhcg+B4cXFTQ7zkIbViGtdQs/OE4moq0iBOqqX74U5IjJDVCfQK5g1xE03yNWHnS3APW3CVvIWN2VA4wzFSdpzopVIZFcQ+5Zx/qVPFlkBgOAYEyIePJ1B8dsAkSaQd2ZHn9CaANWhNDA/GeBYM5+qv1xoP7H8HAFF7Pnv63UWHVwe6iwLAWRhQtQHfuxi0U9ZUD+bytpZFcb8GY45+mFVdf2JkXL3Oi3FoixvjPB96p+msIeH6ZDnI+zi5zrwZ+rogrPSDoCqb6VAlunzsgEYqESrmKFmjEQ29j6xAZLnLsz1N3hPIRh8cGZB7Yv+X+EYH2/ul3s5h3oJ54V+PFkQE9PkJQCfA5y8AbN9Bp+MA+bh9BZg9poG5WX8a78Oqtqrz7xhbd/S6HTbm+XR/T7JJSLZJIMk6ZC0kcwhCPt0imLAvCwvUeMJh6A5vnPZW+mEQHs4s7xyY4IhFQi3FC5g5W27Et8Kz5agoHDjk+Ddw5s6TDOeIojydw59TEstY1VuP89MUUaCL5F7OfUKdP+I2Y0HZ2SMNua+CnJiTZa+Zv1jnoQnr4aGlQnubf26CmN3hUmPw0Etj3MjoulT2RuhKB9fkb8yfr+qOabJZ5M5I4vBMx7OdWZ5C4/vTRYqqEoz8JPra6zmrc/zJfqdzrujFlbPbRC7SbjrOl6MGTUrKxohMFQdaMiWQxCfIIzsjrrQmkw5ec2pXumy6fQd6Pu/I5Hy8ko0jn3RfkYXpjOK7xVKEu7VsgmlSeDHWT9Jv4YWGt33CKel/GPWOfP7s3HO4/y4w+4Tmq9pnrzjDZ/Wr8O7GP9JOewvc4ijOHMz+oBv/6j+f/6oT/SvhlpP0j4KqnFt4ICfNu83O3NLIdu03/NHwdqC/4Q3/QshOoL/qhOwWqBzptzrRs+dZuVfxV/kIdpaACPcYrxiDLnN4kfL0gw/sMOdnPalb09TmGsUi9NngLG9bLTdrEGHcBfoR23fgNT054qfAjnxVTnSyidTP+JdZ0k6pEjQfG7nJZaNi+NZQwjNjLZ9SZfxbnwCoK6eenetGO9GRjQwk6caGGk1dVgZaw4XiFapizQnpAwFPbL7B01WuWgR0ChBHEnL0aUPJzFGlDdS6drxhAXVYQcsMhq1o8NPXK9+Ag+5ZOc/ZmdsJZMf5cfBuYOUMbymBb4FAIBgO7oFfTrrB0FOo4j3N+aKJdCOPWjhncnC5sNyYE+gJO6o41snZBpEkrWx8Yp0e0veGV22GNPCj9G9/ihxN3+IT6Mafzn2tVIH9e+iffXxBBPr4ADg+gD66E30BoS4uMC1aCURonzJjXok6/QrWS/GIe/IpBXTxnge+zmVCHeV45MuwyVyegcw60THHk/aXYFKNBt6J83yZPn13lVuN0xeMRFspVwbFRUB6ifqizj6Nd6KTTZmWnZaT4cjSgG2yJQ6AdF6Fi/iiUySZCxylA10LL7rkGMsKKEZcyh018Bs3oXKU00gAVP7aPOMnaeEHTE8Xs0sZL83npLZxPYYioWMn16ZuyNNv1OBCJb1OvgST5BuzihCdji/7RZagZbo9+rlk9U72fTO/i9xP67Mm+a/Hp6HFW0JfquNrGrwe8K+hLZJytnCs+Li74WzLJuNmD1tCOJl8YxLvd4jefPK8J5cHO5KHDVP85JskW79mzTajIEn/CKDuDBenOJCaG+Z84nXLnwLeYZrZaa9etf6VMLVrXqRzlv6WT2q+ovOcQdvmve3ZO9i9A53zv+FrQJznxyEqX/TUux3+eHg70N+QwqMdhY9W8q82cVjV5x567/1+zSrtalL2aNjFn+2sy/B8x4621S7Lr5bPnAcqHuqFznAUboAzQg97Q754WVeb2zCGTclYpriWn/njS9aLVOHxbNEYFqUDv35qn9/ridA7CPRbpKoyLrAzq6Fu+fL6kKFJMHk6XPpRtkuDrn6Jgax9J9nrGhp5zK+O7S2jvMIEtr3EgZfk3gN30hLj6XNzXt4Zo2PfHu3K6aXO4sjFYBBuzt4D6IMNBgB4nuuxBXS75PUWGhOPluG+fmfnFSqnlqeFRtt6DtRUq2vbIeFf4kifsSCwX1XAX9tuqaIk01gAyTMov8dNQ2OSyTnPJ5rHRGOWBLt8VgZFzz/REXpcIKMQtK19LAwd7YKfVJ8BQKA4+ADYdpACFOJyPO9Unmc3rJ1wsjHyg4DgIxojC/B6ePKoAtNcEhDzrOaCADPj8RVcacpMVkCNBhhCYh7M4iOjyvQF/sEvtHlE16icIV6jciUFmaGoD33/0Erc5ckMzfU7bMKT5oAZWkyi0uLdCJ8O8HUacgXM+ebpieVM4zX+dK5Z8Ld0tHQZSweQAlcY/orOlgVi6AT9LerAfMyIQb599Xy1Bel2UnN0M4fhNPZX4sJ8N5OHJ4DmkcxBxtwpE+5nkZKQFMBQEEQ3UlbM1J5bCaVMt0aWSaLJqJgGI6r+krxzllurP+R2T3/F9rK8X67Zna5czcE3UGSxq+jtPK2seuzK+rPPk+JIeaCj9/KX+sS3nwc/bpi0C4nShYalwUquyQe4/HoOjLHe2WQyI62AqOv51WnrVE6tnsraZVn+VSfolbTUv2d+nt2B3jAg2vZ8hK3y0ddKP8N+ujqJfpX+R9uUs/Jn9ll/gOtR4Ocwv5sTMzusVdXlXif9Lq6v8K2s6JndLDsLv7W8PSTjp02rxlp1fLDuDX8yvB3ob/gWuOfE8+82KN4DX+E8v6e8q3APfdmka2fjgsexA5l87l7h/ki4pzX8mm3bOaAdT9tljZSZHUN2EAegirInQjRSaSoCRbrdK2eKWsRvy0doIG2MzQypTDe5vLK8VPQiQP/2eLALdFuB3/DeTsLb1KUhJgnTTo9V+l5ijKWqVBj8yXgGN0jSmO2OgODx6c+JoUnveM/bvF9nzcZf82ed6IAIB43vtxECwKdy7BOBtD8bEXSRyhtKxLTFK764PrrqoksBZBEgz93hX7JGio/fIHcmG8NAPvkNXB2uolh0vBEoXifNya2TQMmiqq/u3RTa0hnCyoqqq82hSpODoSk4zzUtvr9OdIl04n6FetcJFBKpZ2nHfvoe1HvX0tp2aLuzcnBW4yg1kkjqE8dpfwIduXP0OOL08hf19SiMAE8COM5tC52S9lQF2ebHIItoGyjIy3I7mjeuhlf9onXPHG+q6xVlrV0xhjmHnkQCjFEbk8gkj+97lj1dL0h27HmGHuC2Z7qMkwV9c1mZipDrkhFEJplog2n7zNrtRpgp1jSdLX+Wy8jATjlhYjDmPMgI+wMBhH0r4a6a1WaD5eYEO4qgarM4qkGi/xLwHaMoOkvu+66UdhbpfUFVG6BPY/vpki4dbipClleaP8qJnsn+QJPpX3J9cYOwK4BqXpLMudE5gEQeC1zLwrZAj2hRJfCsJ6oKz7+Bh3y65HERmEBRn2S+kafE9HFFjWmldGzQ80yl1zkJepzVHMPO2nycZWfUP+G8rnnN0s8gic0mcpPsNf6yhzn8WiLrQtvtUQ6n0veoEwKMua5fd6HvAejSu76pnB8aH7n86PhGrjwpNTii0U0RCwVf8LKeXtFN6VKo5ssh2AZkIpyVG/R4gUDrfofChsNS+nr8soOoDGNet8oia9cdQu4APcY8wq73TPvp6hBRdkL5K+HqYaxH0/od9tkZHbfm0zabKxsT/GGBf5Of5Co85MZdpULbWmjMQecj8Rv+FHg70N/wbXCLEvtTBoVn7VL8zvzPwD9zgPuJwiO/b8L4rjr8nwEXe4h9C5m1+cAZ09VCVWeblV8ZtG1T8KIud6KjuoMbnfHw4ZNhZ0AUGphKRFunxKAbDGgZ7l1InOjB0N0JkqVxd5olvh2hQdtJNMWG9r46tfUh0+BmOW7KikaydhKdw7Hgh18NszEF4qKeq18acOJEtTKqcT7XO1xBvl6BEUOSuaBeR0O/QuMlHgHHt861Ex0A8Djgo6dhHwa3E9HZGUyWP6Qeo2fYvHLvZiNW9+sbB3pwpgt92TX+zsBEXt/UxhU21NvbL0jCNaDKkznRhUeOKgJsV31XJGtDbGftKKDePOTEM1eQGauUbqNkrAh6JRCeFCR9TacJFJr2BwBxTKJEthQIJI74MJ45Q2YGQoZRaWOcrk6gs+yxDs7LGXVDotZ+RAB0Apy2rlnONIRcvFEmQ8+akZLAhgm7I99tiRQa174mnVaH5crNNHdV96hx9WgAkQFe9bFuz5DrF9SyZsuxQzvrOHUTBbDDfISTYjRC1m+GbCUVhJQjflxSjUAuHbh012cjmP04vByZzaTA1SdiyLVlfAu0IwDAEVOo8kKbS/vQ0B0BbSbb6iWZs8zeZdOswhE3MuluSCFsvLj5jesY3iHgx3UrUv5b4XE8nEPW/8qAdVSqQ2o9Qz6P/Nh3V4B5nY0FkSP7gIDtMzY8H9ZlVZsVHaWidSoiggK/SiMksuHoMHPa2DZGN/uNDx5uZ6Z/2Ec5bWA7TpMNHg/yw3Mfi3jo/61Ci2EwX9fpDK4nhL7tkRdaxEHUsHY6MK/LDLzWy1454XpmBmrO4lrMvY4NbU4P+HUYtydTKnjseDaWXyM/zzYzOrL0lgyLR+pGGc+sgk83x5mUUQBi6lH/bfPE5g1Jl8Dr6xCuXkLeVNADeFe3H093pVvYjmav2TS91QeP51/mgFydXP7u67JnNM5OqX8HZI7cjH/f7fB+JDzKeV450LM2189v5/k+PMyJ3u0QPOfkTwPeM/a/4feAtwP9Dd8KrzTg/85wDw+/gv/30rdzffszJmN+V+ejnfSPhR0a9BekG7R1vlrOstNMOdACKDZ4H7BPODU/oH+uFzX3A5+4yZfEbBDja9CrSvlQyTfJMwXlVEJU72Lx8AtI4v8DZWxAkN3+bFnICG8po1NCWVt3amOaTb+UglEviNtcdNBuSAsGnEFuKfnGUKDaFhWNmu5EBit8vENedAOXIRi4rG5p6H+yU1g50RGgXd/e4/UpXqIT4DxgfIC8/7KJhD3L4sx3//mNB+I877/OgS5NqfSA8my1EnIrJrST4tZwFi1RrLt72ylZ1vRi52D2zXXmO69fXEkWsDN+psONECWuwsTwJrI0d1O5PBPjjJTuy9O/hWwiI2fZSBLgaGNNNSG70tmsqedk6Ip048aujvQL/S6yLIemP+o/o1iysqg7zEYfrGyVOHnjooNFVlUGdYKkKVAEtTJaqjgl45GPWrk7Re/lMJHLtFimMU2dtLFnD+oq+4r7tH6G4egQ+cOOd8imnosM5zla9WMHhR6k9bgvOB/v7YOWoCzhLSZcxW01rqCO1mlohGGCQhJNN5jMyEnyJbxMo0Kqek7BEYZ0Xwefr3Ci63mZRpU5yfUYEfsXAG8SGqQ7fU4tnj+vo8dzQ1MYB5Or0cGFm4KS18Dr/duf5ogrea4Eu5b/ImAalW272wJEQDjaHIkOpZsT2XGFj27Ea52K3kTPbYGVfbvBg4x8yNxmot/H/IfyNgtFV/FJZS7V77b8g5qhx0eQni9wvEqBvjZZm/SAYoNy6J+RMBNg46vNVNMgQ1YFXZvUivQqVHy5GX2YwNhQcvjDBmbnCJf4kZ9M8s5/mTdze3B+j36kb+S59kN38ry6qUjre54nZ3opyFemv23/VmTO4ZY2WuK9R1ev8uaR6fxxS8H3uR5BX9uuGEKyP/YZcM/tp999PfhXnuq+Ct6JP9ukMAu7Cq9y+vwe0M5z70RnO5Hnbcbr17BF/x5wv/9p6CkeWuJNnm/4U+HtQH9DCrNB7a2gr8Gz+fgVp9lnE5NXdMDfQtOjvq+SwYqfYVLp869LSF+tGW6YGsklNYtStZOxLE3WzCjv+gqhdpqQDZZr/llHupiioNkf+vu97VDZDMEaX7MJ0IwbHpdb5iv+Riy2HZTjQTuw+J3Gsp90ORJuTMjdUNGNCoj54hdg2j62LrqRCKJnMxow5Bo2nmEGKm1ZpJ61zTQYVQxF4cxbkxnlWO6BLZV3ooNe0OswU2RC7WgrYkOo4AbjJD8Q4cADjuMI/cQ6NA/A4wSCA04igJMAjgPavn2uS/ul7jBFAnGiIyS6ZBDkym0yF5zoPZN2oPv20C9eOiZ3NEQOKrHlhUhqoFEo9el8rqrtbfqX8+vrai1K6PWtdN+4NrjsQbltU9WFc/qNydI3KvBxE0XE9cuw2X5SGMKA5QnZ3tWD0aYBpSd1/8rKxZFn5wQ6b+AYxoCaWgCmdVQaWRfSoNv39VGDgE6IRs9IV08MJFk6Ah+kDFI/elTQeV0ajTM1fOYjUAZW/HSnAhiOb/IJO0oV37OLTAPoSYGhQlrB6HAE6mMIdr6Ryz922KBpm8GD3gjY5iFK1CI3CpZQ9bRKP1dtgzyd3o1/UQm12MzpaPqi4a8eO3iMHfzqzdaCgwMDpC2u23uyyihQm3iYhkE3mndfL6Zx0Acim+FdFykPZOP73IM6X0j6Kd+CoORPOVHMr3oh9UDyCyOv21CXEZmOcS7AqB8fnUKt0+Kspi43w4GrNEn06KU7nQVAd2Ds+RDUJ2UWtFp9A8L7ei1T6+sV6FP63LeUdBvZ8PRk+h1hpF/z9wI/t+uXJL6a349/xdyA/AtOA8C3U9rv/Yaaiaz4+FUVy/hZW+nBqGwvnL7uwN5M+wo2Kl/jXM+n9zrbEed1uNEMVKfnPP7dlcHjSihDxpreyxK5zmXKv69kzMMFIdtAsZVgR58n0bXoUXgyzXShXtTXC8S6UUG0j8E0/l74XQ5u3WL7Wjmkb6n3I+3BswNRFf572+re/N998wDTUDnPr9L16hsNrsjbvXCzLiA9h0vm68+4deQNLwVvB/obStgZ6B5RxhX4XSY+DDPFf2tdXokHr0LHI2BnJ2S2A/V5PHg03oVFRBwc2B1rakGc1hEB+QZQAjgIgeCAQ9mJzvMs+BoNJVy22Ga7I0fzOzVKJrXMgPNWuQdFjOGCBYnr2LNoEuMSNBKqneeZCcnTSQBjhzZptzp0FipMbK+e20fScmSpSwA4PCUdNRnblj/8KrtonbEDVRu3AIQw++RFNmlaDBoD2lHXCx8y62U3Mb6PfBGNjhq//XQ881aMZR0FAuDRHOd4IHx8fMDx0RzoB7Y/3cfGSeu+eYP74oFAdAQjLFE/eUuDZHYG5PpIn3o/unO893TVHPKrHMp688X4jd/6JHDOZ/2s+ZrZfEhfhd/D03YYAqFlPrQnjj5ywjBqh0SoeIOu3t5R50iQqApUNs07pSZsAkFvJU3TkZ/tBWGcMWrh+JFwBNsU2ins66hkZBTpdLYmwbdRd33oDRoA7VmfQIcu70r4JJ3uZ2uF1fXNyfoGdSEJ9QncPJZ35bdS3LYwMLxSjr1GCm+SqfLwqw3bPrvq2jQ2sR+fY7hXuwCW3lRaFJ7R/p42M0DE8SLBux7L9uNmc4RdIDdvyk7Q+bmM6H9doK5+mIu1BGheo4KVFkaQMkerU+S/0LMLscyUr8GhnHO0muf58LrtLAE6n9ZTZrxJZmqjrQCA0Djf7Y0wAGNXDXPWb8S8Ij23gGutMFQkY0fQqYmSDUIwkQpVBLqAVe1ZF2B/CZvZFrRmw8Nz1mZ5TXz5bU6n5JDlQzYdW/0uunSyUW/gKSO3gp6WdyYrcbDYKm9XP1/R2T5sJZuXey719l1OCKKu3yXi5tsdSvTZxDwhIkxZk4S7+t+Xm5GwOGygy6Lw75LSMB6X43O1QaCEO3XPSh6W+tzODdLmXM2pVYJsJCNfXIGC+uri0SPgPY41b0fdwaXTXHVqvwK8Ch3Pgq+yz1Y2+EfdAJA5xv18yJf1pzjPZ/DdNywIEI9bbfBp8iCvABCXYW/48+DtQH/DFJ454N6K+yUUqIN7v31yS77vngxVE4jvgkdNXHac6Nnz0+DeIszKp1gxOXv1rEzvJGsYEehQX9REAvhs3yAejvg+6egGSPudGJ7s8j+cRaWhfi2occxZAxoUcfsQjfxzUNYEtd7WS3azBtc09jxsM9PmV9LpYSxUwx9RO6msCsBu6OXTmeYiSxwTu7XRiNREEdQpP1tncyUegXq2V1GJgVS+twzRSNGJlJNhvY6g9J1IRKZ/5GEqwEV9+7/uCmzTlq4g7WC2RfST58dwoH8cH82Brk6hN34oeRDjO/ZPKRyAR/w2LwIBnCSOdDrPvg+BBcmPD8p5LuW3cmSfgUnd+YTqBLrWjVMZQotMd3PuJzqScXkHE8Xr2wEA6AQTYu2yWneoFvN9EBDEQawXp0pfoZNNsv+Ysmz5vn84Esif3M4MkGpTTDCIZVbGBAjG3hTFdyFJ+N5enOrttUGwAuISKITY+2y7xj9Ik+HtwIWqTL+RYYwH/N8YnKJpujnPT6CzCQgeB7QdXtLiEbB8uQGi7liD0/ZK77XT2VUelU54uZi3rEKkafLwwEcvD7goAx1und+IS9CmZeNlNfb6Aop3Dzvpd2YUXlf7cLMxMc3r9As5lshpupEL0abX2cfjmHuNcAppb4NaJ4VaruZlk02OKT7JlregCVbzmREX041xXo15MlEb8yF7pYiea405jn6/VKGboWrTovwqHfmoDUITXIk45lm7DJvfzIk+KfBuMV7CTLB5dCbzPsSDN0f2zIV+998IHxEzbbcbVen2DXzT6Mm2rWJuBuFtdldB1AmTac9W+NXx4Co0NR3XNr4UtK9rcGre512jWOnfeWQ5LiaO7SXq1WaoyYYrM4ct6cu2RalYN20Kp+wze4LvtBN+4SrBDJbKzM4BYrDTjRUZl8rpIxnx+qr/pbJu8+v0uzBzEj7C3vfMWydfDTKH8p9cT//8aJg50av0Feyc2n+Evf1PaO8d+X22Xd7YldzG3DHd+/15/YY5vB3ob/gW+G7n7+8ImUL+Lj7+ic5zht1dbl/mPF+dSFjl38DXbDYof4jm8sSRThwg6qQINEPiYRwcRzssRbTBz2Es0wYzEiNTd0LzAiDZJS70a4pVucE5N4GJqTOlHUBfCzcMaDK3orENQC/QUQyyAxWj0U6AaHJh3AQn9AOX/VgrG/CGDc7xBHbFaXxPm+3u2K/BRufVtCaLkd5/y6ktAvq1nDS+R67bzldUX2spZjZ26JLnGa4bzhlEcqNazvVgCsNxRXvWT5rz/IDjQHGcHxivcNdtxGLeNp4c0K5zOCAAERCcgHQCnQB49Hb/7PLH/UL114Od586BbtjmjRXaia5OLhqDFY304RQ606LZ6k+U9H/GL5pI801alT2KjDPiBtlEw+OGQ21mkDYB4Z/8hnoPnBF6SteZxciojXTeu6PL4DpLGiPpYBOr0lGlduy3RUpHtegFSf9DVZ7XsYwYWcfyBhktP2Bw8Al01fk773tbs/Nclz1IgT7cWOibbOg8gc5PxQsn34ZR5csdcG30GGWTe99BY/NtnzwPaPy4mZUDQQYenX+WN4uj8BBfc/1ewyr91fw6TIbM7bnqkCX/6QcvZygDYk6MbYFs7rdJ0pRW+zqt5YIHt/CZYyq5COM9xbSp7Gh93eds8j1d4HGCn3mepNoG7Lsp5RZ1sYTHIMzG15vwuPes7VjtA9h5yWsBpY8evBN9RPT5B2+ASfk7ObNcrjcXjFq149V2Xg+mF4AneHu6dqYXbsl/u57ZhJXevqWMUsEt1eq6tJXezsq8hl69rHBFfe0TW33t1xWzmYDW7w6Xd6Lr8IyOQvRxleBhkA8ihXq5W6b7ECiITunCrgA3saAbC+e1545j8ittkC9jI9yA6jT2y5zofQJ8Be+vHGS7ejjLh2en0K/An9jO3yq/bHMAMmOCX++94c+FtwP9Xw7+upNnwatMJN5g4crg/wg8j4Z7dpDOaL63PqudcfsDP4aFiDxV2Yenwv6yEzksbPxgz16KKVWgnd18HfVxDGdfc54edpJJbSFF0E4qtjhSNkg0pcg1hxAnKKZO/bkt7lx9V5PWaUDkwzBDc9koi30uSRzlmcNJ8nuPAA0jG+hm1w6sAw4iOOkEgAPwJMDjFCPUaHswvMxO4up3Eyzr4Lbg1ZsP+FrK6nO/2rZDPLnUFPBpdexntQiUwQI1c2WRPmgfmzGas7blEd+BfFPXr+FV39E8QbDfTJ4IPDFTrHg2jrCjUDCM0+fHcYyr24+jXetuvoPuCvIWNeXEDoAI8s30EwHwADjOJi2n5mt7Zmd/c/z37S6aBu/c1WWr+pmeqG8f0BzEIcUE/Kjau5fHfKVulaFEsEgMrJQYgIbMNEyq/Xv7cLWGWhx1IlVPds6ObwRzm6M5qWjCHU+0ljbSr5XsjpFROc+Dw7sADL/ofD+uj6l66DhpIhzIKJG/4eTonFf9GPFQ44Mah5R3X06V42g70XXieAczzkhpbgyDzivQi1midkusxl/fAAAgAElEQVQDNl3Z0FZ93I6Cgc1EoLPmQ4ptYF3SvMmz2IJOE5wbTq9BHN/C+Bey+AExSzPDkZVpA3x/yuRP0k5Y4GcNoytFnqdDo+r3aRtS+jh9n7ZYaFKnQw0OV7ulKODkbUXUbZDz7HZ8Jc5ZvGOeb9fktYVNTj+OPD7MvbvxPGxe9O863JV1rafH/nSvpng0BHp4THg6oUk7TgNuwJ5V4im2lhxXmM/P0mcNcanIa/XR/UbfmCRxIa17Dwi9bvdpySet8WV9/IlwX7+c669Z+jTmYv6r/eYWXi91cGjPZFy/jANi/9WJ9IbSTXiOStuaUdjkydRLY1osMVT6Ye8g1OwpCuhx1d0ytzoWV+mfdcL8q512q/p/9ze6n2UvrfB/dX2/wlFrbFsXHPMreNRGj3vqf1V+V/m/a9PMIKDRcBIBfZ5wfp5W9R0HwHnOMLzhD4C3A/0NAAAPVdhveA5kuwcz+KpNEb87fLfMLydlGB7GEwGEu7i1UwGHg8MYoTPDITRDBjuNhrPJmmnFMcMOJ1cPvTkA8YDjYOdPizvPE+DUi1zqm/i0hUSfJteTJBBcnI7c7ziZPDdqaqhsQWLYCL6CfGFNnBmHUxAQ2W0z0pClhwAMj9hndPRK2x2nw+l80AHnQXCcJ5x9k8LAGMGULUkzExNoFgO3EdeCwF0Jb7kTXu2VvYMPCOr7j7JxQJmTGiuHMaOn4RRypt+dDBvfJR22adTlc6MiyBX3nF6nJf2PNg6AKq//cn0M7QjNYd3/Dv4zbcr9xRajf/lPe0Kl2YSfCIAHIBILDgCeLeHZ6RMnceubxoHPmzb6jlrTXsbp6Rcxw0lsWAT6xbfP4CtJxRk/9c8PQATierlw1UkH+uFE57oTABxZh1YMHTqQn5x+Tcq3WkqlIS5fOcCTk2emHGVgIlC3Zygcom1MoUqOAPr3xTsn9DNonc2s6zrHbADhZtftP3rdIHecDvcmRfxwNx1o/GhPoMtJc+RT6P52Ey5O0bOyHfK4QifApzDF/gUl5o0yLnZ5PbsarwASOS4Fu4ydg5U+o+tm5RZ0tb5S50/jVYBnp5UoNUZuQuxbNVTpfDhlgS7IbFiR92SsXODJnELLOoUEeY6Si9eFaJ/JN4KfjT0XfxVJ2esknF+9rtWRRc1SZ+DAk821MvBNeZVzV/Ov0t8iWh4qGrSWGOPwrTjvkLE7xXPet3fGj1u4fDHPPWveML9bQ8YT2ngeXSbvo9W3s/M+6+YuBV0t4sEaazHPuA//XH9tEHMx/w42jryvZ6a2kWzNmunsFGESG/L+TnC130/i1AGAao5kkkPbo72T9qugOmXt4auc37v0fCXc8t33r4ZXtV9n9tpn0ag3gFi76rXyvuNm1n8DEBDQSUCfn/D56xM+f/0yto62/n8t+X3D4+HtQH+DwHc7FF8JMj680uBRTc40jV/Zno/eQfos8DvXvlvm60kJyl+8ZhlAPBDWo6EcEu3dVI1ATnjmrTXypTuwfZh61zxsp9DHqb8GZ//3lGumudrnecrJdb6evfSLKCOkXA/OeYqJt7f57LY2+bTaActE4CBKThcJ77Vzqm8WaI3QaeflfGwQkv4Nw7mk6CeifhL9gKN/C5uvEhrlgJQLRMLz4CiF8NqrZ2UF3a/hCwAYtzrqaOyx1vihXHKSyTuim4xb2Uux9CSofoN8Kl4KfvVNU4cc2JgLjkYp12zyEC/fmETjOIWO+k94ovP1126V8M1BpmxP6tHqcJwAdICc7D8J6CDA8wTRI/0UfHOia36M+xAEr3egm3ag1jT8Z1ikDeBaEHo6o7s4CYHe+OCNpwG0PHB/U8+6aOqxJwAcxWYATtnq0a8hd0VjL0BntTQO/cA8ab2blF4AZp0SmbFY9v3k7F1V9+nenQ3dcnKPxVz+etuyLpJiWTdB39Rha4S9wnqjh75pQ3FFeKpZe3x8wHFg27XgdZmwim9vgO44V2Ua5/mQQ9SFTMdtAuifNwAk9UkEvaVJquCA2yPBCYtie349LGeaKyt7Z3YZi7Yh3mlfk+oHN0+DbVMOI/ua4g16xOMsaapoybBUOnIeFtrUdXN9Uwu5BNktLhQexssOPesE5UztGt4JVO0x23h4E9wm4PPs1dC9yh3G+d0CIc6dqqyZsM3wAsBCW7gUc7ian4rIuj/vULNodEowhDHmOfAVZeT8ubdld4te4CvGvSsQboKZ2AFo99n0aXLdhpJ0lBcdNrJ4XAsIKmNTYtySILmfKXnraW+0MWV1vC3/fal9++2h29SnSdo52iLtFRm4Cpe70CP6/MWaZMn7hlICamuODRwE4+87wdxO9UXO80fd3Pkd8Ep2bA/6k38Ar8c/ba99hjPb24OvyPZuGffA24negQCI2snz8/MXnL9+tYMyeAAcbZ38dqD/+fB2oL/BwHc7FF8Zvnvw2D2BruHdngN82z3jupxboJQrZHN0d4qJI4ZgeKPAGEr4NN8I1oZydsA0p0pWXmVYV8QaR0Ylk/oq90GLPnXc3ztZ7EQf13NbsozxpE+yzTe2ieTkIskpdlufS+Z7n4ydTOzY6bTwYpPp1Ve3t6uyh4PpZE/YybVpmc/OBESULQfEPEN39XaXCXaGH5oPZ7va3fDmHHxuRQ9+CXiDZVhAM73+vGwn0pxaHi6UsfFDGYVNWTQqSiTtNXy0KHyJ1/C1n7M/SAmK/xw+6FWy29ORpq/TwF1syJyro+sjgh97FLeZ+QZ6/ya6cvzt6hxyv+NF0YEAQEfbRILUDqC3jjX0g3ZONs+pyBQAilwgy4h3oGt+qD8yTt/axcck6xPng7doE3Z9Id/HVB8BljZ1/CPFV2+URWxatHKim++SUjwDJ+/qx59MHTHqZP7o7iDOgvhBY6FHO9HFQEWNvhNY9yl6JSv1GxW6/BE7zfnkOcGh0wP09ocmpyZGGwhU+1PbUCJ90cnT2JABY7OIhCsuIhoWWBzYnd048jhWtfat5Q24BkQAdPb2x7Gf6+MjSVwH+PIfehI9EYUZ9kJyioxo08/oSPFhXd4kMOsROsM9M2itzzNcl97dOKc/VdIDTDiHBZxRMbv4x68ZPPv3SsjH0As5vgY2p2jX2Dqv+9Q5dpEJ2dxpH0/scbe19Q357RBXpsfkaV76hOJF9AySnraZc1PA7oZKsX9V+a6sBxebGojVeiBrjUx3Wx1sX6b6Wdaz1btHGHEu4Yqe8OnJpy81gw2/YbwImO/SWfdBnE7dh33anlfwPHswu9y/HtUhL+LJkndZPaHv4d4R8+ti9lR4lZPnDG+76zUw9jwFr8bHW+i5Inu32qS/8maFtxO921vVCfTjOAAOgoOOphedDfwNfx68HehvCHCL8n61Qe5Pgoy3V/idDXbPbq/VVUFvebGQXQ0+nDadd/pItHEyCRKNUBxHnLz9deeDE4m+AdkYu8VcIW2HZmWFNlOY+LUTuP6b6GOirGs8HCYgcd54MhxH0cHB1zY3KlHCNX5x3vhIqScE4Orxufh247cy5CC6enQ+QXeYKgc6siMM2Yl9Ap0k7Ys4rviW72fzt7O1A73j8/ykPnk7O14O4+eTCFAc7DCMSa4tggkXh1zoTRnGMaJE0145NdLIrQOkbhlA3V76enMmRl2BnZmjVACCbueOt/8OvGiuiFaYBt2t2OZ2JC0XqnyFV5yWro0OPHp7HlI2qrQpiOBjF2wUh7Bcew9kO3aGim+BoI5HaLVOfABlCNXGReaVKmP0vO7MxZ4XcfD4GHyu2mlEjcDDpZGz/2RVnjSuwaP7O9o0miXcLpw2eAZEkS2cDI0ZcpuHUo+gdBeLzqmjQck7lznYn5CNAEcrpDmdyfDEp5VmNXxC86fbCdUmirDBjGVQ3rUMjPqIw1vhPH58AH58AB6H0rlgmkf6ASqxF6ptn0VfBx7cOjICxxQeMscoBkC9P/CmEil70hfnAXNA3z0xxGcBVZduSXLZxPAwAkJ6r9yrovrvTTvpeyVGu7pa+Urmwq+IYCxDxos9VeqdXCTZPCsHjRofqzxx2uCJevBp2olzahZeptgg7ktNZZleruBhBvwFlq+2FbpuMNUHaX6bep3fpcd5+mQ1uUiJZSrWeDdomBJb3WCPKSVHXeHOdf7TRcqrvqeU0Wdphu2jtKCP/fxC67It/dzTmAK8Po7vkeYLEBJv5A8q9loLXHVORBLvzH8n3EvPM+BuEiZzoHunibfopVUOPW/ZqTqvU3hv/fngNnvKJsI7baDfQQfDd9/Yee83xx9d3lV4NH0r/LMyrqS9p/xHwr34v9u5/9Xlx7lLCzvPU5zohJ9wIsKB7QAZ/Xi7V/90eLfwG97wwvAqk8QrIAvjieP+O059V9fjvKIzvzmnu1NAn9hkLxJ/uxnGAr0lte4AjgknGiEuwoKxuyekk5qv4TjhOA97M7tzQAjZaPkrV7R353A5GYUhH/qa9yFTo2baYanrkL3IFcfsjAkQncoSDgB8Gloc6boI5ZRs/p7uUDxAnOKMkojk2/CtfmPHrXbyH9hPL7NDyjlgB4kWF/Qy6j/mpTvBn7UEl6XaWHgnP5GXg73WgT4klQVQG1ajc5nrN5xh7l+RDfXiIwcl4sCrbnsYjjowp3U5mlyAtL36HQ70QzZQWB4wzbn+EzqlEITW4U5Dhchoobuo09Suk2q1oUPdIKAMufzpgyHxnMr2Py6TdYgw4TjAOtCPUc5kTDLVXJmElHMb9btBhiqpjx+Oc5FGLf9sDC4gGIP7WCI8MxstOA/3NybBnqzuAjPoRxg0dBlGAvmsBQd/jArnlHJ5XCYMPSSbc5RTm79Fz7dnGD7wQNHbu2nA7nCH1m7U+YF4AHwc7fvnHz/Md9ClfwBK1ZlIZDlHfQI98sjqdtQIBgOVsyYY1oma85zzK9qqfhSDF3Kapb4Tx4SYSaFXyql1SFbk7ixTTVE0xgmiBHOYqPAmopF+7kgfg8cYFvwYkjvSGTmpZ4PVDzlBAbj098Lm/H6dasqwG3E+CHR7Lwp9NE039srHwl1rEbxYiSTx5eJnGZwWVmMOQotKx/ILJUcZyFY2PpfP8izpLujYlO9dCd9JJfoqI+lGOsg90HgwEXYcttpWz93HkivXsxq/x+znmunc0xOcviWwGKf28tepbpW+WJ1FO20W+OAtX3803De1e+6Iw+s0e+vbIi282/8KvKLtcAV6fvtq16VrGqYHDb4BspPXr07fG54Fw3Z0niecv37BeZ4A5yfA+QkHInz8/PndRL7hyfB2oL/hDZvwSlcAvepAWe0yBxgD/Hc70WfvrwDDeY7OCKAsT+LQBUlnfB0qD6nfk07gE+jZSRMEOfsJANC/IXs2xwsccOIJBxzdceYdfg0DYjNyM2vlanZojhs6DneawJ2k1o5g54QaPOK/5hAyLrjCQKWd2z4NAY27lkk7kziNNaSLo9Q4DtXfwadyucxh1CFVpnX+2tPT2anmVg8ERdagTRmnhIdgeQmOz4bnwpb2IKen+Ypn7ciaOWnI20SV3CbgnfPhBHqSh3RcUifQvKVYMrujdS1M2/EmCLUpwpbunHo45E9vBEA8Wg1Rd+f80xEICIT6+nAEQHaeH8I/AuhXteenUaXa2PPjcBryaWFtajT+IvlFieu90MoTDMenqW/f9NGyD3nToJ2ofoOGda7qvqpOK2vnafwZ6R1CHFEAfeFD5wnnqZ3oEIWl57d+taYnx6aUkdHi8FtumKZRLwjy5fggdFt+mEq7zTOtBVHqLA50dp4jyMUmTC4BxO/Z67q49Ow8h14aHQccH/3k+Y8fgIc/gY6qXmrjk6rKuL5dtbvkVXE8PkoaO06mWoMIiM72y3LKMnw4Ym4Er/YmsdfT3UbFXWjvmWXmfoMbzLM9w+giPMZl5UXsZP9R4wG5NC60cqQbHOFFwmz6gq4XhrvpC+2ziXGRLGF1Az8OCFSCTyY6x7voNHd3NUwftwtM80wQXU1/N7hGUfNmuXkpmX9cxD4N0ZDiv3UNeHMHsXJXA2749usEaUzg9aSAIsoGnyPMKUgf5h3sqUNc43B6mjL8qvCpvs1U9MUGvNoUzz55HoqND3v5HgSlXn4APHyKtFnQVf1yFf9lnBdkhKidJD+VzcGstUzasTH6RU2Ll+EW5/DVq7Z/N8ic56/iRM9sIhz+KqCd1K9EF8Pbif41IPbqs/19/voE+ue/QP/8F85//gEEgB9/vR3ofzq8HehveMMGvJLz/FWh2tn4ak50TcurgXEiUnNTqA8ycyoAdIZe5VQVn4r7le916wj2dVns1uhM0E+Ste+U8/fKkbzDb2BAsYqN+rSrzw9lqO64oU9CzrM5tWTRl5+Q1tf6HscBHx+Ha8vcwC6OO9/uTAO0b4jzXWaDTdbwww724ziaf/Lg535td3/WZfryPPggJlFOpWuHE/Mzool4h7de1YMGj89TeC2Oqo5fXyMfFzXyZCqgHREqdU/vDYfOrWjK8FKs6iR1A2mndk19k5+zP4cNGSxv2hmiDQqo2rK3L98EsKMqHIfG5gl21G0Y45H6FhZ2kmpnacID33clvn9kmhDaKXQCcUDzxhlnqxxt2CN5kXACjP6geGc3eBymHwCnPa1FRt+yYDcasJTDaBODfzhP/a0TgYcDk+I9/8u64YTPz3b9Fn2eAN2xyvLhnTKa59ynTmB9qjYAmZQjM9f10M5h5cCV5NrZzEHCL7VBwesVovHpBj5lTSPJ4R3onICNa6IDm56OulMzmIbLujcYyxkcB+CP7kD/+ABAfwKd69jkU+tyvj2FTJsPXmhaxrXidR+RtNwisrGml3MgIBxCd1bbK1DmChHPnHc8A7eV6vsxZS/rEqop+GzTZoaaxwHzrpMF54uPr3H5wvLxMCXrJeFu+jwrb8FI6WOaDtGnqUbIOtr2IAohV6LngOnjVvo0z3p+cSn9Q8GP9wDjZi1L0TP7hMF/75r+JmITgan0mpSRJ6ANIub9ZdUbo27LZuNRXc71cap/zWR0pm+T+KX+DkSnea/CMqcn/mr+FfrF+HlxeL1NN2/BV+qZO2ClXh/uPL8Bn9iF5sBz3pMAPk8YG+Sp1heU9OXfFW611+46IF/RdriCynn+SqeqvYP6Ffn8ijRpeDvRvwLYtthtjp+/4PM//4HP//s/OP/vfwGI4PPvv76byDc8Gd4O9Dek8KxvpLz64MNwzwBU1XGGc86X6DCgxeIsK1uX8cwBtnKeZ3RUYTOcHtKrkH8TOZuB+AUI3VWoAOJc72nMpoThfe1GGJQFVHC8OEdd9b3TLLRf5gvage9zIQ46tZPMOM+JmtOGsRLC0f3sRPbW3e5aa46k7jw/xKlkaesPzuGX18ac0GaalMNVsBKIM8t/p1yc6MrhHBzPKXNRaMjSVjtycQSk8aHPKJ2ROtCZv+zsU45ke7WW5pumJHMm+Lraunmaq3ePNjjFD4LzZCfjCefJ3y/3J+25rZXfUjnsbHs2x/BxTBZyMyuVc4bqsmwdcfQJ4AWQ9gu2U+gixykhaNPg0frncQKdx3BEio6w1I5mRGvjRZQrxMW52Snm0/oH31KA1oFOREBHd6Lr+nPdnaNUyx87VdO/o+CACVaOei2f/ZfoAMDPzpPPLi/KoJA5Rmi0ERHBcbaNNCc2ZYUwZIsp0Kfm9SnwFuxlYaTlJtWbfo7ujMZCHtuJ+tanZUNMrwZC06nixG+VMP2Cz21HAzeoU4ItjnWEtOHHRztxzr/H0Zzp/XYQaSAcrWEI7DywnyAZecepdBSZVNEyzpnNCMYor3/6BpvzaJ8nOWmMF1icXg8Q9XrI5cXugVDPbuZaIqarsWZDJZUvi0R41aA/d4IYl8ls2CH7QP5dJfRxGVJK6paFWZi1lk//qHnrVaFbS9RNYDpGplQfWNYt+R1Jth/f1hYDx05+pcAmydPo3a7OSQmi7p2lfyAgEZw8dwe16TbrYzeVkCPaw3VjbUVNzJi5wC00zuhf48iDJnpsEQ8uPktCZbrkfRYXENblZnaPHG9K6Iz6BdSp1sPY/phQ86TIpuqbRC3oupD+6WBrHrnjFo53EjsVibI7r8evsoB0gnhBgbs8K/NdOwygDiL0rM/bJOHK/0YH3lXbtc9X2k8GhuJ9oiMusuMe/q3yZifPVzh27KmPavOvLOtZ4J3YM6f2Wt5uK/+V4Vn+pV18K1iWRwD0+Qnnr1/w+d//wufHAZ//+W9zov/nPyCnEt7wR8Pbgf6GNzwQZor6tp1hM8WfzsoD6AnTMwbWqk6rCZp36L/6oH8vXB7EQbe+y4s2HTvL9Wla0s5ydiQhO0rH4k0M5eJsYqdFjxfHlXWorurTpNNfrztKJaS2I7qj0d9JP882AWGnls4nDqXj6Ce+M1qypWLtQIfuxD8Im9OPFA7uP+pZO1zZmY7KkWhP1CaOCYg9N90IUsVXGx2cs1Z3QbTI4KDmAETnQOe8h9Rl7wT2rj4CiKaIqaxXJTVxHpLcZfQgAORTtG4jRAuyCxvJq9rxUO04lfVQ5R6QtH/pPOcuyxtlqPcaYzPiK9ypV1r3Ca7TSEMHNScjqf6HTAsGFhvee4cCl+XqhF1fDEe6dXBLH1IOaRT5UjjYaSq/IHiBneugnhXvhM6sPoj23XhsTziOD2D9dpxWTjLQxmAA6Lce2FsyhoF36CkEd/rusPU1znPFf9+XxYnOt1vo8RPGaX9zgh5Gs6Pg4WqofqEMvd60PPYPkfpF24YHtuvb+5XtSWOod24NlDEHefxiJzpanjFbMMOJCEHREQ4dAKObSncl6E70Tzh/AcBxQDt939w7Uy3G46IPtsS59KAYa7Fvm1EVftQ5HbFk0sTyg5FeFWDYqmXR5dBjYVL4hPYEQjVWeNXYTnacR/1PhkaFpTho7tK2Va4rFYeLPK3oDU6BUa5CnkW8pNpdalRzojSdfsjlr863CV6udOetsmzh9Q9xHJxDkjgJIkds6P4Vkg2jXVq2qVdWIZtxjI3XGs43f9hwssCFSO0P2sQNk6wZppV+9OOyhJGdv1d6u4Koj+wsYsBcuZXcyXQa1e9GGcNcwvKmcfE77bfZxTmVxqs34lXPAXv+aIjOacFQ/oTMHP8mzMbPNPX2AK/nWmp+pkd0PUd0bET7z6SM+SB91cm626N2+kGoj37eUVmbMEUz1cOLgcgUkIxj9mGHGsj690rQCaDfxPYwlm3D7+g857i10zPM+t3zbXXPNmE+yul3tT1uPeT0VfDqznOGHXmK9rrfo27/diAioM/P5jT/3/+FX3TC+c9/4fz1D9B59rntuy3/dHg70N/whgVkg1rq7ArOkZj32iC5M2GZT9pm16k9eqffvRO13Uma3yn6SFjtElzBo2iS090AkFuaUNmIh4VRUllLuLxiYViOC+/mrkB2KOJ4tt/7DiUHtOWpdpJqAAD0E5IHtBPo3UzBC0UCsUqzAVAcdgtnvsoqVMUlbDdWeKMbx2lkHZ8t2zp9DK0FrB0mCQ5tYN+QNWMnRQCEvkkBmvNcO/+sAx2Mg5QhMdH5EidxYOwP3hTR3m/rP0z7gdBOF4Pqy8a5qdsTTd542hkK2XIGjYmzZBir/fiAqvkGPuR/+86A1n86fZyUQByOwziM7fkk4O9SSuIPUszO2tLGVZs/okMbRD5if+hlBEOP5zmITA/+MH7vWOcyHV26HoavNSAccBxtvDmOQ5zOw2ipE2uL62irsEFDKg2GN2B4w+HAiUTmw/xB1cPIpe6TrgPp2zI8f/TvUKuj3lEncv36O/PI6QtuQ7Oxqst4IMKFmWFKOdFB/gYvOQzHoCNUS38wMNNFra+c8NlOoB8HnIBAyL+1EEX5G4MYDs7l+jlx0HpFqPGVtC+Dh24a7nYrpJm82l8bzvQLdtI4y0mFerQO+tSR4eerhbfDOBeEfmjyMRt+/FDuNsf5sd/XZa1beHx1uU3GIZfm2lRUBaSyI/+AeUrrS0LEbKSu3qw8L+RRtaeX7nw8NxMSF0w5Pqc/cnJyWZEg0eNOd6o51Tlr+7rgNP0o2wn8Rr6woancrOLHOycfZeNrfV9VipKmx6hDnCDa2RU/kaJTlV11KC9LfrI4TTs2So7NZDTGjl5uii7TzwnoMSDV1+S4UTWfy2DnEi6v6gNj+EfIPiIfcKfxNW05pdl4HqowsI9BQtrHrOcCdTvjWgLIKNuD2Us3Q5VU3/fxqGNVpsCDBaGpakE1Hxu069uydMY2vyKIV9J1caRsXaFIoLojjbF8S8lJEUM6plqZCcjjMrlUGM069gFgZC6Vxfi2Ds+TmN6DIWQJ6LjSXpa9Rm2MBdixza2cyzPYOdX8bPA0eJpnNlvON3d6hlldQsVU42yAatcNO2fG73sc6Z4H99hnfX4fdousPFq+nr0pYCZPFW9utbm/ygaHPxECb4ng/PULzv/+B379z//AL/oE+vwE+vzVbrU70A91b/gD4e1Af8MbJrA7mGXOc36/zYl+ZTDMVxfLAw2LCdHuVUA7UE3ErjrRnzlB/+prYi5iD680i5cgbfToC9IjJnXryJ68n3rk65m98/w2ykc5iKC/hZstwoYh0Zbn+1vg/ZS4jPZkkRopNo+xbGfM3OTR7oYQbfzbA4w/OJx3CFHm/Y7YkbIZWNr637vbguQkYS45hsfLwKWw75idk975JeZrY62xRk/dlhkPIjZNwYTGjJ9KXlxiaHZeAiK1OYWZ1A1kbDBFolFXrtwBAOcBcjTfbSLQHEiIHf1aOUKx02xuV1CybZ3pKzkuZFL9akc6J9TP0Y6reazfJ22D2E7oc8rSIJXJto2nLBkMWRpObxA+DfEbvOM8WXFjo0JMNzV8+bqwnqdB9zjhBKZdtZNSjLlilLNWajQPpnE1Q7oco0o/NgRQrwv/mg0ZCOw/N7i5jzAfiPuJKIfRFVRQ7xonwCcC4Qnn5wEnHnAiwSceELcT6HqOsrkALYfaUWQykZaVKDcRX0KAZqmzPgF0iY8AACAASURBVM/w6QTGOefGMxkbEIXfbJi3efh0E60nmsIr6v1uxFiaPU2+XnFeMBwMmt66PxgHulGNw3nORWVospHFprMaSea5oHmry7SfD2AlkZU9msDxIa1uLhMen5ZnD61vOV2lk/p2CvRxX87LF2TSMe1YleErSBUyavdnG1MbXtZ3qIpv/5JWKB6D50NGQKBWp+1lFLk1P6kXaE/uunTYOZw40yyeJEqNK2WFRXVovpPkMRsS9bNBkeHXFch1ndGTOjs68dM8c/1Yri/uTnS9iY2F0rbRhQ0ByGMymDFzSX8BdgMv2XpJqVrf8LjIJ/ohzROJquu5Q6WWhag78hPo1e9DQI3vQODq1ZN08nw7pH3DD5c6PbmHzo5Ecy5plkcC0Tk8x6JehL7hiOuBCOMGo4C2yyUlOhu4dSafqGH9uNk4CGhEgmDI6Chz/Atdl/hNcVoMjWwo2Z5tirsFhC49H0jpurHgFIfbQLjEXeiVMCY8hjmvdMr4KuS2o1GflfOc32snesi9SdlkfA1g5+aVjVRS+zX94n1KZdHu994U6tP752ce0FrBV8l6Jk9X0leQtffv2n9/OyAC+tW+e/7rf/8HfsHJA3gb4eiIE443/HHwdqD/y2E2cF7N80yYOXruxXUvvhVUTvQrsNbF+VT7FWC1E/Qrr3O/pR2+Qt7TMsRIM7MYTmizqzVlIM8WBXa3MjvM+Lu7+nShdzLulm+Cmf7UcLuYYHozdpCvgHCBr/2bU7NeKq15EQ3ibORL8ycGuRC3KjNb8CXGnnLjj/p3hHXjx/AAqNSkiwGAyQ7MQERGfq7PjPEUBikzh+JSUpO8+31+Q1YxeU4EQi2xwJht2T5KrtmVZRAR2+m57lDCHg76F4bceT5qXRM2E3Cfl400mMqocb7biDmHFE+y/JVuNDhceVutZ4zovstE0xQmT5X13+rJ4dyLusCeGMr5p2LRbjIYVTEcc3LCFfGG7E4ukaHN8EMZdNsYMU7emwrrNwL53Ac7BDMIvRTVn08reDpP1dCn51e8JcvWOyFBDJDMixNOhP6H+bDKKg47Yu6PpMJAvwMYRsPC0KfwZYCmYSw+Q+YEny/X4BfamdNdJ7hCfR3quSmPqOM2nap6O8a/er4CUobQHdoPXd1VODsWiFy62Mc8VeswNGES18etpq1HWu7jJUvR1UWGAD+XiGkyYJrkXeEZXMCQzuL1ZcX5zBI4Xx/kpvig6CIsXI4nQiPrdDO0xrZa8WtRiUXavc3TsW8l+US15FeuZs8AILqh5Zyshzx+l6c6dWiNxbF2Y31HK4aaMjQNVXk6vf+z6xeDYYrTw9D56neD/hVEverbZpAr4/RizPC4d989mPFMyi1mTkV77JRzGZpiWoxFPII5fZAl7vhCehZVn0XpG11WDX5iBpqlMtfSY0OgMpQZ46xeG+WRy5y3R6JvEx0iIUoW8rF99Z6Ny6CnD2u2XoT1/OJ+WY35e2fdRjvfynDlcE9bJ+/X56qT9JnwSNvvrTjuKzJT0MWCRIdM7KCP5PmKF490old5dbzP+x1QlfuVTncNM77sHsB5Jnx1Oz1DJ1S4U/4SAZ0n0K9fcP7zD5wf7dN1bKZAQiA64Q1/Nrwd6G+4BPcoqlvzPlI5X8V1yy65V9kF1ibNG6vrMv+87rfU89EDnTGe34n73vyPbPtxmpONJagjVaElAvuCI8hOhnU6e51ouyLdX9n+SNm2sjkMZGy286mtgRP1S390Ju/lwtubM1bLHBu546ibpECMq/YFzq/VLM7Y4kzN2r4BEGljUZmKaCHWKxj9HgHN8YQECwZJqZDeQIkuOTfAR7nN8Q9ekoiGFpF04QnQT7AQHMwTBNAnOeQKQGOc4nSKJkx+mXeI4c/QYXi86neMU3GIs7D877bZ1FlT8LlAipRJeF6eqb9vV/4RPulNAmDeLU6DRUWFnhVsiuPd8V6LtD6Z1H9JGT9lnEFbe9I6uT8PWfJWx/bz8XHAcXwYHmTppK172c1+ncsaj4WazXIDA44/cUKS11BzYP7NbJzZRp2sX2Zzgcp5XqXPcO6GzwxVfr50Be8z4IoheKRvep9I9605/6q663ZcGfh2w3foyWB3vq3r8gxjX2b0vEUedmj4CjnzjlUNX7leuyLrFd+vrHcexdtKx1TxK5m5ou92na+rNt5dv1xZ8z5Sdnyb36JzboFbZWQ2xunnpznPAVLdbTdw5DrTx6W4xeHs3zTOPGeBUDBVaX19qg0gAfVkLsLwaDvaLX1p9f5Ie85V8POh1fxoF9+qnFvhqn1uN/2tznPfz7/S3jsbLxnnPU7g+2Bdn7aEH3NaSDbFrXFc02/3wL1O9FeAV3A83wuv4Ei/p79+VXm34vX8FRluAfILQP23HRwiPIE+3w70Px3eDvQ3bMOtivleQ86j4NYJ3lX6X2WCADAmZgOubyBYwVfu1vMD72xi9miH+k67PowGHEaf4xiODYmcPwZc/PD/2XvXNclZlm0Y0vO83/7v7n3NhO+HooC4jKmq7g5z9FQWCoi4CKcmLW00KJJ3amBELlYesBwVjFDjmwigX4jr8RKgSZEOHZuMGGnotp9W2kPV/wC30EDTcSvHjvZkgbdWOntU6AMg3iieK4P5p9CTYiFOivqbf2AMYJ7rCKW3V+xrWqyV0tbBJKkudPH08fghSXdQAGfJOIfzKJYt9T9utWVQPYcFNVsJoEq/1mCwBoB136TLadXI+VCd277Fyh8iLz3Wa7DsiowNC/AVk40sgK77pLzfFlH+6vJrdXvlLgvigujop9d+mv0HUfBBvbu9P1aQPFGW+joOOOJfmVmXK0mLYw1FANz6H19jf0vwOEJY8S2LZ7vh0WmP8UcvIOWB6B6NgugrVAOvRsaIWqDY8vdA5hY/q4vnQV4gs8fTppX9PqJuBTMgupfeC+y0QLNZ27dsWQsAj9aDR6MgZevejsBsbY7+DvDcs2OrTu7Qw6OaL9bAgRl/2AkY1MoxUrc7QYxewNPK3A2eX+HVI6+P6fmoLefK82qtndfs6j1/t0A1j0dLn5E8M+mmQR8FonOZASTANcbSeS6genuv6f2OfqtGs6DY6NznFQBQf34xFicctfOKL+5qC3b+0Jv/jFKrvUt5IzxG7l31ix6Ifk+bGeeZn/cB2k9fLR51v95NKyA6wLX546iMkft3Afqviv/X8IxXLg65OseZzb/LtjP9jntPgub8B5DfznQCnOe/Lbo+9Ln0AOgPDdFPA8/5+DuvPhslidHNRZNH+b/Whl4gydNntn5ng68jtOpj6XXKB8ZXqWO6o1ayo81XMHKU6ujMWdF5pfCVuvayKndkKMUEdYQ+TXbF/Z5x1ontUt7gxjYhbOIheJlE9vyQdp0YwPJeZenHifgp0VpoVSG7A13wQ3EMUPoyRBBOAabjOtnn3Aw8rpaFH4Ryf22PtU6pI8i2lg+IOZNgr7/JWSuDJZaNDGAmubYiy1qtPTjbAOSVBTq1toidJCo5UdoBXQ34CvC80DfVvzkuFgtkblrduv/Jupe9i4EP82+VFRbyRS6nDqwOfK0dDP1ChK8v+Rp3Vrhsl9xiwsKpvGiL9ZGAfjJD7G8UiF6MHHpHR5fEeJcv6aD2KHieilsBvnrpa/e8cw/oHJkD9QJIKwBqTltPUwOKe6T1zeD5bGCuBVT0+OyY63rz1Rq4YOt0dD454qejAIit+xlf8HSxZX0V2CP/PD09WvHTmnz5W0vTA9F3y5wla78R0JzJ659aciy/0eD4qH/W8ns0CzSt2tyr5yuxlxk9vLrsgYetsW0WPB/ReaStXgHYAcpxL4Po3J/J4/G6KdKKuX0tTcu+V8DPV9Mr+/pVqgHno31ajV/tnKmV/ypA5fGrtZOd4PkMj9X8lkbGyhqI/m7wnOkOXWb7hdkxw5sTzswnd1Kv7r3znTq8un+bnc/ulv2TaK488lN2ZAbycI/OZwf6T6cHQH/IpREwUdJ3XcVVo7vLt5tsdVGxulnqPz/AftrD2X2T3v10ZcLIAIIEaWyQf4avwGFKPWUamcwAUVl2z/4SOHKAmAK31BeqsKYtuydXKzy2sMBSq3guf4V01oVF9YqJbzoYgGCtbh2R3VvDbUl6B+UrZSXpHAq1tb4bVWhqmG2CFX9p6qsATXMXS+BN68cK2miX0Mwc92qw7Lvq57b9+GqGk7TQBuWd6J1IAISFe5ZdB6cpnSztFy7kjINOGlCR8lpte3L8WRmvUEQ047HagYRZjaBnucPc65+lL4huXAo2arQbsxeIHaO6V9rFUhZAt4sdUh9d6TcOO271VYNoUvFadkwCExAfeZLJC0SRR20nujrpqaI3sFcC/aN0F5BV4+mBp635bA/Y8oKOLdo/V9QThsC//qrLXQDzkGabyjo6nx2VNwIkXQFl734emAUbbL5REK7VtmeAlFk9W3p58lvtvLUQpBZcvVL3o+c16i2sGJE9ev9TnltHgLZZf5sBi22+kWt3UQ8kfjeIVGs3+Vo5P7vDzSzQ2arvq37+KhBmpG53LE7ZMab35kSjslbury4iGaVd8x+mV/UfI/NZ775NOzOfXSOrTye1WOQ7O3/dRatzu1fU/ezCqJVFAD+ZZvGMnXU627/t4D9L03Nh8X/Az2P8gdkQATwA+o+nB0B/6Db6xEHJCxZ+op4P9enqgwsAFA+oM3nvpNpyhzu1Knhz+3Cu5RzexMMCRiWA5GfXFzzuQ+B5J8UwDWEurQK1ga5qMGRIuTXay3sclKplL63XqFG0+vfko/ntp3QqyRxL/0SVRb3+fIpGAtFU6uZcsqTAWwkG8zXTPm3uGg2ILrkVgVOr4SJjh9LKeMGOqB3IIFaKSCysILVoIO9A74Pntvf0ZZfB5Np9WVdetSXc2SsbASDG0nRt7D/whrmTaRLg9dExTTZMZDLWPlLZhF2TbY1cRH+MIMT4RoGYEqP8Wn8x4HM75otXgsd27urtJlrR8dULEedAvNr46r9dYGWB4kqaXTbrLV5oBbqtD4zoOAIGjJRtJOg4srvrTt+zbcO7L3+941XbrOg6Ir+Wb4b3FRDd8p19ZmrZ3OvfZnQB8P1yFJC+A7jt8R9dRLAS5LeLrFoLHqRsb4wZpdoY1Upv87VohN9ddVj6O4Ca/+U78Xf/IoCd/iHzrqSf8Q9vnBsdn95FO3zpanlW+thZ/u+i0fH1k3ziXroYT7kq/ebxz5M3Q1fbwY7+89PAdjt/+CTdAO7prz4hTp+lUo6pqWBT+u+hH0wPgP7QFvq0jrtFu1dfPvQZNPsgx9Rabf5J/rFNl0E+KVUrYNEEiT3ArCakkqeuXgFQDTCfp0LpBkDuXTNIlwd8JV/zoa8RLYfoHk8efOjzgr/FQV1HBaOIE/umjXbOHqGqoErYvTjUrzSfpRHwXKa1zuOrpvSS15y+rdsdeE7ra+NnrwS0fa4gMbJr5CDmhXndJpyfghAwFRRFsFQHT6W/6CULbZ+o24Xvo7G9PE1Sm+0nF5goLqGIqHOlWhtka5z7LSucX/UPwpbZRszF/hHkE4S8WAGF0RHR1KkI5oqrgV/kKoUOvs69B7q9i1oAhfwd1fPunU49nu2gXW181SD6akexCkjOpKvRaBBoVp8akM4+MRIAlPevBlRfEXCcAUjtuQfo1vJcXRDQ24Fsf+0CmdozyQwgZQHLHSC6pZYevWfvWRBlZufhiJ/M2uMqwDwi3wO2Z/STv/b4DvIWM4z65uwClSt9+Ai1QT40v0Xu+FsDba7Kt/zu72t39BUzfrxzLFqhK/3jrrq4q05fNS730tT8+3fGaceeT5a5F8/D7fHz1b4/OwbMymn1JzMg+gi/u6k2n/+UtrIaj9/B934SOhDEWBOIEAk++PkvoAdAf+jX0md0xA+t0l2TtM8Az2VgeOPKwiYYPp52Nv1uU0rIqpVih5Ty2mDQvpjY1pKZG8o19zxQ3fyoDLM6joB39rZnP8RWIGqm1JiAu1GFVFq8buOxB4mG74lbrXLowAQ4/ESA8GKhWkGQLut1bCxnJ9Cf3Z6QkRdGhEQZNEd1DgDinsjd1L330OuA56luzQWXI0DZJnkHeihPaZe2scN6hLDrV38SBoSrCKY1A5BRjcsl2zLKP1R/sgdWXyhFBFIZ+aHW9k+N/qrV/C8MYrPgXi9tC0TfMVd45dzHn4/1xnZyjudk9q6NgoO7aAYMGt2p2wqQjpRlhH/PV1oLVK+SHV9qsmq2nWkvPdB5J3juyesBUD27erJGQfRREM/Tqya/lX/Uv3uAtKQVniO0AqL37kvg29u52+qregD8KHm+N0M1fXcCva9aoFMDTbTsxjy6WCh7Tf4OEH3X4qir/t/rG99N3xfkqdMngOcybWtRzKfbcj/tifkUXCtzoJ1j4Q4anV9d9QtPzmxftmMR4hWy859PaStX2v+3Ikr/yaBE+O+7lumhYXoA9IdcenVH/KpV0aP3Vx42r8jv0Wz2ApO7uS/vBfpG08/yH72/6l8zO3au+PDs5LC42xRNXQcq7nbBGWye9qj7le8pfgOJZ/3NnFPzbp/BlebvVa0Dt03po5naF3tXWGCGrkxvWSaewUM8Wa5sX4AC3uTFpvi2/1b7s5qlKkAsmiQ1Su2fjAxSPw4nTNcQ0dUjlcXwDg8u2lSqH0ICNCjrKqbdC4r0efqSSR3U66bpHqaMwlwJFA7XdG1mIBkL7az7zI93fn6s3B8a8Ity2ROPZBBYXDP9R/E5A0QFZXcJMQLdMkc+VvZLx0I3Lq+thOQXJiiF5ryrXhk0nwGdRnnXrrVAyBr4tqJLjebzs06DqS/Njwd6j06g7GrQdgVEvsLPpp0FdEdke8DdDrr7WYl59IDHVv1bulr2lSDh1WenkX5llmdLr91yerxbwLnX//XA9t7O5hbt3Mm3a4fxqxf7tNL2ALKdi2xG+qvd46M/BuU5xitj6SO7ElvAT2sxxiq17D26oGSHT4zS7rYz62/7/dPnO0pXx+yZ+ewI39fPZ2dpdv7YDpjUFkVpHnWZvXsrC+J6+ozwGK2H2THxynzuk8bZEVop/6fR1f7xbnJtrM6cQMoDoP94egD0hx56qEuvWOn96dSbtG5dSbdt7I2QWWe1+Cowto/BKr1BqIcpeWnE62UtUGl51cxHHvpnZV9qlxKhJXlF68O+Awj6I8oXHLXxzGjtUbXfRRU88aPmlN/HBog6JkZljUrITsF3lH+5vu2uIbdfia+vp6hzWoGMYVduaucJ5DXORrHPkvt4BciOhEBIKZ0qyAAl8RfcU9Z79SFa/Jc8WCVFUS9Wp1wTDJIznh7wVxQLNGQQT3yDOS40oLjdndOvl7v0m/aFWe6o2GR31f7cItGzhf95XPEKPhNsTxxRXQtsUOksd5+r/KnyZJAWUl3lDKoVGmlS/TrotgNYu5J3966MffS2CcEwyblQa367G0CepVX5raDlSNDNAyrvBhZaZMfCUeDFO/cWnczwWkkzwqO3EKLFo7fT2JZ5BZSSMnYvMrEyejx2++Md/j1DUvaIn1hg8cqiHM8XZtvICkkZ3iKH2UD6qn+s1T2aX58+OY7+OfMFn6x/vFOPdwNln0Z3zAV28BydH/w0Wo3R/ka/ftrz++jT7L6iT25mMZ5AEBbBxPDH7+p5fi89APpDD3VodrXfT6XfAqKProbbEZCq0Z4pRgbPR1Cd7wGiv9n/yBwPgejxlMxrnRnL4aAkQAQ/OT1fZ0jJEVaAVb0ClDpKHWQBRSgt77FN4Pk1D/WkAOkyMjCczj33vdhQLFQ51L0plQ1IB5ir3Pk+bwGiK7PzZJwAKLy6kyKYroKrRoek+xEA9AMjCMyAevRD1S0J1RiGtAB6KQGGwFAJTu8YLqTeumul9JNaCuVy2GSA5TfMlZdj3FGedqRnkFyD+JxP/Iqmke4sgeiojtHeuQyeX+OhFjSA6N6wMj9I57WnyjZkzz6XXSp+yxkgeC2/nh0xpua/Guhk+652X1YDz33ePo3utpq9d3W+sZJvbpemN0C+H1i3AE0LRH/3fHcWEKqBYJZqaWZ2Kr6KZoDFFmjO53fSzE671V1SdmFDzz69BUDyWm9nlvd7BbityRjlM+ubOxY57Kba7sJZPUYXxryjLa+2u1Z9jPTV+0B0h3fleiYz5/5QGm3/rXx3UGtB27t8+NPAn3fQnTaYGR97NBqv/EmA++xc57v480+om7vpO9jo0/xthz7ICDqIOQHlaw/9XHoA9IceatCndfjvpp8Oos/sSLHpvVX0V8gHysZzK2CUCCgCEa06vBzevjU+/kHgubzWBdHFCYNzCTjNQRaMqBuJBBIMJOi0vWnzaB8h4SuZH4OIEiBeQgYd8aVBbRkLUdKeu8HzkUwNmUQR1GPALyGMdRDd5k/A+Rl+zwSkC3A748bpABEBKQLmxxF+MRovgujC5crqi0opsB4zb4ogZc9Gu8FzSTmwrC6Gn3jMALpKK9oXxuXBwcdEsAHCDnJEq7cEz5NQcTu0B2IBUL72fo1Kn7lOWBzZ35rPSkr+E8uN7FzdvqkehPbahAXPEbS+FFctYATRyRGvxuLYJIgXkylJ6yDQjvF+ZU41uvPQo6vgOZ+vzQXfB6JbsHHWht8hiL66CKC1IHT33La3G7Z3LK955W2B6CM61GgHYFtbDHOVZnfr8rURW0kZFnBotZ/VZ8UZIOA7g+gji0Nq+nj910hf1gNMe4vG7qJaHzPShu4enwue4n+fPhs8by3I4+PZ/Dvp08DzhwK9wvY7xgx5bWau8ZNimz+tPHfQT+lPvkM9/wQ7W1Lxk/hYG+Kj8ODnv4AeAP0hl1Y6u95Ohit09wDxSStvPbLqzaowq3MviHLn6tCRuviEVfWvIAl6AeR6z+U1aKICGzVAymN6+eJbQwJgKLBKNFcGzI5Q+m8pXwBXEfBzvcNedFGXksiUp55YAHLOfTfgJMFJq5SYSLHdMQGaeYdxkoa82zuDpWkHuhPMTtfrRZeKmbJAAh0ZaeRrsvjpNdZcR4gOO0w/aM49+UFExXls2xY2UTw1M1NnAjkVRyh2wtoXVlMCTyPSlnMIgDbkrLudyIsAkHbI6uKSaJvp98xgefqT12x6o8FBB+AR2i4eRwKMg5+IoCk4JPxQ/kpgWQHyKEBMAEjfAmdwFfTObV14B4zzdEo3RFnJSSv0TeA5txuC7M7RdyWWm15nHsuFCURHOA4WUI41qc25qxEK1YDo1GVKWaJ/mTc7pLbNaVBcx7oNSgXyISLYz70nvDwvkJC/uuyymPyMGHsxwFSOXAr51yc0f+Zu8jvegU6pmVE2m85aAOUDFNsV99M7g1AzwMRVuSMB8N4cr0fe4sF62h4vdRZ1KLQq0tT4z4JRo6T6RgNEXZnPSv120s4Foa8Az6XcqzJGQdhVIJ3palvzaCfg38trQbMeiNaz7Suej1s68Hyp1T/NLmJYeX6eiYf0zmuLH2q887zP53eVZsYn61crsiTN+Fut3J7+czZKDxE+/0JeL0W9HCvxkBVq9VM9HXr91Ur/t7LQqNVO3hkjWrHfzvQA9/bLs/3bK+N37wCSy/noS8UXNLOQgGm2f79CV+fk7waQR57nWuez/K7OZ0cWEUp6Rf/0qVRdzKXOqFjg/9DPpwdAf2gbfcJAtptmAjG/iUbqevSh4c4H/W9NCXwRQKABRBQZkC6BTxZ9smBegh4jOEMZWiw2U0rwpxYUIPdqhzABfrkotoCVgJ6AcprrAhKHagHEdQHaJhwmA8wSrylMLvVAg5cJ0JZIA+gJ20VMPGSZGDzj4FgKkvEf8282ywwAgABnLZBe1CEK7eUxG0EUQF9HY26Wr/WJBcz1bsqQWZX3Eifr77YsKr8Ez7Ndcxoug62vDKKX+mGcRKOwF4i6oaxOrNtU/2TrAgQgDPl+LJf1OQSEEwgOQjiPA1AEUfHAwm7ctjwgqOyDc9ss/wDwiMB5BF1D9rhcRPQ3uco1IO62w1TW8J9ut+Cckap/2xck14ZTcUDMv8lWiIAY0HNEgOPodCrcBEH6l+krRHl0e3faEB+xPwkdkz86bcC+H4DUf7oOlWGSvNImQV5uD1JCaiJAaZw42PFJph55APUSlK+wlxwVcM7Xol6E4s0AzIsI5BvfvalG6DHkW0H8djJDdwcuVwGKmcDySMBmz1xZ+r+tIzvaTnDt2GkmYN8C0S3/Vv4R+0gZdoHTO+gqWDoD6FvQfhaIvmMxws6FBLO0Agq3rrfSWb9rAVOj5z2q+bdtL7X+pkej/d076namLC1gfjfVgOZdi0IAynrRz7ttGSN9dg28GwWLa/OEmuVt8lJOXe4IcHGXf86A570FY55/9BYI1MpueV0dA1bBq0+JTc3ocQUY9Xi8a+y7i67Mn78b1earM4uMvDRX9LnK4yFNMz78znksy383zS4kcNM84PmvpQdAf0jR6krBq53hJ3SmNRqdRHxyGe4gL7jXSmtpJO+rFy/MBspnbLCoUNzfV74SjkjifKgBI4HU5XxlAFo9mKbX4YZ8wDytOYpiGrCqndjnhQCIvGsW4n/crkRSjX+xZQQ78kUqgIqqAEpOyq9lhoTUKACVJ//KOBpcZeAsMxYgVATSMijK5RG6SiCQwSwBguFxwIEH4MFZeKdqI7STePIO5zP4wHmm60DSZ3xjarwPMxgofjPYJ9pH4ZNZBiKG1ysbm2YxvGBAaZBS5fohvhDbD6W3UvOCA1ETqQyJ94H5nIFEMvy1OYT9hW5Y1gTXtQTP7QIGvq7zVHais7ciwEEHnAdm8PwIQHB6tTuXPzEObdwGp1T5UvsswfPjOMIubYp1F9Or9sPKKWBbvBmDcvmspdRiBQLuGET9SwuIVud0Acmm0R+YH4q6xwPhIIy7908ACOUL9pBB63DtQACEA3j3tXIn6S9nLkvWIfu0KoQgjOA1inpLixZ8BN0eFONn+gPRt3AazDohAOBx5HqX8oRfyd/X2gAAIABJREFUsy6IBBAXUmjVGo+VZTOqdt1YS4cMjKNIaUaF1NkbCeqU2xb/MzoI8KxHu+eDvSDwVeC8Bvj2+I6AanPk8dPnZFdNzHC/ME8bARfmgZkxP1kFDzj97vnsOxeS7Az6rYArq3pcCUTP1uGIvFZaDzz3wPsZ2au2ngG7RgHa1gKaEZ1GZLbk23seUDjT9662q1H/7YG4VwDHFjhqAZbaAg3JowfCt4Bdv5x13b0nrXLe6ff5WXY7fanPnr5vB58aIGePV2NE3sKKnk94+a2MHmDyyYDeCnh+Za64A4B/Nd05Vn43arVR79zLL6kHwH9HW34Hne/S8dX9nR0jPsH2V3TAGEvm+E8j2vHQD6QHQH8oUe1BaRTonAky/hT6xAHhu1DvIcib7H0qiL6bMgiFEXDRQQIGfgDqk6BigmswBIYJiALqhRRfjQthB+3Yt641WuWBYSUcIRPnAh8IIN6bHMvGQfPISeEf4pXoXnmtrIiEBnuV/KIaAngBAArgUAmGOYAM86NkWWseDQ2T4BvLIydh6RXUfBczmIbHAQcBwFcATm0JSv8lwZPlnuHvpACgU74HKV1StrRpCmBB0s+C1BSPmUeQ4QeSws5zkT47asROKwB6BMhOWT8nAVAuEydjADFZWcx8w70D4BCgIYOsBMoHkm6JDaYyqOBmUQOxFpifekW7b5uUy/hL5hZkn3EBDPsHRt/F+E10tmGom9y3SN1UG2Lfja4eFrhE8JzLiAd8pfd2a17ZAhTLrP/Seg0lKP/qtgap/tPCBiEit0TR4MzDPp3CR0Ds0AcIiw3oADoQDpBjUlghwG7J/ZFqXuybQiT3g3QSnOcJp6znU3Zi0g9zjYJYjKHavdC5JNl/oOg/WMXMS9qF+ytVJETAg+BgX3JBkez3YfFBqM/wanVpCEdb1Y+XPWkhSKSzHNNuc64fmVD4OAvB8pLRqz7u9eYGrYDjJwRmPeCl1d/UQIsbNBtLleYD67bsBRR786ka9QC6WrrR+eaq/+yYz14Bm2v5R/J49dECfHfJXL2/m/Sc33++bl3vUctuI8/0V4LnM8DnDhoFskd4zOZrpb0ie5VWbHtFdy+/9S2v7mu8JXhu9aj91ny5Pv4NlAnk81o7vz+mVKcaTtrXzh9G5Hn9s+0TaiBcr25tvXn8V/v+li9/agxvpv6l74+O51fkPfS5VPPp1THA62t7smqyHx97P71qTlt7pvrU/naIREDCi0089LPpAdAfAoD2QLbrYesK9fhd7YR7k8zaQ1froXinPpYd1QLTPrduijsGsdUH652yV8t1R52Okg3wnicAIoMh8RcjRIJY14vTm2sZ29A8cxLxjV+MwERCCiUDlcmV1QbP811EhPMgOM5Tg+gByU+2UCyIMkgr7rt1B/lbzilfZqTVivokHWPiM4LNDP7ZdlUN4Cg9clpi/gwmYtQUfX78emnAAPIBAuDJ5dKldaM/DJbFXyACSOD5qe5lADWW1QYtgpHCORrwOCKJxECfrB+S9WPsLsDRXEHZhsg8UXwRPRsrg5SpjrhMJwRMTACwCriMwCMiIJ7RpjktRV/QAChp8cgAanihkwqqCR3TNcmP/xwAPQWTQKcHBsDjXVISMbypATG0pfOMq1M42MiqsD7hAkUdk35JH9aFhE3kog3x5grhdmL0BALhWwlMj/KKtmTscua+HDHuio4FQS4POCSik0QMnkcwO9ZSWpBB4ZvnXHPHcRh75xJl98F0FQuRlOrsFOXg49zRyDZAign7k9yFnsB0EG2AAXdWTplA+1LOn33AdhVJ7nHCeRxwnFRMNQqdTgQ6COiLgOgABIAz9rlBkUlwxf4JI6u+u8ullrJyb0DN1flKK1BRCzLvoN5cyAPM5PVVIE7KLnzMvCklyAboVYBvP8eHB0GSUeoBey1QvsVntJ536L97/try55as2QUoI3r0eM2UfaSd2rFb5n1HQLD1rDqbH0D3Bd5Cj9E+pXZv1zNfre9q6TErv2fPHiC4g3YBICNyZoG6K8/YswB8rY69Z0P5a/PPAqzhVM9o44GzAE8+tXi89PMa0bXx6qr/tfrwEZ6tsXHFP2yeVl3K6yPt3/bXntwdY+WVtvkKMGu3DnfrPMp/dB42w8fn1eZt+4tW3lLNvt6z/cXV+1LmCK/d82+Pz0xdX9Xn1XO6lXn1Dlmyr73jGbR2b+fiwFr+1vPArP9wTELGKPi6BNMf+tn0AOgP/Qi6I0DU4ukFGvfJHU7ZzP+GOM6tZCdMI4GznXSHj1kqJoVEcDJgBAZsEuCKP2QLgBogA5ySv0inJhjMn8GaGPBmcCjziOeOyUlHE+pgOtNJQAeoBkARnJO8XD4KDCLGlFJpGOxhoJO4/TI/arSXiLUocFYLyGo4D/vZPGbnsAIXCPJu93xf1jedGbwjOEMZ8AQiBBIAVSif0S64ErDqsiwJ2CSZKGRKMFM6yKGh8IYCbe60lzVEhTLwzQWV9VSAclE0Cn+SduQHuNQeOBcIUJYibk7AADrzkF6VhMcFGkjRx42PMICZ60MHYAiE35jy5kUnrQdpSnaWxbS6okibr4r/jU4BQT8A6ASEIzNEkJWlQHPru8FXSFRFXuBwYLDvSQccp+hXhBxMAvmWbG8CsKecIqto/TNWFZ6Q3pCR/CH3V76NUfl4AvOFTgkshAP0dyICHceh+kTrvJT6D0oux7JYTokh67KTsA0TYgbGFWjN1pLjAS8EEf6ayih4qfyCcncZ5ZzhVfaHeSsIl5XBooPbyYFw/D0ADwT68we+/g/h//AA+qKFJ0oH+Kgldcd7U0LMfRKkfsumgWQf60trQfdr84Ud+b3zHui1AooNaANlDepram4D+dgZAl5OPN+X/f8OoPKVtAoo76IVIEX+jvCs5bG+PQvie8D5Gd/ac55n4hk+a3J0ZXjl2PHcsqteJZDkAVQziydaIHbtV9IIsNV6Hh8J/Nu2sdLGre69cvVk98gDA1cXUnhlrvFe7UdmAdkacMq8PJ/wdL4ap9HzUzRHTno1bvn9UZ4vztNoOWp2u0NerV9o9QUrfZ5Xplo66x8jvuLpPKrTlYUku8lrG9xm3qHPO+guEHecav19/d47aGa82bVAYQe9Ih57B63Y7S5A3ZvX2v5stV/8NNo1x47MykvxPxubfOjn0gOgPzRE36Hz3DWgjvIZXZE3JxtAT656QVt15tzD5Qe1EVoJLAP0/Wl0on/3JPmuRRIeqclpEB5PzgiugK5wzAC3AsQkT+aHpR8oAD2jZFm+AFwYmJHgZQLAag8DJA8d5YSOhAB45F2pmk3Om0ApFdSAlM/aSE7+UtDlQEa4QIPUmCZBthwJdDtN0MqxRz42Opob5jYAkio6Kf3inA0p6n+E1xaLv1zXEBcdiPoXCLpaCJCuSYWUdoZHMoh8OUC6jyAmqQngRC6Q+c1p0mUJnqsbJi2itiVl/XiBg10QEGBohAyuhd8Ensf+Mi8njbvJlfrljmkuBqflHeihrWgwTvUjRMp+UcnwQ1qCbREZ+tPgu054AtABBCcAoQbSAUR1eIs2uK1Baldp13O0y0kIx3mG764nxWVRcr9RlkLLkVm5LiRIwSA321guhuH+SUYls32yLKIzt2MiOEU/giIfv7Y92Jbyvy8ui3iVOmax2k05lyx3Liel9CR+9YIWSPaL1oy2xNhJ2QAzZuGpgnVPowF0Vjb3ednXQ9lOQDzgH54CsM9WTcA5Ynw7xpGuwUnwf4hwfn1V+/1s7wahf5oui/5W1TmaXCRTaO/gNNxWPQA9iLp/vtGStcqHqRZIft3cXo5I8po4s32ra1414uarL3xGeeW8sCanB2S1wOQr+s8CaC0Qpdd+ZBlqfOzihhoAbtN7unngLROPRTwuyT8AgK+vr5SW32BSCz7WnoladdWjVz2jtED0Vr9i690D22qg8+wzeU93SSvPpyN8ezKuyJa+LhdwqOecybHJxjNqPnvFz3p9T639eddHAcEr+pYmNPN+NZ6RuWv1tmUYi820+pFaeu9XtqtRm6zEuGq8vetXQXRJ3A4k35bM2r1VXUb7qFcBj7acn6TbFZqdf9TSvqKsWoQ319X0wils1GFP23sXteYfn0hX7S3HeqZWmVv28cYJbz7Bx991wYKkrSB6Ypp/86E4eejH0gOgP/SQIPvAPjJo7B1UbOfuBR3jneKhUucPelEM8N/Xm/+EgdUj7+HorrL6wQQA/o6zAi8yHpLAowRuSZeQAzqDAvLP8LVy0k5P4Nc2kwIXJJjN4KlHyk8phxnkJAM5HYlyijyFPIrQlEjP+SV/DIhRLHIAeYodxfxNYrQBEVCgMRHEb2uL9Ihli63pL8BeCIhgKnu+rvnkgDAmG+MZeBHyLnQCQErgpnrLPh8m02qQTgF20aYpMZPCm0T5CSKgmdMr8Lw2URX+GzsnwdvPAkRm5zknJ5VNg/x2QQVbAyHtPI92tXIJRPDIBSW99GwP/sX0C1F3iuVFoVeUIswcdFO8bV8Pwm+EbtkKDJjzTnQAwhOQDpAILok2lNxA2FSD6CYgfmJ4OwZ6ALpoe+q6cQ3hV2SKngCLU4zJpk/ibxmkMY77acOeUlm53yDV1SDKushF4ZBcYP2VjnUqVZBoR9GXsXsJ26Q+K5acBDhDIhAonS2D/Owxsi/MrHl/OfczCmAXQDz3X9I/U/4UiD/5YioPewJi+Da6BNI5H5wEf48vOP+c3QfWzuyqSJDaiSy2bJfKwUTnxX6PBGn3uUwrxohaJEuO/6MP4u+YH9m5i6Ra8MUGWmvgxUXNwKtxOXfNciGdo+lEPHNesbMH7nn8PZD2ShD3Cq0Gg64AYaugXE3eCKjpgajerw0EerLs7vBWe7Y6yADjeZ7w79+/9OuVaQa4aJEX+G+B07vIA7Ll9V7elm41IL4mU1IP/Jrx76t9mxdgXgHVVkj6Iutg3xYjdRylHnC+y2Yt8tqevc5zDq/MryMez0hd88Yzplx8fyxU3Bt9n01jr9mxqgacX1mEMOoLLRkj/UlvjLDntt21+ssr46Gn0yigVSvz7jnCKH0aOOqRV+czCzYkj1vANEdOPgcoAg1FnnvG8t9CPzEWvdpn1PpMO1fm39584gHRXWbyJxzH/767nR7q0wOgPwQAexv7SOfUk/cdJnOvolqw0Lm6LOPV9m4FdV9BvYfQkQe6qw+VfZLgFkeT038ZDEDxinO+HVC89vM5gw5mEqUeuOP7kVN5EfJ3bUWeqG1pE4KsmwmIF6EHCToBKHcugqNCd2kbCYYGfSCDbkd4JbEF0AOPOLGCMqAq0wS50T4kFhUoszr1L3RKNtC3bNKoX37wksBZuscQHNcPRX+w/JmR+NPlp2hAMob3dZNX/K6IqiBUupf81Al22/Txt7AVGR2wzJO1xsTD2l6fi530rn5UGgIBiCIcn2fQ0QYY2yomWVThZVoyAOnd5kKc8EO3EEAQAXM4AU4EgAPoiMeI2Ydiu2MwPZtOgufCOtxWiDKQneTLB4q8cEVeI+2YSR5yQeOvB1alfLxK5MRkWjeAzX8yoHhyGxZeRhGEJ0j3T4g70JHgPAmOIxtnbLwi8av7pXxNGVyX13V2TBWe6g64/4rlEHJlXynCiREA553jvNhD94H5DQohD5i6OFCkE2kREP4BwhkBppHhEM0/UvecYWyAp25pzrFo25h0yF1Tja6Alp9KXnB+BMxak+VdFWOtuRau53wjTc8GxWtlmAW/W2BEy0YrINbdPlMDMO+gGQClmOsJkv7o+WdtHu+BfyPAuXe+g3q+M1r/o/VV831rx93UA/28cr7C9y3dDaTssm2tbbTqcXfdvmLhjSdTlt0CoL0FG6OkbTqcyzm2v2s0uljlin13+MfsOMpyZ/KPlnF2LHtHLHKW524dXzW3kOQtWtgla2ZB2eqCjVmdnKuXeH4yrfYfuxZlSfLa/zufv1pA9kw+b7xvyajJu2KL2nyux3f3nK6HH9w1n03yokz+BXGejh8A/cfTA6A/9NAA3d0hM9mBZuXBZPT63dQKzNQCY7XzT6R7J2UMuOQAP5G8DhBe+e3BDZAjzqQvZfYZ1CHx6wYtDXgrAWj5a+u7ALZzcaJ6GrgOiBAAnBTwGgMuKiAb8i8zlKeqmHzxPAEOjGBifu0npHIA8GIBJTPJ1kYk/nZ278EoFV3bKwG0WtmcJf4n8di8SxIE0Jh1TQAY2Fe4c9ANdLnT8QnagDm38jvhlt3m2WofyT8bjKr5Sd1WdcxaS9bm+/CJh9yFanjn8pPKpdpfoRKp19onDqkp5h3vqGpGshZtskwRapXLZu8nVcOr4REg7GZGjH4PkL5jztgh6Z3YuarJXCOWHq4RJbOxH0sgP8gJNuaFLBTtnfRWiucypeok0IWXaVMBVMFV2z1JLzQhcQ4AcGD4XnfYQX3o8Sa2jZMI4DxT3+ZV/fgwlfuQ1PykPC4FzwEE5svXMZ8F+6oFCzZoAGrTdTJVUtyUI/HClDb0ceEkm5uSjrI9hToJnOj8BwzuW7HjhMIE/PL8rLq1nc2rpEpDEOS+R97XB2+jXQHtViC5NS9zF5CZNDW+s3rYdLX0GDt1xDYYN6rLKqXFJsJOu+aplt9V8GR0AUQLzJT63A3SePMuq5/kZdPY56aezBq4Xgt4St5yJzvn//r6guM40rUVv2iVcZVqPCzoWrPHKL9ZsjJbflw7bwWSa/feGUzfSVw2+bmA3c/Md9T1al4LknvtbAe47+tZ8h0TFefB3p3G+OG1x9Hx7dPiQDUdZn3C9lVeP7A7btQbCzwdZ3l+Qr28gl4Z02vJelf/35tfvYM+zUY76RNiyNVYIsz3A7Vno9F5bg9057HUzm1H5xW9/nw3iC7Js8FL6j88kALKnfoQ6+eX9Ou/mR4A/aEfRVc7zVYn/0oQ/ZP4XNVhdNCcBdF7D5530ZUHoGEfcoqAEjSOQIWG2hgpKeHugHlQzgqZj3wVMANN6TYa8Jx3XfNeWdIa2DLYHeF8HRPIFm0i+EW4KyvKwBXl8ic7VG2WZZ0QzRLfaI3I9/OucpVNIHxWblFU5PKMPYgUvikn2N45yxDQGR8p8IoDCAqcFfYn8XuGP4p/cMrXLEv95ORfnIs6KIrtxp4S0irKhGAZpGop6rXmYeXud6kOJtDM8KRYyQxAev0F5yk/9F7oYE95zzi3u9QmTduRYKj06fTAowoCSc/kDskdRQ9A4kCqfQIA/gvAJ2Iqt2hiipN1dysnnMY2K3BJaVZpvrykQ3AxMjXkSaU8JZvS+odwatsZwEknnGew50kk2nN8OPwCQPgCPMK3uxVv5kknEB1A8Te1o2GKdRabnQLxWSfHvxWeS+IaWhA9150EGdn2RNYV8qIl+a+quy2udBg51pp2S+cB/PmRSYMl4qLLPs9eV9VeEyONZIF1vn8DXQnm7wqyjgLYng6eHi2AqqVD7XwE9ORTD0iYnZNfBXK8Y0ujCwZGro/MK7w0nv+0wIBWcLcHvs/41QiIbsHwUV2tzjVbtmxXky3T2jYlA47HcSQQvaWf1aNVhqsLF2rnHu+R+q7R1efNnj4rwf5e/3WFdjxfr9av59ujQGuP7np+XvGt0b5+tczeeJuPsZgazIrhOZn7rARjY8Rq3Mn2V++OB+2M14z4xQz4M6JDL82VOvrJZMftu+KzLKvVbnb2/yu0Mh//SdQCcEfzz+QbTXtHXbTHlnr6FvXmQC1/b8ngfLwYT14b7UM57aeB6LcQYvpjsDzFKTgO89ZPyzz0CnoA9Id+HO2YpNX4fcKDSI2+g169AW0URO89eL5ycjwb7B73oYQOCQBAolqk8QAGDBNCDYyTZQwh7SgsJ3gpeMkyJKYEAvgTu64t9JMekiTA7gZDAdQOdBKAowDS86EBz2PZm1ZkwCoWhk5Kkx1lYWnbtIsylo3BLQUUsbnF646doGxv8lpYxcoSBQxqixWhbnE1eC59heJ9FaAmyiCXsoE9Cj6V7K5VzuasNTn2r1pG6acF0K1LWLLVWoKFA1P7yEombdwd6IXykED4ssIqp6T+xxhAy99c1yBgcnzKdVSNuNliKV7Sdlb/eBfFcVEK5zo5xWb/FuAwt4MgDsM3qe1vVFbu0C9UlvdjgtB3Oc4lqjBdiscnEZz/4rdqxQIRlhmAjuArByIcR6yj1GcAEJ0AdACdJ5xH3oGe7D483FL+S+0uy7FUuBpmr0aQ4wtG+zjAHkICzmWLtj1EFoFKjlbfaon5uqmbJPM8w+IcU8ZaF1Hqk9uHXGqiSy4+b1BjnAY+yVReSwOjKtpV+oS5WA2EG53PjgZfZvSp6eifawDDAkSrAONqHitbUg3wnQX3d5MN2NbK3QLP981nx9J6gceari3gf1SPYv7bmM/L46+vLzft6MKJq+Bwj7rzT+MXVwCOO0ART58rcj4NPJe8roCIO3V5B6g0IvcqQNqSWfsNU4M8Bl0xs5d3BpQYl9NePPQu2hWvqS2yAYDLfViLan3HTBus6f0y0OcN5M073wWivxs8Z+q1zVfodsd8Y1bmlXHv09vICHjeA7NX5daeUXrEY+nVBR6fBqLfSQk8Pw7gIASK6w/9bHoA9IduoTsCAysPWaM006nv6PyvdvJ3DxKzk7pZELkXzGuB6CNlvzMgtbvuqvw0+pGAl3xT3I/gFWAJkWBKGAGulEm8plkGDtNPBsvlq6dL2IcCKCcDcgkI1HJKMiCmREPsJJR1p3Qiil/aUO54r+te5sqiy13BWetyMUFz4toVa8FzzlTZH4o6GVHQJfmM99rAjBAGeZRBcSrkZkFUqY9UZba8I02M/ZXL4tS7LqC9Unn4SL+oLqqgB4uwO9CVTVGcl/IL8u5TbhfZVqBWqWreuW5kfhDtSorjdh2Odfkyv4ykZjHJY7X6ovxkfkeQxaBuFMR6p1+hUpOJfxkl6GmFSn25vZ4Ud6CfcJ7/RFYOiIqSIfsLgfR1Igb+MbcRbkMyr+p7/LbPeTNIYx6yBWvP/WvgdrrmBHmL3oOLVnmlqKd3ammkeVvdwJQlfBLizOcAyv+KQqL5g/K2PC5LQO7Vdq58jcxfwX1yfjNKXoDFC9Daa6MgpOVjj2vpR++NyKvJlPe8Mnv5PQDyVSC6p08LzL0TPG/NNby6kPO7nb7cqqsaXfU1m37k2aBlpxl9rR+ulH8n7XgWtcBGb+HCHc/uqzTi/zvyj/RfswtURvm38tug93elXt9ZA4VXFxGMjhseeD4yft7Z99d42P7Mi6PUaDW2sQrWXKGa/Xv+cQXUaQH3I2NAzd9Wx4+r9h4F73bEy1RcyNihVf4rc6sWkPgOgHoGLH3HfPYV/Ebu75pb3N3/rsxTV2llbBu5VuM78nzZo6v9yNV+5yX4CiIAHoBfXwDHIUIXlO499LPpAdAf2k7vepi72nH+hAfRT6FaXdQe9Fo0C55fJS+oPSK/NSGZzSO0cQAHH6TR4DnDJ4xwhGvqjGTmGuYVctjXtxe6iIyaLRVyWAmWkTAY8xvYdsqdbpUIT+KF+tocVQJi0h4RbO0FISyAL2sKMIB1IPsgjJb2+JE8rO0rBRc3opiH0hEovTKYrQGmcCDbRrgzgB+WamUHMwlsahfOKvlVjj3KCzIQGESPzSdl5vq9viNV2FHyswK5TFj6iVDcZd/oXWLdcKAn9wBBIw5wgPYT62/sDxwwqkozumJgWn9FeJuHlkbx1fPg20FcZ78swe68Yyl9qxaCP+S3M8j2FEF0rC0AwvQXVIu+JBNTBs3T6+RPCWbFshHkfp50Pw1cHO57i5s6XVqTxKfJp/V4gFDu4Ap+r9lpVzQ+IJsIm5vLIH7bi4qcTkpcRdBNR6elxrBg+SonB/uZg8Tauv9iUGc1MOPNP0bmEF7AsRV4XAWfV6hnj1E9WoHRWeoBXp6tajw8YH9Gj13UC55Z/2rNrWfBqSvlYL0s+HM1OCrzeAF9eV6b99fAmSv6XKFVeVfa+gx4fqV+ar9Wj5Zeqz7TAxhbYI+n5x1+UevPf0LsolWGq31TS5bXh9dkjABB7+r7Pd9onf8kGq27HkguyYv9eGP9qH6rixS+M7XmGx616mvWf7+rr6/qPWOfkfHp7v5iB+9XAtO76d3yZ9rlXXI/gZb0wbjr/OsA+PoC/PNHB0seAP1X0AOgP7SVXhWMs7RrAKhNGmZWED4UqBd0mAkO99LtotFg4+w1j4bSkfhr7rCr7TwXfIrD1sOkzBtRBWQQsA5gUQTRE1Qh9aYM2kmAR+prsbwsf4AcEN1iJjtJ7Wonx6+lQITiGkWdE0TItlOIf0NpBfY1SNiAckYNbjn+VQQr843EF6FTPfaeVVXwqmcq73klHguSGl7iHeDBtTNSl0B0j6Z8iduNOI9AaABFNVvWQ9WVko3pevKdhooISZwCzi0OmXkLHkI8yvu8uMOtfNmKxw2F1ZNwAdlHWwAaOWWL7BD5de3mO7WxHWXgXaofQHSvA2We4Y91CucpsA/MW4PnDNYzQw2gx2uxgSlLNkyr3MvaDgD0go14VTmJyV5phrwoAwGAvRRFaQHC7vNUnuRv2SZNAaZMUuuirVT4VDnHPlYPMsaQQuCrVsITSR85q6C4pNr5zFz1lcH+nSD6LNXKvgtEb92f1WskTw1ItCQBRulfAJC+3S318ObbV/ysV1ctHrZ+7pj/t+xobbcCqHnyroC5vbwrzyst/Wr2qPG7YpseeG715F+r12h8oKbfaGDZ+oPnS6vt2+PX02kH4FED6Jl285+9D6D7Lc6zqt9M/e7geTf9ZhCdqeYfXp/SmhN5vn8l3jObdpQ+FZgfmW9Iql3bCaJ/oo2u9F+W7gDRd+h2R58zMh+pXZu5v0rv6mdbcmtzo1f1IZ829lzSBxHw+AL8+gP49YcZhh8EeAD0n08PgP7QNnpn52gfvK/Q7knIQz71AgVe2jvJA89bwZjRgLYnp18ecv7qpLG5vIMSit9kALrsAAAgAElEQVSWPMYXvLRyN6b+NqlOVoE0IkhVpMESpJuD3Rz5DJIkfpiOVZo2o0Fx5Y64dN4BtwMOJSav5lzq6AXymwCvlYVxUhdBLbn/PH3ZOQJ3unymvJJnzFIzpdes9aZrLqdlXCtFO/DWzFrNL9EyUG8UCJfmdlAPyTY70d0qNO1Cs3L6JCNJfdMac5rUE8i6JsOEK5X05STLLvBw+2+5W7rfop3HXgdDD3xkO0ttheSbL4RPx9ZPmL91nv4i+i3B7txF5W+65w97253oCHIXd+hWYv8ofApIjydyBzqA4ElZTihfcI7UxqIZtW41++XrqZ8F/T4SBaAL29U5qZzimLKg2L/Ifga47Nm8Wc5AN5uLTsAqI9i6KEmEVbQg5bP1cXHHfHYVRCciOI5jKGjrjT8z8+FeOa8AxJ6sT5kvjwJ1KwsimefuZyI592wBht51O6e1ZbPz2lHAuBV8GwFBa1Tz312gXjFfc/i06rD2HDCyaOAKiD6afrWteW3CA6xHwMdZqi2cqIHkts+U9zx9Wn1prf69ubfMa3W+0ua9PuTV1Bo37gDpR+6PLsyY0c8b12p94nei3wiij9TZ6Lyo1p/XnvNnddxpe9tHf5q/ev3yLMi54r/e2PVKoHCGenPQWborfv2J/UZvPnLHHGVUrx614sN3yq21pU9qE6+ga76MAHiEV7d/fQH8+SNiGhRiDL/Mnr+RHgD9l9OuSd2OTn9kpdhosO8qtQJFO2gnaHzHAHhX4M+TMeKDdz8c9GQD7JuMDaUl+xd1SEyKg5TRB/xE+aj2BWknLUjbM/zSBy/qrM0kg0hwDdcRMb+u2RCCTNyRwXlcc+zrr4hI7c4N5w44BRl6Uq9ydx4QTSb5k/JnkI4BqvwP7erHorwKzir9Xz6Agkgq/E7W24j3o/mt3XfvYb3Kxttez3FqZEroVc+oCslolPOQ1szTsgwoWmXyjvWmKrLtU/RDMrlYP6UzGmlg0ieGRsFQYKxWXnFQnGVOQZB66ANdO9KG4S8AvBzoRgzgeQqoc3BHlDUUN8pAgABimz6TshANagEgyrTi1fBOsB9A1K1oaMlFTGXmsto+erANokg7PZzqdqD0SGMUQSxsOqZ0rvVVRbDjHZq/qj7CXeWfpVYHUvC8ML5BZXwY6KNsYPeu+c7MnL8WmF4B5UcD0N79FqDC51eBq5n8I+W/GnC/Qi3Q2oKPIyC6PebzO+blrbqYBUAlvxo468m9A+yQNNr2vHmh7Vc8gECms8cjOnjtbcYWNb+YAT5GZIzQSl+1osMMaOHR1XZUW0AwElex+XaB1DP8R+SPjqM92g0i3NG3z/plbQHICt8aiHwXrfrDCJ8r6Tjtii42/ci8Zlan0ba4O757xX7fka7EnV9RP1do5JmjNsew95neAcbO9OGz+s3WT63PuBJL7s1vZ3RpPR+8Emep8Rop053U9WcEAAw70CHtQOf4Vwhg0PHsQP/p9ADoD72V7APolcHvFYHHV04URuyxYr9PoZGB/VWBSCl7ZHJhg4ee7ffVx0SwIgsXaAnmaw43f0KsZXtlniZj3wSqCXCDZFpEAfQ4E5ibnjmYrfUHInk32gQAACOYLMrDu8PLb8YH3REGHypjWj7mH/EInqH0CjtpqnzcqMOiLtr6VW8597A4weJajSV6INioL8a84Yet4NdLVV/nwkxLSE2RwqcOeGM28yjriSCB3AUzXxeSCcQ33hkUTK8q57l+EyzEJIpBfnFZyKkXeLWvUP0Mj+tEpR9jAOcp/nKfcQK/MvAEgPAgc2DYdR52jRt7SSPIIpGwHTHoJDXNcw4NhAeeOU8JojulblkEkndicTkVwd7SR5hVA0j2GiP2pywoy4vGYcCclxtQNCTxdcj4drRFMmyHuJ+12mafcHjYMaLoP/xBZHVY8eYuQWx7R58k3nXOx3Lhh0zfC2jVAqweYDgbzLnSpm0ZbDDZaxszQfErAFxvfl97vqgBRC3btuZTNfB2NWhd729KXazurTnu1cDwqC+P0owfj9r46+vLbT87QJAW9XzDS9NL78kYpRZva4uabWWa3vXaccsu3vPb1ecvW0av3kfbmdVNXvNA3NrzaK8tz5DnTzvJ6z+ZRvpfS98txnGFekCHd9xL25Mnf99NnwK87hqTdpdnFkSfpVY8bKQdImKazxKRms/yfSvL5pfHM2WsjYl3+XYt/ucd36nHCo3G3Gvj0ydQLU78zvFiBKi+yk+2pdo8wh57573ru6j1PNpLe7cuLXLr6wg70CHtQAdI0QPRzz30c+kB0B96G9kJ2kxAbzQguZte0SmuTAC2AJybaXRixlR7GKhN3GaDWVeCq56OIwGs1QmAKNFgOiU0gwX8K7lxuyuyWbsLOVivn6wLlgrJSYWUQRH0soJEapTgcLgASoDAP3pmHm0SpU3kr9NfAeRdrLI8yMoZwVL9zgQOZQYEUPARmb+Kn4gpNO/FBebk7lWmcqetx7kA8tINj6dOX6SoXfeoNTZ08wJA/AwBpyaR0+av6ck6+G2vd4FlZy8vVLTpVf0aH3DcS7afdIV5EAGDl1x26dtoOKWrKLQiyP49odsKofjl9QBWWmh30q4ICTpPIDrvPA+qy9onsnZ3+k6ish8ttGxTCCTl3y6XCtvisqwaL9jlJQRQiw5i5prqBTe2mfYrsdtcHotkSk/KizmyfUkn5L7Km+slvpy+1lMVA5non3XWq4/rrUBZa27GgcUWWOflnQnMWT4jc+gdYJQ3f+vx8oJAI1QLIM2CCCtpR+fp8tjOIe8M9nrz6tF5bI1H77pHu4HznpyVfKOLBUaBhBaPGT0sv5k2dYV6ukjqAaNXQcEdwd8RUHqk323xaenj5evV5SiQ3uo7R321J3uEZmWNgoE7xqSdtDLO7ODdAjhXZVzpM3fk681nXr3AYhd4Lq/taku1sftV1JvPymNO2+pTe/xrczubp6bH3bQz/vcqWpnvrszbZub7szbz5tTyePVZYge1yrMKovdkzT6XvNo+V56xdtM6iB4DSQygx2+gp7gSItDzDfQfTw+A/tBbyJv8z4DAMxOx70Qz9rA2/CQQfUW+BaYtjQz0vbwztAtEv4uaUhgkEACJ8i1Ow8ciW5tdI7gKpL4f3QLP1S+iBkKEzgHm0KDnXaTtkEEZIv0r0zC4g1FvguiflHcZu7vQO4TpPzaFl59tQsA7ZWsIkIGLqtdGfCEraK+hnwTNuZ+8S7Xk456BEYHlkiPko46sNG9G/75MR94FTMrqjeHk2k33Pfa4Mzaqs1xeBkyI5JgBNrVovlxxrLS8z77m66Z0cMo4Q+KRJS6o0Ys8kkTUxj1Yo/gqLQ7gKFVMH8iviU99Z0omdqGL0motUm6BCVt76/OgV+Zn20xpiEb9p/6Tf2qdAab0CUTvkKxzu/CJiMJOcIolp2QByDvRs27c1xPxb6/f0j6F6fogmbosziXzqOPsUOOBP605wWjgcVQmp7dgrBeEbPG/E7S1QTJv7iT/VvW6Y/5lnzdadvTKydc9MLEFokt+tWuzQSAp1+Pv6bvLpp7dvPn0Vd41OuJY0AIwZaDfpqk9t9b0qAEAo9R71rG6e1STOQp+XyXvOXUkXU+HlRiAbZs92/TaueXR0mnUDtJPev4240+vjAnMjC21cWGE3h3r8Mb1u0Azj7f0wVE7zMwH7qQVgHnEvu/2CYB+v73DR3aMmTXq9VEjJMfR0Trx5jWzc79enPCu9sm8vTme1O+7U2s+u4v/7HzW0+edsVlJu0H0UVke30O8VvzOdvCdaGW+QSFj/Ab6H4A/f3TIADHFnR76ufQA6A8BwFjQZib/SHpvwFvl3dPfK8+VgWsl790TjU+ZnI0Gi3s8rgbSPNuMBAu963xt5IHzFRM1y73w/6BIAgsKS/IDkj5tUmbXKZ/DK9ld1gn/RsakM0ACxTg1EShkuQkU2f7AUdIrg7AVg12QwPMKGcAl2cfq26BaiiagxqITKGVuePkMQ967O0LIZcGSdQ9zKvqE2kkH83PvNeRyCkzIHfsUChM1dFOyBYRnE0m9MV4gdcEkrheaSBy4jte2NvtswoIBEpCpAdx4h0IhtdqURTB4Li+J/9GUXWkWxfjjb+atbJBVS/0Xy9d2LTgCKhA9KpTkZfCc2bPBbNMpaowA0qvJjUzlF85WZhtorwHbiQuPNzaBo1gar5JMckxEzDgXpjc+2fmT0CvZi2WTA5TzfS435Ve4C8OnE/5cwTgqvpvQPXRTdgK/s4DPKNjQA06uzDtW5t4jANBIQLyWzwMy75pXzTxj9OaArXnkCkBZm8+O1LcFpz3da7a+g6zOvTm+Z8uV58EaX2vHERmtxQefSKP1OloX7wZsdsUDZgLrtX5qhGp2uxts9X538p9ZmLEaHxqhqza8Iy4zK2ekH+/dm/XjGfmz8cGZcX8l7wiI/lCg3ljVmsOMtsNVv2Mamc96YOlOXe72mbv64pYsppH22qIrC7VGx+uReG1NljeHa9HKPPydNFM/o+Ovnft+2ji6i1bGxb7fAeBxAP75AvzzB77+7//SDeQED4D+4+kB0B96G9WCQCMg5SjvFr16RdqITiv6vCrIOEI7dalNqlbzt3i0fNEGdS2ft9i7h1imdANgCRhAqZFG/pb3K3eolcc/VkBcAgSd9rM0Z2OQS8KAWlYWI9Eo40vxf8+8cqUif6d3NOjNzPMr8RvpKe8iHTUF6yVKkGyr/T0rI9VIE+4oP6tiNEDfI2w930vCa9NKA1R3Sh34gnzJvaiLUZ1No9LZSSxIKbP2n0UUypyuJZAZRGANnG9xQ07HfHRXwYrl/d5Zylh7rqdm/Rjw9opn9plzk3UB9JqxQrnQOJzwXtW8KV8KJ3a1NhuuGFOUtMABAxoc6sDsrKVsFZmXNUNkPW25Yn2Q+fgCWTtV7CErOB7rlkDqp8xu+95kue4udhX84qyUd6EHm5T1zdQbe2oNpteM1H0Mn7ng/rBHPfBUpqkFd2bmDnYu0trVUKMeyD9DNWDX3usFdOS4KL8B7/Gr6X5n8KYme8dcXV4bBX1HdLF+chwHnOep7MvzWfk3o88qtcBSz79fNdceKbcN6O94Jmm1SX/hGTbvj9A7gp3e/LfXn+32RQsMtWy+2lY9fx2Z+9t2aPWsLcppyd9BM8Bbi8dsvz0K3l2hV7aDu8ozO6e4O15xtc1+KhDzLroaQ1vl0wPY7p4nMNXGyysLUmp5rvqe199PxX1eSHfoc/X5RpJns5H57875+gpdWWzwTnrFePtqmllcNkKJByIcxxd8/fk/+PP//h/8+f/+v3yf53APgP7j6QHQH3op1QIQPSB9VdbqStW7Brbdg1TvYfqVtLv+ajyuTMrktZWJzjsmZFVqIVkqXeNBAyyMNkcagPFk+xLRXHGYaiZVxWbrgJwjCGBOumh3nFNFig+eS/7IADeUbVT5n/QrI6PKu3Lm+kUC6jCD+YzgccUjKl+R37TnY5S6EiXAUC04UHKxrOuq0UpY9xo5RsC6hNIPa/nl9U6LsQ3MkMU05Q0TNqgwzgL4fwaAGWzOv5AA9JQeY34KvpxdJ4K1BlSVErUpGh8pqPU/WHuzQwaPqXDmtlUKTsKl2dWzFJGfy0dnXi5wnukhiFJ91OYL5Z0EL3fGGYz9CKYz20uKPovyS+wxX/QFO23RrJIQOkR5ZEpZqJ6sowD0oFe+p2osPcRKvuLtHpB39qsFElb99Ev6Tzl0ST47LO5b5UfG95lg9WrA0QNU+PoMGLeSrqbLKI9ZoKmW5yoosDLnvisQdxVE7/GSfiLLzeC5B6DP6DCil6eT9zvC086bds+7R3m3wNfZZwnPDh5AatPcEeRsAdc7dijV6tH2Z7V8q/3LSp6Z52gLlvTk9ICU0bY/AvDvotkF/73FW16bqYEiPf9YoXcDBFfLMwLGvTMucVV2bT7zDnqF7J4/9PqqFr+R/rMGivO9XnzxVeD5q8C9K3Jac7NRO91VxjvraXU8m+XrLSgb8clX+egIee3zk2hHO6uN5/aed3+HzFaaK/Jse8avA44/f+Dr/wUQXYLneByAzzfQfzw9APpDL6PawHYHeP7J5A1SdwTlXkmvqL9dNqoN6nZS5k3S3m3nO0gBSY008jcfTwbghUSbExvsGBRMIJDk08pYctH85FUSOyJLpQttuxIZPCfxbXRoT/YUz25QGlLlBb07E0lEkNteUUJejp6sjxdgl4D5yUCYuFYtR7NMetexhU7nqC3HV6WWJ2ri+tlA60Fw2w/z1sC5r215WUPZ7M/pVwLo6TzmTM0HsxNhhqpDM3PAOSWR82dWfaoBvaa08p3wJyifAMztrv6N78A766orIOWPfsvtJzR9yu0qJ4oJ7JjtCDVEoHef67KE/3KzzO0y9hSRpeWdA88odeyR7D/ZjpTLUZTAnMj2nX6jDVFelnaJdku+lOzMPEmn4fuCBSrWPR/ybTFmobj/HDEVogZQynut+cJMMNPVyMw9RkGFGYByRRd5PrsI1c6xRnVq1cVu8uZ8u4IvV9J4Oo2ATnztXbvILGg8Ajja66/QcSRNDQiW56N8ZHqvPdkFD7sXSlv+tTSr1Ht26i0Ksv4t9dnxPOiBRCuA/mjgeaZ/q/X3I+1kZqHKCnn1OrLYwpanBx7uBNHfDZ4zXS2P5w+tMfVdNDte/zbwnGnFH0ZB91b/2wPIa/feAQB65Z2ZQ8zQSn2MALkAfb/a1de9m1bqYSRPD0R/dd9n52qWRv3ik2inD/bmBLvnszP6zJDXNx5fX/D150/agY7IwDkC4vF8A/0X0AOgP+TSTCf63cFfS6/Q59U2e/ekrBYE6aUb5bdyrxZAkTr2ghV3UQkeWnvZu+QnS8kvBH8Hrln2RfUaMKbI70qmlA8xg4RZYLRSaawksHQz0kcM5OgLDd2F+EHSeNzYBK5oLxeg5JZeRiokBDXqEDC+DFomvVKBfK4lEOe/hlIlk2BllMu2s/VYZrcT3Po9j9opsJPAvG7cEvtVq95rfsqmMMmIEUvxvW8JmHNiBZ5X+4a6WlIfY2GAii9jEl7nVQjHfA9Jlza3nyCToNP+akAvhvw5s0JzFXJbtFMpb7QpEjm6aEJzhOIaen4lK1K0l97oTqltg2rmVTsWDOPr9lnLSgdfNQ3lupQ2HtG91GQ0leNnWSGfa+jwpuYQtXuvDg7UqAdq1NLP8J9ZEPqOoNIq/xmg3wM1VvQZnR9YEH0EbPLG4Ff5KI9F53k203mg6Yosy9OT09Khxq8GYI3wrcmaeT5b6VdGAIg7+6seeMNpRsCZHQFQb9HCFb6j4HtNvk0705966TzA6w7ynqc9GgHXR+XU+HvHI3lX6BNiXtb3ZoGkTwaodwI4AK+PMd5t294Y5KVv8Rjpb99ly1G6U6+VMb11fXSO9sm0y96jc2tvrN21cOEK1caelo6WevHxkYUXK1Tzx1eD2pbulD9SJ135cbw9vr7g6+sPfP35k8Fz8fvQz6YHQH+oSiMD+adOplbpp5Xnt9HIg0At6DH7UHI35df0OsEvEJDARpeVsIPlL8U0wZeCqDguMW8XBa/qZlRzRcpXV5d61Kw6Rn1toTTQqNG290EimBb/L2sEBMAmdtfLY7n/U4CNIltEdgV3AZCFthRfFc5tTm0JNpoR5TpPPphbxDiQ9moicxhBX8qv8y/SOeT5u81K4hviJMBgBiskr7zWRNgkLlII9RzgW3a/7Ia5A0jWFyg2grBy18edhyV7hiZpEqe1b9onLYrJHhXesJBzBRvlX6UP8kri8F1mFOd2lzL7reTFixbcF78jAFLZ/xFx2QncTGoRg6j05hglePJii/h9eVu/6jXqqDiUR4jx1elBp1A1oaJUudgnTT/MvprqiMF08speIbcTM2WfgedjI5nMVWd3EVgD2As81AJVs4H3EfqUxQOvpB3zx9GAoAXQpbyR4NA7dn4weF4D0I8YeNoh6ztQL3Dc2hU4wpft8KqF8DV+s+DNHf1Rjzx9Vv3oCtDkteXZ+hsBvK62EQ/EaIHnMs8uHVqyPHr38/xdtNJHcLrd9qgtjJHnIzx203ecj4yO47XzHq3MTT6p/fRA6oc+m2b6LS9O++56ljGWFoj+W6hXLzP9xyfUb4sQ8jMYHgccX18hhsZxoiMcP/Sz6QHQH2pSq9P75A4OYG2C+ND3pZHg48pDyauJwQSMQAwmYEyjGuMg4hxpXKX+qvKAlc1okYFEgIjnaFieL/Z185TRnCDtwAW/L7hatbLkXT/5APBcqgIQQT++lsRnx8p+IHiIvFKE2pxqYb4IKmIE8lg+YgTyyOpI+igiWggIhDQBor+jP1dIIdiy8GvyAca0a4F5ycfjGYkL/tiHoiqFDRNizlfRSS+ux7pkCLnw/da46wKzSZq6SPYo7bbXkK4DUSc9LIhu1UwPwaT9Ni8iiCA6ytdz5e+UB/nRh1O5qZCTF5tgAVBnf8h6eL6BMnUCpjWATjZHBMzDqQDPVRul3O5dmXZRBSZdkQDgjGA8Vw2hsk0wr2kXHniuDNYgYU99QfqGbGVewbzy7u8v7gYEZ+fnrwSrekGQd8ytejs9dvBfDWrP1I0HoHsLQkdlMY3uRJkFQ7iflX9Wzo4dbp8U4B8hC5jae7OBxCug7TvIAsXv1gWgD/ztCAKPLoQYAahHFkntAMxrurV4z9puZszoye0t3PgJZPv+lfx3gOhWt9m8PVoZl97dv7RoVa/WfOOOxSpX5wMj/Fd5fWrdPjQ3F235rTdPeEd/bgHzGoDO9Ft8s9d+Z/qPT+6vQ2wlgufHkb55nuJDiDfEch/6NHoA9Ie6VHu4/2R6wPPfRSvgeS0I8M6HbDURS/sl5U70BgK1kxAyyCLluGapQZlUHlP+1nJEFEsBHRB9iEjuBDXfmbaEA98z30mjYPotsvmnBrpBBlIdu5A4qL18OUFYEdAlkufhWmp7BjTVG5AFWJjuYQGTVUKU7tXbqQD2ytt93TV5EKB8u4IEHhmULJnotwoEHmK3Ld8XwHFOrtFeJaPlIx7FQpsqhzFLJIRWpfchUtHfMIgD4TXkRDmwJwF0ZQAA9TCERwTRMX6zvLBJXqiTMG3mK4n7Ve+BMSWRiyw861D554hiMDv1sdxmeXzDzDvbiFR2rl8J9CCXgXeSRjA6g+iOZ1MylPZXCZ6bxQDKKLXzApi391MJO5dlW/B4fC6NzM97QPmr57+fAJ7ztU8A0Ufqq/cLoINONgDl6XEXkG15cz/LO9Br/nocx3Lg7DsBY73ytergO5TT800vzSh4/soye0D6iPw7dLTtsdXPt8DzXUA6052LHlrgtz33gIuRvvY7tKEZulIHd9ljdhzZocPIgo6fFuvz5hvfmUb98buX87dTLz7L1+z41/P3V/XtdjGo/P3Nvvmu+ngpoYgPHV9wHF8KOH8A9N9BD4D+0I+gO4Jg76TeIHT3oPTu8l+lkcnZTP7ZAKil+foi8zuXN045S3ZMhX0qrFrFwnqiCmRRSe2A6B4A00myRg543lL+KiXgSqDCrlo3tb9qnfUXEWQg3ATxACr6BrDS/UK4qr98YrwSbEWw+RJ+K1MIYFYChH5B9O5qB+dskjaB5yyNIA4A4IiDsb0N8Ch/iUFRXzEAMH1TOsaMr+abYP0gBcJBeiyldJgqIlk+v42gUMQUAMVyCCJQCqVCUv7lipcOAMbSKK+U6CsRg+iQAW6TTALnByIcX7zKOIPogmOGXhUgT4K9rJ9c9hrpro29hbKtKf9ROvbtUfZtWNqSExIULc76Qlo8QKDqwe1Dk66UQHICKADzfGytIP8csnnIlt6U2+ZlPRf6+qvziaBCO9B7B40AW979q7quzI92AmotIHlHXe7M0wLIW/c8Pjbg6IGD8nxU1xGgolUmj5/8m6XRXS+j5Zz195n23bJBDXS6Y4HvqJ1XfeSqLqNlXqn7UZ3uWEyyg9+rqbb45m7wVcrvUW+BwU5aKXNNl528rvCclT8q49WLT16xQOK7t+d309X6mY3v9eRd0ccbY2b5vRNkfIfvXo3P9njvap+vBOPfmb/Ga0e9vGIR6Mzz6j5fM88sEjz/bqvwH1qiB0B/qEs/cgXRQ7fRqydkr5D3+lXrjTLVbkUAIampdgJqWGZeNBb3EhRXw4BZpYKLDkq59VcAoGTQvngONp0Wpr7gfaObtPBa1kX9bhPs8OSq0tiYuM/gMSb4z8muQFu+kHyr0RSKnSkYv5ecGGdQNoCoTn6ACBiWUHNuh9Inw2u0tYuYSlEAG4Op9XL4ZA1eM8QiMidYyh34GXwM11U1pHoSDz5TArMduU7ET/419it1btkChOnCAbr9qWjXABoY7gVsGcdO6Z0ksk0YI8UmkUDi4wjg+dfXFxxfX+JVXZwIUn2wfgETJjgFmB5x4uoiDfc3Vz0AUIDQ5WIC709QaD8AxK9wl2MB8q5ybl0o7NFaSBN4pVaZmqH4FAOLMlyI9RbHJCtK+g+pwgubiAv2WC0gmGx3ncayC0QpxG6aU3g8ZP87A7rukM10Vd4uu9cA6NFFkV7+u2gGPAfw+0RvR4wnZ1cQe5RPWpQUd5l791ZoNVi2slOoZlOPzysBPY+3t4BiB7+d1OI5Iu+TgEIA7R/FPNikG/EFr13X+Hj95Y42bncA1uTfST05nq1tf/nuONa75e+m18dEMo36ndVxh69+Wj1+mj49mu3T75p/j+rTou++cOITwPMWfbJve/Nwef3KnPZd9En2vsN223jaUAXJiJ+JTz70Y+kB0B9q0id1qA99Pn0n8PzKjoRXUAvHzsSAUzgmBUQY4KQHohvAua9gB2wBDSOivdCjGoie5Mfy1AJwAOk769pNpD0KlePhmJJSRaXuklsu+jLF19RDmMTn16L7QV3EAMkxWAgKsE5MrYh02b7foBY85jQBTysrnkF8r9QM5GaP9V7DT7mSASB971m5jFOPxPKvgKbvsZUAACAASURBVOgj1HB2gRFqD1dOmCbkBHqyTmXqMSq6gOywqE/1r1Q6LruQ/lLdUW/rnYqDojmWO7ZThYUHVT62shSI6oiRFS3Ukj6aQZ4A9BzHEUH0uAudwXMpVgHoGTTXIHowvNWZ2yoDxOKRXNkgvIUgtrsKeF4Enri/jO0CDyFT6UDqanWUkOyEGdMR3/A6QQues4bRmeW30mWVS+G+TrrP4rzddoH1cUOz1wDGp4Hou3fy3C2zB+54we5d8q4Cgq0FAXfMC0cB/NVdTzPlb8n16slLfxxHU67azdGQ491r6dwC/mba9Iqd73oemuV7pa5l/d4FojN5Cw5qgMoqzQJqs/2QB6J78nq+N+pvrXbopZulXv1fBbhG7XsFRJf3X0m1fs67993AFoB9Np1dTMLnM+13B31aPPTT9OnRKnjOx7vbyN3g+Se38U8Cz0fq4ZN83S4sq6Vp3d9FVxcIfYJdX+GLty3AEb9I+cOrD/18egD0h6r0CR3rQw/dQZ/u2+gc1YkDLfk4XS9A9LpA95vnFzXT6TJilcHXTmYPRJc7WsHe14wdaFcB3uHXImlzVKjokPzWd37ts04xQ9KmBFi8Ntv7djIm0BETcK4Ut6CSAaKSnUr0LPFv61r6l4YULTAZq4Sk/8o3LCDPWsN9gjYobmxEvfQvIl1OeT2DjgwuMo4qJ+2SsDhoCJT5JHrOroraz8I1yu3OgOiuEqpxeI1L+1zBTjX9aI8K+Nlqui3f5DUXoTlIEP1IO9C/0g70sEDFgs1E9hvoYud5qq9s+PS/6gvLcpEAyBlgJ8WYjP2sFaJwRAA6NGAvjZB+64uiuKkR5tf0a1dCNoYLiqTfWBaiqF7SebDzFfZIv2xkaYseH8+P3tAPvCKwPwrG9mgWhJsBsO/cebQCOLZ+7yBv58pofRVtbBFUnyELBLX8mNPy7vMWsCRpNYDu1ZtnmxUQffeOxjvJBnp7/jDSXu/srzzed8qb9alZcNryH5W30n5XF5qMUq/+VwCuWYB7BET/FLrqK9+FXrUwobUQ6hX06TGj7067F0rNypuhFfCcr31CG/8EHWboE9ueXVjWSnMXXe0PP9Gud9D2hTfpP/7FIl7qxage+ln0AOi/nH5qB/rqXQIzgYnvQFdXTr4i0NgiL3DxTn1qu2rq6SzYYtPp82bxHMDM4ah+BlPrbEKHrdYmWwDSBnAQ7LIYFjXaFxB066cQpk8L3KZj96nWhGUGuWu0xO4dIKkAm8m9zsCrxuExp60pjjqBrb0A1pEUAgAB7G55F8XcTVy3OBtoIKPuYVdneEk4HQc8HfZ5V7NQgDFCcd9wzfnbtxuK8XHdWqJXDWdETvMUpSpMwRdyGqrcVuUQtnWti1ZTzoYmCeuMaVFC6h8w3Mcj/KVd6Ayeo0gXlc2AufmDClAU/5dsrH1rJrOmdhM5ZJpbIXOK0oNjrjvFy+vMpB0UYE7lfeHlKo0SPqhjTScqffCddCfoMXN9h1yP9+gc6VOAsrupJ8MDd2tleNUOQJnWgsgtHVo7Qz0w2pZ3tny9slh9Vuv7StC0N/+/+vzaq5/e892oDUf1uarvnbQL1BjVuSfvatlXdnmuPN/fWUetBTafELOaqetRml3Mc5ceOxeuvYI+wR8s3aHTK+tj9xxwpU/q8RylVwPzM7Tafr9L27Q0u4Bshi9AOYfcKaNGo/OdT/K7WRp5Xrlyvyfv89pwiO2cJ8F5nvDv3794fUeA5aHvQg+A/tCvplc+OD90nVoDa+3eu8H8Rc4C8+Ug/xVZnfxEQIhDm9WrJLEIqTKZe6M6NdP2zvssil0eC81YYnaYfucNOB3ESmkHkVFrqrYyOhmJ1ydrpEyrYoD0PjZV1x0Bwk5jPiZpX0hrKtRCBZxz3Sv1tQq7WaAxvROAuLxUMC7B5brkkRZFAPGb9MZx7bFDtnrtNV+Tmr6i7wYAfpMCydvKb6NfegBdT9l0DZNv5d3zmHyJd39W/4AfhrOSFC+cdIaHqvjrrWLIHu2ryQsPEPLr6sPnFvgb4wS8Zd6MdpA/X+DJjXm8NhIcAtK35z2AA7iOom78RgIq0wiEPepFaaFCxt7jdQLQCyIqvlL4fZZhj/KV6ocFMgVn0CJuGNJfBVJ4IOXM7lp5PBsEnZG1mn6WegC0Bwbb41cHK1/5PDEL5Emb1O7XQHG2v0zTs//sQtjR+psFjFvPEp7MHs207d7ihFka2Rk32tZHAvu72s/KgtdXBl5H7TGqzy5dR2TsGJ9e0Zdb+a10K+PXDrLjaE/26OKyHfrMpN21sOSn0F2LRjx/kTLvlP2p1PK7KwtMPmVudZW+W9u083CAffZZrdMdbWpk8Wgv7aw9agtMv5M/fHsigJNOOP/9g7///YW///tP3oIiFvrQj6QHQP/l9FNWtq3QdwLPX7mibpXu9p3ZYIS38m8lmDyjw04K4KyAqe4WHUF0D3XIxe4gDC1k0bkncbwBBY3scRCdioMs37s+Qpj+K642FLDJLdA4YIz0UN1PuuI0GrD1FPe/KS+B9MRpCmnWPp64OD7C55L1aEk1XrzeqMaKllNZSQpMRX49t8+F0l//u+cj5hbQ8SSTBOm287tSqMJX+n9DD8QEVstrBTfrm46SXCsYwWmADJAHkOdIf/ztczToM3+XnHea05nBc4qgMLEwg217fQfKI2SgGsL/8lvmYpUByoaA4oAMXwyGSRC+Kgdn47yk8xZGpfR/vecizVz9QgbPxQKEZCvOJ/8qpPrvIn2ynkO5XRYiKt3w1bF/JOhlQayZII8HGNaOazxbwdyevjP3asTfyW7pMRsw6tl9NnC1m67sUOnVqec/o/YbuT+zU2w1QMhkwaiRBQ4r4HaLl2yTsyB8jV+LdoPnu6kVwL1Tv5Xg947n45X+eJTuBsxHfG33AqgdC0VGnutn+Ekeqzr10tq+qgak1xZ03QUuXW0z7+xzRuYms4smXr3gr+fj/OzQkvUJ/f4qXQEtV/vTd8dF76LvCKIDXJvv1niu0i4QfVXe7IKl3gLTUX1qC1hn+XwXmnlO6VHy35Pg378T/v33F/7+9zfLSPGDn2O/h3x6APSHFH23QXmVvhN4PkrvXKX6LvC8NTB6DyLfxb81uDaFQnaogg6k2w5aOcsDRRL5WxU5UydWdkeXBh8GcJbBc3mO+ndCDZAgetf8Cjz3wcE2teuezHkpvgbOeLxjxVfrv4ogqgtNeyT0b5AEr9d1A1jAeKW5GLhkoNQB9S6SZaHF942B6TdU6Lj5SP3U7ufuwgc9U1+v0F/dYFDo2S8Txu95c29b7jg/4mvbUYDoErQmBtAteJ4CYZR4J524mqUmnu+T2IEOlMF+uQNd9Z2U8rGDWVtgOs5lCG0U9bHmqI5Dl0XF/aKCufyRL8lfdSx2kfe6c9Xe2a/yspL82yEEAEJ3OYqXd2dAezQwagG7Fkkw0eM/E1QZDZpfAaV7PLnMtvyrO+RawGdPj5a+V8njOwPQjS5yaAWTZxemrpIX/BtNP7sIYBdw7rWFHeD5VVqRN1KPtUULLbm9a7OgVossYL8KFl+hnu/O9LW7aXYBlJd/ty9fWSjiXZ8F1K+UZ7SPrYHnEhCVxy29WotSZugqeF7j+Y74ycwijBmA7pXladVHzUcszS5a+0S6cxES0yeA5zMxy1X6LvFMSZ+0KIflv9JP5LMNQAlmrwLyVwDhT6uTV9DVBYN0nnD+/Qd///6F//73X4qXUgxi/AYb/nZ6APSHChqZoL27w935UO7x69HdA+677XtV9ifp3wsKeXQ1SLLbP4pvam8mC5xagC9gMsKGcYdkjTJcs7+dUNqRma/oc3CQGHKO8km3vi5MtJI6NXJAowwW8o+VP9lf2SOSfy5c2eSnymdtwws+JAubpLhgA9JGG4q50i7Z4AcJuCdwwTAjNPml4o+OPlfbr1j0IqDLBon6pnxQ06JQr7Cv1aUuddSTUlrHXgUP2//3eJNM5QRNW6B5PNdV2umf4/+Y/CY4ByKDkBmM1MB52acwiJ6OxblLTdXSS+LzJwwSIA6Qd6Bj9me2B+X6KeyAXLisN+9qJ7V4A0T/z5qAeN19LjkmK5oiUWCXcqh+GrJvxETpO/T16l+iFTZFs1oEo5syNgJw9QVN981nVwD1Vb53BbfeteCzl2cUaOoF21qBdg/EaT1PjYLds/Pl2YCh1WkXSD5Ld8j6tMXYu2gWTG6BoCPAuZd+RacWrdTVlYUyK3SFdyv+M2O7FlhcA7hWgK+RPvMVILrUpZW+p88OUOwO8LzFa/d848rCmNmyzszHVvUa1dvrC73Y1afFY++mTyvPzOK/Hfx+Mt21aKsn807+I/J2Atd3PHtJ+s3+6RFR3DTx71/Ygf6//+lYBsB0zPih70cPgP7QQw9VaSa49QmT3J06jAYbvxcZoLlCATQBlZa/f8sJ0u5Nl18GENvXYEgfqZdWUpwU3/At4UGdfz5Y41HyB/s7RQyKjUGaK+2NBGAeDvkfAICzd9NUV1FOe6zOY1moUudT0K1DCIBmByl/m7lIWugomagLm0ktORlKn+yC2R8oHjIoOeyupmyyJjACqtVAkdbmam0NUl0KyntOEsaF07oFATL7onhfN1XEorDRkcBzz1zJrq2KcZqBxYxRpc378CnWI5pOWX/9QRU+sUk+mLvt/B9KldnnAABRgObBhqUfUFxUZQulW6T8S/aG2OeyHsT8UJTXvuGApPJCcdJpZNpq/6haguFRp53j/l3zpR27EFo8dunsld/bPbYrcHN17vbKIJ8HDF8F5Fv1+8qFC1Ie23R1N5q0TY3PbiBxJO2MnVdpdeFBj0YCqaOguLdAogaW19q7bQveApIR0N3jt0IrPja7yOWn0Gz5zjO/wUfykL+fQCPgdM1X+Zx/5UKgVlk/Jb7yDrJ9g+1fv6tdRuZc37VsM7QbjP5kGlksNkM/yTYrNPrc8sk0uyjNm0/tHh9GN5n9WiKA8/wH//7+hX///Qf//vdfnrtw+OH4xfb5JfQA6A899ENo+67nhVV27xxUXxGQ/vaThiqg5Fxy8Fw1WR1G1SRMNKbPqCcrly++4esUoCNHA7D9ff8yxWs8Q0FYAzttYxqeaIMA+/iECMqug4MT9jL6x25i6OBTK7CsYIjgguj5vqkbF0i/r9Y0e9QAoEMSy1SIZSutlQdQKScfenWEZUKjwiUrNZXtJUZ9z9apm5/7pgCiS3Ok/gukz5sSIgQ5GIOch96BjhGopurikAqJ5DWbyjUquReL7RfTmWYEkHTKZU8tOPlhrs/8kAfgtZ/IGsNdq3PVH/jBkUibBWN5JOZNWQ91QyhLBYheylPH8k8qrGgNiPTOr863PhFEB6gDgLvl10D0Hu9XBncsqL+D78wChauAphdgHC3HKsDX8h8PEJ1pT63FBTU+53kO6TOqQ408oEfq5tXDCL/W/XfsHFrdgTqy69iCp1xGDzDvAfQyzaiONT4j6VbsshNE94DnVhqb7g5fGS0f1z0RFe31k565R8BzSb2+WQLovfRee//pizBkn+D1H7O+8Um+BDA/Jv80utt3d7SP2oKWWbprUeh3ok963vkEWtG95j+v7kO++8IFgHmbyTko/TvjDvT/4O9//wM65Sdbwmf/HvrZ9ADoDz30A+jd4LnU4x0D6itkfueJwhIERgZEFy6WJhJdEHcSZJpTz7kgQTZbAJmWil2j5e7lTukk5iaRrwXKoNjIa01FeQbQTVKIEqWy6x3ofN/qJC+gf+ydJw5k0LMdpH2q3HmOAkCs6Ibpv1sIPbm8w9chWRpts/CdbrXeoSKTwPRRLfAQuy9hzzxhyM3qSl0iLbnX0yTgPIKwEldmfDa/ZkvWB4mEGXqWQc7wl6UhZhBeeiSZBSk997e2RfUb6p/1cTMEofki+z5yGbIg9Z6J2D3mt0Rg7C7Z/9inSl1jaqUKm56EnKiBSZWUiSu2Y2pE3SeTTC+OSfPQraLsw32vGRuXWsHtnxq8fnUQZhTsYVq1+4457dX57UxeD0Cq7YAdBdFrfO+gEVt5gGgvbQ84l3wsKCvTWx13tOWavFk5MwDuDHgt9bE67iYLeFs97HHNdnYRQstnXlU2T/9V2jGOjOZvLSi4azybAdHP81QA+nEct/dTqzQKntfaqAegr9BPnYfYPsHrHwDG2/en+hHAZ+v2LtplkyvtY5cOD3j+PXX+brQ7/t6bj98h89W0AqKnucrfv/CXd6CfBCedQGeInzwA+s+nB0B/6C1090Pu3Q8Vsyv/r5b3pz0g7dr5MbKrZJXPJ1EB7pIBygQeUFhyqGg1+2MCRtq5C0SnmR7F//3UZU4PJsknjJzJm20Jrbuh/CaF9V/QZl6rg7YO8qBw1wZ/De5BBqkYdzL2KXBfy3ygLE6rhKaVTZ3NdgeIFf5oPY0F6IuF/7T0dPh32GshCmD0kmBa2EDAQSTQv1YHfgjgAHPCUmvgIeuO6pJzEsuSv3hdAurkl9cper7gAEHyl3IZKCK9EdMt1j6U36+X9+OJAFqxYn/khRf88HOU4LkXdIa46AUQAaP9MdUkpv/ZflatioeGa0ix75UFRt0fV5qn20dY96VyKMkKxiPS98n8uu2OcgZlP9IctEpRmWrDqdBAX3F19jQ73/vp89mdtBsM3zUnnMl7dZdSTcaKbA+oHQGyJbV28tZkXVnYUHteqpXNO1+VP7KrdOZ5xeoubXNlEUdNnxW+737eWbVfL+8umvWlkcUfkmbHixEfHaV31H1voYN3fKVPvEo74hE1P5Zp71jMtNNX7qLZ9tXzj3f3Zz0aXeTUWyw3yuvd9GqfG13MMpr+Ku3k/x3q29LdOn+6TWb98Sq/1bRXaGXx8wzvK3R/eyeg84Tz7z84//sL//73vwCqEz0A+i+iB0B/6OX0qg7+p67M/WR698Tm3fL3EplfeSb3RscH9OKb0x4YsVe7afYRBSOQAE+PiwX5UAMvHhiXJnczWlqEScNJkgsByM9UAwABRQCtBqq2pNqjHhGF+pd4kydWXUru1Aj0qeMewz6PZFME8L+HLixbgNN9WXpja4e/pc7YUIwdXM8VFfKF6J8Ff8pAbkst/iOAkyflFkQvyhEByiNCtpSamtHT+LRFo2WfUTFP8n2RyLP8CknzsPlC1UrEeeTDCZw5gtB8zas85nmEHU/H1xF+4+4nBn+TBRHieo/c/+JxAJ4nULoJCei3oDNxc5BdhfSHtFKAlMqq/op6azcXkoyUrKiDt5giuSsHLEt/ks0Oo5/yYqO0gz/akuAEhAMOACA6AU8xlpG2Ua4/0L8DRJXjVrouTydY0AJ0RkCtUXC0tttyltd3pR1A9CpdCdJfff6w4IoHUt8BKFt+I/5X02GFagB2r52NtI2rCx1G6FUA312+vmNRxAyNgMleX1vzh100Aoq3QOG76O6FVHfxb9lrtJ/9pHFuxT9q6a5Qq018cvxrddHJdwLOZ6jmL70FJbvplQuUnhhtm36Sfz/00I8higD6v39w/vcf/Pu/P6Efo/wKd/r6ereWD91MD4D+kKK7B+xXT5aeCdrr6F2TvZ84ySR5JNEkCYCVyB0A6i/Horn9DhKPhGFnZgS2vdejm1CawHRK4CiBlFz/pMHNOI+ZLHY9tcU84zQp2TsB6lPSUJ50hbIbJIzN5uuwy8BUgmmTEPTyodax15NWQkSQQfSGTs5lBdjJwIm77db5LjUDkR0NQ1rnJf4KxfXgc1NFDKAavTMfhgfJf6uDAC9PIDgpgugng6kZSA/ex/kIDjjgSN0EKsWCVSr2k8CtvBdtas1pz5wX6DcK5lPCSR3clMQFCeJqPRucHTurL4kjZKD8OBLgixFUhwgwq2aWQHQAgAMOCOB54hORaYalrVukvLGObN/CbYXEie4vEXhRAUqFFB9SxVd1RABwRPQ86uwCz+mBEISSMoAJqYK8MrAN8YjAOZyAgHCcCHQA4BkXAoHdjS60uGH6VrRz0MXzRM6CVjL9lTnKKID6I+dBHwCet0DqkZ0ms88fq2CSl3YXiA4wBqj2wOyresyCpj2btMCnFX96ZRu8A0S/k0bqzqvj2fMrZNv2FRD9jroZLfuO8eYO6tmrtkNb6jXT/95NsyAwwN526/Vf77bJDLVA8lp//GpA+ZXk+faV+ccsfSffeQXd1VZH6Cf690Ovpatz2t+6aLtHRAB0nkD//sK/v3/h/O8/Pf7iUb619KEfRw+A/lCinwaeMz0g+v30gOc3kUCP8v/mgUomNTCEC7LuIAPq1qqhBCr49cYZwEI3rUSiGSgzvyxYocry67sE4VXQve+0j5O1flBByxl/6Oqi3UqoC8B5/oA1dgQS7EqgpK+RH3yGsk7HSKCFVcDchc+SUqHMDdCUKlCcMpE4qcmLJ7xrN02M4//Zv4yI6H8SjEQoA1uSX9E2BaBKlMFz3oUuQXTWJdnlCPcPWW/cRDT0mpZMZB1icFK2O4qpxU7ofCv2NlSC527tDjSHAjynDGxKHkEGB1ObHBtqoCoPB2sPswsdMQLpMbNtH8Q60JFe3w4ibXotfG56GtFG0Y25vZRsN+U9xHwPZV+Y+LMPx0vGJClIrYJywTq8ojqA6KxK/Pa7Ui04LMay2QA5Iu9AhwiiR9ucZ24zYGqr1sk0Oh+qHPdIpe34qQVVXjmvtLt2amPMdwPWavRp4PkqQD3z/NGS16r3HtC+w09ndo2t1MfdbcnatteGZ9vRd37OrPn7rl2CvfwjdXD37tpWe9ux03g3fWdfa+3c9+qhtZjp3XaY1WHHojoAXf/fETz3aAU4/wlzHY9GFgx8gv+vUqt/9RYyvYt2yH/A84deTbUFiztA9Mc/xQ70v//B+d+XiFsRIB7PDvRfQA+A/stptSOczTf7AN3j/+kTkt7E9l2TwtHVu1cDZLvr7256x5sRWqQejsMFYNCHUTGNc0kIosbbRR19+Sm1lJvvWqiHqPwKuhad9ZM7tl0N0BxIW9ljAaJbPjXYqdSrTKdeeezxFasG0qEwP+8Q1rLcQ/dKIbrwT1S/WCCxbZKwnGf/1nfP+zZ1rhkhRX9fTc71IFDI9ODt5EQod3ajFW/qVgHk8pLc7R1+S1vl/pR9Iv2CBZ21rGR76yqUv4HOt/Of+Q46iexEABTaQgAqMS3uSLYBCDulk2mctpV05wYaQWBgXk6bc2yohZK8Av5J7htI3iPuL+OfALRrMpIm4kf7fG6/OVngzwHb8AdqgUHWW/gl5xaB0bQQAQV/yjVK0Y+1Gt5bOUSZCsMZx5ErmTIqn8tK5tej5OvC51JbiOB56u8QyvrL44BclBA+LSD+kbZzUVq3Y9pP2ivzX2t8Xpkr7J7v9YDdmfwA9TJJn27tIO2B+u8mq9vs80YPoK7xnc0/qs9M2hF/3bVLfYXfXbvVZ2jXrsbZepb3eqDiFTvdWa4WzSwcqdXB3cC5J7N3f3d78XiuyvjUPrhFes6F6tpI3rsXeEhZXvqfumhitFw77WH7Atsv8Fg+6h8jtCv+eIc+V2NtO+huf98dL1xtJzW7v3Jx3whdqY+R+ebdi9O+y5sTVvu/V+vx6sWF76aVRQBbKQZGwi70AKSr2wj1GMtDP4YeAP2hj6RPDsaN0giIzuleTT/Bvj+ZGD8I47QAXhRgAhlMSrk0A7+GO5MxAXSHDY5e4BwimIJpnlDggFW5kT86rCUyplGy9oQkApf8HfKgC5Y8SjUaPOtpglkyEJVWUgMBJmDJAlz5IICY/mvsZwgxg4sJ7KtqDClNwu8kpgaQsMh1hXoJePf0LAXwlpDy57AjmIsm2bg+eSc3A9EMdCbgMB1TAq35Nwf6gqBg29geYrtE/nVUs+1F+T3FXIgAeADACUQQX+l+Jhuy+hj1DokgbPWFqA+EtlrsOI/OgPGYr0sAVKDzAKKta8BcAunyHJNt+TR6qj5WxUeZM9kw6XNgsmlRt+zIEPsu0K8VJ8E312O0CYlEyRGgrDShZ1hkQ3FRA4nxHERbZMfidOGtAtombCfOQXk9AElrolQg6ZDKF8vP9ZjGjXidUOSPPprrjRdkiLdTsD8lO+b+qvBdzHfT4g6EUF/8WvyY74is83n4VIEarxKDWgfsVZC4xoML98WtRQPXerwm2R2Urw487pbV2ynK7WDHLrvdu6ta8+1dOs+StxDi1eD5KO3e5fjpOyhn6mOHz4yA6Cs8ma6ChHfTSHt/hU62v36VHUbjBa303+GZvrebf7Uf/KS+45X0ieXeMdexi/JeGbPyZH3iGPUu+g3xw0/tW6/sLP6UMnwS/bT23BtfH9pBlOI/QGf4U/Fmel7h/gvoAdAfcukTOtqfMEnzHuy8FbVevrup9ZDwSj1W6V0LD14iXyMJGTAzaBDqxAoAszxUuiowTOWZ+Nh65i3ACZnD+rJCuhg4EkG9tJMTMsCRQCVzvdAVFGgmEWFH46SLto8I4urTnKZqK8iTpKQH6jxmhUC+HOEm8QrmWZJwmsbGRh6kMqY0Ap7XvtUuq3ukOUjYdZikLSl/cTsDh/FM6mL0dNky2BsBzQyqxnkxiN3eFEA+CaQr4FwC5nweF3MciGrXt1e0rDjm64gAcABgmJwzlJn0EFbg12fDGZBJOsMnrq0xyjcLYGgvHLQUOkDCHLWPsntzXdKZbSXw4sL3kdhOlED0pJM41r0V38g7woF/M/qry+OA6CBB6aR/3OnPADOZ+mh1ZSIJ+4jSWXW1DLBn/2Heqrxsa6FHtU9KzE17sPMNCZJ7RGRkyXMq1hKkRQkUv2GOQp+od7rGdRZfi08QwPKwMEvuRj8A4Qxmoyy7orB7WCZx+tX1rtYXM/iAfNcu7XfMf3ogei3PFXlXyJuvjc7h3gGk7wDPr+z+vts3WztlVnXpAb7e/TSOi4VPu+g4jqo+PVkW8N4JDN69C2yFeosGAF6r57ufd2fL7+3Q/WQaKYvsC2d2GdfayuyCkHfFYzzq78dI7wAAIABJREFUjVWf0IZrdPdc5+46+Y7xxyt9/Mou7+9mnyv0Cf1sb4HVp8xnvwt9cv+5QrvA88dX2sSxEvUHACBjuj/Mtx4q6QHQH/po+gmTNPlg5wWM3j0haz1gfqr93w2e8/l9eqDaBJj2ADLqWaR2ALCgJUgAvE190IJYVmQbQKloh+6EIWUw1wSyIVGqhm2VJCFbB1Es6OvtXBV5AdIbqq3aTRAdQpkYJFV+IYqm2n4qHq7hOhGkyoAi78xtcMIgTYLtDJ47ayHqcuUp8+hmXtx5TvaYUn1Q1Ae9Suvow9CgBMQTyJmA83DtjPfkt8hTmV3gPHyH/LDAtFSvMBjqY9UmEAAOIPwHJ/AudGkUflV7viT7g5A70hFlY3IeF7xRzVAjthC+Na8B1mQrytUkwWpEiHBpWFDACwtS8RLoLHc4634gB1TDtSzd9D0KRM+WlUko6Y95AQUD2/yna6QgC8Kk9o3WZpD9C8ROdaWf3jHO/YjVo+grRKeVej1eEJD6INFA2VySo7CVAtBFefhils+pjlxjcVVDVpvri3egExAcwR9jOzsIgY4AogPFvolYCgK/iUENYaki5S+Ze0JZ1UFJCzY69g6tBF4kILZjd9a7qAZUfNrOh97CVb72juC8lPEp4DlfawE1OwOOLZ6z4Dkft0D4GTB6tk6sHE/eLCAu+4rZPqOV1i7oaeV5xc7eFoj+zgC3tf+r5c6k/w40UiavHV2h2fb/SYDKa+MN99BVne0CkVfbwLb/T/IPS1f679VyfUefHKXaXOJdZR6tx3fNZ78bfXJb3k1P/W+mFCviDRE5piMCZw/9cHoA9Idcak0SRgIe321w6u1+mNk5cJVmVhqPTpau1MfKhHF2N8nq7pMd9NH+jJh32IrAv1ydHwCxCNqg1J00MiqxBQm4AbhpaqRAnAhO9NuH4C1tS4IbYnlfInlGXfmdcmRAjWzdsW3CsetWDDgJvmnvKuMyCN6b7MeIJLylLifciSKSjeqmPUT3qNdSVN0k8DSWBzG99r5ThIYcBsdL+2q/ECCjmnDGMpaZ80rPInGFEvgo+cp8AiwEgZeSAIP5D2W6DOIRhfajX2dNcVetfqU8+13aeWuNiPnV6dyuOdHB4OZxxM8FHPD/s/euC46jOtv2LZzUrHnO/0zf9a3urlTQ9wMkBAaMd0mqOpqptmOzEWJjzAUYdAech1O7pi47GWjvsvYB6VwKmW07soIX7tXzu7xKABzgvBqM5F2iVVgo5XVcLA8vQWX+RCcDMijpLnrO6pb5TQLGtR6X+2uQ5rOzcZo/knY1U6kcyJsnWGwOSNkKpcq8a+nEAik/YhxdMy/llYuAWTd5T5crZdsEYs2T/6raJfnT65Vym/Ijtr+SkXHLdt263Tk4RwmeI376Ay7sSgAOmywU0XAtXolbXS81yv2Wq+lrx/N+7Yq3LX2dpT7Z0uTMo/oztQHuNdLSc8QmZ/bJ1q7m2TuhYAuo7cne/v4aWSrvW8D1Vv9bpAQzWyY09MIGUnnamo617089P0fa81GTwLeWyS3xrG2/t8jLvF8+QNa2jdZNzU5HlLWtz6mj4tpSn0fcl5PDWvLs8jcaXzkBaSSso9uis23zjLq/pT39Dm3U1n7GIyaJ9eToiYlr28297eHZ6Xtke/3T5BnwfC8/ebXnUd2GZnwyjt9G14BZmPCWnytvgP6WprQexI+UnzZzqhxwrN3fG/5o/KX7PZ3ko2dlluEt/d4Tz6sKCdykgN9AYb2fAIQMoEMgkwE+MEjFcoSMvQmAC1Ajo491rTIe0V25bDlHCelEkUSQck8ZPGsFL/pCoTdI8lRgZesItQPLRANjJ2bEHcPNyulMD8ovUSeZLYnhS5x6ast54aEEgGrDPNiU1QWwhoQfy9aaTp5hdDPteH5zfq0E4oWuVdhnr5WqFlu6I017GNQ55S3LX5aJqSY5Dv+w53CcBczqjxGhsKYtAkP9fnuYsEAGnodVuuEIl+q46sWMu/e4eg/vuUhlqicUy3cOfQtYY08MQC9DZHMM4ae6GpLhoLScOZVfDiFwFlheDjlOvLnHa2QiE5XAssF5mpggNss3Z4/xMUdbSzzhJcaCaClTLG0lAWF1P6k98olJMgFBjWnyTN6dXIxH/jyYHEiocIoe1sqiZqqGZX0Sd+nb4iS6G/g9y9daILVL1l5lO1JtxMiUsbQ9uz6PptiOMoMuE+jiQFP802+gM5gdyAGOGewIjsNnCrxpA4EwISVMVrA2l3bXOi4fbLbkLvSHYC0oxXnZXzO8Tn+qBub29GHOXgmzBJBH+rG2f9KTLWlZ6q+OhFfrU5awswVY90oJ6/aGu3WV3BoIOlomSvcjdu2F3/K/Rr+eu97vEaC6VA6fASB6Zapmz1YYe+PqxV+Lo7z+CLv1wPlS/FthsJWePb6zrCk/zAzvfbV9OLrtbcnR9bQHfbc879bE8QrQc2//Ro6tuvGocmHjW2ov1+jyiLJ2lPSe7z9FlvoXvetny976fOaY6Vnjs634jnT/k6Q3vr9Gfno9P0rkw4r5WEM5cvaWnypvgP6WrjzzYfRTG+2lwZujwt3i7pUGdI+E6GeV43MHsePAm6ME3iL1sRCnfIkUYBYe46yMKwfn87igvmrX217q36ttrIwmGyJlh5ojKtzVwmSKsAUJNgFm8F6gW2EngWkBTgGJmsPcR7pGJl01nSunScnKtQjuZ9+Bt2XVlveorzIjlpWo82jELawfCY8IcC7RO6IKaC6T0oNx6Z73M1eZh0yvGENjiKkWUfgpxaGydXsZ1kxHtWcOwZkot12sayzAEAA8g8Pe06E9EWBqJmDY+L2AP4G/kLCS3QOEdHp0bgK5ANFlQoxARB1k5BKgiyVNpdHEJJunCQO2PAN5gWXzb7IXiS1J7sbUuDjYUNQZnlXWMPmA2YdJCIBujS91jOJsnPQhApkUE+45SZetv2pd2YY/zxuwbJuebCHpIEKctBCrnbE3uaL9IGNb07aF69G2kj528blQPE9ZXrU4s3qohpQsn3N3sV7yk9P1TKh2Ua/RDKBznGRg9dHnTBEwxeuSLrENKOWbxEXTBTRNcNMUV6DHPRjYwTnZOt8pRCdQXI1u2vxY7nUimbkuEyzaL6pZAV8hZiLZSmkBvd4A9145Y6BjbT/S6iDff96iT6svVfb5yntLA0Zr7D8CaXtSy++afltWCbXCHLk+Es4Rfdme7UpgXouvZpOW/6P1q7lt+e2J974Ldh4Jtnp14wh7lnEtAa0jYPRZUpaLUTDe+30WVFgK52josEXv0QkBaeJhgugS58jkmrX6LMmaZ8hIfK06uDTB5Qg5wmZbw9jyLCvrXlk27D3b1pw7DpNLrz9S0691/zvKnr7Rd5FWH+QV0nsERLdh7fFfu3f08+4seH503VybzjPbgDPK6SvVgdeQwg7ZAKoOVD1Uo7c8Xt4A/S0vKX9DQ31kGl/FXq8M0c+SU3RQ4hZXpRInsKEwAwlcGIBBRPosl8c4M8PwDfFYpiQu6iVLy3KdVuhvWJf6pUa81QjKAb+GDnbluaxMlcEX+xeCJOMrgE+FumxUsYjSmoLmeqG4PSJszzT5pCtMNZwIuWUbagVwjAwb5aCO6+eiX4ReLPDL3iz69ZaZVoYKiuDL33lKgzqlA2Pc6r3KFS3brZeQFJ5CyUp0mN+Nq3vJ1L04iQUUwB8j5BGHb6KDfQDrNE87I7qFrKAmuAiDiYAJ0Lwg5yJsnEBTAI5hC2wDKk16ambO0qHAOoFd/Ya79yibA9JQSY0sUFeLhdRhAYwEgFwA2xpWXvGlzsrAqL8TAB/OI9D3se6RDRZSr8Veoa7mcYXAdYN0lj8z4JYNwAU/PrbXzk0ghO3bnc1zheeaPSEmPcl/ywQcJg/vU1rz1oCzg8y5yNpndcqlU42Wzf3spripNkApJDYfExf7JEtW+hE2reYvtatQqA77+xLgOZly7BAmFnDcuj3UJ5ftxiB/YWKRDBjZdkuec8EaW5+6laZul/Se/zUIcFaf5QjAuMfP0ekagZhLA+hrQXUNpK1JV2+Qcwmc78m/IwblluIfgUtL/nuDca2+vfVTS+caoHgGBCgnIrTCfiQ8L6U1YaEHgY6WpbpRnj/DVlvjbNlxL6h4ZpnZKmvguT23f9LH2DMpqxbPI6SV/iPHLx45CWetjlvgeRlXWR5KkG7LxrPGgLY868+SVthn98l+urxaeo96HpwxbvnM9u0Im3zHZ+2ZsnfCxU+VzBQ6hmJH1OzxLT9V3gD9LYfI2ofO3sb46BnYe2XvzLez5ewZ62dC7RGIXsqjZz4eLxGcOQLiVslzGCzu1Ef2DJeFzYFnmW96G2cAdPdygXQCbTXMcNKXDEwa/QQGU9IvX92YecyQiKbPBNtTw4JlgUFtgG5gHwKks9ANzGF1ZPHCbtNRpr/LriruqzYw9rKe0mro4NbpytliJWgR9EwnyWMBw1LGdNVrbsNgohiKAlzMIJ+FesWdLNx58o2GotvsXjHIUqapJRocZdcUxlkIZ8BgeU5xkEYhLCdIKiuqFdYGh5n2YkeHlGeOBJqHVedOAHpcsUvTpG4UolcswLWrHOqCNyu+vQ/fTffew/u4Qrrm0fxr1vxmR/klJrSTUrIjmTLEDH/38C7Ac/IeFPUSsi3pDDBVjtBz58KW4Y6chhlsHiYJeOKwBYKXL85z3N2BU7ni1Dbo6uhpwnS5hL9pwmRWTWftR9HOkkkjEeB93s44l/T2sj+5trWFPWdl31q6cmFG1akwf9aSar7KpAh5nsA09yGdtryZPAbpdUfOuDf2MLaaLpesPIcV6AAxh63cOcJz4vR9dM8g+FQfZYU5yQp0mUA2r6uQ8mxt07HhmfC8hH5bwihlS/+yB7aP7N88uk/bguhr/D9CenCyBOY1WFyGNRL2EXLkhIGW+zX3rY1G/G/R4fn9/X1yVHl4RN2o6frd7d/Tf2nSzEg4WwDm2jp5Rh602uqlCTFWliY0Ldl+VK9HyZGQqSVHt2+PtNUz8mVNXaz5feX2a83EqZo8sz87GvZSeI9+3u/pn373+I8Yn30GPBfZW59baTtzUtyzech3er6cJ8Vg749I01t68gbob3nLD5AzXsIeKUsdike8dL6SCERI3xnOAUViVjmOVpso7BMAnACSOZjzBE7l3wTQctozW/9ayzaBXySwyUKnAgZmOhXwzUwQMHebwqYTI3AnwS+7yTDiam8EeB7Jmp5HCGmhcUpPRQs2hhC4bH7ajcpD3FbjZGeyVK6QcCvAXOcowr8Ap5wFfS0RSGePRAA5kPNJ3wihZtka/bENC5XygFqRqKcpvxjIIs/uJADYCj0PX9yTNXQGN9N8BXMtfoM8nUfb6ABCjJ3z1RC60jsrN0lPUUGhI0z+ZX9T3MbdmW3dRae5zbiwnrJDCmWbXFhxzMQBYLKsQI/tQbW5LV68C4g+M3dWOSnzY90xM/wlrH73PkJ9nm/ZCQGllNdf+XOmjIft0iWcuMI+hk3sK3XYlCjnEiyfHC7TBZfrBdfLBZfLBZfLpHUrtWE24YXV1GwhF1RfzVtZJ5/qmabLCRhG9vntsvxnL2jzymmzwORP6bsYDNNnA8VyR9nEAW1Hra5yrmkw7Xv8ff0I9pyiHck5EBhOtrd3YeW5Y4og3YeV/14mEIX2SdpnfQZpvDEpRjfYesapfiy9xpqmbLW04LmcHzWD30LWJcjSA+fPkCPB5zNkiz1HwVCZr3vA9dkD+aO61fJ7S97XbPPMgTaJuzcg/Mz3khHQsRYKPdvm30W22Kk1aeYoez8Toi9NeKndz99v82uljJTxkYk6P6ls157/9t4rpXVt+9JKk5Wj294jbLY0Me5IOaO+9/qzz5Dv0Id8to1eQX76+GxLeml+dH/9CPkb83BE8vETOeYjLfw23Y+XN0B/y18tr/aA2PNA/e6dljdENyLwCCTMtBhgEHd2xTIyWqDwnM320sadbgjNhUd1SqpHFRo1IVyh70zPHJqWyC47E3/ZtXacIcQEu4g0JXpPgmBmheiBn1Nml1ItkpCoor/8w/OBVrb3RDcWvwRZVW6BZIFlEiyK5yWAFeA6twSy8HysY0xxVWeExewd8i0L8rzVNNo6WtCp0mrlb7KZp8CLK1oW/otkpRXxZQTmhGYXQ1mawT6K1xNADLZ02X1JbMrKYktBzff8e9vgBNPTABfgLFwlF8G5rAAuVz6LDo2aYgp3uhZKVVYWtR3gvM7X6nBR5clENqt+M0WKNgkSZzHhgBNET/GYgVPk7V1mE07b0XuWlfXh7373IHYab6p0yZ6OHKZLAOiXCNLld/hz+Sp0Y5Be8yMwNugZ8tRN8Vvf8AqLFbILkLYAPGurZ62fOqi0jJmXZLNwkY3f1HSnsGxb4lxe/tLkBSB/BtmJDtA6dr2GiQhT8Q10ZoTJHZwmdShI13wX5cNRF6KbOMzTMaRBdCsHKDp5Ncu35r28z1G7XvvdurZVliBrbwD9KBmZENDqwy2BjRYoeUYf79ED8UdC9DLcvbqt0acEgWvTUob1ahB9SUrgsLcctdLbg4qPAjYSV61ePwsCP1rK9I/Wc/u7dn6kfmX8S+6PzLtenOWkE+mDj+g1AtVHQPoZZbYM/xHgtHb+DF3WSPm8G23nRtN7hBxRPh5p8yMh+iMmYiyFtzZ/zy7jZdhr29dXki11Z419f/T4bEVG0vodITpwfjv7LaWE6JCPIDbGJ9/y4+QN0N/y18qrPRSOeJD+9E7L3wPRSUFbCY8UXhgYqJKB8QTNmHnmVoFW9FcCIjsAGGBEUT5L2Mz2ZA6/NHRq+M9iF2hnJgsgT2pb2rBLuzqctm2HLUNRJws7rZ0TtArgxoangJJZYZEFqcKlob8TPLd6VxBluGugloug10K+oG8O2axJEphL0Cls3+4A52deUnbG8hS9MZHpNDb8lL8zgJnSyrXiU+gt9piVFZsmE0eN8KY6VNQlselsJbhdaRsgoi3edrW5AnQ9L3Z/kLwHtCzLVuS6e0C2i4ALQBDRg607FfuU540SMMuzpYkzpVnTIcXApT/R2aomVUttwTrhgM3v3O+8vUsANeiu0Jx92B4+wnO4sAo9TwOZLcjD98+nS4Dnl8uk2+hPCpHzPKkWq4rlsokSpo5OTsqEj8fapIDS1pRfyMl61Y21eSrflTpUViWitJtFtMWsjmT6mvxQiA4tt5frNaw+1xXoBGIHcgxip5/HsHE4D7AjkEcq9xK+SadWiXhCRHHlfgTpsWmz0wxqbUvZjCU/uV3K37U+x6P6IEtArQbtjhqgGQmnB4RKYFK71wrz2RB9a/xLA2QlQDgCoq+Jf8T/kbIlXa8A0ctJkTU5q00YTW8Joqy/LZBi1N6PgFivPMi8Vr9a/R7JpyNkb3uwNU4rreeCHGViXU96EKI2kWQL3DhKHlV+v+M4iLXNUt+m58bKWf2FV2+HRI6A6D37PQqin9Xn2iq1MJcmgLyq7Kkfb4g+lz399VdsV/6GPDtCNN84jePqGMvbhD9e3gD9L5fWLN2lBvTIVQtbZO8DZ2/6Hi1r7Plquh8tIxB9zQtBK449csQgtoIFgRhyzQ6Sl4Algg1mgCDfAEZY9VfRSQG6jTdEnsWX+St8zNLGwjbEr4XglKm7FqDnLmoyJ10aHbPCFAIZ2+SrqhWWGxvUILoF4xJ+AqhsrqmDNFkhhiBhSILF9plYezoDnIrVyppWPefM1ho+AMBF0Bi2bwfHTwUo5IxQKhBzhf9MHGFVpE8U7xOn+AGkbelTAiyMTvlg1Mtso4kp8GGvHpm8J+vT5KGpP/KXvlUt38Qut7CmeZ5gPujJs3zPV6jbKpvlIQVornkME1+r3Sqf18UJZakvHQE9O877AnkgZDJkhtCz9qj0m698T3XD1BETjuZP0YaEosfw3gV47sO31e93D3IedPfxmZB0kXCkvkxmC3dZcZ7KQ7H7ALWfH+YplF2R+CbnwNOkiqfBFmi77shl4WgRLgaWy4iz9mjW5pkJA67dfqe4zASSKd+BIf9DOpr48+JKuOgKdKeTCJhlkklsi1lWn0eYLlu4E+Kqc5KEmroLaQxBxCaPwoSocJ+RNX0xiCpEb1zvyRmg7NEDmI+ABaOwZuTaWsBbut/6vnIkBG3JEYOMvf7miD2X4j+iP3uGjOb/Wv3XQpqz4PkZYW4FjM+UZ0P8JelNNhhtz0YmH/XCXAp/jT5r7blGn/LdfY1ecq0VRnk+2q5veT4s2XgpbT0Zed6d0e84So7oz9TGeEbbqrX5ecR451povSRr6vDZ9XetnD0+e7b/NXJ02/EMObN/t2V89mh9nt0/WCt707+3f3t2fuyVo/nTrvLBMn5pRzSxfmDhLd9O3gD9LQD2vUS3IPwrSy+9Zz0cRgapnv1gOkK+Uzk4Qs5Or8ILcx5u6D8wF6Kf9DAPzmoQhsIW5r14UelMWYCMoh6ZPoTAFgu/rJ5MXMF8lJ+RjXHmpK53gVxteoouTgDpaEzIEHaj5xklShMNOK0wltXZClJDgDAHlD8y9KZqlB1Yk/d6Xmz1PfOZ9BSIlIsDTbJSHiEdEWolzsnaQcyAqblXYtT5b6j9LJiuKBzDS8o2y25LqF7WyNyTcg1jOwHaRC66rpXbMqr5gA4RxTkH0W6mLNikpLps81DSXhpkXm5Lye9vbY+KiS7IVSnr47xMWT/WJlFHpqxdCm2H1Ld5GKnds7YRFRhOyx+pLb33YbW3TpNBnu+UIHlacZ6Xg02WK7yFLcvTzRCfh3M+QHU2elkAbcqrpFncyMW87CY3pc2zNDWSReqe4op7p/Uga3OySQ1JH7J5gvSsuFzk++fmG+jMZhU6gXyYZMAxbvI+/jZ1KkSa/5Z4iKCrziWNsT7GVj1LZaia4i7dItO+Badxq/mBsvCMvs7ISpiyL1nr764d5K/d711r9bFHocaz5BEwdK08A3KSrWs7ZS0AET+9Y0+2AI3RQUd7XCrrrTDWyBo/LZhYS98W/Y+W0Ykxpa6vKGvLt8jayT5nyKuNPVhbluNLrwLXlmw2Aobf8hw5o717tTr0neUVJ3Vtyd8z0vAuY99bXuF5vySvWP/WyOP0T3Fko9mM9zfQ/wJ5A/S3qOx9+ftuje7IzLi9smUm1Cs+UEflO+X/EXJqegsIIuAE9ojqTyToZmmBuI2DEwjAN3CHosyRAfYaQREOp3iszuaQg51CR+1uyAy+EgI1wqzLHBKVcN7wkdwtGQewAzXmN5nwSmMHChhsFo+zTrIJX0/Kal7TSU/T6ktZoZxAVlE2ZkHE7erFRFHfAMrNVvayEngNQIdxX6bXLANNOpuyjMKumdKSJpugyqrqIsVio6odLHxcOJoSnIeh9+fPD4HnoGgnNU9Rb6RmSrnSPIUeRdjYmamiixGDjAekBrYAtWHNvS0/NgStT9YW8zjStTQgGqpLNoVE3SZwa8uCmb7jwreziRjMDs6l76urNUydSQB4/rdLQkM6a4ImF1aWOxfAvnMe0+Th71NRJqQu23MD1cnqHgB3qkvJTsnGJpysvhU6izU1vjSRRMsnbD6UZcQcY5gSz2UK3z+fZDv4CNDDanMHJgY7BrMPMJ0reULp++eQep2lN+qlW3TE+si2gc+fgHJur22VPeVm68D66MrYGmxsQfQ1sgWyt+Juua9de1SfuAdpnt23tTY800azZ9pKv0evXqodz9BlLUQvgekZ77+j7cTooGxP/yPl6PL5bNBfSit9ayD/qw2kv9rYQ6189vJ+dGLNkTIC0d8yLlsnJci9mrQmCZ4F0Vtxb5WRBUrP7DOdJWeOz46UldJdbWLqUnhHy3fP079dXu2Z35NX6WttlfP1p9l5PhH/LT9d3gD9LX+1nDmzfWvj/Wovsm95lpCQJAORemWqBqxyP+lSvqo1G2g3bgi2HOfgTGbYjWtUF7uSdTbAvyKwNjzk/L6BR7oKnqHbkCeQHl0ZO7byQMGNtCUtPDNSrak4zaCYAUOUe+i8XivckjxXdSGTKeKqS6AN0FG0kRbuFokrJ1VIORJYLIBM7EnWoaabkF9OsK+aygLq1S1BFfu22v9KGEuDeaZs1fOaNRPKCRkttbU+yuSMurNdsmQ7vV6zf9Y80NzPPLTCzTxFFhTZPErlpdgiHwjldoLMOsjKmJ0EY/XKzzfAdJN2/bQB0jNcwvPMmOSb7VO+1X8KKp9gYify6Pbzzq4Qp7DtOaUJGBJOmVabrMxtke/z9mVe3mtlxVRVAMB0uWCaLmn1uSM4Dt82DSvRIzTnuPLcEbiA6PLcY4HlUvZIGxR1B7E1pRXoog1zriAhPnNMuxbaxuDH8ve1q6j3yNIL/xp4XoPoe4BZDWK0Bhtrg54jNny1wZo9IHlp9e8ZckQ8e9K8pMdWaLsFnh8ttZXda9KzRfe1fkbt9OhJACKtiT1LfkR6AOMVpGXDVl3o3f/bpNVelucj/h8to2XyJ0LOM2QLRB8Foo+GQke2V2t1f+W2clTOHJ+tSa+9qfWtHynfPS/fkss7P7+v2DGwLBezsYNHavSWZ8gboL/lFFl6OKydWbi307s0s3BL3EfNPF7zQtC6/2oP4z2Db8D2waOt8S/536vP6P0aQA6MoExP8XuBqs1uEVWd22Bm4GrA/3D8yOFFHnRlsH0psG58ddux3XRHqIrpDiWWZNJaAL12/BmxQoxwSPcZn6T8xlJZaEWRpVcCVmpOESgxwNGVAqb43XM0QDoAqtPiTCELzzNA2hq0n8G/YsVrJZ4EBxfKUCkxb9hMChgRqpz1I6S601me2ikYEezZIMX+rWfT7MJS+0jFcaZh476tM1RcH5U5uC5hXE3fBHIjkJa6qef5KuwQTvJbNsEax8BAZ33yBCWQW6aDGUykq9GlnKXyZkF/1D0GKddJvk/u4jfK3Tx9WZwNgG5/z+/X8zm3n01/kU/xqq46d+nb6hzBuYAEtPA6AAAgAElEQVR0Zg/2BJZ7zq5Eh64+Jz2SPAyDjYj1ARkmMIkbybSUL3nLnlnC1LSUxuR1Wz/GyggAaPkZvd/qr4xC7l6crfZ5dKB7bV92r6ztq22dUNCD5Eu/l2RLmVkjI3k3KltW1ZydPhvHkQCjhM9Lcbek937Rgj42zkcM4u+x3xmw59kAoyc18NL6baVVd46sF6Pvmj0/eyeIbBnv6YGsMowtYyhHylll/WhplcUzbXdEWLXn6ajbETmzPTkjL0dtcUT4Z8iWvlBLtozPbglvrZuj5NWedcBj+h9rZK8+R71vte7vjW+N3yPC28tnRt4JmuN+A/HtkZH0Loax8Lt17S0/S94A/S2bpPYy+8hOxV4ZfcE/uqPeCv/VOiR/kzza7sOrL9aECSD7vHDt/kJcbI5r/W+RWlyLdXK3EhZ55tiXKMDjkgMmtrQAz0sqV0IpKi4XMrdFRfMm+OyETcHSpGmLKD2CRo3cMrH4mwCwsYmyqVkZbpRp9UdIgLtYeS5HcUmlfwvv2vA8ZVbjhbq4o2ngtOKejcsAZhNsJaoEskUW4LdVOG0Fz8gV2RBfdmn9KkCK8bP6K14aM91Yy81ILNtWhtgWJJ6ztIURrkK+aW+ftcF9NbpaHa/keer7ZEnOdMongwTbUdFnygB6WT9MtALQdeU5Gchu/i3r2zyd9fZjXbGioXoQ9DQgndOOAeEb6A7kPMhTgucZRA8pZAHkStOjbTOQTtp+E9m2DqlMUGzvtR5BobukP8Dz5Z0IRstrCcbO6iPXIBtQf562dNgDkntgfsn/HtnTd1uatFNzU7o7E6KvlbXAswX65Nra8r0m7pEwa4OSa+PbMlC/FEfprnwX3lOmWyC9Fu7W8tXSswanRycMtNLSa2tq4wc1MNQD0Pb6s8YftrQHS5MBlmw3otNI3SjrvD0+UkbKg1wr/dTutfzU5JFtdFlWevE9akzoEek9KqxRkNOy71Ft8yP8tcL6TuOsW2RNe372+Oyz5ZX1f7X26Sx9jgrzyL7xEdLrXx7Vn12K/9Ft2XH2a+4xmq7/7Gb6LXgD9LcY2TL49Z07dEu6nz0TcWlA5EjZOovzp8vLwvMN2aEQvXV/EGblnhJZOQuipx9LRObQ2OZRRgMJRM1Wp8uhrLPdABuOWqx5Hlj1emv7INGvMYyEOjwvp024FFiH8w4BdMp1TbrlIDOHrGT8ZglD9m/TzI1CwtkBCluZAV0JnNwkeJ5KfTBZgHS9qHqSDeashuH9Gli902lv6s+/ThwCz5kLF7HGKJiUnAi2yspoJ7mr+xKVIsg2L6vlKqvMmfdU3ii7oozbuqUcoueh2TKfDoRgI8peXHN1sh0UxM6hQCJB5QTRQ8A59E/a5+mYSz4BQCaLdCUD0/N6qKUn0mhyaeU8xwkECtKdh+cI0RvbtwtERwnPNYXhXgnRsy0zKDVnRDpdIX8FJhMipbi6plgorz3Q9mhZAxd6A/prrsu9owaw98hoP39Jv7UQcy3kHAVnSzCxFU4tjFZ8a8rq0YOMe6FSD8K33Nbc23Dsnw3rjDpd07+Vn0sgruV+rQ5bIXoZvw1rKX/WwM9ntK1724OetCZNrJHaM6h2v+b+EbZcskcJ1Gv3S1kD4Gpxb/VXk5FnY69dfzUIONKejtxbkqVyOuLniP7WXtufCfSOmkizJe5aPEeHf9T47JHpf3VI+2g5u31aG/ajyvvR/p6V/7W+79nP/Uf202xcS32hDaEjjB5Wh6Le8hfIG6C/BcD2xuTVOvhHydkN/N8KrF9JXhWeq2wBdD1vwhY60dX8Z52QbWotyxPgeYVMx8M8lVRxv6hSy/2CR+V/BeSrecvyrITnDThq4flsJXoF/tVipllZLgmjBXhJn1lqZtHV4pefnZfpGP6oBG5uB8Rz6ppMUkJGQKH6yspQzlnteWehtpbeSuWtgPdqOJvbt7pmHMMkEihehB/1st9qh52IUld9u4oqUpZD+Kx6xFuU8tKWk7J+9SMrB/SC/2bbaMu/Vi2zxbxe6gyQS1oEAlO+Al1iSLs7zMNp9zPKPCFz3jSE6tVzpKmjEG6C6FLfIjB3Ds57eOdAnkEurkyP/lhAtoJ0JLgtsFzyli1Eh5l4EBIVVpWn0hgYO4Hjh9DDNVL/ozWnNRhQA2Bnz+qvhd+Dw6NAfFTfXnhnpnlUjyV3a0B66e9siH4E8GyFuRXoL8HutTIanrXfku72uBWe9/zYcPfW71r+1cJdgrYtGYHt5f1ywsBR9bgEo6P1eM8ElEfJaP1fO/lhq4xCqSMmTGyRJXus1eHRk3726DHybHgVaFdz3yojR5ebpbqy1PfYIs+E51sn3dTkqPJzdn05q3x9F4j+XeVV2ieR71Lenyk9cF57Fh89Qebsd+FanLXzI+N+Q/S/T94A/S+X3svU1oEo8d+TRz+c1j5Ul9K/ZYbsHlnb0L+aPnvD7w1u7Rms2qrP2fHNAyh+d5aaB27QBxxzALpOlSVrzO6Xg35LkXQd9FK3HN4M1M5+9kOvwdqBoZLuz6VbPXtW3Zf1R10q+QPiOkwJK+VrJcRZ+bMAzraVVN4O8fTsO/tZiX9fgamKJknqQkbdOv4YEIiegCNn97eoFPw1uuGh0iq8VJtzgtUlnE3hjgw4lemeZfhCeEVIbH9z5qbV9Mxe2uwqYa7li2y9H1ady2A/M4OJQea72yjL50Dm5NmRapAkRvK+CrwKeD7biaFTPygSXIYdMDQro4mMn2aN7aet0DmVY1MdqoHGcg9ZHU8AtSCVAOn8m+uk1wJcd57AjsBMul07xTTJn/Gc4iEyRw4QXYxR1JdM5D6QlbF0ub6F+yhQa8kosB4NayRem8+tgZKaDnv7VzV9e7/32rb0s6TzFkC9R2r55b3Xv55+PQjeA8A9/0QE51x2PDIPWtKD2S0ZKeujurfKxpo0tuqMDb9Vf/I2dx0oO7KMrrV/eb7Xhja8wwcynwzRW/2tEYheTiw4W7/y2XAkeOiV9Zr7UR2ePUFiSUafLbXnce13L4y9eo7m95b2cVTWjsstxdey56vIURMr9sTZG0/bG/Yj5Ky8HQ136f5Rky+2pu/oOrh3vHttevbab2/+/GR4vkVqfdUt0usbP1p2j+nLH5lhIson/r/lZ8sboL+lKUc1mq8iawcdz2zoz3zJf4WH/7MHMV5JNufHE7LRsIVcDGF5bq7ui31vCn5Eic4yOMNG89tLQemg14xR1n7Mf89+7rBwj31XCrZeIiVuCXhmg8a9CNtAeOmbCbqhfXOATY4xf4QHZv9abebWa32paT5oC9hvvld8YLT0t1xlZaRy3UJzEt3N/IE8dNmqXaB5DtCJ4gp0WXls0wmkXb67SRpPc5k4/dkNQvI//bZ1iDSPQzkSEE2mWJE1UDFgTQsKcFRSan2e9/lvtZ/EyaG8aaFECQWiEfTPJptMWqj7B/OnYN38zo/RbszR9sFQoVwhW4UOXXYOTZfkSKs6t/qPvb5O7XoPiK6R1kDxyGDpUTr0wj1bSuDSg3tbwj46Lbb8eO9xu91wu93w+fm5CNFrv62utd89/9M04Xq94uPjA9frFdM0ddPbiuOIgeK1QOGo95vRQeNyokmrDeiF0bpn82op37RNxDn2KONaclO7vhbIbdW9BpyfIbUJSi1ZA9Gtm70yYqMjAP5oO1RzX4PoS8/OvXJG2Rlts2vxt8aczijfR6V9Kb1LwHt0PG5L/EdA56P9rym/S+XjzAk3tfq3Nz1LsiV822969f7fmrjf8pYzxT7va/0OkaPalpH+7SPk2D5FHF9AAc2JABd2C3zLz5Y3QH/LsLzqjM410usU117oSj9nd1KPCPOZUg4onFFWvlM53DJTUwHEk4QMpMrk6ZMidnbiNoTx+iUsybKuPMtSwAzUaDjzgZvsrFE256iu1Ihml2fu9xo8A3WV6EvdKT8JpojAsqNMMk3NGJJOjpCW2k6bYRdwnuM21AKOKSWHVPEWLq8oTtSAvly0PdYuy0DZhNaNvnY9h+dIRc16Iusnbi9rALpnBvv4YniJK5MdQ77FrsnlBkSf6WfjrpRu65/DN+Jt69lADUWQedmzxcXcNgClUU9kdoDGMdcgsyeVn28I0DzpVkB1Dd+6ryYwxiR5w1keim8F5Y7C1u3sAvxmAvnwIqqDYkmpcL0MSycZxPRI0tmUp6zdiSvPbZuwEuQFk9Qhbstv7/eI1Aafe8Cl19d1rv2C3xtMqV37Dn2xI2Rvn1bKDzPjdrvh169f+PXrF76+vrp+RnUb9X+9XvHvv/+CiHC5XIahRusdaY9sDedIf2sGD5fgtfc+g9096UGzsl7bv5E0jcRX3rPHLbLkd0TPM8HhUpylbAF8vTaxrGc9eN7zO2rnNRMNRnSwcbfqQJn+pXhr8FyOtTT39FtbZpbssia8Lc/3Vv23ce+pD6NA+4iwW3H1IPCSjE60adl6Layv+d8L0fdIq70or8n53jhbYdf0OUNGwu/1QUbbsBF5BkR/9vjt3yh/q83XTDY6om05mwusld06UITnQFxMEPvmzqW/t/xoeQP0tzSlNRvwVRrArVJ7WDwantu4vrMta3ImRP9OnZ09A3xEaVXcmoWQ+4WK81ex984X0YfH+FgZeO1swHMbBonLeK9sJ9vwfFkjml2e4cijDb5Ub2LxVnBLScf0XelWAK2X+AhtgQBtCfFzCWVql8KXcC185IyRKiOshF79afU0sDdvr0uOWCPMx2TUvHnkyPVjqthAcisEA86LFeg+QHRHDp48nHMQfiulW1Yizwy4VLaNcZomEjBvr2cmK9vXeEbh9xyoJ2flt87z2mp1SZHO8pPTJAv9Vn32jE7KhtsJojMQFpxr+c4OUWfK80PLL2cuSUC4/jkQsfmdr7aE+aPqMdUziibQcmPyTHZp0G+gR4iu2T9QtC0EDXZaBtm1MNZKazCz1T/tAY4t/drW5IEyzEf0Z0cH1o+Ip2bXvQNJsgL9169f+O9//4vPz8+9qq6Sf/75BwBwuVzwn//8Z6afSG/SxDPlETr06lcJ0ZcG9Zfiab0zbYGmS1J7/23BSTvJ5ujJE0sTGVoTFWrQ+azysCbsVju7FPZSu7m1vdlipyU3a+D10vOlVp5sXbJ6j07u2FIWWn7OhudL8dfanz061cI4C56LtPJzRJae8aNlwrp/BkQ/Slr1uDbR4giI/sj+3KiUZWLpGXJEfK+U/rccK69Qr58lI8/y8llxZLyPrFeHx5WFl3YKZEdh9fkboP8V8gbobxmWNZ2J1mDeqPuzZeSlTn4vzQLdKyNhrR2UOVPWxv2ITujawaWz9RkZhBgqQwvQc9ljAWNGxLKUlV623p/JDk7HzPlCSQBpJWUj4LXxlVB00W8JugoPpf+yHSoHLBb0bZatCNDUPtmPpErpW+CT3bK5lAwKU3G9CKtUfl4+ZwZpb60MzGmsBZEaQsM3FZufR0iYtkyf+w7RlS8ZBF3BTQnXCZirpbslgTnK4FOEkAIsI/gkkH4zmssC34pG9Y5QVPzDtEsw+UGy6p3KQOK9GJdQ44zYsvxvElVYMmumCIFn5oOpnAUSPDEA9gywT+5YrgHsGOwJfCd4Emiatg2X9GZpzdU0eZZsUUJxVZtN+efcb32SRHmNsmP2fKrUpcy3mEfNbrflz5zNpN6MyOugxNlobExDYXpI6QbL/fkqdOuHzJ9eIbNde+Eu/KDiLyaWoG1UNqBoNcvyb3tfbrQfeERfYwnEjEivb7t2IHJpUHutLq33hR5cqPXFtwzOHGVb+03zoJuGIq708Pn5ic/PP7jdPvWvrKFUnumBtE1kswuEtEWt54x9gjoCbp8fuN0+8Pn5J7W5ybGGbSFWdXLLBlma9HGUnF33rPTq0Jp09uDUCJAdkREQ2Qt/yzvgmXLm+1zNrq30tED/SBy9cGrxjI5hrJU1ttw6kakFz/foYv0s1a8lfbekpzZONOp3qxwFOLa0B6Ueo26eMR60dlLIlvLxbNDa689t1W3L82vk/trxuiW3Z9q+Fv7a9NXyY+9kmEfK2c/vVwLZR9h6b3rOqj97+49b+zNHy9nvDWNKBEhO0wR3uQCTA7kJ5BxoihD9LT9a3gD9LU1pDU79ZGkNEjxj1tQWOXu27LMfnuUL2KvnRyllmeq+2Ok/1v85emmMlP9MtGFn5A0GM+5nJIA0mMxAAZnjSkq9WwmugNrNT1grYEsRlLCq7n5B/Z7UIjDpUy5ajXgelq7AjOypZV+71TEBHaNAgdQyPN8mpiQuhxcLgI3f+g/nmrq5AZX3+QwqFCcGpJt0m7ZJvo0UVu6auNX+Vkc24QkU9kAEMgrRM2Afwk+27xRCWzeinuJff0cFs/aV8jxlttcpxssahdQxVTNO2uCof9bmkcmhosHT57C1ix4Z8NE+ahuxD0DsALpDtti6e1Z4Po8z2SMTsamxCRc2l3ynwkZk/ZeRwQ4mhqBs7WvB88x/eau4qM1FBGFUrT3dqpyKtJaF0g8ZN7UQUz6FbfRR5FX4C/nsoZmnuQaNl8ic2HKbHQHZwp3Ilh8xTWzv4hWtRbT9kylLfcRX6p+Ueq0dFH/ku0CtH94ahOwBx6U4jnLHzPo989vthvv9bpoIKmou8PX1hdvnH7D/wmUCcHUoC6HWt6ItlqeW9wHa3+N3QB0RHIWjTA6yc48UVIExOQb7G25/fuPXRLh9XtWtQHNps5nDSuTr9ap/dmVybxLGUbIV1D1KznpX7LUlZR1ZmnSyV/aEWZvwshb49ybS7JW9EMaWT5u+M58FoxCrBvW36rPW1lsG+s8eP5Dj0W3KWohem0SwN36RpXpxRnvaArhboPlZ7f2WMc01k2fOBrkiR8ezt114tJw1EePs8dNWXK3n41vOlb+RcYxIWR4fPd7+yHq4SYhAk4O7XuD+uWL65yOA9CkAdXp/A/2vkDdAf0tX/sYHytYBuVeR1qDnkeHucfMIPV5RanoPdRR0IPUUpQbirrhpqdwLrs5o+8LFD3lB10s1RVj/pWLlLAMpzVyqE8Oi9JPnlN2cxvXFOmhQMScX53vysAXRSzcNB/YOKViLaaS2ghkEz8pDxfZUuM9v7bbBwHBH1WWCaLkLq04ADgWs1RkZCT70y360pYF9hgAWoLZjDIk7rmhUiO7DNuUpuhiuiTNr/3OCkimb4CMUvks44ZYLYboS/4Sjcw5hFq5qE+95daQrJePAsmyxLtVGYXRmw4ppoz3SRAIfwCx7sPeaNuLkge/CbxnkfIqLihKqoEvsItepsHH4Xres2g92ZoW3kPel+OJU7sgwb6pM/pd1e2Rgr9Y6SRMm8RHrRI25dOqpHNUGco3Mefy3FgxDy3DKs/aflA9ihK3YuYijmMhQ09pspJbN82GEb73rJgmSLs53tSBqV+2etCDJq/RTWv2OUYi+NY6l8Jb8lIPxtVUHa23cskWp39pw7Zbs4Zvmt2jfALRLYfa4f93AfMfkALo4aG+DWcs5iS6x7QmfOgh9xq8vj687QPdQdyYHXCaHyUWAro+uANy1DQYiQP/C7fMXwHc4N4W2EqzV0nvW9vNyueDff/8FgNk303u2PXslzoiMvA9tAXkj90fq2FL4a/y3wMKWFbWPkCVgMALcj5rAsRXIlPB8zWrXLQPFa1dnLumwRUZ02AJMl/zugWZHTJBYCnMtOD6rntWes6Mg+Kh4rRzVzzhC9pTL0UkrW+IaCe9seZU+64jU4N7Rk9ZGZA/wbkH0tzxO3vauy7PL4ytDdCKCcw7ucsH0ccXlPwLQ459zQ2M4b/ne8gbob3lLQ747SAeOewi9YtpfUaeW9HRdyiNhYycodXyYS4D0SIjcgcXpSrE9d+GPUTFDuV11Kz5ihTNViF7L0t3p7/gXIMTWcV2RkG5ZAcsmzUUEGdOj4qLiqEXJVN5rg6Zwdk6RWuoLtok6h+jxioF+FvyxAD0ODoKNZYveAnrKNUL4BhIRyLmUZLI6pG+Qz9NggIe/g70H3wNQD9uUs8aT4DcF2E1mvbHQECAVX/EqfiisahQQLKCYiMORXQKyMf1EcYWjA4inpDfBxMcK0dmHFZPsPbxMADA6ZO1jAWgphikTCBSeex/P71nWh7SkNHtm6GQAIpNvmScFVmrLwrZMBGLKwkqTC0LGOpL2WrVP6SFkTYjUvfR5CaRwF4VtVporediQXQ6K3TVazyOrhv5W/Sl3Z+wlkeYtq/kGupRZMyGlCtZN+ScISDRlxUxQSRNACNCV55zKvxZJDnmHVOcAxPyU8iwxjzVMe+HaM+QMnfYORm+ZlFkOWI4OYI7055eAXku89/j8/MSvX7/w//7f/8Pt8xPk7IpwG0nq0xExpolwmZyW/1QHpR2mEEZc1eCcg/eMT/cFuvloA+A6ES4T4Tq51D5zeMYzAG8+dwHEFeifd3zdPkNtY4aXpjWeM4cJT9frB4D8m+k9yFWz51o5AvjsAZYj5bOcMHPUaqY18NwOdJar2F5JWvqN2HgU2D4aopfwXD7fIPrU+jd7y2TtvAyvd3+LrA1rxIa1Vcaj/o6YOHWE9HSpreCz92rnNRnVvTVZYk1crySjE1EeBXm22G6PblsmqezJ3zPajbOl164+Qsq6dRREf8tbXkG2vg/9eCHSrdunjw9M/3xgmi5w04TpMsXt29/2+unyBuhvqcrRjeXZM1DXDp6tnSk6qv+o3fZ2fEf03zsz8kg5O39fTY58wQ9swQ7vJ2QyY6UWDRoIwtaneudBWGN00dA5u5Ct5dPTFKdsA57fXyuUATpLi+2/KWbRdL5SM3NY6DuzYVl2xW4SvyVjicTMdEygSf6hlE1F/nHpV/WJK0prRmSzhX1GSxsDK/aYpT/pSpTOpQRSNS8bmcrFXU0vmx/GxJR7nOVbVszm5SATIW+SQI5+TH2ysDcAWgMZMsgnfpI/+S49mX905auLA2cughGZkepcBeC2SmfYojxAdB//GLjHb+xG+3GEzEwugFIiky0xHTP7ZWQyER2xm6e47Tbl/sXqRPDMwQlDw0guczuzwnMB6KxgaAaNs2Jo0hJXmnMGz8ORpTzZtIluzGDyAASEl/YXL8W3fSnBdooAiz2BnPkmsI+Ay3mAHTw7uAnBfnZwB1SUV5iyaXRXoFuUCTa2N1K2BKnWcGpiYjZKnKk2N8qdlgN7qf2cIJss2yZLdZFyMAPlmYPiviTItl9FfTFlh0wZDs1x+gb1rOtRVr3yeVU04SMDi3tA8trwRsBlz90SnBsFGkuDl0cM5tbCWwLnW6B8ec/CMLuqlPJ/tIzdbp/4kr+v8BfaN2lX4jF6dY4wOQrHKbaDoWEFxf6Krjh3cbWDcyCaFKBL30T0vEwO10v4cxTBeaz4Pp4ze3iTJuY7vP9K85FY5iZxdiQiTd/t9jnrNuZVNrbtzmXHvStna3nU+i3Xavdr9XlJv977mg1v64D+d3u/ETmqTVwrR4KjUp4BMJYmFewdHzhbnjFetOUZWQtnr4yAs1o8PbBdAuIRHZZ029q+7ZFntWtHl/894W0Bq0fqX4t75Hm2Rp9HtTePrNd7ZM/kpu/aF2jJEek5un0afYcalaPLW68/+qh+1SuC82fXaxEigCaH6XrB5eMD13/+gbtMmKZLAOgk43xv+cnyBuhvectOeZVGvZT3bMZvLhH+BGhU3sj/FV5SDP1DvvsKgWwQOBSuwa7JW/HAD5wk6iZ6FiLwKUM1Jo451CsvVBQi6yRCuhogLn7R/KJe44oPdGxShm0Xd1Lxe6aydUm165gByzx0GACY+0mAOP+WdgbsbdIKkELZTdHRgimBgnLkLBMNO0snReKotDcVN9NBvSdAZ+JTG3HFgFFFBaYpB8QuWmatzcw3tRX4Adn5LL4MtqU6hghawT6CbQYmF7cijyu2M7vbcMLKXWbZTtdAHPZJ35in4RvhBHI+At6YR0h613bwJns0mceaKB/C9eW3nKLuzoEdw0dAkmqiZFharc9q30hoYhj6+YAKtJWJAFrUtC2UMu4hEwzy9ofBcAB8+LS2kmTElciNum3uy7eyWYCswnKXbeEuYIzJhW9iTRPAk64cZTnOGh+zrXhtQkzZrnGtKWoMmkL3VDB2tau3Q2KTyU05NJAv24Keyxggn71H/i80r4XGzSejpL/ymk5SMeez50u1TyPgMe6cQOkb0BRBo040UR/x6Se7AEDapzoEO6I/tcX/KJQb0e+IiayjwHoEctp4RyaxroGme8R7H75TfrvhdrvB+ztsP4JA4esVsR24f30FaI47rhOBri7VJaSt3J2TYzx3CFu4U6qH0UcAzwLO3RQhegLoPsLzr/sdzIxpcrjEv8lRBOZAWIUuzxTKALo3zxdTZeE9mXNgmggEj6/bH/z+5fB1+6PPJx/rp62mzjl8fHzger3i4+ND20ugXcZ0slVn4LCX/yMTRpb818LbOim6JUe9k62pW8+Q3oSFLeG8koi9e2Uw9RHGtvJf+3zptX/f4d2/tOHa+rYGTO4FoGfJnufhiBzdf3mkPEvf8jn0ChNqWm5GwvmO8t3K6lp5dvqOal+W5LuWv1eQM99vRuN/y7wfG4TgpgmX6xXX/3zg+p//YLqE7dsn2cL9LT9e3gD9LW/ZIa/eyXt2R+0t20RwFMfBT3l0+yqYTCuPLXy1AEgAUqLo6RKnCBNkWRIDP9KW0kmf8G/a4rddAnNIVLqbsWKbfAPoyjBLSGZ/y6A2Z79nsdYVKACMKkMpZnVK6XYtfM50swC6AOjK/3p2RJ4nYhN7bnRKoKwYtrfpdQaaU1wNF0hAUn4Gsm0mzjO0hP9ZfBJkplMB5tlC8HyAQ/0oIJRBSynoOdC1UFYhrwXo0e08LdVSGnRSXklgdmH7cxdAoIJYZpMRC1KARtVRYvYCBlnhOXsX6abJ94bGFJMjkDrE6RG29I3pgJ+rSwR4hnc+bi1cDpJH+5pykUF0iV2aI0oAkwzctYqXeUsbsCUAACAASURBVJbBV5snFNKgdfzOEnDUbF7pBbgKQNVjhOmwg+CUdhGQYMk5OH9RfWiagntOED21PFZPgqxAT2UO4ZvlRXljzPOxVSaD2wjm1bAC0V3mKhWGeZtAsxiTXhmoLx9LkazNoDmK32U+2t8Sl9T5Mp/FHhRtKMe4JT5ZO5YFWJ936WlhJ5q1HoJb+lN7+l9L8LxcMbBl5cKofqPgvHSzF6LbtmUUmq7RsaXL5+cnfv/+Hb9p/pWaECKF4FNcHc7scb99ArjjeiFM8ZviUmyJgttJV5wjwnSWqildMsizy7kpB+fTBOcmTM7h7j3ud4/7/Y7LNMF7j2lyAaJfHKbY3oQqI6vR46Qr5vCtc4Hw7MHqJq1Wt0CdiAC+B4AODyIXAT7rt9KZE0S/XC74v//7PwDhfJqm6kBUWRZGoMHoarlWWVoD4Zeg/JKsTV/Nf89ea+M/W2q2fCS8fNb7bqusjcJz66en/5r27zu9+6+F5yJrn3VL/ra66/nf8wzq+V3zHLTuvkuZALY/v7fKK9mmlVejdf67A7DvUFb36Pjs9B0J0b97WXtVOdKu3zGPXqGO2HPbT3HTFFag//MPPv79J8HzaQo7ig0NpL/lO8sboL/lLRvl1Tt3Is9+CL1lhyg0AhQmynU5jb/ZuAeQVk8ircS1z/UEDxJIYcTv5Y48+wWIme/+ZdBOIRTqwFAAqE2J4UYWatj7WZo1vQ2wUvymaJd0rerT/KTKaRwYLKmR0TXpbjqupfPoPn1+vFghbVzPbVERn1bjziCj8ar6LEF0Z4Chi0RKv+1TDI6aY9bWlO1OkSec2TeVOwXNJpxUvtOAPZDHl63AgV01j8xtOfkj2cvP02DyoCZl+ZVkkpuAKdk/1D8XtkaXmsE2YAMkRV8Y3QRCC6QVyB1RJgFgD5DzRaFOBVRLJ3EFns9X9UvKbfXVuuVc3OrdqeaaR2pvOc3zL7ebGEx0i14IuT0YBsin/LfxxUZHrRfumbDNwf7maJ0UZ2o7g3qkK88FpmuUQNje/ZJ2DXCM9P14doALjjUcNhMfOLXBeZti28Ospc5l9mwXV6ZeuFCP4RDLTkh4agqKNsFes+GyiU/yQ/U1Ni1WnucTeziVg8Z13WVBy4tA9DLxFjrK1vrBC8nnLiil2dqP4wVpW6nI85as6U8d1e9agudWrzNWLiyB/CW/oxB9Kd6lSQItv2vFe4/b7Yb//e9/+O9//4vPz0/9lnlo+gKsnlxY8U3EADyIPa4XgNnp6u0wfyd8nzysEKew6hwcyih8avpi/aMIzQNAvwRwLgB9crjfPb7uYfX5dAtw/5KtQHexrpr2kFP77uOzTrdq1+eirDzPj2FXkjvuXx73r094ZtzvjLsPfxaie4auOq99M703gWJERiDjGv9bQMVIvGVZ3doWrC3zz3rXa00W2AMQt8ijbLDU3q6F52W4W+9/J3k08HuG3Wqgak3/oTdJaIv8pPJzpJSwpLz2CjI6afEtj5PvXJ+OhOhveV3ZksdHP3e2yrPqVy1OrS9EcJPDdL3i+s8/YQV6XHk+TXEHwodr/JZHyxugv2WTbH0hOEvKjsDRnYJe+mqdkCX7HG2vpY7Q6OqjV+lMHTGgtTb8NfIQO8UBT+8BN4NbBYQygEp5Kcmqyhz+yHn4XLIQtOgHVKx+lOtz3SwcCeDR6ieeSgqWn+dpmjsjlG7ztKb0suqfcUnlXHYyQZGiWeKo+jP5LZXi3CESkCmDUuc0Dy+Hu7kvBjK4VROuAPQMBktWxPSH8/mkgrBCN66eJQKRB7OLQCpOsFCj6Oj8DJBm90WM7dVqMrBeAFRNq42DJa6U93HdWwKMRblXI0fjq51n8Fx090btte1EyDt2MUGyWJwI7FxE4tYCrRw1FYJrZcLqRmp/hYc1d7bIaxthnbGJt3xehQC0KktELkWo9VBVrZTjwq5iAWaZ3COVl5AB2tIsGlB5v/LSA51eYOqflnSprMEdy20yQcUyJPoJaDdZROzUGRPBAyAOoJwQ6oy2w2I/A62zxioh3pTDnM45c5H9o+eSOjWnfLudXZi/4SR+F3UuyoId2NZgy7YlRmiKjYgngO8eLN+qjzupoPPXvA9z1PM8r0NxTA8a/d1agc6sJpf6MlrTuy/WD5Ij4lrqA41A+63xjKwQtICqDGe0P9sL33uvf2W4n5+f+Pz8g5s5kosrz+PgCXsK+6+ziyvRZVV5aAu8D6u3Jx+K3/US4Pl1cnCO49PKg+AiTI/PXVAB0KcCoE9w5HGdvvDpCG4ikId+T122cCfdJUbaUkCflswRjvuop1yneAznCtKjG+/vaeX53UeInkB8sGtoXj4//+Dzzwf+fHzM4ISFi6+w3eFeaLl2xevaCSCtlTBHSm8V8JK+S+/Ha+Ws9+UtE3dq1y30HXn/r+mwpw1bW972ykh521oG9oa9Jpw94Y/43/rMHIUEW+2wdpynp8+Wcnv2eOGWvswa/z9ZWv3ZI8McKW89/0vhrdX36LZiqb23z42RNmLLc2rPBL0lfUbCOPP956fXz0e0j2fwkaP0PLPsHPXOau8RAc5NuFwvuMZvoE/OwU3hk1vuRTjKW86VN0B/y4+RRw9i1gY1njmj75EzuZ8hf9NsSeY00BmGWWcuZgP+AtnSqkBSEGIh+gyouznGm3XoMHcTmEYEJPJd4xg/xfs5iDKB6SH7kaVMtyzPWK2FqDCQRdyFwWIBR3IOUKaPbs1cxB0oWKFwppuB3lzonhmIkt5kwKP+k+7LTU2PSetMGsVfbcIWoscwrJ4xLk1/tszXrHAlilBTVszGb3l7p+Ums0FSwmRpzz5yyWxLr/ZIGUNZ8Dk4m60SkHyG5H8CErlGsZyaspNNOEiZkdu4TEJtNoXavIPkTDJsELrlNqA6k9jBxl+U80ydVsc/3pNpBhlbzGtiU18i0c3cYgAwK95t+1P4l3RU1aPWj5o6Iy9tMQ/IfM6hHnOjTqXcpqxMx6tZOxsP3sPfPYju0YHTOklx2/cE0UO8c2iR65M1UaY+58WTq+dSTCjWA+fCd9o5flcZjkCe4/fa40NA9TN9m/iv/Ya9TJjKoLe1KjPulwn+fgkTe5xL7iwUZ47PEGmzOD+HbcdMNGU5L+ur+W1tWKuVCb4vy5qJlHsGF7b0J/esmjoSDu6Ro8NqQUFZYX673fD5+QnvfewbBbf3ry98/vmD+/0GAsfV5hS3U5fz/E+uTVPaBSF2yeAIYQW6I0wTMLlQEm37rs8qciCKAJ0m/Q562KI9QHRC+C65bAfPFFi+bBN/mVyaJGU6Gqn6RIDuBZLLqvSg7+w76C7UEc9hK/a7B+7O4zLZVehe4frkAL7f8OfPLxABfy4XBfNAWMF/vV71bw1EPwo0jYRhVxCvXQlTrq5dWz9rdd+GceQKoR48f4assfUZg+tL7W4tb2s2HAHpI7ocLWesLjtrpdgRcMzm0SNhzJr6VNNtbX08sv5uifvovsdbzpUz4HkrnrJvvLZfe6Y+a/ztje+s8v7otk2k1a95lb7EW4K88vh5T7c9Zfq09FJcgX654Ppxxcf1qu9pLu7c+ZqWfsuR8gbob3mInD3j9FEPhlaH85nwvATnR8wofFWxafspaWoJ+wDzwtd8O6JwDAY8xBtiI4HlJFuEUgCijkCe9D5cBHlFmQIigMg6yzkEscCWVS8DhAz8mJVQnp3EMEgvsQ7wxlFeO5go8RlYnXFuua76pHBTEi3JnoOWuYZJB/GdryRNgTdbP3VvoRiXkeiZT55mWjEbwGVok0xo0KBs+iWPspDSamDdrcDHlejUAeglyCtCrek9OITY8JDvPqDha9IonmfI16hq9J2B87pmGZIr876qK+d/BgpWm68a4bO3CHFlIdvkmggjuSnDThUywXOCbiXeFGvfrOyo4SCrx9uP+CJ/yl9UvV0NJm85rK2LyEkA1UKgRgmaGT5tdZ63C5V4PYPvob74O8Exgx2D4jfi2XmELcIpg9oyuUeOtv2QOpjaMfnkgNkhgU3epIZS9U7NP4GnCc6XEJ0Bjkdb38uCyBxAuH6yw+s27WGVeWY2OGb46wX+6647PcB8HoFZPkkgE37qED2jkJC6U+STPovyvDM5N5PqxK5GUVnTdz1qFcjW/uQSYOvFO9K3WjMQONJHr004GLFhCanW2p2Z8fX1hV+/fuk3zl1cYU6OwN7j9vkJf/8K3ymfCFPcni9A7FC3XKyf8k30S/wOueXB4X4E3FM4OgL0MxrSThGB4MwxrEAPMF3iDkcYqD+50C8I31VP31pPH1ux7Uqq2wGQUzx6Bejhu+gBmqfvoMet3Dn6YcZ9cvBmC/d7XM1/9z6G/4XPP79xv3+BaEKaFArd2v3ff//VrQ9H823P/TVx9EDco2TNhJ2ajOhbgt/RSUBn22FE9zN1GIHoI+5q4dbCGXG7VtaU11q7vnZl3NH1Y3SyzLMXL9Rky8rzLfq/Wpof0V/6G6Q31nh0uCP39soeiL42npasjX+LPVr9416/4ih5tf4J8Frt01Z5ZjvVinvt+90Rz8gzy1dvwugW6U0K3d2vAuk72fV6xTV+sorie2Bt99G3/Dx5A/S3/Ah5xEtUq0Nk43+01AZAf0KHZURe7YX5SBGIIHBB2RXkxNAzLvwgXGNi3cZTV5zLORPIxQDk27hIYVUHh9hsP23ghq5M1PhjOWSJS70DCj3LBJvIrVjAzBEiCUgr/TACdTKAUIOQb+GC4spbAVmiV/Q0qJZJkDoItkkdJ8V3WkarKCdlLBs014i42e2zYErLgGkbwAmm2fQrdyo6rgbyyYpZ3c7dTsywHfSGlosrhtuJ6vuruKbsd96JrbUUnBs8wbimVJBcL3+5cd6LgShLi8ZIEZ6XCeFKJFlcRj/DgiXc1K5ULZSFQAzkFTrVzaG0lXGR/dl56eCyHC2VKYZOvmk+IpKFSX83G6cUbnYajRmhG9/vYACeJxB7gB3YR4hu6lQTWtjfFH9LW+x9+mOji9XDgORk0hCG895A9AlwHLZ1nxiOXazf6XvtkkhpS8KW7Hf4qAMEpsunI4w3B8b9ny/4+12Bu07wqfxVITqkT2MmBHHSK/udZVXxTNBcLso9Ge/5w9Xk8XMGTvb0bY6C6CJLgxqjNir1aQ1srBkwqq0Otv3gVpzMjNvtht+/f+O///0vbrdPXT3g4vfrvA9ll8ABjl8cLtOEy+UC50xDGu9P8fvkl0sMh0JVCqA9rMp2LhxJ4DkFGB60cgC5CM8dwucVwrldgT5NDowpgfLYd3NOIH343rqL6ZUjS18PAsPvYF1lTmlrduYE0Tls3x6aGxfC0O+7h+3aBZ7f/R13T7jfI4S/3/Dn6wv+N5nqmr6RzsyYpgn//PPPQOlZV85aMjJgvvQetWcl+tFi33u3xF97Do1MkHkF8PUIHUYnKYyEY4+1e2V4R6VvJP9tfL1xlNEJGY8qH2uedY9chb535fkZ8RwV9ivl/0+VvROntoZ7tqzRfYs+IxOuzox/bX97jb81OjwqL3u/t04we0uSI9qBvRO0SnkURD8Lnh8hRGEXrcvlgsv1iuvHNS2QiPG+S/zPlzdAf0tVlmZJP3NmOLDciK+Z5X2GPPoFovbgecRsz5oeZdxr/D063r3xnSUxJxU4hM2dlcwKycoBUTn4nFiK3hdqwM6BvIeDA1wAPaRhz+t6DiZNfBqRBR8hYrvSNTkzAGRQNBZOEL0gzbnaSkfib0lYCUvspQo7m9mu+jOWu5gRdlWzgNByhXdyEP+xQTN3453plTk1q9BrLsX0FPVlMVU98SlvI8TTDyUv1bHCVqsB+nLZ6HBW44AyUw8Ovw/eNxrUyjLFelCCv1kUtgK3pesiI4E1KSdmzAcTScKQF4BKGPbUTqpRHRYlprXBye20ATb/zqDoJjF2bqbROh+Mj5OOzD4AKbWNtbE3k1AABmn7oO0EmQk3Fp7HtiwH6GyiNw2ZPAclxfKIIAfPHFaGOxd2Hoir0MmHFenkHIjCB4ylPLCEyaxb1Gd6CEwv9PGOIjy/p/sLfy24rveH8qZ86I2J6SlhpD7OYt05KHY0NLFhlnpsGQBp9R/XgsTa+VKctb782gmzzGGLcXk+/vnzJ3yj+/MTt9snbrdbANKBcscmIvS7yMnq8gmX64TrJa6YNn0d54DLNGG6uLgKPQJ0AqYI0J1jPeqEIenVEQEo4fkEgejy7fPpMsUV6MBlcnBT0I0ZaTt5ilvJR3juSOztYtvkQhXxADtZUR6/B+/iSnJG+nNhl5EA3oNuAtYDdAemCM7vnnB3wNfd4wuxvbj7sEqdJR9CW3/7vOLz84o/f65gZt0e3zm36n3zrAG9Xtn6bgPCZw+qn7HKpwy/N9GnfP9bW36W3LT8tOLfk/Yj7Fbaa2157bkfAatby1ttDKPV/rdk7bNqb9moxbdWh7Xja68itQkY5fWj4nh2nWrJ1jLSc7vWzV57b6kbPVlb/1v95zNg80heHFVeehOnWnXnqDjPDGO0jPbGpEVGysp3aQ9FRiYZjciefttZfOQZkzNEznhP7sXTcRHfs9KuZLoMY2R86S0/Qt4A/S3fVh4907X1Ulp2yB4Nq+2xNaO89/st30XM4D4DaSVo6cxCreiHOf8ss/eAc+C4SjLAM6A2by4D0yZ8NuczNVsEveWnJaz/5OeUHeI5KXea6d74neLh2c0mdOXiJMIdIpM/sPWR597i7gCVL9nPGVDFXo3X3aC3sFBJQWGr7Nhrp+ytWD56fEl0yrwdAs9rIS+I1o+z2uEtYXNZCOKZfpk83uLcz2KwG9pxLe+iR3m0cS+EP/oyqP8s6WWjPeIZJW1REf2sDSnsv6ArsZ1AFP2xB3zMV5LvzVOs60EBheexvU0r02Okeozu5XktAFCBtDWR6ZfA5CZLvyVuqwwGMYNkVbyC8/A5D0R4RbbRZ5h4LTiPW7DLPs/RfeDdCfQHv7Jle3Rr/9I+0fP7kh9q394zhKs/bS2b5eHcl7bne2V0kKLVj1zbp2wNTtV+r4XPLfejKxJ7v3uDjCVIaR1L/yVIs988D989/4Pfv3/HLdoJ18uk269Pk4vP0PS5gimuQL9eIkCfwoRD6W8QIW7xHrZ6dy6C87hdu6MAz4l8mheTlI1VPgL0CM3T31QA9PA98ctlwiWummeOAzpkIDqF7d0nSp9l4Kg1M4DJQcC4Zwfv77j7oJ/3Hh4C0eMK8jghjQE4JniKEJ2AOwWbkSc4T3DOwzmPyTGmyeN+N6vbPcM5wPsv/PnzGwDw8XHD9XrFx8cHrterThJolZleGWvB1jWDlmvct6RXrvfI1kHonpvaYHdLRtNzxPu5DaN1vgd8j977jrIVTNTqywgMro2P9ED4qO698t4qB61xmqU0rJVy7GWkHp0Fmo+W1sSAlpwxHtdr119B1ui31N/qTRA6opw82nZHle014RwFpbeWtS2TBvbYqTXm+wzZMmmrfB95S5Da82+tfda8443Ko8D1UeXhXBZD+q+M39i9DEfHxd7yfeUN0N+yS5790Hv0C0gPUFs5onNUk9Levd9vcP4TpMwrnp9GYloDAQmSVZgDezDHD10K0OWcO86LL5t/7bXijwFQ/D5y5oezcHKRzlNSfwa1zDXpqmTcyYZG5e+FutiA6Hq7prbNDkaE6Ml3qmshHzjzlwhP2kqd66apRF3etfkrybATItK1XHKo2LERI34WoNRJcoJhFn03wljb9nBxvkhgzSlhHUTfolsjbFsVpE6xuSH1I01zmKvAZWC1ePa05aK/OarNrL4dmcGxruPuz6RWEeeux1WRR3JKlalCWXrb9dBKPgUmZLZ8HzwYg4pjVMI2Wlox7THcY6MnswHW4cIsizQ3SVJuBpp9fE54H9pCgeZEEaCH3+RcYZ+YLvn+uk9pTN8wL4wVYbsck5viUxPxTyE6J4iehyv3YZ4FnQzi8pkkhqJ0yikLsmiG2pn10gPktd/ltaMgur3eC7MWdwuiW3eteHv95CUYtgTPl+Lx3uPz8xO/f//Gr1+/8Bm/b36/fwXI7CazRXvc5tzf4T3FuYak27NfrhMu0wSi+A30eHSEsFqdzDfPDUAHeRAcCD6Wu2TL/NMOcdV5hOdEk65ykBXoDE7An8LOFi7uHCF/9nvooV2IEF0aCG0twu4UPjZRHow7ubBbBUzVBEXgnpo3IgeK/R5PwU7eE5x3cM7DTx4X78IW73fWIwD4e/hG+tftC58fN/z7778AoGldkhrcGbm2FGbtnWpNGD0QInGM+F3jb1RGIE9Ptg7i7pFygtFR768te7bCf4T9j5Ct9lpb7lt17UiIbvVqPY96aWj5t9fL+2snkiw9k3oTes4d4N8vW+r7Gv+9MjEyUWhtfGtlLRSs9YV6+T1SfvfKkWGOgP0j82TPmOVIvVrq/27VfeQZuyZtW/sMj5atkx3k96PTcsZElaPk6PH7rX3YM2Wpf3EURD9cdEgnvW/pLX2ne8tPlzdAf8tmeaUH9zNk5IF25AvS2s5268H7Sp2Et4zIQj1TkFJxF6Fw4s8+XgoDtQwO38L1HOCoJQsLcS6qG+lO2tKYCwdzj3nZLEFRLL/GBVH6bb2uhucaJc89SxiwmrOmr+2dM58s9igCJROU3QK+qt5YKkLQwuOKNNTOMw+92BmymNfAc066tc3XLzOt+KrXmhFU9I0GXgPeV0k/7PbdOLlEIXpRN6q2OuF5qwVWNI022xBfv/iUFbL8mdWscJsbjtcqw4BMCghbJFfCs/Yubd+M3rZHHNup+MFghP0w+J5WmyNzHbdyJ7ule/RHsRWmfHIFGwCdiokZ3IOpm2zCjb8RfwfzUIJo8hIoq9EtQJf2VYF2guEK1KuD1mYFeiRwzMW3zCvQvPV79uzg4tjIl/Ju+hQKZ1c1C2O9LKejbekztQbSWy/cR8meQaye9CC6DW9pooANr3Ysz1vhL8FJey4r0P/3v/+lb54Txe+SBzh+vUxhVfdlAgG43wn3+xfunuGI9J64k5Xek4DrWLKIZMv2CNEpAOaoSdAt/qv9F6IA10l2gIgA3YXj5CI8v0yYLpcI0Ke42t3BcVp9LvBc/i7xGjPBA7F8S3sT6rpjj/s96H5H2KHCgxSis/iLf7oCnSisUicKn23w4dMQE4ct82Vr+Lt3YVv3O+HuPL7uDH//wu32hbsHrh83AFj8Jvoo0GtBq5YcNZC6Js6arC3XZTwjg44tN2e9Hx41ELpU95f8bnV7NOQ8ExTU6sAoaF4bfhlWK7696V0Cqfa8hNpLsjRhpTehqxZfaxJP7dhK20+Sre3RCFgZAexHyFETHZYmWpxRPs6E53Jtqa93BFDvTTpoxTsa35ljtL37f/N47CukeaQ8v4LUxu9H61CrnXmFNL6CDseIGVOxV35M+t7SkjdAf8u3kGcOMtZkTSf3VR5YI/Kqnboj9dk743NLmPv1LztBK3zoi5kAgnRdYYiglWq4shVxeb/imO1JCc7j9Voci3yz/tJEmNu2DErTld3g+SnV9K2p0EhDU5LNC0soPFdk0wh3NDqBcOnfeT+uap95IM0yVrwOz+4zjyDPhfqy5LdizzxsSume5X0t/Dk0W6XPkgsBiPFPXUev7XQgJdc4WrYvzU+lba/GQ8VxnczLWM/gtRJYxDlrZxb8lC8vvejKS2y3Yjew1paflszaFJq3dyDMJiVoWxMJGsVCEEGXVGO2SsT2WwpDKhOcYmLZEr4yQUPVCiAt2YzCynNfAHSySeTseZGBbhu2qivbt6cj1G39jyvhN91GC7A1gf3ryrryfTQ8qf3eO8h4hI5H9VOrs/EbUKoFWo4YCPf+HoAuh9Xnn59/8HX7xNftE/evG9wlrO6+TBRWc5vV4wQAE4FoiluSx+3bpwjZpym41++Ox2qsEJ3NNu7pm+ehZjsACban1ecOhAmQbdvj1u2O8tXn0+TgfVx9LvH7Ygt3l1agC+j3HHtyCtApKiBtDsPHbeR9bI484rfLASSALpsWxYkDHNLvmeEdwLJVu3xf3Tu4uDW8I+CLACKP25cP31v3jK8vwtdNvkf/GScBuOy4RXrwo1f2WjL63rdnkH90koC99oz2Yk98I0D3TB3XwNWlsnNW/EfE84gwz5wQsCXuEkRaAHFmmRqZ3PGoctPyNxL/0XVxFKKvDXNPfGtlSb+1/bcReP5IOQJyj4a3tw6uzd9HlIcz8+3VxmKBsTHvPXKUPbeEc+RkvyNltI9a89f7DWxP86PK5tnj62vDD+968T8q3nk10F0qveUbyBugv2WzPPPF6W+ULTO7Rx6ef5N8u/K6jWfNxMJz7YRZcA4bjwx6h3M9cm31Hnf0K8FXz61RlBKE0vySgXjjNAxAz6+jcNNTJ7tVgjOj0vx3ZZCho0gNT1Ll2DJPlz92dKhhx25QGfxAzsYqnchtRfO8OqiAkRiIALFMZbus9CH6Hq1qV2Q1LBVl3gJRhbuM7N6w2LJQZGi9bsztNSTD3lolcLj0F9d5diW/YCBxdB+KRLxujavwnPPJLRpoZ9Cu8odswDY3UADaqXymMoBUZhmQFasq9vnPOUSX/NXFrrEO5DYyvwXeI27vrvkfB4LziFPcYiPmZL+yTYyr0+1RVp/rUf/MFu/Fdu9QTA5Az9jECeO20KGQpfaKCBEKpqQeNXC8tErnFWRNf34ERoyks1xZ1BskasH4Wjzee3x93fB1u+H29YXPzz+4ff4B8x2XCXAUtmq/Tg6XyxRXkQNgj/tX+MQBEWGaJlwvF0zOxRXoF1xcAtcTCXRPW7mHIweIjnAkEmAeQXkcdEl9mLACPawIDyDdOflz8fvq4c9NhOme6yBbuCtEV5CevsOu8DwCdMR4tW/lXID28dM74fvnEYZDmsdw3THBM8UV6ATvAOcpbgUf2jPnw/fTibw2fSG90PSHFfw+fEoCd3zd/uB//yN83b5wuV5xvV5xvV5ANA2X0QbhHwAAIABJREFUO1suelBr6X2qVd5ESl2eBUFqq9q2yjPapt4q32fa9zuOb1ib1ey1FjzZYy/ONWGeYdPeRBnrpidHti1r5JUWWHyHCRuvusijlNGy0XIzWv8eJbX0vIpue+XIyaO9vkarj9EL76dIra9v5dmTSI6WV+w//KTy9FxJLzQysqSydazuLd9O3gD9LbvkFR8SP1l6A44tt++HZpBaB+072Ea4V1148TmdnufRLacVfAESpe3Fi5gVns/xrw1f4AdDP/ZsOxFrm4eB9kQGn+Vc48q0r4VduVDypLhatHTarGfFiY23hq6ouJaFRZ3kU+1nHuk8zVy3Q80t0Vz34lq4lAbo1kP0854VWr8jnEwQPblZYqF2M/WRcjigFcoSEeodxy2646QUGRSq2mejHspHBRZHWEuN8FRVJbBlcBU/nMPobnM6K0mV3/M2qC9UnBn/WnaNG23GingssDXlOtRHCYWLemYLFs30n8eeG4jMce7GwupM0TyJ9n7UW3XUNr3TInFoIcJqVAbgwvPB9jMgZdPqU+oXj8L7DTwP30xnKDxH+m3/SnCerqHibm6L3Ez9OlOWlVYbt1d64PzIVVdHSQ1YWSkBzRF9zDVgYxzqhC3b//z5jT+/f+MWV52z/8IUV5zL984vk4v1PJQtf/cg5xSWX64XXKZL+J74ZFZ+UwTU5ihbwgdEHTY/pwjRdYt1AdokW78HqB7amQDRCU7huXOTAnQ3ESbncJ8COJ9oDs1FB0dIEJ2kGlGMJ/7FdouJIjhnwF3C1uvscReAHqtfgOcRjDPpN8/DNu4A+bga3UeQ7n2YlAKZLACQD0fnGJMjXLysgL/jdvuD+/2O2/UL//nPf0AI27o7l5eH0bJTuqsBgF54a+HhM+H5Xh1GJ7yMhD+6yqlnvxoU7Q2yn9E+fsfxjRowH03DnvK/JY61tu25H4HoR8XVin9LHM8sY3viHUnvWfBczls6nL1CdoscufLzUdKbZPbTFuccCdFtmCPuete+o4y2DVsh+nex0yv1H76LzURexW4tIYpjPDroYsYl3vJXyBugv2W3vNJD4m+S3izoNzzPpdUxe6XZ3zVZeA0cflaHweE0SByuQSF6wiQSb8I7AtFnwHQk+o3NAouCqoWcGCgVAVmOpHiZ42kkJUQTaJav+uXSkRGrVy3OEgna3y0dqxDdgjtDgalwU3klq8KkmbsaKC8wU+2FeRtEP14sPGeOsLNukEXR9HRnM2zSMsOjsqNDALNU3Oe8P75WD+3XlwCPUfkWg1XR2Cz96JpxCKLPS9eRUrYBM3heLQqcn7MFvZL9acJByDMYm+b2IVIslcHxzD7Rj9QsQlp9Pt+JQPSyuppUFPDaZlsxLDFLuW0rQ5EggBzUdkQx6lbbUeiYnUbaphCd0wp0A8cRt3WXVegK2Cug3K5Cz+1SS6c03PUyblI+v0MI2+BXfW6XtQC45f+R0urXH9FnWlrV21sJPGJD7xlftxt+//6N//1//8XX7TNCa+DiApQViD5dAp29f33h637H1/0Ox2HL9mma8M/1A5fLJUFpEjgNDXMiwjSFLdPDanYpw5AqFcD2JNuqy7fOZet2WR3uENoHp/BcVqC7iRSiX+4Sl8NEYSW4I4pbxsvK87QCXQd7OLQ6kFXotrWiYAdigkcA444Zd/YK0QM8NyvQFaLH76AT4CMgJx9X8sft2+XPETA5Ctu3TwzvCXfPwfa3O77un7hcvhSef3D7m+gjq057q8xb15bKV0uXR8qzVp5vfd9f8td6NxuZpHBm+/hdxzdeEZ7X4hz1e+TEjb3xSFxbn4WvMObwneG5vfYKtuzJnvLxCmkbWTX9CnoeIUeXp3LCwZ5JHz9Ras/47/is7ckr9B++W9l6tr2WRMbEEd+rZGgNOHjI8C0vLW+A/paqnD3Ad/QL/6Mb3GfHX8p3e0CWsteee9I/0ml+dv5mslkXA4IqdzchrhIyz08aQp1faKTRQDEDq6ohN+FK7Za84Myj7qVC427A88wdtcG5pCl/SZ3HnYpobVV1aU/je6Fsz+6WA2l1V/0wsuBIoeRav+KidCOflJZtrNNLigXSxr28qA3FN5Ae7O0oJ3iuEF3vzM9qP3uyqjUsjVIz0mL7ajwJeLV+uCz9aVBBbicbpDXPzRzrqlObWFImcEAYqOzjHspyrc7zvNzlwDy/lvmRMLPJCIG+MVs/pe7RUmLfVj7NCmthVwYAH5aROlmlmkNqMUO9HSt2urAQXFagR3g+h+Tzv2w1egTps9XoVrHyr7DPYmWlkNUyo3yWYwv+j+5/Pbo/t6b/tXWl3Ug4vUHG8tr9fgczw3ufBinjvdvtE5+3T9w+/+jq88vkcLkECH1RkJ2qDFFcwc1htfflMuHjOuHj44LL5YKEnNkA9BDGZP7cFL9ybsojRcDu4ip2AeeO5PveAZxnAH1Kq8+d/gl0R7byXLaSl75PWPWO0DeJoD9kRILmElf5hA95QLgTQOxBnnDnlCZGgOjexy3ePVQnnRQQrznv0zbv0VZhxTph8hRWqjPj6yuseMc97ADwBeB2u+J2u+Lz84+2H6mZI2OT/jfSy9XnvQnHW2VkZewe2ft+dHR6R2D40W1YK74W+D3ynW0vmD1qfKS1+rPl7mh4PjKZYaStbwG51Ndpy0hZXgJ+e8cX9kwYqOmyZP8Ruy/Fs8Z/zf1oGT4DhvUWPmyZULNk37X5fVQ61+q9Nbyz28bvLLZstcrY2rZ/70r0M8cft7SPR74P7X1WvYKM5teZE4+PjGevHP2+vHby5dnpZxmH8B7s7+D4LirjEy/FC95ymrwB+lve8kPlWQ/RM+J95EzjZ3c+rAjD0R+z1X7L/pMEKEJhpBNCdmXgU67NwVA7fIKADTNazMv+RoXsmdF3i1TVyV72UUl8TydgCZ43/dXuF51ESjfyayagzrBx5VploGGuxIKWpfP5as1qCBEOluvVl2Oj7FAO9it0tHHUXmYipKTobpykUyojRV4rTBwu5wJGswS11ZCXdyR4GeBIoVdFtL00QFZ2C6gpbLktFbYekqyhknRyJba64VOpsGXDlBfK831MpD1brjASPwG6+79pcuYi5YzNDPoMspti1vAvgXM8F1av99gEpkcbWILD9s6KoYtOsHnYEm5KJqVPXiiEq9XrAMwtQEeE4uG54VGF7Wzil5fVGJq1SN1GRdoGKqjmM6OYzvIWK7ZvtHaV1NZBpRpcuN/vuN1u+ne/37VLQwTc71/4/PMH/v4VwPIUV4gLaKZQLj17wIc8Dyu9J+AKXC4T/vn4wD8fV3xcJ0yTPD9C+ZVV1AGap23SnWNM8s3z2KEghC3iBX6n7duh7ZNCdAp/jgJADyvPpwTaKbSLxAwHYALhQg5MDo5Dg8P+Dn93oX2aCCAni8tTvVSQ7gB2Wo+DHjIhgcInGRzrRLXwJ1u2M+5e9InpRAD6AZoz2DmF5Ozu8OzAfIf3PqxA9x53z0BczR52ogBADPZfuP35jf8x4KbfkIlZzIBzDh8fH7her/j4+MA0TYvl7xkrgWwdeVTcI3Ed8T61B6LbiTKjUHhUp1H9joir16adGXfPtlviLcNbKh8l9HjE+/l7UPq5UkLrHjTqlY+jJit9l9XnP7ncvrr9HyFrnl9HP+/2ylk6bKmbI3VlC5h/tryKHt9dXqotZYb3d9y/7rh/3vD1+Ql4MxZuxk3e8nPlDdDf8pYXkzUDjTPo9uRO2ZnxP+KF6dn2S2JAA7j41u2OYA2E061nIjyXazlMEWLSirTQS4DF3t5DOWgu/0bSUQeB5gW+pcCSagoZkw4ZultmcQtSsa+9q1S2EgF1f66O+6iS3gqnvK6fJR+Ov2GA2YQCyiA3KgM52X1ZLdukm2W0BbwVPxzggayGrxesInxOfrsGaOrVq4tFVJWqW/LEejQjJaOigxJVAzm54rqAzYRklvBb/BvlhSmvmLASwpqXmZb+ogfFgipQlRq+ZLX47LkUAXjIYlnlWZEIhDJ43lYvJqO4semF0vQXONiZquHY1e+SngSX5/lh6paJajbBisx27rKUtYDpGVS3ddiEN9e4B9HbYquITiLBWL/qzFWIryC1Ab8aRO9Jb0XayMrh2m9mxu12w69fv/Dr1y/cv76kGxOfoR73+xf8/QsEjnAc2ZbmiBM77vdw/zKFleaX6YLrZcL1esHHdcL1Gr55DiYte46AaQIuE4Ut4eW758RwcnSIQNklvZCXMSCfwEjkQBRXnk8Rok/hGnOCF8F//O46OXhECM4Mf2d4B+g31YlBLvsoT4zbgVgwfNIoxeHDD8/Qz9pE5T0Ddwqr3O/EIE8xreH76I4ownLAuwDGWeA5E7z3YXX63cPRXftl0tJ4Bth/4fMTuH19AXABwsf6f7lc8O+//wIALpdLF6AfNfC2dhXZWXosxWHl7FXitTSVK/3PbPdGJt9sGZRfsxruTIjeC2MUYo7KCEQvw5e/UudlqbmpPNEraTh6wsWe8Nbm8TP7AGv0bK3qHoXo9lj2o/a0Cb2VwK/av+q1L498Jhwdz6va+1HSe+71pNevfaQ8YsLTkXHsnaj7DHklXX6CvApEZ2bw3cN/feF+u+H+55bGJfT4bC3fcra8Afpb3vJCsmXA4xEDFa8if0s6ATR5wBqvmURCRMRxsDaUHRIIQokWZTxIqXMauNXrQAIe3cjXSaWUR52ocDVunOUOjQF/QL6dMsZYa09mkxNioLM6nw2wY+ZH1uWOxjo/XeO/FWwthxqiA/5pw/Ll/JoZKsVbAu14vdzOPVupoDqzAb2YwdyuNqW7WB4l3nay6mnJv6c9l6aFOhMGyhDsN7xrq3Hnyd9TMmI7QZSD1yJ6RlG3iOLi9bz+mZoYzimVnCEtlRgNpinCcybOV6A3JKhc+U5rrXy2Q1CbVFNGFmsV+bUTnsupIHGy1wk5zI4OWOEbUk2u2onTn9ZFDjCvAsnZp++h5/A8hKXnnbKeHbn43XAu+ssEjXCNsnakJ6Mv9N+5z9IC5lvh+VqgVYvHe68A/b///S9un58RjKfV4ERh23H5bvlkvgsu5dtz6lM653C9XvGfj39wvV5wvYQt3y+XAIY5rjBgz3DEuEwTrhPCtvAU2zR4EAfgHFamEyaaDLCPtkBe3iCg3X73/BIg+jQF4u99mGsi9SMi8ADQycHFCSlMAaLzZQrPW+KwsD3aUjaJh6waZ5e1MYSwetzWam2vg6rw2g75mBoXIDtLGxpWxAdoHp/HuIdzuLB64+7xRXfQHYBODgjW+boz7vcv3L6+cL8D97hdPDPDe8bHxweAAM//+af9jfRyBfjWAbhXGLRbI89a8V7W9967aZknPdC0B8ItQe698syV7i3Zqk8PorfgeQu27pUeLD1Szt6J4ah49shRE4haEL1WNspzkVda9foKcmb7UfbXjornO9r5SKn1a3sTS2ryTBu+cv7Vyul3hOdvOUdeAaKH95AA0L9kBbo867z0i56q4lseIG+A/panyN4H+N4XyqM7EFu2q7FyxEz1I8PfO+BwdPrKsJbCPyN/jxyEWfRTxlVnrOn27IINygw+IYGPbICUZBi3AkN6LMJey3QuHffTO2PIJUdaMvFC8ZoPxrTd1uLaU5xKEF4OSGlZqOlU06VCavVb0VX3nSutdC2Ut3mQdgBewmC9N687nQK7Jo7iflPPomxmUwj2DgASzeE0278yfEPvJIiYpw2Xek6zq6XDZHO9wkv5Vx/cbss8/uyKDp7JTzPYYFKQlROSlqdfDrTtzyOco2dxs6reSuuIvMIrsJ5r2FyZnJ31yloWmv62bUKAYGV+LkDI7l20zfz/s/embXKDutboErg6+zz3///S856ddJVB94MQCIzHcg2dlJJqTxgEiMFaErDNJCeTFw1sCmIpJSpYW50g6/8MApaFodO9DLiXMNqGclgL6lfRl7ATNjdPP46P5ffMce5V/u7xmFx6vwUct8YzNx+bi+fIPDKmJb9jjPj+/sb39zeu1yuu12+Mt6uA1Y7ACTUfvIPzhME5s/94AdBjAIJRdpBz8N6nZcEHWZ7d617naaURJsAlsH1wuHiPy+Bkj/G0hDpiBBHgnUs/SuUAIIPoBJADQcBxIg9yPgHo8lMPdOfVZT7xqu2Lyl7oYkeVlDocARD8AAwR4gmejWRKO5I905PXOwAxNxAeKVLiSw0tU11QCc+I8Jzy5ZCWYKcEoCt47sBwqYylj2eWfdGBkJuyc4BjhnecPNQZAREcWYD2wHkp+BglL9frFd/f37hcLsL9yp7oS96ma4bLa2GPGpNspaN9y72GAzaevfzM1UHv/Xu+n5eA9zPi79FS/Gd8655RX2vfq3PPe4BQ77met8YN2/irrlIc6/O/Tkw7w5+ri8hcvBkgda/h39rznmFFKwutgcU7AYa99vtMUKZN793kp6W9/O0ZT4/Ev5eeZSSjtNdIdC89yyjlUfRM/e0jyubRxl17y2Pv/OzVAPS70W4ZYUYMAeE2Yvz+xvjnT9ZZLBkWfujvog+A/qHT6R0mzD+VHm0t/6/SGeV6j2XkK6gGKvReDebmk6WxXrSz5Vgl0CY6i8ygVnYsoVstYLOPJhy0WMuOeY1Rix3ipwbP6/3brVI9hzl1zrVvues98W56YuVlToY6pGUybVsb66AxGFE0ryqNHguVeHKr5evfSy+K9x3BrsUt3PbkvtyazU0GDwvEqF7azHo+k4+K14Uyo1Y+Z7J3gCx4nkW8kf1stKMIzZb6Nd0V2YIGOgsLcCm31Xyl9KkkMnkll1GnPq1pQ6cD4s5DG4tE2Wd0T5WshzX5rOS0joASIFh7l1MpH1JP9CTvZCKccMLdc7YnFejNJV6YD1EF1kuL6MRb4ikrp8xTHiOzNBXjmtb7ca8SYy/tUbo9w9vqHqXyEli5FfxqwfPr9Zr3PBcA/TdiuMERMHgH73VfcgHKh+an3tzOS12Pt4jbyBhjLMaDRLLcOaW+3IDWzhEceRD5FKeA55fBJw/1AI4OHIPsUZ6AdnKypHlpM9rfCRgNBdPT/ufCg7xH4j6vhZU9ycWtHvnHEPCcOQhAHQHnAT8QhiEmHqJsaU4AkYDqjuQHkBk2CTF5tXP6SXMre7TLIkYJTHcRFAkOToBxBnSPdWISMxx20p8kAJ3JybLvxCAI4G//yYoBhOgBTt7tCqCHKMvjhzDi+/sPAOB2u+FyueQ90S2IPucZtkfJuCXsmnHK1rgeRc/4VlkCzdt7jwD299Kj+9Ez+9A5b98lo4Sl79UtIKl9Zwk4P06ljUpekAxtNK+ADuLlusxT9+u9z2l7ZwKuPeO1R6a3Nc7e85689WTSxnEmr1vL4Ui7fjWI/mhq57PPpp8OKPXmtM+Yh2+hM/n46fVk6dV1s/QdtIc+9ftexMzgMSBcrxj//MH1MhTVQ9LbxU85//X0AdA/dCrNfdw9I70evXoAPUKP4HmvRf0j0nhHuucjq/fB+xDr9qMvNpZwrCBH1j5sSdxoKjp5m91rvM9Qk2gPMGrBliUQtcfP8o02C/Z6IgqT8pnyU73fvFuDUmYJesN+Bl7zDcPz4YqfAQBPoflYu08auWlhtpYq+4xq/NiEgk7SKpWalHI5XPWSOUxQ2Jn4LZgI6NYIqvzrMGaguZqmdgJNq9L2mwBB6rS6bslUILoJ2Tb/6UmfwaW+jatDCp7A/wRQdpdFz8DSQvoT9lQRpLcsaKp9clq+HgATS/1sSALZpICnd019V6WaRcK+yVWZUH5QgN6yEkhhrJWFnaPTvnBULykNCB5nmwxVCPqC1rpUxj6q2nu6ocYjaD3R2TxPYatKTfeZOy1kLv25vdSnmXm1suwVyrt7FEA9Rfsazc2f7JLtv3//xvV6RQw3hHATEHggDAk4906WVb94wmUgDLrMupdl0QfvEBn4RgDHgABK/UP6p0A1aa8tPIkHuxPwfPC4eCfHwcOBEYNDjIQYZMzTJdwdJSCdnHiLu+J5zgW6Lz81LnLqAZ6MO1yRS+WPSPo3BdBDDIghIHICzy8OY2CQZ8QEmEdiOIpgp8uv2y5eeIgQ3uTo0tzRpf3cfXonpl+a26Rl2xVE133WGQk8T8u3y7gQ4ByDXARSPJp/LQlHsr88kXiox0gIQZakBwmA/ufPH9xuI67Xa7UnunPqTV/L4xYQfQ9w3r63FPe7AOfP4uNMg6JH9nNHPCKXDH+Wwq4ZYB/xjF0DQZeox9sScD7H4zGq31PwnLJBjwXUS5jN3wIz/J5FW+pmzahmD2+PAtF7fC2lOScfa/KfjWafNIf6KSC60iMMA47OEbcag21Jf+7eT9UXbhmXXjHWn/E9cDbfz/5mOguwPpPOBL6XjKy29h8fOoGYEcOI8XrF7c8f3AY/0WV8APS/nz4A+odOo2d3zo+yRP3QfvopZXzGB9KSB9XZH2BnlKpgDYmnClC0ATrnW+PP4MZWbmjmek8cG+62N5rrJZbnxbnwOwHjUXKSAcEE8NTgeQGwCvCq9w8CUS3/90dxXnoKoqfjXBvp18cOZdkMeE7TxyjoprmpyrlNe6Q3tZ0R1bYxFbi7UVVhIg/2dQWf9cdl8fOMVW5pLi3/ZA7VbeoXc/vuQppVzg14noFRBcqNIm2bQq2TaIqTgeKNrw+IUrb1OQHVeS+f8kfLeFInlPjWtmzKgnt/UzpSV8l0wgDAVTdQATv7lMOF/SMtfrlCqf6T7x4b3ebfYthy43LXjCu5v7DPQagEoG1/a4xaoCy3VX10TME9TWL7+1uV8a0X2DNA9LPeX1K6zylbiWiy5/n1+p32Nk9e1G7qcX4ZCF8DBEQfCMOQAPTBI0SAIxBGxo1iHnYVlCaSPkOabfKQdgkwv3h8XXzyQBdAngDEMCIEQiACOBbwPAHoznk47+GdT+VgAHROi6tzEVvKm7kj9zv6g3qm6+tghBgxjgHjOMJHye8welwCwwXpDyNF8ZZ3OhYrIJ28w8EJ6E7guXqggwHyAFw6EogCKOWPHQAW73QJrZ0kGQC9jGUMAgUF4AOQzReQz/Oe9mC4KJ7nRASKjBgFQB/HETEi74nuvd+0J3orY0vnewDDnpfkuyktX2GgPffOnFfpu5XZWbSm4J/zGrfl9CyQbwlIP2J00ITu3rNGqOpxTsbQz767JblXytFP0YlYWpK/lqx8bAXRz+Dt0fL/bBB9b7pHQPTe+RHaUzZrffpP1c32DPGA9xiz3rFMXwGi/4u01jbfQT7/FmJmxDEgXG+4/f6Da9oXzGqydaupD/299AHQP9SlvVbG7wie27BbJzuvGnzPLt/zrMS3p3d0Ur+HnpGPe9M64jWwmlb7uI2+xQ3YeJ+3aSEpYqvXa8BuX87nEKmtdXx/3zEpjoXyydRhsVRD21/sYKZbeNR5WACzo7DUHE3rkJszKiDsmmw9gKZtxBoSaBi937zbi3BDBYknX9LiZ1AfJb+5LFoA1XipNqD8fGIzl4ordAHrRiAnCgcTKgPqhfXZ5HtGAIuFur/fW4JhKaFTbZ+zlagtlybhvqxTxlaZal/vKirqlCKZtoESeTYyyFbgycvdLIGcVL+WjSmwO3lkAdG+Ypiy1cQcGUC5R71IG2Vk1TNZ0NOkINfrtcjNr8PQahx1bCgNoAOiZ3AOSG18pT/oPt4/8inNjd9ryuc9NDfHOktB1QLd98zpt3g+7lGGM6c958KI2+2Kcbxh8ATndbl2V8BzJ+D5ZQC+LskLfXACoCcvdArA4GPepzz3EMyQJdCDQMjJOzoQwUdCiFGOwaXnZSuDGCLCyIhB5l0uJozbAS4yvGc4ZrC3xjIlf/pTzwUXylLuEEwekTkB/yNiDABkL3PnkAFn2145GQrEUPrgiAjnAHYO7GWfciIGxyjxM4M55P3GC1CS9k2P0tgCAyECIVJ6T9peBMTowHSDGUBPvxAZKRoIYw7iie5AJMYHWkIOafn8kPIaGWNg8BjT/ugBRAKoyzL2J8wnnwg09N5d4qP37TAHfC3Fs5We+W3/DnWncWzVEZxVzku87KUj4M4emZ3rvx/zfT79BpjSNr6f4Z24Je57weBHgrw9g4kj6S21k7WwLZ2tz1pqH+9uzLPFUPNs+e4Z/pw1rz3KzxnpzvUHa/GvGT8dBTPPqLdn9HH30ru1qXfj52w641vuzDJ6dXnf/82cvpfCiHC7IVyvsDo95o8H+r9AHwD9Q5voHS3bPvR8WvpY/ttk5OhHydwH2KPKxsIJChz0hm5S8G6OD8u3QXIogY2TOA3AyRmQJBNPD/h6QBls/ODtcmJw7R7EPSXqBFJQdeGDSVX0FiFr0eK7J1wM6D7cCiBOQ+Q/3AKFT6YpiNAByyuw2Xorm3fXys0gCgTZ17nIKpD3LbcY6wyQWZF9N/PR1CkK4FgDlMg+d4sfKFwOWle6FPwS3Nc+W4QGO7I8fbPqZVYowyIN4JzAJtI9hmmdt0Wiuvx77NOeuLXtmLhslziJXowDtDayx1SOq3jcSwScGar6GitoS0K3WlBcnbW8tlfaZ+c2Rf1w5byE4w5Yv78eS1nk99p+UBhFary1GC4J/8L1o79r2/a81zN9rj8g04628nDkuU1ndixdmOs9zPCQkPfGZvU4HxqvcwXQPeHiXTrKfuXkPHTPcQKDSAD1YZBlxkX0IsbbCHCEeGdHWfY8ABwY4RZx8w7DcMPgHAbv4ZMHOkcB3mNQYFv6OfFCd3AuCDDsZCl0ZPBdBFvAcQXQueyfrgA6I4cZbwHj7QqOAZ6Ai3cg9nAAPAmYfvEDPCXv7wDIyCHlG4kRHSE6IDgGyGUAPcaIyGk/dchRij8ZFMhGD3lPcvmJTEQQIhMYAQwHxgjOe58j/RLgHqIA3qSGAmk/dbOcvq4MIYsBcMLZk9d8kUZ455KX/56VTaay13qX7fmm6Snhl94/4sW71m9sNUbZmq4Fks/+fmm9Vue8WJ9lvL/GR8vPHhBuLr1VaG/2AAAgAElEQVQl8P1VQN5WY7A5+T4uJ2a1Ihwfp4+U/Vl0tM/Z8n6vXTxSJuaMI3r3lgwCtubvCE9rYffSWtt/NK3lb48O6iz5npsP7pW/R8vrPfSI/uDM/B6Ja23usWYE8M60xuOeuvwJ+QXOn3/tTfOnyMYa2T7+cJmm7x2OEYhRjuk+AETwxwP9H6APgP6hzfROAOkepcSH1ulIeT7e8vyxtDXPe5RpS0qPR7SfKjUFuc0xh8jYh1X+KCJhvS2avOeTos5sn/PM1fTeA2RkTemU2ZhRCuU/5nqWOuhcdZd6jw0vBkSfi/6M7ssqoVqWK71zAv86mV5Q4yw+XaWJoQBVj+ZeaaG8ip3F9KbnYl8gfLACdDSNaB1E5/JuArbn05f2VhaqTb/KIEDiZNZWmX4tiMulFtZwRFq4rvmbXNQJ6vkqzfQ3QAGMEnje8iYndkzZkl6/7mZCYqnEpnLWgLaL8SaDlbY+bT7VYCQDwgfaUdt3tEp8WEmayakqxJKAqwkApUetRNZjljHMoaqr2UhtgZJpCrZvKO2qYIzNu1qUllpeZq63snxESdieP/P9e2ivQu1c8GT+/QLgAeQgALpdrj2B6BdXjgKeOwze4ZI8z0EuyZik4SjtaX7x4AiIF3bAON7AUYy5nHpdOyBQxM0hLclOGJyA595JvBwjmOUnq6JTBaKTK9ftD5B93sXjW5QxCp5bAF3GbBbP6+sIxADvBEB38PCEtG844eI9PDmkFeozGKprDbkEnru0t7rsoR4TgC6+5Gl3dajxmSzsrnJJeXyKjASeI3uWy70E+ucl3CnlQ3tNbfwe4rLv4DgtGZ9CAAwHIJIA6bKyfRkkmRneu7xk/l7wfK88bn2nBeKXwm1JqwV3jijA9wDiWV6e8J1n87Y1vb0A8xbebZ7nytset8Y5x8MWL85n6jTWxpwW8D9THjTJe7K7p6zOMG6x7W2LUdpc+nO87JXps2WlZ+CxZmBxtmHdo+Jp6dXgudJZ+Tujfc4Zhc1db4nv0Q4lR+kngehb+4olY5YlEH0uvkfS0fTukadXt/U5eoe8bJlfLhkAbqFnYwhLc6tdRhfy4QFEAdE5hBSfPJXvoHgGyx96Y/oA6B/aRe8Eovfob7GSehdqy3Puw9JaH7+jfBxVyth7a/nbovg4s3xs7Dktq/ixnqDmjBTUoRIPmfDzyKEBMDSCHJEFPCwQUnPwUJoDzztk85+zuthttHnQsuw8Y57NcgbRF9O5p/9qYLMWUeuFb1Go1eqaByE3UZKPqYitxJmNPg4l2j9lgFsvZkPbQPT+6woRzBkoKFhZf4QQuhGyyo5tr/VxhruNJbYQiicnG2OrFc4VgN5Np4l/M/OdNtMUe6NmnNzps5Ti7TVvasJAwSCTWsc4IveTbS+waUzolH/FDOe/bZ/fTScB+uLxWQt65nwSvnBesO523FvLh5UOPWvqkABrnDLbL9ruq9NmlvjaKs33zim3KhlagKanGNo7d1gLvyW+R8yp9ythOQHagPOAZ126XQD07Hmuv+yBLnuUey9e5ky677gsC+69w2WQPbWJAI4B4caIRNAtyB1ZOWQAnPc11yXg84LjJh8ZPIfdv1w6JkcAkcthAAXQQ1a8OAOgE6nSpihvYhRvdE8ADR7eAdETYnAAQcB9ckAU0Fo8xmPyjIggJ/vHk4tgA6CHBKDrjDDPI3Xql9qjlKNL58jgeWQgsKQVELOXuoDoaoDj4N2Q9oQfQI5BnLzQmSClxlVPEUlSiwwxduBkbMYM72RlAnLHQM32+2UvuKbx9K7XwLE9/G5ph3Pt6R5A/GxFZy8/LX9bv9O29k1r316atm4D0OOnNXrZkmb7/ajnS3nak69H0JYxa68ByBK9Crzc8z2+BjjtpXvB87k4H1WGW4C1dwZIt1DbPwI/Mx9KzwCFj4Do/xI9Sye9JZ098vBMXfo94PlhEPQvwgmeAZ7bZz052isvvfnOK/uGXekzoMbSHIIB0Dl9CzHCxwP9r6cPgP6h3TTXeb4LvRMvj6StyhQNu6QQ2jJgns3bPfSqOm6V3Ep7lB+98p58tK3w0fN2nU2T5E9W4C6lcXe1JVCmAzotXYO44Wdn/W4Ez6UojFpWsa5Fb9M+CDX9Wz/fQ5NkV5DbXSnMIkw2dSMXDb5oy2k2iVn5taCbBcja8aONcTnBFaysYzTShOfyWD3ST+uyCBMZmSpf068xCtB9tdtcpFgAtO2kl3hNTBvkpS2fyeOlwukDnWpcUtoc6X+AbBrcJGgqZyO/GwS0DnPW8GHzWEVsjmSfNXzsYqXXQW3ZkXw/KZeF245MpgCKKxKZ9zi9zG3dmndnf1Q30IkRw2xHXWegul5Dz1da1cr8aC/NzalasHwrWPdoOluZNufJYIGUDGbFiPF2QwwBBAFLKYPnZe/ziyNZVj0B4z7tj+7UQzyBrZFj8jgHhkGWDxebN5X0BNY7yvuL68oxzDo0M7xjeIcMtLP2f5yg5dS9C0gOiNDF3P854rLkOIBIEUwFvBbPd+EhDxUo/acA2Q4EJ+UVXV6CHUjpOgHpGUCMlH4x2TkWwJmh+5nLnubCAdX9dGrPNYBO+dwC6BGMkMH0iMjyXPZxR+JPl2KPGarXOWr2JkfJd0xlrwB6qQ8pRzAjBlnanoiq/O+dk/WMVo4CQ0ttfWubasH9s2iL0nCtn5oLs+f5UVoDXvfW1Vw8a/xvBcS3evcdSW/P+1vi2wr2HxuLzOyvw+pZIOaW8n6G4n5vGmcZ7B2Nb6l9P0IeHq0vukeefrJBAFDL3lZjzjNprQ2eUa57x6M1Ovr+1v5m7t1Xg4hn0TPycE8dvxo8f4fx/R76G2T0bsr6Df0WKSt8MQP8AdD/evoA6B/60AvoEROl3kfCmvW7VUDs9Ub6GwfRLQqqZ+Z7Crd0wsywa/esLeiEXppzfZ+r0wnco6C9zhtmYPwVbnv8SsKbgL5efBvD1YBeurf+VhuBeZ/aEBtiWwitSFSuBN6t+J1yQ835imz3rk8T9w3AV5eLJeounL4tuizgCfSgUgU5yAS420G0IB9U44XKjOwDzxlUybp/5XEvNzOB7EoI6/HwQj+kcWREpwpp+5o2rb40cH2u9XOUBBlLuTX8advKx8LcCeqccqwakO1V+2l12xu177cpTXvqKfV7dBV4BtKS7qmsmGVv4nTMHXRCyuU1rtpLej3Z6ygkls43dWXaIjjLkxq3KG8TqSFzZ19XN0NbRlyTzB2yOfdua/TYzre2eqyerZB7tCeTJY4Rt/GG8XZLxyvG2zdiGOFJvKsn+5w7AdO9E+CcHIFJJDFw8vBmAYm1W7kMwCWBteJRLu/rMu2yf7mA4YU5BjmCd172QHde8qKeqwpgJ/DWOZckSjwWZKzhAvJmgN2l8igNKkPZVJaAt6B77l9ZPNLV4EDaG0G93Bnq4R6LZ0QyLCAnXuQheacHVQIlrtkOjNpfFL0R8v7mcOmcECFe6AKeS5wxildGjEAIjDAyxsAI4w0hRhAzHMfUlk35O20PyPutU4hp+cSkqCIgxhHX7z9gBi7XGy6XC4bLgMtwgfN+KmMbQO2tBi1HaKsBdPsNd6+nT884YC5NG+bdvvfO9Fre8k1bG0DOU69+9vbHz/T+exUPbdRL9blebmnecIKxyqNoi+H8h15PrazM9blLDim9ON+NjraJpXf2jp+vLpdn6zNbj+k5fs4wgpmL/2+hubL6m/L4k+gIqH+/Id6LSb/X8ncbGwX5Z2z/2+kDoH/oQ4aeaQF4VlrtZH+JFpWWOz7ul65/OvUMDF6ZxyWV/mJ1GzSGFInLiFwnEZse23S5PMjzgmOTg4nSJMVDOeF9kTVwW6ZeNJTQlsUkKuClBsCo/rMbaKPqhBYqz1bGTJhu4l04rnOvH+cmMO9uWkO29iV4wiclFBQEn5FnlQ1FY3ulWu8FXlBAAc/BBjyHtl0bw5LsTFiprusmVl/NqIOq5j+R4W6CCoA28XYSqKWBm2N6gZvreWb7jyxIXNWHBZWRxGBBgT6fZD8ctTewT2BzGc8BrZ1UW8U9mvrWZdEzLwUUA1EC3rgC0Ut1pNhMv8s2DjLJ8HQuUoPo1PnZJZubutH7xFUBT3oTas4PdhCPGu+XFPxzYdcArzmaA+DX3jmSVpvmVprz2IksXud/vv/g+88fhPEKjgHgMS3j7mTpdufS3ufiea7e6LqcN0j8m5FA3BAExCVKe6dfHIaLw2WQOC66Z7prAXTKsivAtxPwfBgweA+CeHbHEMQDnBneubzMO4jzHungADXYohS/nuchgWUvdE577BGlJdm97LvuyFXjgwD3nHjQvfdcBvyYkcHz7IHuXPJAd2BK4DQ472EuP2mbCdqqAHRZEj4tJQ+C7FTuAXgwFECXOENkjEHSDyHieg3482fE7983/BlHMTqIkh8HgEiNGRycl3KJsaRJIiS5n4kMxDDiysDtNmK4fOE///kPfuE/YuDg3G6ZXHt2VKF91HvoiFHMklH1Ulprxj1n01z/t9UT6+zvtDl+lp7b+3rU5eCP8vBqgPVeHqbvTsvNBllKag+IPp/+fbR3xYYPYH4fPRtw7YHnLR9zc5afSPcaY83FeeTZq+iZ+t41AF35OWvMuCdvP02+31G2Hk2vqqOz0n12nZ01p0ojgFxYED3rxnmbju5DP5o+APqHPtTQTwTRNS57VGo9F97VI+kd6dkWqkepnTTXYBdljC7f6pyVyGC8wYsnUnpU/2WFpvZPFiz8beGSTaW8AJ73KCu20AJPHXsAgimA8p6+2BWDFQZyLBZ4JCqTrHxcjmcthfnr9hlP7mx9+366A9nKdABA7gVIgHVBz7dFvSXBKYi+BIQaXrIHevE0LEW2sewWKrTXxmaLajapzhsE21pK/oGm0UyBewPJmhi0nyFzvVypHfVs9VQBYmRrgqqza1Fe8+Y8/91Q1NZ94s7KW8v3pIOm9E6bVr03cMWX9l2dvjVf2S0dTOfHCdTTVRA4lZGWl4LlrPxoH5ySykZXZOqz6aeXSfKr+7ETm2MFsPfy3kSzuw1vHnnupj2eE/fOP2w6a3O/Oa/JJf7W0txKNp/MAvLebjd8//mD//73/xDGKwYHeIeyZLt3GfRW0HzIy7YTSByrZYFw5gzejiHCecLFeVwuDv/5D+HXl8fXxeHXRY4X79Ly7QVAlyXBpU/2zmMYBvn5CwhACAFhHBFCADgB3k72XycwYgzgGBAjGQBd93YXngV0l+cxBIQxIAaRTPGmHjAMAqLr2CBlzYghgeOBU1uVvoNS21XwXABvzgB6WqMeEdJu5YgEilPV6qQ9a3lGhCB7pjMTQAMIA0ADdEn3kAD5MUq5j2PAGCJ+/7nifykijozr7xsQAgAHYjEOcCRlMQxiNCAAeuGfADEuSAD6bYwIMeB2GxEC4IcrwAznPL4uX5j6n99PR5Rx9yjv2u+4e9Pd2kbP/m5cS6t3vkQ9b9F7097yfG86j/gGfwad66laxtn6sfZZy+lsBdHzVQdQuleBvsTD2hj6oe10bCWC49S2zTnwfA7U/yme5y1tbRM/DVB9Z9oCoh+lM8aYn1LXbV5/Qns7i35KHb0bnQ+iK1hudLn2+kN/LX0A9A+dQkc+Jh8Z/73p3Ut7rFS3THbWLJl7k/32g/2eD/i9/N0bH7Cvzh4xIb1HcX2+94DGZcG4BUWB3EznPTBnGrsqIwtcwfbtho+563SX27QaeZ15rw8M9QJSpYFRo4H5OOez30IzLQsZ4DRxTJZiby4LgFQOVFsmZP5LvZVJ19rH+PRxCwA1bXzC7j0fV5rebPSLstZ7YUdLXw2xJWfUXnBbVmvp1OGn+W8uqXgXUjrJHlYz9ZTsXmr8fU3IZx9tgh6P0175apVQm6JuP5Ln62ipp1OA2DTE+o1qfOyAmovXVOShBdEVCDae3KvU6bym6SfBUBm2BgK5P7FvNx93rPyaG6Zs2PRZnCLj6oZ9i823Yw2wL+czlYsKfFs2ZH9tQxCQ3Qbp9J4bGUFXeM5WzOwBitaAdUu9Ocsehf8eHvbQ2vsxRoTkvR1CwPX6jev1G7fbN8bbFTHc4AYBzN3E4xyy7/kg+54PXryzdWft7CmtYG+MgCM4OHgXcRkcvr4Yvy7A14Xx68K4eM7guSf1RndpP3UBdQevALrAsyEAwbNgwczJY1xAdAHQI2KgBkCntBc68tLz3jmAGWGMCJ4QRmnhlwthuBAuBkB3VMo2hij7oKcl3KUPkBYhRgllKXvm5KGfDA04dRcRZf9zMZRxua2Xti/7yIcgS7GPUZZtF4MvB4IHw2Xvc9kHnTAGwjgAYwAIDuHqMF4Jt/+oDAAc5AgST3SdmDKk2cuy+JyNApjFc16NLphFfhiM6+2C4fqNYRgQmeXd9Dsqp4/6jtz6PXSGcnwPEHwW4DvXX7XGPWek1esD93gCL4Fke0H0nvHSOyj5z+7Pn6lf4TSPqlko4/sR0PyR/B/x2n12P3Sv/umZ/L7SKKGX9nnGJes0l+9Hz8/u1a892tDsXv3js/ov64G+ZaWKZxmD9Z7vHSO3xn0GrRkW7+2v3g2Mfnb/fqS9rcnHHnoVPnMKqZKDeUbn8qG/lT4A+ocmtAf8/VvpkZbsZ1E7iViy2N2ioHiHD3tL54PQx9M/ovw4j/+e4gkZCNIkqAIWDABEzfUk7gawSJP8WaW7prL3o6g59mk7tNs1GjiRqCm7u+K32Ll+QFkP0AppmjNK4EppxNWJAnOFd2ZO1X9eyfTAc71j0yny0wL759IhGTizS1lKkHqPa1lSwC+D+KQA7zQOzuGOs6dpTXoDZqwaPRxM8574CXVBFGMgoPW0nuvh5mmnbObugOyt+lx5bMHzfM6we4nbdt/yr5IyHXuofse2/wXZkGYSc5JVbAQQp5VLlK9q3GgKoioQidy0fgC8aXjQ8qxLNA9oRW5yZG0DoOqwlJDk7z5F4Nl01DhPj3Pzi3b8PgJQPRPwUY/z6/WK6/WK2/WK2+0PwjgKwGyWZheQGfAeGDzMOckS54MDiMBBPKTHyIihKC8JEQ4ERzF5lkeRKmZwJIRA4gmty687B2YHdlJ+yWFb9gpnWTKdIAB2CAJUF4VKlFXNocu7j4hhBBDzsvDsUAxStEGzeIyHtCc5AXCRQYFBFHM7VRAdKanIAEeVizKvUI/xyMEsK53aeaQMoJtd1wFykGXZnbbobGQZE1AdksGDAuiQkpVyQTJcSOfMEcQRHhFfLuI/X0D8/zwcXfDny+F6JdxuwPVKxVueI8agXv8ue+kTadxsAHRk4x0mQgwB399/ECPj8vWFy+WCy+WCr6+vRRD9EdR+g70qjl6cj06v7XeOKua30L1eoEt9ZA+Q32oI9ZPB83vltblrnmv8cp/S3HfbBNfO3cqRaF4f8oj2o/ECeEjcZ9G78rVEr+Z5qxHilvc/9G+Rld0j3v3vIDtHQPRn8t0zlHo2D0fp1X3bGfQ35OEeKjrwBjxnbc//btn8K/QB0D9UUftB+E93kH/JpHlNefqOPCutWRo+I/1Xvr80CFsQ3dxtAHW5NxetqCEU3Ep7NOk9Rh/0mpsbrPUVBt9poasWmJrluw1B657ns8x0w1Jz0y7LvMrOMnECza2OiLkBdZbLsC1itmda7yCwKpJOBc/1g7Dcs7EzFOCvFUr7JpL7Afe6jXXAtTb6/sV+2iIYHZEmgoCGROUISJ3Z5bMpefVBltGVUBFrIOBC0hXmOaEVkPtuSdoIok/bYoaSUYPousz43no8ZtRB5m+PuwKw6wNdfr9oirm1iKhAb8MTm/fRN6io4rDZapdw18fa12QDHrIlawx8NJ4pS9NSKHktCZkPyLUPSbImEoTihd7wkVNdaN+9KiVTPJ2y6bJkDSAeSPeA5/Z6K4h+hLaA9WcQM+N2u+HPnz/473//i/F2BfMIxAAi8Qb3XsFze84FSPckS34PsoR4iCMiM8ZRPKUJLCsVMCe/agXQQ5rvyPLqYSTAEzx7IP04zbXEXRtABNgxXGBEFyQPujx6TOXkRf4FtOcEoAfEEMCI4tWewXPbKbgEoAuAHGMEQUBlhAhQzEZWRLL8u5ShgOhcmrjcAFI8wRw5ty8GEoBuwHMQQB6AA6e18DNQzWWv9RBDBtABAmWPd4fI4hEeOYIRIVuTRDhiXHzE//wCHDl8DRf8+fL47++I37/TnupXRuCIGMRrnojwdRng3ADnHRzEWCDvwc71svUhAjGO+P5mfH/fMFwu+J//+R8AwDAMpwDoz/o27gF0Z7THXl+yNeze+Ns86PnWtLYo8i1gcU+/N/etPAeW7zVIb4G5OXqEfD3bM2wpvfKdqtcWRM+hNqRRXeV3ltrIWR6I76w7aekd9Xlr9fBsnuf6162GMu9Ie/vTD51P2XizM/ZtGa9e1Xb3gOjvoJ/9SW1zi5HFu+fnHceUp1FRrGS9OauOF/jg5/8AfQD0D31ogc5QQj6a2knMkid67913p3fh8V34sKQguh2tLYiZj/ZeBxghJHwLSBOCBNoY0Ivzn/rdWmPbJ/u4C6JTC/VuL+sO1nOQqDql5vo0MoBWAZl2vKhXnXlaBs+T0lm8sRj3Auk1eF7B9hWkKOJS7h7rP++pzQVpeCJ4PtHpATUg2omGsgc6MlCqzdbik+sQ4JSrSXpznM+A3Ftq44wmQpOzAuDJFRmsSUwLmHSf7D08zKDEc3z1ulM09ZeBVyp1bcsy3cven2bT8Co+WwVEuT+veUgCYfdUJ0BXMWi/4VSBY4GGPCSk92qRbhSbkwJpw6QQkct4sKuJ1XyXa1tHC+D5fKwdzHymBfUayYPozLnEVhB9jxf6nLflo5Ql6oH++/dv/N///R9ut28Meb9zyJLtvizZ7j1kT3R79LKM+zAMCAxgFO/n2wjEwPAkwLnL+46rJzrgSGQ2BmBkQDzOI9gx2Mvy6mAHuOSFTbLUuENU20NwAozzGMjpXSYAMYPnMY4AZI7Fil7DIYPnAIAEIKfl5wGAYgTIAUHy5cilfJTGLk0vjfsQNJ2RgOwYEDkgxCB8ChdQ3Lne85wAigB5gDyYKYPVGUBP+QkxgGMqn/STfkbSYw4ARTgPkGd4z3CO4b4IX4PH+B/Cr18Rzske8bdrwEgMDhHjGHEbAyitBnC5IC9fL3uiOwOgk+SVCEjv3cYbbiFiGC4AAO89fv36dbe8HmkHR8DvnkH7GSD6VsXz0TSWwPO1b9W96bRgxBlecb1+8oiH21Fg5F9QShu7wnzdrqq2bbY7iXn2nUeOYY/ycP9baU4f9S4genv9jvqfNfqJPP+LtLRyyrOMWOdoC4j+DvQufJxJP6Hf+afHOzZzFauQ5dYx6kN/I30A9H+czrIee3QH+soO+oxBbG8cRyyk91hcr9Gjl+ZZi+/s+t5afkvX98TdC39WmdaA+UyaC2DwBAukaZiFiO1hS9AJE9SyNgHTe9TU1WzsPUZ64Ekb38J1L/KVAujLSB9kahVLvQQyoN0ylcDrUqcJfGrTn+S35axTsWWmWN3XU+tJAjTW1q2st+zMpT8J06+HSW4e+c1xJO4aaU3AKJUj+nnOxCLjuay3MjV3e6nv2dA+tqRxjFRZsCEdgxsXUB3tiSGraAeK0UIanwEB4yF1US0Xv4nr3vUUoJ9e1eA/JRB+M0RcAc9Vg0Wxemp+mS0y54XXlmtte9yMNfZssrpGy0vzRpuNqiOxeaL21yrIUx5soIkOfcMINa0quf0A74BnKkbOSqvnLXE0Xs4grPy+v79l6fab/MJ4k6XYvYMjl5Znn3qhDx4YBkJatR1g9UpOe5/HIhNEuqd5At1dAnJJvNEF1JZ3icXr25F4lOsS57JCiCxrDk6As21Wqb0pyC7vMoAo56zLp0eJw4xVCmjH5DWuK0aoWEYGKIoXN5jAJCA6U6rfysit4UXj4gKbl38Qz3Ug54cTOC+2QCmf0QLoqVzabiVqOZS0wMm3ncX7H5zKPK0acElp3a6M6zfjzyXidpMl7LVOEMtS7WJgRHk598FFsHfJKMBJGUYGiMVgYBzBzLil7QG+v7/BXO+J3vOQXqJ7lYaPavtHvnO2hF+Ld4u39RLAeJZHcPv+kXrampdeemvvbeHl2bqOe8eHIzK3/E4PRAd630CU5wLTMHPefUdA2i3lc0+93atvOeP9Z/ZJS2lt6R/W0ljT5ewxYLpXd7cU7146Sxd5z/NX0NnjxVL4vfK6lXre2rY+yegC3o32lvda+LYcjuq7t9Aj5Pne/rkX3xYj6KP06O/NV8vta9PPH35G34K+Hu1DfxV9APQPASgd7E+weHpnaj1+esdHeB/1FBVtOD0+G7z+KXRE9u+ZuO9Kb0a5v0ydFxpUhBSQoIJN6G6WEsa8UOVVFRx3KBFR0n9ej7OVX1PgUyRpV1Kz4HmHn8qYgNbnYKWehN/czrNi/kjZNolWYD13ilDS5oJKouzBntLvgeg7+Umxtslic6VMQLUDtDG9Ij0alvKrtn1VotWpb2liCiTgEP9nty2avdhAWUaaSERIZlKygU27rArLVm7/Y33KC5LDdpJNEk928WgvyeR6XMrrpH9ONzb2kSIbjRc4oeSRTBPiJq9tthNIVdorm3ykuYDJW9kCpFFCkw1k3i3MZbhdDRCQ2GuNuqriyTrvHKkpCNsIpC+p89s24oVKWXqtzml9j2FMVebpDODhnRTdc+m0c5b2nqU5r7Je/Lrn+e12w/f3N77//EYMIzwBbnAYhuJ17h0wuLT3uSPjjS4/51xarn1EHGXZ73HkBJQSHHkMDrg4xkCMy4UxDATvAXK1CHJksNO2K4C5IwfnfPmlZc3zFhsJMef0o+zlXoYM6WIoH50jDN7BDy7vh1744Dw/co4AXREIulxgBCWweNZ4UPuKbFQn8wMxDFBvcxlUdDn03G+wAPxEJX6C5IeZxF+eHOAkTiYHRA8mD44OZRlmguyjHgAKAK2f8cMAACAASURBVAdwEM/+bD9Aso/9MACXC+HXL4cQhA9ZtV75l+sxMBxz7g+9T3u0c1qqnlmMK4JD9A5x8CCitKT7HwDA19cXvsy+6N77iYyveUgeBWePfl+ttb17w78z7QE9l+pnre+cA/z3xLGH5oCFe2mtbHr3j+TrfkOH/jnQ+/ScDuKc+4H5fG2lI21zTxk/k95lbvGqsrgnL88yjNoqbz3QdWu6bTn8RPC8Rz9NVvcakr0zmH4vHe1jXzE+PZPuNcpco78F23m3Oq1LNOlj3ozHDz2GPgD6hzL1BvW/ocN9Ns0pHNsJ8FllO2fNuBR2jt5tcHo0tbK+pDC5VyHVM6RYndRwc74qMiuAwuRc4aGiXFWvo818HaCMr5Cmq/GeIX/cPS0J74inAneOcNIyMJ+/XnHPgujUuVQlvYJ9fKR/mWq0ChBXwvAkeEb3QKzeqFTASY1vV5/HTXHVpZnBxK7ybCadGSBtEzWgYI9aKFLOLVBIldxrnQFNPbP+2GKgdSJbWdbzE4Ybai62RsntVQaESiSlF2g1qW1k+wCE9nzKWQ3gqswWjHdLRnsdTSMNPR6o5DtDTr2KYgYSeCVtrRzaYPWF/ErcM+yTzUPd55EC5mpkgLJ/cB7L9Bpq5ELb5I3Mse3sJm21vdHrMDvXK+LC5shaZhsby5meY6/0qNiaVnsdo3hL63yhZ8zZI7tk++/fv3G9fiOGESGMcA4gGPA8eSrLcu2UgPT0fCBcBgeQLNN+GwNuISDEshS5dwJQD45xcQ6DTwB68mR3lAAYVg9ns5+2wM0FRCcHn8D08hz5HWYW7JkSeG7697LtNiXgl+C9w+AdyBXZ59TnSxxp1QfTBXGM4t3uinhrm5TuKvUnrNu5yLVTpthVRiKshiqREVgHGwIopkQ4zQ8lTgdGJALBp3LzYCJEGsDRg+FRrGgEhGe4BNLLsvTgKIC817KQlQS+LoRfXw4hFPB8HBlR91aPco8RwVFK3zt5FpngOR11hQJ2yXOdEEPA9fsPxtuI69dXtSf6nHwvGYTMKcHXaKmdn922e9+f70R7ym9L2KUxf+17q/12br/ZHwXYPKo/3yubW/N4Pr/W21yp5kMBcg03HZfskF0P+o8G0Y+k8wx6hkPA2e9voSUgueXlGfm/p19Yk7def3Zmns6qrzMMT46kebY3/r3z+R4tjSF79LTv1r8coXvkZK6+t5TVnnrdYxx8Np0Fos8Z2bzrPHAr/ZQ28DO4/NC99AHQP1TRT+9g34naD+SeJenZ3uj30E8ZnM6i3iTrUZOMnrJkc3qbq2Uhji7WYBRGGSgqS0vPxpjzsF0B1IM9yPwTnUcDth4i7p5W945U7d53uDl2GbLgyULSNC2OCU5kMa6k7GaTxO7StOA5dzMzZSqBDqwebwpEWvneDKKzSa7PvXr6gbcAnIY2gGrdd1aIO+ctKJoB2fx84UPOti8FVQ42i9OH9J1FPuU7LZLukEDZFCgDV5rOMcbnjNjKcUF2qr6PZniYqQjtXxbbvUnKHqknDbY/SxGbxp27s6q5KAhmjpqVOZ4NaMwGcM8vEfK4MOHS9BUEyB7EJmOM+tyCfIWpptByp1cgwv4o0qFeUJ55plmozmuF/p65wL2eT+80957zfFoDqbZQjBHX6xW/f//G//7v/+J2u4rnuazaLvtdD7r/efE81+XbBVxXEF0A4esYMI4Rf64CoHvv4f1QwHbncPEJQB9i9kB3BoiWJlOWJydOS7/DwZGvvNDrdsBpiXMSr2xwBs9tkSSsNy8/7r2DHzwcIe3lHZPscZmSOduIOP2P4Ehgp37knMcWSn8zeJ6X0yAB0UHSRlE80CWo8J3rlBnigZ74YOS4Xc6MPGR2IAh4HtPy9kQO5CSOyASEAMHOI5iCeNYjla8DBm890IEQGGNg3EbGGJLcMGMMEY4dHKS9+FSBPorsBMdJRnQvdvFajzHgNo4I8Q8u1y8AAp7rnuhzgOaSkvsoiD5Ha57DW9PZZjz2HnRv+S2tlDGX1hyQ0TP++Yng+Vx6PWo9VJ9l4KH93FyUNRtmhat2tM7xtEZ7x3jda6jxzvTMOcUzwXM9P1ce+/3HUjpnAaxLff7S/XvS/ykyvET3zrd710cNFdZoybD0b+lvHk176vvIGLtmbPKTQPSWHqnffga9Wxug5jzL2z2Kug/9KPoA6B96KT1qYvoIS8J70j/7/TUr3Efn99UD8E+wlO6RnRzdX4Yz79PCs5kosoeRArDC4J38mWQUD+mlT51Aa0mvfXAsTWAyVmQSmSDUlMOClifPE1Ys+NzwY1RVaG500l76iJ8iQarcJjIhFHObct3jZkoGPOcqoFE2tPEmYDvtKo28xK3mre2bZ9Of3yagrQrRrZkP1FWgvgXsVp7PktZ1G4EahhgEhYywK8iowCTrGwWgbD1/K34qUTCyOoHuy6OubnFrE+dGiJrynkY9w6tGZURc5JTMQgIKDFMdWJ/MgZusz1VW6w9oe88qXJkVJNpSGNxkrUi5jaJZK6EYCOhB+5+qYqqd10saqjhOnqBt+6mb5IKiXI9GXtg+aM/Xb2cITsMoXrdJrNp086/JI3WeV/VAZsyzA8qOMZ4BUG06cJTO9mKa8yY4I24b5hmeSja+EALGccx7n38Nxct7yPucN8C5o/LMiQe39168mhHBEA/lEBniNR4BJ7Cxc2nP7YEwXCROWd7djJkO4FiWaXeuAOfkzFLu5Cb5ESCYoC7jzmnXrWM/gZ0DkZe9152Dc6a3J+2TONuOUNtIes3CztuSEQ6lxihDixOPdWbEBDzrwuw6qhCKt7tz0vxcGpu0bBxRWrIdYDZtjQgcBUCPcEDyQNdl7CX/jEgOybQAdrRzlOp2YHx9af0RxijgufcRaaEDMTIYI3xKxhMlvpzICjN8dIgOYK/dCIEREGNECAG32yig+jgihFDK80TF5Vnfn/d+B95LZ3xn3cPjlu9c+z3VghSrK2lt5OHs8n2E8cWW9LbQo5T3nbsViF7X02TGau7beKf3ttAagPVq/caZ9Az5epTXpN5/dH306n9PnvYCor33j7xzlPam9Wrwaql8zpCPR8xv99Aa/3vz/+r+657y3GJMsAUIniuzV5eNpbn5zbvNWR49Pt7bfz6f5jXMrRbiQ38vfQD0D1W0ZCX3U+gdOt8tQOm7le+zPuZ/CrUTtLlJ25YyW5KHdTngkm4ClDJegOrEvLGNplFQf+TvTURVCbtJboxi2CanCpAKNNkrgwdkNgEmc9OcgttxBgt7QFudba5xncoicSNZWWiAJCJqQEALFJkp23y2GmoD1qBfXS9kns/lqITTpZw5LedOkzD9VOtcGcDRWAEQYICG5EncgK1SvVyX54Rsno48X35T/1SeuwpKlFDlBYOI5HccgRTRSEvXbmNXyiSXNqNytt4sIjZ8G4c1isihyqGKv35U4fFaV1Op5ipPVMVQ4ql4mVid1/cr0oSskcOEuBSWKdsikg2ADJvvmb5U2aJSKHYnAtZXc8TUBGojNXntiuvMsupJDtmcT1jUc1ZpgpFBTuUqv7WW0m2O2kYMp0DpZ/MqAcVEoeSXALDNQxPv4t7pDWPTFinXT5qj9ZRCR7wh2rF4K3jee3fu2Vy6PbBqi3IzA8Ak4K1zCdjWJdaTR7rPwDkwaDiS5dXJcfIMFy9kTnLJMSCMAutePMMRp+XCHfwg4DwRJc/wtK+5A5zzGIaLeLB763kuy62rURhz3QYUzBUwO0JljlK/7uAzKE1J9ks8qTwSKF3Ph8i0CfEBl3IqRgcKuOe25FJsad4V0hgSmcr4jDLsOCKw8xjIpXHVZ8BcIndwcID4fgMpHua0Bzr0R8hbTSD7uJc4lNcsM0480Afg65c024iAW2B8XwUsH0nWxY8RaY96qXevhg0APAuAPkRNWYqQAQyREVwUgwVT/lvlu0dzHk5z3oTzBpjH5hiWWkB2zdP6mbTFE8yW/5zSu5c/fabknMvtydZtG66N+1nU8n2vgcHRtPX62dTWsc2ylAWQZ3obv6ubO3mOwXkLq/PL9aMreRwt9Z+99nKvE8lW45xXtM8tAOC76RHXaG68vAdEPkK9MWTPuPFserQRwTuQzd/W75+5ec6RMlkq459Wvo/ss14hb+805nL+uCjfflY/VXR8H/qb6QOgfyjTu00YjtC7dLAAJhP9pXJ95aDdTkTeqQyfTWvWjWsK4jUlkQ2z+QMPPXAmR2ruNijVJjKgSocfBbcmaR4SSwVEYLCldHEIPD8ip1ZjMwdIpcec8Z0CzDWgdhventi/m6gnD/ZeAvC5BSwt/wwwyT7k22gDfw32xMD0tUlyxTe3Ch7LVV+WbdRNImzaQeWtl+4SVaD5VHapc9pwManbBeCtF3NBArOiXkEPBTjqoC3qp8v/JvCcXAbQGREUXQIwZ9p6xa7IdpaShEVS9bTloZfXUofafOW19HZVZvYDuBtN5jPj78xZpkW+63eokqFWamKVTgukz9VdrofFZiIFJu3J3t72kW+VwdN6SdFrOFOu1TUZz/zuILCSz9xf2T7b5n3DaiO5i65rYLpUWYcHy95cEpYvSu234ptzO5oIUedWdb4Gos8qKI/Pu46CFHPzr7n4ts5Rlu7vUcb2gB5XNvae/X6YU4ibmE1/RxlE9wlI9/bXeKS7ZGBErOA74DzgOIIQwRwRxyjDzkX6Yz/I3umDJwmb0nZpr3OCALMCoF/g3WDAcw9KQDuSAUnkCAKLx7YjOPIQ8ByAaSPicY70XJdKT3uC55IAAAenqyHkThIoq5OI17UA57KEOZHZA93UR25KICAwQDFPe8q8UsLJHukMB8iYSg4Ml+eYROI9T+QBOAHi057jMWqZkPSZUfuH1D8zQfZD9yDnAaJsAECQ88sl5dMLT9dbxJ8/I7yX8T5yRGRGiBHRezhHGHwaK4ngHMM7RhxQwPOUzxgZPsiKBKLcsqYGdZntnZ/Py/X02dZvhTlaU/DOgejPVnj2+rCz058DPfaU69l1vCfNORDgUSCRTbvHj6VH6AAs4FkDJcoHUAxiKw5X+GmXbldZ6HwfnUhrgNbcOx+ap1Y2evOdHsjWAz63prdErwDRLW9L49FPlKWlue02Y8vHgeh63T5/J1qaP7wLiL7UfnthtxrEzKW1ZCx4xHDxHcrwLLp3PrtE/xKIPk2T8688st9qYkr8ob+bPgD6hwDMK79+Er0r8HtPmT56kLJxtwqXf5V6iq62nOz9LVbDlrbXJ9e4g4KDBiTMGI1oSSXtDk6wTFQAlA5rrGlXAAolMI72JVWlIbkr5bsnphXgZvWddL3i1clA7Qlqyr4KzRqfTWVHfrbIhAEsWyhLFNcL2TlEWidF466K6TZUIcPLEqCGaen0PcZrcIFRV0Prgc49EL3lbTHLNM3g1gZlos5tPIPnBUSff1GAQs7hnXgAqgc6kEB0XYlAX+WavYrdkmeV5Xrb75ahNq/NR7p9wxqVmOu2krtZNvxVS/0TxPgjszGVojq58gHDKnPNBw3lo8lv6TiRUaYOj9kYhab5s20+8waVUeP9PytyJZ4cxIhfBtJTPzvt/xcaE9I7KGGpFtBynNRfWwZ1nXNXPjp1P8MbA50aKd7mub5I+h3pfzUvk9xNRXbSXHcPiIfpXqXWGpBydD545hyyNxc6mo6KH5EA2c6A5vnoayB98LpPevHAZiB5jssy7TEG2Ws7BsQ4whODWcBf2TddQXgk0FuWavfOy9EP8G7A4Ac4P8j9BKI759Jci9K0KEl0Wg7e+7I1hISRft2pF70XGY8xIARGjBFgNZpycjR7r2j/kGFfIlNWLoPQmXJcxThA+IgCeJvQ6okOKNju0vBNYHZQD3MQ4Hxavt4NADxiJAQmUNSVByg1bpLF9Fn7ZklXciDlrOMhJSOAtF48yAM+ebb//jNiuLgMoHOMCAEYA+CYcfEODNnE3jmCZ5Y91lGmq9rX+MjwKVxesl9lz8juHEgzZxSy1WOqjWvpvXtAhHcAzy21gJjS0T5s7pvLHvfWyR46G7zROB8J1M3F9wqZUHnoj212VSk7HdnG+/TW/Dj6KnoXkOvdaQ48vhdwO0Kv0octAYM/kZbA8z30qP7xp5brO9Hc98+aYeHc+2tprc1zlozD/hU99yPl+l8C0S3ZbwvROlmNhpx9upO/nz4A+j9O7zppeHUHeS/tLdc9ngtb41uyvNuipHkkPUOxcTQPW8BzPV9S6NxFGRXCLCZB5mhxnAzsNFFVQFq57MYNYOp5niLLLM1VYX5vHqabf2eOp9nEymEuEW4nNwZ4MVG0NH1sS72fjAJ4pQSMXCAprDuFX7NftLoVz1roZNTl3M941R6WUbycfkVt8AapsqnOvruM780w0gvJVXkIfmjbnAEKLYjeMkVLEmnLi6Z8sLadJlyOrVMPpp4ywAADNnRJgYwCMFgAXTmlGE11UM1ZQlxaTLF3tSzRJlDTCuq4tA3Wy1h1Ai+nkQvLvNez1uDCUtXe8kcNG5ExfFO/1EsxliWoSx8of2qwvM3fSn4TIFXyo/z185bf4Ybf2nKkmyDZk6oLMDElueTJOLUgCZmZSS+6SATbTOZKH5O8V3lMQLrlv+pkc8Mm8+vwtyjoSwPIfbRlrrPmqdHG9yyl6tZ418IxC1Csv+v1ihBGcIxwlJZoNyB5zwN98LI3uvxcGgOAECMCEyIXNUa2CyEGU5Sl252D97KEuxfcVfpYqMipJ7x4dDs9UgGtyfwkJfE8BzgD8gKgk+zXHaMA1jkOAfwpKV0IDLDs3e6Sh7dPe7aLAUAEU0zDW1qyHgU49+lHpKuUQPphQvLOlzIUQNmB2cFFAtJO6MxcN6M0NnH6xdQmCmgv6ely9xxJxlsy45ZL/U2M0u+xhje/1F45OkQzHko6kOX7c3nKLzJDHfuZY/ZIj5Ez384RHAvozgxEBqJPALp36Zf2TWdGGEdcb9fc9zs1YJgBzM+gNYXxWUrJrQbRj+o7HukhtxTPXH63lMEr9Q6PVAw/o9wtzeVjDjxPT5HnsptX0Jrjiavnz6rXrUY0Lb1aD3dvf3cG/61xxVx/sQdw28LXGR6az5KvZ7XjLXPQe2hvve01MttLa/Ppn66PfiX9hLJ7hIHxHseqe8fVvXT2fPbV7fX5xEWXo+f5m7A+fujvpQ+A/qEP/aXU86Run/0NlpdLH+v7PaK2K6afZQGtaVT1xWzUDSh/DfDecmXBv/IOZyCHkeYBGkWFlXB9noH0JpWqLCwiYq9PpgrcmsWwJrmnyl17CqC04cvap61McC67IhNIuE4pAzIAXl/lo8spoxuqFUU2k7Ye3/e26haaUztLNvJXc0o174oZFoYXmeo3I62rUuwtDsZa2Bo/p5IkDVu8W2U56JP6O1P+DMx40FN1muvfVHSWPKKcMQEidHliNy0c+0GW5J84KR6JS3hzIEjdybFw16i5sXSp97h7wU31cr3ke50B2Ie2Bapcd2spFrkTAMiwOWG99GukrJquSNpjvZwvAzntnFLbpxmeJ/epvW/4yuB56j/bsLYLarscpBZI1Flhoi1hrVzNsHleGd8gt5cuMcpgsAR+25GIza0chBJApacprOJmuc3QlOcKSNc/Vmjq9lWdV4VHdT6ngt8bAt6CWgXv3PFo3M+Y/8UYcbvdcL1e0/Eb1+9v8Q53gKeyrLr+MphOskz54Bwug8PXRcB2hoDntxARInAdGWNgcJS2QrpPOjt8XRiXQbzXBTjnDLKX/BcFPjPLXttkAZ8CIounuQPY555D4pR91pkDHDlE5+CiRxndCbJ3OJAWSwfIC6zsPAYvPwDgEBAREDlIaHIFhHeyzLz+ch4Y0DU9agCdwF6WtGcfQRGIYLlG6pLINonUB3MqHwWYkZSBNlye99i9zSEe+dGBHQNRloMnTgA6AzFIujECcGnBd0rHMSbZFM93752A5Sxe5tqhxxgxjkGMJ1LX6sghVY14pDMQPSN4h4t3iIOXfdbDiO/vP2AGLl9XXC6X/POpDvbQmUDdmgH00ntbwik9su3vLY8t36Nb4+wZD7SK7b3956OV18/8nnw2aZ+6bKiw9HXUp5+uu1D6G/Qwe2gNTLLlcUZ/cC9Pr6B34+csmsvXUn2/g9fpu9M79B/31NOz9KiPTK/nYDV3/S/RXzu+TapTdS/9LaI+9HfRB0D/0EvpXx5U7qWj1s5z4PlPrIeel4PSXgOBrdbKz5kIKLrAWSFaKYSIylLeBr8ALPBTHcw5mb8FnNG02vdzONVQ5keq8MkB6mNGkxbk6i7Qwu4/Y+KbSUbPcn4sajfHTAW6GHCnKu/CC6uCNymWraealoeCui1lzKcCXReUB3N8ah0RTcNtoKm8lHM28qd3LRbV7i3NNhKbl049cQZUZz6wUxEqrmdlsIqXSjQK1pGC6DhWJrNkZH1ij6Hnth4URWyYyJxpuREB5OAcA+xkD1+1wCCAY5IgLmXGrCB6UxbMFXhu66Fe8nySuX5Wm3an8duoqz7DUEm/TjcXm4oWc+F3wkPpd7iNYC0nLL0ppboiSnv/GkMIyysr6G2e1v2mhqUqjHYRNQfSf+byast90h+lV6ALLRsDm26dNYlaADm9Zz7vTfzVnXSxpLRsmSBUBjXclKKKfBVnE79WSBc8p/KjTtxtpdURY1JYs+V3P509n322UulRHk7MjNvthj9//uC///0vbrcrOI7gGOCdgJ4X7zAMLu9v3v6GBIB+XQQwvo0RIURcx4gxMMYIhADEJEPeAUMC339dgMtFl25nAZdNV8wo/QnHCEbM4LlOeyjlS8Bzn5dRFy92AaPBAcxB5gFguOgQSdq+tHlKzYOQ9wVP8eqS8cMwgABE3BCYIJ1/TMC5rEqinufeTwF0FW7NY+WB7j2YY2pNMQHMLDzmuZ20OTtWqGd4BsfVcCUbHFB+X73QEUkczlmWbqfoAQSAXW7WMZY6iJQMFgCEMcoYR+KJPgwyg4pQ4F/mCyFG3MYAx4U3cgQPj8jyLrMs7z4MDiH6tI86I8QR338Y1+uIy9cX/vOf/wCAlOkBAF3zfgQ07tEWz57es3f0cN3Kw5by2/rN2n7/9TxN7/XE3EM/8fv6DFqSx+rzyk6AZ+gd5NjS1va+BhpqmHfL37NozmNxa5+xl4gIMcZs2HE0vrPrbIvn90+WkXv6wH9BV3xEFt9NHras5nJGPe7N96MN1LYYfvzLKxv89L5rlpg7uhPqrPD3ob+NPgD6h15O/8LE6Gw6Ul49D/Sjcb0DLYHner0VRD/ied5L81FUACbrgS6KYgVjWk7mri0gjxxvwiaKHrU80wAaB9eK5eqlqjwSU2sTiRXwa+6lXlLdgpgBexWtqz2HCzOTutW8EuXznO0UXgB0ztEooJqBusRFL7t6P3OQeVJlwkxJKP8WxAIyaL+neLlzno+pLakHuqRBReGe2W3BsQnDk3tZjErUsLlvMTJu35ugsWZ311yoj7QJFeZ1z2zrXVxwGio3UNctmudETgB/x6Ds5WiDKtpjlu1VcFaXzs3tkiqZmmzpPZefNntABtxLP1DCEgDS/SvtS+a5lZ2SZ+W21Fl5kvpiLmlru8sy0LCqqw/M5UjTEfiq4DygZlF1Bc8NiG5lr7RVSvKW7jLXTaB03lAjJJvXSddjj502vKVLzZ1P1fh7MlcKcmK8Y8shyWwlxzVHuQ4rHiDMFoWofT3dr/o5zs8KeD6pYEw8z3sdhGn3pVNp5K8T/bHxyER50nx2DRyyx7PoUUoOBdB///6N//f//h/G2xXeA0Pa03zw4l0+eMLgqAbRiVI4h8vg8TUMADFuIWIMEd+3G66j7jdOiOzgHcM5YPCEr8Hh6wJ8XYBhAJwHyHG2R7JyzKltqrezL5OcFFKXlXcYBp/BViJGDCNCuCEGICbX50gOTidWKYbSZ7oSZwLQvb/gMlxAQAbP2UUgIu/3Lumr97lL6Zc5iU5RCqAsWfDsRaZ8RKDUV7OsDgAknJ61f1Rukdqp8KnHlJM8D9S2qrLjQGCX5gsRAHlECqC0lLvel7KWI2cAXQwjdFojALpDRIRn5LoBBEBnDnBRgW8xLGAP+FR17IGBHaJ3iIMsY48xYgwjruGGEBjD5QvMDO89vr6+7pL1R4HoR8HzV9M9q4BtAdO3gOg23h6Q3qNHgec9kOSd6+8eWq8/5Ha+Nui+q/L9Xq/Ld83XM2jLHOeZfKwBXnPvnsHrVhn6G2XmUfPZn0RLzk4/kR6p1/8J4Ll9tmRA9beN+Uv0k+W5T1YTSUbZ9/FA/xfoA6D/4/R3dWbn0d6P6yOWZXss4ffSmrKlp1g4k+61tHu0heKRCdhWUH0pnbky74XLMaqCUsMosKBgXYMA9PCA9nzi3TmTtxa4mSWrCel9CPQiILnZgnkZ02hY4uakis4ALrk82jLO4FyjUKvCWWDGlncdX4bTUh6KflxBIxMfQTXa+dctCgMsFfxnYVn3FgdTkK4TN3deAfqykc8t2pXiprZMKrY7H8GW+aU2bYEKG7cx8qCmDDiFtaC7TbjILhUW6kRz9ZU701DtMuQWNC6Bah/kpmoMJNE8MEtMtzVHlNqpEw8+kzVZmzYByaSgrILoahQSE2AbubyX4pN86V6TvXqp77O2q2QkoF1QVRRa1xaYMl7F0xURTHtKwEw2PMjtyMqfxGd5Lv0EmeA07c6aNi5eknav4+RhmYKStmlBeeo+h0vptKVHFn7K5aJxFQBdI8ndh21XNtKq01MvdNMumywym7ybOHJp2XLgKmtFznOHrLnRuu8ME1YAjFVDjsf0ebmaSLNP5QZRHd6C5xlkpzoCU+rl2Hv+XHqkQuSMudqWue0986Pe3IZZl9secb1eMY5XfMFj0L28fb3/ueyLbn8JVE/LeatcRpZl28dRXJlt2/MOuAwOv74cfn0xLhdgGBhOwXMy+5prn6A8AzkMObv/eVuWkD3Q83OzpzjZ+gAAIABJREFU37kjAD63PaLiFQ4AMcTUtiIETPcg+HRk6ZvIwZMHJ9Be9yDXJdxlL/Q0PpglWkqzk7KMAGI+76t2TPddTWm0T8p9ouk1ykhs+n0ZuISPCLBL85jkcZ/c0pNMiBd6BAqATml5d0HWxdPfEwZO9e4cQkQylgACR8SQmc35YFPm3nl4zxiiyGGMIjcxBFxvIyID4zgixoA9XolzYO+R78dnKlKPgMevVPTeo3jdC5zbsEefz6XxbuX6Cmq9z3tFtbWuS7hmZv/iIt1Tp3tXmlhKa4/cLdFRgOpeund+s9VRotWBKR3tZ+7xYu+9v0TP1tk+un96ZH6O6jjbNnWvsdWR9vxKB6cj+to9ZbwGKp9Jjyi/e4wCgal83cvjo/v3R/c59+Z/b/s82ziSVZdnv62e201/6AX0AdA/9HL6Gz4gn21ZdXTQtZZ47cfET6ctSq57qC2ne6waN5V5jrdNR4CkDJ4vxMOdc4UmMmVwgzR2mMsSRvPb4BnZq7Q9TiJpeMpgi5lM6m1KCS3kZ0It6NZ51+aQ7UyH6mfdeC2TzQ0ymfJJz6xgnkahSvp8w8hNhouoRN96pOfQOUC6q4A8mzxxv77buq/KcwJaaonY8lEdulWg51JIckH2Zg0ez7UV1n3kuQ5njhbcyGWioJ1NImdH67nkgxvwUfHK8p7hz4KBbOV0mgfq3FWYgZrrGpwwJ5qGrWgFHwUJKO8ktFO8AFP5WBBdkHXIhsDlg1wBoZx57qXb5iJxU4VL6TPnPGbAKaVVjDkaWaEWwNE2kuTM9Ee5X8p5LTzX5W68I6nUPc3INIiyR6cA6dqd2aXxIzhGKcPKwKPkKY8B+i7LVgGVmFd1zOWGgsQEtO3CJFHK15QWGcGtt3yo02NNj3XOIHwCtcFG4aqRAw1v+rJpZ5B71HzM8WVA0ZlX2QpMCuMAiiAr71qPXCVS5dOuWFARmS1OnkhnzmUfMZ/Z+q5VMB8B3OeuK4A5Vb+jBFA7AaOdgujNEu6uiIsY0dhJCIpnN3OQ/bedw+Xi8OsX4dcvYBgivI9wLkC7U0lbDGkI8gOKl7n3DkPybBZAXJZqjzEghHIuTTiAU18h/ZCDc2VMd47ysu/MjIAgfQwCEAU0DsQgRDiCAMipnxLPd5c9rHPfRa6Muwk8L8NGKjMHUKTczQjPaT90TkvPpxeJkvd46nNVOcQxAHBwFEufAgDEYkDgtB3qZkCU9pAn8Z4HCQ+pjxY+dMWAlE5iP1JEDASO6QYzHAh+cCBPGJgQIjCOjDHIMXLAGCJCdBjHMfUfqdzIwXvAR4cQHXxwcE6XxI/JOGJTs1ikexWhW8Cfn/atfKZyeCvQuGSk/M7l98687aGt3nbNJ9Cd1JuBz6d9V0onA1v3jOdbeXgmYPWT6Ewni2fQTwTPl4wWnpWfPTrOM/Sh9+pn7fk7yqGlufF5q5HZmfLQ6rXn+DwjrQ/tp7+pzBm6ApesiEXqKJL08/HvmM59aIE+APqHXkpHJ2hnWdqeSVs+8Ht8Lw0qS/nZO0lrJzp2InGvBe070hl5WJsU3jMp26acRlYiFsSEYcHTAlw07zZHVW4uUQEuyjuUNK+ck6cqRQL6IPoMT9VHgk1br/NJBzhZAbi7qerzFlCxABQZIK7ioZd0x4PLNUHsSwR0ObRtEOpTh1LOqOvORCfZqTYFL0UmZbhU00aecxmbSs8AVgInqMqA9YVuYq33lS3MNqXSq3+tm9YohQtoarku26XXgF+ba7vSAjf5KO/w9MXMVht5AYw1iy2RCZ7BBBMHA31wL2fZABRAKn+HtI6vNHtT2Tptr0D0yIgUIR7j4kVNaf/cFkAX0N2URYcq8LwxbtD8ZgCdjOFHBaLXQEW91Drl9xU4b0HwAp7bfGsU1kO0gHQwPLXyrZ7n5FwGz3MFJfCcYkhATp22rSNmrnjJTa9duiAD6H35yUFj31SDALjUt4ozvvZbZjl4rYhpNZnVHKadG7fnpv9tW2vOnuFfm72t+9z+MyhucxLNfXm7gOcu1VsdpngJdzvIisqouD4/OmvGeJaCpjeHfAZo3qY356U19w6A3KbadEvf0B71HHmPbQXUffoNnmSf9ASq65xHIk5Lgqe2y7rqBjvxQL84/Oc/A379ApwbQY5T/JzB7AxGQ9BugsvgufcefpDl0l3qTwSAlqMjQgjaX7ERdwKQyoIln965DMwLjyPYjYghKWIiEIIA6MWQTvlLS5QnvgQ8T+3Gzkdy2aMySiiDkih7BDw3IHrqULWNMQywHeUZU0wGArHMlUjGFcdlFqrge1SgHABz03b1WbJPiul9TmmzsVvSae7gXFp/3yNE4PsaEL8DgIgQI0IeFwEiBz8M8H6QlQvIw4cI7xyCFxDduziRwbYN9Gjpe+DRIO1a/Gen34tvLxB35rfkUt62eJMulc8zdAd7ylPDb6V3AOC3gCY2yLlqhuXx/oy2UY9p58a3he410Hk3Pc+rjFrumZs9k99X14/SGXrarQaZj6K1tFvwek1Xu62v215uPYecVxkcbKU9YxnQL7+z87TE05Y6fle61yDjmXn9SeV6mJI6JzISgK6G0yx6t1fz96GH0wdA/9DL6BET0VdbmS9ZwLXPt9BZ+WknZy2ff8OA96g8zJVPb8J7flmqh6mcE4kyMmsVUfZcVrJqhBoYKXCTBGyUS/k4VYCDipc1U+JDtY6UAKb2OMmJ8JB5aye6LfP5mupQqiRu8iCK38TrJHX0+aIy0aGECJVlpC0TDU/tDdJ9lMv1JHBVGXaJ/gSBEaoaskBV79yiV7a+GUA7eyvxNuBMDXcJQGvrdQJwdbJv4s7VUZVD540WRO985ChgymmP1gz45nNgClJO85wf2483FGX7KniekyhpsYlurn7a8mbU9SRhTYTmmLOn0KQDZC1cmZy3cmy9s4kZ7BgUCQixcGAA45JIKlMD7M6ON4ySrg2jfV4CjjJgnepKgdssrrbNohRk9S7VIHrLL+ooU/gir/nnaBpvc98lwLYgOglgCgk8DyEtJ8xNmcUkElzVZ4aQraJYC9A2TgUCOT+FGkJU4pAiV3sZ9XRnXYWA6j3SS3XZJeNhOEuS1emaxKLass6ZB41lqgCXeAWYlHtp9eXUr7kkc03HbuoEGWisPdG7Xal+o2IDtePJpIzOobPmAktKuyPziqMK+hZEXwrbS2f6jjVu0baOLC8y7FBe4nzOCz2DnUl+UmuQIysQLe3SuQGXi8evXxf85xeSwZl4fGuaLgPSXuRPkOKpB7oTz3TpJmQJcBBDVw6XPczLeyDKHusEJ8+9y/uWx8jgSIhBeALLcubS0CKcAzwhxekxOOT91gevwLzWA1LbySWdy9jlso657XO0HugRsoR8qRNyZPqAss85URQQXQ1bUNKIOufSOlHjnrQ8O3FjlMfyK12ucCFZ4eKBnrzQZRl3Dzdc4C8DxgBEvmEcIxiMGIMYIqTl2b3zuABw2fAhlX/2QC/y5ZI8ZYntfCMtyflZIPqWdrYl/meA6D06+9vnCPhgz+f6r70g9tlk0z8LPG/jfQVtTXvm8/BDK/QOBhKPoFfLrfKgdDYwepRerZPb0kftpVfX9Zourz1vDQAsPSIvOoe18bey+Wq5OEpzc6lHycMrx/iz6V7wXK9/quy8H6m7RfFCZ+ZKN/Nzpe1DW+kDoP/j9CqL1C0fjmdYPb6Czh6o90zu7Ts9S8ZnWU2vpfHIMupd35veo70WusYWUKyI65uKpCj40qAJjOk5AxWAqPd0+coCgCEDYUpZZlRByxnTMeCzhknaEaPg1RzYX3ppMsno6N0B0CRAVtY24ALZ53vIKPfTWef5lNEKwKvi6HykpT+VJ68FJA1YRNVL7U2aRJ89fYnKEt51yuY9U7cK+SVEoTpa0LEC0HVVgrZM2uhL/XSRrIwO2lP9aAeg3nFOgWMpOzLnUoTzi6vTzLkFKUuCJhAj82560Vr4NcM5i7nxKDpTZDQ/s82ibUXTTLCmw7ZtJD7avHJqXVr/RLLfbXox7/WdAPQMrirobsupuijllfujSrwkLd0n2LlSiBaMpVKkdf+Sym4NQM/KhbbuQHUcaEFyl86n6eTnZOJm2Zg3OicgunMJlOO8rzwloI5dBGLtVVUR24PUm3qLp4KANqZcHaaec5tOx/xM+xqY8ET1igsK2ycRI6hxkMhivV1ESVvblUkopcEFGEORXO3vYhHxhI9pWyhGOKW9S5kj/eTc9OGmLuv2YxuckYA0Zukvj1fcBHoyUGKPZ8TV0tz8Yx3QXo9nCUTfO+/R+imgJRkPcCoAdDr6dBx88kD3Ls9VGMVAA7DSkPq/JE8uea0Pg4MfCMwejABmCzBTNvxAhlFr8D57vrP2mUjgM8y4QQko91V5l9USCIBPfY2HcyzLh7sB3stqIeqh7tLS745i8iCXI+mQkspJwOey57fyX9qBHX5cfs85gotpbACVBY1M/yjzGG2fZlw3P/V9J+fgmMAkRgZm2mdqJ2WAPOCGNDZFBOa09DoLOI8ARkxe+VKO3nsQE4ZhgL8M8JcLhgFihMDiUe8IuN1GjDeAkze6CwEh/UAu152OgbLHfOJfx4paoDbK9v0g+lL7PBOkV/rJymRg33ewHpc8++be25ve0fBLaR+hvXqdR8lDPX+z95+T/hy9Or294/leOhuc2gIq73mn1x6PpLuHn7VwFrg8i4+j9Gwd5hlj1RlltLdfPxLPkWdr6a2NF0vjzd6xaY1eof/u8btkfNCGe5R+duvztfBb5gNby/0RfcnZMvNo/fxPm89265aL93lkWfWRXdFPxody9KF3oA+A/qG3oi5w9xfRMyc3c5aLe5WrR8PO0dHJzDPL7oi13tZyXfOQSKFSJBBgpAX4ciJt3OXdFmTSQwd+QAbNDQADCyiTBYk4a2YpgTY1A5RBfza3FUSy+7YrKFtlpT0xYJFhqALNclyYL/c1UiCIpoxMT20/Za4tyGxJq0XBR85gpzmvk0Gjic6pzWaPy/7N5Q2uXtc8WlIwAUmZPAHPs0LdlPkMC5V8VVr3LsOZvRoESY84Lc1rAHNrcCD4RfGQ1UjyYu/MJd4crryfgWY28XZYrXKrbdeA51X9o5QZOVf9KvAvgRYCXC+0f2WKANNsyn3Ls5Ep4ojCoARwTkEUl/sUtuVQZ3ECJuSiqxD+FDbJkDPtsQ2rZZZLygiKvl/1QWRAdFPfSEeq8m/ltMRVgbEq5yjXtv/IMgEGOMLFCPZegPIYSznF5KGej7GUXymkfNQysFVXtQqSyrWWzHqf4BKPKGVhqOrjUzlw86ysbmGMe2w8pFkX0CqCYNzdK8rdb65FkzSKoVQAEqBe2gKzNlLO9Wt/OW+mz8nPYY85mnJsKclM1XCqeYfksevJfmz4SMnWY/pZc5a985Gj3gZHFM96vapkhHice0dgR3kvb59+jlwNorvkNZx+uvWEVVro2ElIq+IkWyv1aCcqHuogJwHgIQ3TrMShcUD7MfWOZzhiUNoGIwdH055Nf0MJSNY2rcoUAiPmpif8+GHIsul8WTreIQI8AnwrfRLKzI7hzFCZYX+Uvdy1rXNqQhHOyXL0A3uAIkJMzTzqEu7yPiOtyOEAl5fHd+IB7jwoLaNOsaSlG7tk/hhgJgQGIhMCO0QMgqN7B8QbYrjhFm+4hhvGIEuxS1ox9xXeD/gFDxDBDQP8MMANHpEJ9B9g8B6/vgZ8f4/48+eK379v+IMrQmDEGHG73dJqAYQYGUHnAaRe6C4bSajB1V0dQCMTW791jn5vtN8SGteZVM8N3v97fO57YAmoeBddwz3jxVL9L8lXz1PtCF9roO1kCD5MGkn7/bwc+Rntw6a3FN+aPB0dn5dobc7R8rusf5i+d5SfuXie3eZ6c5bWSHAryPloeoR8nEF7gdA2H68wRDhqHDCnPz0afy/sUpvdem/P8y00Nx7Mtee5/Ld95Svlee+3U+/eln7yUX3pFjrbEOPZ9LP4Zaj3eWRZ0SurJhh5K6oP/d30AdA/9DZ07wTlmXRkoNzyAXvvJKP3/lmTl1eC53r+ahB9iyX5OeWEDEYwUK9ivviOAmIVRwIW6GUGSZF/BfhFDWbo+zCLfVtNSFZSGz4SOqhqX80L7PuAKMSN4rkiKidk3gE1wHlzTTZMr4w6ZzmlzsdMDdJNw1bhTDl2lbDcfHQoYKagZ8sTyx/W814RWV65yZ2mZQE8rl4ur1MBzzOIjlLGmue18k2MZGbz394LSS7yft7mjZJvaQHM5gWYMkRbkzPtVctawU6uPYmLfFXF0+SjiT+HLXVeyaJPYIO4DVZlqfkW7+BpDrq9JFHGAi2jRUZNK2MCdKnd5D3ZA9AteF5Vg0myw0hJx5CC59YoZvomVTyXNgfTnhu5NO9Px482HpVbG1+Kh5r02zaQC8AuBd2A5MwT4Dwf0/O2ndt2Z7Jlc5XE3IDoQNrv2eV9n/O79avQtpJFvVM+bPNMlM+jiShGswx2LpdiaGDLeZKHxEBMZRBJDKs45UHLPzdhjcD047au7K+MD03f2mk7XWoalIxXPJH1s2gOwAHW5z9rQMeR+cijaYmn8kzqUD2gvU8/cvDkCpBJNXg+eJc8yKXvYiJEZvFYzsByWsEgHZk5e2yrDDFkr3TAQ3yvk/81I+1dJ+8SkYQkpH3SGQIpNxA2lzzJGUDQfl76eukXUr0F6QeiFW3n4UmWJidCya93ACLiCMQQEEeGeGaXvklXjoHtFQiQfdeH1GZ0ZQdOXtaypzvDA45BERgDwBQR/3/2/nbBcVXXGkaHwKmac6197v9Cn/3unpUYdH5IAoGx4yROVbpn1J1y4g8QQgisgYCtb5KPtH/WPeMh5fKTwRDlOwdQtshzt4oGMzITcgZSJmQmMKJMtowRyISMhJkzvuYz5vli2uOauew9P+kS+yEG/UQwAVMM+PwUXfjn64L/jTKpYJ6TLOnOGXm+4DwnrStbEUbHORaVr7Kp/ddYr++ho9r+VvqPAoJ9elvX96R3j9y28rkGzI7u3fr9SiB6n/+jNAJJ/bWt+r2n7CP93tJ5/+p4H3H3/XqdbZVxCzC9J70+jWfr0zV972nkT9nyP23J6x5bNUrjKBmt8bN38scbRN+mW+To6af9t2s+0Xue2fL37ZlIc20Cwp77rvH5CG3V3a0AsW9Te59/lO6x53uet2s/BZDvwQ7svq3xzavTs8ezRxHD3nFYJuZmBoVcXG5vAP3fQW8A/U0vQdcGFj89CHuUbunA7zX6975A3OOYuIceAc/9uZ8C0e8ZdPdpjdLedJoDoy2P0ffN6lp1QI6/URwNDgepkGoBMAxgaSPQ2wy5BSM80NHxZ67tsnWwS4aB4sBEMMB2UPjCiwMiHNBSADJyjmwPwqzQFuxa6qGXA3Uib67LPUTufJ8/o4A2BYiDA90KS44v7qKme1rw4M4XUJTb1b77lzkFpCz6KvQR6I1OOFBNxbIkn5mrvcEDDFTwnEf3uJoqfHOR0+B1tZTf7m8mKrBEpRUw1EcOd0l4cJWayl/UenOtyIeogOc1At2ABqrNaJD9aLLMcCIH9fVgd6lOEQGUS4KBWgDd65fnpTRv/eP1eanbxZKUdtjKpCZSdKjh3bdludq0oz4/X1/UpFj0lRzjTV7lnq6ArixVfhCQHE5/esB8AKDbd/J2WOXbcuvl5/LTFzIQwArs1Akt3XNmS4CSFzc2gywwtNh2EKCImKs9s9cagW6oum1QXWyss7mOE9L8LVKfs0TaMunqJBrdybrdSIn6Ln2P+wDNucYGeYUsDUjSXJlxAjdLpaRtkxqq5rLTh2NoBJ77/LdoL4i+Z3y0d7z0yJhzj7NRmzQoSAQ6miXSDURvl28ve5BPEVOs+uEj0EXPBVD25j9EvZ3sqtoGA7n1H8qARO4K4AKck4Lnsn+4by9u9QsAEvntbZ9FoEubzplL+XMAiLmzxUAMMlHgFCOmKQCccDknzOeL7JPO2U2SsdGVTQyg8rEl4iUSPSvvDJCAzxEBoAkIDCSWvfpS0Ch0qmkWG8xqQswOBVCIYARQjiCIjcqZdNUTBiO7OpJrSZeMl6QZnIBEX7jkjK90wWX+auxjDLL3vNT9hyzjrhMsSPXn05YJCIRfXwLAz3PCP18XXOaElDLmxEgpAxQQ44QQJ8SoOlCWy697otc+5EBjYHrypPfYe9O9Zj/uBVef9Y52rZxrNvdaOj/tXzj63XoL9NhTv/cAPv73Ndm64fmNNHqojqyGT9wBnu/m5gCdOdLfcyvoP/I9bI0v1vwXe/lbm6hyRPu71/c1mkDz0/bA00+B6I9OlHgV+d1Ke3x4W7q2B0S/Jf89/d1RtMc+9u3jmn39ThD9ET/23vp5xUkte0D034meNZ49mljTl/ecLCtyUS7vTvlIh8KbXpLeAPqbrtLaoOARevT5R8HMZ9Me0HWtk7vF6B9Rzu+Q1XcPqI/M78gJBrv5MtwgBABLfbBfxWkEVIdy5gLCladInKtBAWuLRiWq4GkBKRZOcfF4MJFiFVyc2Za2obQFMwJ0aXfn4ChOWUieoTovx/IjGKhWy1CdZA2ADpf2liPBy6Q7SyUb5xxfpEVoT1En49FzDrQxcE2BbVYAwK5XlioQ5iAel6L/QctzJRn2P7pEKgBrExrqvtEGWPi66cDPBTNrzqylDOWvg2obdTKwgt3dnn/30jbMx0lM5VhAc9LIWNXncrSnXRLU6NOgDA3bra5Kuwplr9UKChpbS6diKQ+PpehvpNFv8pJlAVBCQCgOImtrob7YKi+k+foaJE201+lWt62OyMnMt5Fa5hboHh/7PLvCL+SFK2nW+8dya8vhzrGAZNYGmRkIBphzAbub7w5ArxM3nOPQpEAuS9T2b7abWBTAlrc2W71gtzyHmj973WrlWUA+8m3Mimv8o0y+6fuH5tMyArBMTsk5I6eM+HFCmCaJrtU20Lbo7NqEtzdYnrP2578Dpc8pm7n7+1WG7Xweutdzf9WxdcsYauQgGDmy19K/17lw9DhvDTg3ytkmhGRcLmfM8yx7dhPqsu1u+Wzbi1w+DkRX/S/Oipwxz6JnzAIQl2hrSPqy/7lFYOvyemXYQgqMQ45A/RDcvuzQNG07DGif7WTglKw8SzIhMPOyrdR2ykW/gz4Xg4LcUdahzzEgR+GFs6m2ZZ4BBAXHaz9NZHt7+/FdRo2jD2AiRAQw6wcBRLIsvP32K1PYijLW9ksbJpmQQKSzFTIBnEs/whyRbSkAIt2bnHXfc0bS35mz7CHY9acSMT/hdDphira3vBbXloKPBIqEzLKU++fnCZ+fH5gz43KRPdVzZhi0b/+qDuvKKSDRqzTjcj4DQI1MD+GutuDpaIDo3vT2PPcskP/IPI52so6O1/Lfk/bW82v3P+rkHz23t/+4F+jpgUif1p66uq4fW88fq6+P1O2a3+cRUHFPv31P3z4CuOz86N5baMTPHp3/CeB1DYR6hJ++LdzDg0/rp/2Zj9Ij4+U96d1Kt7THtfZx65j/Fronj0foFnk+KvtntPGj07z2/vXs8d4WjQDyI/sbe36Lbk37mfK4lvYR9nPYJwI6XVgnc7spyMB7D/R/A70B9Dc1dMvL1pv20zUj/icMko+mrReb341GMzW3yiIgVEBZT3TQDj04wgwE55x10CQMxBLHKjXgdYzqbDXAYgXsNAd0WQpYgUeoQ7WCkRIh5sEQKuVBAUZs6UwqDueBLMjl7+RVgHOXvuVXQbpV0Xby83kswfFxWuT++rz79Nq0bYBlExGK1547XWAUcIjYR68OuOgdWe57TYbbkwvWWoDNA1UNeG76tsjMQAQ7Mcpk9Jvgw+OXUiSXWkE/CmixlIvvt7z+cdmDmcgB6HqO1envE7sGyDbtYlECKnpuEf2k6MCaWnIt3g3UPcBOVpWT+l2RByp16/ItbRuNLLyNkd9LfSh/ybXzAXBu1306S/n6dM2hvSYb6o5OFM0zd/QZxldpp4SyFAgxiFV3AheAvYLmelRG6hYNVARVNLjY9bqns52qkZGdfayiKc97538D8Dn5evDcJ2HJNCtk2DPdNhsNgF5YYgXQZQJBzhmfHyd8/PWJ6XQSAIpKzevkDmdnzJ6TLF1t+ZkNArVyk9+qsJb/qP7YKk+UgZi7OzsprBnaJ5Ovu0fGN3ucHt81frL9p+vnjPnyhTRfQEBZMjs4faJeJQJ0rCJ6mzJjTgkpZ1zmhDnp3nMKhguILscYMkLIoDCDIJHSFBICBHA3cFzslS7dHgw818UX4LZqIOlTCngMkzeXdhXU3k9RyiQLh5uespoUW+lB+5xMuqy7LAMYMiOlCEICOINIlnZnirqvO+DMiP4RADiQydQm3XCRodiFgEzU2OAQAiIiegDdJkpm2HjOeM8AJ0Aj+QMRgIgAQg4BGRmRGSkDM9XtS3jOuKSE8+WC8+WCr/MXzucLOGeR2TSJDJWvKURMJ41An2QpdxR7qStlpCQTmGYgzQkBjI/ThP/+9y+EOOF8nnG+JHydE1KyCHsIkJ+5TPAASX3Mlwv+wT9Ic8bp4wOn0wkfeowK4L8yeTBsDQQb2Zpn2IRbbc1eh28P1O4Bg3tnc3+9v3c0uck/u1auW53Wt77fXgMgbwGsjyQvlzXH/nfzBFwHsUcg6TP7xzVQ+dZnRnStvY3q4tH2/0z7cSv9Cf6zPwVEX7Ofr0aP2qQ1X/mrlvdW2jvxaWvilD++Ku2ZQPcq7W+tr12790/RxTX6qfKxfmQzMCA5X5uF4/zZkn8T8AbQ3zSgP93o7qFbZ0zvTfMNot9GryyPPbyNnDT7EgfIlhr1+5d3N3kWzPkjkehYAFYFeDbHtYtulCgbF33cp88E9riFpsWSuIL2BF30WLJ3oI0BJHbOIuHNiTsqIPUnyQEoKG7s8uzy/sUXWY50pdpocP/4entP68we3+MTWZxtKtEe4/Z7SbEF0rY0sHtZ/h/kAAAgAElEQVTUUTu9ooKlqh9DkNPJnMZl5wLWr3FFm986dpaTQLq0yhleFnNRV7Z0tALnC9CzB529TAbne36a8mi78+2tpLNp/zcvD3MbpFLSWvBjPOnR59eoGhXj4Vim7th+N72gkmWvp71NWT/6B+tLbcvLWBZdmXhpo9e1c80oKG/2NGmEuAOcAed0d8C5HMwatjKo3Njz9WjjgGInywoG65zWvoWbui+yhZ8kg1ZInhPXhgvg7lcocec7DgQ8Zzl+nE74+FQAPUbYxBWwrahBpQ+pk3badlM+0E9jn9wkBHIFGBDpdW5OwDeSH6MtZ+M1h/g9165FgF1L41p0mj2Xc8b5fMavX7/wzz//4HI5g1hBYUD2P28ivbWWCbBoctE9AbVBkk9KGefLBXPKAqBr+5Joc3k2kPwOISFQAtEMmTyYEcgAdAHPQwHRJW+LBhew2sDaJCAyCO3+GrXNyX7hGkke64oLprtml4gY4KxtoZpbIkZOjEzysZEUEXR8FAqo7/sacm2mgOd6pMA6ztI4CZY9y6FyDoEgQDgjMJARdJKAAOgyjsxlPGd1zeo2CmpPhL8oEzj1Xyibvcve8ykn5HzG5XzBr1+/8HX5QsoX5Mw6QWgqehAIiGHCaZp0CfeIEKLwwrbKRwbnhIyMxBJlHojx+TEBFDFNGV/nGf98zYhTwvkiS7rLsu5JwXOdfAEp62UWvfr6OuP08YG///4bRIRp+v3cJL3ztEys7QDiW9+vbnHKPhNE9+mv2dC9gEYPnm+9s+0BPG8F0W+ha+n34OitNAJErt2/xd93gehtstvyqc/sL+e9dG3Sw7Vnb6E99X4UeP4ddKuujMp/pA36Dr/o2gQf+z0q39rzP0G/C3hutCXPrbqw63+6z3bPe8AacL71/E/R2qSHe549kqee9ky2+reD6P347rt1TQB0Ac9lsnR9hwUY+cV0/03H0+/3ZvimN/3G9KcPuP4tdC94vuelCBCnqERCBYzx5RZQYVQHUHBoQXlRLsCEgSgKzPglu1fAsZKdgufECoZIBupgJWRiMIvrt+Qdaj5l308XlUsaiTZAZEYlbu4j93f9oX7QObrlfmfTxtWNcxXlC64e2aN7LM7zeqp+oy75Te5Xxs7NaZdgAdy6o1zbBllI63+cKW3+HJ1ysKXjrSPTSfvZtC8DGPRhAz3lxhpxWyLbeqF60LyX/bBFNt+2nFT3v9KsvNAOE/VtH6gTctq2XkBnRXNYBVojpgd6oSepK58v6rq+7APRWeukviBtycK/FG+bk3UQvUvN8WttliyDPkVufpW//b3L6TPc3e9gN7Lo27CQ+7hU/rvXvVpPRFtOo64eSz9R+wyRwbJv8BNSmBmnKSqAPpV93Fuwnkr6KB87r+W1NbcJbV0oP7Utr9uchU0iqnWy9tgeBfkGusf5+2y65pAxnlNKBUD/f//v/2GeLzjFgNNEOMW6NDY1OtZ/6kQ/QCYGzinhcplxmZM4MJxtCMQCGhMjRt3/mxJAs+qUAN0x+J3DqQDqAp4DMaBGe3MGZ5OrPWUrQnA5Agb8ylLsRAHgAFnSXGUmxgMoE2VKtwRCRqYoUehJ+AGzlD9KWjWmQRYHLPwTIaBG9IeyVQ/JRILIYI7IISBklbc9FwhABAMITMi6rDsZeJ5FPmAIpM9ZJ78I+BwCIcSAQFEnU0qr9AA6U8BlFrtwuVzw69c/+Lp8Sf0ERgiyZ7st30+Esv/5KQqIHigiZ8gkHSIgM3LKSPmCOc9IzAiY8HGaMJ0mfHwA09eMOM0I0wXha8b5fEHOF7A+W7Z1gdTzfElI+YKUGKePDwDANE34/Px8qM18J10DLHuA2O67N4+fJA9gbJVzC/zo7x8919vho0H0W2kt/S153Jr+I7QFoj+fbp+88Gze7gHa7q2DrXx6/Xiknp8NwB9ZJ0eA6D9h79b42NLbn/QvvoLMjqRrshzZ2t+9zI/QFpD+SrRVb99df3vze9RW/2l6Oaqv77Z9BqALiF7dFObG6Ne7e9OfR28A/U1/JF1zElwztM/scPbMOHs0/1ebmXpr+b77xey2F6zb873m3BjWF5EDnMeM+NPFATSIWK7gh/uujlQDJCrosiyvYFnm7bWoLXVKhwBC1uimupel7bnsneXFad44z+lG+eu9e5uIA+V8mfwNj6vbWHZt+kugavUZ05cufbm0fGCV/ZULa9jRMv2Bo6TTu2Wqe4R5Q32v3N43I/ndgoCNo0f1Vu4tC7rqcyO+l3qxR0/H0tnxXC/2Lf1e8LFm11zehkwVXioIxNquwaO2QM3R2wzSdBvWV9vWyOnWps1d/vVFycpI1R65vK6B5j1d7R8Xia3oPw3vsFy6o5NfubJSb8pTC1y3fDV12+Rj16tsra4MrBxx6W0N6dtgC7ovAfj6vQUeTjFgOp0Q4yQA6CLTGkle+CM4cJ7KP7un1V/fXrles48Bll4kXnG8oHf0Iz81XvH5b+Vx6/j2FloDRNbakF1LKeFyueB8PmOeL6BTxBQm0GRjggpUB4IsOV6qm/UjaRtYnjNj1khiVjtkemljjRgMyNb9xZHLTji2PHso9V4nv/g0QqiTZSRSGaqCoZnPQVRtkrEjKsilrdSjaz9kOuW33GEBqxszbe1fAHRCVjDdAeH2b2EvuLR738bNDgQQWLdNYJ0USazSygryg8FZIyxMVCx1YwB8DBEhRicAIGS5LSWUMqaUMM+iE5fzBSHqygGBEaIITiL4SQB03Q8+2hYWHDQ631RDZZeTsBRY61yUKmVZSj5lgLPobNYtJhgMSjomoCwR+imrzsrkjHmekVLa7SBfa3NHv0s+EnXUA+x+fHStbEeCoke/727J/laH/qis/fdRWmvP7KFby/+o/O653483toDYfUCab1NXcx+c6/s73kxni8fvABi+1bHv6mQNbL1n0sy1vPacv4fusbnPpkfb3yN9xbV7jvAv3uofPbr9PNs/u8dmbdm3Z9v3Z9Mj/HzHu9D6+GUtz8WZu9LfS7c8f8/442j6SbzjHrrHvo79Euv3PlZm8X+HGBGmCfF0aoPRqF0r7E1/Jr0B9De96QXoqJnB19J/02N0iwjXnE57O/qlU7S/7r9xAQj0lVlTqIyb47Q6fCuAbqn1oEx1FFeQilnTChL5ZE7ewLIncOZQ8rIIcylDG/FePjvlWfjuij247QZ6dpvYZtiXp8d37m+vq4qy5/Qi/x48fxZtQe+LsS5X6LGVWfmGqtPkzi1z6nW+bQtozm8W/4bx+FY6Dbs9AIg1vSDU/RU6SJRQoMjhcwsItUWnTT6k6QjA04PnVPCThqUm3Z73+r3axRoxbPVagVk9b08a6woW9eC7p2sAe2+Xr94PDORJzaHW3dK2Uv9Mn54D2/xEp6WcaZFtm0wre1+HIw6a/oLa/qK3B14vAF9PElVqkec2WcqILY3FByjLSbjzte/rrrmo/UHBdc9zva8xrr19tHbzetRHHI2+H53PGmB0k+O2d9ijrepQlmgnBVG1ShvQXKLOs9p6zkDOQM6ErBHOBDvKaj0xMKaJcZoEhI0hSES26rYA6QQBvlHAa+YMkC2ZrsuSm06wLFseVNdt6XLrY6RsAn7LUulZr9U0AVnaPSgoDEDB3ITMWfdPl3umGBGIwZQU+HVTSSiWZefBUUpk4zGvD4LNS8S2TW5h4YOCyCOzgOdUlnARWQaWQubMKJMk1eBZDsav7PkeEeIECrVvmBPjMmcwJyQFzWXPct37XQH1lBJACSEQPj5kr/NAsS7vH6ppqMc6drR95zmrnqQZCYyUCZxlwkEMhGkKyHwCQAghYppTAfTnOYNoRs5AygKo39Oyln3I7SDDnqi3PeTfNfo0ZbumVo72eyuP/vp3AI9bdKsjf9l/bS9Xfqut/Ul5PDfvdvy1+ymboFR+c3fcn/ce6t+f9tKrgQe/G21NpBv9vpbO3glL19K6ZXy01X7e+nEfXZPpq/kjl/ZpO+Dlmf7aV6PvbAM/0d768dLaPbfSyJZt2cN/gy4dSVvjtj3P3qtrRIQ4TZg+PvDx99/4/M9f7Xia3gD6v4HeAPqb3vQvoVcc7D06M/o76R7Weofa7Z22OgrDEB6pBzan0GBQJhfKsQAlHQDSAwt9ecVBoRGgAAgB8l+BCnVGBwPx3YDCA0EGiBTZbArWO/MHfHbl7WHCKy62zauP02BwN0au6qmhE+i2GazrHIyf5430bwfPb3OyLXm5dkPdY1r98B2gamCf56fnawm0Evl7exrpYMNSf5teaA4rKfY8DG7k9uc6UQsGFsCjjZBc54YbW1Kv9CB5BXTrsU/Og7Hd7zU9ZJ30U6KJbElVz9uS91p1S1i7BR23Vfg+EL1vz225e3Z7mxeGKbeRqsVmapolh4Vc0dVFr7ctEF7vWFag6EsLzF0D0GuyBqDHAqDDlnBn2UOeTbjuhbOgZJaH+3jwf1EljdG0/s2D52gnM1DfMPf0Q8+hW4Dp3mH37PHcCIDaAwoSUY1URq3WxSdA9yvXSHTbd5wYTCRgtILozEBmkk8mMLeLsBNkP/MpAqcInCJhCoRIAUGXXC/LtGuxbOsO00WCAsMxIJKBsgKuE2QfHdsjvRd7KPYnI3NCKKOiGokeY8R0imVP7ZRmpATMSfiKUQH0SUDynCIYSSYLwMBinQAAApjAOYDL9IC2zliEVkB9iyINJnzKyOxbFIEgS66DZRyXNdKctF8JRMiwMWlAjFE+k7V1AehxSQh0AXNGmi+Y5zPSPCPnBIsKzikj84zEF0yREMMJPAWVVdBocl3GvyoXAImWl6XqA6LKOmeWCQk5K4CuJSKZTAEo4H86YZoT5ssFl8uMEGatD8acQrE997SsNWf7PWk8CqSvTdjt018DvK7x9QyH8zV6NNJz7fceOY2eH+V3JADwnbJd4cC9j6zY+it60M6rGoGkPr3HuL1V/m9w9D7a0stbgfNRukfUy5Eg+k/QK/FyL/3OIPq1CVZrz96Tn9GryuMaXeN7bzo/qfNHT4jobdneCYq3pv8mobv8o90zu/U9EMIUcfr8VAD97+rjDvKO8hP+hDd9L70B9De96UXoO2Y1vvKg9dX48nQEa1tRIeMHUDtlCs355Y12+trgzJy/1xxB6+fF30yKSwQg+oFHGyFKbiBB6vwswMtVNpYA0PieDQAYa1EJz9a1MS97sq8y3nHzRp7jOuxP1mXNl3yQ/7GTB8vjCYN7NsCc9buB6AK4VPzNA3z1dz1W3ur+0j3/Y+rvHYGspS3Qmu6tpze+yfF09QEHEDZyuKG9+eeL6KjCVWT2xh27tKnjlfobVqmNQGdubctCt8pPGrQbfeomEL29vn0/tZM3FnVkkfFOL6lzyPffDLhxgLF/ps/LR5P7ehhaSurSd/ku7GtpT952t22KqD9fnw8xgEIEhahlodYiGEhF1j8o05aBv9Z86rM1Qa/v3XcC6qoM2jbKBBNub/8h2uu4/c6ol1vS97wbf2abTYfMbtg+5OT2HKcCnkNtjwDRBm4rDqzR5wAriC6TCkNJX5YTB6ZImCIEQDcQVu5EMEAbKJHtko/s6U26h3kIARlZVzGQf+Qi1G0sUycuAjLxR8Fq66xQn4lTwGmacPo4gQi4XIACYhMKID1Nsq5P4iCTBUjyCVqeqPnnJFEOnOV6YyNs8hEYSCbTWkcUCOQi2+15VhAdAELIsi96M2ZUWQbjR3mOE0gj7EMIYJAA05wxzzPmywUpzchJ6zXrku5pxpzOyBPhNBE4T6WclkfT7Mux7vfOFBAoQ/Zsl+X9cyIwRxBHhECYSJaZn1SXTnPCV4ygcAaAsjVAnFMZ21YbeR896uBcTui6HVzaAsxH926lPwLa18DTVwDPjfbwcnXy6I35HQUA/lTeygHK5EWsj2XX8mxPjVYUGuR4ZXy2h14NCP3TaWuCn53fm0b//SfpJ/l4FRkcQb8ziA4s+d87gWxvPv25V5WH0avxdyQd3XdvRaD3+d6T/r+VnqWDe+ufqEagf/7nb3z+9z+ovvr6LvWmP5veAPqbhvQnd5LA9UHBvTOTnkU/nf+t9Migcs8A40h57FH1/sX+iJf8zfzkrprZlftHQEybX3v9kfYtQBU3DkZJz0CKrbz2AfiDXDevbRWnsLaVTK9ON7E30td7n7VB9i35L9NZ1vcwm3J9bS/men/bABbY1fJK+dmIniy5Pe23rdfCo6bZplCgzOvEWHGO7zEE7rahA5Dbe1d5W6svn9Y6G8v26yOFHKjT3LtXqVqdofqlnKzwa2tvOrWr96xkPW6WreN27bl7Ldi1iKcxiL6eG6PisiOdokZEndwKH50cyU00oqUM+zqlTv5Ddl06y8kPff21INJofOT569uqTExRcFNRUkJ2ZoeaD7l8yF1vsyUnP72lYOTuh7f37Y+lQJ4x0ecO2jO+eazPXl+Kci3/h/KDqpSvZpje1A/K0Sw6a9Q5kJglKjjIHt0pMzJb9LnlUreQiSFgmgI+ToSPD8J0YkyBEQko7gzXjIo2FR6pVUvIBBi7d1E2d6b9ncEaFW2TCaD5E1VQuO63HjQC3fb8lgh0ZAnNZxWkRWMHjXAIQXdFZyoyCAUSJ1cB1UaVeH2912SYi22iph+xetLF3ut5LYuXnew/L9HoKdelwlmBbVm+XScWMMCZZYn5lJF1WYBABsrLKgAWdU+2Rzu5yRgWEU+lxAVEZyadFCDL1YNswgC03EBKCTkGpBgRY3L1Ue3R2njlqIirW+leUPWWdNfuXwMU+me+Azx+hhyu2by1iLI9efX8bvF/y2SqvbQnv3F6a5M2pO/cVQ3lHcCD6DVt+03kr3W53dgXHe2/urc+j24Xe+kIUO+aHRh9H03Y2duWt8Yn13h6VD8erZvv9pe+mn/yEX5Gtuxae7p1PLt23zNor/3euran7Xn6Tv17NZB/3F9csxvr+jYq25HjkT3ye7R933r/T9fnT9vf0STwzfxCQDxN+PjrE5//+Rt///e/3Xst0OvYm/48egPob3rTHfSMQcStjo69zzxy/3eQ56mf3fn8vNeuLB0GR8yO/+OIqI5gB8IZg+fH02bdLMZCRzJBg2/fS+aMOrq9iK3RNAmgYnu0jTpAu3ty+FMi6YY5Dc5JtOJwHGt4CykA5l6qC2gA04lxGsQ1ar2isR0sW4q3Up6VYjT3exB91fnTF08jm8s+vXYfDe/fSoeofueNQf04TQ/+9svodrSCaN8bwydmRSq6j3D3UdlWxsrnmKHb+5P6/OZjepsAVFLHxYnjeF68sC/OVCrltZsYYGK3V/GIjx2d0yC9kuQWQ2jlt+ZoH+5BbyBpkOWmCVn0uUEqBxXo2nJp19Q9x1zKMyZ/UY1Gv4+r779eiG4BZ4Bt/b7mdFxLYy0C9hovHhgPdizRxBUERQFsqYAsWQLBkQEkAi5l+XFCSpBoa4ouD0B0RCKhP04Rf/014fMTOE0Z05QQYlJVEvDWAG1YNDpZ1LmzVtoepAwVpBft4W6RDj8poAir5MVsy4tnpJyQdJlwZrFtkjcqmB4UsDZ5BRKBGNdssQ0WeR8Alvj6QHIstls/zIzMSaPVIW1f5aZbl+vS+JXf6oy2nLS+1P6CJZJc9nLPCKxL5dvS7mVygI/YBzjXMpSJDwq+T1PEaYqyf70C6NH6c18egoD+qi+wS2QTDaC2WOPpGUiwOgE4J2MEtsy+gfVN9Pvd/ddxkUx9WrdEdt5zf09FV7t3s60IvGu2ZMTfFpA2uv9o2gv49XwcNe6+x0l+pKO9Lc8yYrx7Uvv7boUdbHWn487ag+rf/X59VDt9tbyOoHv0a2Qnrt3/LNoer+57/neqr38bbdXPvf7DW4DNrbbxiN68mo/21fjx1E7E+hk+t+p6z/joleX7HfSKNvaa7SciTNMJH5+f+Os//8Hf//M/5V2yvOv8u6v1X0FvAP1Nb7qTjgB575lF3kcCrA3k+vOv2FFvvWwdD6L3kw827uz6TqKfHaQdQzfwfsuYxr9UAFB0c5HvY1V5jaGVCQ5PBs+p/fnt5PX0kPYyQoUNdCsIJrdgcd9WVpPi5vp21v5XF91aBqcO5AQEUEGrA4KxtRMBmjwMQfRAt//WFSKPeNzbVlY9hL4M7gwbkO7uXK1el4Z+KSBLSZN2suqfQZFrObr7mpbeNfvHFsCFYp5U7cmAJ++4XdLjIPr6/YNJEg14ruD0BjA9urTFneypPDJwem6HB7qk4cD0psEukt+RZpng0YHoBeQMhsKh1OMqgK6xrt01F2PqaOyQ/1PpngjK0e89gJc/fw9ffjZ+CLLMuAfPK6AqH87lK5iAJLkrmCsX5xnIrHHTIThrJrzHGHH6OOHzrxP++gBinDEFWYqcgiGtAvraeC6ofoVQ9762cO1iZwLgJyOBbUn3riwD2ckn6/LzEm2dUpYocm1aQff7jjEUEJ3ACETgIBHWLnNtb/a88WDAuRzL6g/6LIPBqS53z6WOACAIDi34MnKW/dLlhOUhKWdngdjVD+es9a5L0Qd2EwJCaf72DLKTv0acTzE2n0ARuoO96oiWxcqsUi9DAaBsC1CeqVUmpVbQv0TD66iGIKC7RMATQpTfjwynjgTR/dGfvwWgurX/W5vY7M/1gNkWf0cDvvfSNSB/jx3cKvdWHlv57uGjv/7ImH/kT2j5GU0+9e/BdRDB/cS0cs/g0YaH9oLP715dbdPf3399hyP/2oS0e+lRHbwl3b3PjPTzyDK/oj/rTWN6Vl09C0Tfak9baf50JO3R9J228VayvsO/f26/QT+Dh9fqX343emWZbNkWi0A//fWJv//7X/znf/6rvo46qfu3hgretIveAPqb3vQAPfICe89z5pRbS2PNYfJqA7Oens/ffvB89ByzdaiPOdV+jp7PdJULdcfvk1lTP08dm/08eD6mB14ieOWn/0IKamLs2N0DaTHWK2jw2gofRd44dXvQuAPaS5rmpCMFNG1wq0DJKHKW64PtJIUFkzuUbAE8l9OFe6onqnSMzeKQ2sjCPVhaX0mPCqfX6mfkNC9AUsOEc4o1v+zq4w3CyuTjLf17iQFXBXsdZvkoiL6fGvBcubZVDnyW630ILb/ZHI8R4A130yYK3t7KGtUvfIz13//cKzMrV+MEh6JQFEAkS1uDMtYBdAAIKCsPGDjpwMB6ToWzY3JVo/2W1wu/vBs9Q1evAXt76nvP9QKgKxBcliAvAKjUI6sulslJDiCWJb4TAN0P3CLQ7UmSpwIRpini43TCX58f+OtTdDroZAy7X8qdWx5t6W6qlrKIh1Aj0O0qm7OulLaZHGBtVjBojc4OQM4JOQfkJBHjMOCfgixbHjRqW7c7yArqBwONdeKa2BYDfqGTCUYAOnRveRI+OCDn4LnWNiXpZmLIEuhc94dXOdkS7r7mYOVLGTlqNDdJRHmKcOA5VX1he4eBgtZBnFExYvIg+hQlol1LxllExs50VIUtVaVpqswgC/yzjiEoS/lkNoNEoBNb9DnqHvPRdGI8nvgJugdEv2WiTE9b4Lm3H0fYEp/2TzpU9wDiZXIJWnncS1tRi9cmHGytALA33+sR6D7t/rsHSJdbCMEm6y266D199jFjtVvkc9SEl7307PyeOda9Jf89ejqamLNFe8cnR5T/u/XiTbfRs0D0URp7+tprkau/I70aCGxsNL6ZMi7/HhnfKou3HWnpd5YFEWGaJnz89Rf++u9/8Pf/73+cn4y+SwXf9MP0BtDf9HL0OxtWo9WZSwcMoPa8uI9eXm6ZOXktUuCRSIJ7ZiTvffka5bGPp87xX37ve9nfn88+Z9cASjmUjm5jy2Jd47vPf/v+nt2t6h0V7To3nfx5A1HaQQt+b2XoYFqt7gYktrcSVzs9n+UW54ArTv1rLcWDfBh8r2cq+Mh1mWmicnEpPgECmnJ2AHgBrC2Cvplp0dszLSWjlM+n1fA+KnTBA5UvOKeOe0R8jxatzK1iLxyqPunuWpNt57RUsVk5xuzaM4wClnt2PDpKFSCGTaYAtza0F+mGjEa09LlqnqXqrE8zlqjUWWu7a+ZWRntOILVFzQ+Z6+1N++Lu0ofJ4koDv+U9f3Tvgk1/E3e6gqYA46XgrzM0Vs+tsYggXQagsaCIKBMfKgRYE/ZtvQfXu6QLeL7moL+h62Z/6x22eW1M9sj4Zmvc9t2OuGtjrJ6fUrNaf2VCDQM1MhsaeS5R1oFY9+IGwAymjMyEoNHNzAa261LjCiQDWfdGl1qkIADoIkrZgFQ7muqhVrk9EcpFz39w3y26PtZPAYrVAFk5MyMjl2Xcs7YBIhQQu0TAo7bE0koKDyj8m8wDBQSKIEThjwPAVIBkooAQGJkDAusy9dlAdkhfGEjAZd9YuBbfBGW3+5ukHgV055KE5R/qnuZ+OfeqDaY8AvuT8Cf7wAfZs5yp5GmsEHz56iQN+c1FtkF1ptYvSx+r9dL3r6avRG3afVNb6PqgLT46vr7l+SMiu6+luQUQ7AXJ+nR7EPfZ7/3fCSj+3j6MvbyLkZCy9oM9an/ek/zVvN0vXu8TR3p5dHu5lsfRANSr6Nfecu0FGI+mtTZ/tH2+xa48a1LkI3SLD2000WdP+q8GHt8yseY7eNjjpz0in2fQrRP5bqWadPdO7+zuI2J7Jrh9T9rP6I9+kp7Jy177fqR+EhFCjIjThOnjA6ePj+o3c76MN/3Z9AbQ3/TjdNRg9icGaK+U58ghMXJuHP3yeAvdKq9+gLl1/bZ0XT9nwJYHgNTJKvdei3J8AjUYx/VMF/BH78Pg5/L+7PSfS3fqEFbwq/GJHancM5CrOmug4FXszh5QQNUfPfhW00RTueWZAoS4Nlr++Ay3fq6VmdpxaHFkW6Rfnw+1X62IjEZAFdRBSYeIwLRkklUWdZKApMWoafrvixIM8vGAoqAB1nAMYGLdK349/UVuBnYAJVJR9rj1dt8gBHaPVAELOF2BfIvaY67yt7IAMBMAACAASURBVHSopOEE3bFZFs/daRN8ffpUvWYRVb5L2SyaukQsW+Gof1rqmO3lUsAom7zQs9ras/VCGGhnvHpoaMsCNPIu+Y2f2G9Xr9uctdnRlr/BcwuXuONvDNiYLeIi34p4kUTJKnDIjf67T0nDPVcQztp2anthU3rUurbz1CtkLZQ7zf7L0HjdRtccxbeMf/ZOftyTxhqN0r998uHW/dY2xJYIiMxIid1lhm7bjUAMJkaG2BDKWW1zVuDcQHQ5B84AMi4x4zIHXOaA8yUiRkKkBCZGDKIPAYDs+W2TfwCwRFuTn3RCAoxbJHdQ5gxzlfFgQAwT4nTCFCeEEJsiZ003Z0bKGYEJOVagudoXKnonEwoYOSUwBGg3e136ELXLAjZHRJoQQwQQwTmCc51IZDaTSKLoIwdwiMgxCpAMLrKFpe2eIZKmRYS6dLtvO1074lJmjdIlXc59EkdTWaJe2zEzubGH8BNQwXAAymcuuThTIGUKAYwo0ygYCAwAqbZi62JRW7al4bkvJqUxSdR8RnQLaHcEPfK+eavt2fr+SJRdP2Zcy+OVgATjuQcMH+Wxfy8fyWWv7t0yEWFt0oNPsu9CF53nJulYoYwo/LtGTc9WwLmW7p4+8JF+8oj2equN6Ovr1QDGZ9CREwiuBYSMwP17gO97AOM1uqeOf0o/bplEdS2dUXpH0SN90VF0q/1Ys9XPGud/B323H3mtXdwrhlvrcM/91bc8DmZ7Zp29Goj+DLp3THtY/uWlIRhDdsH+vOkPpjeA/qZvob2zFD3dOrj97kHET4PnW4DyWkTA7wSe9/QcXtcHX8w2yLkOTBxP5P7uowWX3YkfBdGvVd2PjTXu1Sl2f+upVsf36s2jjpvybbN+e1tp4HLZl5TbewSb0jS5LYsHz4tzUZkZssCdxPrflqGVQ39bKyCytM3B3+dCC1GX8rkXrcIj1XQM6HY5i0yyL2d19BtA0R4X3Gg+mkeokW3q/Ufr1u8Zt69OSvUP0H0t5SuAvCRd22SBYtzjrACDlpkswtsganOZ1r8125HTk331LuXRZt8/WVPt61GvVP1yL872m+rEgR4BrqWp9WuygZYZVsKlGq2TgefsZEWW38AWly/GAwPDaPBKjUN7B2fs6mnRtzWnrtup0VkPlPf2pr1Ws6l7oI8/dWKJiknbevmg/d6A6iPwvKfm9PL+BUYAA/jW7fI91/aA4WsRKXvGtvfOsL/VmXM7sF/7lswCnhMydKdqaS0MQT8JADECAUwZJeKaSKPMoSC6RD6DE5gzggLo50vE5RIxRQLHhClmEAORIMtyk+5tDQG3BdD2ALpFTitAHSICTQBIwP/ESFkAbFl2fMLp9IFAEZllL/BsfWlmcGLklMFEiImRJ2/eqz4TRPkzK+AOAdvrmMLu4tKnlGXf4wTChDwHZCbZP54tB2ujCl7HiAgB0JkzMnKx76YD1rRK92T9pjHObh0TK4vWL5coe7kgEeWyLHuMFq2vS8xbd5Hr+EG6Rlk+Hdm6vDpWKVLTPjUgIFIEg5FYIsypLGOg8tIerfS2znzYUvi+VzN98+ODERjz0w7rLbo2aQYY24UtkGQvMHtP2mv5LZ3jPeB7u81beye+1Xl+FPn810D0Z+S75GPMW8tP33+uUBmrUtPDjiRMbmByrd7W/Bev2BZv5enZ/qt7/Cd7/UX3jj325L+Wxt6xlE/DT965Z9LgM8HzPTbzJ0D0rd9HPf8IcLxGt9bpUbLdAneXPpj98rgm+58C0Y+aBDDuHdZpOZntzmy7NI8C0dfGLs+oozV92Tte+h3px8vS+S+qX8ddf9MfTW8A/U0/Ro8OCNYGnN9hWH8KPN8zWBnNbO5n5H737LQjB8jfN6vUeKDm9/cRFWffXhoCNwOQ41n07PSPpeP1f2l/xuDU8XQreF6jq8uLXO+oVgeygL1AAUL0q0WaZc6lmKQPkt5T8vTgqudliQLX8af/bc5sDCLCnAOu/O7LBv98dcB7AJ06Z19Wx35WYACocoOlDf3eyZtAZf9ZIkJgKrKkEBAylQE4QpA0XNm9nBobyK0s7RwAB9JDwXACSoQPFmpIiliW6G1uXZ4iRgXlGQowa7rLmlM+O958FfU/lkIb47t6QniiClKX6HObYAGnCxV8asBz0jZqmTFcBLr8qJg2bdozawcFV6pJXmnx3KTt85DvyxQafb+SQb1cv/m/44c1VqzTQ5+V8VZXZPHf/T2Ob1SdJ7ON7lMnQVDFwqnWlb9XjYB7WV1z7DeCqxVU0ifn4K/lbB7B7c6UYXtdsPMcEP3RMdFeEL2foLmf1JZmRqaMJDtbC9hr7ZMZCAIQ56CTeayN612ZZTzGnN0nIc4Zl0vAZY44XwKmKQJIIJL9x2E2Xve5FvudJM3MIHaANSQCfYoTYpwQgwDoac6YIXnK0ugTpulUAPSUZiQk5Jy0b5U+MiddeSFbHq5+HbTLDLf/uOwpbjNKJBregcy6JHqMEdM0gXjCzCQB+XD6TIDsh85gaBQ6IigzsvZjmV2/aOlD7RlVe2jXXUdeDjZssKj72udWHmOMiNH2Z9e2n+vYQ9kV0J0IWWvd+LTrBOge567vRETIrKtcaLm5tXS+DKPJSHbdzAyoBdHvebc8+j3rkQnQ18DoUZp7J99snR+l9ygQdWtdXJvU9ArU2/pb6B65tnK83me5M7dwhs5q9Kk3V/ZMXBtNeLh9UteYHtGHe/Txu3TvCPDczn13e3k0T/8OuAVajp7b+n0L3QOevxqt6eyzJk/s5WdE99iAI3zHW+B5n9dIFx+V5XeD6NfGD8DeujiybT2md0eA6Fvjou+a9LX33fF3pHvb91FplTcRIoijLywvf4vf900/SW8A/U1DenRW2R5w/BH6iUH8d9KRg8NngOe/w4C/pW0nwfh+/bZD3P09t4pntU7VOelXmB4MWX1K3bn2t8cTdnC1Uq6tBLr8DLRqWC0oSZ/wbn6Wt2+0FwNnhg/2v0k1xZ0n2ki+lb3I15Vd72FLZ5jtmmtpQ/F2m4AaId07EViB4czOic2O/6Cu/VxBDA+CM2fnLDdFVXBiycaCn2E59NmKcamumB+OBi+JzgFo41ZWp3udHCD3GShARLK/qgPRfYw2A41sLFLRR6FbugtAGwo+aPoSTEcgkqWAAzNyCI4PLrpBVh6Xbhvt5+Tn6wqaH7VLZJf09C4qhsQA6FZ+vqpMlgXMLG2DFvXGhTcPiLgyuS+Eml+t42oDyb18cPNcfbqAr2YTqNajgR7lbnve3cPMlTEvJx/F3tCy/6h2wunewGauPO7yd6fWugHmpiwNyOqTbtqWXbGlVOvdZltKOuVWLZUTT5lEAeh5Vnvqc64TXQAgkLMNpr5EaLlGkR5bg6+b3GNRCdT/8J/bOlwm/Syb7vj+nePZZ4yLroHbI2Bsb5pHkYDjuXwu5zPmeZb9vgHXLgFrI9ZOJeJYsNCon7IHdbD2CiQFnyVyvORc7GDKjMsl4etrRqCMNDHylJFPGXkCTjGAJrgJIgFFA0mAXdO7Yj81Eh0g5ABQBmSfbYn+nqYTPk4fMFCYWfZyT7Ymvdp8KmmFds90m2SlPSybvS+2uY4DiMjJ0tk6tQsmT28Xi8z1PpM320mukxOsfyuTxEr+Pm2ZT8eQukGxtfas6YDaCiIts0T2V5617rxOouqDTQTLxMX2ePuqJaz/iMoKA7ZMf7sydG95an7Fivh+hoGcEubLjPP5XMpi5fndnJGvxO8RNnLvBCR//x5n/715Hwm23Up78ro28cINQXekX8d2Ozkso48V7lDGgytyXJuQsUjJ9ZWjiWhH0bX29MhEl0fp0QkEe+45ujx7J+qsgU97/JUjwHIvsPRq/q5H/bP35nfv5IMtume8eiwYtp/2gp/3TKY5Cuh8Jlg6mrx0DD/6XrqT7e379uR1G91jb/amdQ+tjXGemect9Gr2cou29HNd36uvK7t+pfhIX2e4/aYn0htAf9PhdJTxvMfov5KjoKcjePuOGWzPSPfeQd3oRfh+EiDgCPVsHQ7P0jkX4ToqN9fr7VMtWz6gcR/f8kALKer5Ajhwe3u5rUa8CiayBKSK83QlMnadvON8BPn15MDwBfiyfM744p5Zbgo4GLy38qqTBsovvc34qJXBXRpNttQ9v0kaDeqL51i3nDx4LgBXruCwjf6MqSzKIoADt+l5EF4B9PoC6EuxpIqN0ZV7uTkYsFcYscI6/deg6w5At0Sc65wVCdBI8CbqlggeJOcmSs6Bgov259uEOgV1z17Z1Dcja74GmlfAo+pNScKVlbuTvq7MtlL2wApp+iLwArKUClCN7cWu6dodo2fsUltn7aSMRo/sSbIka0uzCQKlZpwDtLBTxEJtWmjL2QJLlc8KMPlrTvfK8wrwNJOJqfteLSKXsrj+mNoykPvdmB2qIuxF2fZxVW9HEzVGp2pyqmMuw7LcfZWue8iuaZm68g2JB++LWqaUElLOyJyRObj9n/0KGJq86oG3LwsO7+m3H+jr7wHFj3BitPrTtoet77fkcS+t5Z1zxuVywfl8rsfzP5jnCwCWPcljwBQDpkg4Tfp9kt9TJMTIiAGYIiMGQrAlv2MAM3CZEy6XhMuckZLtiR4gS7gTciacL4xfvxJSyjjFjNPEOMWMjxPh8xP460Ma9xQIQAARhLcQpf0jgCFR6RLc7JzuRVdJVhEJdQl3mxyVM5BTRgi693oAMElU9TSd3Ce2oK21PeJln2BHMXXFHhufCbOwxxEgQogBBEIIbm9vzz6srfkJYTYmkIkvmRkIQU1CBetDVAZI5BVCQJl3AHZLuFfZkSuHNXo/sabVL8kvEFnXXLrpeqSSbjUemk+Q5d8Dy5L/Bu6bfbEOpfYXy35Dun/RZ+AXLinjdPrA6XQqn70g+jOApnuc2GtpGY2c96Pf96a/5x3uXqf0GjA+so3f4di9N489z23V/6P59iB6m95g4OHH05s0ur4cV4z620d8QCPQ9VUc+769HenPeWX/15HkZXfruKr/fetknGfTVp5r5b1FDo/YjaP16yf19SjAepTeq9iZZ9OxZb3yrnlYHn8m/Vt07l46UlfNj5ETI6WMec7txc6X96Y/k94A+psOpb0G6hkDpz0D4u+iZ/Lwu6Z9r1PjWJ58FOZjxPxkebkjdSCu5V8coBj013pyca0A1xUM8vm1v7pBbQ/6Oj8oNV+6jMuYwkUhuqWj+1xXqQET5c/aM80EgAbDGj9Rwbpadq+atrSynWtBIyevij8B5Pkjvc2BQwsQHQWcAysoP9KxofPZlmH2txjI64ErA4U1SlSXYvfyJEAAeXXoO7Yd3y76HM4BZ4L0JS9FqBVRAMfRYLOAaouMCwhQ/vjHvV/ewPMiY71IGomeXRS4lZEE3GagLrdbnP5FkID/boVvKkN1Jet3ovJJ3DrtJdulM5LbP24iAEq5DBggWJqhRG1WYNgD6HoecOC5qysPbJSqKqhNBbIdkGPcSsR+nZDhq87K6AFl053SniwPWsujMuVBcSwAECt/yRglStGBJIZGESx6kYEgem8UQmvjPbi8kBMp264ctX6X9w9B9F4NfMMrP2tive1o+bTz1udVuVB3f83T7rNUrFGjtiN2NkV/98kEEGYFOv1e0wU413/1mwPPjfOVccHVPgLFfMA1k3rccf8RL7+PTgDtbcM1sPyIscheh2J/T84Z5/MZv379wq9fv3C5nME5gXMCwLrcOCFOVIHzKeA0KZg+EaaI8olTkCXUpwnTNCEz8M/XBeFrBr4uAkznUHQqBCBzwOXCQJ5xOQsQP8WMU2R8fhByAogJMQB08jYhIESNNCfbZ111Npgeti2GSAD+aZoEUKUIZohDJSS1JQxEACCESDhNJ/mcBECXdDNKv1/Acy7tT/4ar74bkXFzRganhBJHTRLtbVHYsux7HWPUCPPa5ljrPesncUJW9mGR9NB9yXVVFZl84PtPlDFGAdCzcyo1Nqe2e/tezXFro5fguc15c+Oc0mUJ8B5jQAYjMCGpeDszChSJKeAeTMpVny+XM+Y5AV9nnE4f+Ouvv/D333/rXu7hMOf7I8D0kc9sAQp7gfs1MLvPYy3/PeTTWAPpe55HedzrTN2Sw1Gg9hbdkset5R1HWllirlt0Yi0jjWHy1NzTvTShHdui2Cbj/d7+qAem7wUJj66/EV9HAniPPPMMXX0mmHjPBISt8dXqePMbgalb2+jWhKc96X836PYKvllPz9LPvpyjNn9Uvj8t02NtiH9RPppeS/eOonsnHv4b6SjZMCQAKWXxcciE7s6B8a6HP57eAPqb/gh6JfD8TbfR98/YfOYg7VgqTk6qZwjUOEEN3OtLVEAbQgU3G7BMztX4zx6MppJfucruLq7nAMcjowC/Pvpd4eDKhz5fXmA3BeFBG+7yXoLoxrljyOCgVSpO4Jpp+UsEBdZafju3jebbgs7k6o5NDsY3uwGwOqhsOeMKiPOuwRg7ufv87Jt3nhegU5fcbSPCNF/ZhHYg3cqzg7Or/KiXdOttK+Cc34N8UBiHzauuw+kBNyDjsi7s/FJHyr7NxLDwuRKBTs7N74Dz8r3nQdvfMmNbNlvc9GznFCmwvORnj5q6F9JWIdv25vizdCjkMjEADrBuPkA7KaOYBB8ZaJpq91Qwx54xUEcbh+qRX7q7Okd7PkqduvsKv6Yk5btntH73EzCk7HYM3bNjgL2A7CQRi4hAEMRs2N6o+0Y6OcZsnMnCHm3Ac5+A3e/PGb99Md0jTb3jmv3zLULrkiqfnXunZbCA7cValXyL/rt2wY65UhwKSHMqAHrZCqH5oPnUcq5PivJy2KRBk9xFpb+sZd5Da+POe8ejfjw7SuMZ4LnRNeBpRBaB/uvXL/zv//4vLpezLscue443EehTwHQS8PzjFHBSIH2aUID00ylq1O8HptOHRITHCNCX6NKlM7+qU5czY0ZGoIwYWKPZGX9/BgABMTA+ThJ1HnR7DVk6Pojd0L45d3pKjR0mEAJiCIgagR5CRMqMNGeEkBCC3S/1F2KQ/dL1E6cIzgmZCcxJZSw2BWa7Na9aB4AsNV/PZwWpCYRAEYGk7QUKQLD9wB3vpc3WMZRvk2UZfh30BGZjBwAhhqDjKolAL3YFklZmlv3V3YSZthSWdy6Nntwfb5tb0JxLVLrg+IxE0PkHogTWx4QQOr59n+bA+kV/UEQPzhnznJAyMGfgdPoAMyPGiM/Pz822Yuf30KtFDW2B59cAyb3gzK0gz+jZPSD6NYDynvfOHoC7dTLBkXTrxPOe3xFYPk6/ds511R1Ns0l/MBRuGNhkt7FDa2XYon586ceZ9wJXz/BNPALub6X56DPPBBOfDaL330c8jL7399w67vtp6su8JYNHwPMt/Xp0jPzT9Ej/PUprj10+CkR/NZke09aLQ+JAei05HUV7xmHA6+nJb0/6HpWzRaAn95rR+VPe9MfSG0B/0y569iynW1+qH83/1TqUW8u3NsPx2n17y/2Ik+Me+v768C8dQ7zkJjr+fctFClNGzoJ+yNDSARrOyWvPATaQRXGeEgw0a5dL9uCHT0HuF49JAVDsLzvIhrsHIQ+XrAklALe+NKACSOgcYFsSMUe5/jDeR2UwRhqc8GqbWsm3e755GW+e95G/XXse/nJlAEAGsDo5UZFlVdKez3qJ6gnHd+8kb0D03mml/Bj8W0FgS3pU4Zo126QJNoG4+1o4oGCXGABERQGrbFxJyuB1F3knoGsjtRVkSLzsQIMc0GBoDanut8eBPIq3UQEY/VkRVxT5tCsMUD0ugETuiuGBENU/XTUA5kwMHUBgIIXPyjgv6blMyNcbwQPTQwDdT8hwYhfspwWu6wQAtVHUTmQgUtnQyGVLpcxMFgGpEZHeieTa7BhA12Oo7ZbZ26ZSbC2Ha1V9dSua10x2GtkULWuVpQNvuvtykVFpDi3IXI6DfOBtlZtwIJW2+lCtX3tOVaLrb3ogrreF8zwrgJ7V3nggvU/PfYrg12n8LMrH5LeWjr+3uZ+aL3fTreOZayD5vek9Y9y+5nBMKWGeZ13G/YzTFEBTRAxB9jkndHudU9nzPEYBtWU5dyjQTjidCKcPAmdCzgGMCaCM6ULISRwYOTOyrXSQJCqAmJEDIyVZFh4A4sSIMSPEhJRZ8pqC5uvGN1CDDYZsep5BCBpxIDubZAZyliXbUxIdysk+BE62vDxkDMUBQAQjyHlLp6zWkUXlAuvO7JoJ6xFiojQIHIVVXUmGkBGDLB0fQkaAXCNk7YMYc7IPkLLsKZ901ZA5MeaZMWcgZRJcOiuAPYs8WKPlmc1mZYSQ9VhlBRrtgW6R8YOJPM6+y5i3jktU45ztqvZVuh62gUQzbmj6N6ofScePgbUfQ2uDGaJHl1k+zMA8z23f5nge0Z4xysjhvBcAeTb1jv49QNWR+Y7o2oSFNVnufV8+im4Fq26V59Hpradf31FIX0b8e6Hf+qhl4NqJJf8/DeCu6chRQNdocsco3xEP13jdk/8t9LsAyGu0Jttb7MEryKAHx0c0AtGv0ZFlu6UP23v91emoiVm/qxy22s8xZfpeuTy7rd86/vju8cottAegf+akqT30bPyigucJ80W2FjM/jXOePZTHm16f3gD6mw6jVzLyvzvd46TYM/v230LjTr759W283EMGMOQszlUfidk4G3nHS7Y/NICYfPNy8SmtSag4mkfZFlymRjCTejSlDAbIdugTRsl1HHjQSAcq7dGn58tFGDWBm9pFkeFApk0eDlR0JaLB30WcZZFRy18FPHuw2b80q3O5kW4F3phRllEWoFOBr4XuuLpg7mqKm2pvnNTqvPYrDhT0EQqwGRK3UGSVl+Ol4dtALv20YL/jec2ZN6JG0bk4+/WLy9jk4KLp2EUeL1oMO/mI/tctDRiNQIvDn7vnmxoctzMvpB5YL/kukAqAaLF3dylFAUR9JTudJXuKFLhGAR4YqOB5DzIoO8gBCE5rewSTjW9AovUr2FKVzSuaPWqCzCL1XNuLlcGD/SMQnTm4awzoHsgAdPIDVfuDXiGt/AxGgl8CfllnJlcg6HL7gSRqnsi+yy22HzHrsZTX20F/9HmUuiFnVzq5lLJUnhZ2s6mqMWg9AqmJgMvlEynNsg+6041sNojXItNZm107sYcbua8JtxgJd5rbq6M0GGCSCTq8surGT9A9Y7dng1u774XYQDM/oRzFnhIyZI10RWqztF0QydLvOYDzBZwk348Tg0LAx8cJ8xxkP/RLwnzJmGcBy3MA0owC8oKATISZgX8uAH4lzDnj8x/CyaLfTwGnKeLjBJxOkKh4zsjuQyTgOCeGBH0zvs4JIc4gOiNQxPlrxvmccP7KmJWHuk97QLgAFBiEJHu28wzmBOYEEJeJBSEChKx5ZXASNNoi5mWvdp2IWFaAV+A8zDJZIQgMT7qMu4DkGSmhAOiz7d+XMnJOOjGAkDkiQyYGIAtwLiuLQNsuQDQhRmCabLn9gMiECAHQzZ6GEHRlgShLn0cqe6ZTACjrNhlBbHvWyO9LTDIZjAlE0mlwmZRYo8uJytwnADa+SVJHTJCl5qlErTPlDjyHjEnJ9mqv50u3c4Xuee+9B4w+yim5B7jbyntrcs7IkX6vfHpQvE+vnWTR9k8AtA2My9lPDtjL0zV+R+l+F1i/Bg6u0ZLX/r3Mj6/acsgQTSYr9lHpaO7yx308+e97yvKs9tPr/DNB9Fege3m5x54cRbdMMtxqH/fYg2fQVv4/zdubWnp0ItkIdPw3+mp/mh4dn/wEPdteHZHmT8vomcRAeVc5ny84f52LL6b3nb3pz6U3gP6mu+gVDeOfNvj4bhD9T5NfT6ayv0sxOTMyZXB2dePArzF47KgAJ4vT+mW5TOgwGb28BKnHNxvWZfzViEbW6xXQKODGKLla5IITLsu9LgcDtH0Z5PvO8i7YocX3fqxUXtKHCbs0+htcXa0dg3mLDRhbOLuogOjyGwswyi+t6qNMxsfWgdYLxWPDUuFADbV2D5DerPXfpNXIgRwo6POSH636OR0ykRqwPVLYRWXWzCtm7kF+48ii3lWqLL+pT69kU/W7ZFzK3jEMLnmjlJBqWctY3Kdn0dZOIguQ0VVMqkA0uWMVbdsWrwPo1Qll4GwBl922AAvnugHcTGCN+EcPoDcy8RCGfhaNqghCkiDuItYLQlJsQT1Su+Q7AMryOwQDvqAqSU4PmoopIjQwOZfli11rGgLMAi7FEp0p+0RzIJEOAymlsr9WztnVEQovBQxuWSrgua+nUV/g2/fQwVhUrNqMGjU7AtBFxiEQLpcL5jnpktD6LFf9yLldAcN0bwiM+AJangUIdx82WbjJQ3CyacB0l4e7zr2deiIdHWnwKuB5fQYKlssnqIW0hcCJDUSHhmSLvUIGOM/gBHBkhCngdCJ8fBBAJ8w54uufC76+GP98zQhnAdFnEhvMGQA0LQTMmfHPmTGnhH++Mk4nwucp4OMj4PMj4PNjwiUBn1kBZA+gIwsAmwDOVFYfD+cMohnIZxBFXC4z5nPG5cICPgMAdEsIJszBJhUmhAjIZJsZjAQiFlA9kmybDkaes0TWz9JO6oQbtXwMKae2gxCSguc+YhsFQE9JJhnMGZhnaNS5OIEyZ0D3NEcIxUGUsz2bdalCAd2JJnx8ED4+Aj4+JvCHRNdLGgyL8g5BI/ynCXEKiIEUMIeC5wSwrXIhaV/mhBgSAkXEste66hFl7V+lP1VsXcyaRuOXPdhZnwsKxHNWubiVQXQyh6THdSxB+0xAb6fW28E4sVsjZdbu32s3en73gE5rAPYIIB9FQo7yuMfOrYGZfR+Sc24czNfKNgLmPd+v/F58ixyv6WcLovsJAIAfXdhoSO4sb6Pw4yuX8gov/vq4nvbI/9l1828A0R/J/1Z78iiN7NGtE4FGz7wCeG40sqGja69Ej/ZLvyvdW75R/3SUr/d3ALFK2AAAIABJREFUo7X345/Key/9tL0Y6dCrtbc/1i7ou8p8SThfLvj6uqA6S+Twp7TPN63TG0B/0x9Bf6qxOhJEP/qZ34Hal1VAHAPf5h+/nxzwWTtkoDopdg5CVoATveTS62+4Y4BD0GXIDYS0HMwxqQ7kkkULBg2TdLx5AIvd0QPBXiSjl+VRvd/cvpysGuiI+qv9XT2Qhwr2FYyQxkfxBMvSrGGNf4metGWoKxbKJfqcufvuZNccS5V0deMBNwUoyLcnBtowdP8Mub8qMHZHd2vlv5bFwLUKgrUDVotAZ+ZBHXSkfLacqt6a/urHgHkDKsoS9aU8Lkm5AwOh6WF5rXcm+ppglOIWEKGUzl+0ExkVALQVCUgeZtUjcnlBy2Xl2wLQBXivs+S5ALRyq+2BztnrleZkQHUGELKUoZGvtwuWdgAHtHVJKiMeyZiKPOqy+K4d+fJQjW60+qRMCCRLNVsbkkh4rs2gbzPOySwgk7xYFb3tbFIthuwJnUNEjIwQAyJD9mLnAAZj1r21ZCl0hoG7pS1o/sXB3VSbTQYIFURvZIUFXwvbVNWjAScq2L203ZZGIMJlnjGn1ESeG4i+Gnnu2l0PpFeeuPvdf6/9RHudB4/4vkMtEy3r7Bnjo2uRUK9ED0XaoNouInbgOdSGaQQ6kYDoRGJDFDznnECIOJ1Osjf6xwmJM/7vxIhxhlhc2+9bkkyJAFsuHQGZGfNlBs4J4AumCPz1GfHXZ8BfnxGXGfgrB2SOYCQwHIiOJPPWFDxHJrURCcgz0nwGISLNGWkWkNkAfFLbw7qyBoOROSEEgCHgOTCDAiNyUB0MACytjHSRSZQhCPBrK2OAobaWpPyBQCRpF7tMplNqm7Is4T7PwOXCskT5JYGZEScSkJsiGND7koLss0b7S9R/CBF//RWQcoQsq28AegQF4QUK5k8TEE8RMQaJQCcq5cgsY0Yx3TUCfQ4JUyBQiDJxgAigBLPn7iAgehkPegBddDZoP5JLRLv1AW4p9/Lxe6dvUw+49t/3RkSupWv3PNPZeCuIbr/t2S0eRwD7EeTl3sveVjqxPu9a3kfK91WiWEe0xs8YIK5jq17GRL1+2pB5pEN7+4ya3ygqc1cKHYiwZ+LEXjq6Pl8JRD8KPP9Ougd0vPbMK7ZZ4HX52ku/O//PpEdA9Fd7P7iXflI3/gS9fHZf8pOTG16ZGBaBPuNylm3LGj/Ij3H2pu+kN4D+pt+Cjjbaz57ZeWtk0VbHt9fJsSe/veXcih5YO7+n497buT+jkzZs7B5af66CaW1ej5Wz4ATOgbEAOLAEMLrENSB4dI85dw1XWEukPz/i1zlgyN8hzhhLvuwvbLrugJkx+9Tx5oBzoIBHazLonVkF11/kcYMzBe3yvtxcq2la/m1emoI/mqO7OKFUSTWSm6FtnwAOGZkDQgNYVaeX6UXNltuDk3eV+4rsumeHKKCdr14098xC0O5cZVTqLqMsSesAQvCYtzWyfeIXAPHwd8OJFQbqyV8+rbJqxVD3h/duRxrKtHVM9jyou9Jp+oAY7R7zW3XDlZcSK2RgMEy/qpMURfZO7r7B+Douy8NbmUjbooHnGqLZy4Z1v3nTD2cDfNnBJpOsewd38vC61ImiJFH6zNqOfHlkIkEFuIgIIRNyyAgcYAA46dGeZZd+1V+Jyp7npFGauvQ6+gk+vgiEKUbkyMg5ImaWSNtAiFHqYZ4T5suMy5yQNKS1B20qH1UPzMZKJGrde7iXTysroPQJrh3XNmmR59lFoHftx6n9NEWVR41A98v7Lz5ah/3Hp13Omn0ovy0Nk3n/NNfHSpn9477V1ZUHnkVrIMHWmOvo8erTI8X8h7qj2k1/T23I2p9lgHMCp4w8EzgyiANiiDhNwISA/BmAPIFwwjQFXC6EywW4XHSZ8kTImeSYsnzPhJwIKbMAr0FXogiQ5dWJQYEB1G0Hcs7ShlgnALFEgYMZOSXMaQYhy57sM8pkF+uLiICgE5sElCdQyBBAOIEpI1BG4oyUxQ6BGWlOyHNGmsWOBOUtmMnV5dtr/8+6J7lbXaOYZ9bJPSKDeSZcZuB8FnkxgBMITLpJPUijwRVo1898ybhcsm41kRBiQggJREmXpNdJZSTllGXfdTUK3c6h7KXu2utyYg1gi6qLrQ4gyst26WTcjjuXGtmA5e5+i0A34LzRV1pmuUZ9G916bzsS4Fvj5ZZ3va1794Kva88cVZ5n0RZ/fhLurZMEXgk82poE0X8f8WxjhPaSyWZ0jhbn/Lucn/Tr71nj3Xi4RnsnMNxbN8+q01v9Rdeev0bfObFkD+1pg9/dlm6RwaPjs2v2c0+er0rfNfn0FvoJXRrlfxRgfs1+3Nqen/2+8dO6e48sHpHBreW9dYKXf+bZ73a3jC3X6Nrz18r/iH7e2+93iSBrgMP564yvf85yX33gDaL/C+gNoL/pTS9Cr/TCfQ+9Ev+vGg0wciytd/7VydigS03XbOCJP61ODAf4tGRRygKkLbv6CsT43wZrDcYS6lxZAo+eMX+f/OYOwJBbCyjJXMtUgBx/dGktSlivL4Flz7uTf3/DsF5ceXoQT3lv9c0DVVXudb9ydX6jgnyEeg9cegL6ZLDuJd2zOXrGQUaAgW1sIGfHI/dHtL+9aLpjuW9dlV15fda2rHebTKljQ7r0SIBbEb3TNhu0FoG462R/LOqswjd9Wfxx4Ep0R3LHpqAbz7RU86JFiqXVeT3s62LVtHGJ7CMFWCqU7nh0dc7221/z7W/UHtjZJ49KOuZKPam9qfgmu2MrxxJnr3xtvowYb94WmG21yQIK8oOKFhV+JPuMnANCZhfBFmoagzq05chzzkgWOakRmxKpjSJTX00CzhByzojlExCz7CUseyYDs0Zwz/OMLBsvd6LnRv6NnQAgSxibLaGWgSL2Wl9EHrCCSxfFZhiIbrYcqBOADPjKzLr8fGpAyAKULYB0uO9tJPp4og+PDo3qmTqWSQyt4Kx07amhUTuWtiLsHhmr+LHONdDuUefu/gexACUdx2KvCdrW/MRAmcSQs4C+IEBwXZkMEgOBYsBEAX99fuA0nXQ5cgXPFfQ9XxLO54zzOWGeCTlEpAzkEBECI8agbVwiqecUcZkJ4SzyTG6P8EgEgZVl+4lILFvs5IyUkljXDIl8zrVdWZFCBDIIEYQMQogMUAZ0z3BQBunKFxaaL9thyIdYQP7A0H3Upa45U7GhFokdAjTSusqWWYDzpBMKUibMOSCxfABG4oDAATnLIvIpBaREutw7IWuEvvQlETlHAeIvDCBhToR5FrmDqES8p8T49c8X/r//+z98nb8wp4TEZjcTcp5BIYo9JVmphGKQY5A6apTJTbsoiqZ6GihoxLr2O9a/DEBy1bRWJy21O1T+Ggjtr+91Qu4FDUe/R3k+ks8Rzxydh7d5Mmms7ntunyPy8HndQq8UrTUCMbb503fE5n3QJkHLdxo0lppm20bt3cSnX98N9wcJjIACf27Nuf4IqDSaLHKtPT1S96/gv7iW99qkjJ5ukfEt/Oxt22uyvDZOeiW/0Yhezbf1pmPoWX3GXn1Zn0D1On3Z0XSLXF7VPjzDHvxpNuaosrD6OC6XC76+zvjn46v4HsvbyR/cXt4k9AbQ39TQq80U+7fR7z5IeeUO96dl2wDHu+6vwEKHYTuEzaXF/oYOWHDOaYPSyKKci3PbgfGd06Q8XXCqFl7kDsTqrpa8i/PFAXbsylajZOujBVw2edj3JnNfxvYHN4JY0urM9+op6i/U/L18SsR4n351OPUgekEWzOHr6sacVyZWZgAZyCGX/ZqtrD79tu6WZRXH+4oOLk4v77sKZo6Iqowqf6qYAyecd9YVB7ivZg+2ND/JX2rkQf4vtWksyzHS476QvLhjsdjDVltvsnWTT6wtwb2s9bk3eueTclsCwE0WcOCy3du0be6OTWZU66/Ul7YBY1rbZkUrufLi5cSN27SzYb7d2x0ywcJQD+oRkEH5GjDdVw/pCTd5qBQ/MzhYFH2Q75l19Y5GwwqvzAIApZSR5oRLAdDlnBWN20IDAIIC6DnrPscxIE8RnA3AYrd8eyoA+tJpXCeasLOpgHcamq2gRu89SG1pV9CB1EZXu1smDGgdB4Is1eyc4BJpzhU8Twq6617KBUQfAOZDEL2UFSjRqqWm3WSM0hQq+N6rlCXk+yUe3DJu8+t0a3TI1vmfiPwyGuX7EAigfwo4bs2W6nUBPeVTLmn15SSLqcskFkZU8PwSCKfTpNHoJ4QQwRCgN+ny5Odzwv/9OuPXrwsCGGewAuiy6gMREKNEajMEHJ5TRLgIAJczI8WMlAjTnBADEAnKq6w4n4IA7DEk6JDGRYUXqQKQCPTEwARCZkLIDFDSSHTp2GVP9KQ2z+ynrZRBCKwR6Cy9HnMF0QmSDAVSkL1tz8wVOE+ZMLvvKYvkQ5aJBEEn8Nh9cyKkmZCyLTHPIArIHDAnAl10WfrECJeEEKVPLhOKUsI/X2f8369fAqBn2XM95SxgekqgIBNvRFgBIUaZMEEBsD3MSScaVg+VrgiAVk4UZM961v7HjZ8JXPSsqna1Ana+72K2bNPed+Z7QXSf5rW8rv2+Ja89+X0H3QKiA2hAdJ/GSNarY/8Nm/0oiH6kDB/pL9bkIefbdwm7VsfkKPeMRdWOX/25Ou50o9YdzWCtDYzuqeneBgJv0QjA/y4Q/afomu7eE0n4SPThPbIYgeijCRH2/ZGJFt9NeydIvek2Ompy2zPyvTedPRNynmnPRvSKbevamOAn+b02AehZIPrvRs+uI2bZsu9ymfH1dcbH6Uv9U/ou0r5gvOkPpTeA/qZCr+DQe9PvT6+iM6/wAmrkwfN+ELTOozr+yjPO81wwJy9nvVDSYncfFFzkdo9yQonC4fZPw7PwKo9VB0u917PVsNeXx7PcAD4ozlFSXutTPUjEGKqXL/oI9uTx+ZUb63LZvm5c4WxigyVr+7uPeOvlVkAqn65+oU6KVlU8EGqrNr4G6o0FgC+gk4ESdqs+5+Vj37uyVDYdUF1ktCFbu1Qc224ChU+/qXeMhdmRPTHsvwD4yPeC/zZAs0uj4ZldGmvk5F2zWOG9c8yUNumusj7vbILt7d63lxFTfjqBgVHwE1L8wgNVkVd5rLphgmodnz0A3kKStdJtWftOs7W8vZJ5+7LU6iF//tnyYDFYKA5hnTTUz3QQIEqj0EMGZwKrba4mwEmOBWTLKSPNssz6ZZ5lj2AF0GFtzpXbChGIkHJGTBkxSgT6xBmcY7G38zwXEL0HuYu82Y42MQaLewuAXgA1V2auk2k84OZ1uADXuYLoAAR8ZAE/LT2JyK0R6MkmCbjl/RsQPW8A6DAby0VXivC9Drk69ObLfpZPZ2vgnpdSDq3AJh0Jnvtr9wJfa+MJ+907i4/Id5WcM4HKNgKubRLqtaCGWduZtcekS6kDoQDoAmYHfP51wufnJz4/PxHipHonIPo/XxecYkAAg5OsUZ5zRMoBWfdbD9oWGEBiQkiECzT6PTFSZKQ5Y4qS7xSC5B0YOciS6okyCEnKYTbSVlRhm4Ai0eETCBJzrmA4ZQXQZVnzlGfkNCPlCwBGCBExRDlSjUAPbkUNA9EBBc4Zutx8bcvBAPTcgugpB/noNhkhB4QckLMC6E0EOmRyj2UNuW+epb4EBFc5BCBzxvlyweUyS5TG+YJ/vs74+jojpblEnyddYSNEeYYJEn2uqwPYpyqUKIlvq82YhCSCPWRGNptdDEEdD5GpW98MyfTW/b5V7TdAjVtA9H783d9/BFg+ynMEEH73O929IHXP8wg4u5bfyFb2ee0B9dfyORr0GoGca76cPVTfNVu98wA6MxCCe5dw44oy/iRqflc++tFc/T3ivQc6tyaotPnse/+/Vbc9H89uF6/iSzF6lJ89OviMCSdrIPpa+r8jMP1quvKn0+8m79HkkVvpTwfRe/8ssOx3fsqffG0safRK8vxTibmNQD9Nk757tCt/venPpjeA/i+newa0wGODylc0LLfOrP3pMhzdQV4bHNz6UnO0zhxJS8fx6K5+sFLuXkl1vWwjR5i/NnzRNwABdUDH0H2M+7wKTsXtb8+8gsEGnjfObIOwChgzOuoNHqDaKMvi2viBcq2AZMojuWs1DS5+0F4Gfhl6Mg/ook2vAO8dP1vEBqZxd9JfW9GRCtEMIMGmDgfPG/ijj+61241j0PIxRxio7ke9KI5znoEXkxp87oT2/lV+XIoLjNXltSg/e7B/+FhlnPqbej3RYy++TscJcBNN0FbZKPNRm1uhrZobJT/M0qfvL5py1qa9lHEpUtu6xsRNy1pWj7Nt3GZHyo8dyzmPcjr75pDdhXvV6pZ1ed7STtbai3LCvuLIV2Brxzxwm7NFenoldfwbjqMWSfbuzQ0oVAF0V15HmQhRyyX5StS5/QZBorhTKlHfLfhZ22kLPC/7mZxRgK3eWV2WUgca0K2TPgrgzdXyjqy88JBdhLkt4e5B/u5Y+HYfq3OXHwoUXvXN7FlTZkukLUJzvc1vWZJbx3fXnBb3pLdF18ar9wI8h5MBle73JhnfRQf0Z2YBteeMFBJynMHpBGLZE/wUCVOMEPA64OMUgZzAeQanCyIx5hQw54A5BTAkkjwEmcwSI2GaCKcYcJoIUwyIMQhormmfYsQUJ0zxhEgRgSKIIgIibIF3GX2Q8m/6mxECMJ0IcdJj1H5GJxbItgcBcxKwGoDmK3zEYPkFhBBBGiUuHwKgS5frkudlGfMCIgYBxHNGSgHTFDGljNPppCA45Nw0YZomHctFhDAhBEaaNfqcZYIByMD9CTEKX8zZLCKYS2i4RMVPAVM+4RMEhIgwRZzPMimAkUEUkJhxmRO+vi4IFHHSiQqnCBAHtSmAAeVllZJiB0T6Uvalba+Dx9o/sn+409s96gpcB0vXgO57I5pe5T3K0xZPjzjrb6E9gOn/n7137XJc1aFFp8BJda+99v//k3fccca9e63uSgw6H4RAYPxKnFS6O6qRSmzzEEJg0ETQA87mDNNLYO6tfG41bq/lu5TO3OKpuWubfrvAqlqAhzLmqBbbVUA5Nenc956ZezdvkeGWhRM2zbn8VnLpxtN5YD/v/Xq9xNsjAK2WegtMerRVflsWshxNSyD6o+noct27yGBLufeMZ5/9Dvtq++uzaa99+pHUazdr+nDkfERtl3WSPavJ0vMpb2sLs54FpB/RVzxiodOeMd6z9fNR740lnRBngYhxHHG9jnnXL+eo2L3e9FvTG0B/01PpTxv4vBK1K+vXBg6PyP/Zxp8JiLgJPD+G1sram9A1AcpPoHKenLitQg2p5dpSC55LXiW83Sa9DE4T0GAgsd625uWphWemz7U83Hlanwe+RHMyNXxRAe/s87zd4Fy9NIsKFC1rwdvyWLczrYHFKf80fUYtstCN2M2zbsfNtstVQsqUmfAUjBLlHHbk8FzpUw1m5MUNmJlEzRRjKdykJixq0n3WFM/8yFE7zSDZ3aHqm/nXhlXDxMgLTvLv0va4y/g60aTE1OeXeUY2XH+qZyk5NsmlRKgJZsP3+ZyjpC25D+AqDqd/RdVEx60xtV7fwHUhq/7Opi/MSv2Gouuk6dG0I1eGehVnFQHIAAszylbu6TspQCMZM4EmXXFcHvVWsdsy5lYZI6KRSxilXhVAj7pdOooxu3ySBCd2g45uGNbz9mKpaJzEXsPUda+Qk6huWW/1sq1yCdPxKM/nnhdAfW4rd2h9qMy4LJ6q9cJwrvFskFr04Bz+GCNF+73V0PwomjMKbzUe2zIcwj/D1BsmYmeoMQLiuYz0XmII8Erp3PMMmorhYhxHXC8XOALAAeF8xjCcMJxOOA3itR3GAeATHE44nwiXK/InMku6XjzbTyeHj/OAj7PHx8eA02A93gVAPw9y3vppOGPwgwDn5ATYhit9RX5t5hYG54FhIAwnMgB6yB9mOU9ct0wHGIMf4P2AwScgW8Fz8tLmIqU+CwAaj21yZbFPAnJCdIhBzoEPEYiREKNHjCfh0Tl45+CcQ4yM6xW4Xh2uV48xsJzxzpBz1yG8CMA+ACDZjl23ZY+MyCcElrzGwLiOI67XgMs14PPyiR8//sWPH//gx08H5oDIwI+fF4T4/+Pffy/4dvrAt/MHPk4fODk5e130Mi2iQgSDEBmpPwFKRycylD4mIkbk4yUiQ/ogsxvG4rhjhlqwsdLrhbF9e++ofuKI+dWSYfyW9O8BnI+cL/aA87Xfs4uB7yjTkfPfPYv8b1pwm8ZuzskCHPt+rsFzOyfR2GXu0R2Qm2tu2t5e8KUt46MBDqE+7/kpy3sMOE6He/p4bxkfPUa5t597tL1oqV+4J++vBpSOoK+w122lZy5+WOLhSHr0opIt9l7LwyvWfb0wa2ZSsZFuGcssyedefeyNP+6ho9vvnvReoX0+msS5TR0EQrbNyru/Y5N6029HbwD9TQ+h373zfHWak//+lX7H0lfoxbwsgDm4qL/yfT2vvcaVnqFGr9W43MJIbIy0DQKl0I4mnq9a8FxXcarR1+aiRoEMONi81FDSyd1yWXHEJuycLGY9SauiLObqkIAmQICtLk9r8IkpXy4r2UeGpykwPU2p/mFVLmPoG8dahMKPlrM1ZM0xQ3aBQS4AgMpTS25WRqGkA4I/NgsoTPkJtV5o+exFr4hlGtRDvDqB2/uTaGaP8q5Q7QQoGbkssNqG1rZJkN0fqKjqnPFsNmsA4I4cqvKYfgBN38EsoL7ea9sSV19GXKSJTcMTOjW3RFXhK9IFAgq/1gAzVbyB7Znvzb4DFpy3W84nXY0oeq8e6RX3REW382oHW3ElM2ZdFFCMZhlET6XJjRRlBwlKmRKhbNsF7S+TkRkq33ZL59KvcipfFAYy4FMOHeBcRyrHAqCbWmmN0JU8zZfyY89/R9Ep4U9yz2U0NVwD8anP0XfLpJ+0Xv0FPG+3cp/9ZFmZQmn/lECv8tsYtFNcxcX0Y4XDWt/6XAOoI/ECLQETW8c3a4aIe8ZJW0H8JRD9OGqNXOL9zaYOIsu53rm+cr+UtiB3aVtyEBAhxyZcA674BDgghitiuIK+f8fp5HA6Ayd2QBzgMMDTGeeB8OMz4sdnBFFEiMAwJO/yQcDz799P+Ov7Gd+/n3E+eTnzXI7gxmnwOJ8+8HE64+N0xuBPydPZw8ElkNoUVfsfkn7AeWTw/HQiOM9gjAAFACMiewHPR9lmncEYvDcAevokr3eA0nENSIB2kk/e8pwyLwQkEFnA8xiAyARAj4uw7xzpW2JkjKPDOA4YxwSIR+QP2IGch6MBznnESLhcR1yuAZcrYWQANADkwW5AjJSOuYgYx4ifP3/if//8fzj9z8F5xuflE5GBf3984p9/P3HyP/Gf79/xn28jwreIj9MZ3nl4L57v5ACkBQQxMkIEOG2dL/1jeUdyVOC8LJKqF+7Yce5yu2xpaZ41B57b763Apo1zCz978l5KY4sRdW2+81Vkyz0HnPeu19Lb++xRtNaX9xZ5LKel4wzZ0cG2l3osYuceVQ6wI/z6fj1mWaqPef6aVBf0uj+f3/KeW+Kl98yWI40Z68HphjznaQ2Q3lPHz6JbxxNrgN/edLcAlG2eR4OXz1ywcFR6r0pfAdIduRjmmfm16W2R3avV/Xz7tWHW07n1fT8Xds/4bE/6R/QZ9/YH7YKBXwVEf/hiFIje6e6DgSMo1tu3v1bredMj6A2gv+lNfwh9NXj+SrQEns+RxQ77z+83xGTw3IACUx76homMq1UGUcUdeh4xBVirB0a1UbGAQc3kvOUt59d6tBceqvIaMGadOt6Wc5RB9BYcTKCLAsGTePWFlrnlTmPOt5EcYqIv5Xrq2b5FChVgXRmvWs/0YqCSs5+tFDhzWXtUr3ugo1qAUfNt+bfta60rIaCp27ZuqL6dC8LVfa4C2dhSeG07eSeCBBYqsDphs1p0AgFDEogOk1af5345u/ZEvaUTpua6BJI+IXvG98K0aSKBCdwJn4Fmw99MOtWzpY4wta1sWHUG8C1MG1Y4l5WRdLeaRJZ6VayHUz6OZAtgUEK6LJ8ETDzOc0Hlt4LnTNbrufaCroqGuq7zQpY0abKgPHNMshD90n4RXPqxGBlwURYJsAHPo57PXLZ4tsB5aXv2vTHt/xlNNdl+sXT1qlamv+Y8AXQoiZDKtDWeV32kmXCjlEkWJhjQPHLlATr9qE7YVl34K+VsDQ4pTK9Z1N2FRuoEnKclQOIVyfbV9t3f3ntM5oWHDJpXj6X/5MhgEu9mfRdIOCfbq7vUHnQ8EiJGMBQ8D1cHjiNOJw+iM84ngnMOhAGeTjj5gPMA+GFM7SQiBGA4QbZrPzl8/+bx93/O+Pvvb/j7P9/w8TGAiOHS5+Q9Ps4f+PbxgW/nbzj5oWypTgqgi5d27qgoAU2O4bwA58PJJQA9gjGmz1XOEw+EMBYPdJ+2jPfep23SyzbugDMAOuSdphmm8UDua1L7DgYAZ3a5b3Gp/qNpnzGyeKsHFvA8cAbfQ2SAZfEA0QByHiEAP346/Pwc8eMTCJFAwze44QNu+ADDYwwR48gIIeLfHz8wnB3IMyIC+H+MHz8/8fPnBT9/fMI5j+slII7pHc3AaTiBSBY9EHmAZFt5KVN6F6etMARKD3n8GjkmD/rkgR7TQh79q14u67S1H2jbmv3e2waPBkdsvluA9y18PAJUfkS5e/z0rtfy/kqAcisAsrbIY/6+ep+r13m7yMQC6O24ZO53+tWZZ2wBLdcWd6zFt7Te7rbUe/1G68Uv7JiFPXeY1/csfFmq4zl6BdB9iy7sGbtsCfcI8Ly17TyDju4vX5meCdL9yjKdWyRyy/v/K2j7goNle9PehVrb8pyOj+5J59bx4Rzd2h/0Fof/SiB6jw7rG7MdQz3Qo8z1UNtH3vR70xtA/8PpqNWdvXTvSePeTm7rStwtq3h79JVup3YaAAAgAElEQVSDiltWUx9Rn3vCPbru7385HTtg3BNnaaJfGdzqJ1CeayMGJqH6sfoGdB1xTg0CPQPBfD7T502I3qTUMreBrJ98a5KxIC6hMXAmfnSr4d429J3MqnQ7jxZurvcpCjDPgpYbBuXZ67trxLLx6i2ZqZJkazTOqEd1aZ/2ZdI+MaAbpiXlWcPTAvI1G3xGG3M9t7w11+ly8s5qddYYwkoa6WYD/LZSatVjsoBjqf9gnoSZxm9+ZLAzeQz1E86cTevPsmue5WLPJNqwpXCGXlBatJDrn5EnI7lvMklp9WZtZWWBwXCAhm/bNAPVVgGtcTcXKfFTeVi1QG4rLRRwzEyWCoZu6ouAVlBkdcfIIuZVzAQmMV47TgsDqna97V1T2h4yIK7XtixGi/N1y3V5b8iTihvORTGTx8KqeIDW4Hn1LShX9bGy51TpVsX1ntWfIhrutidTlSUqJC1u9bsqXxnT3Dqu3QLCtKv9La3luddQ2wP29oJoW6jtluqHVNVH28CKrpljB1jAXYARUhyOwOAJYbyAwxUcryA3YHARPAB0dkDy7r4OwMWLfjikLiIwEB0cRQye8XEmfDvLGelEEAB9AD7OwLcz4+MccfIRjtI56slwYhd+AKmtEIMc4D0SeM4YTgRyCUDnKyKuiPEK70ZEHxCCnB/uPcG5Ed4zvGM4x9kjHkigsQGPKY9+XBaq8pSPTYiydbnUoXj2O+lGMxAdQwrrGNHrfQGqQ/qWRWgug/bjyOLZHoBxTOmeCG7w8KcBTAN8YAxDlO3gEXG9fsMY/kKIV2GWZFHAOMq2HJEZl3HEz5+fAAPnc0xbw0vxxhAwxiiAOCi1Ye2UU+umOHmHTPSSJz/RdgL1Iqb+WKtHWwDYrUa9OQPrEbTUrx1hdLwFcL+Fh+2Gdl68tvd7aR41/5/j9yh7xRGGd32fS5svCwDL4t1pPiUMYFsVVw1vqtNHyHWvTLeFXY47Gf7PhJFvO4/fR7cAsr2282rAxr201d43R4/Qw7k85nhd0tt7y7cnvz1p3Pp8a7xbbbF77aH3yHPvwp17+Xl2u53rP55Je/qrLea9LfJ9Zhkf2e8A+/X90WPLR8t2bTy7Jf5qGHD2QI9R51RprvoG0P8IegPob9pNv+rqoy306vzeMzB9NMi+N79enK+mI3lYM/qs1gcaQ9/KNudtnDZkmcCbRJcGGXkkup7vlAtlesoDGwZ1xd4yqTXGsMwav+RHimCZ9AoYJCAZJWPrmkGkjn0AzYrQgCYK8s8Z7cDVMw2/mG1TzKXwddgaZp9wq7qRv1Hr56ZZTCrFIsqyHt/yZlMoWAxV19mm16KAqTxs72lGxsg+y+YWK9otYS314tgGle8B5fzvubTaKuopqckvA8Iprxyc8+MSpehFhV1XP7i+4unJ5zUHBZhVUE3BaAu8S8dgymL7O9s3mb5A+gVGBmPZguhc85b7H91iWs5ptiA6GYVh0xYIgCLvObz+buTMvLziewI+FynlvrWkrR0jVVWqiwBctcjBxkfhTYWfysOQ7fQdqxcnpToqO2Nw4jNGK1MLpne80FMe+lfVVyUHBtC2V+slR1XIOthC20tR54zOvTq51+ug/b0HMF8KXy0k6xgxWtD+SLBIq4H1d9UDq47JNaEYH8gh64/knz4mPbsCgiBe7HEccf38xOVfj3jyiGNADCOIAxwxPCIcRdlEPkaEGBAuVzAD8XrFyTG+nYDxwyG4ASABrZkYkR0CAq7xAgqfiD6dSU4eXoFkwOgeQAnEJWIED8SREEfxMicXEeMFka/pe4R4TMe0NIDBo4DUIxGc8xj8Cd6f4P0AwCEmb+4QOPWzDoSyhTtre+Gyk1DuM5K8mQgx6XKMMYHn0YDzBaAXD28nu2qkxUuMCCAgBgaPIziMQByB6MB0RYRsNx8xYgxcvNDHC5wnfPt2BtPfOJ0HfP/rO37+9xM/f3xivAbZAT8Cn9cLxjHgdLniNFxwOl3gnQMjltav29qn/o3B6R3gQWkRA8U8whIZUSw6BoKuAJKyAqYXv5nmjPv3Ajz29xFAiOVpr7HzWfO2w7yHGnolsKJH9/C39E7ZYrQvw1QFz+2uWkt598aS9tm2/I+kLYtZ+vxs46+X/tL7d8sUYG7c12uvW20utpzPBjaWaC+IvWch0157lJXvvWBwr5628rhUV7fy016vjQvvzecr6BG257X2/Qg6ap7R9hf7AOm+3jybKtvXQts8qk5uGW/cm/feBXJvmqdH4k9qi9Uz0EMI2f5MlQ3kTb8zvQH0N+2iWyf+Sq/cqbwyb0B/0LCH57kXysNeMhteYHMTRKVH8vYMutXo04KBBRNogJKZuPbCAksFgGr5rK8FI6EMlmh+S7UhWJrJkNtSKA9cYiwkyOZ/lQeoZGMAtTx4qcLWcdWAWgynU/6mvw6iJZtSE6Y7MUiFVmCpVxuzbU4QioJdpKox9v4OdUB0ow+lQCmEPSC8ej5P3Pm1HHDFqLJyr/qd21MBBjnpPMHWAVdfNSeNjs/1Vz3+bwXRW1C7uk/NJfdFNqnDTtqTPC0g2ZFJBj/LNeniijap9LFgdZZkBmqbqKmuZFvxNkF7UxsR0Mt+ygwKwIQCMrWfnIXhSwB0SmCaAs4pwdR66v64gNEZ3CarNrkDgO4eMOkLdByQfqs4Sx7a3NV7Vzxlq+7WFKcYIuVOfkcQVc+RwOkWdI0WaCJK2/YnEA9ozhuOub67HyB/w+iGVayyaMC+I+zYKMkNnHZ/tvyW4rORHSd5F8W04q4NTy0tgU8tbR0L7AXHev3+FgNzO9bqgep3U7/7zIs68uiCULcHGVAkHZLfPo+BNcHSd4friPHzE58eiFeP1MGAmOEQE4guQDrFgHEMGMeI8RoQLgO+nYDLN8L43SMOJxBFwDHIMWIkhHjBNQzA6BGchyMHn75Jl6DkNmZ0iSKcUwAdiFcCXECIF4RwQYwXMEICejmPj9TDHhAAPQ5nDMMZPJxAcML7GBHGAI6Q7d3TOena/8kileYtO+kXWwBdtmxnTtu9R21DHrLURmQrC2EIzE7CX0dgDEAYweyA4MBwYAYCO4yBcR0jrkEMTt4BH9/OGD48vv/1gevlisvliuvnFZ8/L/jxz0/8/PcnfvzzEzFEDP4kn+FTtrYfHPzgMQwOIJffx8JrTAUVsFwWZnAB0fW9bxZq9HS0R/cYx/Yar4HSBu+d/23J4x7w/BFzqj0Awi353wpOH9XPr9GR4P7aXLufV5mvqQf69plRL2ydxxzI2OPpCF1f0++16zUWemOBufewjKXsAmI0z6ftvX22Fxh7NBh27yKXRy6q2NLvPmqRjuVB81l6PvfsljawBpyv6dcReSk908b6aBD9ljq06ezJ8yg6Gjx/xFhki16uxe3RTXbYlf7gkfr86njEUXSEDi3Nyx8ixzS3imkhdowRan+2tp03/d70BtDftJmOGFg+clXQPfSKPPXIGvNvHUy/yiB2y2TuVfVlDy0Z3nskxnwDrtm4xiax5oFcJ0/1tQVTOoaOgp0XPgqOwhNLQhfPmudsEmlitFeEtxeVe8APCjg1KU2JTCggqbkzifV4jevkwEhe8jTzeB44r8JNdM0CFVmEt3Oa9ROovZz1d6WkfWGqJZ/zxQba9/6ZAEq931oGA8SUnFr+5gzteyS6V/qaYS/O3D2avbRcVGnv6WN77TOLSg2CVPBI2290uG+/Zy2KUO/BhlfWTDhlZ/uXcnTDhH/mWoL53VpvLZ5BqJys6ScobWXs7KSpLpEWpwKkKwB9amRmUD5qomrPTV2xfUdkFstz2Wa6eIRbvgTwUxiTC1/KYwpU2opcVEb3xEO+Q5AlDk633S7bTEM9z8FAz/OcDYDOunigSCQ9rKRkApR+PKOrpo8C2aBW1P3fTTmtrHtGa/29RHvAqC3pLcXZAp730rJGh0PG+5M7LWyO1BbKNxGJxzCMfqX6ZdMl52pmyNbk44jrJ+ARwCcP59L56c4lz3P9iP6FyxWfP+UzXjz+841w+cthvHiEUwAcZwDdOSAEAkYHTml6KiC6eH5rf6BlTegzIsiJY3a4EsIJAAWM4RMhXDCGTwARfiB4T+mMb92iXXZvcOTB5w/w6QM4fQOBcL0GjNeA61UAdO88nBvg3IC8pXys9VZ3ldBFJfrMbt2et3CPQGSSIsCBnJz7DmIQ5Pxx1i3dA4OvARxCPmidNW5gBBCuYwHQGYAbHL59fMANDgAjjAExBIRxxD//+4H/9//5P7h8XvB5veDzxwXeDfLxHqfTCR8fH/j27QznP+CcLthJnveQcQhZAB3pGgyQy32i6JN6r5et4PV+pb03Gp417t621QPPewDInr7H5t8zXt7S/h8JOm3l5Ujw69XnnPfqYftsWW7SE0s0O/bYxMIqX2sAxbNsANvsEetDZctrO76ry7ENPJ+TTyub9v39VXRLO9y7EOeW8c1WOqIf6fWvvTGjXj+KluS6BqQfDZ7rvVexP95Kr/5umKO944894Lle3yubtq9cW1Cyle5pz3vtt7fm8SfSI3SoTesRfYA6WkQuIHoGz0HJHuQOzfNNr0dvAP1Nm+jICfJXDPCPWhlr0zsy/K3G11tkuRvM3cDf3vz2hPnqCeEW6vG3dZLUTmD6umonQskA3UuSqi+Tx2z2k/RtHDEYtEZEG35bvdTA0jS3PNhRgLgFSmxuxpCjRh3L4qTsTZ5qtM/yPgIubwp0V3vJaGSTJlMGDCaftexWm+A9/bv1TGVkQN3wVUGVW7Ja6TP2SreAgJ0EuOGvZsTwu0XQM/lSfXfvu6gHsdoruTSa3pTPtpnmZrpc4YdsK6rbcp1mwyUX73LJhvN9RUjnUpuwgFaeyUgF3VVCHzBaBazAaLOABmw2CecazBWQrhgwGTC7FiR959qTPPNZd2GZ9wo0108uT2YJdqFP1X+1CZcnHVlRfTWjugXEtOVoOlRhKpU/gXMpa4Z91xUQVEEonWSWep+C59DfmlaFjnLdRlujMnMFsCtfeWFMvlHEVXWfponv7VfascnRY5W59O4FutfGp4eO99FWp90am+pvQq43Vs9HjU+mFolyQ1NdE/A3YLwChAjvPcg7OaOc00eg7nL+eYrDIxBH8cDmEMEhGP2MCAwgEtgBTAKgc9rCncnDOQugp2V5CTxnFg90LaA0ryDg+fiJMYgHOrMD2GWQuwK0ncvnrXsnpYghIIQRcQwinziAXQAoAJS2WE99mCzKs32O9I/6XID6iBgsgE5yvngkAE7OSncAaWGkeAK0BxaZ6YcF0Jb+SsH2mADyCBDBDSd45zGcPMgReHCIwSPGARwj/v3+gY9vHzifPzCOogiBZaeBECFldAR2Dt4zAhNChHwHxnWUXQauY0BI29JLX6RbyQeEIGfOy/OYd8uIuduZHxlk/b6hrazNB/YA7EeB3Uvzj7X013iYmx/14vUAna2LiY4Av/b230tlaGlN9s+gbQBlG2c6Au0ORXbku7XMexeB7Y3T42XZHmGGbQvvTQue94GhdmZap7EmnyWAYA68nHv+bPvKGn9fkf9X8NHmN1ePX2X/egj4dGeaa7a2Pc9ehba8X5fC32tv3tLX7An/6rR3cfIW++0e2lvfR9ORCx2A5fLc8y7eO47akuYhpLYG+4GxOkXAuV+7jbxpnd4A+pv+GFqaXC8N6vaupHz04GJ+RfPj6KtB7K/O/xbaMshYrMueISt/i1F06YjjNh41N6rd1tvnhYUaCLqrCgxU1oqCUh0bw/lqagno2QKe59xNgRTw/Yq5wKw+dyqCjcj0sy2Tklcu5wFlrfhORuZsyEkomxiZKOvpjK3oRYm7P59JLQzcNsRq54R8e64V6yPOcfM1Y1ujzvHnUdjcHzV9UunDOOtL2+i2dStGIsq3KUd9PEMlvSI/I8cMzCkQb4BchU4MvJ4KKWmRticF52w5stG0lIyIipe6K6BfDVY3ypYyUNs1sSmLkUkRJefycCWDKdVVXvgt4HfDyqK1nJs+WLzeAZVnAczBMdc/xxkAXf8rAKiyUd2x8tHnudxyX1aIpzZCBbDl6Y+ZMm0DRtau19Lb83wu/Bajq017aTy7Nb01yu8qNh/U0uam7mDDat2nJs6UdJASikydhSiUtgyHAyfQNnJ2iEY+w5s8nGMMQ8T5LHp4PnucTwO8H0DkAXgwR0SOoCi6LP2aALaiW5ofJYAptSMYT+hU6EgML+g7xDPBQTZp148WUsLoXjOMKLvSpAPBGRHMI0AeoLTtu2cgEiid6c0IENfzwo94YhdRVfUKljxSjtVIg027z5UTq0sB0RkcAzjIOegMl7a29yAn6QRiOIogBKmXAISRARdBRAJih4CYAO3T6YT//Pe/YB7w/d9PXC8jLp+yzXtkxmUcEX8ClzGAnENgkrPqWRZTjKNsFT+GAo4LiB4zgC4g+4hrkO3wx8AIgdO57/eNDdv2tg24LO+Ltk0uAdx7+JnjzwLXt8y1juq/HpVea5jtAe63gOe38DrHVy/9vf3vK4EbXwWUbtHhuXZ5D38tYD4/PqiPMrtXJnvA9FsX/LySXt1Ka3pxNFB4lM3qiD55bTx7bx33+tK96R2hZ1+96OAV6Eh76VqbaPXrWXKfW+h3VP5bdPFP0rFb3xu/Ms3qAJkvnS61dttfw9j5pjvoDaC/6Y+ivSD62srGR3ru9OgrJzJbBieP5M/mvwZGvyLt4c9AP0JcrvVdPTlyeoVs0PK796vlezPbG2hSMqj3YAbP0+9u1JlbvfDdsgC5QJwAKjKA/cNbVr8SGmBoLq6xyG/Oj82XGsL151o6vYFj098pVMdl8QPZAqqS5qRq8P3LqJv3AQxZud7ZcHoQKJsn8n/SK3RjyE8FbFMqeacAE2bCcq2svT5C67usk0ihzOxCACbO8uGsy9qXpVR6BtceWxo2dYSSt5VBKXOdCucr/aEyrFYTZ2A3heGE2xle2p5MsXCCVr3OsspZ5EQJXDaG1CJiwx+j1FW2s7YAB9ftOhVIa4r7UoNi25lh1YcMSgIqzbo+pn23vda+tZQ/dVnJu1WBbWTZWmC9AdC5XzZ5VHTH7tYhXePUA50nZZiwPktLAMatBs0e7QWKNM4W0GuLwXiL8X23cYrr7wKOG7XSJpabmtUDZEi3akvmyIQMpENB6bSVNycAOxICGQA9nVXuHDB4Bp+EiY+zx+l8wuA8CB5gJ7yk+GCAPIFYPwY8NwC6gufa5+nHRYJ4ZadzxIlAGAAEgMckixQeqFsuJcA6ge3ynaTjxLu9SCwiZk5SeauOqVSOSlaOjTEST2B66Skpp53PFk8VJlvEA4gBMQbEMCKGUWTgPBwN4onBCp5HgMW7P0ZGGCOYAkAknuAJ7A4xYjid8PffA86n/+DnXxf8879/8c8//yLEf3G5XHAZAy5jAEh4iHCIrB8kQD6lx7UHeowRYwgJNA8IUYDzMTKChus0ybV2ugZSt3QLYNu2wzXAYMkAPmeAvnUO1+NrLswWMGsPwD2XXm+BwBrvW6j3Ptgrtz2LKvbGezXaIvd7FjP08tsLJh8BEmwZJxDpOzCN5TfqztLitrW2ewQY/Ai9WwJ1t/S3e/Xkq9rOs22Fbb69hVhzYe/Nq5ffrWns4W1tvLqka78bHQEmP6K/PJLmQPQ98Zfi/s76sURH1OsW2T0azziiDfT7o5mxNuasZG/6HekNoL/pj6MjO+01UPdI6nklPJu+GkRfoq+SyRztNZZXL2q5kY2eGsXapHU7Yc7A2DpNXu2MBvR8BlmgyEx4FDwn412LAtBZ5q1ReCt4PgmTQSgDIgF4uOaacuQt63vBGkZ48mM9m+qHBZhWE5k+p8lvBa/UEC91Ie0QSS9b/UyFXwXm7iTbIAoauUA88zsnuJ6nkcX2fJdpAtLavrVbwdR8NwwyMshpr6sytB1EAzra/qI+D9xyXSJUQGiv7yPK3tVEtW7k3K3+2JVD2hEaY2TFcRYDofW4Zy5bGMMJbxbMTYhs1RfZNMkkmcuRedXfCVhT8Nyclb6mcUUMvUl9LdcabC4SaNPNGBoB7QosxfXze4ghXr8GpF5sqgl8V/BOFwAoaAUFxhPy1sqaoR7nJlwqXK0Rerv0PxmoyuGTnmhFFUmh2hRf5WZ3yWia7BZD4xGT9C0Gx9ZjCOiPe7Z44cwZG+8F0eo88mtHqz9Dvbn6qsCpzWlY1p0EADkYnaAgOpzLIHp+1oDakQFkD3QHbRuOgGFggOR8c+uB7khAbrDorrYJIoKDbN3ObPJJ54Ejg+cEKICvHwLA4tlO8KmFDCAE1NNwSm05pjInaVEESMBmxgggnUVOgPMMcZKP4g3O2qYVPHd5UYt+A9pTAsTF350o144GKh1RLkwsr7p8K4LjKJ9wBZMDOIAQ4dN59t4xxEs+gDmCAyNQREQAEzKAPgYG2GE4nXE+n/Hf/37g548rvP8/CBH4+fMCvlwxjqN8gmzpHtPOAxG6+0Da/SID4jWIrlu3h8AIzIgRCKw7FpQdMtp31laA6l7wvDffW2qbWxbArPF75Nyyx2ev/2ppDhTcIq9eWu38/Ih59BHyOXqO3Evvq+fD95TxKABozj5zNHiuv7fzLOOTNRBoi5729Pmrwa0ttMbjlnHII+w+Ryw22BLmlgU3t5b12XbDrWPaR9JaezhKHr32+gp0T/n29pdfZZu+Vd5z87pXqbtfmfbU/68Aoitl/ZarXmbZZkKTY2/e9LvRG0B/04S2GAzv7fDWOrW9qw330pEv+K944X7lxPgWY8azZfTVhoN7dZvMZ0lyBf5A/lUDTstxeCZon8clTrbVtwIcNoz+1wFHNuyiXFOnUAvmhAVYusN5jdmJzNfUdSXxbnyqf1ayN+H7W/9QE6b+GJzIcpGe1159AloZRhRMW6zfearLYRnRJ7pIwcboJLKUB3OnfEtK3gikuW5lbJ/cQvuk1wnZAnImlOCQXPBATYUaABdVhIXsp7LhFkRv+KW2Tuc6jklMTBtDnoDM+EibvDojkZxvxxwybfeZz4Ri2cadUSBkIEjaRhFqrx1rV8QWRcoJWJBKGpcWpzWw3t7iLF9qhEUqu6kY2lRFK2EKmFl+dwz19mNeXMzqzR9LPNv/cwGptK+yuLbeL/Vj7hUWW6Eo5ygVRZMnJrlpeVYm9e0Y6Fbj0RpovdUQq2ncS7caPIkI3nsMw4Dz+ZzO6ga8V96svFNbzJnq82YHCLQbihfdyDqhYLX5tp7f6pFe9YkEIHmxO3bA4ITPtKhFvZGd4vVwyLsZKE+pCPYaEP9sV4qVPra3o5SOg4D+sqV8Kj0YENA+palncUeS879dDKAogLh6f0velGWo8nYkDzNgrm3YiEL7Ok0nmjTzPSvwMqLIW+PHIOA0K7NJKo44ndue7pHeSx7uHMBBJBZZZB6iAOgEL7vUOw/vB5zOgD+d4IcBznuQc+AgshpDRIhlAU5UDky/w8wJSI/ZA12B9PJMZKrFIOfgycE5wul8xjAM8N5vBnXs99H0KobevYuEj85na7y9/dpXzx/30BGynsqmLX+bh45lHsdTldsL1UePlcnYboXfsphj2/ijBeqXwMA5oGuOp0c4RGwt/y20Z0x0VJ730tICx0fwdaT97aj+5avoGQsweu31yHr96vrbQve+o/c8O7o/ujWs0i383Lqw8hZ6lA4cle6rjGe3UK6fjk0aVO2/+abfnN4A+psqeuZAZ21gv0a/Uqd7L73Cas6vpq2g/StNth9LU5i4905foh4wvRAatw4LxP7K+dvey2GSkVp3VBdPV8lXML9ktVZwhhLoXu1jX9AXpm0guhqgYYzPDyHDpi2P9ei959wc5VuNMgp2TT69yATUIPqWuu6EmZW5raMZxmeoGKPbFKZ5d9NNwEj/DOmF9ErCTZhefPW276XZxF8RK5lvNjcp1U85EzuVi1RGGxHTW0mUtmp71e4V3bKbuO0znnum1E5OzA+y8qFJeO5cZQCO8ubFJZp+ZgTYUy1pT8ZbcZJY2Q69a9Cz3xlcbsqriHS7wMKA8PqMOfV5SRdcJ17JD0UeOg5D4xXPxSPctkF9pgzUbFJZk2PkFAsKl0E2LgFq8M/24TMymyUrVGpkbOM3CVm/9Ly7wgYQfYluWYW/5qG5ZOxr72/1bDuCnHM4nU7466+/QES4Xi9AHMFRtigXD+D0UrIgNOtW52VxRmTZUjy/w0xYOZNcAOVISL9dSr94fYtiOhA5OOcSIBoBCgr/IuZf4oEcYsA1jLiMFzg/YBiA0wA47+B8kq92dSTxKMVPOcIxI9qxiLAh5z+krdYjZCtzJshW9D5tPe8ST5EB0jYhW78nx20whE+XdnZB/mizUqWX+1LHqNYPVP2tLlqMQIgkXtiBEjCO5Kmd6pjl41OdhCDgeYiMENNo1LkEMovcSTNmlg32ieCdbLHOhHQWup6JnrZXDwxwRAxXjCAQBVw+Ay6XT8Qo5537weOk5gtKfTC87A4ALzoTC4AeOSaPc5e8zh0oRhAJ/wgMDoxIDERpYyc/wKXP6XTG9+/fcTqd4JzDVmoX2VjaM//tzf/mQLY50HgufI+Pe0GFW+ervQVEjwKYvno+fUTeR/L+CM/lJf1v6dFA3RrItaU+bPLZjn7QmHsLP7aN9/T3CGBpyTPz6PayBpAdndeRQNeeNJbSfTS4t5futctauld+v5K981YQve13j5T/PbSlv5yLtyePI3j7FenWBdO/At0yfvyl6tSY2ijZWajcyHaQN/3e9AbQ35TpmYMzm1+v09zKy+/ywtlCPSPrV9GRxuNb0jli8PYrUguqzYUqJty1AQkZ4GAmRNVOLQfbZG3BC1bApJePgiYtQAiGAnfzWdYAj8RfB9FrNbYDuHW53URWdMmITLyhntrsMrrAZsIlATnJ0YYxyEJmY1ICAnaD6GtBFHSdy3WnUW3WO79JywKLen/pnO2lttThavaZLl6on6exrA8AACAASURBVFrAYi6ffor2OuNC6YcuMBER05bkjyNGUtzMUD/MVhB9jqj50Vxn9ZsBiotHdrnK+tDLh0pcTsnOqUYBADltF6xpWsB8uZ9gw4sVo+ZrP1MQPfXepE2XCogO0QmiOl6VT+a/FoP1YtWyAbzYbCy/Ba1LXqG6FfIEQOcs6OJdrPLY3mYmZLtwWoje6meH1gCAOcDnFgPp1vHdlnR7YNjcOPsIo4VzDufzGUSEYRhwvV5wvfzEePnE9RoKQI52PFB0UHQtvbe5AMi57XIEcwJdIxBI+BePYs4gvW6vLl7mHs47ScHJu6jA5xZEjxgTgP55dXCeQc5hgMT3Xo8naHYvSEA465bvJOMWSo2B9OORGgiXFAiAIziSc7u1vehCA5EPIZ0vIQBvjBidblQv3vX5OwtWNoiPlM5rT2A6tK2bAaT2ohWAHsmA5yJfMMCuHkYEBc+DeKMjyVw9xOW4CgAck65x2pUgeZynxOSMcgHqQ2TxAo8RHK/p+4LrJeLyeZHFA050TGVITvRBPPoTiK76FCOYdav2mMHz0UW44EAUQYEBxLQ4I/VLzmE4nXA+f+D88Q3n8wdOpxNOp9MuUNCSbWu2nW8xSi+luXS9FH6tH9nSF7XPewb3W+XV5nEUwHoPyHgEmHbUIqY1wGVtMdZceo8A0pfSncvnEXP5W0GhQpbX6XjsaLoVaF1Lc8/9lpcj28NWOsrutZTGFj08YoFC+2wpzUcsWJhLb0u7vKUOjur/t4b9ShBub3+ypo9H94H3LiBZku+9Y5e99NV1fQT9zvbqe0H015aNsUcZw8dr8/ymo+kNoL8JwHM6q3tW4L9J6HcYNGylZw/IfhUqIIWSGJjJvNNLWDX59hKZvSz3GyNMAdG3UbbpZqN4MQ7nfBvwL3ugq/mckldlMn6T8UK3Z8C3zUIez4Pok/DPbFas2ON2T/mZZMpiiQQIST1ZgKKWfwXadVPNsOQ2ogJm9plkY10yua6B5710toRsgHN7zTiyn+hJUDzRu+K7U78oVUs5Ywm5PPlden82y5TaHFB2hchn3E8rrANScvdnl9p6mnRwSe+qzsTWiv6y3wrKlThU/+jwMccST/o1sOrXdiNlvz02mWofUcXX89TlvvYldlyV4LPO+huu+oa6uOohrIAkT8IUVsy55woa1hnJtsmcNrvO+pDeAwaRK+B5CZIx90nu+4mb7zqz9T6hBcByEgsguj5/xILQNt1bjMO9eLcYPtQDfRgGfPv2DdfLJ378IPzgiHG8gGMwbSXx054TPnlP6T0q4LogtQiJ70gRkagJDwiIrB7og3iJOzlDPCbv8WihdE4e6OMVlxEYRsZwOoHJg7yDGxJ6jOTRjOR9ToBC8to1apuTHSAAOAI5AhwnsF02GRfwV/h0rF70MXlTi/LnXp0JUnIGISBvhw6X+gCGbe0ESjuW6KIxlC3fk/u3skcQGcdICMYDPRgQHUie5yoGIAHe6VvfrY7gnQcTwXnjgY50XjsRBkeI3iGGIFunx5i8z9OW8AyEkTGOEeP1inEExmvA5TIihghyhGHwwr+jtMMAI+35DpB6oMckzyBbw4/pjHUXs8xAunMMIZBUIENOjT+dBnz//h3f//pbjiVwImv1QN/Tpmz4JeBzqe31Fucs5bk1/K3zyR6fRwLEa2nfm86afDTs0TwcIaO595Dyew/QZfXySN3Yk+6Rc/+59/Pc9UpO0DmWxEX1fQRtBeF6+nsr6Lk0jlhbcHAkKNobVz3L3rVVLx+1sMTSPYuqtuS3BJb32ot9dg8/z7BffrWN9Mj8jwTR7+nLe23+Xj140+9Pt4Lor05qi1FbDxnDx6/A/5uOoTeA/iYAx76o76Wv5OOIyfERYbbEX+L1qAnqlonOLc/38nPvc0u36PrSpGJL+B4tTvpRG/qJpiBC2Wp2gY9VLkq4FRi0Ds9TMMk+mwSe4YnT82V5GoAj/5QfBcRreAMKg7zuh9/yPClDi+WtPN9EWpYef2ug9FKyyjyLCZ6ZJ/p0L22DnEqeuq10fXc9Xrkx0Zp5DlrlLAqRLnm6CKXJcGJEWuW4oQli2eFxkTbmSDQpL62lv1OpJk1zUvncadTVD7TlmfaPbSZmUUkGj9O/qmobxLYFcJfKWjLIYFK+T51yT9JqMy6Ruv1Ze69TR7lL6IUjanNM2Sa9prLQqJeurZcMYk767dIXZfA8xok2EhVg3uX6IfNshgddvjCjMpu0vpHDLZ0k24/N/IChZwvOPIOO9mRZi9MD78UrWK+B6/WSvb8TZGyWSOjCvnJsgAXQI5ezxKt8S0CIRzrlbwFL0zc7SZ+QDB1JRklpOQGlylfUD6cz0Fm8q2M6Gzvtqg4geXqn+Bwh236r8SSVSHSc4FJLUD3T9Mml3RlyuSh51ku+Rb6UBxv2aAPZAl52IXEUBawHp11JinanJYdI61XkjPMozKjpRwUrW7IjA9nlHHmG+rxzKV3eLZ5zRySldSQLeUB2IU7M4xBo/6Bbz+tW8OkzRsY4Msar+YSIGKSWvCNgcLKAwDkEl8Z/pOfKS74ZkI8EF3R5Qe61kE+sZ0ZwnBYzII8XnPMYhgEfH2eczx9fapRvaalt9gz4S3PGWwz+W/PfsuDoljz2AIX3zsXW6FYAcS5eb2HFrTz1QPEt8drfR9DRiymO5GXNplJntzow3PzOPbpLuVXGc/y+Up93D+1dLLRlEcFSmEfRo8eUzyjDmo62gH1Le/rzreVZW7i2l4cj21KPt7269+hFH0fr5F57672LAffm96b76N6+89H1s8ZfdaVTismz3+Pd+aZ5egPob8p0xMRtiZYm9nPXvxsdWb57JqSvtGDimWQNOvcaKO6V3940LKBU31MjqIAnlRGk+kU5OivQkr7t8eI1jyW7jMvy9Jm9X+U9A17PeUssYVRsVv5bMKbkayZewN3e3TZnSfC12ovW6Gy/TUDeYrvF7tCRtUUylvJr4m6RSg2VrMeo6rULnrcRVtJMoMdkpDsbzTykhp+5cI+mgp/U2W8kyv+6T/pxtsinvT1dLbDK2zS9dE12dS/B/qz7HxM3V1vpXxiNYcZAvGwjpsQLeFW8vFX3bXHEw5Wzd6J+WoS3mWN1S6+sd0WYbgh7RS/rQrMNioSbTRQ398s9cAPIR0oUMJNLdVQrFEp5LV+lqmr5lRdMKguTOa6DU50oyFaXPqdZvStS38ZlK+o+bW2f2xvT3Li158m1xzC3h+bSnzM6HpXf2rMqHMtHdElUMd2CfSOw+ShYXRXDqnxpmqlPFw/wAhJzBk4FSI/QULkhEqXjwxVuJjDEe5ncAMCD2WEMwPUSgZiOMSfAkcvvA/UKV+3NGP0E/U/yD6r76rWe/OCZM3guHugiR0cAwZkXkBSyjIIYQFngooC9ge3zefKIkC3K1ROdITd1JwDNm5HblCOAnEvt2GzLbvgr63Akz6B1q1upR0ZgYNQFCSZ/jgDSlvHhGnG5BlyvI8YxbQ0fBNgXr3kWGN/JeeqRABeQeNACCjORGYEiiCJAEewiXGTpq2Py3pdj5+Xb2UVUhNwxYarXt8yTt3pwHdkntN6pW+IdQfa9op/e8y1g7hqY0kv3SLI83ArmbMlj7vcW4GAu/i32gUeV0aZj6/8rAcF7AX2aH1DnvJeLVsvjCIeIJXnOLw6o4+5ZRHFkm3uUfuyysWzQiTU5HkG9RUj3vH/25HvP80fn/2x6FXvtn0SPmr88Kr8/tU6fPa58KUoTmDL3Sbd1Evosm+CbvpTeAPofTmurcI/uALca4Z5JjyyvpUcPeG+ZLL/aC+7RKxnbZ48G0Q+dbE3A4Bo2yGAJZeSkgQQ4YeZmy2WqHnff+6UIXP2un/XCl7GFNabNysQWps/KJOEONJTiUjme2drzF5tI76EtDBfw6iC6O0mTQGXsSx8FrtS434z3OnW+vQ+ZRF1aTQEBKcgAaDW1QkhgWlGgfnAF6rrctbd6CrHAQnNP15tMU+cmaNuo1oirX/Oxl676RLMXizflSfeR5ZBRrbqZCMdwuKbjub9SAMDklACvKXjbym3aebQgetuHVjJMulQAIgXpMBGGNDsFhx2cS5+EwtQ9s03M9InmM+nPJscAUCOTzBhmhasyTX1A25exPm8Y0LfG3PbtducTQgLZqPAh/U7x+qVU9nYBjRzHgVwvpXRJr+pMSzlVlpSO8wAXZqgk0X2X9SU1ub+nS9YtnXPcOTC5c300PWK8s9Wo2vW6gdXvWsknnHK2S5hP8RzWBRlSx5IygdNvPR+d5ZzrCAHPowdzrPW/btiIIDiI9zKRA9EA0CBbmo+MC0VwZAzeYXAOzpstvJkRoN7cLLsxUKs/SRmDGY8lwNduJB9D4ltQeTgHsHNwGY1X93FJk6xMEYGqLyhbtwPmxa+u9gxwLDtRcHWd2NP+DZTkkj5OvNCdY0GxGbm9MrTrIkROn8hpq3cB0pk5e8JzJPmMwHiJuH5e8fPzinEM4ATsgyk3Z0cQp3En3vKOAK+APMrW9zGKl/6ICIYcHyCAuZzDzixylnvlGIq6n9e+nCrj99YFK0u01EfcSq8wl+uB5+07ZA8Q9ArG6bkFAHuopzNzYOXuhdWNPHv8aZioncsGPp8h+0eCSnMA5L35l2TW62g96fk6u4W2tKW5RRY9WTy6btbuL/G0pY3cM97Z2q9veR8cQXNA+hIv99Cz3yev8P4C7udjqQ99g+jLtHf+cq88750v/Yl1ubYo7Xem/A7NVpLpO/XP04g/l94A+psy9QamzwJZXwE81+uvWNl5VB6/8gv9meC5DfMoEH3L4Gxr/osGtyabnK+CIVziiSEyAVUKJiYQdgF3QAFa5ql9vkcTLT7S/JzcaHwVJxlJOfWs9Pkz0m/idl5AN9MtILqBmtbXQGS7+sSynw3e+Wqtjmfyrd4ZPR7SEwUetxMvVtzE6L1YyYwuiG4eT29vr/B+yAa47Mbqp1M9acDpLd08zV5siLsY3paUa3CqAnX2UZmQkNET+dh67hqjs27bflKj1/F0VwqVofaKOboBfTNw3yUJp+A5kZx1nOPacBVTS+U3F5ZJoJHJXAJSF5O0ctvuLEoxk0KNUIC1/g4iZOSUQXIACqRl73OUcHVBbD9CuQ5z3945IyPnae4B1Yn2Rs7VVUUbRgWzcXPyGwCwR4LnPdB6DkB59KLQfvqqD8g6lMFZNP0XGZ3lOlxJS9tjk0XeshxgBPE6J0oe6A6RA5i9QO2E/AGh8T6vPdCJPCIDY2CAA+AdMBDcALAumIhRdmeIKQUisONypIEKIOk1pysGQDGCSZBsJtnePESWrcw1vQTqgz0ciqYzx6LezGasQ1kulEBzXWBCCay2ILoC2dEA50DpZyxwjtS/lb5R0nZOx5CQcRanLe6ZZHv7KJ7nIYHoZXt4CY8oHw5AuAZcPkd8/vuJ6xigi5O0X9UFSs5JOSMJeC7npnMB0RmIqZDMImfZ6h7wTviS32l7dze38EH7saLrIp/59rVn/vVosMPOL7bydQ8Y1JtLi471QVsrzyNk8WjP0CPn1kvguX7vmR/adJZAm6+yD2wB9+eeH5XfnCz3tY/8awsXvRSmoe5oY1vGIVsWaczJ4NEg7VpebX5b6vMoutWe1l1IeGC7W3v/PGKR5KPpq/M/irYAvGsLVX51O+6tdGuZb5XXvfbhdx3V9Lu04TXSBcetEa7MX9Ms7w+Rx59MbwD9TRNqXxpHrPy6ZUV1j69n0Fx57+Flz6rZr6C9RtejV93ulcuRcjwCRD+S8gs4G/ILQDUHnteYiPV0MlhMMrRWW7UbrKCCxWwCXf46TKAeU2yRSi4PlTK2vGi6AoJzBsgLmFjLxtZnLvsSM2qNriYxC3EYqA9Bb8/kLXlP4s3mP41vQbcF2KzL3i7qCGjSH5QHpW56FTTL0cL7pALX2ngz/Lb57yHO/6ZpVjdaLTQJtKw15RGRaqBat/vJNe9c+3hRkRR4mqmv+SxRtZC5om5IoepvLMJPTfCMRKS2anluFEq9/jJAR+oZ3iJo2h+YZHpk+plcG4TsLUnLsaty2NJaILP8nvYfpR8q/DLMZMwsH7BAuNUd9chsj9qo+22evgNQ3guN6gAJllMdyjzptQHQKzApyUxAJ4L1L69Igan2tWX1ATwRfYufs617TVCPplh7d0/0ppRRP50I/aRmxoVL44e5OM8C244GqJaACBM6g+B6tnfkop9Fzyjf0/adwXMuv3PrUOWnlIeC04z0YfEcT2ehl7GUaf/kwOQQERGYMAbR82tgXANwHcVLOToGO5bvakwWxfGakxt1FEDbOVFJR4DjtBV9BJxjkJN7LgqYTcQJQA9ginJue4gIMSCECELyeB8Y7AXgFRbSGeQsaaj6O/1OH0IWCEjPik9bpXOkDJxHs217GkWVUadjycMxKEbT5mLG4ZkFvI4gjJEQWD5jFDmOQT4hMCJTBtFDTGebjxHjGGXb9uuIcB0RwogYomyr7hggl7emd87JGejKo74jouhR3jWDdFFDOROemjGe9n/VrSK27mte9fweY+9WeiZ4tZe2ln+pz6jG6XfMoebAiD1p35r/VoNyz6ZiP3t52DL/3rt4opfOVn17JTDhK3jhZsecrc1UWX2k/WRusYb+3gv4PgK4fiX9eQR9NSja5r/Gz731u1bWV3+PPZK/ubZ4Sxp2/vFI/Xp8fT22bazJZm1Ryr3p75XfvWO/Z/Y1zy7bXBpH0pbFZNW8NH0Vz/TbzZNv+nXoDaC/6WZ6xEt7z0TgFalnFLCDHX3+iAHJravwXmUwezQdqS+LgOqNZA0cU52xmaO8o7mCS6b2wCqDci/HmkFeMg88f254JUtmtMMJLuOIBarP0LTfJukJ5EjqSY4GGqpYMp6oDDGi9g52r9mxmRjByxbR3BpdLY+Ug9ZpmNtVzMkNTHmz4PkESJ9wAaB44mcDsZbDGOc034w36XUuw7KCW62rbqZEGQBVQjGBkqF6Up6KgTaa4cXKrRs8cTfXaLpM14m15SvtAah2amiTMPxSU76q/6nka7656POi0cr+q77R10/MiMqEKMCxKVfuWlbajZVLvsfN90pSLbCYkDHV/RZAX2KlSWiGCohW8YmydfwkurYhrsNUuWZAlyZscqk4EVnSKUZuohXIV9Rc+js947tb7iZtsPEcN7plguV42g9kWcOC52WFtd6rFweQ6Uhs/SPHzeemAxlgz00od9EFvCc23uemryh1IpHaNpbbOU3ZyQxvJrMo4ICxwxrIvDWPpfHZs8ZvPcCHmjZatdcURwFaPds7mHvRJRDXERyXV5d4HRe9jpGzrpJHAt1h9FV0RgFrAiNGl7Yktx6ZAp5LQowYAy4j4/MSxQvZB5C7As4hRMZpIJw94TRIu4wcMUbGdQzwyg/UW1zO0XaO4B0lnDlmnSTHcAEgB5Bn5G3nKQCIiDFgDAEhBIxhBAE4eWAYgJNPXte5L0plQfGaJpCczU7pGAl9KXNMQqTi+W1+54UN0cozSYsY5BQ4L28K/QhwLukEBoIC6FEWJVzHmD4K0qu0EogeIsIYBWQfR4zjCOYRzkm5iSidT66yRf5kCpR6jdR3MuUFG7poACx7tnPyVI9Rtn8PkRECsn6GmM6iTx1zrORdt4VH0K+W7pb8ljxkjwZpetdrfWcv3r3UAtc9IL/Xn9ow7bzwd6Bn6OGtNhCluXeynVZtr5LJLHY3b78jrbXbV6Z7F0/tXSSzF5jbspCz7WP+VOr1vW2/u9dWu7Qo7N5FYlucmpYWBLx2XSd724uwuOfd+yy5tuOJr6DeQpw99No6uJ1aS5B8fo+yvWk7vQH0N91FR3oib+mMX38gUE/M11b7Pnql5540fqfJutKrg+hK+3g0YDUbgGSx+uYeGiCNE3jOC0MB+6wJl/V+wo81orXXbf+hPJW4ZO5X9yzwl9IqXvYL4PmSnCy6zMksmydElgcYALIqXJNcDTBWRxF3wB4FtKrHcwBiU+e5JjsTt+JvqSgTd+TQGnxMPtPs8oUCcoL3NenWCtLUd+35a7eQNtBflVeXufZ857XydJkrQF5VLirpl+pfMIqV1SG5vAVEn7LDkx8lybUeodRpCT3dPHglBS4ZZtWn/Hg5ARFYfYs7ylIwn6q+K6LEOykwlH4b0LTOJ/HfSWeaRaddpu+YWW3bB/LMiLn2Eqcm7QLh2JSNh7Opfv1RNNwA1mATWw0KRWl6r4gKRE+ZWRDcguklZIbfkrcqkgQ4lbcew2g87bu1TkwvXpU1e4Ga8ko7wIyRhCBbcRcQHSbfIjzTtvLCCjbPSDOTd9gtwxkyNdnVu3XjwV6j5r2eQI9exGqBnhhj3pJZjYv5+IL0W+IUXbCeztGAlDGKl3eMjGj0MK9vQUmDmPP24LprhGKbOa+I5C0tZ/1mANSWizwo8Rh4xDUAP6/iQU5uTG7kDjECH2eHePJ5q/cQI64B8GA4Eq9w9fh2juDZwTHgmZNaJmYhntC6I7t4VRsPdAXQx5CBZAA4DcB5EADfkwLEkPdRGpaUXselbchJAHTTd4HTeeIWQM/tnKq60m9pRzV4HlH6FqlDmO8EoEdCTAD65RpwuQZcr1G2pdcFFs6BWbzSQ0ye9yHKb2bx2E/geQWi62/VD1NeJkrb0uuOBpQWUDTli2QWdBjwPNQLPeCKXtVDmPm2ttew2ANwlwzg99JWT6o5wHcLX7ZMS+D5rbTJM6gBiJa8yY7sO+eA8LnnPQDdPt8jsyPtMPfSqwDlt4aZA8Buo2P0PqfWWZixN95X0r3tb2/5lwDNLXHneJgLdw/IuZe2jDN7/Y+Vxy2g/hw9YiHSM8geMTIHnO8F0bdc3wI+vkF0a1jopDA1f91MW+T9zHddrx/7Cpv9PW3hd6DiQICJvcSG+Q3hlDc19AbQ33Qo3fqS/hUnA0vUmyC/InjepvcG0Z9LazLn5rsCQphnX94TMkbpFt9Uz2H9veqBbsENA5SIsVEsjpIWDCpXT066Za2TT2wXz08CMkjbq03mcn5uDYQaGW9S78SzAjO5/S4Mzrsyp8n1LLBjgFdq71V8Jcr1VNdo9uJcAmWABa9gNBbj2WRKPZMJS833AikglxcMMMBiBTdRZwW+nHiP2XlOTCirO2nXg4WdCLSwZFNaAtFtToqI5DZtG7f+JCNLNt9VR1Dzv1U2Taci3QDVncTyfLWq65b/XOS5ptcYKDKArp8UJgNqVVk39OcZWE3f1bUJ00nKFl/ytn1AKVCubzLfMJFz/9wY3aATLx0r2MxVoLYxTcNl0Wd5W295u2W23qMqC1e1v9Jv2zFLqcKk52QwtXyRQuT3EXKe8kSNUdqe2q6ilKv1QDdvj5znbL9lfuZz7nth5yirSm08aw0WS+/sW4xurzQ+WeJZwfMQQg7rEhjqnMu/c12jALIWnCwe6JS+ZXtvx4BWQgHRNQ0kL3XdypwziB6BDFjHKO9tHzl7oEvHJmmrYYOJEZhwDcDnhcEcATcC5MCUvJgxgMnBeSqLwziAYoAjhk/biXvnMHgH7xjeU+ZHxkJpiQ6lAhAKgI4IhnighxjSNuYB1zEAYJwHwnUgnAfJQ4FzPcS97NhRFh25dGY4uLTHPE5UgDl7myeP8CTTvNjBvn9Js02LJziWBRDM1fb8Cp6HSBjHiMsl4HIZ8XkJiJHhPMF7lxdZRI5Jp9jojXjblwUZMN9li3rmtFCACEwuaU1E3vY/Fl3Jn7xtvXrAW/A8Fv1kgKzuJNoKnt9KLaB+5PxwD397wy4BVEcCu1uBiZa3OaDoWeB5Dzi3v9fmb7/SvPxV3mNH8NHqTJom5++volt14ZXGGcDtdfQMr8dbebsX5Nwafi94bq97C4y28PPMxQHPAibtp12coeOUW9vb1vfT3jSfWQ9fQesg+LJR4tkg+iNpaVyh9151bPAr6+A6EYp1Yq6cr1kvbzqO3gD6H073DMZbOmriv0ZHdsxbeW3LdpRhYO4F+MyXz9ZBWRtnLc1evLl7j6b1LNvybOVxKoeeaNZW7m6SiQFKNB/rp5tBnza9/s9O4gWp6tYuyz/WzAtLMglJN7gKfl+foGlk0IUbic8BKoavLXm3Ido8Vkfky2P6TqLTvG30e9pI7cm9nGcn8iSWyL2j54qdMSYNbDLh7yGyGdhA1q061zlGN0PEN1FblayKV3GwFGM59SKaHog+zWBJ9TbLgWcvuilV7WZSNyacRSnTXGKxpdjFBR0WBBNR8BzdBCfvnjmLZqqWJX5yLFIwqnlSYygpK1PfDTAnhhe9rncKmX8JiRCpFLopBjftB0VvbLjKOC//agO98F1pa/VjCjmX6rK7ApgFDsK54dXwlfqHJNpchjmgRfst9UC377Vq0ZEmWqH5pgg3Emk5lZ8ZIGTT+2RH/32LYW1t/HXL+6MF/3vGG/ttw7TGyAJcJsBSfzOMB7qC6AC7FKdwYMDzKFuQE9K26C6DnERyrjg78ZCWBirnoCvgH2MESM4BlwzsbhGiPwK26vbfwmNQD2VmOKYEoHN6FzJcWuhBDnIIuUPub3JbrsZh0ieIzjbvaGIQ+eShnlopeTAcIjspfxDwOwaYchAIZet2IgGo7VhQ+1ABzJNs02+RCZV6gZS3/AFg2ao9RjKAeQ2eRxa+FJweR8I4AmNAOv88yYqkfCnZpCuyyEB4F2Cc0q4G8rscAUFZZpz6CM6XWv2c9C1qmdO9Sh81jG7rnnmRaweTbAfk3AuAtDSXXtvmXtE4ugQQ96j1eFxKcy3PLde9fB4BnvcWVvXC2PL3APS1OPf25UvPtsrhWTaKV9T3Hk2L3u50MI2zVLQ10GvNs3TpWvi5fSyzRlv7gR4/W9Pem/5X0j399pws96a31v73pn+XPeKA8eyttPa+WXpvtP3wVrr3XTMXf887YY3ve/XrXlp7P++3166EfrG+4x5+enr6bNo7vnoWNrSV9sos2z/0Gmr6actTmT3SSQAAIABJREFUnAzcaxT1TQ+kN4D+pt205H3zyM781V6Cj6K9xgTg9hdTaxC9J425a0tHvUD38zsFB46mo9VTQRI1RqshNP3K1IqhulaAp73V/mZgcqax4aHLXw5jni+IWcJR5rFEWxdcsr+uQ5XmIRujxi7P3NmEGXMFrD2XDdMVuMTmPmrgZ8r+JPeSTrnuyUNt93b7ZzL/u6S6ZvnLsbkqef42mbfP+xmUbZwtLqpYArdoZZe6pb2DNqRH5ntPG5+ATihyZpUB53uTtodyP8u7Yoonv9d1fP3dst3I1nhOt/xR0UWdWMymx3VZ+i2szqMKkzqIzH8SZ6W55kxxzjOgwlsGeu2zbt9qwZy6XLLNcPLGRTofOZakOl2zkYlZONB0FYzOjjYpWLu+RxczTfoJ0r7XbJNvlwwQ8gIA62Wfy6bglnq5asE1o0qe00+9l0jTm7I5/9zIx2pFkTVNqqekS0YgM3q7sYtpx7N7xrd7waI5EP1oEG2uTbfguX7b8NYrR/lqP01uZQyTxzHGGzpvk2222k5no1PU07IVxmUEUo+giEAOBAHTg/h8o+zvrh7vaWvwEAAixIB0JjaBEOAd4zQ4nE8DmBkf5xM+zgM+zgNOg8fJE7xjOEQQ0m8iOIjn+cmL5/kwOHhntlB35pgDcgU0zt/CZ4KlwRDP7nCWrdxDiGBmuASKO3LZe3oMEeOVEYOqqQPBw5GD9x7eO3j2hQfHmZfSSIUZPfs8srLEIncWID3/kVZYQp45JHSasmN9TOeNxyjffmA4P8IPI4ZhBAPwKivvpT7DiDGMCGFM5RXg3Fl9onKkguhHzHyHyIiBi1c5my3lFSSvnskigGqBB2ScxCjX4OU5zL3g+RodaWw8Giju/d7K55H2gSXAWr+X+s81Xm7h0+Y3x1v7Dp9Lpxf31oVb7TtsK9n3wNxzqwNLZX8FWnsfb5GNzkO74/WVOrLTvjKnr/nbC6JvAc97z/bU7Vw6c3k/Egz9Ct26Jc97x233lPWrQKo5UFq/HzGOtXTEQqNqjmT0eWvae8HzNTB07n17y/ygVz+/K7Vz4tvT+Zq2ZPN/tfraK5Oj+X8JeRhTAzlKi56LNaLMud70O9MbQH/TLtqy8u3IDm6LsXELX8+muUl739BY6OhJ/SPSWErvGeC5zevZIHpvYFZfm+1oDzGASZpgAy1YgwiogAxtdmRf6jP8NCgLkzmHtwFxYIIWVjgnMwnUgDr1REEC9NRlOhHnHEeAmD4vq6uceyD3XuqpkMqpc+56BQVyfafdfv1uLHgmCSLIGaGWeHrBDX8tYincsjEi1UDY9KIlzUeESEmWNTw/YW6hdGsCs+lskXO3AU2DLHQhKiMrG/lhwCBjQC1AeopnQcn8VbexiiUDFi68Vbo/J+XKrNYGxcoA26RaFgAg816BmtSAnr3mx7bcnEFhRMkltuF7jGu9FHE0nFLiNitd4VcnOyvvZptfLlsuup7vawH0mIrGNmrpHolQO7NTlo/17Ld9rBheIwQEM+XWZ3NcK68t4FkrUxKJA/Q9YAxK2Ru0AuMU9LZarzNLKhPNdN9qctWUUmdAPLeFexZ6SpPqF15bb3P93YbXvy4u6AECW4CXOcPb1lX6Np9HjWtt2kvG9B6IPvdp06jGD1z0t3gHowbPE/jp0pnoLgqQm/2mSYDsQA6gCPG8Tt9gpH3cAarB83EMIErgaQQQCYSIwQEnT/g4yzRYwfPzyeN88hi8bh0e4YjgHTB4wuDk2eA9ToNu367gfmLBIfUDlD9I25BDQXREMCtUHTOwFjkWgCUyOALjlXGlgBCBz0tAGGXBiZTdwbkBw+AxsAcPHp4cPIlhx3kF9V3+MKjazlw97TOQniD0mAB+QMFz/U5tlQFAQHNOIDpHhxhZwPNTwCmd6e4Hh8F7DIMsLhqvF1zHK8brFZFDBZzb8YWkL9uty1by6RMMSM5clSfrWaw/Ilcyumf6VWAyZu21m6Vr227m2tGz6Z5858AQoD8+WKNngOhKa/3n3gVRc2nYtOb6bSu7HoC+Bmhq3C3lad85e98hPaB1Lc9Xo1sXriy9r8v9/Gu2nvs8AQChDWJtCltA9FufLS0mUVob66wB9nN5PKvNH0339p3Ptkve0taPej/Y67l35yPlsTf9tbZwS/72e2+8tfTaecVX6NevRD1bLTDt4+bjv4ZsX4UPYD8vvyV4niibIwj5OCm59QbQ/xR6A+hvOpyOGuTuXc33ijQ3Ge1NcreC57euKN8iv3sGZc8Ez22ez5+kNMZhw4ulo3grxr2OfHuAVOd+NtCUxyYDc4MteGO931O5e/zNMU79hyIXK0OdINSc9aJvMQLkyJm/4n3OQM/RfiMljiaCUOQOFYjeVtfMxviJ/32cbC2CyFn57sXRSVrisAKaJtIXQFDDJ29e5V15snjoPPdGr8y9wvikJCvX/TwmNBttR/o9xczBBRDKvrQG/IQCSZUx1fQbCiI2EtFv00QNjCvC7m2xX8fu8LxC7cTd5s3Kfyqj3tcFLoqx1hOJDsjfdKTZSTzza7bpJVtu/VaFpKyPOYHWuKf5VO/hxBcZQLnbSZZoUja7zbzeL+C58y7JKGbAhhqWCCYd+zvVZzSyVeVRT14gpnCQxTEqsN67gsq25LAglZS86BPBgPjUyAco20R3APhWh8l64SrAWmuyvRJdk7rLILp9buRtN+Cu5Vfqpvuu3EC2To8E0efGb0vGs0eMa9r8XNoqe4nacat6oet1C6LbfMq36e9i2SqbIyVP9ASeczmDOjo2nuhAyO0ygogQIDpJyUM8e6CTeh4LgB5CABHnLdDBgmF7Eg/0yCcQEb59eJxPAqCfBodhYHgHSZ8I3hOGweE8OJzSR0F0p/pt+kzvHfzgMXgnW5Lr9uwEiAd6Ac6Vb+03Y2SMY0QY5TuynDs/RsblGnC9AGUDdw/vPZgHAAOIBpDzecGLPXvcOQ/nPBiUz/8OQeWMBKKLzCMCCBERAbUHenLpBkG38uC0zTzYgdmBA2MYxix/EAvAPwiADo64XAZcLp+4ekIIAa55X+QujYFIMekIg2NInueUgHGqgXIW+eWt3FtQnVUfjTe65qX5dtrL3vlob4HK3gXSt/YDjzJc9uTxbNBmjuYAhyPSbNPvLRqae1/04m8Bw2289n2yJ97eBQ6932txWlDnV7DVLLW3PQsrtspJ51jT9OsJxS3y28LDFtBta949PXlW3f8q+nUEvbI894DnNsyR49reuPyW9HsLmNox7RY+jqqrtfftnnfCI/j7VWmrjfYNfr4evZzumvmKHDOFPIEjkr3B3vR70xtAf1OX9hjVgPXObW0l697499Jcere+OLeuxJ0b9Gwd4Nwqh1tWRc6tTD6SryPoMcbm/fK6K7eFMqjBxVIbsh/VvtQniVaJVLhSjWn1w6A2Ntrza2tzgA0vFkqZABidRzEhbKnFPFE34au4veI2YVEXvz5jt5sI13cXGK28cqvYN1IyqlN7bza8AEgtjlQBfmrvz8xVZuNmfUBd9jVZl4w6pe4YjriXjgbTiW2V/jTTtebX6YmXI6yF70YvkuHqf/m258raNpBjc62Lda1o6lPZzrWdfv3OFqD7lJnr6yqD6bIQWvy1QLnOC5JRNiPXayl7AWRp0oFwvk7xtCGYd+8UeG0BX1QfDWgBHgu02o/zDi46AXyibuusTFnvStWLKYieNzQnW+cSOodnTl7sVtsaIpQFQzNgZ4krgetdS+pyd8HSNksq4LzKsu58uOp/GaWKLM/T8hCM0G2G6WnzvCsQNt/2Y7K4gXrjJTvWs/fbe7fktZcfJWt8u2XM5JybAEBz40QiwjAMOJ1OIGJ4nzz7QQngJETHuZ24vKV70oUI3R8cTBAMN+mJgu0CqlICfaUmIzRN/RYAXHXOE2EgYHSAdwSfdoiQM85DwoqjrFFxcpadJ9lK3TuGdxHeofo4SuM0JO9sEBx5eAJcCjPxQE/hWcHz5KlOTrZX944wOobzAhA7HwAQQgSuYzoegiUp7yGAsNyVtu4IjlOmzoG8B/kBznkAVMrngRCBwBGUPdHFs5/Vw5+jfBIaTR6yUFAPf2eCrIQgIDqwZ4ToEUNACCOIyhbug/dgVlA+ABzE0x+2WadFFmkXEtUtBdEjcy5v6ajT24LNdu56xnksH/s86xoTyHkMA+EMh2E4YRiGtN38tM1tMcRumeMdMW9YetabO8zRrXOovfOvW8o8Zy/ogQm98HvmskfQVvtJD4hc4h2Y578Xb65uvgqUe5Qu9tJdk+NcvD0LZW4BH/cC1Hvjbkn36DLtjX+vTt5j7+n1EbcsblqiNTtf77rXXm+1U+61r67RVvvf1rHpEWGAab3t0Ys9wOkrgXc98Hxu/PGq9Dje7KzydejeBVGPjr+1v96iZ/e837akccT4cS/18pRdydKcZpBjsewY7r4c3/Qr0BtAf9OX0GNAz8fS3sHZ3GRe6dUGOO1g7Ffj/9VoziAyR3sGwVPArHOl4If+NkkxUBw2c17K9wKPNql20mQxDXSGsCk/i3bKzwQUqffohqFHNYmwMSiXeJKMhCuht+W0VKDjSPE9K1+tN/U0syBU6yman+jALbdfAlHaLj0hWdK2FaUqBct1kTGmWmFaOffBLFuqNaHtqoFpXovpLiaynoLq114WtWGhyBOsxmwFh+zZwDmSAKamRreom2Vv2t64PDEPbdVtSbd3ndOqjFBGB02/ou1+cmTBJE8uzuNaHm4Z18CpwRjUnBWFNbqfgfSM0FJOnG3bUtBJP25uq+qmPzdNQIByV7ZwZ86gYIy2dsh8Fw0AAGKzzXwOmdo6FW5XSeVvOniqRGjyzWIxIQhNPrbM1sA3ybbKzALvOV/doaNKRPqpdrcM5a/0haj6OE2WVOG0n+OURq3663RHH9+Ol25dJNlLc+3+0hhjDtjfQ3vACP0ehgEfHx+IMWIczyAOIAQwB/F+jgwfayBTwUxRCUq6kjyFgfLh8luVQ4BoKjpAWSFARPnccjmInDEGxoUjOAREZlwBAfVHIJ4c6JvH4Bw8PLxz8CT8g1O4QIhwCKA8rpG+PcI5QoRHwACCF4TdtInsgc6pFASQJ7BzIK99kYM/EdzgEJkx/CC4wcSNnID+iBAjGCMYCVxGAJN4vrvoQOwT2K47hHi45Bnv4eAj5Hz1GMAhJpZkXCaHUQAh6jhEGi+Rh2yjr4C8fJgBDgwXGYE4PWd4R0kMUmYiNUIRwA6l8dXvygJ+Ww9yAnRLeri88Qg5BkKUhRS6NX2IskAgb/VezkpXPWQQhuEEPzh8gDCczvj27RtOp1O140KPrN4vLZrptZH2d0u3tFWbh/2sAQZbwJtHGCLvMYj2ytUCY/fwPDcP3puujg321vWjFybMpbFl/r9G9wKx99KSzt9i9O+F/Qpj/ldSD/BdCtPSkk7M1cuR8lrq01qdv0d3t8qltxDolsUHa7SnPHvb/VfbAffa2TTs2jtR35tb8v4KmrPX9sK9SeieBRctPVOur/QuPWoMdysfc/ee2RZ1PDcMsmvZx/lk7CJv8PxPoTeA/qbNdHQH9QwQ/agVu/fE3TKw2WLgOJK3OeqB57fKcMtK2l7YPel+La0PxPby2hq/1nJvUy9AA9U3gAmawFDARnmVsGvVzc33HEMEVGf5Spjiq25BHIubT8plsBf7nDuPu+We8F5zQOiHnVBblh1Ekx+dPHsVWpUHBUTqJdHtPxTk0m2cUYCmCXhuADG297mWkeGlx+r05pLQ2mcL9bAVPO9l16+AlZRqb9xpYr2MmjbGmhIyYKLAQMklgRWY371hifOJBNlouQXRO+kvSaNVx6566r0Mahb1KpFYQDFsqUKercJpR8FYAtFLQvKbM6Iq32RXDwFQeJryecEbAHSD7pbzjh28twB63cZyTMObLWIlA5KFFTnPmX5tlnI0goKLLfs5S2rqspdYQawnYFDC1ZruodnCnRPQafKuxxuqt6XH4eodVperLhBpSU2AGzrsrE7rcdeA7HsN9VsNqz0+toBLS+lsAc3beBaw897j4+MDzjmM4xVhvCBcPxHGiBhjOrs6bbfugKhnU+c0kZsHVx9py9KnmiZevdHlk7pfEMR7fiAPF2VVy8UFOMiW4OMowHG8MoKL4A+PkzuBT2c4IgyO4CjCMQMxisM1SE4HV51ODDIiEAkBHoQBAR7sjP5SfhvkbyICRQf2BGLZap38gMGfQF6A+uHsoM7jchZ4BAdGDBGOAjjJMkQGswM5L9vInzw8I+0SL38+H8fgQDQgMgFjAI+EyGPqf0RwTIBjAlFEIBKgHOJh75yHIw/AAWl3d44Auwg3Mhzko4sKFEBnsPiup7PiwbEsjMhjkQg2nuMKeouO6M4eHkQDkMoNimASPVJP9QqAj5oGV/oHcglAP8EPZwzDCefzeRVAX2rfS0DdIwyO7XxSP1Hc+Cf9Qa+PuJWvZ8dT6vVRvT7sqHlse701fyvntQUZz6Q1EHQvkN4r/7MN/z1Q0vKz9o5eu7/0fIudo5XnEfaMV5DxVh6W+pulPvOoxTvtuKrH272LJCxp/9vjZc1G2NI99sAtdbTFJrkU/ll0RJtZAtEtrS342FuHt/C4RnPvnD+Z5or/q4DmLb0CiK582OutdGT/vfT8GfgAAXCeBEA/Dzh/nMwTZejhbLzpi+kNoL9pEz2qU3okiP6V4PlcOu1LoAeUtuHvXZm+l5YmoFvpUfy9Ing+R1/CqwE/atAFBbzIrJeziwEdcG6r712GQGoGs5z/lef5QdqSuGIhGcZNOplvBc3Q4CgbQCZjn98DSd1OkzKt8NOCRRmkzNBUum22DrI5mPZLaZtYJABQ/Z0Ba7DOP5rrxBMZSNkAaTPFacq6tS+eqY17wPNbqasglYQxl6GoeJFvBs6hABCquGu6uFk/c9rmt/bn4HKWdJPvbHLN84luWriSzCKNNhEwQK2Pfc33LD82QwZ6IHruydiA6BWISoB6OCcQvWDvCVYyQLkzIDpmAXRJNyUBXZVcPgzn0lbDwmbuYy04mPnuyD/LVT9ovPsx1UBJlib1IPHqCZ49boIAwGm8OgebXj0+qfv2ujtQeSGnybpFfK5HGz9zXr2nCMi7BVR5aH9WCpfuqTc7rNB30V6gW1gohoU1cHpP2tZwsgbYt/G2hJ3jrwc+2O/WIB1jrAA73QL74+MD1+sFnz8JnxwFTE9bhcvW4Qyv4DmTaS9lMV/uO9EBz6vvpBCqHAqik4DGHg7sBzBHeJKxBoeAcL0iIiDQCEIAB4dvp+/gbwRPg2zbnj3QgwC7KYfAAgazHrDOMfWzHoGLB3rp4epDPQAGHMmxD9HBsQcNA9wADIOHPyuAnjzQddt7Tt7VYwRBtyp3CDH8X/a+vj9WlVf7Cs60a9/nPN//m55771bI80cSCIiKjtN2rT3pzzoqLwFCxFwEAEwIt4TpPuGm4DNBgHBGABMjTMAUJkzTXfWiAs+JZfl8GzME3fI8EZBLTZimG6ZwQwg3EIJ6xENA/ZQgE3/k4GR6wBaZl/veA13KZGCvVEu7/HoGwKH6OUwI4SZ6ZUqgOWqbF/A4piR7vft90lMB12MCaBIA/f3XX/j16z+4KXBuOv0MjYLna6Dr2bxa8Nx+rwGKI994W3rmLH3F9/nV32BHQOQ13bkFOl1dn0dB7x74vfde20qvd/1M6gGAo0Bp73rr2Vp/3kpjDTT/OXaNPu2V6ZHJKSMguvFwtp56drcRMPqKiUGj8vET7W1b/HwXeN7SI2Pt0THxXps9k7by6LXPvx04B0598g2k+apXYL/fPwOv6PXDtW/hZ2JKJTPo8u0T7m83vL/dUGwm+n3amTj1oj+LXgD6v5zWPtxbJdS7HknzKtoaRBwdQI0MjrcU8KPGjqPk6/7sy+nMLMutD9AzPBzJ/0h6xwwHHvwYpyMiPfpxvN1PuHNUqS7z7eW5Wo28+JVrZosvPlZzDqPKRtFiQNY8LUAbk9jxlNGmCiA00E4Yo0V5q7BtDlQWlWbmRVwDgXo46WodtJWZ81qLkIvRp0vVi1sA2neDXL5OHQ/zQ9VPSdYPdjfZaojRQH2bQG/L8aIJaBm/gKwbrFRInTytwUWu5HKEGMj7+FY3F4VrYeYmD0N/85LX+n60cu18+Nel6NdsKyJ2066X2wq05TAehF/xjKdqj/e1/CpiAV5yCIZ6Mdu1lr8F0duK9bKem7T0ByLdN9i8z90y7hm1zu9hqzfW2zX47gH0lJLskZzrYykzm92D3OLqviE2KrH7LuhFazPmWh0XcLiOQtWVfykUHVzA83pvMEDbLwsCa302fLUC4erfA6S5TUotwd4frV7LXHJ9ONFaTPIYNZxv0RVj4rUx0pXG3r1wo2MZDzzaxJM4f+KD/skgbe0VrL8DMoDu250h3Txpe9n+53YvqDj5cHnSkqZFBFCQZb/jJAYQ0vAcExgRiSOAGbcpIMaYyxWoCKN4RicHfzMSJCPbAz0QIUUBiVNM2uetPC2ArmUlXV4+MmgCAm4ARYQpIUxACJzFnlHA5RhdISHjmBh1iXfmnI8B1JQiAgUw3WRfdmQtVrehPjS9I6UMSAqiB/2baIJNemFK4ADR9bYqe1Ls3dURJ9srXuqWKQhvZBMpOHuzm5yw7blOxpvsO+hKntuDuciCP8yLvYDnCTExgiqBabrh/nbH/f62Kts/xZA6YlQ0Ovp9dhaM3eLhEToLXPee790byW8PtBgB53rxR+0Oa8/2yrL2nb+Wpq+fEbDoSPpX0Ag/j0z+2CvPnm5Ym5DQtvezjP5b8nCkXbZA7UfpURDyiri9/vwMG+eozLVtNDo5cy2ev3f0fTYC0l4NJI/aex8Bz6+gI7bRR/jaey+M6o6fMlFn733Xq6orWH90As6z6Mz47OxY4SoayeOZY8YjOufR+ujpu2kKuN9v+PX+hl+/3u2Jmbi7K4+86M+iF4D+okxHQfMrBi9HXhxrH8Bn8+vNlN6jM4p4D6h/ZMbWMwdEP2Ww5enIRI7tdBZ3LinvkZnlj3501EmLAXCvBEsooU2hf3+TCStDBdS4fuZS4fITTYBO3BVu7UMwoy7KuQdMiFdrw8rJLd+dy4JXlXI+Y2jKauBntO2KjESRYy6DJz5YDu4/2KwO3RLbpnPcY8m38Yy1MpdKqHjwWFWORuV2aQF2aTnjUVuAHE+Goc3C8QtgvG0Ha/qMSXhxBNxKBcb/Sm/xjLmyLxkuddtyI/gg1cGScsklXuV37GXApWxlWXBr3tQVSOz7Rr2ftm+wcnfpqezYqUF0Bx77+mmnOnQ/ftmtFNHLrBK1lt9SW/keoyq7TR7gwuBaTrk/FaC3Waa9Bc578eFllKt0BDxP6sVu6fh2L9yJ+loxFKGRVd/MTekqPbVBvjvX4J2x0RjX3C9mUpFT4JCLp2NdImpKafrGTcjz+lpBM1+fVU119GHRZXaLLCutK9b9njnrpZxgBhubgirKxr3nOeo5o97ZsfKRdPfGHqPG1604e5MHWuDczkRB4xXwXLzQqYDpAUhJrokEFJfVCijHlcOBoJyQmNRDGiITQZcyZy5LxSfxuJZlw8t2C7aHNihA9uGWg92ZEcAsYRLL0ufFj9rrgATbMdyeyz7bQDA9S2WVjlyXlgITEgd5DzCQOCFyBKVP8Z7mKAB9bguSSQdR+hEHqSvCJOWigEC6GgYF6W6JkTgicgB4BtIEniYACfEzIkUGR5QhFUhWpWCS/c2jLBtvMsC6NjwBuh97lMkFLJ764KT14iYe2FlcyQWKJzeUY5lwUB+i3ykIcG8e85EZiBFzZMwxIqake8DXPdh1bzCr7MWEGBPmOSFwkLgqL1ugYu/3CG0BvHvfAnv8rD23fbfbfPf0ylZeW4DAWVDyim+vPd08CgRfDQZdRSMy4t/HXt6OTHxak/FRW8mjdTeS9hZA2IuzVg8tWHm0H27Zy+x5j9devH1Q6bF6XdMVj9qa9vjaA18foT19PCpLe7rxKvBzxOa4N0bb0nMjYPjW9SP0FSD6nqxekf+RPEfBc/v9E98rX02P22x78Z/3PgJ+Rtu1+nt04sSz3itX4DFn8jTaGks/mwRAn/B2v+PX+zv+89evbK8ElzHHi/5segHoL6qoHdxtKelnfihtxdl7IRxJ+1ll20vjESX/jBfETwTL1+jaF9PWB9g+GLFGR+TvSHk8dqVctDc2HnP1vJfr4l7L2yagtMJDg2Ck9hkKPkRtXANRiWWvUQc5CibFNdJCUgoDTxb8ZqO1K4uVUQ3GGWTqFPXqIVEuC5qmGhGfXpgtufOoE5W6qlFSIAOzDLP0r+RHVbQl81z2L1YDuJenNU9kS9NS8r/9szbsWrpELg2qw1PLs79uhXghFLnCOpn6n27/bXe2CQ5s8R0L3JxRw8cacNn3jasq7dWeSVof1H3cl8lSD+TvAY2u4KqiK/DcZKFtOWp1cOMJDKuFnGjtiV6lNdaBxKiKbFwlogw65W7iukurn3IdUQ3CS/yk+wzXe4Bbuf3/JWf1bzl04oN1pbbkDrDMVbRU6AWoqm8jL3EPLoCV44J1go215RJA1zr1ief6kx9k40mdUGD6u5V5C+tVe1Uv5Fojl9dqqaGOqJVCN3cMZTug6alT70fiHZ3E2YYbBcrbvHrPRoD+PaCqVx+k7cUAIpe9usX73EB0QgpyDualPSHLPOs5MYMSkIj1SIig7E1NCUiBCkifEiZmBBWwkPunHKACmOeDBTTPh94DKcgN1tULRE5li/MAQ/ENPCcD91n7r20LAZT3b5ZzuZ9AQGJQEm/xAqDPru51uXUWgJ4UaBaoPsj+5LpHue13LokzEhI4RTnCDE4TwAEpJqRZAXLW4kB7NJPscR6BNJvmSgAxyJYFyKC5AuccAUSrDc0zqWd/csMKqxcueWnZ8pLrrH2bCGGSMLYke+Qk4HmMSKxLllfa1cYpZcW75gaSAAAgAElEQVQC8z6fo8SdEARQTwbyL/vkHljdynxLLVjXizv6LTAykWXt+oie2gNYR+MdoSNG4aNpeZvGFuB2BXC2R2fS3gMjmcsWGh4wHjW2+zy2wMktG8yZ99lI+P54Yz1s795evxgBz9fKvsb7qDw/InMjcrHH/yivvXy2wIyr+tCRiRU+77MTMnp5n9U7a8+O9pUtnXX03fEIrfX7Z4DoozTalr04e/mfKdez+8NX0tFJMmfT2Yldfc+OZHnl5J6f0Hatvm3128j7azT8CD0DNzijY4+Mb66gDKC/3fHr1y/89ddfykfh57tl5UXPpxeA/qJVapX06Mf6CP00APlqOjIzdmSAPxL2RceJO2hCqeMVcAZArys8YkgfedlS/rfgxj3o8NyWUQGFVVzBovV4WvtQXuOZDKQzVng90816MwCqnLogr4XN1bFhmGDzTtR2Y+GPyC3t3pZtkdd54ub3Evih7nWWM/1PKHEbkw7IgWJmgM6xzCuWHA+MMikhR3OgVDb+a51adMo5OEDdyaSXcQMTG57bWpVQlR/7ZvhFq5C/X8Di0o8oi0+vbAtqn1u/yp7gnSiwPMuy4kwF2BZjf9N6jNxnFjJIbepW+AIYlL4mss3c+vJrfcDVxyLtVgRc2Rt5IM0/V8ea3rCf1ICsG7RYThu+/X3dd1Jsm3HRn+xY90Cv4NiFXFStC6B4/KXEuhR8qtKpJvzsVAGReauSF9K1wCVO1nd22xkeWqXjf2YF0EtbJyWR+4jH8kPR+li+RpmkwFanrO2lXuLIvYFye+fJT5XFRI7ynkVR9UTIWLrmk9PqFr6tBJa89PArQ4y8z0ff/T3jxYiht5f2IwZ7n7+PNwK+b30HePnrjXGZG/A8g9yESUF0DpxB58AAs9MxLEuTJzIPdN3fmwHSfbYRgMl5ntvBk8iDeJ8jrxAhEqTAuXqiM5pDwXMD0eW+eTpb/08lLeW7rOJHCJOA2wwF0VkLqXuNV/qTod71s4LntQc6awQWp28Jn0j5nEAKnhcPdBJMm1k8xQlAmoAQwXEGMCGqdznH0h/zWJGpYOOz8M2Zd9a5A8qMHZxAnEAQL3TmhBQj0jxLm5EB5wGByzL4MK/zRKVLar2SetOnBICTgOdzwmeMBQBnx58fLXC9p7p5oc+zLN8fY5RJBApCmizvfcu1Mr73/IjRs6UeL2sgzKhO2st/VE/t6Ye97+ARXh+h3x0875EviweYOfevsiKIj3OG1+W7vpa1HoB1BMwa5WVEjto4vd++vVte1yYMHM17i5e1Z1fU1ZpcrPGwppt6YVp+W5lredjqT6NlXQNst849Htr4vl7WAM9H9cGVst9L+6cANSO24mdRr+1HJ0+sXbfvg6vGAj+pzb6SHinzng4/Q7/TBIe1cd9Wn1uT5+/qoyN0BmP6avAcEH5u5oH+Sz3Q2fgBKpvLi/5YegHoLxqinzhT6ZH8v+rlMQqeH+XvUaPIHp0Bga/M/3Eayf88j3sDkMfbhzL4IEuGegyll7YBqVRABbntfhRwpN2Gl9u62GDPg1pU/0PFogOAiMS+SoDbD7gsH21hrMyLPFlLYECl550551UzAbi7uQoWxaxAGg/aCABtCXIbzyW811uWza2D4AoOpua8BFw8uH+EKINLmmaAbExKNSdmxM8GfsdSkS1rNJe43XCy0DJJ0oCSYGdN8lzLXCKQomKtnC3CVzLDi7BFPuq0fJ8iV5Zu/Xo+GAIIZgPMjgyw7IcbEgGUMphBXBvOjAfLx9Vs0waLDGzjXxjQlDF9/8FZJ1afq0CdPHL4RgZdfJkQsE1SfZ3OuBZ2uwvX1y3T5A4gdwTqHNY3KvC81SEr+RSg2IzWCsRnMF7DacWxX+UhJ+c+urT/lck9nJflrz+aNahjqdUPy/pyfWxD7dd1TTleESvdW9m0WB7L2NF698uKFEQGnms61NF8q6KRXxjIDZv7rG/oHWJ/cKU/FvW38oH+6Jh2DWA4AtifpaOGiiPguTc61+nqCjINiFn2QDevccoyxAk6aUPVGIs3sixHXrzQCZAtxAFd/lxA0Jhkme4UdLlxg2KJXJ9VL3Tde52TeMlHJvWOJ0QmBPaTaihjx+THC6xe6ERIKOkxdDUWAgIXHcowGVC9bYB7YKQoR0hR3xcJAjNLoAThcVYP9KRLwGeZ0nKaB3qCAwyS7EWedHl1oEw4YHbdgsvkH0JQQJxy3+Ek9SwTHWz5c+PTOpgVz9ok6jL9QdpM9ViZ7FCWUU/utYacGiGxTbxgzLoUe6wmTZjnekkjsp+w4ePIDIXEXPM8SGe+lR79PtoCz0f46cUbAdK3AKmRb6Kz5R4F+X1eV9Aoz6PhrgLhtiYptCBzz9B+FkT36a3xtkWjstYLd6Tu1tpjD6TemlzRAx5G+9wRcHxPlh+R7a1JED7MEV3yDHpEPkfS3eo/W/mP9PMj9r298dYejYDEZ/rno/Ss8enZcFfFGwEhz4zf9/r899tTH6Pj/G/3z3JdfboN094Eh7189+IcLe+Z8ctRHb03melo/m3azwq/x8uZd+pRWrz3AUzThNvthve3N7y/vZUJ0Kh+vOgPpheA/qJV+gpD3u9Mo/WzNljeegH2Ptj+zXV9lJ4xsOqFbdvmsg8QAAikxlZZMhQVciZQQzsuoPY3tU8VunbL53bf9KPFIHcy9gw4QQFQWIojy4Bm2ZZIJS5V50yGaCR5VgEcGrTgKUsDfvZsVKSmMsoA2TqbAdGq+B7aQWdcdHCgmX/Ui4wu8ulQBs9VuOVkHuZYAGk1KiVG+0AEhCBG46DxkgTycX0t5EkEVRtJBkXGTBCWApHbwsnaxie/Y97FpdrruQ7etKcvPwrPmV/0gHPH74K7mqecvBrcvfO5rwq7bSwa2B6SGTkhcpDLQHX1NVSqgrphOCgIg5J+NphxzV8pPtX10ct35Yev6yzNhIVO2k7Z1S2zO6NR4D6su5cLlBVA2TZAUTii8tvfWwPP6+QbXbSoqMJXAc+DAkR1HqzRrd+WSSRLPW6TMkzhFK991WU5IUD2PTYY28Ivq6sAdeiD6FXV67uNKAOEontKW1vprYoClf2lqZpAgKYe3Mofea9yK5nXQa6+Sm511eefo3q4LfTycjyt43S14eIsnc3nIeM9kIFwxXDzOSUgBplgNCVGovJiJwXRE0TGyMULjOyBHlSOSvoCQMeQEIPu7237W3NJH4HAREgEBfQTwgx8xoTPyJgVdGUyP3VdlFwLwMwIpPu2E4FoyuWF8YeEiQKYgIkASgDgvQSROxgnXQZ+CkBkUCJQYumHnACKSMSIHDBzxMwB4IgpMW4JiImyN3oAYaIJNyJEUk/wov1VHyovJNC87SGeJ6+pbp0CI02s7Va+TWKMSAQFzmU8wtoWSXu1pRs55TqW5d+TjmUY8yzLuxdA3L/HkAHuxALAzzEhzgqaR0aKQIyMGJGPOUL3R/dHwhzL5A3/frR3SG8SyNX9Qdqdu7+3wrYA2FWAV/s9s2bUPWvQfJan0FGw5Ygx9QrQ9so8tuL68rXG8jOAd08efL+oxk8baYzSnnydub9VD2vh1+6t9bWvtMucyctPqhgB0M/k0auLNXvXVfasNX11ZMLBFth9lL8j+Y6k1bP/jQBt32Un/Akg7yP20p6eGNEte/3pT6ejdvDH8qptu2tZ+3Bdc8JvTGs69mr9+hPoMnv6BfLX6pYQgoDoCqR7+gm68EXPpxeA/qKKXqD5Nj3ycdG7Hvmg+zfXd0ttXWy9qEZA9HqA1QNHjvFzGZF5bwdUixPr/QwDeACuUxVkCIeERrXgcINXrbKy88APZonMs6sYWAxgYRYvxJQKTEIurRboLDZNZTJAjMm5JMvCVvn6tNkNLjVxqQMHBznw3IzllkBZpLlXAWsVVFOVXwNE7YHnZmQ2T1QHr41ln+tXlq8FCCkFgBIoUN6Y3niiallyKnJk6SwTX55de2CLz2pVARfWyYIJWS3PLbUtRDlo4aFJpypXHWeZJNe/WIFAbdDWO9zDjAxWL70a3Iadu/wjy4lPu4h27REP1Ms0MqtXXWrSZ1/04mG4gU+2LPl/WX/4XJYtQZoiNUp5s2ct2j3lukZuu5wcWb5Nu5MAuSqMEqfyDq+BdAvnwfPNN0PHoCzLQ4c6fcDmsVjNOZmvdUHxUK+g8VyLmYnKfVvikaXb6H6gyGoFGrmfVWhTAVSS46Qv1Vw1nKtVHXlBgTKQXvaAz9Gk/E69NEWoePG1QosfqNq+iJevpVQKmI+N/vagUfyR8doVxtCzxryrxrXtu7cYIj2PCoYy5yW1Y2JMiQQYTjJOMFVBBCAJOO0BeNb9xUOCgL+s4LY9TxCP55kQg3gac8ovfgCksz4ICAriJ2COCSEKgD7HhDkx5iTAdxFkmajDpIC7LgkPlXspp/Uzm2TFgALtNieSXZ2AMtQMQpCl0m8ARe0rzBAAXJZyTxDP+E8GkG64JWBO5jkfAEwgABMF3NQ937ZgsDWESNvI/NAZjKg8yfin6LEQGNOk7eeA75gshqZCgCx7L2C9eeIn9iC6xZG6sj3JBQA3kB15CXzJE+oxDl1+XeLIxAg4EN0fNXj+mQH0VFY+YFdWJ8drMj8yafaZHjk9ntb4OZruHog4ysuIZ+Ta/SO6aGTSwXcCnKOTIh6l3uSAR0D0Ec/KEQD9atrLq5X9LXls+V9ri706fKS/bcW7ApBdemzWS5afnVwxwuOaXnyWvIzqnjZ8e/2oDfSZ/eFIvle8l9boJwNEZ9vvKPD4ss8e/8bo6aOSxugYI//aDWc2x5HwY3k/BsQ++q7Y+kZck9+f3Fe36Op+dRWIbucQCNMUcLtNuN9eUOq/kV6t/qJML/B8mx4t+5kPoqtm7v0JtDZ4OAei7xmaHzcoP0ICNhioU5bItbMHQoo3qxssGUhGBWDKe2E79GIXPO8VKYMz5TnlvDxgsjRQSHuo93SVkV1TSZszVFaytTrwdzkngQKCoQLAtLY0XVuOWBfsbAf1mlaCA9GJmvE9Vac9qsDFxtg19BHWAOd27VaYLwCUT8qa2u5pPrIvohjhKVk9lYAetLX7EtW1D3ydWL3b89r71GSXHA91zbh04KuVSpZO/keI/D+TB+ObGl6qNPWhN0bCXTPgJ6GQE0CfNvuS5P4KJ3f6m5HlMQfOYl28k7PsO7Gmti4zVijAObHzsrMnXNfnmN7i6mQFZNeRG0y2T01WuY6Yq3MtslTqggDoXtwmbozi4V2Dqyp3Cp7na3LgdqCsJy3BIqee7xW/5CY/+bAKCqoVXQjtq0To7F5Q6+Ki26WSbdJTmVbkzianWT+xayIJRzkXa3+TE67fGV6ps/X/Aspzlbdmn6tNlokOHjxXMD1PVLD3mfLGWiF+1Q9bBSSLQp1jp2HqrltNBqmEcU0ilxL76Gu8p8/3jPNXg+ejdMRYuHd/e3yr7xUu4wDzPM9LbCcWudG9zMtB+T3GnSMxg5K8q3nSvBjZMzlCPZVvBqDbGAiSgXqgRwAzMz5iAkXgMwOuAtbmbdIhgLOtnAAwAjNumETWJZDuYS4e5TIhLQEpgIgR8nsWsOUi8lLvBpTLOvKyt3tC9kDXEgm/AD4TAI64MzAzIaaAxDeAGQECoIv3u3pw+36e39fIXv6Jc6kgM2ImEBghABNLHRNFKV+S8tmqGDZuFU1D+Z1QPNAVKE+xvC+4WdLfvMPNk53LEu/RtUdeqp3L7+x5PpvnuUwqmBOy9/nnrN7rCsbXw7o+KLg2MeWRMf8Rj+i9sGt65Mz3YztJYMQjb5QfYH+8OwpKjJZrzUu75fVouiO0Vf+P5tP7jrCz945s5fUMSDoCQO/xuZeHP4+EWZss0IZfk6dHweLevWfZax4Bz4uNoP7evAr8Gx0D9Dx2r6A2zSOytBfuKB9Xkm+jvTobLc/LnrhOe0DkWpxXfT5GIuNHY9FQHPmUfU6/PBPvinS20gOW79utySI/lX46zkRECBRwCxNu0w33ewdK/dlFeNEF9ALQ/+V0VlE9e5bTyEvgkfT26Gqw/JH0f/IL8Cr5eST82sDBaB1E38pvN8Tm0yvkTfaHBAKFwk/zQeq9nNjydYBINkDn8PpRBirxeuv9GhRh9lUHaFRhsi12CZr7e5I/ZeO5Qwh9cqjqNSM/8iMASGpgr1i2fBuP0pKkeXHmBHPBDHBuy1aVJThvVC6+7+QD98rjyqFRtb40PJGeJEBo6g5NHZbf0GeWd24NeBCXDZTUQuasCbIcfiAEnSLAlMApOENLWyGlLl1uVQArW27zlv+Gv9IWTTqL+iv3yOXf8tepdvejgO/WerktfMA2HTYI01jlbPTvagCXRBdyzSBpSacA6JahewYHJLq6W9ZHnQEzgwMruOSMZw6ol7gF9FgXYJ8059+iR5RvzY8TgUO9rL0x72XY+kDZRYKt+nz3LHJe8VH4LzLpJhdZ2fIy4qGSR1DxEA8hqMe0/A6k4Tu6pClQWzzt3ypd2WtT0w3iW0qJc9i2agu42PPJr7NVjHnzLZSNbz4XLwd2L+vwcs6gpevPpR+r7sg6F7qcWcjlvd9umKap1KnjnYjyHuiLkpruUVnzHum5ohYVstQJTs3V5S8dsFy6AUKj2au63KIjY7Q1gP3ImOi7x39rxpstIM/2jLu/vQEETAEAidc3RfG61sXRUYQFMg5i2ffaxNXGEbIPOnR1D9I906ksC09AACNOZe9r2+fbXsEhBIQpgGZddpxt+W9Zvt2AWLDwEQNhKi9ikLqTC2AcIN7Xtv826Z7tVIBwggPKoTKfwFz8wJGQveVJ8y2CzA4Ml33gwUDkiJgiYpwR4ywe91Zn4i6fx1IMyn0roUxiKD2k1EVmU+/be0P0lQDR2Qia9TUXgN0AbnarDnhdxzV4noFxrZo80cK8zqN4qst9nYxhe59HC+OWa58Zn3NyS7cnWcmEAqYJoCAyeVOddRWoNKIz9sJc0c97+YzoqzVgai2PUT72vteuBM//FDoKQq8dbdit9Lcmbayl2WvfXns/0sd6wOIIaHgERL+Cv6309vraFh+j/WMNgF2TiSP8HgV090D7R/vzVYDLWjpbQPaZNtp7ftb+uTb+atv/bH1v6YmfDnqN0kh7HtVlo/3Hp3WVvuzFf/b78+r8SnJr9bCe/rLq+nVcx3ms/17dF46kNzr2vJLO6pTROI/y+7T6yB+hulSWs3Hg4okbL/p59ALQX/Tj6N/2cfyifRoxMD/yYfDTyMAK8+rLRV8MsN1y0Cgerhp4MXg08NpAu8lAjF61NcCHJOCf+6AOoMxHzUMBiDShyjDLy0T1KoPl7PY5zSH7RqO24CI7OnGA1MsRZkzuFr1Os6m7BefVmsRNUVoASf97b0nzzvRAlcRTIIsEjPNnkw9vCPHgtAzidOoAcZWz7JeN7DnGHAQAZbOYN7Xi02xulm+bBqT25VmA59aobTbkEuzkRFXIBX89WuWv4mUlDUJe/h8KfEhVFt5XukROm3xAcnEa8LyA20XGuEmc4OvSimVy7HhSYIIYQODyzNq8Wx8j5HSFY5IBQIEUA20W9dDRB20hrTn6HHGnrpsPdQekk2zKLTIYmuXUQ3DgNiGESQDfKVTLr9fpUzfPrFnykuulvxqwzBkkq+W+As2Zs8cqW27af/qTnBi2JvyaYU8mObjw7W+TKXI6L4Ra/4FAwSZyeQ/z4M5B606O97c77vc7blNA0U2ebztyJaB4yCM/y32CS+v33/E2ochl5F4e9srJkz0W9dG09ANjia1xypYXWDvGeZaxeYTPq4mIcL/f8ddffwEAPj7+AccZKQnYy5xyX0gcxPsYJJNgmPIS5qR9BKrbiCGO3Qq7J5L9vxMCEgWkRIgIiJHyftif84zIQdZfIcJ0k2X4Pj8nCBgu+ZtHs3k8k+ZPgOgPQOWfEQJnfcFJxgIyYVAnqAElTSqrgjCnrPOJ5Aj5vaFGmDzDL7+E89n6LasspRQxx4h5tkO87+MUHIgtK3hEBihJJTIUkLYZC5lfAawBWao+HwqO237mKcskwwZLiVMuY4xl4oLpFT8etK1GpP3Lcu95IoQu2y7e5grsO/Cck02QsEkPCfOc8NkcBqIzE6bphrf3G8J0w9vbO379+oX7/a6r8xR6RA9sGWg98DCSRwtorumGs/26x9MzdUQP2Dsbt6WreH/0m3Ir7lbao0Cdf0ZE1QQQf94CS7fyLhNq13lo319rwPmZulyTkTVweK88I2G+y45gOlF+1/d7v0fTBGSSWK8tq2/H5jxCPs1e/NH2Olvna4DjM+mrx01XgEzPkulWV1xRN3+KDW+NjrTnn1YX31+mr+u7/zb6/rbdp8t4ZEaKEfM8Y/7nA5///JPTtzM13xEv+vPoBaC/aJi+YuD40xXwi76P/l0gugE9BpjabVd+BwR4UNoAub6BTcNr8Ba+LrmX/FqIqvP5WwNf5PPeBtAzIJlzYQUqa6YIBTjnCbAlWMnnQQY4O39aLwtUx8n/uyJVg9nk+dd0l0A61flB68GBVLDFWz1AZSAVlbqrgeYSdrG3shXLh9UzixDIFWOxdHSwZV07YNVCIsj9IH/LG0tqfrfOy3SX6a1lv4jYi8bLWzlvIle1nUkiuf6atLld1h4OE18B9XwCbVnZrRqRr+s+XMXwybh+Weq09OsKbOy1Z1UPyz5eMVx1TW6C+f7A+cyMpl6t/V10trKrAc71OZ9HDf53+HPpkelC1Z1EoTlbP/Kg7+Q8qKcMDFeTWZbZZZ7lrNMScl83gzaBecp1IiAXwbWQAw4FPE+JFYT3+s3a08pP2qe5TPDA0qCY9aDx5X57oJkIGRjP3uVmXCWbyFUA82kKmKYJUwhl4gGVCQn3+x33t3s26JesWjnU9ndyUMB1rtt8TY4XbaMF9EHb7uTfQyt01uDf0pE09rx5rhjbfKUB2CiEkAH0aZrw8XHHP//8jY+//8b8OWPW/ck5BZX/AKKAMBEmJshu2gKcgpMC6RCPbu2FiRRcJdkD3MBzAmFOVDySY0SCTjAKwG2acJsmTJPkCV02PCUSj+aZMc8MTBDAXvML0wQi8aQPAVCUXwF+XXocANsqL0yICRDfashEGQWjCYwpkOwxbivesAPRAT3rQa5D5/3UBcye4yyGnTgjxqge27bnt3mc6yBLEGiZgMAyhmGi3F9SYswcQTCP8lSWTNdrA9GFA1tBw94FKQP74hGPUgb3jrJ5BDVwTgUwT+ZlXlSDhTXdWfZRT3mf8zlGAc7tUBmgMOF+u+P91y+8v//C29sb3t7eFgD61Z6RPc/C3nfNKOh39QSbPRD9ivo4AsgeSaulq3g/qy/bCQ9tWqMAcJtey4+lYSBp73nv9x7P/vBkE3hbauXlEeB8jf+jtDcRYWuCy2h6V1LJthkHb/DUT2e9fdowZwH6nnxspbWnT54pJ1dPOnz25KJenpbv2rORdK6U396Erkfr5YrJAkfS+Wp6dALRn0D9tvuKMn79d8+/jX4Heb1qkk+KEfHzE58fH/j8+x9n61XbU5gu4PZFP5leAPqLhug7jG4velFL/xYQ3YAbAyWWADqjLMfpQa223McNc56HOo2BuFXbFNCM2c7eQGOAV8fIAbhl2jnbW23f0QIsed3UnDVTA2A8TOiBcbSgXZN2Bu8roxIy9iOpu+WGPRvZ1q2DKwfKyRLSHhB34TooV4lnXgMuTja4uDJmaFfqoWoZohqstfoyatuklQXyj6h51DeiLNqpSgNNeR1VkyAWP/rRfBSPt7o2L3H7+qTOgZtw7ORQeOz3vGW7VGxWRogC6sl1Y4DKMlH4rvlfAQV9+X16xhetcYeqzCZNi3Rz3h5ER0m3oz58OQ1sr5ZNR9ERHmRvssxndkC0NYzNAs4TkRREl3NZcjwvNe4O38ekGlods/ztRdNAeuaAaWIwTwoAeV2Tfa4rED2pN64BObZ6RN22WkjXfxcGUhfaFaWWI9NPBo5PAVNnCfsQCFMQoNzA89t0w+02YZpuGXw0gP023fB212XcfV9DVosOZHOAmwqHyRG8PGX53iLf35aBLf18ZXVaTULYy+Ma8gBKD0B7xCDZA2ra+19JRDKpYpomvL+/459/7gCA+XNGTMA8y+oMAoTKuykEICTCjeXtLeA5wwB02VKc1DM8FPA8BSQU8JwQEJOA158xYYoRtt5BIMJtIpHjMCGoB7riyrqftgDoxIwwiWQFImDSd/hEAqDr/uQGGsuS7nlqjYDWyclyFFA5xSgydytjAqAG0cuCJzqeMWONer4LHs6InBDVMyLOUfb61iXPI9vS6ZSd2vO+6+AMoFsHYJY4ZWWIpLoplSXTzQM92bPieW6DJNHjbul8SDnlWfFEz8vIO8A8Zi/4GkQXIF08zyvwXD3QZf968zwXEP0zL+vOuAXC7XbDr1+/8L//8794e3+vVvh5Zj/oAQ574/IeGPtVPHoervi2WktjDXB7hK7i+Uy+/tyjkfbvgZNbIPmZiRhbdAQgtXut7LTvsivBzK9u3+fm1Y5Byljx0ff2yPv/aB4mG0mXr/UTONbS6oH4Z+rzK8Dys/k/O9+9SZZfQT399uiY9Xe32T2L/gR75vfT9/WVfxv9G+SVGUgxIX4WD3T/3gtTQJhe8OqfTq8W/pfTnwiMj85g78X5KfTdL6CR2f8/mY4YEgzcbe/V6V3FmaU3xp8HMKrwQA2IZKC5x+iW4eUYny0oscTr2/CUb/cMKVL3FdTj0mbFiChn5gEQP2CR9HyeYpzN6ThghTKw1/Ey7ZTd65Oy9CpXH5EG3BXPYXYAZ+HV8rO9lmWPYNujuQa3KoOKB+A9yI4l73bJPq5VTltOl47V8Sa10du8W9C3er4CJq+l2fC8xlldZ54cmJrzKfW4VQ6f/ZJJRlXSHmCX8902OK5RW29rz/JvgoAtVADVZcwm3YW8tXGovbEE0R15AL2OYAlwjloB6Bqi1XUVgG59bZydl2QAACAASURBVJFpAUUtrOmNnte5P2fgfHL90IX3BsxhUjEofT3oEs9J91uXZaMpABSbgjTJAFDdVLptmfTjwy7lodV1puOy7tGbFJDr3OpiClMHQBdgvQXQp9tNvHddnEDqnT5NMkEoF9E3vgev3eHCNW+axdVCFmgpy8tIfvUVd/+B9/uosfhPpi3PMgBVfwOAlBJu0w1EQfYcT1w1QdC9x6fI+IwAiEs/SowUGDwRJhb5D6RgdQZkBXC3ZcrnmPAZI2gGKDBAsqx7YtUF6kUufVQnLOZl3BnznBAATETgQCq2uvUJ21iGIDuuqx5C2fcbAAIxmEjOBv5GAZ+JgJCClC2DxFwd5qWtYpw7NgUCEilgj7xUu+1frovO50kIGUg3z3VLU8NAQfrECVDQXCYHMGQbCu+N7pd1L8u5swLt+UhlOXfOS8FL+Oj2PedUgHTb49yWbDfQ3PZPz4A7FxB91rYyD/QYU17aPdeljTtDwO12w9u7eJ+38rwm5ybPZ6mnFx7VFY94Jj5KX/G9/Qgw3IYdmazw1d+3W5MKtr4NR+loHfTyH83vKEi6Vd9r98/0lZF2HclvpK/uhdmvy2vkb7TNrpgU44+9sFeA6KPp9+iovtx73utfzwL5R75dv4quarur7Y2P8LU2eWwkzp9Kz5axverbNUs17F1tv716Ytpaul9FR/vbUf13tU7f09df3v9Yl3D//MTn3//g47/3yr5LYcJ0j/vpvOi3pheA/qIfRY8q3hZc+KkDm+/4SP8T6Jo6KzLhbfa/f3Oc+whcLzd1njugcAE8LAG3fMNVcAuil8SWVLovu+v6A6cLNhpA1ytRBqHWwfM2fctXvEkdUAcD+DS/BToDGEZZGRlCDer1gPGqPA5Ak8t+2AYfXQWdcxou7dX2XFxyPz5afgqfazx2EnC/qSpAWUtgPb8qHduXPperV2cjxMtLaiqLoKsjcAnOkCW2DXZudf5C9Hsttv4hs5B/gno7tm1QX5UkrD561LTTRhuXQhCIipcwNfGqoEBdV7D+0Rjk2YWjKnoVd9EXqfQ30LKveTA9tCtA9Fg2faX1K+pMQLNKTBfl8UB60qXQCUHBPqoMiXLYBIKgeiJkYNo+zpZcelmwOsyTdEzfoIDnXgfZNiGyfLtNJij1Zmn5yQYCpgtwbsBoa0S1P1R9wr1wPRpYTZIo96vJEy5qrQTcRCr9T1n4MjpYItlvPRP89bGxwMh4ZA1gOhLXXx8d014xZtozWIwALa3XUpVCIyJJPYnDzCCKiAkIlCB7hDNuE+N+J7zdZcIGh5ABZGluXUo9QcQgBuAzgSki6fLwnylgjgGJA6DLqAci3MKkfUQ80aPugZ6C9lnYJADxUAcSQlCZUV0iy6nHvAQ5wEgBCARd7ED0ZEIRx8TiRU0R4kUeA24xYp4D5hnqYZ3UaxywJd2NV5LZMAUIpwCECTTdQNMNiBEJEVHzlUQIQABrWS2uAN0MThFIEeAEc4MnmwDADcDvx1sskwOiLiPPHHMcS9sv/14v1Q5NG84bvQDqzGXpdvOct0kYcyz7nQswD53YUFYRaufsnPlEfNTbrjcGXvv9LLBwK+4oPft7ew9YPppnL+zavasmSYwC0D0d2vLxbJtB731Tjy3Wx6NrNNI+j/SnozL3qIyemXzwKB21T5SxUr/v+Gf+fKTu2y0DRsDzHk9X64wzYOej+ryX/lfY+L7Lhjgy3jub3lV0Jk0f/qfYaH+qDfur6Irir7XlT8YIfnf6k+uWmZF0//OP//4X/9xq+0eYJkz3+3ez+aIn0wtAf9GPo7ODlp/yglwzmLb06MfiTxncfRUfV4Hna83yLBD9FN87IruAUKpLLjc76TDacvb6TS/P5teRYq3UQbfP6tl9yuSTN733AXQsymw+rjVuSNW5QC8dRtRI3TM46I+SbdfoyQry1KBaUGCNbM9TosJFt/5LvY96NmdIljrl8/zlh2EZZv9Gl6+W50X8hQivCZ3V71YZVrIxEH2b8w3y+oL9bdjS2sZVBlebcLaErwqR6wsLQd0qTVfeFwbNNTjcC3++9u3Qj1mHa0CzNudcPK7ubVIFhEqauUy8nACzFrXug5pWC+iuHKG63uhPue2KPJYFmtvmq42KZcJMAdBTgubHuZ5CKCtpBNuLPFAB3oMDvhv2qjIFqpeor/QPUCYR+GXtaQGEo62nULYVqQ4Kpc5BGYCvGmWBWq0hWYaCGhSKOvzOtKCizxsd7BupPXda8IpZ+mtAyCM0Or5c4+lIeqM8+/K1v9tw1XV7qL5MTIiR8UkJDGCKAJGA3ESM2yTAaKCA2zSBIdslWF9MKiuseSZEMBESAiITQAGRJyQOYJ4ATVf6zaRTPwI4AXFOiHNCmiYwB4BkHXdm2VM7JfOOJ13OPWQAP6n3MzMjMMABYO27AiarSOf924FIEXMEbjFgngOmOSFGlH3MFURmbR/SiS8wMFymAgA0gcKEEG6gcBNAHEkAdGbpKnlCQKi6DDPEUzwmpDgDXCYJUJBvqrL/uHqdN5NQYkqY5xmfn59IKWrbs3ZjFz+D4gaeuzM7L/NU9kfnfC5yUwD0iM9ZJl1EtnEDVfKwO8B28r/Wz3oA+KO0l98RugKMPKoTngWE9PjpAV6jAPnWff/8KwCwXpn89XeQvfMfBfBHANxn0ZYsfMXkEsvnmSD60aT3yn1kckD7+1Hw/Ip6OgOe+2dbE3bO5P8IgHv1xJkr6ndtks8V9FNA9EfpEf098j7by/Ns3j+Rrmy6LRD90XSvSOdIXr8LXTme/UnEzLJF1j8f+Pi/v/GPrlqWbSW3G25vLw/0P51eAPqL/gj66o/6ET5G8j3ykd4bnP+EQdLvNNN2TwyuBtFPf6jnf2dAP6p/WpkbELUCx3qprOGZJ6lmZQXo20mjhdSq/jbCAblwOe4KMFuBju2S8HWwAvIolx0g3YNX5fD7LUtqe+3i0xsh428JuPkQOfdl5M6UhlGeqJXFZeIDVLfPGqzaTY2AvL/xYL0WalA23yktQZdmgVNpwaNgJLKEr/c67gN56x95m+D5jjy0ckWN/K+Fr+SkJx6LOHWAtR661hyd0u8FyH0v6xfr61VfK3WYD2WaLA56dSK9p2pDzdPas25GUlC89gbPy6SHhMByrdtHKl8WV84hA+dwS6yT7FFONX8eODdwXPYnn3C7eQ9xKaeEMwB8KvURwqKuFnVmeeUl73Wvaetmrm6rpjK592d3+O0v2PqaomP+shYEp1+zfl+RuNxI2krswXmqnl0Bnq89vxL4fnRcOzJe3eL9CECyabzWf6zv2cTi9c1IMtEkAMQJgIDo9xvl/cvTXUBwv/y4gOaCwiYkEIvXdWTCnAAKAUwTgBuYxE09EGMKhNs0QbbDEI/zqPtmpwgdA0wAoH03Iiq4PN0INyJQmCBLnQfEFDFHlW8VdRjWnQFg0n3cBWwHZDn5eQ6YbgFTDJijeMKnaF7cgCo4ZO9zeO9zgnjDqwd6mABK4oGuwHIIqgt8vcF4UvA/RsRZAfSJMAVbLr/sf2tLsddtLXsEzvOMj48PxBiRO6Dv/rB6obwHuwHjAp5z9kK3PG2ZdwvDbN77wBw5e6DnNFknFIABplLGA2DRHoje/j6S7h6Iamk/m67K85nf2yOA8wgotxWm1XdXftv20lsrw1q+z6jb1e+xzv1nfe/7vnAGjB191nv+TPvFs0D07STXHQWuovq7dZ+eDZ5fQd9pU3umfe/K+v0pk3xGabT/tTabI7qoTcNfnwXRH22zn2IfPkvPUAnPeJ8/K+2tvH4n+q7x7FOJnQf6//0X/zS2pul+Q4ppP50X/db0AtBf1KWjL4Jng9TP/uDZS7+9vrKsIx/Ve/QIf1fMoHtkpu1I3l85GOyD6M+Vt82wQOX8WXwet8BJVM+WwOi4wX8rixrCWA/L7f2V7DMU2Tw3eKznJ1u8yDeTLs+rxGsQ1P+qyuU8mZcgsQZxALpdM7PhbwWsy8CaB6vGgfMtHjK7bfiD8fvysQaFLm/sydvx/sVOhqgjdBv9qQvSrufn/YpzqguANjdrzUMX6esqlCWP3O9Pe7OmHwHz1uq9BnP32V+0b/Orflz379IW/TZclGdQFfdA8/w7g611Hs50DqB4g5NvQwVeiQgGotv9thwF2DZvcAYrAGf5EVENQKlg1d7nbg/yIMB1nQ8qUNsA9Ns0YfIAessTBZAH0K2eqJ5cUJ21/uqJCct2JivLCmC+OHz/AYruNKTR10+PduXCIMJ9+moj4VeNb46M9Z45HiyTPG66/7RCv6TLcicgo95ghCxDFh+YZ+BzBj4+IfFSEaUQGKQLpBNk6ffEhMjAlAgUrL4jQEBMti1D8UCfgq7coO+b7MlsekFBWFZwFwSZUJIAgNyS5Ao4A0XPq2xbOiABg4kZlKD7dsse3vMcFUCPiApYcypAupPSwp87kh1sh0xDABPIloEHlWXR2fYKL/ubyxLuPn2/33k9XYyAOh0PsPtu7HiX8KQe5lSWazevc78vPLPzUBcwfVZP/2q/c7YwNqaXCQk0Tbjf33C/36WtV96v14Fe576vPA+P8rP3fXilgfPst+BR0LSXz6PfoXZvZMLTWWBkJP+j6e7xsyU/V4PnI/mMgkR7bfEsm9PXG/j7dZrHn7S8V6736nBg/H6Q/Fh6mR8Ptesz6VH99Ux731qeR+gof3vj2avtmb38t66fPeHlrM66mtYml7Y0OrnE98NHJhRdTY+D/0djLO1LW5PnvtPe/BVtsaaX/fMzGMFVdFRev3oiyF7+zLpF1fyJz48PzJPaV9SBgWPEsKHqRb8tvQD0F11GzwLRRz9yf+fZdj1am5nur/15lB4ZWHwnXQH0/wQa6SO5hA6AhQMRFd4poRlPf1/3sriyt7cQVj9EM7BpB847ObRAngfP27hVbrTMqwVJa31UQMgMvAMKQNVpWVh24JEE/UY5f9Dq0tuL+1Fatn6V4X7koTyKLPBajlx7kjM8b63nR91j1zoqgcDEAmp4lMiH6ej7EfC8FvleD+59bAkoJRNHVoO1ETYCFG5o42pd/innv8hlJVtqH+eOBtmbnqkUzwy6UHCLPC/k4pfUJY7eV1DJi4v5YAcKQEAGa4jEi3yKE9JNQLI1o5MtL1+818sy68qUm+xgXuQSb5omWcbdLeFuOjCD7bTcu7xXd9VZ6yGzrPXlqgJAUACca2tIBkK1rqowXOtARlWn9ptRVXOeFFDqXO+WhkcN8Ul+7PnJfc6VddDYtRZmz4jRe+bztPHemffAo/FHqZfHWp7+XggBb29v+M9//gMiwsc/b5jnT8T4KeeUQAGQ/sMIwaWjsh4T4+MjAZgR54D7jXC/EeYbYQqiv4IdAUgBmJiQQhAvauMXCtRGAZRvfgLKbcLtptsg6DLpzKjAerAA5ZTEax4kR0wCzJsXNDGQmFTHw8QQYJYoQa4TQb2uzQOcMEdgniNiFH0hQDEpyE5ISSYfENRDHDJZYE6MeU4IUxKQmZEBdUB4sn6YEoNj0qXboy75bu2mejMxZpaJCSmJ3ipd1gD9AqDIKhdT6de87ANZFdhvLsu1xwo0dyB60vrVsHPU/eEZYCI5GBlQB2RZxft0Q5hk0sZff/2F+/2u7bou262cnwUi2u+XUYPmWt6Wxk/5Hjrz7T8KFPjnV4Jzj9gsRvjwYOJa++2lPwogj4Bobbgt2dmSVx9m7fke8NPrW1t8jKT7E+mZ/G6nXcZTMkS7bjywNr74qrZ5Zj7fDdashXmUryPj2bP0aNrPsiEfyfsMD724V/Wzozy8SOhsffhxxl4bHm3v72yfPTzhu/k5Eu+raSELzGDWLa5mWaXL218AQpjnL+fzRV9LLwD9RZfSGaX4iEHiJ4PoV7yc9gw2j4Dnox/S30k9HkeN1T3aq8+r6fQHpmE2+r+OZncNFCmAwyOg5whdPdw6An+3YXqA91YapWoKEtfzlM7QFGdYrJ/nyoXiSfku5xDkAJpilK7AKMfnIx9il0iBL8iZ6E8C0Uv6/d92tZxcsfMxtALmVrCuBwAd4FrDcBu9hLHaOKSTLRbrS6wA5mvvglos1/uLZ2rFdF8zvMG7PN+Tlw3wnHoh9E6n37pTj5HMx2oYaThkBD3f17ishfX61R5bvVT9tvdOQk4jpABMyEu5c2KkW9LliJceO0S1t3gG0fOy6XX5BONyS6fnvcllWXbZk1zD57TNK93+6ry7ddgas5vpI6bTOCSA9V3r+gxVaXA5DIlkJ405GheUrdys5a1SoHKbXA45phlHfAa+3k1HrxhGzszab8ctI0DZKF1tBNlKb4vvXti1CZ7MjGma8Pb2BiKZ6PHxdsfff/+Nv/8LfH7O6mEtLSgrKmhephtJwNGPzyR7pU8Jb7eA+11A9NuNMAXGFMQbfQqy/HhiXcEBsjx7Brk0dYAwTbKM+90A9GnCbdLVGmD7fwNwIDoFiOd5YlkfndQTmhU0hzrTp8K/F/sA80CHAu0CxkddBj3OQJwjYozqFQ4kBc/FK1286gPJuFCWQhcePmMEzQFzSgJII1Qe6KzO4SkmcBSjEJv7PERPsP1xynupmxd83SWlQFKvEneaptzuFj7LkuvTFseD5IkLCB659jKPqXief84yQSC5drTyzzGBgoDn779+4df7L7y9v+N+v+Pt7W0VQDfZPSL3rZwfTa/3HvDpbYGwj34bbtFoHWzxv5bmqP46Gn6UrqqnPaC31357IPNWmLX6WJOD0e+JEeC8F37teovW3nlXTpLo5XmGHp0g8gidyxsw24EMafv64yjw04LnV9m5tvL8KvqJ4LkPe5S/3tj1aiD9Wfr4u8G9M3F6bXS2PD39fgTQ/Qo6o0u+ko7Wx5l32Zlx4CP0yISlR0H0q9v7aP7fKV++b8uk66Re6BFxjmKjyTYYQpynnRRf9LvTC0B/0eV0RCmufWT2nq3F/4kg+lcYNc+C57202o+in0CjhqKj9NXlfPRDs+AEbfwys7wT+MdTC2+ej2vX62lkMMtFWACsiw8fgL1HcAWAF6qb1cuVAgA9vlpQsAHpPD/f2icflCfG0ZYdJw/blQxdPbq2OAae7+SRs1IfdTLv2w1jqHIE7OmefQ/09re/ppXwp4idp/1oWqth296+DLPo01U/WuvDCwY6Kbk7DPE+hy3ZLEBda2CkjHBhUZ48xaHb3DVT9jHFgRFA4BAqkAnoyI3TTaS/PZBOQXctpqp2MvCb83WHgeYVXwaeZ3BdgCfSjPs61ipBkT84z3syfQcwNx7oUsEAOxDdHVYn2ZPVtVc5cT73a56quluS9zovwJ/xV6St1KE8Hjc47E3424vbGqZHxiprPJ0d0x0FM46STAYRD/Tb7Yb393f8888bAGD+nMH4GzEBNxb5ImKEULcJ2Dy0GUjAFID5HnCfA94MRJ+A6QbcJvE+9x7oBFlinRWIJgRMk+xjPil4fr9NuE8Cok+TTEgBkQDnDiQWz2wABHDU1Q5IwfNUAHQ/k8P0R+5GgMzn0UPiJsRZdNQ8c/E+jwKgG3geNY+QAlKQ95Es2S4A82dMCLH2QLel3YseK0utpxiBFCUUFx1mHucpRTAnP2LJ5zwhIbcdZQ90Zl16XuD3EgeU39uyJLtf+h3NNed2n5PsTf+ZEj5jmbDAqu88gD4RI0w3/Hr/hf/9f/8P7+/veSWPLQDdZG60L20ZYB/57hj5Jt6atPIs2gKFj4LnI6Cpj/eITruC1nTu6PO1MCOA9963fC/eqAztpTMSd4RGQdirbSln6DvB8zNU5APwdoJHvyXb/vfMb9MRm8l31vGj9GzeRybSPMrDM8vw1WDwFXn6+L36P2oX37KPj/DwTNr65vhJNFofz6izZ4Lndv1VIPqz2vs7+vlZyuXV788UI1KcET8ncYygYk8J8wte/dPp1cIv6tJ3ziw7M1Pv2SD62QkBV9EjM0+BMb6O1Nuz5eOMDByhZ/N7pP43eTGDZGrjc0FQLO3qugadMiTRxjnB7xr5FDZjC+pYoK4FGkUtewuyxxbfDAUG/izC23NngPcAq4RZLsNeAS1dj9VtPvcKYMt2byWWDRVy4XgFPDTbML4qVwYiVWXtxG8qd1nsnXqoPKobnpbtu9J2W4Y1fc5N2CL9UMPRvm6zcOtELuW6PvYA5vaRv65B4UqqF4F79UPtcyzbfVUO2rr110f045r+OZDEMmi/DxO51tU+3IRaYZGzPIrusckPIqflzMv+1tQLreaSmarC55Pqjn6bt6UunvfeK9oD3y55/W0RPAhOkqpXY2pQlUc2gUBLRaXdbGKIK1nm0X1+1+Jq/4NAZEzk9JslZMrPH26ZddePl+EWVTZG3P05lNgjBofRvveTjE4jwE1LZ8anssVAmaX/8fGBt/dPvH18YCZgmqDLuLN737FTM/buk32z5wRQlOcMAaHvKv+MANY9wCcXX1cjV35s64OA2y3gls8TphAQVNRZAd08NmMufYkARgJIQGLxcg/az8RDmhNnfSBFEr1jHuhIoudiAkJKoEiIkd3e59Cj2Wc8+H2/C3g8K4AeDUBnXcKdId7yLKtFpBjBc1QAPSFQQrAOx1Zu3Rdd3dZNGjwvzLJPu7Z0BtFTSjoeYF21pV65JeU0sADLKzBdjxgFOP+cEz5jEi90nVwgOi0gTIQbAm73N7y9veHt/R3v7+94e3sbkuuz9OiElmdNYjmbzlkjZ6+sZ4HlFkDfomdPAurRkTxGAeOzxu0z4OZo3Vr6W/lfRV9lWH+2veF77CX1YOksD61cnJGPn0Ijk0i+Iv3T9qCB+HtpnNHlX/F+fCT+GT23RlcAgkfDHH13eDnbSutZemfv/XV1//9u+3JLe/x8JSB8Rd08Up7vHM8+i7Z0ZB6HOts8pyQWJZKDU0JK8Yu5ftFX0wtAf9EQ/cSZZS86RkdnfP/E9r6Cp6vL98jMvNUw2UAKeRlT89DFX0AwDngREKQAIwV/6oAap+ujA3hUBanZy+ir2nCFpx5U082mBnKsTHBprJTFjN/Vs61rRgXQkWa2aO6m4Avu1/parovlc3tUnRXMqwEEblvSZcvwHpnuswqAmyndFsOumvRbHIzsRsuAtROVNHKZttqmh0xuDrSXbWHVWUSq9r4wYLLHRp0Wu3viBSlGeT1rnzKgUk6ScCXuVR5lH+rlvfZ+nQA11717dar6f6NLV7PlUape+mTtfe5n3taoaikvOeBcQBLaY2GDONd9JRSL/uL6nIGwOYy1S1XqhqcSRnSxgdQ+bIlj+pZcIm3/qd4HFQhde1D7+3ZKmauy/7BthWDgPjXt3ePVy9qyf+cSOEBeea3i1uVr2XUCuAjLU8AEYCLxupeuyKWTsRp32R1VO6uOWmTavEzYMdPpW1XshdhwN9mliDea8Qkf/y24tnZeizua/lp+vbSuMHKOjrHMI/2vv/4CM2P+fAMwA/yJmGaklHQ5dlmSPRAhTAKS2r7fFOTdaHtnUwgITCAOQJKxUGBGBGcwnEiWZp9CUEA/4DYRbpMA6dMU1Ctd0s99mBOYUzakACzLqEM8v6t5IxQ0noDLbjgmvCtMnTgBCUi2EDmJd3Tw+63rfdMAufskIEFA+wj10I4CoH/aHuhsADoQAXBkgBI4zpJGTECM4BRBnGC+4oHK0u1+P3JmK5ONVbV+qmvhE1rXTCkPLVi7nwDici2e98vl2lMqvIv3PDCz7H3+8RnxMSfxRp8T5lnSm2433O4TKEy430W2eku2PwOcHvnGOvv9cRQAOWoc3Zoks2aQX/O8O2LcH6UekPcd36p7E6uu8KxKKeXfvq6Bfj0YtSDLHrWTE9ZAmrV6fgSUe7Yx3cvld9ix9sv3DH7Kt1HbL1sb0PbE4lom/D1Pz6jTnw6yPIOutEk9Ml58JPxRfq6g0fS/U6aOvrNHxw9/Wj/508rzot+TRsY05MJW1JgzXvRn0gtAf9EwXT0I+hNflFvGh59Eay+H9mOzF++76Erw3H4/muYjRrLdvFlnt5m1VW7WQeoEG+CMDBmyuwo4ExzqXOW3D6K3xraVZw6g4MV9B/R40Ltw38lJ7lRAiGFrPeDcG7IgYfKdtpy96zq23CYpTx+Q6jK8TVuys3K/wIllqe8W2C5haVn/Ob4HxkudtSFNZjxTGZBXGSLHQN3WVOeT73ORTxS5LOm78L06qgBKn64PVFYxEFxb5Mt7MNfN3tOFdXoeRM+1QA1AWQGmNbWAZsmc6ssmEm1dV4/qJ0tYsyZbgWGhw7i/dPtiT3uTFzOskcpku0rDJhc58fUHroJTJV8looE5qIAbV9sVILzkJAPTBig7IJlg9w28otwRbU6BcZJnJluWXu+gDwn7q2KktLSpey7p6X8q+S0AdcvBGUDJlZksTVrKdMtft50W/ABIE6KC5zzdgMkQs+ZAe/ZZmqayx/sKdkvms6yaTmzfXcaHb6NBcGnt2ZWGrj1vk704WyD6WtytvK8cC4YQcL/fAQDTNOHz4x98fv6Nz0/g8yM2wBRAAQ70nhAIZYlxBaIpybLmlCZAQVdbvDyQ7HM+KUg96T7nNwXRC5Auv8NECnML0G0AMwxEBwOJ8zsXQfVFIEhHVBAatrqFgPi27J9WMiIn0bvMCBR0/3aA2TSH6SFrGNJ91jmfC/icag90FuDctmpPYCSO2fMbKYF073Ni8T5n0nIiaf0WD3TOYHrSrlrLi9yjzLNc62bx7MLpOS/VrueYdNn6DNzr0vRw+7vPjI/PhI85Yo5l4gDRhNt0x9vbO97e3nF/Ew/0+/1eAehnJ8cM6aJO39rqjyM0Ognah9+io+XfA95GPOPO6EED8OqJGWM8PZN6oDkwVo8t9epnRL+PPB8F00yH2rN2MsSWzF4Boj/T0/BIv3lG/n16hrxyc655afvL2kSUnjx6+bAJXhbmK7xbn03fMcHCaEufGh3RK3vjxdGJNXv5HXlnHqnbM7pkdDLIHv0O7ekY5wAAIABJREFUdu7veuc9k34aJvBo3X71+8bop9Xj70qr7WcfYWY3kpv5cbYFveiPpheA/qJDdNUA809ULr9DmbY+njxtfVR912z/R+nq9hn9ABn5MFrEM08eiFFUgu98zEAAFgNO8n4szmBoYGUN+9Wg2DqIvm1sa42oFZjVhiUqnufFGuwA4mWOlr5xLKxSSdt+e6OPpdGWa+/aJZDvcnVacNgWf4x8hCUAyu2ZUDzhLVybpxnxHNTur+ucFShFqaecbs6v5qoFzsue0i0jLt1esS2ea/RF+7dpbvY5X3/eUKBPFVj0Td3+3qYVD/Qm914yPfDcg58l/TbeMdBqKUFbYWkTRM9yZDpM26xqMB+PFWL3Wx3wsp5GidsOZ7LpOpo3isiR8m/vqWmY8lZdZAA9UL6We/o86HLEFOrJBKp3WgM/6zPXvCt5IwO6BsBLfJU3BeB8Ol7DVTJFbZ5lyXkByQp/Vr7g4/jzSt/jukMtygIwMN1wCwFpuoF1ieicRnt48LzbCakjC8satNzLBIhlkrll2CWhMmriXW5vv++ueNaGawGyFrQ4A8iPgOhrPK8BVltxt/JfIyLC/X7HNE14e3vD58cd//d/hBgjUvoHMeqkD9hwRjzE7/cJb28CvM9zxDxHxDnpcuiEwAGBJ5E/B05PAQgETEGWF58q4FzA8+kWMBmIrnkWz3PZQL2atKP6zt7RIQT1jFeQAVDwWftyICBPyApgJFlSXgHpMDEmA461m1h/JxvjAcUzHHakCjz/jAlhTkgk4HMkSS+mhDnJPurMLMvFMwt4zgKeG4hu5S7LrLvl3DOo0raxX/1FHxMADhD4nvOEgrJffLN8u4LoAviLTmTIPu4xAZ/qgf7PZ3LhGdNtwu12w69fv/Cf//nf7Hlux5qcfgWdBdHXdMMjfGxdb/Gxdf9q8Lyl9tv0u4GEXjs82kZ79TWS7h5I2oJp7dEDzJ8BkvZA7mfRV9ovvscetBwXL0I0crE1qW45vuZu2+1Nrhjm/lvqbMnDd0zEGbm3R1vju6vBc6NngOhn5WBkPPuV9Gh+R/S8j/Oix+mqevwuEP1F19BI+/VA9Bf9+fQC0F/Upa2X8neBqFfS3qBjdFCy94Fylp+9+OMKvf/sUcPLiEG0jXOE9vjv8fQIHZXnI/md7S8GokO9m3bDO5DOg+eckv4WC2bGmaucMIgkbhjdmCtQQsAgjdOmaYAF2TLzJfUeEMk+feYSx6Vjzytd1XBftQMVf1Baua7K1KUWZNoMvJNGw9vCiMUoiHaGXxssiXJdW4glcG7PyV05TuxjU7PKzzMPcBMx5IdPZfjDu+U9c7ABEK2mXYNodXp1OKkib1jopbdeBgPD/Q1flrWeXgGUJaHaQOnuK7d1Vs3zVR5373DWAZnvznuhr7u22qCf+3KeDnf6qRe2ovtyn7frjnEPzAruiGdk5qgF78lOpuvKfQFeQwaWMxBrQDMH1aPaZtWKBGZklPxFD8F1EloKCHNhgYuRUnSOAvSVvCxr1stSli8qgb2W4FQbQEnrJ7k4+dy0TGGyqbSqPO7ZjZFuN6R7lHLakcvN9f3qWVtCLxf9/rrbI7gcVfyujlnqnrNgU+avA2I8YiQc4WXLkNo+W8unNZifNZSPjFfNm1zSB+b5E5/zGz4/30SWQwLIAOz6zWV9NfdXuQvprFPmISlADQ5Ik4ShEBCmkAHvYH3feLeDuUxAqcpDOVzu0wn5JRny1h+A7Imu70uvp7R/gjnrjyky4gTEhLyvt/VRKafjL+sP35Vsr/CIOU1gIiQEJAIiUwabY4J6kwtwHnRiQKCyhDtgnuYRiWV/vxQFqE8xyruETObsqJdzN+/yAphLmtEf0YB/WX6+LONunvMJCST7ntsRJQyzVEyYZDLG/f6Gt7d3vL+/4X6v9zw/Kp8jcc9+E3+HcfWZ5T1j9D9CZ8GmET15FU9j46gSd82O4PVvCKELhu3REX3fntfA90foCJh1prwj+f/u9ivAv4JaWRuNv7+NSxt+LY3voiN2uSN01L52pX1r5PkR++yZuriqv/XeFT2ZGXlfjMrZSNijoPNR++xRelSe1uLuTXY7m9/vrj/32v+MPGzRme+9q9+7o3l9B321PB3t/wv58Iez43nb4DdX6Yu+gF4A+osWNDJQ/u6Bc0tHB1jP5MP/fqSOnlnHozPkR/L/Sjl4JK+fMhNwqAzZCCp+N8OgpIHAzghsQDoSgMAZf20WZEa2grasLPIuYEf5hm+Wc3bACFegS8OrgY82CEFtGPdRLX22cK58uczdnHKGfQCyA7JVdyqAyBNvXi7z33neBLJyST3ZAE2HbdZ3q6iU679bD03+6ttarn09Axk8z9VlAYwvdh7HTZBtMhlpuMw4GbdBF3GNDw+45tanYry3MwFAKPGLLlh6fe9yX6oBXlLWZG8NIB/5XeXQwytPU/Fu9vucr1F5V9Tdx+4Vll0Z4EWO0S7t3tUrrP3fGY/bw+uUctbD7c1LcKByXfRW8znwWQH0UAB0A9Y5MIK4oua+aMCYlSfviwygzECRc5YPK3ZTjly27G5KDa+lby95L+CVgPtYTL6QunEAv7YZoQ7v4cda+WLZwVtmtDzEQLzP4KgTGkJ5H/hwcG1qdViSEqCRtT9D27VLa7o9p9V5//BqanXcDhhyhPwH9iiIvmbc3uOtl0bv+ujYsmfMac9H+duaCEkUcLvf8f7+FwBg/vwApw9w+kRKn/icWd87EQAhBMqe0JP2zVsI6j0eEAiIuoR6YoCS9b16pQnjwbyZ58igOSIGAjg5+bX3RhA+ssLzBmPdozxxtee3Dr7EozomUEyQq6ge8pJUZMKcCFNU4Bu63HsgeZcpwG3Aub3LApV3mnnLp5Q0PpAoZI9vN0wTnvSC1N87kHi1g1MBzlPUlQGiAujqG04Bsqe8ThLw+6UnlhTZwPSEOSUF96OA5rp/+QJAj4w5yX7ncwJmXbr9n4+IeRbPcwJhut0Qwg1hmmTJ9vd3TLebtsPjXtE9gLF9/oxvoTXj/cj32xHaAnK3+FoDtK/81hoBzX+SPcLoDBDXHfM0aZ2ZwDQKNrbvnRE9f4SPLbq6Da+SwzPpjLzfHyeufi+GZ837f+vZI/rxivL8BNvMT6Ez47NR++x31PMj8tFO6HmEB39eoyuB+kfoGe/4F32fnnmkHUe/B0f5sDRfJHS6XsmtVig3DtsTX/T70gtAf1FFZw1yP4HOzDy8Ov9RPo6m+Qy64oX8u4DnPo0tw8+z6bDRWkGZxXK6a3HgjB3BEDc9hyCgAbtFvVt+1vKpwAYz8nY8zv1vbwByQKfxRDBwuIWI2jIVvuy3B96zgceeF+txnVALsiyAzXLVXi+ApAXI23Lu0q4TWwu2eGBL7ecl9wMp4qUHcwFdHXjeckMblVtDclwVxa/CbQkRyg3b89qM970MtsVWc6+qlhfJGNgH49Wwjipx9eojKsCYyZ/CqUEnkPg4fk/0fVoaqApwQtVlS3sgehG1PAyvEqtS96ej7weXrF+Kvkqn+dDjHGRtOwrHFLZ0HCMv5e3v5ewbvaFekazLHmdwPHEB2Q107xic8ydNp218/eY2IAIoOnC8AOohJPA0uTIKcFaKanzbO9tkUbY8oLyHsa/XekJA5SFu9e9lwxqjKUsuivFsfURBvAwMJgXPU6r6FOU0qJzzs1bvwfHm6tKXjhkBQJrfkJIs/wxMqNA6Lu0GX17tuzk7ylXrdNO6zG/15Aoub43JJSuUt+hy/HUWPPfXW0CIH5uMgucj6fXS3DOytv3pamrHYe34+Xa749cv4DZN+Pz8wOfHf2VP9BiR5qggLwBmTCHAJqnY0uyTguc3nfTCkbLnMwUVAe0nREHbv4DeKTJmSgDZsvFFTgkABfVWhx8/iE7IMpyXX+d8Lb2KpB9yAvMMWZRcgGvry3MiTIkwpwBGQOIAAextZYykxU/1+16XpyflV5ZZj9n7PBGQOEC3O0dKxjADqnMJrO9K80SX+zFFxDhnAF3AdOFD9myfAApgJqRY72GuNQhmSWuOEXOStOaY8DnLhIV5Tpgjivd5FPD8Y074mBmfs/yWsJo2TZimG+5v77i/vePt/ob72x2327RpMDwq270+d6TPHqUj/K1NSDliMG3109rvrTzX0nqUekDume/9r/7+2wIu/b3eu6YHoG9NHDhiv/Hh13g8Ap7vtfUegNXmdeXEkKvSuRZEd99mD5CNnUd42U5nezzQk7srdN4LyOlTz956NPzWePCr6YycjI6/j4DeW7w8yt+R9jpCV0yG+Kr33SP6+9mTBb5b15wpXwueP1KGduz0E8ZHP4UO6ydy4HllY/p31du/mV4A+osynZlp+tNA9O+i9uPwyhljz6TfZXbjlXX4k9ujUAGSoJ6DY2RGCIAQ1KCsxmVNjzx8svEVv5CLbAS2+32v8wV4njgDE55LA7/t98IIwM1PLqn4+Azkc6cQrmrKQKcqcwtSVdhlhTgu09w0Xuhy4e2Aqq3ulfo38NzSITOeh1CDgRt9uMVGLXxN1n7L2+zZ0/bP8avr3kB8cWfJIJe77No3oxsuZm66RUoKfWhh2c6VAZKRQkBInCeWGHg+pqM74Dk6suSfbhg6/TW1z/P9Nnw3k3H9TWjkRm7md5U9aOpeym4za/1vVOEW5esykXtvnR/LHdMdfn/dlBREzwBwmRgBPbOBVGx6yMpLFSic69pPxMjh6iXbra8FInAIDtRVQL1SnVyVI5dLP7Ja8JaBCjBvf5uwlb7n83H1W6kx/zFXl4XBBTxPqZIZr+tMJnzPoyr/mhrznP4XL+A0R3CMuU1LGC715d9zVmc+cZ2AUNUB1+xkfVAZ4Gv57f9eL4OwMma8O0ojY64z4PlevDNj0hZAr2XsMcNez9DmjTe32x3TdMPb2zs+Pz7wX4ICtx9IUUBn6S9J9i5X0Dzo2XugA0DS/JJg4kis0k2y4oQfEtke4RyRF5IwDUnKX0gAK4he5iqyrhaDrKNINmT3JQdAuoS5eHMDEUTqXC7DNcQEzIkQEimAPoEpAGECBQYQodB27jakvEgXKMC3eKBD90HXvdJ1WXjrnpSge6CrBzob3wwgIXJETBFznBHjLGkqkA4QOEzGBJjVc3wWz/Lk25hQAPQo6c0xYp6Bz8iYZyBGILLwGBMwR8bHZ8I/HxF/f8z4jFz2TGdgmgjT7Y7393f8+us/uN9lz/NpCov+9ihAt9f3vuqbbzSvs6Df1mQBC2f3vuqbqrd//Rbo/7t833pq634L9NmboNVLe0v+z7bp1eC5/f7d2q5H2+Vox9pHiJtzlavm3Yk1IB977bUX/0j4F63TUdBsyz77u9X1s/jdA9EfTftKvbWX1mheXw2e2++fCKJ/N10Boj+L2nHU72Erv46OlFnNK2qbbYxroHWz8Iv+GHoB6P9yOvOi6g3SjtLRGYNH6atfwGszxK4s55kPky1D55UzzR5Noy3/0fQenWl7pbxcMfCowSUPQKADcLVQIzIgTWBwkA0kmdQ7lzWcA0K3OCnYRwOg27UiGqsAemOEz3kzlxFIBbDUQXlxna3FtSd6l/0CXZEL3wLobY3Wq01niKbOn4EFv47Ipir0ZGFxixb3GQ6otB8hgFKqy95NbvnRPPohXYzx7XUd3waNq+lVbbcepuTbN9oUoFcBivx4gS6CCFtNskFbcmd8LcOt9fMtQ6eXP2qf5/vn9Qe3DQgFf7juJwujc6NrmJdGOGuDhf5ZlLfiSJP07eVWCcBSVyRdGli8HOW3gcvJA8Ds09Gza6J2ZnBb36XaS/17kJCSTMjgicuzmLKCoJy41Z1/ryrgaAGd/CyAc+99bhOOeKnXfeF8FRNZ25onvT9r1JR0OWW/FLUsrUwuoZ7kra2A0hlVAABSEGCNDeHiUj9FxmqZq94t1SQLBfnyX10Pm8S9oxO3CfMs8HyP9rwCvpo8P4+MZfeMgL17FVjGwD//3ACI5/Qc9aa2JzMD0wQiRlA0Oze1yhY7UUxOFGVvbYASK7Sds0RgAX8p2Io55ZgCwWJkjWjgNVgNK0AGockmL9re5HaIJ3oIhEk94wmEGEi8r7UaYgJiIqRESEwoPVe3lUC9agZ0chSrJ3cCI0KBdGYwAvK+6ppCkX3W1SNML4mXeIxlv3LTzTHJ5M5J93cPJPrRlmKPUfc+R6ncyLbXecLnrEu4R+RDyloD6LN6nn98JnzGBNZVPZhJJh0QiRf6/Y77/Z51+J4sjsj3d+mDs/ntTaQ5mtdanLOG3b2x6F5aa+OrHmC09m0+ks8IHWmbkfzOgNg9PX124oRP42z9PKtORvN7Nmj4bJDnUXvGSNqjNqe1Pr426aFHV9hjzuiXs/kfSdvuPZLH3mSWvbDt8z377FlefyIYP/KOb8M/aqM70l5naGTc/ai+/07a47Ut0yP64HeqF0+9iYFXguhXv6OP0Fn9/BVteex7V7+f2vHo9Wy96AfSC0B/0R9Dox9iz/oY2Zsd/ihdPSPsJw+8eh8Bz5oNd+VEAj/g6/E/XI4MNLhzfmDnvXQMDShIKAO7ex4v5aL28AQ6gLg3ZLtz9duzy8a/Ps91wlWyixKxLz3n4tl+3FKAJnC+1DYgKs+IMjjkQxPZNTVPuOGrAHZtazB2ZiNT56IgWTL5IVvlAejyrhxCvsXwsOA27coeo0wOAOpy+Q86zY+prYuVtCxMkzVVYZHlywOQFRK7YN36mtfrtix7k5cBg1pvVbKrVVJ/vPX6NisqsFWt/SLU/TenaX1Tpk/U3LRdqNNXlstUk3+8KJMHC5kLmF2Ybd9p6+VclrGmwpu1c3LAcSpLtjNnj/MUy+8KdO5MePB9saqDSrf0e4tVlU0wYuICwJD6nlIUfUERrKt7+InHouccOA2Vu1yPrr9ovfsyZf3K5l3fFNC9A7xWIkBX45ALK7KVwbbp4MR5j2XT43Btb7rQLWDusl55VzTnUp+smzzbO0jPrXya/HkdrILOeQ95xw7nUKuq5yz5kl9JI8agXvgz49k14+4arb0T/D0DsnuA5FFjbQ/o8GmsGgshYiGe4QKo+jegKHW2LirvAErSZ7VVZ9sKQmNJWrJseKCEFBRYT0AIDErimR4i5eXaQz4DUMCYmTL4btxK/roku/PiFtA7gdn2EZclzrVycpoEYCZG0LQYsu/3/ClAcpxJdkZgAkH2eKcwIdCEQAEkm6QDTOJxH1lAa5ZzopDbM4RJ+KMkuiKpbkZCQgSQkDgipVmBc0ZkFA/wpO1D4m1PFAEOAoAzEPO0gbJyiO2B/pn3O2fMkQRAT+KBbuB51AkTcyp5iixwPgdr2/w+7oPne7K5JssjffdR0HGLt63na98vj4BWvbR7QM4WON2jkW+6Uf04klcPRL/yO3JEHtau98KHEPL4wJ6HEBZy5s9774I2v57srH2nXl13PfqJtghPPZk6Tyy6/tA2UtfR1oSStb7jw/TiPZOeaQMaoSP96Qr6yX3hjL5/Rh6PTKq4GoC90o5o6YxMBBgN/6fR6ASDtev22VfZm4/Ss8crP01mru5Ha+mPhNvmYYe/nyE+L3oivQD0fzntgWg/nc7w+YyyfTW4e8bw0Mbrpf2TXqZfMajZMu4CjxmlruHXIy6dZyvpqz1ZgRHO+0L7/aF96jleNQj3gDkU4HEe7BbHpVmAIAecWHqLzBz4nPOsIcZFeRv8BX5/YTVElBV/G+MAClCkhW0AI4klgFSO0fFz9je4vuzl16S/COR/UIanFejXOIEADhmkIw4ODlzKwZosb8mkgXbF71PvK7Cr5pPFksqL+vH17/nIVeF3TdYUnGzVH4WA7Pva5NFclHKZUcrH917F8FXtmerXiTNgev6IZKndvI+4R1Id9cHzRYVo+hre1d9C/+yB5t08HCWBcexRnvBiKVl/R26qLudr1Avpe0jRJ2WZdr88e7J9ge23O2f5ZF40Wy1PDS+83j5VOlm9cI7mjZsUBTyPRAisExyoSLNNBFBlWfw623yt+k22uOjXCiRmbSsGVjaoKBAiqb4gW7Ld9l8HikJk7cec+a31s+lCVwvuXdCWQUtd6jrrLsoTI9r066O553IqOqDWnb6alrTVD5oQ3PDXmXTzlbSmk0dB9LNxgVLXPQP5GsjSi7/3bA2EHAPRDXjVfbGT9k3Sfq04OSmIiwRBXkFgniVI1BUYIL2zAOhJtmmQVys4ACEJsEHq2RzIlocPmCYFzhOBg4S3dzYUKAcJ8E0Q2coLp7P4gXOKMllIAWmQvOM5ADxJeoEERJfpVAnzTJhnQpxJvLojAA76LiIEmiDe53qweJizguhzYsyJ8ZkAEGOaJkyTbPFDBCTWpdgBN5kpIvGsZwXSVV9FLkuoM8uC8raHe+5a5i2v44oE0ZE2cWGOLMu2R8iS74kyaF4OFlA91XnK/u3i3R5CeUeIGjw3bl8zuq4BTS2dHe9f8d3VG9vt8b1lZF7rp2t5r+WxRmvfsMsJvNtx9vIYMciulfvRSQln+LWzH3v2nvfSPwqirH1ffxdI+juQl88rQCsbE4/X71h+I8lt5dmW82w6V9IZPXOGRuql5ceePcuGNvoO+ir6CsD26KSgkfR66a7R6CQ2n/6VAODeO2sLRP8O+Xg28NyThaNttBXuanvzo/1jtIxn6MrJKVdROw57pr3/svArLL5GS38+vQD0F/229N0DyB4PVyr93stkK/2RGYu96588i/GZA7IR49ieQWckj94H93CZthEDQ3m276shxoPocO2coYqKtxrsMoCHuVxTFRs1eJ6NPzU4ohkVHl0xx+pjCeRwRnPMa7uBdK2cPl8HnrfgFGdAuvb0bIdEufba4i3K1JauF8F92BnYV5XVLddOAqQLgMcLvtZoS/6KLJT2YmHIeehLfsR1CblKp03Te9BA2ojqOiU4uUrKJyAr01b7bfuMUIDjqjpbjw7KBnUiW+K6iOA6iG4IgMqylqfqC9oOeVn0jabY+AyGl5jWI6Vqq9bY3ZG9KjPfFrlMpd4qr+caOl7olLMq2PeBnC97D/OowFZ0YHlnv/PU0dWE3J6t7/CSX5XbXn8RpVhXr+k+7Zs2mcFAdEHN3HYQWeelrP+yjK1UTJ4IYBlz02DsJg24EmY94M/kPNBVvmWFCFrKDyOvKs2VjNfazmTeVUipX9//lAfbRx5ARtWqMnKdTJV3792q7LCdfV31KnSQGjY6z6/xRD87brna8PYoH1eAgvUkpGXt+7zWxlvMxQM9qgd60Vr/n71rW3BcxbVLOKnqnpn//9WzuytG5wEEQgYbbOdStaPuVBybixDipiVw7tfJISCt0VXIx7aYTrEAZQCdw252Ip8BcQ+48NLzNDQ7crhcCNOEoJBTONmBPeAddA8e5xcZQJcd6BwB6fzJp2okAD2+RnwGwu5zMIg9PCi+TzyD6PIOc0IAzF38EE2wO9CB+E5yHwBrUNh17iaKcQjwDh4U5cyhb/Y3zP4Gz7PA35Cd5FIXnpXDDDgIkGOfHI+ID/VA6fj4Oe5AD/yEOpg9wcfvBJjHnefhec4vfHw85t3DTbzYgd7SxRHd3dLXrXv3otbapWZU1wb12vVWmlt89Mi6RzaW97PWoltz3rV7R9d/kv9WPjqcza+V75YdYNTh6Zn2lFfkaYu0nPfraWOuvxq+nAbJ9LPkbSc7FXrVOrg3WGep1effC0TvAQZftW6EzprLHi3rVtyesWArruXz3vXT6n+erRP3KndrvjI6zm3lcRaIfqYd/dFA/rN1SOheeMpppGy3i9tv+vH0BtDf1EX39gQaSb93MT6abk96WzzsnTw/E7i2C/Y9BoPesHsmO49dKNxn4ndX/u1qOj9A8TJvASygjDNyvzIZ1wBoAg31NQTjyADQJnie8msWpvhqhlk8j5wUGJBOywJAArRnA0YZR3aiV54tt6zWSrDCPi+SKTAuXQYJ4xEBsQAmEhhwnMoW7Mb9OtZcMKo6RATMMyuxX7AOClj+FL0qAHnKDg7JWAhbXZx0CyxODtHNQevs4kJQNiggsCEPRgJEczA2z7Px3Cu91zyQ1nfK8lnIhLAE5aKhX6Vm/EpWDLf6t5WJlUvRBAT8CHekHReRySRyHDlX+SOBRmH35Rzecz7n95zLe3WLd4N7BW6r7ixqU7pCsfBNZsn8lxBBdCT95ooqF/KOuuLg4Oc5AHRz7NMjYEzRghl0xEMApJLXmnxUHQDLTdDCh9a5VGIsv2M/TkS5jRUqrtPjXPepO2JknUTuA1Vfn+Sp+tSI0ydKvKhPcj6B7l80HxqOB8TLJoHnRnS8OoZUyPCzEnAgUZ28GV92zmdHwZat/HrnWz2A4KPnpyWY5uDchMvliuv1I85Vgv6EI9DVsekkYHUAj/2k9JiR9PA2e9BX3DftHebJ4eoIPIUd54QIyAOACwA0gTFHJxznwlgWoOo4/2DNPxJPeu6UPlDNQBxgvMQjzLGvCQ5mHvNM6Z3p3rvULy7mZqGVJaB6nn3abT/PHHe8u3QCiPc+ORhI/yvvNg/vPJ+Dg1M8Sh4U0vaSvzpWnb2MweE7jXAcj46Pu9hv86yObg870L3nUEbZcR6fzRH0v8m73KWc5MIO+vje82m6YJqmofWh1rURvey5N5L/mVQDz+W67ZzC1fuj+QkdcSwfXQv3hO0Fv16FLCAyqq9rz/e0j2fT1lj07LFqlEr2xNkyz+a2+C9B85qTcV/57wUOnS3/s+15o3Rv++fW897y36uPPTu9nv7s3qCwddZa42+EamPdHgB/Lf5Rp4295et1dHr1/neEespydnl714Ej6e2dJ9VoVF9H49uwj3Yg6E84/anQG0b/6fQG0N/0EtTqJPd41z1i8NZgY80oscdAUyurneD1TKDXJoVbC+uarH/SZEhT27NVG7RteB3uteWSgRMkgEJAvwK4RHhuQfQSQFeG0SIHFR/mw/oZ9oNxtlRVscfSVie+RDXrAAAgAElEQVQ0nPkQnQbizmpKZSITnmGmQLy4WCdb3BpbFsCz7xVXYQQ4Z5L6iNvfnAFnrZxT2qgUCqleOb4AtnjHdJKnIAntQiUAWQBFZKM+xfsCDgQeQ5oCZKfwqr6YAXjOx8bXs0aIrbS6YJlSiMRrRObS7nGTZgLP07tVRf+liJRUnhFfIxDrrvAMB9QrBQzJKweEO84VFESYrzN/qVGlusl9UtZb3eYzuKLa8oLCe36lbEh1lOUhZRbjnearKG8l9YCTCiiejy6WY4xZgTlejlpmzjsbo1wJKOqsrDu2Waa/pNq5KnJKV8qgy1Ok5T08UTwWGvFdv0FG6WyIJF+fkpcmUx1hWBnGtG7ZucOyUEXpyHzD3CsLUipjttvm9k1SHNFjkV0RNepmbgQmU+NMlcJVPmnMKBQKXBSMcn9gyrBrndrswqtuMLsMjj3zrbXfvfmd6SRqd1+0+Bidz9bmWkTb76qWeM45fHx84Pfv3wCAv38+cJu/MN++cLt9YZ7lXeOh7XlP8J4wOcY0B0BcdJjBcBHonWfG7Tbj6zLh4zKBrxcAEy5TyNsBoV+M45VHaPshH5de45FOtiAC2CU+OHmWxJNlkNPKu7OlB8m/meWYcsZMALOH9/HYeCYwz+Ed4XMAxcGEmRizk6PNCXN8p7ibAccOM8sB6yE3zzPm2xe+5M78Be+/wP4WgPR0bHs8el7GdEQQOzo3hYJS+jBTaqcewZnIc8yPb5h9OHXkdpvD+9xjGWZPcZe8vPfcJxA97L4P8ebZg0G4XC64TFdMlws+Pz/x+/dvfHx8pPdEt9rPaDt+ld04QiP8r60HH029fK+FW3MCWIu/ZpBey8/2V/daC9d4sfe2+soWPWIdf0Q239W+cMTpZJkWouOXnEAFbC0gSxD959Ir6McjwMlW/HuV/94g+p7NMmvp9VJtvLsHwNkaV62t9p7gf22O/bMor2pH5bhn3Hv2HGmNjtbvz9SPZ1K2Qyw2yJTmszf9UHoD6G96GVoD0UfSeCYdzX+Pw0AtjRZtpV2bdN5zIjpKZ3ijadKg+DLZmnyANcv9GUaiU0iMtJpXViB6rawRFcu8cQKyEkgS7xckhoTF40q44bqzafSEJfPb8JCeRrM11WMDAThbJ6oAZCZBy1/KiJYoF5cR008CIMC5l7dYR/Bc6lXSrGQp11wcwY4CrAZH4DKcDVsADrpcuf1xySBF+EktXDRgGwyA4X2r4d2ydfFo/fEMkPf1Np/QP8HsDIge5SHHTSuoOiVAivdUVjH+y2eOx3Kr/LL0gtFLg+fpqYCPdQQU9VcOyJH2kT995Djz4ptVHbCSW8AmGVB1kN9ry7nKBAQmivw4YFEv0m5LZRWjX8Ffs31HXnzoU/T7zwM4FEH02QDoSX9C7TmpRQs2pjysnNPe0CqIbl/gUBqwyxy896kc5DzC8fFqpaQB4ygVeSSqk3UwhE81L2OQacuprJoZa2CjMh7HeiDnwr3o2FDoj54HiP7r9kux/UaZpVZlZAL7Mxl/1Zgh+qY/QOVe2W5zgcIzKQOrPqnoF6pjQ20MQOatSnUdHjFArM1TRnanbDli9nj69zqdtgD8I/PRNRDdglNraQiADgCXywV/Pq74559/8M8/wNftFo90l37Pw08u9DOO4B2V7RAMTwGsdW6GI4frZQJ/XgGEdkPOYVJ9I1E8sp3DTu7U38Q2k90uHEABXOcAt0c9Cw0sgejh/SQxDXEai+B57JPCUB9+eTjM3sf3iatj1uMucfYOFwr+dH6iAEZ7BAD9xqBpgocDY1Lt22Oeb3l+529g/wUIgO4zcJ5OYZH3uLOM77ErUZ84lSj6b88eM88BPPdzOMJ99mGH+SxHtXN5ZHt8fps9bjePr5vHLb7yw7kJl+mKX79/4devAJx/fHzger3CObfQPaG94PmZ8/Uj7WnNyatFI3nsdRQazWctndFwPfG2wPbeMtwbRNf8WN60XvfSoxwA9qbf67zwSFprn+eBm+U8M0zxKILogEx8tkTwCiD6PR10XlE/1ui7gOdC9wDR12jP+LvXeeFsW2GN9PzgTEdWnfZa3tah7Ii8evJ8DtUNRb26dsQe/mr0BtFfjGSeFs0JWYVknfemn0xvAP1NP4YePTC0JixnAOC9XvRHaGvSVzMevcIAfA8QfTCG+f1a8ilIcALWICOXxwVrcCyu5rNxVO8gtCXPIEQKI9ZUDdbYON0TiwpA0xXUBGxmJwaqMljBYa0uI6AXBWoyMACuTdimk4CiJaDD5po8R6O8gxylak8UyPM3qsuLEUB0lHoajN55dzB7n8DZBNIuAGRJEBmMFVBR0hT9ic9dQhUJIBfeV2tAML3bVetXAl4KwcY6TOXlapXoXbQB1BbwUsDPMv/Ad94VnUBJAWJSGwn6Hh4vF9OyO12uNRFFWFfrQYIrkcBpqd8k1PjNCa2AuY5y1yB0KkcAp4NxzoFcAIyyVwNnYFhVAUEb+nKVhevIp6qRRZNTuqABc9mJrnegzxFI1yANUdiFyijfYZ/rTlcg26yrRAD05tEs2rJdJEoAFoN8BtZE78s+EEpXkHSNiKuyAZBBcFYnI1RBdNU+KP/UsufIvPT5RYH0eJ4uRLezcKXNRG3JjHLU0SQw6Rpyf5qcN7JCVsYH+1FcxT4j9FcAyw50XR5S7WttbNAPi36l7HPvtdzd4xhaA8r2znlG50sWuDlqZGvt1hlxBnDOxWO6J3x+fuJ6vQIAbl83MP9jAPRwHPnsgIkIkwNcOl1DeqqSrtcLAAK5CZcLME0BFHdxnELArsL71DkoJRHBRTCbU5sBCnCctdOOGFVc7nRAETgJbUzeG84c8wKH17cg7kCPR9OnMs4zbrMHPGGeEIFzB+/D7vPgqMZwzGB3CQJwwUnKex92iM+3WKYbgBkU39EuO9Btv+0DOh55D+UiCLBPgBf+MnjuvcfNZwD95j1uN8Z8Qz7G3WcgXQPnt5uA7T7tQCd3wXS54Nev3/jf//6Hz89POOfS7vOz6Swn4tpacQ+/rwKEjgAWZ/PcAzb18HNvUGeEtNNJjb976fcz6BXB0bX2eQ9wUy+TBTyntB6H+t2mZ4LojwYshV5FP4C6neyMtB9lR3qUzWpvHmfy10rnyEalmt7XnERH+etpTy0H1b1OZY9sw6NUgpM94bfbpXVC+A70BtFfhJL5gLO9Qlsnv49KvWknvQH0N+2io56GZ3fiPfmNhH827TFSatqajB/ZlaB/nzkhHYl/Xv3tm+hGLoo07umJbWmHyW0B8EBAYAVICGyykkoImrGTjpyRJhgUEaut6jsuwRI02eLTAn9FeK4Z3WOiyXphYi4AvlqOrTCLw6bDXRawKILmcrS56B2QT2Jey5NVDhGUykArFwC6NuSl+KTKyvkWC/AqgGKKH4KSU2BC2m0hx0BTLHdOk5FBxVUJVixIzGSqoNyBbLU8JMGZZ1X2cMx4MHAJehueSbvPIhlbjMX4IPP+66xPaUEsGaVvTnogbTp7wlrwXMrAGbhGBFcQjimGc8t3cHeSLr/wzvphvM+cd57rTzrOXd597pXe6GSjyJKjhtxSskeKlw9GToGEUdtcM+Kc8ynaCEoA2Yd05D3jRBEwK+rHpE3l/veit2AVjDOIXhU0m85MJZjix7zSok6npdpz2eflq8QbqTtJD0MsIgbYxf7Dl/4qhKKLQAIT1Xfts6iUovClfgPZMSXu4NX/Hk2t+eyIQUvH0d9n0AggZsHC2rxmFKwafVa7N00TpmlKv//+/YuPzy98/P0b+rGJMDmCc8FRixDGsNvMcPE9345KBxwpxewDYPt1m/H36xbrzAEXl8e21D8wnEN8nUOcz4SrmLbw7lQ/KHlJ/+gqYFnq0eL4E9qgc+F6lneAe47HtMd+cw6g+jx7zFNwPprdDHIEN4dXczhygX8HpKPjdX/JHuAZhBmIADpHsNynPHP/HSK5zDPL0fEhPe8RHKFiGrMP7z2fvVx73OawQ36O3wk494zZhzRADm5ymIgB8iAXTv+4Xj/w+fmJj4/8fYRG2lqtHRwF1XvnDD1G8p60joAZOn7LOWYrv6316BZ/R8Gm0fVr7/r5TOeKtXvPNvjXeNgzxp0Vfo8TRG/83nrpjd+Km6anlTG4B0Qf5WuNXt0+9kp0jiPFWH/WA6yO5Hd2/KPhH01HAcnRMGfKo2d9Mdpf3WOz1h4iA0rme1v5ATLj3hqrX82B8RE0On852t5rDiaja8jXJGOPKei7leVNo/QG0N/0NPqpnlCvMAhsyVYbYUYny2fX2bN1YH91KVAFd9LnNIHsSDcVpIAz0lXVmMt5kprnqnmnrXPa0BuAxACa5B28ZDjM+Zgdgwz4yoRDy39VFzvFsIfEfB2AmSMp7MrR3O+Ip8BTAduE9zJFUl8lSJUWGYxwLHyq49Kwn3U6KIsGvDNXGZLWdwUcNJW8KHE+trwsK8djzgW0znhkbGvCT1VvFGDJpcRrJMB5wPhkN2P+1hL0EZBhLsH0xUKh8EjdAIoKxiJ6UgCgsRCq7jnuBsy/MyiSHCKYA0DiwzOw2pnMVMTdC6KL9S98cbolPMtx+BlEt99e8RqkTFp1E1itQF4q9TwD1FLZMR0ja4pIF5UJFK2RlaKEpKTHy1qUUqam9ufkpTrLJpjLEvPQv4MMWf8oeLU/kpzUzRDF59KpOknqhdw+LEmWpCqDoBwG2IO9HQelkDQ4tuZRhRWPesgQEB1AcB5C2cZiZNh6WJRNKrlV8B1UG/+P7Mhszc+etcurZ5541PGzFd86bcqO9F+/foGZcbvdAnDuwvvOwR5zfEf6fPvC7APoLeA5xbBELsZzgCPc5hn/9+cvbrPH5/WC+XqBv1LckY7Uyp0HmH14Tzkz3BTyFR5CKZxwD3mveRpTITu28251D8AxQB7JCWAKb2kBM4WjzdVn9sDMSMe6e46OAJ4xeYA8wzHg1PvJ8wdI7xZhNeZ5H9u0j0fES58d3rcegPEwrmgXNOm2BVv3ngNYPqtd57KL3M/hiHYPzHM4an5W4PktvuPcuQsulwucmwBQGCsiT9N0wa9fv9I7z3v0bI8zy5lkQdsRkKy100ynZ9NcozN3Me3pJ55Jz86/RTVHdftcqLevbenJGXSWsb2VxivYUVq0F7R6Vd07i1r1dsRh5wjQ9Yp0tjPIT6dHg83fjey84meVbxw8L+O2ZfETdeE70c+Qv7YhZRsg0ajt403fkd4A+pueSvfsRO894V4DRF5hYDhDtmeD5zXv6ufR9iA3shPhPgY6dbRuyMQyuAivKcE9HLGCBFCpMJzftVwDs4koGlQDRBWO8AxZuxoPCmy0ILoFmeQRRUCLIfrRqJjFbS6+NmklXJDAcpdoPxWQWV/4hKqtkxjv09HJFI35PoK+TtUzxDaeAT+lpepL7epk2XkuILoA6hnMguBNhDLdBPKqY9Ipg2FlQRZwVwGQFfUT8xQgNi2HSGRAacctWgY35rLKV9ZUegFa/UDKz4VjybKIAmHSQh0yi/pBBmIXILpmWrdf1s4OPjlAIPGLdA39ERA9ygYxLKV+4UDfFZWPFerJEWjNx7XnXZN+zt9613nRiiLiRYSwi1JAdMq6lyBXYT+BrHJkeoaU8+71ipEPWbWS1KWdIDuOcNJ9Lvq+qmqJDgMZPFeBqFD+ijyh5FEbVwo1ovI71QGUg0pOo40d6xrIaYr88hwnHB3N5BVv0emFXMunZfm7ULt8RkQVPI8hcsugZZ+hfiwe3WFKqOd8Z4//vU6OvdTibQ247glXS793Z/keIqJ0jPs0TfB+BlEG0Od5xp8//4e/DNxuN3gf23aM65zDNLmwq/0Sj0VmOTZ8xtftBu8/QncJh4t3cVc7x74onLswMTAxY2KHyTlMQAR/BRgPSsxRNgICh75OA7/BEW6OeTjHcC6A4hOHNG8z4eYpvSt89gTvKczL4jvPBeC+eQ5APBMcO4BdyM9nUF/GVJJj6NMu8xns58Cn5+AkIHnOjHlWznsxLZY5RBxivJf3ld/C0e3zHI9i5wiiM7wnzBy/vdwPIDu5cNrA9fqBj49PuOmSxwdmODfher3ier12A8+PoFEHmlEQ3YY70jecAaILD/r3Gj2yLkaBvFcA6Fo7tbJRdh+IfuR5L90DoD9SJ3v4GWkT1qnrKB8voH7DVJPX2XrwCu1S6Gif+QbPx2hEHiPt9kg+vfQIvf3Z+lIDz7dkKnORehq1+dnPluFr06vJf99JEUsQPSZ2FltvelF6A+hvejrdoxN9Bnj+yPzPIG3w7ZlUnrnQfv7AuV0/LQNwNhjVn51TNoERFgwohGcNPC8h04TbREMpSE9IYwgNNlH57YEEyPkIwjkisDNQlDEosMSrfNeaSN7VuXxWpxVE1NJWMOFLBe+asy8yGYnAUGcldwQX8FN0jBGOXw2G8cUOdFL1W+TKBYCawGA2x2gr4I2YwrvDOddRTrkEFrnIP4OXJPeSk4RGyBrljciHAGCk6okp70BvGtx0eJRNqAyWdVcDAhooZ8VvAGKSGEvnEwOep3JDhxMDtP5t2j0jyhwFGM4R3OD4XnP2aie67OROoHIGpwUoF6eDgHggb0q0+jNKDIRXNGhZxn5D3qE76yPc8070vAM9yxfRsUYbkLMeiV6V9SllTpon4eSTgGatcuXpBqmvkjJBOWoIKEZB14uj4msi0bpRdDA5DplvWyC2zxvAZqH/qcPnetNSSUlQigB4Ut/4hwBQfP8qxfdJsyeAwg703BeF71UnqLX2rgOpNp+TV84s0n5G3iciZTIdQuliVHX9qSelHSgGwe5eMLtatzvoyC6wvflZ+ZyVh34n+sfHR8or7ConfH19AQBuXzM8/8Hs4w71kBuIKAK0F1yvFzAYX1833G43fH2FsMzhqHXQBM8ERxk8d0RwDHjnMTNhYsZlApgmXIggu7tTX8EIYDEz5njkelBAAbRZfcJryp1jeEfwU0hpewd63s09e4bzwBQBdtl5zghgu/Sh4RMa2uzlver5RBAB+zV4fosOTzJ3kWakx0sBwm+3Gbf5hq95xu0Wd5nfPGaPxDOz8CzvOp8xXRw+yOFy/cCv3/9NzhJBr2TsdemzRnZefq+1Ry1Nm19tTTWq+/d02NlDr7jW3SvTV6ARp6VngMxnxB3JY0/5jjqGnFG2kTReSP2GaUReIw5Gr0p79ePZ/fR3o3uA54+iR4PnPY4834vsGLi8147XlkGt7b7CHOrfTK8i/y17//Jh+SOZPMRu9Q3HtjeN0RtAf9MuOnsiPLKzZU/8e9OW59JR/s+Q7xEv6bHF4Davo/mN6sdxea09qz08lv+C/+qvhCwtedoFedlclrsM0zPKzwrS6JCt0wWqhQyKmKiHUDu20l/cOEgVxqwYzK+t+jC9xYLfTf1JSCcn5DODYBRxIQlTafsajErvPee8A50zCItUdfk94gIyhrSjEV4Bj4v3TwvPC/SalDAWtZjjSTIJVFPpCLBZAFi8UMeUH7jQO45AQHAWEBDAl3JRwG4A9LiUka0elHVcV29OQEsqpwbqJU6qYk71nt5T7z3Yz5kXtRM9l01Y1M4QSoYaTBfAlcs6HiLRFwOei36lnY0L8NyKsgKeJwcb2QEuISXqsj6o+KgI6asOMC/LxaktpfYp2a2JaNFnpj9l2obndno9zGp5rEURnUgtG5C/ROWR85KQcmBgWTiqPOWnOEDUsxXBZZ0rKfcLeejgoqZyG6Flehv07KVtzfi1tqt0BFTZys9Sy3CwFv8Z89nSeZHSO9H1Pf35+vuB68cHrl8f0aYRdEN2VKc3WoTYYI6vmoin7XzdZjgXPt4DLoLnRAJwIx3bPk0Ol4vHZfaYLj68az0kG51SGLOf4eOR5hzehQNC+LYfIoabgMnF962DMXMEmhn4uiEcgz7LsemcdnGH97zPADkw3eCJwpHz4HBaBIUj0SOcHgH0sFvc+y/M81fchY4MoHuP+RZ3ks/hGSRubPU+jZ0Ix7bP+dj28GHMEUSf5ah35giih+/wznPC5XLF5XrF9fIRd6F/FHqgaY/x7Yw0emkUCOhtG/d0CDizf3nE2n1vGq14R+XZ6xxVe76lAz26e297yFH5jLS/o04CW3n3hLlX/1BjpWczQytcf7730fuz6NkbYHrj73UcuDeN5jeq760xpzffR9trR8s3ak/stU9qZ1idx9ZY/ux2eaZ9eB+N6Mu6ffbs+dIZffOz8Yt709lj+CgdHSu7QXSxMq3ZPt70Y+gNoL+pi57dAR6hZ/P97MmPUG3S1kNng+dn09rOj4Mp41mmdmaVcwL7FCi5k4gIcAKQ5+Ph8+4tdUyy0RX5OOfA3lfDadDG5hvqRMqh5hcEBZSNlEZAwuW9Ecpypur9V+n1rDYGzCihlRFsJciR8Pkobc6gl0orgecCvrICijNqlaiQgwZerQNFup11IyUTTz+ofYry1MovyVP4IQCfBvargsqR4u3KsYPIcgg4dN6J5wWUJgHrEHa9MlJ4ASJDkcPR4czqiHsg6X/OWuonPy+AbFWUJJsCKFcgOnO5C13kHnkrmoVONDGk8pZ8IP25lI1UZCXalQpj8/GRT2+fFdBo7h/qH4PYFryjeCNCxRSZQHROdxZB8neq36zm0ndacVqiGOnU/kN0qZHnfmIlmZg+x+5E6oY5HkXiQxilZ5m9cPR6MhS1i9Dym1EsqUEw6X9sczGvdhIbg4B1HukUpgVxt8Lq7y3DmJ6z2PmL/n1PMOEM50cJY8GgkTnZWlhrbKzJhcjhcr3i16/fAICvv38CQDx/4ev2hdvM8JjjO8yDGsxzUPhpukAGpXn2+PP3hpubwxHuxHEHOsJ71IlADvlIeOfgpnDceyxJ7GqDY5rnOfTXGizXTh+xvZHKi1zQdgbFI+UJtxn4+yXvJY873GePG9KogpsHptnjcruBnAMjfshBBtyUN/t8dLufiz7aR2en4AAQ3mvODIAcwp7+kF5wPkDq5+d0ykg4bj7vmA9hZKf87EPBp8uEy3TBdAlHt39+/sIlHtG+pTtrzx+1/tpjmN0Cy7bKbMOP0L3lUnMS0rQFEo86/bzKOruH9hrxz+z7rf48205yhHrl+cgyntUf9Ma5lzPNln6M2od+gr49g15NXvfQtUem36JnzRda89ot+k7jHtA73pQr3FfFH1qyH3WE/DfQq9bhHhIbBICFgSqD5z+jrG9q0xtAf1M3fccO8Nn8Pntysxc0F/qO4Ll+tu0ZusBN0/14le6V4daNu+dSNImKZXRnEjKmazAcCrgmciCnj0jOQBNFWToiMBHYuSo4lZE61pyHa4q7le371iMwmcD8tXIsgM/8115u0QJjXQSwvLzIQoU5n/qexB0XHBxAgBIiROUXMuio332uAE1l0zepUI6vEeEEdhHCMd6xTyiqx0PAicXHgrzpUhZcIROdXXPvcLH+InOjYmhiKMBAHy2eAXSieIQ9KMhrqkCwBfIYd/QqALZUXx0v1AWnbZFsQpXPBTCXI9ztO9BLAL1FQS7FAdYSldWR5lDKVgPPNcip04kMiKOGjzv6vde8q+KqRcmyr7VAn+SnylwwwUWZyiP1l+VIMU0yZf9SKXsqbKXX0oDe8mk/NSLX3vywhME7SBVPlzRIKabIAKTtelLt1ORBImuylWjS1XkzljKW/kxKpfLTWRJSX8Vskmrk3aQTDB5r4//as72AswXZR2jPfG3heGQdKCqg/17gvBavNx1H+R3pbprwdb3in3/+D3/+YXzNX/Ed3wTvAT8D0yTpOkwu9DfMFHdLf8Vd3RHQhgDocS6VgPT8XfYN8Tt+OCmr3M+qlx2Ewi70cMpG7MvIhdAUjj6/3Ri3G+IrdYCZwo52Aaedm0FfBDe5OPik/eZxXIr8mHFDzwO812OiT6B4GNsdiCbIMfSzlx38nJqpGJrYU3JWYITvfGR7eKf5xU24fnzi89cnPj4+cL1ccblc4LI3QuEsUdPFtZ1mj1iL9QC/LQPyWr/RCjNapqOg7Rn5rbXpGqDQS73y3EPb68h9cn3U+npt3NHXz7aXtKhXj0adLs7mqZZnbx2POK+NjKtHAOst/Xi2E8hPozPsda/uJNKTJlDOH4+kM0KPtteeMV+uXe/J/xE0Nt6U6/TvMD61nJ5b9KrlOZP2jFmvTGU7E9u5snkou/qbfja9AfQ3DdFP6AD/bbR3EvqdwXMdZi+IvjfcmYsK2VtbQg970o6DOjJ4vvbJ+SO9Y9pF4NxF8A7yDLEuEnhRghwFxkpIyI+AWsXOsVVhGOOhlcOAWKh2bQ0y1ViPXWAtiPXO60AE0fMI5CXwj4t4Uj7Rz/RRR5VnQ/oqE0jS0Y0iMcQZ/5LHGkcg9SleX1qrfb3gCr/1AhuE8G72mAGR3YkewYgii8xvBt/U0eK8BNAlvzBRRiE/iR/yRj72Wgqs+a2Q1J+8u1x2khfS0ABH2mnuVb01APSiXijlSLGeSE4sYPNRVZVrm4rqXlSZbR4KREnOCSJjdfJBkuNCKrIQycDSApeVPifyTbnU6XkIL2WtVkEpJ30Ppu+C7iOV3pt0E9BjSjRMrUgriTG4Py9TX6K88jeA51weftI5EC4lsMVAYsI8o9TGRJ9YkuakzdXU5E6155aBSdflCVSMZytyEp3X3yMg+iiAsBV3lGp5WX5tmfrmY32GpzUDKzmHy0Xekf6JP5cLZs/48/cLXzdgvnl4voV+fva4XKa0g3yaJoAo7Lqe805sFwFqOcY99QPJgJKHl9DlqJMb4j3pw5blQTE3CxSOd2eOp/04hN3uFHej+3gUvY/B47vVvSfcyEOO4iAKfUKaoklb4jxvKx1vADCS45i8dsPHXekyHhJNkKPiAcKcdqrLCRGBYSJ593oeXjzykfNfN4/pQvhFE64fH/jPf/6Lj49PdSJS+Y7zrTZVzA/U/UfRESBvxPnm0eB5i4+tvFoAXk0OZ4DK1vwoi44AACAASURBVGD7E+ge6+ue/vuVaYTXZ4DnOu+t8CNAuFy32qbO74iDxE9pO9+NjgJN3xlEt3PnvSD6d+nDNI2W9zuD5/redwXRe/rYV+L3GVSTzXeWSarz4m4wSmkQPV2/6UfTG0D/l9New9k9vb0fQY9eXNu8tuR3pufpM+vmXjydWabxJpCNoK1J4RY9q06oMOTWPhIQEZwIkTgCDRK3QMUTCZplAQtKIGp6iAxIqVsqqZZ8uPKognytpa0oFdcqgTVOWOPlSpp7aFmkEqSiyj2JJbgXewZcAFPDbjNFAaVN/R4DGThXwGsGX+0UkXSWpVATwqjYClZ7ZBCdU9wiZVPwssbE6F8aYAuDrHletKtCRw3/KPkR4DoB5xEoYF+CWwUZuVUn14t2sph6J5BFv3ddgy8kZVb5gctTAwR8DzLjIk+O9bB4n/WCH45ACqPYUV2/rJVC5RmPZVc6ZfUsAzlcrJMT+LyyBrG3C8iVAuhLsPEVSLTS/wo7qjvbJNEPvdNddDnzUO6K30NJm2NfIGJbAGA2UvcYpxb/yDWbIHWRmxoPltEzsJg+2dMB1cKbTkEfbL1wBKqUi4vQnLJJ2ZP53Gn41f1PDQy3YXrnCmvgk+339qZpn2/Ft9ct0L/lGGBpK06LWuV3LhwvPk3h3vX6F9frJy7Xv0mNvAf+3sIx45cLgIs46XAEhMOua+agkeF4dR8OLZfTelxu42Xr0W1F+jNKYLktA1Hcwa4AYxmrCQxihpM5QJqfESYXr2N7zE5hMo7kcUHG0zyccB7u7ZrEZ4cn5giip76bABIgHem98nMC0GWuiFSe1P8jjLMAgdwU3x8f33l+/Yif62qd27reutcDaq+B12vp1vIdWR/3rEXX2vej1xJH1s7WQbeW3tG1+RnOBpZedX3dohF96nl21OA9CiAflem9DfQ1ndVUs+ds9S/29z31asuGd2/5n1W2V2x7PTTSHl4B6Dwz/HekUfutpXs78Bxx2nsEHdORoQXsdmqd66Mj6bfmhUKja68t58Oz2uCRNaFOQ68J99rIX5kKu7G2degAz21yb3oAvQH0Nz2drAGu9fwRPGjq3emwN7+z0z/bseGeTgaPcmDYNr4CvSOdhF1L8nXA8wiCCWq2lmcx2CvnAA00kPkushJrrAqPCk6RjL5lelvSX8qLsQmAMABaAZW+A4mxHAZQgCwpZI+oiIMDIhBN/QVFoTMpED19fDK2dyNLird8D7ky5TrWQ1KmCCizjrNIID8PVR/i1YCaVLzK85JHAaRNugWQEAF0ziB2Fp1yMtHF5LBjnTzBw8MRwevXGxR9cm0hEWorgOARFJ89wD4FYPnOqEcGI8y1FGjRZkx3EO5RrpvUfnN6Um5LVP2ltFDyFnVKIA1nuUuNpKBlW63120HulNYrZfGo4ETSSOEVkCtneljKIhO+dP2HP2m82OhW0uka8iu1gZiudqyo9G/SvlsUmlVsF5BqZAiQlqpZZVEft3JvogSnnuUM0+sLUtoa2qYesZhC6PJvG0kETBQ3D+FLitA7qhbjkip++j1II2BNDUQfoTVDiu7Ta3lmx5RyTNHXo/NOa3Rfm8O3APZWfM1TT/5r5JzDx8cHfv36BWbG19+/8P4GP4fPXy/vQw/v7m6BGKFrJDABEwT0dnBO2VEIob1LB8ix/UO6kXA/1UeKQ/FoeNVHcR7LZTc2pc6MII5yAp1n8THC8S4+NjNKwHnu3ki6Z1VWj+T45BjsAe9CmT1THCbiu9g5fzPLu83VJ3j1QY9JAsBTBM8/LhOcCzvPf/36hWt853lPXdu2NOpoUXtu81kDMo6AZKPPbX6PMkAeXeda+dk+SD8b7Ru39ORoX1tLt3d9XSvPWQ5VbzqXjozFI3Fr4df6lzXHkt5xsuVctsb70TL9NOodX+5BrwCet8o/Mu/todr81Kbbm8eRcese9b02vz7LYeE7tsU+Ga/bBUbo1eTzavysUY9+6Tb8zH7zXrQoF6l5LckGCjGE/Jxyv6lObwD9X0738mTqoS1D36P42VpI9BgF9+Z7DxB9b/gqaPGNQfRe8LxfxH3g+ZpMx8t7pnwqaVEEpeK1eZRxTygAy6YmFtOMhhVpLBJtPbPcFrLSO88rhoJKfFoghttxXo5SodOBygVoXv6O4PlcOYY/AX9BJszI76H2GnyVGJ281UD0mFVC9iDHqmfQMOmQB+Agp83CGyAtY45tw0/T45Uog4wsLJnFOOud0L48WjxnEEEOcwJDTIM9B/AcATx3zXHNyi/84YhisGdgnvOx7Bnd1yjHAlDPOw5VHJVvylsUIcmHYxVGSJJj/Ut+GuBRPYDUTw3gNSUHJ4mXIDrHvNjEKN9VrvPPt1K+G32J1NciuBpXveEgi1nuGhmmhKieKaTPpyJY8R75lealoOFYJ+18RA9yPy0nfXB6rkwP1eaaI8uPopDLDCmnLRccHQQSuJ7UpKOHLcRcY5AT7/WINg19UySgpWDFT6lMhb/AgXlUy+itnx2Z97RAqBo/rb7SGin3gOdr1NtHr82PenYy9OQr39frFb9//8blcsHfP3/w588/+PPnH3x93eKrOhizd7g5B+coHiEejkyXoUu6RweCYwIQAG3nAvg9OQQQXAHoAp7nOZKUidXYAjjilKeM16xPAgn73uPHQRyEQOKwpcZxFYcFwJb3paQuiGLbF3Ddx3eUB2cC9gA7ROA8fhA+sw/vPOc5HCEfxkwqZKQdOuS37Gh3UwDPPz4/8fnxietH2HV+vV7hnGvq4prRvkd/a6CUTau3DdR0d2RNUwPBbHr6214/is4GRnrlu8cZYcvJopVOj66t8fRoWuP3VXh8BJ1hgzlCR0D0NWcS4W2tv9K0xkPNMaiWZu/42uJ3L221zXtSrxOOXD8LDOrtn0ZpLY1egPxR/Y3MJTSdbT89M34rvSPy6gEw96R/L/1aS78zploS9s7LwrdlX5lQsLoIH6TvDBBv8b62jtuK3zuuPLP/30PZEbQ8tj0p3oZ96E0/h94A+psKepQXW20yv7ZwuCcfWwv1Z06c70m1CfKjQfR7UR943mfjjyGHwXP5PbJAbaSOcsK3hAHa8aLlN80qy2QSsEN1EL3ILmErYbJAtu2I5bRBi6Q75Flei+XX5kGLn2JQXjK/mfWLEgMcd5BzHUSXYACDrTGWYpsIF8a4Le/UjgZ/9GlXSLgGegljRv90ncZvQjDUo1BPHa40cq4ZmhfPmeP74kP+AZDMqbMGy+MnvfcVWt2zoYvUtzRLn15C6+AQwPQ8yV4RFSt9jjvP2Qdkgn25c8+s/opys3omYElZEWUVaPmILpCOq3CehAOZ9UB1dzSXPzJelHVL1y+bb512knVR/2ZtwljtwHXYYm1TYVgvqrM4OUXKa/jyBAIJXy7ypS+lIu+UsGkLlh+te1sgeorFgLwmgYlU/I6+Tnf8zUEgF4FiB5HaUW1BvTWwLvr0NYbLAKnZ1FRw1xC7b7HbC9as7ajZSzUjtu3LdH49YNHofNeWZw2Eb6W/llcNPF8ztrQArwBwO1yv4Z3on5+f+BOPCP/6umH2wNfXjMkR3OzhHGFyDpeLw2VyoEn2dyPtuAYQHUdC2pMLR6nLxzkZS1Unyvl1KYFvBNWjAL47F9+z7qjob0JmCsSOoLdzDi7tSkcay4McfOQxJYSlowwheK8F+Xq+wXM4zt4z553nXkri0sd5ADd5HzpHuTA8ZDd6aKfhdSg+jq3xw8AVDs5N+Pz4xH/++198fn4mWW7pxpbRvxdEXwOuWvFaedp0R9MYcYYZARGeRa11ZO3ZCFC9B3xfA362DMBnrntruvFvBL3PpmfbZ/aA6FvXOt176KHNYzT+vRztHkl7yvBIXdtyOLonGLvWfx63Zy1pq6x2TluLe5TW5o9n0RF7YG/4s/qLV7D77gXP5bo0m5Qn4D2T1uT6bOchG6YFovfy+SOd/SjiARRe4QVt70vLq9ebl7/pXHoD6G9a0CMHTjtRu8fkDOhbtNd4O+Itf69Fzx7aU/61+PemHiMYMGJM2su/TOx3Rsc9JglcARpsHg2G9QTzDjAy1cChAm2y99Zlw+UMuBrelqL6e6Wo1UcbdbaIM6ggq6lzBVRMqJXeiY4AncdH4SsqhgL/QpqUJ3ZAeK6M+VtrikWVGgTRAvZF9VIlAdaqQEV505XWpY4xSRubdD+Q8uGIIajJOzNXgfSUv5oYJ+BcpcsRzdNxJZQ2rGseTQLyIIEriQc5Vr9mOJAyFOlylqvtF4GkL6VMVP2nNDr7khXKSeT0maWcigEs638r2wJcYi6UkXTdVZJIwZmNJKD44kIEFNMjdb3se01OpB2S5AhnAcM4P7f92qJ/jG1adpdvUmWxeqSnF4OD5odzPrXuI/dDPWk37tMyjO6uimepTWf9Vb8i2K5BQ5Gl5Tp/RkfsvcbIvfQM0OAMo0etj94Cy3r6/Z7nzrn4XvRAX19fuP79i+vHBxiIIHZ4D3kIFsFgn8udgGEHkGe4OYLeMrwS4Dif9hBUWXpfXbjcB1BqXxKu7MOQHmkdRbXbkWgC8uecdWNR7SBdS0MmxQGp77wD3TPSDvTZAzcv74vnBL5LH+HcBEcuyIzzbvXr9QPXj4+wA/3zEx8fH2tVuFnHrTF2D2A92q7WjIwjtAasjra9UZD9yJq/J14veN4CSf7t9GyQeK9TySNoyzkMOM7Pmt6eBVb1PK+1l5701pxIevL/TtQzbzhSXt0We/LqtTX28HeWfXTvODIa/x60R2eP1s+ZtCe/Wn9zL2B/D406Ov4EOmpTb9Gm3aiS9z3779b8di+NzOVbcY+W9wz8gyvfEsyYuN70Q+kNoL+pSo8C0XU+z5jE9wxSo3ztXeQ8kh5Vv2sTs1eYYBn8ZTfdy1u8oGREA7C1M1EXLIFJCgjU3nKJyHzX0ZH0NKZTAI7JcsxlUgv+Np4VF0t4RpcnPbHpJcBzxVjafPIk4k7wSQIjyzyDt1wEkYmdiNz0csk2r3dn92Zdv7EuVY5BC+M+m3hkA2YdKxeTQOZaAZVk3uGtAVXK8TKom9NPpbAAeqUg4ryQAHQTpL6wFG5b0uYCUu7SB+EjRKikCKMnMZLImENkWslK17A4cYRUKN2pcZsXE+2SBOeElf4ss1+A4OlBTijdo0VcXgTPHNorw1/6I6Hq9UomTI5Hqu+0bXTZMrfHJW00Lm8fd4xqKFAl2VQfKVysY39gfDf5xCaa+ErtTJp2RQ0WQ4Z8U+4Li3fS72HTzF1b81i7o/YM42cLhN47p+wBtlrPdPw9Rs3e+eFRg6mOLzvSf//+DQC43b7SvMhRiC/vR7/N4Yj3rIcAyQEhETy+zITLBFwmwjwFAJ6Qj29PWUcQPPhz5BMqyCMD8STvYNefXKYEjhPDea+cc7j8cHyFhpbFYm41p7Rn9hHkju87B6Xj2z0jHnEfjnm/zYx5ZtxuPl0LQO6Z4cjhcr3gcgkfiseycxwrp+mS3nmunRpG6nVt7SbPa+uPe643W32Cztu22d71Yi39XuoxkK/1TWf3WWsOAj0OEFtUk9Naf/IIgLoGurXWjS2HjC3Hj1dYUz+Sng38HgHDnrEp4e42igeTLYt1pnh2OY/kv9bet+ryrP6sJd+zZVub01o+eu6NPB9x/HoVsmPEmcD12W3lFdqfUFinBvvQvVg6y7lF6Ix50Fk0UpdHyt9bzmc7FAp55vQJK7BoE38B3t50f3oD6P9yWuukHwmiP4PsJHTPJE3TdwDONW0ZeM6iV5lEtajGXq8IzmojVZknBI0TkykvRjzOu5NZWlxkAKIBuHBGGososhEq7OhVYDzHnchV9KeCbtR4N8ESrJR4NWWo8F8muWJwambcCnUnPS7s22N5ZPAqGNFZ72YrFlsAOYODFT9sPXTw0QDVtviVixI2VACirnT7DntTJkAtiOLx9lAySO+frbYRLvhJ4LkyEiQQXVjSYB3p38sdzTVjgy2/FLdNXGZcPlmLtQhEZKuVkTwAFGi/XaW1UAYU3uBRA/Bl1VcMAiq3UE3hfbukMiCrr8vCJn0RAFV/lp4PtR+13kfS5lLFknOTPs49lIS0qKSvtAqlHlnGaqpcjB/62sqgwX8ZQvHdEbksNzJox0jf3bQyHABmLiFtj5DL2ZWX6J1K4GSgZs8cqidODXQZMTi2wP0tEHsL3OnJ38bvNTgdlWstX6LwTvQA5k6Y5zneD9oxz3N8Rzrj6+8X5nle8MQRbL7NHpeJcJlc/A7HuYe0BBSXvGPLojA2yVAt13G4Kcb0oJsu9RGpGRIXfYrsZKfYHqQdsm0bcWxlDl4AHGXjBUDnYGxMADrCMe63mXGb5wCcz2HH+Tzn3ecc43rPuFzC7vOPj0/8+v0Ll8slN1HODgyXywXTNHXpQk0Xtxw/Wo4mcj1isOulLYeZNfB4JP1afmt0FETX6YzyqPOvgeX2WvNypM2P9B33MspaUG8PbfX3P40eUcazAcB75HkvG9yr6NAZ5dtyKjma9lFAcq+TxVHezwTRW/cfbdtrjX1b9zTdw067Rw73aIOvZms9piMjtrfWurjPlLWXrBNe695RepbTlaatuuxpV2f21c+eC4ntyDND3kL5AGvxm16I3gD6mxI9u0N6BtUWpXsGqzUDo83v1enfqAdHqGbQvsdENhtCteEfLaTFcpmNqyTvGKYEk6h9t50DPwUDLqPwtiMNotdLYQuVeWdzP94UWGkJ2dnFVIXHNvedtAS2TqUCDxrMgwFQhCIFBSQkUFQAw1QEjwyiF8KitNBYlnRnue1MsiHCxKOKR7IztPEO9Yw95jKGL8raKyhlwjFrNZ4B9DT5VSCTAC2lg0jBQIGDQoGFFpiyhmMtIjVypPuppFY+izjLe9wIlGWdXwMA5gREM2MJRFdy6T0S3KaU+es3WGjVEVBJe5JXeyta6kyRJi85MLDL8jrVY5X1OtMSnVQvS6reV3jMvLb7NXs/y09pFtFCh2p96TIHLn4NRWaR8Zl9Zm6rUn9kG1BqX/UUiOJYpYFzIP8+AUSX3/rbhqvND46A573z1TVDaCu/NZCvx5i5Rr18HwHUavwy8+Kd6DkPACB8/f0Lz4w/f79wmxl/v+YwW4pzKCIK4LkDHBFujnC5MK6Tw3whTE52l3OK40jGFJmHIQHskLBAmFcZcwzBqzFN9Fee+hDahfRd7NCl/vI4iazznN+XzvAJ/E7fcAWAPvuw2/zry+PrNuM2ezDH49p9jiv3nJvgpgkfn5/4z3/+tziiXY+tFmCszZ1rQGutXteMdq1077XWWWvvLfDY8jRicOwFv4+A6Gvy7yEtjy0AfTRtSy3wfMsIfE99sL9rffiaLaGHt2cAW9+NzpDPKEC6t/85sz5fUTdekSdNe/g7Ap7X0moBxVv2pu9ky1ubG/eWYwQ8f7addu9c9kwHs1r6Z9O+9j1WpjURWHPAWf1NjyPjGQ44rfxeiVrtqiWLo2tHnf4z5FKurcIO9PjWL4D0a7De9JPpDaC/6RSyndjWoDHqJXiUtiZLW4v23k66l+/e8rfS25L3GYaHkG66GoqnqbcMW/fvQ62FR+nRWAcy5FnbaHcGFfgH2ycdi4oUKlzt4swWkQA59zsBcGL0YwudWINv1CvSP3TCi4wKU3Ip2np5bJhNsnVYRNnYLbyo6473FS9k1KblZHOZFgQpjsqylnYJD4Z4AcxDTzPvIg146q8lGMfIL3EPYJ/sos9AOjI4JlETKJCPhQWpbFJ5ZMfvmFGWEsqxLFiSrkLTmXsdT5D5BrLjg/DXGj86Ei/fJR71IYHwOVRfBmw+tOhuVnsfC+ZSO+zW0e3V/Ng82IxcMV5WOAn3VXtCgzWj1gWYSyacEcU2H6EPXchwzSHIhM1/udMWwYuv3LMKYC2p1vpo1Muur/Wnm9oVXRuTzSyovIwONkyUajp8LdvumfPZvYD5XqqB7LW8R+e0a/McC4L2pLcGbNbyGTOWxHmDkr3VF/tOdEvXvx+4Xj8wXa64xLwp8iIgunyLn9fNA/5LvRedAAKHI90JcC4C6U7KJdxK2fL71DMxCC4MFsnZIxYojh1EiMfAUwDSkcHtEkAPeyXCmOnTJ73bPQ5FnoOjVADSw+95JniEgjgn4xcDUx6PJZ3rR5Ddx0d4v/nn5+dCvi3njNF1RA/VAOwR/Tsjz1aYWvuy7ffU9cSdjY6ja/sR+e+pq9r6/kx9aBnJR2U8YmzfqsPR8evetMXP1vjYLmpZZ+vlvN/xvVv0aPmP2Lt66Gz73tHwe2lvPbwyeLWHtvq6R9tnt6gGvt0T8F37LXQv5widrH5Ub7f9c/h7lePcttGWRZknTLhzy3fUfj7qBLjXQWcv9fTne2Sw5qCythY9Qk8B0dPiThZ1ssBTv93PGjPetKQ3gP6mRL2d0CM6q0d7pR7Nr8cb9JGdvB1UtrxY9e+z8pR7I+FfiYLBVU8Iarw+SEcjAKABxy1DOOlBntTOp24IPRslEs6XHilgLSa5BM5zGtoLIBtz11ihHHex45IMIKchnX0LjAWt8qaTb4BJPVFRclsCoJI8lSHW6q+sjvwjukaSM0eSUxlPY9mLdEcpptXC02qsFyA3CCzH3tryqoRY6dXCKSFY+AtnmNUJvG4vqgzJKYEDlJj6NAKIpc54U07aY1Xaj/BPzID3AQxhm16tUkoiqUDk4+aTDpgdiyzllqKGP6iplqQjfaGcdhDSMJUcMy4N/0jAkyBDZErEsayLfqynDUrdAHn3/IhBPoUP9SgaB1223jFqwa/q7yTJ9Khi8K3wT1lxK+kqR52EDurzAcrepdJwVoqR+6JqG1kWc4C4elnyqoKwYnetbpPii4bJbaVxRHmcIopyizq7zPow6TF6a354NA8LutXy2zPf6gXiRw1FW4CpjTfiiBCqtpwnbfGkw8kO9V+/foGZcbvdYveV+03p00L/6OHnGd6Hd6Yz+9R1ZLsKRdtKPL49NW05vj203XCfS1UkBlE8KFDekZ7Gvnz8uycO72cHg70A2nGcie/eEbl4n8FzCRfeYR7bHAiMGR4EgoObJlyvV3x+TqkP0PNCyYeZcblc8Pv37/SO8565/lbb2HKiGDV8H1l/nAH61tZnRxxtWiDxSDvroRHgtkU1Xlv1e5T/LbC2Bb725HdW/94C+dfSq63xH0m239+b/1l8F/PrFjWqdMytXPSxd6q5HejVbSFH6N6AZy/V9KO2nq5Xw2PrRuvCUTDvHnTP+exWnq3fR9NrhTmb+hwBlnOZZR/RsVHD5Hv2ePFKfdao/fnV6dmyHdGXWn/waAznkUQAyDnQNMFdLuHj1Kla0wSapmez+aY70xtA/5fTWid9llfSXjqjAx5ZmNzTuHmE9hoQRkD0s+iIJ90R4+69qEw6L5zrYe/Fh1haBdRRSE2LGTFuxOsAYkmcNVmXKBCbJ5BFqAqVbLk2QvGb6xhjQ2TlwlaXV66ovI68lUDRQb1uAnhUfC3uD5A1wjSBK7SruiBb9Ahiig6k36INzNkvo5bYmkpv8RPVtZ/pnDCzwHjxuQBcFX4y7qiOVBf2GMgguhj8Yi4VAGjBLiMA+YwEnnNZYaHOKszV2tgCRI9gOTGDBLlolFMzVei9ukuk5aaYBFIlp6YlfUIEeXJ7MgZmAOnQd+mCah4SyPqrwfMojAw6tUpVHZ9iTbIw7lS5VT/EBkSP9xoZLXLQO/elKjUrUh6J2mLT3kh/WSSY+1H5iC5IORZk9DKJInsypAdBfpyrvGAp943lsFZpf6oPKupF+pBUjkVqKY16ZS9GlPuQ6DPlcSK9WkTJS1eqHjnWqHc+9gjw3Oa3BzxfK88aaNkCztf6PZ3fGk81/vp5E75i66tGX/Ki0yKqvyM9PFO5xD/zfMPfP//gzz+Mr9tXDI/U5wXwPBzt7hziLnENosed6ZCd60Ebi5kYcSiTnPqT3H3iGCJNTsYrDmVKwwrHHijdjzvPfQTRI+CeQHTENABM0wUf0xWX6wc+P39huixNBxmo5wS2X6/XwlB8FES3YbfubRlUjwDWW9RjcLS/e8u/px85A6RbM/qP2hJsXM1fLfyedXAveN4Tt9dBY4RaThO99ftKBuo949vZ/FuQtKwiWvw1j3pyGOWoP+QPBNEtEPwsfdV6EU5dkalfCULKPbl+FO2xyz0D/LVj+b3rcws0H+WhJ71RGhkL7XxzJM+1uXhIbzuNtXG1J/+1369AI+P5d6JnyfqozCygfpReBpQnArngVOwuF0zXa7I3EBHc5Q2g/xvoDaC/qUov0UmdRI9amNQMmEepZeAbid8Don9nus+gujYRsxPJR7UXgiBYJLvp2iELsMP+Dj9bsTWIVwIei1ImvEaAMz2Rl3QqoM0QGUN9+hJwpNTvAWvINi2SqyFT1RvdVMosl6sMk2qtL1EG4mmryMA5ZVAJMU+SHZmiWxJ5o7ZWy6+ENlIdkr1xVGGdls4CZd/I8VvAVM4JJDBDeC1A8woQVAKM4U9tB0OdlkeuKrw0GXHyVr+QJkUgPYGpVbJCUAYq+bvQncxDaK8iEHlmHGxWsg7OFhFMX9ggw6kBeVe+lnERMPNhi1TNV6xdWKoZRHZI9S7XzbRq1wh6FjQ/prIQ5Zp8lvqfAHN51QUj3YPWIwUsat6TXoYfyA1EnAUo1UcWsJJ7jUUrFlHK9CgHKuYzMbhLfEm/wfWEqcpBme+Clm1G/dLFL4Onous+zASQfk53tnK9RERX2O6bj9Wccx7hnFkD4nrne7Y8PfNZG74nD8vXulFwKe8W8BjvaO5imJTCWvMv8mi9I12TVpe/f//Ce8afP/qd6Xn8dUSYppDuNMXT/QgZMEc+2l2A9DIfH8dwr+ZwAVCX6zxScmrWzAD7+A2EcQcClGcQ3XsP74HZh/vMgEdO4/rh8PHL4Xr9xH/+89/wTnMZO5CbnJaTcy7JsqcOW78LmZv6bjlx7KXR9dEZxC9KnQAAIABJREFUbfoe68Z70z3WlLX+oAZu9OY3Cp6v6ZzNt7fv7SHbV9vrmhPIs3Xk7HZ3BsnYEk7WMGtRimvm5Fkns50R/hcLkJh0q77bOtBqP69Qtz+VZN3lvY+/6+C5nDoYpobPqYut9vVM8Fyua33WPehRIPprgJTru8rLfqOVxp58+8K/Yr/fQ98Rz/huMm7Nf84ux6uA6ESUd6BfL5C2S0Sgi4O7vAH0n05vAP1Nu6i2qHul9NbS3kNb3uhreT4SvK9RDURfTtQsjzatmvX9OJ3pnbaenjWWGGhkCztaImolMHUXikBFAZ6gYuhfID1lMIoAQgq2Q9Z7CsnVy00iUz4LvmmAeWEAKawmJ5EF7mpURatqCcljKoVC5rl+tEQqtw0/KYzUfSM8i1OERafW094mU/mVMpRhKokKYNtky/RJBRCIQg8CeLDV5y0ZsIBLj2pZo0y17+TYV3HYAZiPbVeg6iJDMewo4x/VlXPRRQgvti5IyaQWySRKEqcdShU3wSrlcxZjFiDH3zM6dBpIIHPeBV/er+Q2RKl/pOBQYDnaHqdCSQI/0WSbTjBA4TfQjl9lqhq2LjOOajHazy8U1zymRdB0YoY9yn835UTSKwKSQ0NwzsjG71b8hoBjVJa+UcBz5kX3c+8F+uh8ci9tzQt7898Cjs4kCyYsd+3o0yAkjFXZ2vxP6wZV7pU8bL0j3cTA379fuFw/MF3+4uL1KRwhvWkK6U0u3Pfew/MMnj0ADsA5aXBd840InsdyRkBIwlDR12oAndS1jI/qVRVwIEcxTwZcOALec3T4if3W5XLF5XIN7zb/+MBHfKd5a93WY+DvNYLvaSu968naeqFmTN9jtOvhe68x8KgRcTTumjxrsqqFqTqhLNal7bAtYL2H9oLnNt+1e5pG+HwFY/DZtFaHPXH3U93JNcwZxYkOxdyOKgsMXlxUn67yUeQ/sO64B/iw1Rdt1cu9nP/up/s2XRkXy1dwSTANnvcA589qs1tOPveiVvqvBGaNhm+1sz3OWWu8jMpoOZcFavNZbeoaNXtt8d/TH6zJ7HydsOP1gZQ25iGtMCM0Ov6N4Albae2hXh3ttddvOcGeTUfwmT2kwfPp4wPTx0e8H57LzvQ3/Wx61/CbfjTda2LZWkA/02tsbKKm3w3cy/OKcfoE2usF+rzFTPi+Z5WTFrkgR8r82aw7jYqR5pGKKJvyZm1wrT3PRlmN/ymG19M3PC8BK/NbA+s6jAAjfE8NVZTt2hVqPTDyWIin1p+Y5z26RksZhVUZAM59RK6z/M1WfpbHO+n6OpxRi0D1BqgB6JocoKOFHC1QY407OclshNHhCkWMVaT7VWFVwBRNzB5gD/YhbXC5o7qov3CRfktXQBWJhbZg+GMVP/UeQQYRs4lFUL/lKZH6Rr0wBcBfGqzCMcH5k3RNK1xhvOIVeBgJ3ClLwpJMm4iyHPQ1cvmkwxQATK5TEg2uslNW1uTEm+qbNPCfeYpjH4teqrKZe0U8mGqIWQcZFQKq5glbLjMf0Kd8pLap9RKxvgqRsDJQD3QYqh2FcgehEdTuMVJaYXUwdSJShzEtUeR0EkDUlUIGlBhoqc895xlrcx8LXo8YezSguTbW6z5wy5g4OkfbMm608qvvaLBlT1eAOF2s6lweYZJjYiN8D+gnZN+ZPn9+pv6DYv8RjnF3cI7A3uPr6y/+fv3Fbf4LP/ukzq5QacWjHOEO2YUu80DNo+qDOZ6oIUNLfM4c+J0uEy6XCy7xmHVmORQlA/CSon2necptANTcAlpr8t4LLo9Szcm41u4sryNrrlo5a23jDCPlFg896e+hWvtt/a7FPSLfFh0Bz3UY2z+25ot7eFvTh+9Ke+ruSHml38pzT6OPccwncx0friw86g/KsaeX9pXvSDt4BYDz1YiTk6ncyY7Eub9H8f0MMe61iT2Kj7NBvF5eHpnfWvzeue34eNY/j815Ia5B98unNtcpuDLj31Fng0po7O0ju1J/YCM+y7nkbOeVM9Lrqfue9vFdiRzBTRMu1ysunx+4fn6m9RUQ11fX6zNZfNMD6A2gv+nH0lFDX0/4R3h+9hpUbHhN9tZetkc99XrDvz54nvOxuF2NhTP0gipzYQ3MrRHHwI7ECButsxbrqEW0ARQPAYeg4l3DnKytvAjfQwtZUfHVDqcLc2zd0E0FrFed62/VjS0rRxC09rgul3bSVF4n4AjK78LWGyKQnt9fuuwsNvIdohXAQj8V/mu4ieifaYDZnsX52+qMyZ5ZsuEEFpbAOavktGHO6IKIO6Igpa6W7wOPOGlgJoLLSMcKcjoaW5v+CNo4GO/acifZIdUr5cwWROZ7mYjuM8xR92KIXMi37CfD+wblXbsZUPesdC5FECOWVFJUXFUnJjOjIhTSbJVLlY8FXNKSJsrlTPWISn22SMpDKK1zAtpC1aOSv9Lj0OfneDlp3Skaw++SjRSF1O8FBYtLYSnMTgQqWNFmyj4+8K7Dh8Bye/F4i1KzDzIktbOd0hzBCBAVeVW6TpY/UqDUkNmEzwUe3YlxhGpprRnkRtJtpV/Lvzbf3FvGEYDQlq0F6tfzyKPHNqtaX3QZl+n2zr+dc+FYcwDTNMHHd6YXn/gedEeE2+0G/J/Dbfbw/gu3G6sxpOAi8Rzy98gNy77qg4tL1t/qMYNxuRAubsLl4xO/4jvN9bBpUkvlswC6yMnSmqx6gHNLPW1jK9+tvEaNgjXdbBmdNW+ja6ZefkZpJF7v2rN2bw20X+sfzqAzwHMdttYfHJX/dwY4t9rMSH3uGdtkzpXm5ohzTMgJQDJHj2MDkOcT8U8aDdJFm9/lo+bkqn73nKlCN72abp3tVNELRtp/9WWodpoC7FxCpopn0igAeaa98VXsnXvmsmfmdy9Avva7Z76gOMPy1LwiRciJCTmPcL+a2qAe9YDoW7RPtsfq45X6vKPzmbOdKM9Mb898+ccQhfefT9crrp+fuEbHaWYf5hzOwb0B9B9PbwD9TT+S7g2e63hbhsajA/poWfoMUkv7+Xa6Y3n1GFTqvL2G122NNOsWSD+TNE6Q7u1LCQlIVWmsylcZWmvpEcy7ZGOcBMCqNGJmzZVnwUf9sspvbX9jNpMcnYKvU3tv7B6KgA5jXZG2sjMr/VI6CjBClo04Pki9BYP7IxYfVesFAFt31Q4nf5sGSFzX2CYXjKTL4WjnUA+hjwp8ZuNc/r0AXqxhLn23DfyB/dhovAfLexuhdqDbRqtREfVX56JOuF7p4POO3tQfFJ8Mjqd/yrjZMnSyuhKgPH8CkC470cPOe+kzSrmV9W6MCAYg1zXBJratJSOCchBUZYaUkaTvlNroNxrY3kryyzyZUkibZQBk4sd7lofNcUfyK8JZOShNk7InTai0JmkXKHU5j+tqwbyjjyQgjC1AAs+Js3MLjNOKHtvsESR2p7oc35qPbtDtg3Yf4/4oR8radQu83AsSrgGVrXg9cmrtRGh9y3Vr147Ncnvn+ZLacsgGn17gdprC++5kJzpYjnAvAXS5/vv3L26zxz9//mL2wNfNL7v7MlfLPKrtsyxC+xEBoAsu10/8+v1fXCP43+Ig754fOdbeslyXo3WUsMBizQHkSHu7B4jem7aE0b+PUu+aai3+GTysPVtbI7ZA9LX2v4eOgOc6Ts0BZC8vmod7AWX3pjNA9L3tOier1zHxlCiSOYSdCap+ROYBkKkDq6lPa8yxM84+OqNKRwGOV6Q9ThX702r0xQvnM0DqleJi7t5NcG+/cUbfcNTeeS/Q+d7U43R3hoNHq1wj84XMz3rfsWJeW837CPU6tz6aXrHPO9sp8N7p3wNE/2lEFHagTx8XXD4/cPn1mW1bnkGO3jvQ/wX0BtDftItecaB6FvUsIHvSqF3vpTqQP5RCTCfFHsqr9rxmQLKD9bMmZGerc8tg3B+/NGMu4g/Xpf30MFGCh808efWQ98jC+ix/Ub7DKlDLq5HomZPPdLGA0Mosi3xpEWBVXxaiUkBRI/9N8LzTwLWXNrE+zTpWyrFIuHP1KPkIL8WqNN6Vr2TclGemHcTfAvC1tN8ufBMmS+lA6gQwQ+oDXDoCFJgg54SRZapfP10iyiVAXEhBGFPg7BZtOYopDtMvZob38cOcdqJ7HwulwE7VGkzGuTzp9AstwyK2iIAgRlVK0qMiTLaUqvYT60eu0zi4XtBFABE5FTcUf1xWVZHOojp6wMGyfRe13czI3BfwPNUtqaz1GA3kI+XrxqMSPK/wHkHr9CgCiyxgd4qZmc8jVxCeOHc0aTHUJa1ouQeoMt53fnu20aMG7HCjX2+B7rW0as/l9xqAtDaf3TeW2PzLbl+u2/NVO5+thdngYAPkmaYJzjlc4rvvrNOR/jAD1+tH+pRlWa+fM+hy/cDl+oHr9RPXj8+0e17AgzLvZfwe3a0Zpu8xt99yCBmlo+BtywngCHC+V3Z7nFuAet1tpXHEwWYrbXs9vp7i1d9b4XWetqxn6HXP/HutLz8ONK7zs5X+Wtq9Y9BW+i2dZFnHRCr6Xej+N4VQX8XCozkklOzWdGON+/Wxay8daVdnz29G9L9HH461J9vWY5rpE+edeUGG9THPrJ1qOZ4AuvbSq4GWa3RWfz36XGgE3Oudzx6lGoh+RpqA7lf6+V0bt3vHjb319Sp6/J3xjNFxvUfmW/O/o/PZe9PWeHLU3hkAdIdpCq/Aun58wPt42qL3IEe4XN4A+k+nN4D+pje9EN3XU+2chdtYniXoUvO+rAEzr7pI0DIcYW9XedTCby9VoLPh9MRAkY4/CzfTNydepW4bSmYVUORxaDGZQRUueKiGRlH6IwYIvRNyL+1pkBVAaGkI2uArZaktRluQ0om0yp/WCaMf6RuKVaOP9rkGW+U6fmeQrgImqugLg4wKqo+IzE4Jcsy7fQ9jKJMjBxDDa0BFisfqGwzI+5pTnhXjnb6uGn5qBoGQvrwrPYP4yK9nYC7yKxZNtVRVNE5yyLvPE5DuRVYSJ5TRobLrQxs4VIuT/O23tCktpawqvLy3zCbvTlnsXurpPTNQl3dym5hc7kQP11xNvQbmaGNJi5vCqcLwtsZ3IzVTBvu+97XkrA6qdkfKuA0E5whyub2m8Oad6/IwfuSoVoguUxbMojnE9ij9QTpJ5egguYNqxqlWfVuDxQhI12PE1HG3HGV0uJGdCrU01vjYNnLouRjtnpsZDmwuALZ3PtfmuTXjrA5zvV7x+/dvAMDX11cz7Fq+e+lyueDXr9/4+PjANE2G/3PyqJV51NC6JoteUG8tz1Yd2bhHAKIePnrT7eVjzYHlSP41OuoY0LrXcgDaQ0ccllp63GuIbulwr6NGT3/bw88RMGSP08CIDtbGn9r4tpYHEcLRqR5hkiBzfAWkI80xi7N8JLFwndI8Y01UykgvZXrU8VXtIL20Np739ItbQOMyrs0jxkWeXzqXb5LWBzUfzUSLtGyWrwgg3Yv2zP2A/WNX7f695H0WWHwe9SxKjvVRa3VSW3e8MnG0JTzMjnUSHXWmORpnr3PLs8amV9HDBKJfLrhcLtHOFTaJEBEul+nZLL7pzvQG0N80RI/uNI8sfL8z3UvOjwTR14yvwHYZe54/jtoGxhqLPUaIGiWDXQNQ2UN70uGEbulPyWPcCJgf9VSHNtSa36McFledPFR1Rt9LwMs2Xw8H0Sn9SVGLmt3SrfQHDTk9YPExAp6TCq/Bc/3tUZVfcYc5G1CYFQ+qZaywlZO3wCwn8FmwZk4fbYRTJQzIqgIOzXNE3SPbuEo+UnmKtEu+W6IOIojay1KOnB/HglBq4ClSmc6idMhpcDaAJ9Dc+7wT3UsfEgEqBOAz5mr6hu06KvhRbSqLTPdZVCS3aEcprVoJtQbYZ5SMclp3JRUGsnNCfMIs+di0VagFiGr6PpW/7l37+33bqHTirK5zC7Dv3iuTM21WkqYsl9AOwoecA3kPkKvsQDdJ1JrsarcVDaMKZE9fqpkV3UkrqZNIz2l7QPTWM/ltn9euddyjvLfKYu/7+FqK0XnaSPg1Y3etqPpeNoi389N9Qw9wu2V01PV+jUf8TdOUZNXip53nVn3Wy+bchI+PK67XDzjnVtKvz2OP0si8vgZit66PgOBWl9ecUNYcQORbf2w+e2nEwK/zHuVhC8TQ6Yyk3etA0aqHUdlt9bVbZOtvFESuxenhtRa3FWaEny0ZbD3rKf89nDf68iA4AlheMUGp5w5/U9vN90IC6qucnuHYmmj9GPAREL3n+X3sRX26u0Yjc5SedFoOFusUnSic3cQRntnr3pnzq9om78HXUf1am8/q38+kkf7xPryuybi1otP2jIGcOuYy1mlXrm04m2Yt3Jm0nrQuz7k8nDmXq8WvtY8jaa7VlYQdW2+UdLY8RvN7JjkiTNOEy2XC5XrJc8XYVtz0BtB/Or0B9DcN0xtEvw/ZBcE9QfTS2Hh+PqOGBeHDUs8i/Vm0R2Rrsi4n5ygBrIPUD6aUcRgoJgZ65soaQc/W6K60S4BsB9Wy2TQ0dIQfFNQeuS6ox5Ji2mzRhjvkuDAOFb+PGIlOJg2e2/J1CbphXATSjtMMYhLg6ulyxZpmbWsU71JoJKGdQBvNZVdkNPwo5C/tdCAUJhtS/El+i0VKyj9r3xI8rxuCdDPVTjq5v5G2LOCuPFTjRV1kWU6cvzOALuB53okusGYhhCygkn9j76TKtxFAyB8+1I1E1EKIOlY2Ld2/UbX8S05yAnIEegpNrRhc1IEEFalYPdbgeXon/ELVeeFUsd0/VdoWa8la7nMQrdsSo6V3uXyqD0MG0mXnuXz0sfwkqWlViQxkrF5OljBsS+VSfOVCRM9DfxCkT0RLUd6JWiDJGthtAXULotdoDWDfMzfbCvscI38rrdg7mmZ7JOte8Fy+14BcCXO9XjFNEz4/Pwugrt+g1VugenrOTemd5mX6ZQM6CnjU8ray2DL06bA9dVEDkXWc1ppCeKnVRyu/rR1aa2U9e921BUCfmfaak4+mLfm04tl62CurvfYDm79N8ygvvX35Who1no+C6Gu0lf5Wv3eEesAA/W0BdBXSphznh2o2WaS9Z310/3doWzrbjjPivNFDvX1861mtHxltN/p7+Rxojak188Yr2KAeRWtj31E5HJnP3oNG5rMn59wRZm1F199Pjcxnbf30jD+v0zbOs22N2Kf30BnprPXZvfO3FvXU6T2xodfRqWimiGunabqk13Zl2QJOHPne9GPpDaC/6UfSoz2j7k17PO81jY49Njvm8yYi7Tzb73kbLf9WeYnsYs4+X8Qw95eL8DL+MSNHkS0nmCenkV+MvBKxmjtqk/BqUoxCMKw+5Uqylj1Xn9XKXbPdLl7LvCmurQWP/W3qyyZ1uLtYL0AN8GsS2dpXKXQshCR0aMJq8gwuQCQB57Z4B2qTWTJfVDxaijT/qtUcJwPUSf12Rvxi9pQzbzTlAMByus6Po7wkXAQSS/C8YXgnJOCweIdzrqDc5qmtp5QTWxRgBFbJJkPlPZtkkFp7N+nQMTlzN+ttyEebOG0fq6OQ+V15zo1j0KHqj/VzIz9SnHIYI4LarHlpNzqLlUpgmP4tykinVJEYpH3Wdn9TEarM3oLqqgArzNrytsdlFp2h+q73fJR9dCghDZzHVxi4yE9YmSYdTHJiDo9UqqWXQqU/WtETRFC9+N3Rcu4DBK/nd7YD4REjx765WJ/hRdPSEGRjUOM6d/Xr8e9LPfM/orCDQd/X3yZFU4b1ApVJtMGI/F2mvQVw76GaIVbuy/daPlt6V0unlmaNh7U0t3SzBQzV4t7TwNhLe/JvAfM9O5haa7o91JtnLa97GmDPBNmP0hk6tqbzPek/EvDSFPjaAq+t/pDtMBvpZlrOa234DUYH6Uw53qMPGuVvr0PLON+1eURtlt2KUz9pqZf/rT5pT/ytvvU70qPK8aj5+/Z89kj++w1UR/LtnTfdoy7Xkqz1C3ltDvTZr7byb4c/oz/tHU/3xN+yq9f473UgWXNEPZPOcNI5OzxR2IXuHGFyTiyF4RkI5J47z3/T/entIvGmN72pkx476XwmrbPSJ4cjTg8kQJv82MGGxK9BA8nA0YqsQB0xBFY/CO9RTjxWeFoTZbeIenRjJa2tbPZpngBTg4UeyuJgmyvAKqTr8Cjed2WYMs/uCmrkvx6ieo/0M24HXkQeMGgldJdL3WKTCksrkJ+c73M+7pxVkk0gQOGVpBpmAtNJB6H0LVXmBF9MwGN+brOoUqdOpnKh3uzWsKxCcyKvjlz4OIeJHCYXPmH3I4UdkC6DqUVahUzK33VmUPZZMMUW/aYs34U9LVamrstaWsx6t71oK6e4RZohQvpOobkSbEfn0WwahXJQ+Un39uSmATaVhQlJMX1K+VDR74DKuidyBbiuQfb0WzmglApiy6TGJCMHMaRSEX6gt2uAZqPxeuOOAhI9O0xG8rPAmf204m/xtG/O1zM+bdfPESDR3mt99qa/jGsN+T1p53a6rq+1GeJx2jIa98rKjgtrQPlaHdTu9+Rb9D8b1Er30QBruZbI7e6ozp+5W6k37qjjxFY99xlHl3U/Kr+Rvn7vWvGsPkzfP9Ph4UzqA6G25EHmu9ZWuzmq3+2skjNEurdeRuYc9vfese0ondNfbs0d7BhVv34WPdv5ytIIsHcUvD2aRo32tIN/C9XmT69GtTEr68hrtZU1Whtzz1ofLp1mz5s73Jterd8DkJZgFNdZBHntYf79pp9N7x3ob3rTiXQP76vXIsIRdPAVJ2FLkslIzZN93NAxUuakOwzIDrnw3uaCtU12MkBHC/sot6MVFLGhBTBYTFZ70mjQcDNh3o60op5bmrsul+UTatzvTLBNJ/UfBWhVYanJXo+cq2RSrLSdrZZQBQI5zVTDMcwk/Yj9qJyq7Vbatb4VAb4EgFL81pYT9Vu+KB7wzYpH+SD3cwujH/TB6eW7oOU2sXBCRT4lUEkZOyS7/7giyDWKbZp0GVRZWqQxymW1K6AzfrK37gSCN3yG5yn8olzLvPSzElviVC+hCPGUhYLJuiGNpdMTfSHK7YG56EPEy511sFyBMRlKlyqD8DqBnEtOV+XRbIK1asnqUwRLvzW4XIscY2x3WSuda/Nm1NWo56xBdCKAHOBEwUnVez7GPdV5kjVvMRojyDkPqgFx0IbFDvTBLs/O9Vqe/Gve/fcE1lq7C/ZSq09rhbN8HE03pta4rqZczOFGZdEKugVA9YTVz1v6sXwmJ8Tk35uttaprxukqdxLYGjh2z2c3aBRY1LLRcdfeJT/Ce2u3Vc/OqzXwfI/xcgS4t2Ws9QEjDixb/dMa2L2n72nV2RbPNRn3ODHUeG49e4bBeU2Ge/r3LZls9dN7gP4z1/wt/ZbrSozV9ErW6ruNNziC7jN7xFOXxzljdOZjmV6trkfHcjue3MvWdY902/qhF4SZpKi5yOfp8R76rnbFV+e7Z266Fe6n0KOdp8b7kNE+entO25XKyWuyGm2tBbb4kvi9DoJ76Zkg+uu1wWB7TK/ii/ab1+7x3nQWvQH0N73pZHqD6HV6vcGvRlxc10H0Mdoz8AdsRkAclGu8QTGmvXqmHAzk90LXInI5gdMgegbZImiU+IzAxAaP+2W6bTQ+ac68mUXXNKmD3TLh8ybqUukCtgrmxBHxy9CemoRDhTnEwOaNBfFWEEYAlNmAkp3skESSC62rJFCdgGoBTpR/iwwLFVdtA0uv7WIsIIRj80ljmvJj2W502ypAc3lalfOAZJSzBKt7SSzaOGhyWaPkFwBE8NyBHWNyDDjFJes4+cQMC55b/LeZP4vBy+zuNoA5Le6pJBJj0d3BgOfWQJ8N2RI/A7bV5t8Azwvcvbgo01jrUopnC6GZbx0p5dIDoutkRE4mkqh0coigIEd1TUSAI5DXO8GDBizegU7m2xRA6ih5MggPOoF0P5SzfH0FIqjeUXCd8w4j9Nr9LYBuFDTZY1Cx+awBWGsGn1HgcGze3Btuew5Xk9FeIGTPuDkGWtnW2WqtNcOv1EEG4vdMN84yZJ0BLmp+7KeH1tpTrZ/f4sXq/1EHmT3ryFrbXSvjmeuyHqeitbi1657wQrY8W+ksHBw3Adn7Uq0+ekD0HjoCnh+hHh63nBhaoLmNa1Id4HIPeK7z2VcHe+nMdI44OX0XW9c6j8tnb/B8nZ5hy7Pj2SPpe9guj9GjxoNavn36vbePHrSJ3Jl6QPTeOczofGtv2/k36P84MYIdQb7DvbTa2jRovum70xtAfxOAsQ5yxCP+SBpHwo/S1sByhif9M6kOtNyPnj/g2vz3l1dhTDk1i0FsFHe8/tuTvvoRvx1tci3UQH3F+UIBu47XNlV+dRo9l9HDDTFeVtK3oL7GUxYcLSq7Jrc6CCWSKOqbsQkOa0CvW1c2w5fAVrGjOTEtkudUpwlwLORjhVURYDt05UElvSJYWV8aUGVVw7VWvriX0lagrCCWobAFbFgDzKu6QoL55ePxZde1FEkDR6lPTOzYI8uzUwORLokOU8qiTjpuIcQF9FLkIE4xUQbEZXTdfyx2dDf4IMq7zzmC6Dwh6Y+WawJGbfkG+s5capFBKcfcHipGM0jxuVQPxQehvWgNUTk2nVC+IhfWi6vGDvTKdSqP6nPL/oRMWMkDcsAChBPdFnT0VN8KRC8otfecWqkPJj8tOxLZhQYTdqA7gBhEHHafS9oCspumgoJtgdeVlBZ9EZmPGsRtOzw4Vek1AI0CRD2AXS3cFuAwkk8tv944a/mcvzNx37M6yakSZRtfjXHC+mnb0UL1BgtQvSe9cgZ4ZEkyqlNHwbs94PWZu4Z6eemJL/ceuUaybQ/I8hrR8x7qkX2P/lgHiRaPrXAt3iTsWt69YbfysWlu5bWHetLokd8z6H52EZuu1nFge+Wwpb9bYM5ytW37qfL5yPp7rL62gMczHJmeZd9qj6Wn5wRdR2t9TcsJZo12OvLWAAAgAElEQVT2zK9GnMT2xrXhj9Zza16wNcbunX+20j9anhGZjuXx2HZ0Vt+/VV/9fLTK36vr5XdO34Y73iaOxB2Zz8r1veazvdRqg4/Acs5ev55DHG1YHjzP5RMi8PsF2T+e3gD6m4bo2UDwPemeRo21AdAaAH6yjH8CPaZ6OH1YAVt7UwKQTqwFx13nNc8AE0eAk9w2KIAeGlhjhN2CAj6xTaSXyNgU7Kw3QmDUCF+LY+JbEL2CthrwrpXY0kByBlEEkBoP11lSFLiLMKeqZ4IC3wTtiqHzMUSSH5p1GNIxwFVr9dJLUaTVPbC6DAK+Liu/YJsiL1LyEF1OY1AGNfFwoFxw2XfO3BABhTQovsPbTRPc5MInvt9bwONyoZHBmcSfgIaFEFJjVVlSVeWHiZbXBeDGuS3rZxpvDGBpkFuoDkbJK7JTARHIOQSslFN/wZK2yqsCNVSLsNAQY/sMrAX5mb3sTbNlAs/jTSmfpMERhC30C8j6rqpOw7spbEq4sQM9yVu101Y3kxVcZa9AEuR2xMxJ93V6xmQVuwMVoFB8TmNB5hTpOoHnLO+KL/U2RI16zmoHuuhHkmO4xwSQz3wSyXfcOS7ftkOXfsIi8LopFUD6mpBLsoaNLSOIdZ4520lzLY3euezanLRnPqqf1+RTiz/KYyNn9NTZqKFKK/1ZRuNe2paHLvO++UdriN7aFVNPi1aft+geAF69LgPVDH2t6y06GtbOB+4NXloguvXsnvn38Lb1uweUGgFZzgD519LeQ3vzs/1sL5C+FbaWTw8dBSKO97dr9W7D5TlAkOMqd0XcDKLrMUP3rXk+l5/bsWasrD3zh1rfttWWHkk9eZ9tB1sxdaxSKSuzHqvIsSbvM5zvjvQp96Czdejeds896e91VLH3vis9u5/YR/tPDH3F8o46lt5D39bWc48Az218O0d8NAX7I8CewbOHv83w81wM9EQEdm8E/afTG0B/04J6vQJ/Ij0aRK9NuF5tEP/30jn6XoB1w8ZGQO887I6HdpwAePStKEvcgTJwWQHRU+L6u0islZ+9L+CHBjqgoK+MAGlAPWW5amQwj0lfWqtyMxnF50l9YgST5FOK6kAeyT6UjQAZ+Mt7uQlyrCubSke9LuXRQqDHqIQWMyi4gLkoh0mQAi+ZJXlOueQleC5tQYqhwDdJi5c1LTvNBSyfnMPkpvQ7AOg6r8BbwSMpMF/KsygDLS9r7ainDshcqHaTbX4Jdo3l5gL8TbVDcZew2omTWaD0CYCBAxHDOQLzBAcCkw/OCTqyNkY2irOAkKrhKP6PJZH+s9HN5MtsEE26AL3bOtahBtEX4zkWfWP2z8hlzfGxjJ9L0RJDJQwV1Zr7wkoEAbT1rRS8fEApkdj3q/ae8tF9jIwRUrdJFaLjFZbguUb1KILoBISj/r1mMqaf0frEV7W4qukJ6F4fl1QZBqg1n2sBZ3sX/q35w9b8/BGAveVpbT67JZc+fhY9QDPkePlKQKQGSB0BkfbKu5RPf/l7889G/+UwslaOPQ4GZ4HnazspbX1p0FrTKJi9p/62nEfW8j2rfbZ46HHqOYtqZanlv/Xb1vGWfp5tsN2iR6/dLWi6F0jfSv+RdEyGUvZ98UjmGSth8jhRp9qzpQ73AT1HZFHrayTNNTvUPR3HRtvSq4DoMYXFGvMof2c56LTGt+9E93Rq6k1fwu2l8fnsmXT+2LPmuPZK+nUWK69of+91ynhEf73VzzxivflMvdNjAZjBfgbPM/ztFm/ntkHT9Bwm3/QwegPobyrITqRrXq0/nR4Fot/bcPKmI1SbKOxIZdCovSRGWLjtMOLaH2rHaHm7sbKMFtVCX4niLkNB33wG1xJAVEuqxTMVX8UPSY806JvDJ/B8EMSV4KZmqmxt0w7kpUER2wpFLIBXc0WlfNo7xwB532klOQhQJQadGiCV4qyJV9ftgb6LFVAHSvtxgQSFVrIGki7md7tyAqblGwlUNalELC5bV8KNtANd7XEteKBsgJ9k5/nkwrUC0IushDfK5UlG/MRjHeSjqBy7xUuNa102A2bnY71VGPONJLbc9lMYykfak3MghB3oAMIRV5IPq1M2UvFNxpbXeLEBoYW/iy6G042k6swpX30vhJG2ESJtVkFRhX5RBi3DBK5DdXfIsl0Dd+Ut4eWpHFZcsf1w3oVuk8zXy7446EDs/3U70WNAcVv02yy8gfwueWrvQJf7JP1z6uIDH0Qcw8d+LTo0aCaYVe4iW0IFRJf2puVXr93e3UQS5tFzuHvsBNAA1xHDY49RdIy2x9ytNJf1WdtNuDQUPqJu9Ryxvh7bLn/vfHH5bH2w1+F7gLpeHo9Sq31aAL1Wpz31eVb7svm2QOx76FhrLXKv9e6W7aCV/xEQ3QIYW+31TNDmLBn25tcCz235LX/3As9fDXjoo1p/1yq3mgOSnCTVXnquOwvJuqzdl4/I0+pC7bulF608nzGPsfQqIHogqfetBfH9KK2VMDqu34eeATjeE0Q/oyzPaTP3q4Pt+egr0AHbiE3pCTptaTT/Rzo7bfU7vQ4+352YGew9fAtAfyJvb3oMvQH0fzk9e6AQ2mLj7N0Bax64e9Ibod6yjHhzrS/WALtI2yreo9ViVP4jk5zSAFp+V0LHOF1Jm3j9/GzxzhyTSx+18ktxNeDRqO8YtynPrRWlypMS8rwELDSAZrhLbCzANxWmAHEICtTnhlgF9BAZlG2mdsB3WazVp4s76+8wj5OmAqJbN3KT4j1dGlBpwYuZlC1l2JJVh8l9S32XaHABLG+HX8t8i1aMTFuMJwOSvid/QuMKKqO0k7Iu26QE6AtHt1MCzKdJ7z4Pzwo+GdFYJtcBLET65PyKeq3pKWUQNKOuxpJHFbnEcguAb8uopazbT/nOeS7BXp1tzUCrAAwiB+c8QA7sQ58RMHO51t9ynGblfdxcti6bX1HcMuKivPZ6qU+qH61URdmf1fRmQ/FNdkm2oqNBFMm5IT9S4AOAhR02JiKxQt8drvPpAblt1LiUd6LnVz7Uyyk55V4w1KGXINKnCd/6nmoD6R3pUXcJqjpz41PD3tpOMMqfNSt3g86YF+81MLWA6yOGiaPz2R5eWmFbefcYaMow7Tmsnca0pjVrzmYtsgbr7bnbcd05Am5uhy/lW9bPOO81HvfIaG0NMDLXt/W1pYvWKHxU3ntA+rPXm2eld7T/aYHoj3BQt/kfcRY4o//sDTPaNvS9Mxwiao4Wj6RzgJltfcvzi568zEzPJHf2mHAvJ4e9OnK2fc3SaN+/4GdAvMzlWn0tes4mzzV7dOYe/dur2Gq/O/X0L3vAw5H6qdlnH9nNjozlZziPnQVK30NGjwDM9+jTWviReHuwjSP8PsL5c4+Dwal1zAB7j3meMX99Yf76SvYsgOGcG7Y5vOn70RtAf9OPoNfyhttPtR0K/0Y6a2fAY72XSzTkyIQ0hkyARQBJEhwS+QiL+gwk5ViUGFZASrQBFFytFKgazjnAh12V+jjfWokK0zernYLxoQA3cltfZ9CDoHd/6gTy241LubP5XhaM6j4HB0lztEC1GsqTMCHKFZNCFZNl3S+o5BSoFXZYSuZQsmmzlA1CrG9ulLN+fTaVtRpy00dMM4c/HJ9wK2ZWqizwlGL4I+9UtjtS9e5eivVEROHI9mmCm6b4HXagh+PKXeybNAsWqF+SvauqKrYNikWI3//P3pctSo7qWkreWaf//2+77z1p9QMIDYjJxhGRWaGqneEBhBAgCy2w9ZjS/asU7DoUA5Zw5Mv8zXsTGcq/GSyCvAudaiA7xCUje1AAdAA4jvQddN4JTCJDAS/KMZRzCGQwstsaNwRVO6N7lfHjFDEeSyy3aSWXgNx1CNq1/Ko3LZCy44VDXjiBqVwBz/nV6nXhuifwt8j1G0dSqnphDpfjLW4ac2JzsgpyfxSD9JvbUOmQjT5C3g3PwPlxlDowiI4IafN+loH7T9mFTmD7/hVqD8XbpP2X1u6NmfwzvsJTfu+doAXLH+2A0/zXgjt25PgdfLMgupZR/45oRtYW+BUtiIgo2ino89aAt9R/3KHnZG7Jo39b+tsFJkVAdE9OpiN/e1D3v1b5d+dXPfD9k+akVxYgrNyL0kbHd2TTvEa6HYHos7Kt0BVwJeqLdxZK6fQz9rZXzo4yR9TTy+z8ecVOxBT4b5N0b1yNd6FfoZVFda1nzQqflbJm+8hO21m79Vf4PrP7fMY2jha0rOrpzjPPt+GV8d5aiHgFHBzRqL+N/PSdZfXpGVuwJEHQ13bGn5+OZ4/jszX15ifvJG0vV8f77npEz4g/kXYtLExxF4Lz/A2///e/8L//8z/wv//v/+VYVdLXcRzw69fvXaJ/6UPpC6B/qUl/mqH8k427p12ryd9FO1bc3QXRn+kLsYM7OzlbCkIDB+WgADUJ/6OCbujpHKcH4NfLUXplMgf2ENdccwbrPDGIjgiU4BBQqEqzLrGHy9AR1Kpj0IWwYl0w9QNCIESfGra6/EgZHT4R1bXRIBqCRqzDV+VrICn/lnNQ98zKhzzR0ipnEIsPGoLbGLudMA4D36Pj1f41QdK0Ui/9NoDSrwiUDlJOzPmLHgtHnTe3WXm9M5Zup2UARDgw7TxHRPXK9h/4+ZVA9J/y6vZUqjQ1B15KqUVc/WfkUnW3YwOlLm78A+vCCM7H3L+O0k42GOT0g1I2L1HoDQYjB0kdAbGMe16Um/7QVpYEQCcioNMdO7A/DDJrfXHZfJ3lKCwiO87fBldj1ujPXFGa83xdgsYF0S+PG6pEIgCAk209ZfA8nxNfQ7NDXZdFXC+21IRp+YS2JaAW3pCSDbVsXC7B6boD2X8AAeCk8vL60veoIPJi7/DANOZyOsIyYosplBMWiju+ndiDauNX0JWV/FdAaJ3niSDjE/wi3lHgdD1gb62jtmG8aEmz8ereWc2VnTkrcxMPErbB81iOGjAonIO8AMALWgbytMrvyXKFfH+I+n9Pvl5/WgXPW8H+Gb5/asCxB1yugLCjBTRX5FodRy3w/BPaxfvdLT98xUbe0XPLxujz0VjcSTOAjh13V+y7nrP4eeacHu8uTqn8xhdSC0Rfyf8U7RijWt2pf9zj92IXEwDa/etKXXY+n9+Vf5VWfJZdz6hr1F6gMTfXuFis4dFmEtuudXvxbPtH8/q2LP78k2Ltd8d3a4HKVX5/A21rYyKg3yf8/u9/4b//8z/wv//3l8TpM4AO/5xDNl/6s+kLoH8ppHdPLq/SJ0yMr5KfwP7pIHpET7RPa7X9U/TKPka5PCpgCaSdxgxt6B1Y/F/WxUFyXLmVs/KjDTHo/MSgBsS4XdRjGfvXaansTIzcX66jZSrgExTwpQWulTMNSocJmKkHo9rUd9cJNIiu/y1iMJDkALsiZwE+VYpccQslKGmoBuIi2XTgRveTqOIUHJtkHJiEiaIXqdSvNLptH/KyaJksCmfvE4+vdMKLFMz41sHg/Gr29CryA36ODJzzLnQ8CsAu9kG+Qb+yQMFUF/IYrOqTRSQyAHG6r1oCwYDngIdVQFEN1ipiBeU+JZ+Q1v2Y33ChXuvfDLTK4g99zQPoJ55AJ8FJ+W0Xpwx8Atv+jlMGf7WRSQCzmloWe2p0yerKC3ZqG5/7B4QmqfBtWQ4Z/7ptUa4VU1cHjc2Oa86F6de3vx2r0heOvKDqRISDEx1cLX61OmmjmvsNZFOWQHBezEAdO/mb+PX8SnvIbwCwfdmMNb7GMhwAeObxx98/R/tEug2exzGrfpapgBaZtK0AVI93BDY/BaKPaAUoiM59oL6VflIacB6A8pXb7o10ldhX6Ja4GMhupZ/1H73/HwPC8TGfS5balqX7VI5n5OnRCsg8QxFo6PUQHc8tMqBmH7g6vvTzK5LvE+jOPHJmPhrprgWiX5FlBghv9ZGnwfOZfuevR/3w3gKjOk8PkPeyjxbLzICsM/GK3v3WeO+B51H6MdXzgvREqWdWz9G+GVOv3q0+5c9XYk2rY+hKPOvWWN3edNlj3xCPW/UZRvlmaHcMcSe/d/m0mnbV5y6IfsUePB0eHgHrnwSiz8jzaX5ZRFfmFb37d2k0F/lT6Er/q+wTAZynAtB//RJf7swA+vkF0P92+gLoXzK0yzCu89ln9GcM/NOA9BUD7eUeBVej/AsSLsm3Sj15ruh+ZtK+yNFzWJbH51kVYQ70z4CCuyRgDrppvgIjorw6jZcllL/xbab82l3AA/Ag4NdCCyingKGqPlp+0ZsFfuojORQoCpUOTyp7ZR0wKIf8muCyGTKaryw15Kgv6/ZQlxANBFB0EuT26fI03paPKBXPx/p11aE+yw0SnVGrHeSYXH28qkONYKN7Bfkb2UEk5Q5jX9zej3d1EBXFm78Nrdnk5srg3ZFf3552oMt3z9PO80MDgkqoKnDMf7aULIfK2ZhPS1BRJWS5VSYGQPX31lHXr8QQ6zcg6Ps81hiorcGd/khAza+IJ4tCCNLEI+nlhAMOOOGE48S0AVv3aWJ7FdgxVYTRU5YzdfHcJqjA2FwvPcaU9GKyUNkvbj/fjAoat1xsY3pZ5bq3eW7xDaq8rAYTiFfZM0CGAEAnAB0Ex3kCHUfqcSfAgQBQ3miRNUS5v+f/UvPkxQ087rQNCGwoHXV/Kq+pZ93jAYj5ZfUy0JiFqLPwYfvmtFb5FOT+BuTlb2RpBzV8On1vzd+ZDVCM0u3cjTADXjDfyI8d+bXrcoghsa+9zCOlqq/mEXIufIs/shDkX0l3FRRbl0Hn8Q8SOWf7vav81bqNaNSfsoRhHWK9eFn5jU175I3o6uKBnWXN8LwK7KzwukvR+Hn3ooUrZd5dTHCH7urok4PoaSzX9r9SsfYvAGQqBYF7oRMEzkH7+d+dFal7e3W50jZ3fYMddBu47879avJzzsXsfd4bx3XrWTpuo9XnTf++L+6V9uoVZY3a7OqYuOb3RvZgrw6eBrGjRW29+552jZtPoZG+X7UAYZdp3z2ffDWN+ueICAjoPOH8/Rt+/+9v+K/+BjoR0HHA8aH+0Zf20RdA/9K/gj5pwrcS+IzOW9R/sO6fpI1oh5M22m1wkWvj2ipv304NsHmWm68f5ldGw1FAlYh9mdZnxAEhg3kHJmDvONLO2YNBCsmHnlFD/kjvx3EImHqceRJGYEBZgLL7U3gIr7QLFFReKq/+bYTyCn+ThpL+0qufldzAOmHQXP26QlqT1HKZzE8lS01YnRbgqwCKyFoAfq8AVwDVH19BIFsaguTRAGq+VBy6hoSiLBsiAnO1f+yvNYOwUIfw9RkpMNMEtgCrtFr15uvnquwCCAeTUcr5knqSvvgb8sjMMWs+85AxhXDgkf8yCMhAI0ifIe6T6u88887qU0l9IAAduTLcH9R9kn5waEBSKZTb3fYNzCAxK1P6GusVDsjffkeAnyN9nuE4pAxuN1Lto7Jrnct33kGVGZCTnQFaOADgZDCVkr3KWj0A4czA7gmuL7mytLwFYQ4inMj2NQPFvICijCEvtn67AAPuZnzJoiHfFwwFYG/Vl40elc1A0fcJJVNmy/3M6RqkOU86Uz8mtZu76I+SLJSWGGBeFMKLDAp/riHyMyX4TtuvXym/4lHyUbZZLBQvxlIgerLb+UnAoHnpk6SNovgYLV+DOO1nBFV2BA96O/NmytvlS0U72VZ2DI6oXcfyJHW/fA/UeV92CVL3y74bdOnludsWIUBU6UHOBWTiOvo8Vq6VRR3+eGWRwNruIfvLpl7Kt3JosLx4VNn2acCrvjZHPfD5FXPPFgiwe0HDijyjRc8zY2gW+N+5YHuVVuraAmhGYFm1C6ojS3Q8osi+9WzezoVRUfn+mm/j1fiCtpHahBTrmJwclYPnRCTHar7EvlYkgrdF9bNqH9mFrNds9J1yd1HUnkvAsVdtmkaoeSlAW/d+I4LyvXmONVDVil5XdbdD17GP8Fk0Y1OetOc72m20uNQf76c5vjtleH983UQEPpJ26XuWhfZp5XzdF3+X//jplOLNZ4rp/T75Yok10Pn9BvrfTl8A/UsV/a2GcjQh1PSEDmaCGncdrL7z+YyT0StzxwTb6+Rq2+jAWSMFjIOucZAuyTfeyRK1a6t+mMEFngh6WYkBFxUVQBCQJ4HnWHbHFvCnUyFbHz6Aohr9qnE6jgSqHQRE6QPHlB2IDINJ3YSrilhIQIGbRl5B79rCzW5RC1sclsyjqIOBaQZfdPk6MJPOCVTbFRDHtSeBgNidgFiP7G5NpfvCM1UW81HQDCYfy1t25yqdymv9tQC+eHH6Klkbx3HqieBe45rz9V1b5bpL7KoAjc7apCvogHhdlmozw4EgvxKb9Vd6RK4XmHF1lEUpR9l1zmCkqIDKnwXPTyA6kwyYAHg4CIAQTkwgvnwjXPbcs24PQKAS4BcZSdXP6pcBcasr5PF85Lox4FlA9KMGzT2ZzomgQXSATn/wskBuU8wgNN8/0je7T0CQ10aIdjEppnTjdEO+C+5fbU4gC2iAAfEDiwTKEKkhka1I1tGRgX3K0VMibZ/14g8s/UZY8ai0vFM7CyDPnEhYFVtExV5xAFf/Csgt9iuVg6T6qD4ubaTqgwB4nuWTBWKy5VmFR3o+HceRt7GzXADHzw8cPz95QQZKu/IiFTNmEMoOdP18UM/B9Pp2HgfS1mUUk7XJppPYA0OyJAnVcWnAJkUm3wcsQnt606dr8YvS7A7itvi3QI0RaKRpBjS1/nPyt2w7+bab0bX3V+vyZnz0lSDTeZ5NYGi1PTwoZH1cDZSn81wDdU7V9ZY/utJfVhZ42Prc26lTDX+2E6WdAAD8MwpAP8hWAo1arp7cTyxY6d1vjTs9t3gigL8K5s3wm6WZuVUv74wMo3QR4Ddbh9Y4ax2PZO1du8Nv5f6Vclfmz7F+qwmOSh8c87QhmFWYD/+YMdX/XE9KZ8tLtoXEt99AWqar4HlrQcdK+TP5VxfCLIHnJRFUzb+ibV+E7y9RFWZ1GuW7Yy+uUKsOn0Sj5+irZGj1t97zYMbPfRZEX+O3cwHUp4Los771K/rWXUA69m/jOYz4snK+Qjv9uDs0+9x4KRGkzVonAf0+4fx9qhlEjh/9fq/evvQ8fQH0Lxl6t7F8mq4GdnaU649nJ+1XqT253NfGKxOAuw7jneDMaLKrUsJM8DxNRHywBsv1VRA95bevRAZigOMHzFSe8hlR3rEpfNMrcRV4jvzdZgYxovrkcnuVzqCLATdIgeQavOFgBFkQ3c9OOV8+STtLFZ8CniJWTVcgqTP/JhbAAD5PnLneXHcGBCnLw9e4HAIL7AAK0FT6kKpXVcch2XTxV3IIGEPUf1R+5d+CKkk2IJSdEfJHJU2LJM4us+xeaMqf6zD8zOgkd1zqyAFsrhrb6wJsBkEK7iuq5AA+L/lSU8oiA05PAPnTBLpGmR9C2nXOr2wPwHOdx+ufKH3T+6RTvukNkMHHI73CHE8ooTxuT9UXAKRPFrlKPaAAxkmP0vd1tLC0T+475bXzh+xAR/5eum8fZdtQlC6/xTbaiVxRYDVOkgxEAHgiwJEXwpQykmoQMG9IxlJXkYI7igJGqBaEioxqXDMAjKzHMoiyHqnUFPntAz/pw+FpUYTYPlFD7rvKhkg7iX1M8mKRm86k3zPLn14YUgxZqg6yncrmP3GU16ufygaXOqaMCHpxFv/JOGPbyYuf8DjgOBGOgwE/GVEHprcbHD8H4M9PWnRR2gUBf/2U62I/VVmmb6YlIaXDoMiKWlhQujRgt7Q5j2tpcEfBNa7VXY+Lda45a65Pguev9GW9DC2QTvsz/t6IegF44dd64gQ2puKV0lm/UPwAX49ItihYPvL9In15nndA9PqpKn6pryfbH/26Yy/fir/dAm/X66Ofoa1+je63J48+JyVXyl8HHFv9ZY5G/v1VugKeR3mObKufBtFn6RX26yr/CJC/0p9bwH5039ufqDw/RuoFRuP6flqsZ+XZMAbRmeLZiPaDymQrOf/KhBZnMhxT1/pUvcj0HXSvDtfLm6FRfx8zgMCZGz1HoOomM0VeBc971OvPOwCtcBr2B9CrnhH6dwZ0XY0nP/e8e67f/ak065u/st5Xx68X0c5dqlLUdPq6P/vuPvHR/ZEgbYj5nXegcxgKIX3//LPcqy89QF8A/UtDKoDeUp5+huruC43NjFHuBblm6N0Pnj7Fk8pddKXuV1csz/NfmTRE+vEBkNl8PZl6weUc2GQQQcOBGSg4T0iAV+ZxZOCLdw0e5ZXDDJQoUKpbu5bAKWGSU0FYXA/9B0rhOuBt4twq/UGA5wlwHEDnqeoNZiZrZa9nygVsVwAWv3q55NfADIjeC0iE8leAtlIUuXpRW3kUnZD8S1Evc7rSQBMAlC8rq0BvmcB5HQUNTWgTmiSsOwVmeVjCxOH1HQSGMk3b9foVf7++8NV6V/WS6iDkj5R3J0P+agHbuPKZDeVG9UC7HsXlV/cn5Ne41+C5FUkC9uWPV61y39FAeZaGwUWVAhhAJLQ9iUF/Hm4EVBaEpMUg9nXsXCPSuuYdwgU4V3kcoDD/DNR5sryuzcillr6ZGkhbGQa78SA4fo7CS8YpK0sBJAxkBwApLzLiz1xkBDm1EbeJajdJf2QAPT+fUN66wXX1ALoenzZIY4Ox6Q0FR7KDipeuo14IdRLBwfU90mQOjwzqA5hXzhv7x7+o+6ssBMrLiPICLFmIxf073Tvg59cP/PykP+TPeWTuP79+pV3o3KfU2CDQujkA8VR93P3ys8QIj1A+9MHtpNqW9az/WyX/DdX6ed8fB6T6Q7+cdT+sGkcX/SQNjj7lq3oQdRZUjex7LGe2gl12PX/ueR+9BaCtBPN82jVAQucDAKA8tBg8t23TI99fRnlm+/dVYGAkcg2ix+mk7HUZPJ8rdZkFx0f3ZxZ1rI75d8xjR7bpzngY8RrR6gKYVvr23K/mO2Mv/fHdGEaLx/9CkTcAACAASURBVBU+Ec9dAL7IqHWg+VczI+BnAslUR/y+YBGSLaetl+h5V/eHiUo5Wu3vT48Hz3+Up9XfWwuNPE+vx7E+2vVPPm7yp6nM/6L08zr/hAUJ94aT5xf32U1Dti59UW87bFuUfzSuo7KeaPP1quyVwY/B1fjsyD7M+I2vWjDxCXxWWfTT98HzVbrSFq/2GVefRzvKS/G8M//9LoMWMcXXNr5o5ksfSl8A/UuG2g7Ec87Tn0KrgRH94PHHfzPNOqFMveDBXhD96ddjrTvVUZBYndhdiDxJQwSkBJbIK88zoKde1y4AH8jDHWB+IBNARhohmmMWfCOoh6+TxkHK9VwXIMq7fnPQjBcFtPqFEi8d1AESCxCJDhCsDorc6MBf5J2tGtBVwebMQr6bPUFVoMdNKsyRlbn85nwolTSAORIWYA/LTnTVcORKNzElUmnmx4lpWiNnLqs30QJ5YbrVf5y+gJOVd2oD5ZI+/xKmV7Tndk1BFCilhxLmzlL6EAOI3Cf0eAdIML16C4XII8cE6d6ZGibdI4LySnfIYwLzrmjdWkeCNk+A8rYAVAKk12Af0nYZuMwdybSNAOeHLDDBo7zWPFVU6bsTvCodYNBl2vZXXmluQ5eqbTDvnPuFgEfSmV3kwup0E6lUcCW7XgiRXuEubcWTIx4HxcYdYmMBUjsmU+WDDVD6mdYlV868QYHEhhNReqNIVQdlYJRNK/Iq3Ul/8wuBuDtHYKN+u4mUfVQAvJSdFh78wPFzwE9+20nZg48A//zzC379Svc5v/RkUjvQIfU5krzaFmQjm24U80le6qzHQVCneUenGFtyreM6r78uDb/T/9gFjtz1S3sg8F0/V/Mo42Oy/F3UC/D35OmB/61g5J26tADHdvuIPzPSq/dro8UAXoZIthZpfc770K3xBso+6LRtDv74Cu0GUO7ymelvvpyo/WaA2Vn7saqj0WKEluwrutsJ4vZAwV7ZO+ek71jsEFGrHUYg9Cp4Ow/i6Ddt2E9b2OmROKHRm65WFp080b6eVhbs3FnIMcN7FUQfydga39cWWjmbBVTeqFfeQOY/EbUYx3qCuvEhR3tjtP0n4isAzlXa4XMCPO9TfipdfT4/RVeB25bdnV2M9vn02nH3aeN8hnbZAs/P8KUz7WI7fwOdZ4lZyFsC/zy9fWmNvgD6l6Zpr4P2WppZ8XaHzwwI3FuVPEN/woO/FVxp0cqk6wnneIdzsGPla32NQR4GY9LFNPGDPPHDAvLonYoaVJJdmFAN3lmpOagQpS/AVacuJZ0pORmTVBeewDJw5VyP4rCM24ohQiz/WD5al+ZXl8Oc0P4yydRS6XaafB06uQ2mhP6ySFEwmgw25dc1l1jQdNAny0dOSgwPYaYuI3uA7kRaTwXBcxbU+jh8QfL6ddKZ+JDHQilL9RMQPRFo+yx/fIqIsrNXC1WKEcA11VUtYiB5vbaAtKc6Zj6o6neovoz8ZvEU/GO9KOURaUUhKMHTwgFlCzCD55AX3QhgqfSl9IZqrJRaaxwjJN3CUYA764sIbLNppln/B8IPAhw/XD27+18DJ24k2/pou2oCcgo4L/JYW6QX3DiBhZ86lsUHfmzoxS0WsIdyvaQMdNmwT3zNyKB2jqPUoa6j6lOBfkRPsviAd/FrewoA8M8//8CvXz/wc/ykPoa8z6cMxnTtAMBT3qKg64mVzpSIBNJOqh78w38lXc3pElnzVQcZYx9Z+tdqUGjFV5wBJKKgdHQ8QzMA1w4QvVXuDurx6gUUWwCk/h2VF7XNLhC9T2JPIlla9ZgJsM7MgyKerfMovbXXrYePvzbuL/z87nt0916/PGqfncA5n8/yvwJAe8BrFLxu5V1ZVBL12ZbsI/s3SzPz/ln76XXUWrBwNybxKurJfwWEnB0fPRsc5MzjVoB0zubl1B7fHd3ujFv0qPfcmZH/iUUkvbJWn7criwRaPMN7Ja6Rx2OeU/X8mRHvJ/27sQ0FkM+17KD+s/BTQfSIVnX8afV6ilb9L0+fCqI/lb71rHsdUeO4kfrmnOJPHge7QXTHHEo87zwBfp9px3mOtRAijN7C/KU/n74A+pcAYH5CEwcIv9SjUVBjlsen011nrEVP1v2uAziS7coqyJRHdrzyTnIifvVYPLEpYEkBzMJk0LkcCCOJW9MpRLYL6K67fg8guxQV4MN7EzUIUs4reYIgLHNT4BXf0MGQkkaBPRr0CcncSxUVEE3/BDyasRxBqaK8vobjdsxAHeWlFFeGS9aVATNVuUYL7RiV/hE+Htgs9e/Jw4tFyLwKaRQsYtCsdBMCKAs0NEjgjijnB9dfs09sAEnz6vZABci8SlUzWJqB0pP4Ne5nPj5Bo3wFcEUooK/ICIqv0osoSK6g/kvXsFQI0w70/C13sRtgjqsd6OGYaVqG4FwHurnO/Np00RkHO9MPAUD63jzLxvVALVtYuvyrAXcNbhdzwX1fywG6HQF0O2kdaL7lm/LMv7ShyMLjorxBxLVnWWgBsujC1y7thrcLp8xfc8FArgYRnOT6vRtr2maa0hWvQ4/JXM///PMLfn78DvT0/OI2xQPT9+6Po3zOwbQa9z8lFJV/HBGp8TF4hgypHzhsp03H7Ym77/+TJXQCASPQvAdqefBcp7sT1H2CZgC5q9QD2VrH0TnzavHTeu4BjztA9DbV9YlA/R6Izn8R6B7l8fmj4xUSHXJ9tAE3KQfnctWNYIjHfx88n63PCoh+da44M+6jMkag9aj9ZvNfBfYi/n5M9QC3O2BcRC15fJkRRe2zKt8MQP0kyDGa80UyrQHfdf4WDz5v9XvMjo8HGXu8ouNVevLZ1SrvE8FNpki2nl24uxBhpH+/A31Gf6N46V3/bnU8pHOA9Na5nSD6v5P+DUD6rnjtJ4LoEQ/9e4fH+4gax4NcF/2dv6HvP+HrmWfVmXah0/m7xD8ox96++PnfT18A/UtD8g5sctSGuQZ3ncNYne013rse8led+Scf3L2J6NVyV/M9BZ7Plrc76LjKfxREWZVHcC4NijDvqEy9I9HJOlDNhRBdIHNjbJihjNXIZpnLv9EEOrzgrhadIejJj34lHwMyM0FiUMBlUFEF7oBJV0Gq7pSU8fQ7fLlWfnrfI7+rGuG6jRKgrn75kABas7yEp+ZfkWfo0qdFIyp5A8yTwL7kU0zNQoO6cA6spe9Ha/2VMXgc7pvnwsu/oYFLJtVPTT9HyM41qk8XgBq/IP0il08AZXc9L3QQlqo/iVIE6OZ6gAVS0+vLD1UfC45H4wQ1b5XW61Qu6/uyYxARAQjSa/XdOEqvRU/jjL9Tz3YtfTPbAeFKRk9FM8aW6nxGvNKWqekyKFvu+13yts1Mfyn22u7irvVh+6puw1OBVbrcrI3yivVDf7bj0OW5xQKg5QLT371PV7e9k133J50nX+fvo7Nsvu4FAEMoC39qiiyhTF6p0g+BgFzk8u0la8q4f8qxnbgj8Oc0Yl7xjRngpeW7eFCsX5fa1xkFHnogmU8z45OOAtJapuj5NgtKaplWg9wzsrbkHwbxHfCz058c0SpgpwNIu+YbvfIi3iKDSe2cS8/NjkPzvCR9GNVhbQz56zPtebU/jmgEBtTz+3t9bTVoueKvzoDOM+WvyngnfjDK5+t0B0xr2bdX2pMZXbXm26267ordILKvPy9bRHf7w6iNZ+MpV/W1ElP6FJodsz0wvpsPZC6ya/FEK/+ovWd8GX1u/XMqvnXhV0vQE7kaH1YcnpP18s/VZ9ZPffqZtGIfZ+1zHYeIee2IZa6O59V47ax+VvydP4F2+7Nt0vZmnHpNLJziaaT5kPZasYP62sr89woR5bkG5Q0w51k+S4f5LaBfAP3vpy+A/qVpWpl0Is49CIS3PBTYGdxt+O5MejxFQconHrZXJzo76/q301U9jcCb+4QK9EiASAGffDoNWCEHB52THJYwFMFI000a6gHB75hHJUgV79QsWL+aHUHFT6dHVHIi2O+a8T2fxvEygI8vxhiquq6hhpwOy0Qd61zjqemwNNsOK7FgRNnFXpUVMAjqX44EdRw/BzSfIHARBQJbIAyDZ6TKd5I5uVXQ4SQ4DwugM4CdXlWdX1cdKTX5zIUjZTBP80fM3/HW9St2mmFRrqc/kHoJQFjvNKgWdSh9MQCuFwHwd71lrFn9VPrGGRDdE/dqtkpixwpgjflNAxx0KFiIBnfrXdZWRl2eNyUW3DaiKWQaASscRlIEN4LyS1nAEyoB070+gMFfLXVOdqi+XF59TrqMFmgeLC7I8sj1tPs8AUqqUsoearnrR47oGPV5Tn8cPwbY5/7CI4LYDhOV/mD0zXXPJ6XLU+N5rdMEIDoEp/pyMBUHAF/pHvHikHTMOhbdSR21+K0gQAvE1ucRqHyFfHm98nsUgds7wCCftxUcuQuKrci2QrN57s4hRkHNWboCylzpM61neK+M+hpAOM6x5SY6Wxb40k/QXb14Xlfut+xEb2HKSM4roH8LnFrV0QqoOCq7lW9U5s653yr/EVD4ZAzg6jPiKum6zIJbr7Lvd/O+DqTZR6O+pfsF/97tizPPpU9bOLBzkUXET8YE+/Lq+bbqwsaSAIAs8NZzMePNL/SHFj0ds9xhq674s6s8/wba+Vx4ym7c5b27v/qY1R5f9O/rW0w9/b/GL5E3JxLxstscB2jFqL/0V9EXQP9SSPVEDsA6TWNih6tRQpTD5V/7hlbLYGoH/k8C0WedfV9uK3j5aYD6JziOT+vkSmAqJc5jToEkiY0GG2LgCPy5PvP1HU1qmsIN5M90KC6lZAYXjChZR3AY3qj+TYcd+8NgD4tITk7DF5W69A2vM32ud8TqLFiqoO+EUh6eZ3Q+ok6K4JbwJ5PGqx8BgDBB/H22Iwm13mNoqpFL9E8ePIvAJMeXcdDo2TCQkwiADoIf4h2tapEDJpBZgMq6QoRUFg340hm01MBmAtIV0MdBf1O3uiCXHDTgWVdYjR5Vtt7ZroF1UC2v66ifJ8LL8u5SsVsAPLy5HixLeVMElVqq8WSByBrYrYFeYzf4h3WQ03G/qu1mi1oJSO4qm1KAY9S23/+q+iUhS/76PRA2n19MoPVT+oX5tc8gJAI65LMHoHTDuqwXJwAUZuXMj0uEnwKgH3kAiPQEyTbzUqIaACsdQe6R9IR0qt84AWpclBQGXOMxzf8BqCJKDv5X28sVH0WeyzH4DZVM+tdwGgAUu4Bu70PuANH98Up+btcZHpE/fwUU68kye681D+iBhT053gHkXOF5d84T6W1F782kBMn2sl3z9iuWZkLi6zQLiox4rN7vzX+9HVgFHWfm09F4mJ3X98rvAc4tm9orY2aedtWezLbxKsg7Axh+2rz/KWo9J3t0ZXFRC8RckWvm3jtpph+3dNGLw+1eZNCzZS0ed8bobkD8ap7YvgGYN6wgAPgYyAVKcgBEr4YXn3bcvrMguk6/m1YWXfH11nNhtj2j/HefE6+gu7ZpRzz8SfD8CZr14/vjpBw53uZsXbi/kF4Jooe8SgCCwfS8Az2Ka3zpr6MvgP6lKRLnTBuIz6I4aGmdlqdB9F20Ap57OVoP8U+aTH/CxPHu6kP9O5P2WjmgvnNbrvpU4WEhXU/dB0aTmYkrVtZGDgZPFJBmgBPKcKUCbvJRYWL3Lw4owKj8zlpzXSqgZEaXRn/BtyFD4DNVKf0EdNmOdtJrvYX9wApozlD/NMpojRfVL7G6aPveiEwfUuB5nwS4avLtFso+cHaEiWwrIwDiUXahC+gsO6j1sgN0XSo9OzHvXk8MierOwmOl3X4aIEyJq7HSqbAGW/lc/3IZWnadly928wcyG1mafZSqsRO1ugaiDdDbAIlN38zp+DZPeLxOy7/aHuTzRthD/Tjwwem8yNKqG6LRTTRptnoP7KZuK18PpXbK/an4B2Db1h6HFQeoapLOj+NInwdQu+P1KCXMciElmbj5y5iHMrY4H79Q3z63RffyvXqVw7VJyVJ3N5dg/ZmtAx/J1wLTNiPwfLQoNBp3q/6sz+vL3QGiR7LOkCyK6C8Ibcne4nnF/1oB4FrlrQBdd3TdKqNX5hWwqVfuqL/0QNkZEL29EAGg+/wvNlv3J52X81+r+12aBYyvgju9+W8LPI/ao0czQcyVsRDlX6UWkK7rzek8wHG3zCfpih6fmvfvsFm7aJeNny1r54KIP4lm6v6O/nAXPI94+byr/aUXo7tCc/6Hfb7x64SvPt64KM1XKM1hV8bDig4+JV65y1dq1T167ry73rvG705/dift5N17Bq6OjUYJ+X40Br/0ChA94pHihexTniZODDm29KW/m74A+pdCio1SI5Cqr73f35miT5/YrK4+nc3b4jG7cm6G3u38rciwuiL1dSRgigY2uukN1UhYayXtyCsL3ML+qQ+QhgdUfvUrwyswqABjC+0xkKdOru470EnYzUy8Y1WG885W+cKtlbsti9NZzHMRCDEnDUcV9Y9+ZXFDVmxcL7fEAWVQrU1RnepgeZXFJ9VgIgXfkEPega556uCED+o7iRCAF5/hgWYxSS1rG7CMgIiVgESURybtjf6LOl0NZoUyLHdf6bOqSZr18Meoxm3Uvap0qgw0BwHoHIHTngORX58i+tZ6V7xVacIba0Dclqvum/r6vlQE1j8WnKdke/VzAVX7ajl03yw/5K6pY/P6dk8e/yZ/g4JE9jKR2n1OChEnxwrceKTqdkAis8HnwkrI2KnvW933aNdOix2+VzNYMJHuCZoNgvQC37Oy9oDzmbyz4PnV4PAIvB+VOeK9ax5wFWAa6YXHOgPn+re2kYVrWLf0TE73axkSX82D84gc7XrsnAPdAfr0bwR4XgXmW2XNXl+h1uKL2UU0LZ5RX2st7hiVsVrPK4HdVn2v8FqND8zK1rvWWqzA57sWLcw8v1YWG414zcj2KWDgDnp1Xe7akBFoOaJW316Nz708ptSZgr8zUBs/i/vPz6f73LvG5hW/djZfL/8qv5nn31O+4g75V3hdoV75s4uO8pGbS+aJNtpYwUr5dRljWu0P73geRAshd9mJ6f6kY4Y6PwEQ/h3P+y+16Qugf6lJU5PibT5hGwxYnbDcfZiNymgBkbsd5JmAVgQmROla13plXaF3OKJ3Vzi2AjSjvL2Vh7Nlt0gAoWXWXZ7lVclysZ3ep/Eie5Aq4BdMXfO/mByMDCoKeNcDzx1C1RWaRe8r0ILnUOkczb+NVw6XsvqiDcufzNEvF9t9BpPsfJtornu1gQgq/5ZWHXXa4JbF5mTHWHktelOxUnKrsDCrbsJyn0rZ6W0IZNLzIhZpL+67chyJYm2MKkPxr1+B7cSVqH25yWNNjzn9xgYvQ+vZaJ8fNRBYyxIUsEIzXUPXsccqqFOzp7AOiD/DAAUdZbBE9GdH/RzldxAgd67cN1S3KPYtKoPtnPot96tjeTa0m4PHRv5VQ6X0YERA36dENFt7PdSKmnTB9pgD4iZ/WZwik07gXeVltzn/gj0nYWMBdweoOT7GVk+5JvKuE6/YIsOUjxPZnv2+kff5VnyRyBasLMpZXag5E3DupfEBktmglA+ujILnd33YlfnKCMBbKaOMK4ht/ijoH4Faq9Rry11gbTIdZP4AWH4sv5qk7QHqV9HaZyD/Rm+JmaXWPDPSc9RP9XWdd1Rm71prvnJnHjMjS9SvdgFXMwtKZsb5lcU2s9Rqx6vAf+t4ZzveCUjP9tOWrL24x66FDE/UKyr/Coj+JwHtvTr5PtlrwyhdL7a14gdEZd2h1XJ3xQmXxreaG4xS96rBc0JE/kNzPeYX27sV33LUH0ZlfiLNxrZbNv4KrcaB79Adfzai6Pn2SbRfj7wonMw1QAR+kUQ6vf5WsD9hnPSo9zx9wo/tysAxjBLPgGJvJdL3pb+ZvgD6lwBg7JyEgfOBfejb6vcZl7uO2NPAuaa7k+zVfKt1uVOWpyt63AGetwJYMzxe4pRcqWKUhyw4E+cLgnBdOWp+rWTVnQKe6x2eAaNGsDMqS7dE3IxojwxYhO68FgiJYNQgLEOVqtEm3TRkb9Z1itCu3qU6WDwjRkqvryY9EKlmwlpGMzSifsJ5gsJR7e7mSfxYSjBpmxN+zsogm0cNHSBeggdVd+f+wA50Hdyt7APmuvnaVM+VKgEc7rxaZBL1gYXnldZTC2ToX+vQhGxdrgOAoDHghfIk1HyrXoOsut+EkrR0QO7Y7xJPdyxArkvQ1zttyX0Pfb6ZCjuemGwZIfIQa/Cq7Z2xiKUedvxgNE4U8AWnA8CIbHtkUEyD5QScTu8+5/6qvuXuQHiART+FlRxmiflI15sx8mu0AgpE1Kt7FKRe8almwO8ZOVoy+XwzAFpLpshfmwHgRvJFee4COSMdROXy33mehcdqm0Yg510fe0e+JM8JYBbNnEB0wnmKnAKeI4B9WuZnm/6cgq+b9W96IMGVsRalaYGgszxnwQjN39/rAZm+/JXyWoB+b461umhglMbP8/R8L0r3KvB8lG6V56uCx5pafWamv45kvWI7ngAUVgCoGVs7KvMKqP9uYGmm/BnQubfA5wq/q3S1vF2LO0Y82v2vvsCuLAA4N5TrM1NmfN57PpZSbjy7Wv1hpc1fDbrfiWu2nhUrz6Yr9mwnjfzG2cVvUZor4PzIPq7Gb5/UH+n5MVOevss0Xj4iOWf7vU/7Z4HoMzaCSevjrt2Ylaf4lCcBoHzk80v/DvoC6F8akgYh5GI/z6qtQuPpMY91R+muk7rygHn3xCWS4S4wvQog76RXTwajgMqVBQS7Vlm2yt+mkXAiZQofypLyhwjbQM7ImeaAZg2QTgUjGteoFq3K4c1NDJ5HLHpR1bZcTWKBm+Xx/Ro8bwYhG+x6zRlXtVWT5MJzm/G+/FjGrC5/Xf2DKm2dSILevTqYuqAOqNvnV910Ihzqs+BZp0FB1Hl1583HfvJLipd8lq43sZNSzLgwaRCSzm3H05OIKxTpuH4+L1qlkGff3vR6n08/NZkGAiSU3f8OZLXjt9EZQ8I8eeJ0qV+k5kmtLE2k2yvYjY51rxB7hvy/8B+SzL79DvtSVmAADG/Vv2WsyrnoXgYIg1l6zBSFE4NfZMdHGTNgf132eAe6Pha5Dd/B1Da9FUXX0qrA8G5wKEdlbHaLHFL0HNQ+xwxo3QsIR2WM0s+UNQuiRNdnAfIRgBMFUyIZnw6krgSBeml68mrwnAH04/AA8hx46dNF7bQb5J1tgxRkrOtLBPkTK+nTEanuJ1gQncFz2a3O1wOpQbyBtXmob/sV0HR2DDHv3vko/axMLfl6ZURjWferHggZ9a0r86xVMOHpuedozLQAk1Z/8ODCLDg9S7326tneGcDninx3bczd8mbKZ7+nl6/V/68+hz4BRG/Rij0DsLqZ8W1WaLeOZuuzm6Z4st/tp2wXXZ0rz44d43Vke3YA9LtoJxAb+Xqjcf5u8JypJeNqHDo61nxm7d4uEP15/bn5LNqd52Vu3Q5wOopiGH8OiL5qO0f94pF6l7nICfAFz/919AXQvxTS0Plw56Pg5J2yTDmTBvCO47rD6V2ZnN8FPGZkeULHs3QlIPvE6rGrdDVIPeLXDyat1pfq09VuXIAUjM9VOetDJINKhktx6Qy/EMBbKAmluHb+yLcMaU6RQ31UBjMSjtQ5WiU5XhXMpgOVg6JRNa/LGpL0bREo+fd54YODHHkxggRCYgHQnPoyanljmYTSeBJelm/AS01E+JXPzXGMUi9XKiR9UKVYM671MdrWmwHSzfgo91DdQ3sTXF18cKNZYqNfEIBC/ottkB19A3vV0y3Uau11Sd+s0djuxopIHXQTVQroyKdL1J+huEfsV5XuVb2VwY4bXbWW7DNyEeWPVeR+n875swr8MQvMfUIxpMLABNQ16FWC7PmPyi8I4E0STACy3iUBKJ462CR916cPaujOhxoZ3Fd9w9i39R4w409EvkMraMDpo+ut9L6sVVoBDnVdZoPmM+l9Wn981af81ABUS6+aVgKOPf2OQPjo2qhvafCtr99iZNSY5zcZyfM4lWdtn35Mr9ArA+2jduyN8xWKFkrMzE2iayv9IUrfKmemT8wuuInytfrmanuvghsrYNPK/NK3mwZ2r+rvKu0AdnfJ02rf0WKhFd49W7kSD7pa/qfSTqB71qe4Qj0bMLP4Z4W3p+cXA6zyN2fBtUFpG+3njE/65Bi4A1rP0tMx2nf7q7sXTO2mT7KhJmwEYD6zNpMH4P31WY3vr95fzbt/nNbxjfyBVLUp4vPmiF/aS18A/UtvoH4wQN+bNXxXVuc99ZBZMdY+MPLKVYK9VX5etjvlPJFWp39yAcKTE91RkFKABSrP4+ob5olR+nHnYwTJl0sAJ5QdxYSYga8agCmAWsinUaTiU9wLVGwcK5SMY/7NMhsXKnzMO6lkwCrDYqqsK+SUEflgC2VESf1Chd6IqQEgESiBpurtAfm2+X5zSmR2X4OGi1Gg96AnLtOy/fT6Hfi8BTRUx6THBwd6fb6OTJfAcwXAt8Dzq8RgRDpWY5WB0/xd+rQqGsukwcpdB6JsUDdxZZAWENVEMd8z1QnsTLYn0ffCUaVumBYlq9yVYy5dytXt7PmgORoDP5TZM/ZsbI+zQ/HCRCryMrAt3OM8aaymP9L9B0CVpwKGAPkb6bmv87Mqt3jqA5jNJKq6pPwnENCJ6Y8I6ASgk4DO0zzX9DGLQLouUingV7jrmopOqZzLq941g54+haoWpHEenbc8ixHjDhdQ5IfNgJi807iUj9LGV+mOD+X9sRl77Ourj2dl8f5fBJb78nzeWVqp2xX+rTzRQolWXWYAnRG1+t9ojtUDIYa+bnCsr8llHqUIx4H5HFX/13J6n9tdo/Y45WdhMU0dIHek8xHNjJOng9CthSZX6GoAdWYBRW9BRo9XlG+2b8+Q59+qS6//9Mabb5PVhRQ7gdxWf3xX4H51fESLDHqLSXy6Ht9R3GSXQAAAIABJREFUeat5v7SH7vQRfT676OLvaE87/79SpRlfltM1pbgxru7QnWfuyqKnqNwZP/hv7nuRDqJn44o/u0OeVZrPk/zaykfN83X+uxvnaYmzggG8EquIaEd73imbTrsJoI4ff+nfQF8A/UsvpvaE9VX2ZzQJ3cV7RK0J6AqPOw+SVefsarBx9d5VWtVdBGjrAPTuVXD+XncSVqNw+TmdgQICA7pgBqEA+TvdusAGT3dBwHmGDFDBRYz66Ax8Pqlz9z1eVJf1eZCxw9Tn8np09zVArXUIEDhBrI+mAuuiV8eIOyEP4ejTDuvmLexBtFE+XTZWaYhEoOzuA6reotOX/hgUasLbkYAXfXNrAybawql7iIEqKgtNyLfZONCWihoHIPUp6vZAD6JfVlkhCfiyfPkcQYHneQznOhMXzGO4YYM1eM76wtzf2V4xEMtjVB0yF9WkTk/5H6/RudEY7RhXlTIDUOxgY2oJvQFb9ABz7VWDt1qu+o5uE5+3PN9AQHTSzwulg1SKLBnhUqkC+wGAUIHn6Tl1AgEdB9DPCXSeAMchE81Tvb69/FnZNahOfEeSSR4+1jogpwthku71xmWl3sKsGXhQClZjUz9XJts6AJP9PX/N+7L82u4d/tVsQLMHQs2A2P7eLPA+A6D1ApEzQV2fPso/SneXRnL7OuhXt7cWVazoeDYgPNNnozJ6aWP9pmdIKi/1eZYVEVMCFXGsApKaP9QuoS0/XdVytsbiaEzsCDiuBo1b5a4ERv21FYBA6yvqh7N0FShotVcr7w7ApLcY5C6IGt1faY+V+q3a4FnQp1XGjgUMqwCplqGl2166qwtUVuTr0W4Q40rdXvEMfBd5fYxAvY+m5a6C7vdCkR2ftpXWSLBo03pzz1l+V9JGZd2pc8uORvboj+uHF6jnr+jfmbnFlXKv2tnVfC2fXgeC7rRyFWaWiXsptyVTdP3VIHrPt9L0hMy+bCIC0pN7FTv4e0filzR9AfQvvYVWwPPVCVnvIRlNqHc5HrsmR68E0SNekTyr5TztzO0AuX3+XiB4B0VBTICGU5z/1bvpiIP/+RyV42x4+LKoOvCSgQbmC3yewZKyx7GgPoweERc2qQECD6ID3HU2NK+ofg4R8QCJBoSi8ybfljhR/pgwOEkqdvDaRQUN+3B4W+Cy6DYHryGDmbwTFdV9z56Ce1BAS1vODne8DuQPmsSpe4Ru2p3oIEAzZ56w3VvAc7RcBmJ3yYLnuj5QvbK7vHlAJ6Jsh0q6CPgBkNfs5mMg6T9EBazPaG2IZybFCLTL5a0Mk6g/BOFTd0fsl9Z83X9HkpDSc07b6KTt3c8yRssaofKckPbzwSP+BjsiCnjO5eZDUvUu7UO8XATyMdjnAdeJRI7z5wQ6CeAkIBDQ3IPnfuEGs/H1Z5WRultSKp7EkHu5RR09ck3rx6TOMRrSpemyjnV/LNJWwYs6GDAbgNN6PM8TGDy/6wteDfj4Y59mBJTyvSugdi/QqH+jYO5uf/aO7nvgWJRWB05bQVTfPhrEXAHRR3L25PZytoD2Htho7+nPlqRvnSfgHGTs5WOs0guPwhuiZyeF49XYL0c8BnePvyv61/z4L2r3Fogc9S0v3+xce3a+rfvB3UB41FZ+zK8E33vl+OMWvxH/kV5W892hq0Hm0RjvXdsRx7gDkngeLaDU+1S74i+tsdiiKG6ws/zZ58OfRlfby/eJnbp/nJZFRPP7cDivsv1XY3G95xWfr4Lys9SycXf62qgc/6z8U0D0yIZG1LrXi9ve9R16fFexiBXCEjqq3/TA8Z47VPuzACXW0xl/qejP6Vd38ZsdILr4llDiDcVmIizHo770Z9IXQP+X01XDSFVk+7U0MqIzE7bV/Cv330VPOPVXnY5ZWgkcPkW7APkR/9a9ur4ZrNGB39O99hbVLkLIO0QRtSfWKDC4VspRDnlCUwCQhCcqsEQzHKjNOICZJ2qHw8mi1aB+6kpgfNelsilKPTh70mV07gQLi0q6D+RX15CBphLIZXBQ6QQACF0BNm48TVV/W+rW/cSmeyGAF9n3h4gb+qZ3Eez+MBxUZsezaVQEUdC3pF2HTP0ikmrC0mKBpUwEW1WeDwVPPi24vUoKjtSTcd2+JojiJ3e6TnYnd6QHVP+UEI3KVL2SvUEClChAmO/o/JUieQKkeaWTEwCATpuy6EFeDYygjyEBy64RCMZm2NYQG/oFsygBXTpU6QnyczNP6kgYiK4UgM46M4EC3ZuLHuuWMJLnxi79iQCQCM4D4fw54Pz5gQOP9Pp2fvUZP8uKjM7mkwDyXCfgiSpxX4X811Oy7u+LPgWN2s8SNo4NyyqI0Q6SRQvsonT8u9vn0/RJARRNLWDQp/HHvaDjDkBkdT4xolYQcWZOswJ4P+Xnz7ZL67wGLwB4lCEe9pHP9xDaD9KOm+UX6BjTRP0+tBpknaFZwFiniQDkCBCcBTt30yw40Lp/ZYx6W6F/+ThqW59uppyZaz35/mR6Anh95fNoBJS2znfLMCvnK8p7dTxmpb3vyHZn0crV9u8txNhHzcDJR9AI9L1jC2dA1Cs8e3nfEQ/uAfYz/XeGXyvtKM/VdDM08muvjKXdNnzFfqRzgLS5AKAVwEL970R8qhdBGann1b7Iyhwluv5KH9bELcpFqNT9oab3SxvpC6B/6Tp5o7FkMfoGHqAOVMxMymaAyqfB0hl69QNqRTevdAbv6iCa4M7k8cfRhHmWdq0+NzJA2s1JBAl4AACiBECcGVCwgIv9/mMQbhVgSgUfE7EO5Pu0AFCAeUQNEFOVr1MrE9XUcnKdIwB2th3R8A9Lh2o3t5a7AEgAXMFilcI2rXclVQBaSNyn1E6oAr5ZO0hEsU1FSDtz87HeBZ0lC4Gu6+QAOAArF9bXsUrUzm4z8i8B+Neht/K0iIG20rB7ydibSqLqpdmRcACACWRUIHodALfi83nL3um28torACunJ9mpXAXayfIVmYJV0dqOoLylAqVAC0LzfcvFgurORjVbMJdT/nhM8XXmha3Xxmrdcb1Ps0gp6UgKPA4LPldl+cqViRbZduHJbWgbpd4lr9aPSs9yHKo/FLm1PUAQ4PxAQDgAjR/k5OXAoG+80n/A8LVqzTby1w/850A4f36Afp15LRgB0VnA85RQVnILa9mhLxpUfVPllWcX5bI5neh9nniXfXrLgvCeypoWsJXTqO/q+tY+SMh24I/wrnM+vkM9P7slR3T97iLOmcUCHixs5e+l09e9zD29t8DSu/MK74OO5j36fnQ8K1OvnVptu0otOVbARuufZ88LKY/a6qkHvAPdFhk9k/l5Xvu2lb+X7bDvH/q5cJdWgZlRP+ktLBktOlmZU12dQ66k7dmgKF6gx4O3BS2AdPf8dyZuwfK9A4gZ0btkutIerwDWW+c7y9lJM/bk1fGoVer5H++iu0Ddq/qTp7ki+Llo4xMxvzlfVqeJ/IqdftROujMuVhdeRelb/SK6flfWnfx20AwQvUI79LNrnFo++a1+BUQX0rGgOnbbo3vzr9196U+i3ljkX8wxr9Qkbl4D8630pT+XvgD6l+7Rso3UpmXeObsLnjM9AaK3nJuZfO8G0b3jOpJpp8y7+FwN1nwKeK55GRkIEmCOOfCewXM6zzJ07I5EAXYAsR6b+p7bAcvgA4NIpW5H3t1jdKxeQexAFtI8FagkAFcN+BfnwwE44I8BjKNCEOtfgximntzeLKUBvSxfQAWAIFdVgTipBvkz8K0+QCU/y0p4FPX7z7OzbDXgiFK+Ku8REJ3ap1qVZvFCZ/j5kHQVvkZ9raOYHlHjRM88hjRoQ32ltD8AIDaL9yF5KGOV7U6aNJUAfgUMWfH53Ns7X75pM1RDSI0vIrElJ4/904N7rV3RInMBMxDKhEL3i6o/N4h1WcxTC3BRikD3d+jzQ845LVkuWjHJtp5n+ZPgO6dOAPqBCHgcVVkewNeArgW4fMXR1D398qAQeyWj3k7gSh1zOg8YcP2LvHAAYnrlsbfpLC+vHBCQOzqH0ubGAnLZ5y/4788P/P71K+nzwPRcUXyISPUPvzjJLejQv1AvAFGtmo9cv1vwUymUp5kaANSnC7T8oDXTtiOtc3+vBQzz+RUAryVDD3RqyRbJGAXkdgRWRgGOK/xmyojq12uX2bJawPKoj3h/lv926Oaub7sKAPtjz6fWNcgYMzaAr3J4C0v6Uo4VQJ+AtyZVErivmxmamY/M2hAPEvO1VfC2l64VXG4+ywftPpIj4jUTL3jlvHsWPG+lXbEnd+vUsoEtekKHd9rmCXlGIOfq8yxKfzX+MAtW+nJ6af3z/m75O6kn/4zuXtE/VsuP/Ksn9doLrewrY2x7Z32UO/7szPPlTp+5C+6uPG97z86d9G7AvEU7ntm7Y7WarrZHL94j1yTe4nKPC5gLv4TyROcrtHOu5/m+glrzWQHPMTdYCYqCPnjt0/FL76AvgP6lN5B+ILQeDir1ZmfhafD8T6PVQMqnOTOz1ALP+fcTnEerf35NbQIEErgjQJcAVgw8qSC6j9sz2IFH+mwk6Zs5KQNHZ3qNMeEBmL8vWXZyF3BBgRT52ILnKL9qvGlASwCoJK4GVpIAjX7I/ADM97fLtVJhArujWe9sZDasK9f2qHenszg5f15gQBkwo9B+OfSm1FfpxKLHLKEVI4MzSaQ6kLx15zm5Q6WrLIx8n9oKOWIXEJZf+wTgdluXOc40fr70SfefoGhtN3xgzPBIV9KESJ9fA9H5xEumRUCEUp62c/xnAOOT4FQ7sIHlNKCcWjgD+v5hh7uRRQGRlRplhzqPRUQo44SBZB9koqyuA48EXmcZDwVsH3QAHEk2vTHXaIztDSSb9/v3b/j9+4Tf5++sE10eA+hHKid/6xYP+e5tkTvLm3ic+Y0hChCWFhJ7kPVZ6lzUpZWGJh/X/8BD6SaVl+SQ+5R/Ec50XnZLq+cgkYDcpR+cBvjWIHp59qhJJIPyeFICz//zO7+6/ah4ge6TLEt5xOTjAoypX5L72jYX3Fxf1yqcsSm5c40eQS5TqT8QZN22/VsD+ncAHx9sbIG1+ncFRB+B51qGGV6z5bZ8zJlg5Szo1gICegDGFfK+84hWfOtZ8FzbdN23tEzRnGcFHNsBao3abtQnwoA7W7H8GiMked7o5E35jc8zZyhaQe0W0M/XfP5KlBtzyStg9GjO1wMdWvdaNuquvHfGVisAGwFWO+fzswDkjJ5n9Xh1nK7W+8m58pX2eFKeJ0H0q/GHmfJ6PkUvz2wM6N20osNX9o+r5Xtfbzdplmt+be3DJh7z43S2/prXLvB8lOdK37hb317+T7LF76Te83G1zrt09OQCF0Q71ogAeFe63C+pxwypjg+ty/Neevdzpj3nVrEuo6b36+xLr6MvgP4vp9bk8jq/S7lg1fDceZA94TCN+N/V8+526tEOJ2FFvihg2JOhFWCMaHegqkU72wMz8pXEPOEEAlC7z89TovuEeSehcb6wjgESJuAcToATbXSReZECTiBBm+mQeZMgEqRAEHZ0uVBB7grvqjwpOMkDUPiZ9onaqvDKYKsHnTDBzvXqSyW/EivsDUSZoQUPC1CjGSjQUEpywVgigOMA3gcrahWorK5nHeRkgM0E2oECYNvxXNjVLaAVKB2yninxMu/dj5WouORUWNYMpDKiyXlrbNYatmfBJEvfHQ75nn7Q9MMiceneXtcmVbgAQsocTMQBQH+GwOdo2zKU/u2AlqQPC6Trsc9voEg1sO0Tl3eCNCwYvVDWBQ8nT4UdgfSpzIsyUExKb8IT4DxOOE4sQDGdJ1AGs1M6hOMgADiU4vRbLjKvbFd/n78ziP47LVQivYAJgY4D6Mi71Y8zAecnwnmkRUZll/eR+ovYa/40hjNn3IkQBDwH/SzRdhV1prxggOA4Eeiw7XtS3mGOBAclsDwtKAA44EjyakvEOuAFFGd+zbpaUFVs8yl9SAB/eZ0ZQ1rnz5mB8zPxJb2r/wQGx6Ut+AlD5V65QuoaqX7A/6lOVPXOTY/6ut/LRNoWx+C5brOxEFFQvgdihmDiTeA8ujfLo+fz9srj8xYouSKTl2UEEOqyV6kHbvX800iWFtjaa5ddweurvvDIN/fXRmDleh283xDm6qSpPMPwupQPwK/XbAXV2rLOUWQDehQBSPr3zpxkNsAfyRuNqREAvLsf7qYZ4HFHGUw9e3iH5yjNn0CjvjW7AOkJ2jH2dsoxe292YdUM7VhIdrfcngxXfIzd8vYWWEX379K7hvioHnf8WE0z/sOKDzjySWfk2QnaMs+n6G482vO6Y3tfYafvtM0z8XEdE4Icu+ENFqO8AXXbp06yai9H90b9I0o/s7DrLl1pt9Cf5blFIFIJ/33pr6cvgP6lTTQGAy5zbjywrgQu3gGet3i2HLR3TPyeXFk3Krclw0ywkannHK+U/8TE9yrPAloAAajXChfAwYPn5TveDWeDQoiBC1OghWTAApZWXlwFD7TOQekVc1nlXmbNQApplKnhiTCQTJjk4x1/BAxEhRUUfpHAatdzue30RTk/i7fWrpibKFWY9RAsYTQiazAyAtFZDgbRjS4WpOMydNFQAVwk7WWaJQaX6uqQe0M7n5CaJLhX50/UozXCR47sbPNFNoS7TIzrK311wed0n/sVZqGI1DGAvGobuVxU/SKWuZ4kxeA56bGGWfsH87BvuCCwOkPM4CmDqOVGSpxvl0mgb1fRlx0GRqWYE1HSn17gA4RwZqA49X0N1JxAdMB5EhzHWWQisnoooDrpHfnpmE0R5XFK5wkniJ64LDyTfUuysF1gAF0Bxqq+pXJIZfwW/Rsim57bA3NnOGz/KsCy8S8O6QcI8EM/tbHmY6IaPM910CA680p9ghv7SG8TwbyIQHdCzqffcsBFKpuaW0PVh6+QuVfJXk69vfYUXcTGcY9agz+1vQ58tIAxDypG/qz+8/mv0CwoO1vWauC5da79YH+8Ql6fV/3JURkt/lG6UTtr8u0zCzBGcuxYjHCVRgHr3fLIgqBRm17xjHIJjYCmSXVz/jCa0/YWIER95QqA4Wm2vXaCBjtpNjA7O8Z2ARpXF/ZcbQN/708AzmdtbHS+K6Yx+wzbQS1eTy/e6NET8a8dFMXPdti7VZrRzxOA6lqe9lxxjurnZs/XimXY48NWkk2Ox1V74P22K3LtrOeqvlf4XpWlZZ9n/b8RXQU8n6Zd9RuUkn1OW+4aBxdBQHtMvQ08F8qL8s/6oy3/JJojvpoq2aI0+bd68emX/lr6Auhf2kj7rYZ3kkcTjF7w6Ar9TeD5zOTilZPqSJ6VBy6TAYLUNZ+/FzztOfdXAsur6WrKoAMJ6FDAL+ZNpEAKyIAGGXCn4sn3vL4AMtAhvEQOfs10qRVwSXoRHvNg0A0UmwqiCINyBAXkL7fJ/MhVBm2yt4IEqN/VzACT4RXwYRWSJDdlVGLkhNPtmphrdRbOiBmErSen5OodTVj8bnTZ/ShZW1K2gChuQ1EdGT0mVZce2OSehQ7vmK7EfRJdFoTU7wDM5vkevLhK1BZTePeCleDr4vSa83dl1OMA0Y1pkuulQN0mPpivT7w9lF8q7an+CoCvnqFlfNtxzmWldNGiIwKNiBcgMeKj7Uc1AGUBRwFvKYPSABlYTAUchG6MYAHPzzOlk13lZ66y2J3EXsBd0mOA2wEA4DzTCzzIfpJBXjef65l7gpa77r12h325apsfuOHFrmad8+76oi67I1vA19y+uW3pyAujnGEs9SbZPV92pLs2KLYAKP3iAcdPsj94HOkPlVxmB7p9jrEc/PjhPMVWkmoHApVfMnCarPSsA/3XourJpH5H1qVnYe39Fng748+u+rSzAd1R+lnwfAXcbeW/E4yN7r0SKO6dR77syDfVetF/M+XP0iuCwrPtcK1uwdwh+4T+MRKU2OBTZ9Ii+M+tPEUjADQad77PtPjNLuTwfH0ZszK/i1YWyzwNnK8uZOmBgqvjaWYu++lAeqvdRraXr83EBlr0NHjux/Od8fkEPRH/2kkrZe70n66mvRuDm69vNBYsGDdH+nk39+yb9Wt30Op4bMnWeqatjEXPqxXjvUO7fds7so3q17K90bWriytaoOsrqPds2VjKfKjRZosO62Q4SnGfroyd1vk7yfY1XtSf4jHEMSCOABLWscAv/XX0BdC/9LEUgkYdp+adk/hV51wbY19Hn/aV8r2KdgVAtUM2G9BtyaKD1Zr/O8gACQxipAuSSCMtCkDV/anSM+uoWWgeW2au1AJ/0nXmhUUOKGBPpFMtS5GG7HUjFJUjU18kyt8hzzXP15vk2zILSixwrj+RTx8EXH1du1T3qeKGFcCtT1WbEqTd7ATh9fJt0JF8qmoGKCQoAJUZAwHwZeqpHXfpCCZ9MH0FqHZ26XYVFn4636vXaOS64eOz1/2uSGbTteSpulvU/4BdbtWfSQBiZlTOwwYVCeSZ4tPUO8/5P82HJ1RcNDefFJkA2zLxKoAu68wLqHfi9nkngBTB7EhWNkLAXdnRjQkVziBu0h0D6IgJPD+OAwCo7CwvrySP2sHZgHItiZbnS6csalCVKbXGtB9S9KFJg7TcXuTatJZN+CLIIocDbC79LIRin5M+Up7jOLLigr5I8jzV4Ll5hTupOilbcByQvzmP8st1I959rn5zXu6BpOSgwnu8A90s8AlUFisyInS/fDz3/Bf7wbtU64Ha8i2iZ/UV4HxEK37SCnh+xUeKZPH+8IhmfMgVIO1Oefp+BJT3QK0ozXnWC0568rTmQldBvx5dDQpHYGyLrrURyr8IYHy5tlTQGudehFawcYdue/Xt6c3f47/R2Filkc3ozjkukB8vV3TcGmdX5bgCpszasRmQ98oChl57fFJwepVWYj890Gx23M2cX6XWohi+9y76dPC8VfbK+PD0FHi+QrtBUsUZZv1ZS+GkU7g24rM+TXS8k2Z1NqvfUZ1GMux+JjLN6PtVdCVWGz1TWUdX6tPy87/0Z5N/Jj4xlq7IVOJwkH9UbFIHMr4A+t9PXwD9S5fonUDjjonxLpqVZSbw0Eo/M3Hfrf93A+6v7l9367t94kvyl8ALvjiRD4ERFPmdCiaCxXKMM2DCk4ZK/83lWSyIOJE9d2k0gBLW01+nDDbmevHCATAOFpUs4aSO5WGHSMlR0meekilpIlVVA+ENGLXIndsAakeQfL5K1CRjBKIDy1F4ZfDcs/OAmS8hqDv3O6s7bZdyiVkOBveA6witabfmp/VmwUjdNKVfqapx+TUAOkdlaFSBBdFlAemU6AXwdvLIPa8jXaZvGO6/0ocK+JFOyjEhFlGxjGksO+9kuItOSQknk1fRE0O9HnBBlPoZSFHbNUTgsQBqAYDRogmcaP4qjdaPAkSpyByASUbpSUhefIAHA+gIBx7l7R36m+QzxtAm8TZK+iXXh0qN2IhSo/9bvtKJ4nEGzLcMiFxfICBIr5Vnu2B2ZavFCoVHyF4vZCJ5fbvTe7GRgY0uixvOE/DkV+jb7543208dFZ3zCZennoOVryQW4UOmrG3Lp2kGMF7xI0YgbSvtDO3mp/N4H3glwDkLnPQA9Uj+lg+/2k6toE9vPjCqu3neO969RRq9sqN8Pk+Px11APbq3Ul68UECe63VZOj/BBfEbfMdproy93WBeqy9H884V6s2Hr4AQvftPzVFH9ufJuWjUrjP17I2PJwCcV9Ku8mYWMgHE7XtlfEVlrPKeBYdeDR7NLiZj2u1v9NK9on/26jNj795lX15Fu9tld/9fjdG28kT5Zn3Ou/QkaLzi76/ocheN/MO76UcLtO7Wb+zP9tMHHN35XX6D0m6Ot9nx/LG2sMQNc5SnBLTU8YeK/qV99AXQv/RX0O5J4lWamVisBD98QGMm6NriM5N+l1P2yvborUxrOU0eMNJpVgM+EVVg5yIxACkX0j/oLiF450gF70l2tE6WWh0yICPfrqYwXUHvQE0gQHAQ/k6uBllZxuq4ADS+nMgp9J6hAC1NYjmd3GE6BnG4JAIA/hbmcQIAAsEB2CuQIH+vndn6V7EDtJ2ukqn2ggNxNZtWt2iUUGQzzmtuCyJJKff1PTumCLnfW8C0Rex3+jY141ED5CTnlIXh30F1XbkIUNoGQXdPUjwLNKf0oMHjooeSNliwwjJrFupEj+5iM1B2OpeizLW8+zp/Axz9dn3QeiIjH/M7DnTdy4HnumwtZ8ngZOUrmh/W16v2IbdDPn97u7x6Pe9edlm8MiEhyunvN/4WXU6AU0L1q9Os9bU9LB6ebAH1uc1fbKMhCk5zAdn+pDLz4gtyu7Up9R/EtONc/9XPIrEv1Pkr4LmvYqk/wflb3pLyX0T4/esHzt+/0ttTDlngxHLnUZJ/rUimWfW40fbQqYr8hVDO7u1MaoHUZBBM26nV533P3/gEv7blV7XA217AsQXQzei4BQqNdOTbcMYva6VvBQ5bfuMdH7Kl22ixUy/vLMjr9eLrOgPS9fznSH+zc59R+/byx2XMeghtmfy1JwBpppmxwbqfDX6PAINV+UbHM3KsACUjYEPLMGufjQ87YZOeoN4YmZVl5rlxpW6fAJ5fnk9P6GRFH1eA0p196WmQ4WmA7pPAkZXxPuujrMb6Xkkr+l9ZzNDT4Sf4sj1a8fH1NX3c8ml319vEjy7wflK2HrXK6l3v+SlPxMC/9Dk0WsiwQjtsr5SvApYmeCkBxG9f+/vpC6B/ydDdh8w7HeN3PyBXHM1VagWoRiu7WkG+WflW23IlsLmDeoFcliG63qOVOvuytVPbm0xMyaIAK1K7GQ2oVScXlCChAAGEo+Q1MuWgoka5GJThYwRAUOkIDHKk+Um9CfgV3XR4IErJrAAgI4+RGCHMXuRLfJra9SAQ9XeJkkpH6iIiAZ0HwAGAcAKRlgtLQlR5KCuswGpcdm6nS8QqCuLB1aVGGv41gBmo9iMLzqVffy0RB3Crb9cVAAAgAElEQVQTMJ3KwwOSfhxxt0Hd38B0JysHS0pyPeN6uX1IwDbTlfPXiQwql8pMCzt0OjuWuQzPH0t+kd3usrVllT4dAuhOL+ofRAHLk8+OUi7Lm68jK1ypSsYuw4ukytavbG/bqFS0mhiYMRi0K/+L6hz9fUdaz8Q7xTWQrvVaKqezlzbnTxig0ZlOWBXekyzdCe21HVBEdd/t8eRyeWxgZLhIyUZUFkukSxmIJulTpa1RAPSfn58GgE62DD3+zZ8tw/zmEwKA8/wNRCeciPCDAL//+QXn79/5ddSHa0e2p7V+7HgjqVjVdG58lT8F0hPETd6iYpyDW42A6MyzvOVTeF/pSuDxTiBtRLPA9Ixc/rnS8otaPKN69vzdKO1K0NCnj36j+s0AK1FZkS+5GkAazQd6PFp9MAK+Ne+ZPnx3Xtjq46tgcW3/5sfMLPDc6u8+nabZedkseNOikey9NJEMPbB8ZBdaxyMZV+Z0I/B8l82cqWtPviiPtzF35uIr5ffSvpJabXaHX2u+ro9nx+eV8b7y7Gqlm723g2aeJ3d43+HXsz1MK/yj+NoKP99fe8/Dq7QzPjsj24yOR+V8Gs2OwZX2j+xIz1ds0Wr7XvE1fVlPzh80RfpIn1eLZdP5onsrvnzEN5LvLn1yv2/R0zrZRTNz4JeWiwCABwAeQHhIzDNlgm6Q70t/BX0B9C9VtNNJ+7fQVX3NOHD6N3LyRw7/KCjXo7sT97t9qVdGRCtBpF1yRROl1WBti1DgamDAyzyjS7pQsPpS4Rg93pk5ltSJBQkoQwAaC23WjRTozqUdR34DOlr5iBg1SZe4vxdgTwGD6Crua8KseMdmO6Uqp1SmqgOQApQ4WYZQEU6AE4GOvAPdgOhSHpozKQ/duJ4iCurl4sA6yVqIWPMg1YYiJ7ljBjkBUl8wfwfCAUfQFLVEiPH1SqZKHgDefcsyiTyQgVS1f7V0SoSy8xyz7EF58gcF0BPoD/OQSTn9d2szFzMM0QDYkTZK7yh6LGWgBYURs21AzJXlvwMQWwE9PTHlcgASiMvppb0Q68CQ6auqOuW+KiBsVmsY1PUYPNd9jNwYqnhl4QmCoHloO71udMAoEr4S2qS5Nt6kTubT2VW7YdJ3XuzAaYlILRDJKqDUZw7UADr3KSnTjyVpAw10k4jQkB3UOAEg+C8CnP/9B87f+VXu6tvnQLo9678ilzwWSlmkL8gQiySyR1MujHrGUBzwCTUQ2O+eHxeW7MqafSZEPscrqVfPyC+1tjHWSQ+E5TxRILhX96tBbe/HjXzwVp2uUA9AikCaHojA90e6iu75YGbUvnf8/VZ7zAJMEbX6WC3fnMX2fk9Erf4eHT9BM8H5mfPR/CjqQ10fYUKeGRvJ93v9L+LtZWydR+lX7cUV0vV4ZX/R5Y/KetdzZQTgreooioX4ec0qr1aeVZ6rtvMdMbZPie3N6mlV3h7APPLfvFyR/ZiRZTfIGvG/M25mefee6+8C5qJnQO95vqKneu5fPytn6j6rn9Xn36isV7SL18cdvznyxe/QLj6fYiNnaMbfesdYfZd98NSUAxFyIA7gSDE3Qr7MEcHPqMOXnqMvgP6lS7TqWADEk5dPoVcHN2Yd6Zl0O2SfDZpd5fVkW88ETlmOKP0u5yu6ts/Bs/tLQ3YaR3KogsCDjdfwItahxAyocK70qmDhY8H9rAM9gSAGQQrSU3gWeUhBYhYtERl6quOyFGDIUKAG8op84NpK93P7jwNzLCwjixBQ9IJkxEeV3hMCJFDpgJx/QCjfmEZojCnKtVagWikfdR+wVdcTPyIq34gmlcgHmexfSoYoQXrEBJ6fxwnHeQC5jhWNB8QG0MV9KPcPUr9EvAvdysQ6FsBQ82IZQL3+XMkO0l+kfrIjdglAV23L/RKUfKV9XIXTq9nzghnEvJgEs5PO93JfYH0jAhwHAJyiR9O32kFlq3vK7TkRBG/dwMaw1bZB8aDzdDuUT6AT0nfLlc4Vew+lA/DCFuIRqt72UPJgs5/p6vaqnmwhCtMJEMbf7bVJ61KxSrlsXvOAvBOdb4NYecz9E/OEj/tTYkCu4eNxDeRtpjswfT2Pkd/pW/PSrmpsnNJyg+m7Gq/V5Rp0H/LbQzOB1J3lXPEhWumv+opX/FcvwwjAa+UbXV9Jcye45f05H3yMyprlGx3P8roTkGzNzVrlzgRcW372LPXk3uFL1zzsIrcrco1ke5XNaNFo7EW+ca8+I2DTp/VA0i66ync0B/T8RkDLp9Nq37wCZly5F1E8N/hcHa8Apavg2BWajS1dpTugl6aRrlZsTI/ugOhMrwTE3hEbbfkvV2JYfxKACLCvP++iGft3Jz7rKWrbOz7yiHo+Rc93jJ7Jr6J394v1Nvb263rZr6j7O9t2hip/EQDwQMDjADx+4Pj5ybEWKDGWD6vClx6gL4D+pZB2OXGt4FC0UvHTjOYraOQ0tK5fnYhd0fEd8HwX9SanswG73cHt2fKulpvwEarAlyvceM906x6QBfQYpAX9y/+WBJBAYz8B8e1EkHZNMspzEqgPgkuhBkRH9SuAUEFMXFXQ2ZnSXxxaRrpMVx8iBkUVatMLDAGonec10sOnkdaJIH1DPb/aOONbXeLv2RO07WcC93J9dIvnNsC8S56ynhkgY5BMg5hAaldqAbMcqEzt4PN5nhkI5rGiAyJQwGr+djcD2B6s021GWWCRC2p5uD+XMrxusfAGFL3wq791GxU9mLJF7wxgA0C9a7dUg3Rx5VpLb4mn5C/dGMiA/QwGY/oHTkxviMADDXBcdUxdEsnA5z4h9adynYd4ah89rPwOe+6nYHdKG3527Gtg9SQGXqWNQ/nzkJO+zGO3HBWhdfu7MIH5JZI3Xoh9D4xNyRMEOoKUd6moq/RPKqY31R+LuSxmNPfdk5JOkXhCd0i/zfUwNeFxZWyAtssqnTnIbW0l18IkPjxGSmoq48fn9PxJn7s+5KQLOY2pGM5xysAHQUTzSsIVv7YXTL4SxNT5PN+RP+f9ltXA6ShAFoHPM8HySJ5V3+qOL+sDrXfAfP+cK+NtUcaWnC1QPTofydrKu1L/Hki30jc97xU//A7Nts2oznfk2gXOjWSanU/5ND270fRXXV1WAsWexwgEaOmndW3Ef4Zm6qPH/mzfuUJ3gJIrfeuqPXsl7aq/b+cr/WZVvzuBylfH36rYQqNv7o5Bvot6Nu8K3dVNFE/rtcUVX/ZpeoV9WWmvlp+14jPtiM9+Qn8HuNY+vcUMK/HxK7SLz1P632nvP51e/TyKqDv/RQTEA46fA35+/cDx61eOxYFs3DneK/+XnqcvgP6lJu00YjOTi08wmppe9bAaTcxasvSCZKvltGhGB+9sMx98W5FlNRgdXRsFZG4HtEBBNTfVXIPoCvzKgB2XReY+gxVyXUBjRrIU1wogY9EFiNHFWsRCABMjqynizII6hTQcTAsm+rYkkYPZle3SGhxyfM3r2qnkIZYPCoxnd1+fuW6IQHQAnAR4MOCKcRtntJLBSQhsafnNgDVQej9AYolKzNKIiQ0p8DkDmPzLoDpQDaBzfgavRbcAZic6YQZ0UeoC1slEYFAWq/FSeJP0RQb0WqB+ktc6s1xogQ55QBXMTO9WzsAe5TqCLk/tQEcF1Bo5RMemGT1YGYDoqY1FRGXdcvsxOM2LD0Rv6Q8gf1BA5yy8TUGOzFjvUOqCjQVNKOBsAc4RcvtJ25RzgKIz2/9I+l8sbmmrUltuX/XLKUwu3V/VCQ8t7i76OCbbmimtXNvxVPSmSm985+bCPN6LXgHSQhv3V+TicUYnmyoB3sHlUeMu9UmjPHegdAn58ZDbNf7+uVSEIPVpCrmN+6QMVi3zBWrkQ8TwDRO67x/HYfzanQHHFcCwxfsVvtxskCeaA8yAWzt8q1Vg845O/LxnJIvuW72ynwrEzsxFdva/mSDrbHmh73cBkLw77+vJEdGKjD19XbEPPXlG13p5I/B8dWHBil1spY/iDrM25I4+Z8d9q47Wp2uX38vP93ugxApdBdFHQHLr/qismWfbTlB6tv6t/v5EnGRX23L+V8RyesAt06eDWb3ynopB3S1rxIt/+Q9RFoRG/ufI3n4a2HdVVytj7I6/+grw/JPi6yNafV7sLGOGRv3/Cfp0EH1n//o0PEhTil0ecBwJPP8JAfRjyOdLfzZ9AfQvPUatSaJ/AH6iofy0h9SVQFCUfzd9Cng+Q0/I2gvI3CvPghEKD7pFAqJrkIHBOSgbqQW84zGs0jHM0dh5bWpQbIBCSuCEBPBaQEijHrauDkrx6TTixeky+sWvPY/yat66zqXZVJ3bFeQ8Tp+Q9ZQBTyWY5DkJ4CCg80x9pSxIUOkVYE7lUvubrLxLGTC3NIHdWZ0rSgQFaDLA1kkGKAIPGJX+IPW1Kk3XTQCQXBAwg6yYQWBOVz0HSDVBEljkNqB2lkcdS7uIzop+EHP3zW93UO1oy+Wd51KO7YtUAaykyi/VFbZlUYMUKHrk8YBlMQaVhKxTlinVJb+OnHV4IBwIcDaMhX8jgZyIQOTqqEZFxS3Vl6r6QpEvP+dVH9P9KQbQBWwdEbJJ4aB9/qcE8QuYriRWbAlsGXWQiEDvSh/Koji33vaxQqEKsl2zgawsnu6vmOrH4zmBu3mCV4LyrByS36qttCC5H3YAbdUSnKW0uf6VxQC5EdnOdZ+Z1gY1DJCkGnehTjlzwXsdbPTHq+D5KHB/FUT38s7QFbDU543Kj4BzXZ+e/zR7L9LPar1b9fC00hattOb5q+ziKmg5Sz1dtGS80x90matBxxF4OBtQnJ0/jXSzk6I+PAsat67vAtFXKRo3EYiur4/aT9/z4FrPbvq2vgPMRXJ72tUv7gDIo3Q7gbZZu+jtGUBdp17bj/jPUM/mtugOiB7l/bTYVo+eth1+TEbzh7u+ji/r1dR7hu620bvHtm8P77fdfUbtoqv+7F2aqX/Pf1rJs0pX5HqKdrbPU/Z0N3j+KvpUEP0V8fVX0XC+gwDHgWkH+s8P/Pzzy8TpE7j+BdD/dvoC6P9yugvM3qV3GcinafSQ2xn02kGf+EDeQVecWYA1fUR9+Hb7EhjgFYlBDrlfXWgVWXh7YK4wknQMSnlhgK/rm1T+repb6Y/MZQELKykS0JIBFSwgi3LK+QoDLsT7h4UQLZ+YOm2ckKNxOp3cILFaNl8k73YmADoB4RBwrwXWIX/buSENqhsIBUSHvMuadP8oYgYAev4r30En1rsDrcGqtaXi1ER6fCRAkgDS7vPT7rLR4KdMwkD06Cb5vYBMUj8qoNUtdiGwbwdw/ZvUudF8o4lCPZDadY7cxOTSM/e84IHL0W0alJMWbTCITnCcB5x4lkUJhUc+EEgbBIw346MG0HmIAQHAofKC0rWyB95ucFbTv86zlGP7HchOZcepZ02lig627mSq7G1lviyIznWRmokOBdBWjCi3utK/K8EXGF1VrNBcqAL7ZXyo+pEd49xxy3gjtG+k4D8C1a5qMORUuo80IAWxz6XN2X5keXTlZp6V5P4maTapZ+/7RxRU9AFHfb4Ktqz7X2Ljuqkmy5sJ8N3xEVsAmj6fBcg5rwfNI94+z4q8d2hX0M8HrVt6WfFpR215ZU62ElSfaZu7/vRd2jEf6tVpV/+6AupG964uOOnxeJJGcYud89ndtnEF6NgF2n/C/H7UZ3v37sg/ytt71rfSvwIQe5J6tmnGPjwhg74+et7P8rory11q2amd+twdQ41A80+nK/5sL/9MXp3naR2t2jBPf0IbtuhKvHa3P/kJz8+dtLs+Ty+62uGf7iSEvAP95xf8/PMP/Prnn3Sdw25Her37l/5u+gLoX9pOUbCxRbvBzE8gHdR64kE1MxH9N9AV/c7q7G7b7Zh4CCxMDWzVXajugwI+ogQOHMGC8DVlimrUqqUFs1CuEeTvTieoxaiJrEzEx649GMCKqiwJINaJkVDV1QBG6q9DRB661zwamYnb9gQ6DwA8k34yAIcMKimAjsHOAkyhW80OKN/yzmB59V1vU9UaPD9P+dPgqAE0PdCnwDCNhdUTGr4noC+ckEBlfuU7iLwepKcCxqWLBEo+sL8skeUE8uYFUC3vT0gfkqlf1cS+f1Eb85ZhVYPM+th0V43uI+sUjR5LJyVM4LlalJAWXUD65TcSMLNShh5bFmxNO7ilvQ6CsrABeTVASe8rLP2E2yCB4/o12GDakqjWziqZ5iAK26MugdigmE5c6sn9iSdH+V8iaXCG2BHUIOgbH1W8tUG6x5o0neAysu1mKoY2/TYfZXbIOFnyzXLNJ24whGxfSrueAHQKMG3kxPo4WPRUlRg9J6pfcvpsUDFacWE9f3YFwPQ8eoBiVMZdGgGYrXIif1Yfz/qj3qcalTei2cDKU35yS2d3ff5Z37PV92bBxV77Gd8i+F2haPxov+NV87vZcmaD1Vf08O4521Vdz8geLWqJ+uJKfMBTi38rnU6jF2rO8JilUfB+dhz+CbRbVxHfu+DG7PjUtufKgoTI7v5JbalpBqB+EkT34/QTaKVvfIJtX6Fene4u9PqEMTDzbLhLrxrv33jvGs3Mb3aO10/o738y/YmLPxARjiPtPP/1n//Ar//zH7kHXwD930JfAP1LW+mdD5NPMLSvmFQ96dR+gg5XaEW/Ud16AdgrbeeDRpfbiqjsRjVwjJEHa1R9KG+FDphbDGwXnh3xo6phcNPAQakS+aKTn2SXceGhr+mJHbNqi6dK9ztTpbwIRCeDpARpSloS8DEAfWJZ/GFGkROSnIBOP4F1oF6556TSALS0Zd5lGojiwXM5P+E8U901yClyW9DKqkRr2ge2eI0AAe9+5aAmy50WRRQospRHJOPCgOcsG9Vl+jfik2gJNLRaumMJmEiZVS3KsGAdQ7XexJantcESxO1RH/I4SIca0Nb39dAgXouR/2QTtB3PRgKu9wlQAO6ctHTFI7UtgfQp/Z9hWARS/YT7GZF6RbvqX2Wcx/1qhbS9iY7j1FkORGVjZTEKALq3ZZADz/Ov1/essKDGdvmRsgFAFtZEbDywC/w9car6c1V81rm578dTudluHfckFaYaJCv2NQDOK24R9N0on8vQQfEqZ5C300we6InA81bgdxaEmwEUetdeTT2faMbf6eXf5df6NnnlnGSm3Uc6WPEbe6BDCxAfyRbl8b9RGRG/0XGr7FmaBXZ3ka/H7ALwHcDjaMHBrB6uLjLp1aN17w5YvhJYvQPMRgDFVV0+Wd8dvO70w92Ag7ddO+z/7Pi8004z/P9EejeIPktPLFprUWuct2S44/88Sa1nbo92t/Wrx0prkctOerI9RwuDnih39xi/qp9Zf2Tmmr63G0Tf8Rz5N9Ong+fNPoII+HPA8esX/PrPP/DrP/8HdMQBD4Tj18/rBP3SW+gLoH9pG608TK4+IO/wexf9SSuTP3VS2AO2Z/Q7G5De0VZ3QHQzhoAKuIflio75E4B+Vfcq9FTVkzJLFJCPIDkLOmmjOq1ahsAKMNjEO1oZzKltSFS03o1djj0VtSjgSbdFAb1rEL38jlTKvEN0KspM5oi/UQ4MJDuwP6lfA/4it7zmXu0MVKBf2YHOqJ6uogKb7N9pd6ADqD5JsT6M8lVvzegc/6b6SZ1ZLgbSCdROdK2nguFRLTf3WQreBFCqLf9mSRSIrZZLUOal+6jhh3JBYdj+s/VaLaa1WR+NtM3Oxt9EzysCUI13UnIi9wVU30QHWQXL4keysj4Z4ObyUL0tgICAfhQCn/9YbyKIb4900y7SUG2ZBOhpYEx6XOcxKWNiga+xJ8pQqXZD1fbg+mrZsV6A75bGFX9QY4zUcelvuT4NTsNnDKl+wqzB6UTrv3os6MaNyfbf3B+8bdGsgKCyxeYXRO+VaXaVMc9MvsQp7W8kdUTel50FPEcB6NiuxnR3J5Ave6bMmbrc9ZFWQeJZ0nX0/J/0aWfAaZ9e/zK1QOqIorqNwM1ofhYFaWdA9FZ6z79VVvUc6PAa0SxQNsNnZ9lRuqfmV3fA8xWakT9K48ufsUOaVoA9DzTM0t22acU/WuNc33tVfOBqHXcCDRHfKyB6C2BayR892+/W9R3xntV4SI/PO0B0T7uBrlV6Ehj7hHhgz+5c1XWvTp8YU9xFT7Rn1P+eBM592Z8Aoj/Bd9Z/neUVHX/p76KojyDmHei/fsGP2YEuY/ULoP/99AXQvzRFrQlxdL4S/PlTaPck60+hp5y2u/pc2QnTyj/L+y71AkqdXDpxCBJoIMcCBMGkaFpaKACUOR8Q+jQFQIrY18CWedmyBnP4F9POUEJMx3yPjwWB90LYOrm6aVC10nEA0Mh9xUfVp0V1f0/5+C3cGmoToKyBzLo6leAsO2/mNe4FhwqzM6glwSQLGFFDB9Q8SReaK/RL/ZKMZbc5jxGpvC2W5VOAuQdgTcur5kR1Qeu4qgCPIwrVVY8LnX00wIZDyPZ5r2CtG/L9PJ+TF+UEoMP1O1lVAJLLBhM1mGvbIoHrJ1BWp7y5IN2HBO7zwggAsxCnKoM6u6NnDVYTm67t5TR74jcUCIfaHBoUPff3YpkDXUw8T7wdb/U3n8nVxjwXnN5Z14Q89u24L9i3Zm8PQNe+koI4t/ozhtwJ2QLRfYcIWOo/n7SmhhEsdWk/q6Jgo18gx387aAb4rR63i0U/7c+O/MZ3+c+rIHeL1v25PvVA6ru06s9eAdF7vEZpWotQRmXMytAqM5LzVbQD2J/tIzNl3ZXH28Mn9XllAbWnkf1bHYOt8vXz41UAyIhWyr+6EDzis3tO3TvfyTuikS7kvvjGvTI+KZ40sjdPAqVR/k/SDdOM/YiufwK1nslP2acIfPqTaLRA8B204xn4JO2WZ6e/NgOij/jfKX9H/59dMLmL/4w+dixi/WMIAfDngJ9fv+DXP/8kAF3F5fBAOH6+APrfTl8A/UtbqPXAXJnkR47WFeO720H7GxcEtGilLu+u90r/eDIA8KweBFirQAsGaao9y6+nSD5/1Syy4XNBXmw2kKychH8LIMqsMe/OrDASAW/Kq5kjcEbxL8UPAGQG9E1p2NgJXxHlthNAX2NlGjyv+HWcVPnGt+xjb8kkuFiwKzgnMGBeQ29XiYig7JLPxwIQB0FYBvgYbDX3quhU0oBbPUBBm5lsTeQ8UwT6dSvpfltsy7+i+y5PN9xJXUdyS2m6bSa2xYLaEvzxC+PSK97BALP8un8G+c1bD3SdFFgrqhYQfR41H5ENXu4gPT6Ft0XV7TsO8r/8SYyqzwSdAwHKG0WCPMrcmavm3MlIlN4qgHTCSSec55mvAVA5JllI0VOC5kx6MUwpDfJAlXYOKlDe/6DH03BsuSUIkV0m9RdWRlt5HnVo7vo6VnYRxqDCbHA88im2BJB1989V1ua7bRPq5/XKQsMruwh3Umvhwaw8V+Se8StXyh8BkBGIfQV4X/Vnr/jPI/A8aqMroOVq4G7HjqMZXtHz84reR2lm6n9VVzup16dnZdH9JEoX6XtVxrugse73vTaYWVzyaopAmVV9RH22Fd/RC8/uzs/v5LmyAMPLPbt45JPae4V2g/4tYHW1PzyhzycAwJVYFefZTd4mMUVjtLeILqLIf3kKPN8cjmj6Xu/0ZUc6/EQQ3cvdiiWMKLKvrXJeTe8Gz99Bs8+1VeD9Sju+ylfttxXCcRxw/PqBn//8A7/+43egf7+B/m+gL4D+pa2kJ4XveFi8Ezz/5Ifj7snOp9DTIPrICdyplzAgBBzS9q9v50k7p2J5tomzTEa+gpvFwTHSucgJbfAvFFD1OARssWhzXX4lnNNfT1EMJKp8lXj6Ojv6XEa3DXRALadVQIeuQAXtjBq3JWsjr4fNDGAUQWm7Z60U9A+QHen2Bkn6DMbW/KQ2CShPYCQDm2YBRVa8BeXu1aW+RAMQz/fXGf3a8eLlT+sF5Op5nnAcLUde9GWAQq1HZfPS6/0PADjzuc4D8k371ADMoJSlxzybLVLn7ZeUr5BHk3v6XJ24+WEkbVG+pOH6lOz4p1q8aIgBZOC9L4uVQ0B0zbLYL8pvDjgTWH7SCceJCTh3f2JDgvERiI+qnNyT0jjjc7K5i5njoDPbTnWs+4ylTnup8rncMDViuRGZUyzCMFvRzdVg4CjouHJ9SMGjdNI7qjM/SDvBzbtB2rs+XA9YXQFFfZB6BkS/Iv8qiLtCK2CoL69X9gwQOUM7QZndCy5m67GyWOJKsHEWbH8C4FpZpLC60GRVhiv5I1C8B3LMLBZYKfcOrxGgP6OPWfCc7+0Az6/Qu8CndwNcO2kH0BvZ/5Xn+Sv0uSvGtLq4YmcMFRHL4tmW/zEC0VfLm7n2yfRueb1/MwMkv1tmLUPkpz49Xp8u4ym/+U+gpxaHtRayzcydnqS+LQdABtD/+Qd+/ecfvpNm0Qd24m5f+lvoC6B/aTuNQMaeEWwFKj994vFveIB+Kj3dP17R/2L+Ai9pSKHX02qQ57Wk5avgDxegYbgjCQ0qp4DjyCCVw5RScgVe6cKFsRVATxALoOWUFYDnxqnzXFF2NZdPjRNOtgHltApszL8GPMdAzpgbAImMWkdBYmAgOlWZ3HVV4YfI9Hnddr5MLZsGx3hipnjpdoN8t7xGPLc770RfGtEVuNen/m72eVirxR2kVrrEkG0EoidVyHjkPlAWT+h+lMdNSn7CeaLKJzvIkVFkVG9UIOnWJj2Rbk5Vq1fRNf0b+1oUnipIyHrD2mZrhBt1XkdZhf4Om0djA1H+dLoyEnJbnnSWNz3w3wmpPRKIfqq2V3UN+qlvIyKuJwGD2NKftClBMW+A5lMc1bGptCclY7EL5JP0W7foMSgg65/rRkRwnqfcxrlXtXs/9kqw/rZPqcdfq79N0CiQu3MR6WrQeCbYvguk2kEjWVZBdM1zBuC6CxytAMCzel8BlHtA+itptY/OgqazvEdpenpq2aUoX2/uPjNWR632eLwAACAASURBVHP9Udo74PUdEH1Xfg1YeV6faJc8wNaySVfavWWrd9b1yuKUGXs7W3afzx2f//3UiuvdBXpbz4I7tmUXXekTd+zF0xSNb02jxQqj8d/S11P2TIdy7vPa//mcHTSS51Pj47vs6kwZo2s76BN1/LfRp47BmjAD6L/gF+9AxwKfpzjBF0D/6+kLoP/LqRWkWAG9e7w/YyUivzK5kqSZPv69JverHOPPf+jM06rO3l33R8pXYCaRB6apD5AGrKILq2Jr4FJfM2zUSYVtaKBTHwToGaqDkZgaNAJSQUOVmXcg9wLOGpzRdZ0CPCC1CqJ+fbGBm/L/NqAZ2SYCsDt59T1G05R8WleU61q/tl7Xk6R7qUAflTszdW3f652X66OJjr7HABD3W1c+V7GAvqVcVW+lE18qhYJicNQQtSG3qR+qn2jhRovQg+VB2RWG6IPTJ4hWUIrj/khQxg5nZXCUsrh0pr6HyGMil1QN5iJ4uVbGEucJpfSVatenbSzC04p3YG4mMs4R89ZeQwGao4HjO5+zd1e8B2MPT4ATLVDOMoFqCbEH+Z621eb5UzqIWbwCxIsv6teemwVSejEKYqgS3VdLg2kBg/rqcSA8Uf3bICeA5t4DFN5FRR7VTygP0mLvy0X/7Eqaqp85GFwLygyu+efpTN4eRQHeVvC+de7vrYLEEY9emh39Ycc84Q6w+w6aXYzyJO2c294pcwZY9Wl7/F5NvUVDd+WbBZ174FCPWu2xE1j9dJqNBfm0rRjPzgUuf4L+NNXAniw0NW5RsAhqRO/QxUrfuEorC4c+qT+s+CIReT9K89ml41cuPLtm76L04/gsj6n6/vUFDD3bNluvVy4ieIJ2+Lev9mev5nt3u/zpfQVgva1nF2R/ClX1Q0jfOS+70H/lywgFSD8+rx5f2ktfAP1Lhu6s3o5WXGteM7TfeMqEpQ4Q6hC3nFunzAcfU/rZVdlXA4p3HZZPfAi9m3aseL8SGLhennPeqytRWRNsJ3ydcBENCLCiMTMNCGsAs+zBDMpjWAMPe8Ugwfon87bDN6M6lHZ8Qn5FMahvMiMCHHlrOAHIN7B5zCrxLOCDUk9lQGQvogNoYxTIaKMGBTMYiWJ/CFCAqZzNWic+4Bsov63Si+FjQEwBLE1b1Ohtqp5RlZMoaM87FL3miEUtu1FVO+sFBWiiVLJwQcZ5vg6iA6wfAkL+cWB0kI+j/E6Hvs8YtqqtpqzCYEAriw/SvgTouJ8nMV4JiBT2qej5LWNEtTb5vGpM5XNtJ72tKOqqut4oYNKhpnGsajrO0mkZ0xyo29HbLy5EPh0h4/nCs70lFUl70/9n790WZMdxA0FAWd6e2Vm3H+b/v3B3PNO2q29VJ7APIkhceZMiMk9WoCpPSCIJgiAIggApqdxSGk75VxtlakNOrYpMFet3svoK9SYG62xS5Qh+PB5QN+MEegrrphCh1VGeQg/GlHpA+jfIlKpkm8mirai9Q23Wlr3L6anxCCc8gNtbJVVkzUWtnNwkdeK3NOtn4QazwBFr1wy7bbVwJSC2Um/Wvl6+HfwzAcUdp+Np51yzae/IG/XXqD0Zf2R6dD1DzwxEMrxadlYfzPDCltmFaOxmwYBe26P+cfZBJ9C8ws8smDgjc7addwSeojbtrvl6BwlWg5PPCh7OykwvYG7Xxz1ad3xMO7CjV3pQ1xXR8qjOoXYjNcA5D7e52LZ9xItZO+Qzg8szfTk7x/Zw3bkppScfvTpGY3xGb8n1VqRfZwNNq3zfmWtm/Wer+szZ+nSudnijdrSGa3X4IDrfZ/NTLyh+Zf4awWjM/sw+25GeX4WVmMMVWLV979atn6mre/BV5fEZfbALiOUUevljHwf7g/AdQP/28A6g/8HhFUboKxZJss5WT2ZcMfAiqGeYyXQTTDFu7cwZ9xkKfzXI+4Z5eM3uRilHAByHqK8rj3KiLheGD0JRjINMynkGwgFf5fpMYfFG/gYygA64qVqM46EGoYKG2SA6P1XjiQM75XXEj8cZLIRzA+BxMM9aO5j4NMBiIglU8lceCOqmejd0/Po2Um0N1oobjWcbSami+sKgEjUR1Eg9BFC/CV5xSZqIxB9IJkH0+nymNWSeCiqOn6fjAwu1JEtJvSvxlnvi10QX3WcD1UQ+SmTqrNUo3KZ+olhuooW4yXvuTO3IjaQvW2xnZUVaPudQ+d/jlmOb792ChYp8muInp6gE9ezIQlEvKJ5YqXBUK+d10iRZ2I6DWg6rvrJFfEskBhHuDtqslRO6fNxeia0FlUE9j5rTBYLzu/OE5+vjZRlhx5y3walwVXfTOTIf+g5pw03KeNEf5++jfGudycDKn3N8IkBxDlKtumr3je0FANmYTnW8rBIAbDRa8suOiSigcsXOivCFjr7yL8mxVFOErqrqqm0AO1V7Ue5OJ1mVE9OQOXozB+SKQzmClYDprI19Jci3u4ZZDZzOADvX5d8O9IJ4u/isDKy0fxTs6tU7ynvXWsiurXprrZmAYhbMuLqG2wmiR5D1T2gfbNIpcffoHZW3wcgsr6xPQk92LT8z/Cv9NhNgns3/KlhpX0/fRml3+yt6un5Or7gn4nkURI8C51zf+Sc/CbMKEf0jmX4WPCOA3xtvUf1X2ztrC8wGsmfyZnpH/s3gjOahmeD2eoB7Hlb1GYR+VvlcBtLZTrVzFpkyZ7lmF49pnQmiP4M/q5sgfia4Ejh/BR926riqc77C/D0LX1Uee7owg1H63saWsvY6PuD4+DD4AMTpsDd8U3gH0N+QglwgryjSzLAbGcN3wVmPNraSnEAUOV96rwYCqOECDtiYRbWcZNcXbPc4Yq/i+m7wSsPsTiBzjQRhEN0Hz/leRgWiGtBcm8WDyUH8V4Ml7JhvYZgjDKCB8u3r/oh380fkqleS8zjDMzhGD4Ifj/ObtQhQoudQg/onUh12cAFVJkQ+54WtbLfKC1Y1dBvRlnZnQFu2nQjqlgC7BDzr5aBI4V09wZ0sGAWtNmxZPTq6gL8PBA4B7IFwEQKLQUmaGY+IrFMFDVR0qvpGfOt/4WY9y3B3UDLHALTyEdiG1LyqF0Dxzxa3+l45RFCNgRQ6Oqo/mwXPFI1lvit1aP61vNbBiYXfYnYsgVUxbs/IaOkmudFDjq/YsZg3yDoyuqzhKkAG0ZUzHqjLPw+D4DnLbhA4V0QzWYUCLLzSyOZAS2ILniO11gVS6Rx0TFcdx0V7Sx0XqjX+h+VB4CMioMf5+yhvA6GKgwWfA+c8W6BKC6cw1xq+If2b9K6f1TxeWfpsjuYbQBsPMw613RMUmZORCTvf4EDisWy7fQNMmZ9NX9VRoH+Y8vokChTJ9mfBt8jen11HPNtGlrTswN1OpcihvYr/DnpGgbrVTaO9QGQGM8HciCYbcB0FTrP6VmiU16MARq/9vSDuSmAkg5kg1yy/R4EXu/Yd0ZDRuhuw6OXPglIzgZNemYyOmTb0AsmfBasbAKKyvfGfjZ9nOOt7/Tkz5i05mj62fSOa9duwtF9Jz5+ZTM7oq9G4eybs9NUqfbv+x116Zsa/hJXAuc1n7fHoDxHDN7TZ+nb4E+noGf/s/WO0XqnrVpf2s7ZyciyQwQWuXKabPK7x8/t91ffL9mfBHTpohh9X67nC811d+1Xm+BX4bvK5A7ldD+YEuky8X1e+4evBO4D+hinoKdKvODGskOSCDOV3sjTYRVTPKbILo0n72X3wTCMywr+aHsH3msBkKMODPbc3zy0TkpFOeROo9n/NSa8d+JmuKAESFzyNKQtCluVB4JwRCynZsuha4ub2LYEMnPcWljtDUqA5290C5sDBD2aIDCgXumRgT9Iq16YchKGKtt1zJs1zey9xQe0P9c11lzfns3aAAxC/67rwA22kvjxXjRKPfd064aQxQ4c+v6ginhsoeEQAZl6p2CJmFgLQ5J6FKL92HJQu4LyVhtZyNfZN+UZkq+90EkZvcYmDb2sNWilnHFlZRBoB6nvU47DqsB7rM5XfvMq1T3mSOAQvz1LUmtVctZoO1teeOt8mS/vZxkTGM9C+5lP+OGiOIg8mBaIxJv68ttflLAaveux8KUd27DiL4FmOf3YenveCZ7WDA/kq/3JJqnMG/87Ie1NOkaO+F3S011/V/nrFemUnGHtZZ07Ws5K/l2d2PTgbmFgJZK8GVkZ5R+ubu/uk59CXdT5jzb3C5x3cqwFzS8tdeuNKMDiD3Jnaf9V7xusZOejVMwOjjQOj/ABj+mfyzkDE3wz/DJ2rvpg8gJiVsMZ8XL8NDq7Oj9l8+6o59srGt2wDxZ2wi3c0F2WwGzzvBWtt8HwGV7SJItKr0nabgTv1pcSXtc2OD53XrF2CvB0KoLfCWg2ea7pOiOy2Z29oebXPfbW+V/trn22vrcKqP/urrpUAtLz3bLbP5vkubPMexRvAagCdWtp1z84bvji8A+hv6II0gGYVpFW2K7sXdx1Jdy0mTAwhgNyhcbX+UfleH/TKXqXrZ50YrezOOt3udggwDbP1ZcCBjhZzCAKmYSlyl61uEA9Jyz/RGe8r9D3KIuxBZzBFjxV/olU9xzPQhoXmWZ1A4le9up0jggLHgSWYVYyZA4NXm4py9d5c13EmAtQ15mMXTqJNlSGMfnbYlSAHouZVYwDVfIIb9UfGo9ioA8FnG3tp1bYTiTXIQq0uEmWjGDE/rM0tZSqdzE9RH8DIaRiMBQRoH/dl/DVMZHiTgaalonU5ANoBdvcS+ADa2JKvu+b+BLn4KLSfTUGDFuMgpa9J1tChK3Ew1lJn8Fvj0c4+If4Cp6BX3Nt8atFl6Rfjw9cuKkr71PaiLNbXhQjUvrFNQc3sOIFyigi431xVul8hVK+hnrIbRmYAi/LnX26PRKK1OOuw0lTSrzdsAX//Ou+zHiP5hKKvSbSXCiYxDvCAA4+qfxFYH5VXtoM5ha4VmG6b0H9KftxcABC9uSOxlpJnVHRgk1/E8xSQvOe/s+o5m3YViEwLCh8aO7LJXHCBml5vOEyTQchvMn5n7aE8+IDh7+56YgQrAZZVuBrQ7Dn6dp2OuVNa454JYsw6/rLgZK89M8GKWR6sBB1tmQh2HYArwWJL8yh4avl6y/r2gvxngYIoT3Z/FZ7pqL3qhL9KWxaEt3zf8cVEOO8IOl7l0cq6OLqfKf8ceWmvmNYTq+fN+duMXizrmMyWiNqU6Q/7e0dbd/xvvfx30BT5b3b7d9W/M+PDmamn9zwap1Y+RrTN1iflZYQ/wrWj03f9uh4PgF2nMuglY/yGiFX5ycZidr0aVPzKgdNXw6xsfbY/ejU4Potz1t7b1Ud3w468fzXY56Fxikl/ifBxvOF7wzuA/oYpmF302PRV55etawX8pNNxFGVPhQF2tf6Zdqwq2dlJ6i7l/YoJ8a6FmgVpKH9G8DzCM++kIfMHLrbgrlMQgaK63rftPJ9xErvvhS8eOHhOxIGThjtarPAipp7SxHHw3HFDOmu4Bl4pIQeuSwqebzTnQGZbHKKOf3VkIGIx131wOYSKl4PolVbisFKwSFYN6dBQeSkCHxUdNVzKhhOBc/6VCGX/goipUOtbIlISxwFxI7GqvLzhE+hU6zSvgVbjsXZh/c3UdTsBWzKVn8aSSX0weMb+MIwSFaSEuqEa1kdQX7udB9GlIy6gWA5OsOIU1E7RJTvyYofE2S/ylHnBni7sDB3mAdo6WLeE2MB6REqRbKNO5ISKcSIHz7GMiJAAft096i8Y1MUR3+o+tOq16quAxu5UpHB2FD7qtPrabjh5L8e5/NV+X5IozrlS1Hu2gfGKcQwE+BDFha7AAwHxqLqIB1YNoitFi+03AiszEVj55/nWFRnM/yC1ZCkx6cwM8Q2cHZE9J/VjTGEtDbZ1JPuUdb7BE+2M5/ms4Wy6egdm+BS1PQvMzq4jbHAnssdnHNgZvSuQtW3WBuxtVLA27QhH9rsLveD5TOArw2evM15FPOjRactEMOvwzsb0zLrYOvBn1yUyv302ouFqX0cB3F4+ez/TN1foyeRldp3cG2e7tPXqXwnYRDowCgLt6K9Vh7fNa7/lnQWWRnSM6snue2NHykY2Ru5Z21s7vU+7XCdbmyIaLyP91ZOXnfb1AoISZp9HY3PXNxXNdTu+o12Zn51nVp9nQdqRPMzUk6VHtuxsv4z014jGfj3epm3lASJ71tY/gl35meHXSlBxl/+fCT1749rGiPXg+WcEa1fH2aqusfzs2XuzPHsmrMj7Z8LdfEKU8zcIF8YhXBpffzy/4Rq8A+hvCGHkvMmeRQ6GVyr5NqmsKvHMkZ6BbJN2OM5OIrt8mTXKrvL9Zw6ey7yZ42qE+6pBaGGpP4yfvMYbkB8Ngg4hlHEhhodc9BOdwQMmXfriAaAFz4mDpLJ2Sw9/VZcNDHEiOluEugeBoxWgnkRvPOFvXZ00kMLfiCTocKsyVvwS1V9pLHFQqAYduMzjUUPnmFUmnyfEVDaS6B/yZdD8NV5g5bfKzMH92vdU7vUr3KvzCaCE5Nqr+VUg1vYPxcHzyNl3spaDs3pRrEKkKJnFhJ/XCIU/lg7X8LlRwnlqG8KSHedB+JDlyKOJg+gQjE9bfzz37AGfRE9SVT8xcVib5R2GgnVz1S+TfxbpOx/6NBSes4y2xmiGI4YbSZqKiCupcm+fq7m5R5/FFtUXXZP4VzQJWG8bvOqNB0LBYKur6RbWBA2PWOq3+6J7DjxMEF3jphpQh3oqfQh2XjIcYLlwAfCkjMVd1OGpxwJnX+bwnoFZp2P7BWhS5PVbZ8QyQzubQ1q9MzTPBhxmgj+7gZ7ZshasPX41aDdTX+9+NSiRlY9+s7J3BM979mzm1FwNpGftz+qxPOjRZcvYdlxxpGfPsrLRuuSOtcbMmiZ6vrqenFnbzIzZZzhbd/jZG0OMcwciOq7KmXx+B65ZiMa1DUZeCcqN6szuR/pP/jF9d8ncjL6OQbyNzfAs4l82Vke8fXUwY2aeuUMOd+Sf81uZvZs+W5/87UHU79bWnAkejvo8k7U72z2iYcwPb/OyPdyKUpA/WkjncEUOVua1zOZYqe8rQM8+u1PPzPhnv1vwXJZZXVd+tuz8LEH0pwHyW/aK3gYojpOvP6bfcA3eAfQ/OEjlO6MEI4XdMw4+Q7nPBNF9ap5/3IY+P0Y4dni0YihndVwzcvv1fSWIgud3tn2lzKrBk+YcoLDJndZWuqifUSEvYTTgnXYof5UR0ejptdtV2+sfiJuPpVI5kjMs9nnFR3QikvXzvXV6YGkgt+s4AMypjIpcxKfSBmWyIeMgFQ+B5UTju3FkBR2rAzX+uSVgaUQUHrZmxTtrz2zlpK9MryH7qcrCR56NRtvbdss5K8barT+jlvtDURAI8Gg+Mr0HoILedNFWb++TkLXXVMNPvtbDhEz+Fnx27bf1hf31AkAAoCjkWuBsgJDGTPOYYmS56XWf5WlGnkAwyqHxm9+ZMi0Jy6JQIqQanO6SLRx+MnB+njxv9+1XTBCSEKeYepX22hLe+lZQ45hyzRlbdjaYO3KYzUJkL+gZzmoOOa7iNEvKDG0zAbbs2WzQvGc37wQoGXbsuVV73QZFM+gFhCN8WT2zdUW/PfwS9wzMODtH96uOSVu3DShlgbaM3qvOvtW1Vs+hfpWWOxyqoc5ZCNzdAbMB7SiI2+v/DK6uz6/I1FdeO6+C5PWq7ubyK89n01frtSSP0HOArweNDzyOpC3dlz8r418NZuc8hjs3VmTPPpNPs8HzbF6SfgY7jno+rB1dt2P/3R1wL7XIp0leHmutDPt98rJj+2SOvnm4OmbvDkLutGHFp3kX7Phn7/DXrq7nnkGTLHvHnNmDu3XjZ89Rq/bXrWuA0JmMCz7MN/ys8A6gv6HCzs65Eb7PgFZvPxTiUhFd9nETrrXxCo96hsasIf3ZO8VeScOIJ6/mxafx3gRPya5bqm9emwBH7Sux0BMnCdV1NSKgBXbh6mgxzZjAZ0MNXWTAMQcfyjx5gSp7iE8EsVv/Ul8VVf4JWnlDw2rwutDpA0b+rlJX5UA7JluQO0Rybex2IogY5SM666+Oqnozhhmhk/XI39mgKUALyidkndjM2FG/9Yyv+ncGZgKyK9BrtV3kNsd6TJBbXA5rEDhm6XWbNBb50TwzQl8QlA/Ww7mJRTptREBBPJciMKq+S6NEEGWqAjeY45lCtGi4TbrNXGaO88ybUqJ5g4Fj5fVNKeUZnzw/aTo3WWjC/LUd6da6a/QuUT6tV68EBBhmA0JZ3f5eKuXYYThDps7jZ2nZ5hWnxExgPUrfsWdt8LEXSI3yrUCPhqj+kbP6LkdbL6iwEqzepePusjsB/l5wfMSrHViR8TvXOZm8WxjplZ58jILod0NEz2j82ue7+uOVGwPughmHvbaH7jupZvW85V8U9HsWZE57+3yVjj17OrcqmE9+jrz+rdRMfl/pX4jmPNtmGxB+NmTtvyPYc2U8RfNQZDvZcWT13B1B2d027NqzEU3iDvLxA8BvSmtFZj1Acb07NsYK7M6XKzb3M2EmHhDBLs2r/tnP9l2/Ap5htz4LPlteM3i2fXe+4a8dMABY8y+84eeFdwD9DQp2jcuvsvj0dMw4mO0DylIBQlfuHtzBszuC6DL/Z8AKDXdP0s/azfy6QP1cgE9mF+4yEfAROLD9qIUdQDmp28YHyitslNRYyhfYhTdHAakfANFP1jEBUN9+jAdXwKGqM/9pUDEeJoS8VYUBfUTltdK5EZb1OjK5pXzYrghf9rDiiaE3Hsd8960IQ2lyI0LIlFMmA3f2NRU9O7QEi/nzAueNKYx+NET3NHiSkrHl9Ovgg0Zfuz6vvDPbv0kAeBMIYtIKUQPJZ5NE2aSrQXRTe62KoHwHvek9XjABAJB9nUENSqPXAQJOp9CYxsRNlaZEhd18ZPUBCZTFsWv7Ih3lNYhu9X2ZE5DHYQui++B5PDJSaYiCV3KzUVjQ65oM/yhYuwO9AJ+9vo+eQ9Y2IhEkj2YDaFngfDdAvWvPRoHFHk9XndCztnTksLnL4ZyVjdqaBRxX8Ep4ZlBs1E9ZvV7n7+EZwYzczeCIAhhX+j9yrl5xYPNvb0yv4J8ZszN9xtf8Z3HYvBHtM/p3Zb38GbAypkcbevYDXe1Zb5OQ/X22f2Fl3T7Hv3n7seVbnU/kp5HW6LP57ubvleCfvLdB9CjflTpnYdevedW/ls07kS7KAukW353jeBd27dk+Db25wuKVeRf9YDBnz0b3Ecxu1pihKbv/DP/sbDzgiq3Zgxn/7NXNMF8dPnsTRQR3yfuzYdW+W0Ne8Jc/1kCnX8P6Qt7wHeEdQH+Dg6+mBF8PIwNv3VhzWG5U5Hf111fo99mdoVedjj2H488H85G+FmBor2yPWo3FAOBgrAykcV1iWSeuRSBTBgzl9c2RvuujUQSRQF1UUD6OM1IqHtQolcovl3mnbPmQTUo3ld7qiKRtd+sVPoNuTq+TPiGboa+LIQD3/ecIQsdwJ3+3EVl5hZ/0fYnhDTBM0FLkssqn7LMEnyKLmmhIfACBvKMbRVyX38naC/XFTbgLZMvrEsHpT0FbRADZtyigaLauYZkom2SdS2lWWZfgL/d/zVXC4NQwEZT2cx+RoT9sW0SrETcHE0uwmfETBZ4kvWR5If+deQPGOQBR9Ks8ed7ylJRh8Nw8CgiIRufAahi2Ii35AqfMTsBy7LwFiPSLr8o7JHc2zt4VYJ2170Z8kXbeVQfflUD7yNF8FTKnddbmu53oV8uOAqgjB+mqY+wuftzFx115jwKjdwTP5W8vcLqCezWIngXOZ+QhwjvLqx6tX8U5P7vhIGvzXZs27HVU95XNFz3o4emNk/V67rOnffAzDp7P0/Y8/X5H8Dx6vhJwvgozfqSZsncE0Xv3I11r6RgFNb+CH2sveD4HcXvvm4uzeq7g/Jn9s6+ud9Y/uzp/v2ENrtjFX0EHPRuo+CHZJm2+CP585ffnwR8d3gH0PziMFkCvqPeZ+Ed6fJYMPSHcT/sqP57pFGN8d06CI/pmFyyz+Ebw5YPni82Lwxx2oVFyiuC5L1Jeu16u+QRhJ9RhnvuwYFjubvk1no4IW9bDWBKpl0sh9Au2esd6pzyrclUDc1Gop732PaOg1oiyTOKwcHc92aaazpsp6w3zkwPDA2dlntapXpKhboMT5YXAyVAyeKnsVDjkGqlcPgZVBaga0yo6OiGfmgAsmxfOytgon4Ewht2vbBIzVLaGwXNBgHuqCOJlRrsP+amK951E1o6ZC6KD6dBsrLRxSwCAJDc4iHPPFZcOJn8aYPsOOSK/PrOxltrQb0XkxcKUGOkihQuhyADzBVuOyIl8xcFf/k31PWIHfdt6tBOU29WRozJzZTlv/LyOO7TjZ46umaDF6gmaUXCjx9efxVlm7dmZwPFsuyJnY3bde/aK9Viks2eDgSPcqzhGcrla58r6ZgVm9cqKLEXBaXtt8c60rzcHz8BqIH2GJ5ne6NEftXlHxl65psyCa5yW5c/uszp6OJ8JoyAm5+H7UQB/pf2RPd2zITLWxPLYgug9eqIxbPt8FMBeCWqu6pTZtCzPjO9xddPOSv0jeeiuLxboGgXJr+CZ1dU7MKtXVvBJ2PHTRu3N8azp4p25S9X2ZN3/6iDlq9u3EzyXaT/DuiCD520yuY+Gu+XhKr7eOsfO+XeOHTor8LoRIPJgvuGbwTHO8oY/CvzMkw7AqrPxjwV37ih+w4tggv39Xj0jJPyNFgKCB51/fK9iKBw8RwQ8jhZ0OSMwoIIey/ACY3+0aA7uZZCn27IQdR5EPANX2H6Zh7ISDhwhlFfjt7Io01z+hlf3C3qqbDDTklrivjIgWmPBpE8r7umQSrgHQWj0LWamS/0VukD+hkHc5HkKQR8Oi0jHc8FBoh0hvR2aRa0n284+lXHH2dG34NKZTy1t1GKg5Y8yKq3sUIfGcDHUJbPT3skgTGGw5DuA6A32JwAAIABJREFUbElpNxEQPYAeJBZO3L8g+p/6bZTIe/Nsz1E5ahGyLjmETimERgxV9pPA3htnHRqF+xGUEEtd2NMPCbYeOPXqSOU2+oKo/u6xfdrGhfUAjMSxWTvkHOnjdHq3E3SLfkNqLvC0V8/MvDRaG1xx2K3AnY7HXV70cD2zTBaAWw243BHIWw3GPEseVmBFzvl6pHf47/F4wOPxUNd8b/NmvLjCox7dWZBf0h7pqB5tGf29unpl7bPVMdnjrwU5p0heZc9s2eg6wxvNX6NA7RXoBRh77QLYGx+juhvuiJ74r1e3rkOfQF+hx/bNIdfrnX5b0Q+j9IyWZ8Fs0D7SQzN2STYeItgZo88aH6O0O+vu6RyG0UaNO23rZ8FnzO+r8FX8szObX747/Awy/UeCGbt1B197AKdR8CCg+veo90OH1Ru+BbxPoL9BwerunBnDabV+CT+DIfOVQe7Gm9mZZ/v/zt1ab1gBDjiwE7zzDU1Tih/qYKQPRCKfay0rfw4e6QUSlJyMnGQtopIZGTFlL0JrKzXPhfZ05GWCZ4QQfqa8Qo98NDdUMovnFTdCTXcoJc0IhhgEPk3avDUiGJXS3TZKcDaV3cf/TvnBk8KTvev9VmWnMjggDfgV2VBPfTaROq/ad8XNb4jUjoZrMsevsM9AkkJUepSfhdUnuKI8RM3BRvxjBVQWNI6jvLY+LZ1UltqeTOTjx+iwImOqzq6jGwAxb1WYQgDB+/1DKFq26DomzmjREFXJx8NwUuRQ/DuXdw5YZM5PcLCDFaH3zgr7vOr7OuQ6wfOqfynOr5SOnmsYqP4D+pm66tBgkvm9ALIHnbxG+pVJ5Bov2D5XHbD2ngSTOvsfwEuLVMCKI5DyNIC77Pu7g8gS59UgvV3P9O6vwMjJ3Mszi2/nFMdM+66OiWh9IZ+70xyTATT5PAvmrvanDYQ+Sx4YsvGxUlcWiMsCzNEf0yHvI5jh8wr09MNMMLxXd9SOUV0jfTCDYwcyPmbyvRNYy9JmdFMP31X93gui37GRxfpD1vwd2dwaLjcVxH0azfOanrtgJFOz+TNYkaVdWPUP9vR3hC8a3z3Z+4yAV89GmBnrV+fvrwRX9M1onv2M/h3V+dX8s1HdV2ICnzWm7oCrfdGb9wDu16XfFbINkRJ2ZEzpBjjX4K2OB0iPDhF2fVlv+B7wPoH+BgdXF+p31L+K6+7djd8JVnfDP6tf37AJON8HOtRwhk1l8FydQCdzOhmjXdOHCNiC9xIsi8Y9RkWttifPI0cbaPLR/PYhC+pwEKadLsDKO1lJC9ZUDNjKNj4LarCl4XG0fKUeCoxtG4y2OEn8gTQ8S2KLWc85L6OmBNU2IAAphdQqrL9SVnX9lpbgPorMdSEwtqM2k+h/AsE7YMu6BrxIpHt6ctr8RhYAkBsSOs68MfTzppgFuY0tVrhzcKwknTjqKVruz5Xs0u5o46ri4H59iIWZXKCRF4usTdHwjjNMpFOrGGUa6/BD6KBapI76uuw71QuqZitwqs4O8qhQkQsUv0q/iZKS1WmlCQ2SHPC/acDNUirmPuiUG4GdR/mEmISZQFC0mW2BCvAtXMPRc0LYOeFqgGuGllF90TPbl736RwGaO4JiswGqK8Hsr+xsW+kPW6aXP8uzuv7p5X0FX1eC+iM8M7Je1wbi5Lk9hZ7pgBncsxBtlJD0RTRnfxkNPVmIcGRlMtw7vMpo6IFfp/VPoq9AD/ds+Tsgqz+aR6/KW/R8jr7QnOnkHy2I1vh3HEf9G/Xb6H5Mb5zey/ds39HKXL6D+6ouvjqWZmicrXumzAhXD+8Mnc+Qh91g2EzaZ9hRq/bzV/bP3t033xUiPv1M/fxVYGQf3lgTsMOHHo92Cl34hd7w/eF9Av0PDqyUV3YyXqlnNQ/iHTvsQhf24N6WG9G/vnBbgTuVv91ZOwNX5eGZRlEmw1GeXvqMUX11oTiNZ8CvcFcdp5nfoBaurP71F96MEE+siCrgOjzIhiKZA2C2/aNFg7kn86zygxdqknDMTl5apO0EdBg0lfEiFAHyHtX1JKukfA5OWkRLsWxoOFqfFWI0dqLWJRNBSQk2tIugeS2DOZpFfINrMR4AKEfd220NSApDlEjJ99gNZapQkd+gDBrMZGQ0kochY0vfq1PT8XUk35U05FN6BaUKonNpbmE2GEdc6jliDG3B8LVg2eVYaYaEGyHR8Eu6JqHA0BPYFiMUCg8vzCpCyGQ93EUfVobtd8TPBEVRQfWgvQgbBoFkDBgdsLpHSyLz8WzU6kPxCAD8Wx2yTu9BIOpVL+3YKzy9AYLVmlfs47tsaakW7XNud6tq1t4ZTd73w51Bah5r0q6awTdyvEcBWGtnZjhWbd1nOpV37e5Ve3alzC4tV4MAKxDJkORpFMR7BVh53ykf3X9lp3U0vjNfQSQjV2RF8tuOqVEwfgVkHRbv6lwzU/er5PfqhqMoiHBlnT9bb44/rsdXm/M3onGHTau86ZW9K29W/s6NaLv17uqDGd/Q6tx0dX4e0bfqS+3ZNKO2XfXRxmVtPRFPrX920beS0BzpxhWZWZX1WB/Mv/Vlh6YZGq7WOcI9y39+dpetecemmzvnz5ng+Spc1StX40FX+XOnfnwKEAA9yqbTHw94/PgBx3HA6fM4gJD2JvU3/FTwDqC/4UvC6sI+XugCXHMO3u9c7BkTdxpMM/BlJ6cFsMb9HYbMK/gyNMo37KeIamMGnfFyvpMBcwD1V0uoGwD1WuPitadyHSwDcjoXFyUxnhYAcLXb4HlUVxLlk/m10W4W4TKIjRg0lyNath4II2LqUaXl7LAzTn4G0M9faPWDp1XVKILoMsDW/vWkyQeWf63fPNYhRBVEIPvGGvPiqr7w3cgmBxQdr0NSSz9xH3JBIm582hYkPI3lkj+T6BNti3AREGDdOEBgNxEEVZVxBi5QKnlB6tkepOP/ArigdyD//fm2vux/iqipIL8hQb8en5ycMv/bI6kDNOksRnm3YpOtDp2R6Er5Zxyn+JcKi9xK8Zf1nqrjbA89HkU/sOx4/kdq7fwl/QsgxhBTKvQjynuDWN6T0Ju2LomWsEiFQYWt6JIFx80RJe440bbjPM4dnfJGs4c/byCvAyqBS+kgOkDEqRlHY88BGAWeovatBH16/F11dmaQBUlnAuv2+grsBIyyQO9VJ+oIdjbmynIzNF115O2AXIta3q7I2yh4EcHVYHkmm5mD1AarrwZPdgIPPfoAoDgq47qsjujJT+SUHwXKZp739ECPH5E8zfDv1ev43XE+wne17lHfr+A/+0Fhd/WswFXfRAQ7+iTSZXfWfRfc5ccZjf9VWiL+ZTjvGh8r9M3kW7G9dvRPtmEi0m9R3fxofb3YXeQ7mN14MAtxW/ZtrtW1x92blUZ0XNUBq/y/Q4e+akzOwlejZwd+hjiCtWWvw/na9sePH/Dj99/hx++/A/HbYD7odMN8g759Qx/eAfQ3fDm46jBYW5CNHO028bphn9PyvJMNdzk57oaVXYg2/x27YWcdos+A/iJWBBw4mBfhWBDPM7DQAjYygF4zcFCokBCRJekx/nyzhOkTR8Hg23B5AIggpvZ5DAJucrErr7DRx2HJFg9innHexr8Wv5W8qSEOAGD9BJB+l1nSWgJNhwg8IXIeSYMIFs3KLIaXaeYeH8MFbye/2CUgkCiMFXEdk3R+i1xiRIWD3Hq6hJOgMiim3hQQUSkzXjJAWzEG4zWgX9Eng/jduiRJaKph/MLh08GTPsdeHjs/SZL7srcTROfhxEHRUV8oHTSc2yOxa6/e74HaOIMygM1iRKWfDkO0lCfUDPcUqSdSt7Zi7W0E5L7ZXnhArZzG1J5zm23tVYcRlXSC2khDrh7W2PQlz2H12SmpJBtUR0OA2EAkMujGwu7cfc0J1gu6jmydLFBXclXaHBrWG0KFjIPoZ8E6H3W2G4ycWhlE9vjdQebMaXmHI3tkj+8GzleC2r38o+CyLZfZxiv8GbXZBmB7eEZ8u7ouGTnsd4IDsm07680R/gjucupnPM7Gi30t9Ax9K+2ZCTjYwH4UXM/yR/RF+VeC6D1a7TNLq+R1RFO0QWOmzl7a1TG0s6FgF/cOvqifdze02ACjtB/vcJG8Mog+SuP0nzmAsxuc3NnUM1PvlY0bu3D3GJRwJXg+CqLn+PT13HqxZThtX7Ww6MIz9ONsn6wGrEflnxFEv0NH92DWXpT5d2n5arruq9GzA18teB7Zs/y8Z8uuxhuIAB4PagH0334H+DgAPj6KLwiB8P2F7O8O7wD6G74s7CjnnUXBjKO9QexkHJZaWNS9KoAr62T46sZ/NkFGeWZwRffWSfZMuLKIVX5vCBzrBVD+K+I3HASSCz8OdQyjqs1LryuO2lKD7cHYsQ7Oiapl3npFoj85sGWvU0TaU4IiwFCD5xUVOr5xWQ6a1XiTbWtJsyxz5Jg6arAOdODeccE4gGq/FhpdlaKjI63W6mK+QJeXqu+GMp2lFypIBPPKtTzBHZjAggLJk14gKYhEcQSqbMwouxLy9tRqRTqRXde3MQqgg+a8GYXLd+rSLWzj2cuSrXwBUP108IoaKo/HMDfXni2UQ6iqmpQKUYfIMz23k6wvaAuai2hBdgppE6MICdprmyu3L8jkaKqgfXaCZD4WLzAyYqpk7ezyMC9EH7QKyPHqrE7qRKEzeOIR+rjuVTlXnIIS02Bpn5SHctjxxgE3FQk+zUinrHfHiTUKpMvfIS0uUBeMc9LXTV21wHhf9lmHELTNF7Pc8m3M2hFtEJDpM3gj53SPpzJQdcnG6pTNNlyuOKVXbcyegyirQzquo4DhSt0R3VFQWdbbgywgOtocsEPznQEjy9OvDj3ZzILoM8HzGVw23ea1dGVB9Oy+R8sKzVm52Y0SUfB81JYobTZ4PqM3ruq+mfp28Gf9vao7d2nJ6pF9xrZFW+Z9nXE+y7MZPFfatRvEvgv/TH0rAbqs7tl2flX/2aztxbAaPO/NK7ZMbk9FDyFdS3uQ9izf74+NEVwJLs8E7Eb69hm2R8///Cxf6BXb7upmhc+Cr0bPDny14DnD6qaMGVwez/nt83YC/TcA+qWWwQcC4eNS3W/4+vAOoP/BobeQkHCHIby78+crwJzTv8HVRc1OnisL2VcvdGbw9WiacWz24GoA/k4DqNuW+k+XmkITgAw8WpQllw+gl8xnjKM9I10wI15UgPqXiUdxyk1FAlDjZsNdVskLP9mKlmiJMUEciTprRKlNLYCFk08GlmogKHAq1gCccJq5fsMaNeKglyCw4S731YHJr6wstJ1Vm++j1/qCYEL8uJIkSbBif5LUH4eMPo1TQ4CDureMPFlVS8Q9BA2N3T4QdY0scL5+ScipiUbNj36Bo94HTh5JSqAPwtdBlUJOlgCGfLMvm/fLg6YvfAbLdBp2kyVtIA5jHAFS62epeiwaAKha5zVJQNC6ysfk2oOxtlwCmkdY0+SZ7fJfHZPn+EEiUwPWwd50Vr8lQ/6QviAywfz6b9HxtkHB+KTapnmIdFgKXG+pDMs1AsEBzFne9lU+ICDmHiw6oj3X14Wiwn9QuJhW12Y5nQLrLfGpCtdYWRpNfqaPsXkG1GnZSFEr0Z38fR67bqi0geY3lyfJKSZZ8E48Q2j8PuebQms4wRX9XXcVROM9m6cV8UDuNT+a3jrdi/ZFKG1Aplt3CKVfWFAqHhT3PG+J+UvxXfKr5fX+ITNy0T6jOj+3fhC8lrSBlyIqbUB6OP2DnEENt0Jj/R3xqmHjYcLjkGQ70MhE+Yebq+w/jxo0kfOg8Nd6DeoMLG9iqdb4Ihkg1m/8GSbdbVjukWUrG2eGgbX/An1URVTkrzf1PtePai1h6YieDPqG+7YuWdLmSR6EmHR6MMZR/NW5Qua1ZYWeJLBNSSdgTTzAOc7QPwtynnWRfNb0mdPlRgG6Onq6ENo45I1/53NRX9U5kiFaVyk16NqqwekY1dYmd1yXnG+qbYB6bhXZK2L3Riqe9Um3W1Ki+B/cx/qBqg5Zm0cUkkDoJ4u6+dxnQtt9UFt0Hf+oPlEngNBjoNNz8pP5k/UTtL7melv9o0nBzsdxe/RFo4ccfTo/6kFc7WJpH1fz0ehANX7c9GYGUYCL7WIq12RpSZrbmilmNps5KYyGRV6Hjiq3MNavdtYdmXWWj/azg+2wRqwDav46/6PC0z5nlSvdqE6nu1gvm3SHO8C3ClfwqfYWBG7IiNwj7B6fB9UH6rkur2Wh8bM7JytiYhpc79l5wRhYl9zyKGiO4g3J3JSgcjQpWpVNW+SZtDzrtml80fzZdB6K+hIVUPsjmCCC9MePB/zzn/+EX//6N/jLX/4DPhDhT//tT/CnP/0J/hsifBwHwHGF+W/4GeAdQH+Dg2cFr1+xW38ef2Rpz5Td480r2n7HSZvPOFGRBfFnd/xHp5LuoOcZsLJrkoqD0hrEcp53fYXGSSXLiIeo8tpXknOOgE5TH5vwOomJK8s8Kte8MJILvVqvr8r5KRR+71ipl2LBQUfhUbqobaveyqOCvrWNWvka6G42JT3KTkPnoI0gbqs8dQ7y1ZlH+eY5+Da45UAvgi3r0tTUJtmTnCj+k2jZgdkCB80iroGmESmJeIkKxC2/Qr9axAo9s0XEqURCe5STwx4JrHmbtwEaX1WQwtRVHSvRmJGXdglUlwstY6B/pcTX3/pPDrK+Ga0jg9sxzwSPLGIlJq2DtZ5m18+inExM1bZ90jFbCEirUqfhkjy1WjXf+BI8XnhcpSBlawRkbxutWAh5EMCDCB688eRAODiQbecPiYvnmJoBhXwl/KieOFTUPMoQ+PE46agjQuhN3ggESGpaUBXZsQyFVWLU88lp1NS3DUaD/jx1WFmc00nLAbJMeaOIIgaFnPO9cJg49S5HeJ1UNAhWqiaCkR85xQEIfdT4oetkx26ubN0YARJt60N76UQ/LwfJWU4VNaSdTUoN8r9aNKHM7MPgQde2GJM9BNVXgheBSqjNqFshevPfCihdXewSpyzlZePXfEA64KHcNUAENUCq5oKB8itjjnEkTRPEKnEf80/o+5rdyptAioZVbUNN2J0xXQtQp7bd9UYyuYRPpS4s//AmJ95IJfsOiN9GVXR1NuHLW1UXsmqstCLbsfVP2wdV54ZIQejJRX4lnaNis/zMdnZgd6S1y7kMREhWCGGd/koBtX5Dsipd91vVNVTTSd5HBAXNSIGa87k1yGIS+tbaL+F8QK67lPSoOqmi52m3PhcGiTPHXTvi5jkVBmb+qIGj1kAfIFVaPAErQA2vp1lyvOSrPNf3tmGV/ik61pNH+SnoW5cfAZCkRAX6t1MXtYs+BPKhZImzmQepDBlCpPw3+eV+LTmo2GBqsA7whsaCzGIVkqHHJpWBo2e+dkmslAWNVO3XNs/ruTdvQrb8lPWsfQsYqw5Oi/XsOSTJhjivs9k2oeqgpo8B+jLlx75NE/QX/S/1o7aphKxLu46klMrsco1gaK/k+IC8TFa2ism/agS1qZzH+CkzM2g0T6wuzOyimQ6P3pPJ47xndJJe54hxiuLK81tdLIPc4Il2RwwoEyIq3Mc9Qd/aMobEnA7OfrD1nbjFHGPtDYsPrBzwlCD7ryMHTl/k9P74/Tf49ddf4X/9+/8GpAf87W9/h3/7t3+Ff/vzn+GXXz7gX/7lX+Ix+IZvBe8A+hsUPCN4mL3i725Yx2s1ZmRx3cePVwXRGXZeWZUFeJ9Ft31l0cxpV0vTnTJ716vRejBzsl46leQiqxmLDcdpbMuFksbvdufWMuc/KH+VhweLDUEakfHq2wWEcsGQytroYAJKYMVzpMN7Llv5Ihw4CG3notpMgLLRhqSgP8wKktly/raG1Ff+SYdyhKSzIiUQwXMROEdxH0ZSBIZGZZTS6CKfAnzqHlEEz4ss1KpLAmNpQXRSOFVQNFvAymbYbq7GsqaX+Fnx9kf9ptGRq9/v+dZ8AKJgsW8aYxYoERo/0KDyUo0v1LkD8ewCCmdDkOgfUZzVgtwhrFkYIBX6AamEUSTPNXt1mpSXXgNMtXpXfD5fW7RKJ3ShMZW7W8T+Ff5zAStPRbEToHZ2f+608hToUN8W3ZE8VzxK0PpB5ZQumtfImmrqmKooZQbsrLwbEon6VIME9CD48XicAXSnA1ixAKhPJBS+dfwTBoe3BTS5NG4Dlb/HoyyUCQ7yekQ7CWWwvOXsj13Te1E+jHJyNUZ3K4XBF5EiZaT9fhSzWUDyY0Ul9esI7JhIn3ad8iia7RhiUM0q1Ak5j9DzA29exTpIzlyz9fWzGB1R2ps2u/AaRYFx8LwH1BygoW0Z11/zUdsEMXbWRbPQOK+8dYEpl7+NMzPk4y4ZyFeaIqq7xP6CqzcH2kfWPlJzgGKDW2F49KNqJd8QAfEAPIRhaeShWpcZ40pk4hK/ZI2xOaOfS9WS5Q/4wRIWlUErXDYt2O2mdKXqJzs/xdCy6NeKWtVn9bSj0hYI8royES3Kbmy53djL6snG5ASE4qt0Y8shne31E1LJfBFblnouONsuWolQ69BNJMEnjUfRE0IyH4oH3TFk7agEpvaxmA5t8jUH4yCEGyDividLJb0nRA5d0AdATTGgnMdG0hn1eZLPGxjJ6GzKUX62rPrJBNWg9AyqH4Dw1tebNNHWQ4N6ajlnu6U1x4ByjGkcYekZBTIyDc2uO4JMpjrjqFgBjUtCZ6AdZ4q75dGk3EPwph9ju50JUi83tFaKXKUuqc9gnxrRMlPW+oOokzfP5/EF9IWPdJ9IjW/pjKBn7szIvZcDNOkJjiHq/nhtsjan0MNcJMub+uxma5M/wmf5Le05O7fHRD760lHqf/z+O/z111/h34ngn//4O/zt73+H3378gI+PD/gf/+O/1435b/je8A6gv6HCM4PnfP2sIPo+Prtkk/fP4cerTnjv1PVq+nr175xAv4uez/yEQPteFf+JnetyMSoC2lh+1XOT31ojEh8HSVWwNq60v+rUEbLyTCwyoTgh2PEn63QrKF6RJCuTitdb+nZU13aI9qBK02gkLSivOIoOom8ejyaLps5sJ7i7QQTAAxCPegK9BtNVn0QmoHTGyCZoAzRch4nqvTNN9A+brSSD5yea1vaBwT0E4xZoA6ARyQ6LaJWcocTwJq5dRnmlw0xFGhLXQkdluBIbPGIKzl/0CUEFSh4QghOnOdTmg5RjmYH7n6ssgVuK5elc0MhXYLYnuyDLu5ZFG8EA+kF0Qbhcv55tkpS35Rhyenlcxw1sdPNIpOUcVWXubPmDqATRWVzL65WJCuKCnHdyiPHLuFLZUJ4X5hEC9wBBOXH+IHg8HmcA/UHwKOl13hAbpkjqdYHPKSynl9oYQCibXogSmUuaw/8KHdPwwmTH6ck0K6JJyuaBKG+Cz5WLS63ugI/p7+CgiTwu2cyrMziUWUDqMhwuSk1P4u2C0AdB0iz3AwvBP+nK3Wh+LTrJmknKvkH9fMvMlfZW4iQMP/9nmEUiYBXJyBRttmx/fHUeT6ev5J6Z9/dnv1geQnxdlppEnsgS/WuL9Z43GxsBDwJ4iCB6UKDb5YuMinCNRGqmjBXVNICNwk6bleVSzpkyACB2gJR87b7bryBZJ3hNhqUdXUz6n7g2U96yxZa0m2acLg/omZofs0wD9en1MDU6qw6lrMSQOq8nUeF2/KjiEEhgbqgFl7582pXJXJ3nmYCtOYaL9gpvT2A3QxuHbk0+KLOiFgaP1FMsa2T79jgF0cmKPXL6edFLfkwP9EV7oq7MLdDFuS1iOkG5JZaA9SW5pzwVz9Awu0FeFx0Ll2ZnpF8MTPpbpmAJhTJgzFWUT197Ng+4mfBvUtq7822lZzDnxjUvCmDK3xU7/EI1g/qm5us+xpJfysfYeO3h//H77/Drr3+Ff/z9H/CX//gP+Ovf/n4Gz//v/w7/8/cfQe1v+I7wDqC/AQBgOliZQfvOBE7l/1pgZ+nn0r4b2J5Jy/Cuvh59FVZeTX53/XcE/VfpeeU30gFRfL8L20noUg//yhPi1fB2uMDZmVjKiOPGNSDgWlkDqhJf4MEjaIER9U1M9grwiXd+RbhePRF7pjjA0XF+uAOWJNdsZ3ta0KwhcrZ5bbBe3Gr3jVxK8H8txZvwIPql/FNvxYldPp1ztIA52j7RxRXZtjpFT4longZ59cpoGTJ/VHieSfEZPNc7mpV5WgNaWH7LInFyXKQOgrolG13/+f5qxLKMRwFbu3GX6olYqLzTmXLje2mtV1bb5yV/1xdypvdwXYRQbmV60H8knp95QLGNc8nnXE7vbp/T36T/cbS1FOsBaPLPf3rOaH0qT2xHJ7crRGKAUB1XXKfrTqnfVFlUeVArsaIaT12o20tVbT5K2hlAL+P4OER5vmi4rf6L1DnwpgvJF7HJQPGMkYpNUpG+onoCsTa40vgM6yvSCYX4SpOkT8HieBR7neaKV73DZeMSQ3yk29nTVEOQg/VKnlEGTNJtQyI8dn6yerxTr+fhYLvByD6k9KaXUdMSDj6ZscwUKXryOIQQYK0fGzpFwAAMD1xgJ9DNjm92vE2VcYR0bjPmrE6qtng6M/aLRdlvWxvwZCJtyj7E6ZOFlyCS81O7n2+dYXtClOjYm33o60t5n+OP52pNk3nFuUof0FDnt4FCJTVYZUpLFwqDijHV7ddoYzKIecrqgYBEFP+ELSD9TVefJ/9Ux9mO/NMKksbxKOzY4LXOwZk5Oxy6CC2hvfy+fDb9cZqxdDWNrlvt/EgB7qZ/47dXRaOmk/xk6JsYS8zOka8Wmyo3x6i9WWWSdAR1En0Oxnln5pCeSgnLs6imc8DIPssqaNo5XAOkBOW6eEhDhk/WGQKCM+5WbLRVg38if1d6puq7OEZHKDJhGmVx2e3nS0ZlBg2P9HFccYekBX+SwnerIfdzwpZJOz94iB7w228P+O233856jgP+/Jf/hD//63/An/9Ou8NCAAAgAElEQVT1/wECgOPjY6n2N/x88A6gv+FbwGd8u/sz4WoAWr4J4Mpr32WZ1SB6D9dd+CzOq/BSOUOoQWY42ilzt7CXgZoaeJVImHh+1AwtNHhkAF3VZegCEK//jOoq9SlHqfIW2AB6S2rfvTlXVU0GhCwQFAPVp0USM2Prk6iTcdvX2hIRoPjkOcdhANA4286bGq6Nguhi88D52nYdxE75L9okL9CkUd14IVa1QhbapouEY6S5yoEyeWLVZAK5EKkuIOImI8wuUyRVvoR2WJGRHQ3UcJRILtl3k/GlqEi+JtyuS8IgV83bkTJ3ihdqrOPspkJfIcSqGU1OOdm7vABeW2Vn+jfVyxQ5Oso4rieF/UYGKaaN8iZi3brEAviUU4+H+dnGVbvnTUj8pg+W9UZ6GeFUgtLY5gCW6fr9Mf4ud3fgNqdOBryAljTQQ38yQre3vRHiQQDHUYLnaTCqKGfBA9ZhAKdcsnalyptSb1N6TEHlxXEAAH3Ax3HAx3FuCsID69wiN3pVOSD7FXOhi3s85I0RQubUXhePUI/TGdui5wxLyOo67Wx5eWkK2LIjrRkFoFZ9ah4mWtELLlIvveSJWpYSPdGaQDbHeUnf2kzqO642mUwTbHtme6DDJzXHJ/my4h3alixZJ6CmtNjYdqabCqosyHmQ8fi5MSZSTdJBuqU5RLIOF2x+axPuY8gsW1VJ6lOeksIZ+kaIMMqEHeQjfbkHFl+PizKdwb4+1229XB3m/IaeLN0bQR6/GT+8SXU4V0okZtzqvWwDGiCTr1Z/rNEzO+S8oXDjEM/Z9lX4HpfgCKRBKGiEXdHI1MuxMb7T2dM1JdKdMllLODmDQPdM/ZZ8TZ6Rvzz59XCBmGgN97Qa79Rq6zWj7ddwfQSf3rcj/T+TDp08Xr9niwUuYNfXfYt8ZCLQULfG47MPjSuReZXnzh708huCHH0d++Srglhn3m1/5IvRhXToEXUDv1/SPV9cBirs0/n77z/gP3/9Ff7f/+/fAQDhf/2fv8BxvAPo3x3eAfQ3fCrcGZD8SkH0V3wz/CoNd7xO35adDXrP1nk1iP6Mfri64WAWzjUeBzeO4n9rXkO1BuTARP0reRCEIcbBFuGG5X+wYBT3mo6IwkOvB7jOQass3dJ9Vm1yEcziYLoKqnD6ozwj/WUc61slcSf9e+aLgMqglqdo678PgPpN2hqTEQEz6bAtDaXSzvaDrV/Nrww2gSsXgd9QUe97C7YiFz4VC84WoGssb988j/Y0NEcY92I+btESHdIxcsqp7mp0in5EkUBldYllDETUxYeOHwBKShttw9ePs5PKOTGoLdCFkPLwRLCBYNkStWTO6/WXbZzD2lzC8HiE7+aterCNO0N/YZlc4NuT5xGLOJ9vCMvjmbG9DcHLraIRW+D8EJtVsNZHFfeJogXTEbG9GrEE4QnNRgCIe6SJe1s00yiQLjYIEJ2vRj+D6A8T7FetLlcfcDyYPwqpGR9YefEj0P28WYYqv89AvkRa5w0EOAABDoSPjwOO4/w7P01h5idghiOEn+JovR4zc0p0rcAANKEiELufwCvPORjpMbRXI/zo5y4LWdMxyeBoWIGjU26oP1iWevkwvhs2Msg442gKREJPIlFZFOokQGACFzZ9cD50IeFqwWvZayEnoPpBeLKdh7hKIHEr9CI/C7vEGqYm34g3W22GngE2qFqMvqHN00+6BHQj6inFFCkhDPjox/+8VbLWJyO9GubD9gxdjkXEanz4VlImYw6/FvxwQydAop/b/C7tHWWf7IAYuzGGhGelhF1rVVoJAJB09kB/aJZG+kU/mpKxhBW742jV2g67NXjbW8NLKk/rSjJ806iQ04O+V3ydbfhq/quayRWfx5cNnS3oGqx34FmQINGwsw8nytLN/NgAJ+6D9Cjvmn7HPluV/TpnkWesTn2FlOAXc08fzDoyM6IDdajqyei27U/sv6nz0nNieAsoalK9r59cFX2H352CsHZRp8bK5+nF0JigSRtlGz5Rd4xhdQKbT/r99x/wX//1VwBA+Ns//gl/+tP/9WViUW94HrwD6G/4dPhKge+fAWzgI+LdqwLUr8D5DBrvgufKrgyuxunhIwSwp/3OtPP1n/V1eTVIC6C/Xy1OTUd+meq4EYZ7veYCumx7anCKIG51vpTAEbJTRgU9Sv1EAI/H6eB/iBOM4jSjdMbZIJe/ZidDC8qpx9CeRfYsFX7wr2yfvK7p3K8HApbXtzMf7ecwMnCbV4L00KFVHtYeU9H/aDHY+oHA9IfJyzVykK6uTyshCIjtxEmj0HrB/fPu17LVaWRBs1zWqcClX1mQLVmbSVacRcCYqSKPUpKinHjMGMEgbPUi6eC+3YhsuA5BD0/BjF616enmIZuv/Cu7A0ugVAad030FdfjpV5azI1C9DYFPRYORz0ZIoRfq+DpPkpcg+nFIV1MtL19Nzvd80pwD6PVtH0TljQ+Qd4fsc4B6MiQeoyIwTuXb5iWA/vjxaO0u6VXjVXEqfRvxgqj5YbHpI/3mksL70if8enh6EJDYRIFYqwXEo25K+Pg44Pg4Kq/tBq82wuWmmwDqoJbenzN/+9SE+TyFzG+RcdA8kvtF54JXzwMEszaZub/XB7KoK3rZRxtA1j3pLXfUfbny7966h1H2UA+KkSkmMWUPKJoCZ9ndpuFXWCY5AZXaM0qHqiM0l80TRM2yUVsz8RrZyjs83Bq7ts7BdrtpfdKfs0dFNkrPFVTkztSC5rfdbdM4UdtSMyCysEyOkcJ2FcRGQtjurnk34JRz3ttkZR1PQ1iC12xpqVDp1hJk7uvDMm5I3XN6az9FhKV2xfC9JDMtWIZb5Nog0RwrV2aB6k+iy9yUpjOq3ldFHFghuGasjGHVBrM52z/XwXXwpp7eHe8zuHvAa4f9JeXtsNLibf0+rGTNIh+ZClpEaFhgvyusfWUrN7nFuruB1cmWoPagou/5FAY0PFv0dPX3WxljUQqZnCMDmFDAk/z+wrr4a0GH7qSDf//9B/znf/0Kf/v7P+B//5+/wMfH0cfzhm8B7wD6G6ahF7j9qgHOrwo7/HoWj5/Rj1Hwr4f72d9ofyZEQfTRJoeZ9p7xDDxf3668k4FFhFi/n43H0Zzb5sQfibqRywkc2nlpTrCXoCK27JUGGYS1JyLUa/ltPZIG5oG9t6cGoRmh9Hic7eXgOlI5JYoAWPiQBbQZ6klIMBZ85J6wzjOxZQDRty+pm/vJvbZdpEfX2bPMNSt67mxicZawzCLKV1lDfTa1kOFAtOo2I9eKhtMV5l5xHZ5AlS2g1hbbn4y7BicB+JWP9ZXtOhyd1NFoPH/PemWwhIqMIBT+sQsKKdkkLD1dAp8KnotfUUrJT3EukscKkj8jEjgr928dQwW/7XcVSBb5QaS3jQRR/3lHg9pw4H7bJdfHGzGcxkP+MX1H5rMk4XBv/HoAwPF4CPFrbbUbRs7NP3xqm4PpYvzymKpj6+xbDrZXzxR/yxilqjGOFIJwk8CjvMb9UXRhDfIjt9W80UL9cf4HEB0iwO4lR44Z3sTAAf22OaZWCsCbgPCA40A4Pj7gOI5TxwVBdP5MQes5NPcQXO8DMk+j5yA6Yqz09J3LP0AwGYh7LizQkGSdw5Dp9HH5aC5R5o5KMHXMOAHrTxEKYeO08lovqU+SVCIDoYLJ9B1g02iQ7WXWs2CtH71lXjf91qNtlD7MPBqPi+N7Jb8XWasrRrphpeKRzHdw766tIvU8V2GYzmNcrT+D0nfClF27kN+JoCmg08etU/mHxC62JhgvK+OtW1Nd85Dnhyot7bKmH6W+b7YbKzu94VvbdtjSB1Wez06dNJLOCJbEP8k5z+/IcM2Twgx2anPZizXeS7dr9QGEbRuqPZacXp6VxDXt8cwDEHtbNeZasIx5KHxyIo8omK/RVrU27epxjj5DWH557uDxMVVoqTVdLFXau4PzDgjsXuyk31Il9dsU0vACEKb4LS2OfFCiqhDMvDbUdwOENM4QJ6/awKsQFv8K696L0GH3gwj++dtv8M/yTfQ3/DHgHUB/wzbIV5vulJ09afnd4FlB6h4fv8Ip/ysnyZ9Nu6Rtd3PD/TQigHxFMIrnIg87F+QrwO23ZiW+hoGdm2KJIuvgaqvjAgDr9uRmilb8dbGN5X8rn4Z2cy8DewhgvpkMrZ28EeA4gBCBHtROq4uFCcpNBSrw2lwhtZ7WwBO/cH7zmTO0/HLthhZE9w1X9wigaPMbEBq+ZwIHzY/jgPaq8qOe6K2QDgmW0XINprlU/hGyoYPnjAOgfvTPrXLkGxEw4CeIGLx6+XylQQ+dmKfN8YZtIRgsCKnKJFXaHOk2bsKnr2tNDbfXN6RlPXAwh3R3GyWrjUvwmylI3NdXo4sgeltHSP1US8V0INTAct18wN8EFaeIOebCDHTYWKdBGTPEtXL+U25bExM8gtoHn0ou5eppdmp4z0p5cw6V76GX/i+0q1/Wf2JjitS3KH4zO6jynUDtHarDxejS+iaLo50APz7Ob5EfB+d9wOPRdJvkmx03hQvwqNf8Vwgo803bCHSI+4/y2zYJkRy7KGTG+nlqd3QkuxSXkpdlq9WMnMFDVRvNZ0sIsoKTtd5hN27MJ0ERHGUAgJ67KnyqxDnBiS4rKCkIq2zyrgrzI3EfEmenQSt0nfxhuoXZbpVj5CaUl7DwfGIeVzJ5s16WXhCQSUzfWBlRJftiLFRZymyGhfxWV0SDKBhFHRwaqHubJk2sU4b2xJIK6RfQbz/a0k5LMJov1vLLtRSMx4PFlnShtlXXqUvpDezqqWqmodnDqoouw4XhzBjsxiNx303n8lEHWH3dmy7S1pn+HhZAVS4jZxpmeCkz2HnNZe/L46qd4pdKM63E4Gq6yGxCB9dEmYGd17d+FnvbyGaEcVRvBjQh7OHGxYg493z8dG4zgWgfr78TWDWzXPkJW+NOCNXvU+tP9EHyIB6/IxsktcQnYID/5kNUvr+vdcCymW/kedq8TPTBSLcsvTlknqqnFn8KrNrxDFb+dvG84dvCO4D+hmWwr3HNXusaOeq/QiD3M+GO4PlK4NzW/dm8f3X9r2zz7XUhVCck2sUuBzHYCSKCxPJ14KB+yzdqTSVpIKD6tqyjRZ4iNgs6E0QvNYToW4bySzqg7V5xbAObRCXAKJwr7QL6GwmgWpg1rCnws+tDrT8sHkTdZscnAyoyXvgiguc+zn6z3Jq26D8APBCO8534xXY0wd3EXrcbPCTV6sWOrn3mYZV3atY/ihxRAJ1xZKfY5eJDD5nzQnaxpM/yXsiivJdntmUQXVdPNZH5WqWVTw8bsM5U3TI5Eh/GkWgd5gZb2B1NbvlNBUAgAugysNx+eUMJqk6K4Gw/8gKWs4sFuzyrIRe5rWnY6ERsMnfE9fGp+vp7Eu6D4iBOVnObRQC9/ULr7/LLOhmhBcw5II5Mc32udZ1840PVwVKPsNyWaLIeh8zs5qIDHr9HCZp/fMBHOQXeXqVe2vf4AQ/5DndZj5AeEn+PwkWqtZ71QQmSHyVIz989x4+PFkQvbwKpG7Gqfm/j0i1WEztpRSO2USbFHuvcMI3zeoat3J4Da6fB5gjZwzhXNNb7/pHPoE2ELJ3cE53VKHdWLEa5krlPPWNmLskDEwmeDDa6gDp3K1XbzLrcgDDDcqFSTTrpdIPAlR/wz1HVJXM0NwUIRvkHdpm3d420BxsAc1qykWJ4mnW4OJ1LAb5Iz47Y2QWHLqW4zYUmb8regVCvDjc90+WIcnLifmTbJpZ6a7va2yDM1G1YR3cOEtL2D2CaH+MCLUOxAZQs8LfPqd2juVfpTIHoYKVT7HRBjeeOpIDOmZPSCupm9XS26gLbrBrnsFKLYDyg7fznCOm32Cw/2sNoPRJTqp7O83c5YZzr0pob1XrEWZjG/BhNcG0d1O+gWZdi3jQ3YedgonIz7GrYFzKLCtbkJ3sDRlJ+tbtpYfxH9QUPd/Ft15pMMPMbgvvyOJxfbU5K8kyNRT93d2ubaOPItlYlg+R+/Qv1TQ3LifEx0u85MWuyeevidK6Om1fEBnmCO10v9Z++4fvBO4D+hiWQ3wWtp8lM0Hx00vgrBHK/A/wRebjzqvefN4iOxv+H5gerVahf2wtgg7oaAxpUHSdjZPARQDuJztmEM6xeDxyF1qIVgXPp7NPFRB6C4nQRr5a3AV/ZNg681efasrSnfdkax1oWKo9rm20QfRYCfsl6nxk812Twa5cfAI8DHscDDjjOU7lQvsfNzI3WOPUfc0/nUlbvkm2bNdLmIYDaKlwcMZVPMoAu+zcIntu7KNBbi8mG1BUggdq0YXDL771LJ5laQCpHKpprqtUYqs42i1cotiztjh1szc/i6dTIW30I5TX3wjEp8dRgMshXiLc0xleDyANx5e/e83fQOQDd7IVGumyr2FtTN1xwQLoGqOuYFEt2Eey3wXF6EDyAWjuhPVevTK+tPPuLN/Tw2y6kzouC501fcFtQl5ObV6ouQSdAzG+SLax1t08LcLD8+PiA4+MDPo7jPIkuT6DT+S31diL+rLNuLOCqsfBF8lDSwPQeB+DHIU6bl4D6R3ku5iWS7Sc4Nz6JDo9UVPWtSLVe1AMx8zMTQKgtu8mn4kqK3phhO3euIu9aoHfm/XHJufJJOvYyoEmPs0C/8wHckRNW9mp8nWjI3Kt0WamUVT9tR0R26BukTxXVdtgyalE8xpRjC5tr8ImUdXaZ7t1i19COCk7MXsTXy6/sOhQX6vEABwC0WalA5Mg19oCj3KRf1iq5AJX6y1yVpkOz9bIMHSIHyUl+Q/SgDbZ8KyTtJxBdOkGVmv94U2ZY0Qyaaejq4A1YxmJZ42w43rDID7T+TtPFrTpx6OoDkMdyw64P9Nns/EuN0LD6ESCAO7W4BMXuHJYfKua8Z2d4Nm+vxPOESR6W34buxib/IKytNz8gr70khpFC6+tMCJZ8IyB3t4BAkDzro/DitabE18wooz9XB92oLqtTruKDu7TvAgzkug/zFIfza4hulKfH8IHOXwRPyXiMru5x6tu9coDFBZaXGSvda5o7PXxeIcROPQ8qvWu+6HRwzJ+Xj+g3fBK8A+hvuB1GQc0/YuDXwugb2RH08qzydDUQvUPvLDz7e+fPkLeVzxdEeYZtLg6YEi7SczLyDz+Pgkl53ctvMCiLeOK6LCESTxC4H51A5wCT/PbdBFehnjqmM4B3OsGN9WfaoQLoQTvPNat4JTnz2gS9VHsNvsTuzVtiHEcRbd2xn/FXBZ38pibGeRwADzrggAcAHeWb3uROv9YgagnqOX+DuVenWqVTEY0MWXoLO+or3IrXQb1lAZq8y/qIoNLe2tAcWBGdbdUk+psf2wA1CPkwZc4CqJrCC0jJetkLOp9iXiNUbcqhmqzLaxp740e1H6X8BGPHLqZQOijQlOfH5MravQimq9lXpNgpA8/y75CfPjgQDgyOfVD7VrfcBPB4ENBBcNT7R0sDavJGJGhry2o51iudpv2sh6o/lwQOOQYK76TurrrcIZT8FbRQC9gffOr844BffvkFPn75KCfRzwD66WxuMnyqUBQL7Cb8cqzBgYBwAEB74wfXd3x8APLr4o/DnEBv30CvQfRG+FkRRQ3stL0DUpba/GCnmzlbIFW3llddaqInkw0Ks/HYnmvDFEy3JygyWyyb/juFd0w2VySaV1hKhM7XLuqwkCij3jmia7XT+Mh56PLrmnsg64/yy1q7+AQN+fCI29AR0XG9dsbLMgv6llcJk+MdbR9exhnhExImcaBMtlLYo0tS7TlDJkdK5nR/TUAiz5qmAYoRfwd1rKiNxqPOmiFNsPY6VRUxP/gsRqtz1sreOCtcl4UUQcJv8umnnej1Nd/n6SfCc3no9XejUS9iRuq7bXmdtCHMRvBlEOvhXZjZtOK6yswJPVkYp+9I5oTeuopjtWiCDmcydbP0jYDuZ4dmFGoXFhEE6gn1P8PCw3np1W0Ky0fQZuQ93egWcRfxjfDfDLXvncJO011fq67xOtv13FD/aYGsm1N21a0r2p+PV9XzeHY3OYICq9K9PBpMga3R9Gz9bIrfaffEdfXXP0+v/w1fFt4B9Dcswe7rw1fzj06x/4zQ+8Z29E342fb/bBsSrvTratlV3syeaJ+tb79v8PwfTyO0okGdRzvjzOnzIQ04Nv5Q4AYIHBU6n64rWCpZR6G4z8Z8O92rHS/8PeIW7q5eFW/VCAaOFn3qNL2sr3QIFnz8q9DbpnpMCewtpbqn/A3KM4DVnE9NbgAOAiA4atC5nsCVv7yoD3ZkWl4BGX0XxBp8QUkv6etCv/xzmzUMrUQPgIcOoqtKTCCfx4506nkeiDewGNJrcwiAT1yfXjyqmaUzicyvxmXaJ6POAGC/GxmWd7etv5n/in+147A6vgilLLjmJiDza0dzC4rXJ4YmqO2u39TGM0h+Bstl4BxbnogoIce13+ikrgbT6SGuSV37xqIXWSVWdLad223lR8k0iP71ukWPbKHXReAd8Ch88q9u//j4gF9EAB0PrPTV8cQTDPc7womT552DStgcztPiH3xz2iocrD/KSXcUAfSPX87g+qG+gX7WWZ3KygPBOl4wVav7DjRvLxLzVSgcp1oTbFY/RUKl+r+je6O5T9JqLufSmp5bgeHsMzM93VDeZ+vYUfXfUVt1uqsjUFz2TnWzVle6gDMtTAFnd1gE5i7xTs13B2YocpJiNO1i1lQJHuhPYwS0qDSTURU1439VPtN+GEA4ifTyTSY6uwdAGGECGuFSG+4AMZIIRRVLVpir0KFO1Wlz6Pa61JSvgZ6dIXtabmb6O+grM5BDm0d0hGdLm7c4X/d0Zgci++wKrKHayd2b69pDBKk3fMYux9j8FvcKDRpB6otrO/E+CXqz6UwBW388f6gsoNcUYR6j1wbNVFXG84fW1Pk35+W7uTqVjKlZgkvDoFu9n/37NXt9t2IDMYaefO80NrVfJgvuTsu1xqzglLES4ZTj5JJB1dDkt0JtOE3WL5jAZjd+IsTUDvWKVbfm3ucvGfxyMETo9p0vMtVr237PhOZbfjshhr315N7wuCZbP5dUrsOmwilwfaZ6w88O7wD6G5ZhJkgYBsI2gu0rAdOvEEgendR235Ht0DzT/pU2v/I15lGdr94Q8cyT5zP1XakfS3n5ml/v39QP5Hd2o5p7gfTo0t8mDtZhu5NFZ0APv8655lWk2QUpiafNGBKfz07qwax653fVr/5FhRPFc1dW0RmDN/jXzN1u8Dx6RqUMsmPjdOKeTiYE+jCv6oboVzjKHZ/bz4nizCdfh90jVdJp+XCy2Z9G5tO7tVZebBG/kvtRX83d0rWA1eCy2IAiaantJwJ6PM7X20cBeeVZwDMPFXykEjVPwTjB5DDjNkqmSVQDcdFvSxB8lJUpVKd8NOc61leWKzk3KqO+mUC2i8rmFhEoZQyoyqPDV4PkHJTlADoH1I8SPMczkK7HI/OJA+ik+xGgbRKhU0Y4aP54nH/OTSTxmoW93FhBD4IHPUrXt/pr7FrQose/lEPmSeMXt/c4ABAPgENuKuAg9gd8/CKD6EcJcn/AgXhuKAG7OUCMHxKB+gPhoA/uDaCjuULPLO2b5/zKdvUd9I9fgte4Cxnj01/s4UYWpDJsCt+w/J2lesLe3gpRT55JHTU1Fbe+dnpe3KvcFnEtm88G+gUNiUeJdJmTZ+Va1dnhyc3mlp0b1wrEjzNzSmjJAQy8VkGiVaNBxTqDNY9kl2W2k5rDjH0U5c/oGYDlU3+eDXSZfRAp925eA64R5PvYzO9kn1UDLvacDvlk6UrlcEopjBFNJvv0yIFHQdZVOgWPeiaimzBN2V3IBLziTy3i/mMKns0RYh5lz3uP4n465dsQSOJTPYGZWJWIzFdVfxASnugQStowV9A/2JWBfrlAtpUuDRQFRd0frA2yusVcbszYdmP7xVLRzFdbOKRa04XzzAz1A0AacczUuSp9uOeKX5l+r0skTTypQtk351me/VsytOpfFNjJ7DvDYB5mOlNLZGwFzEO33ALSmPJVqpr9ulYU3ZWjpy/IE/WZAZF21SBDMmeqjTxFvn12mqY3nM4WFO/N5v0k3jx11H01E7XLqBCpC6x2YIw/sF+Uvu5SE6as2l7xvDLJj4Ucu28eE+dLFilK6nNr0+fCInUXsV+wtd/wh4N3AP0N23AleGsDq1eDnV8xeM7PbCDcXr+C9s8InvN9r/2ztGWB66zsz3vyXGEpgaQzcNKeiqtoATxYWEeYJm5FmwZO1CRx9lWZdYcvB/9Men2RXgmSkP0ee0hzTB9GJMmgCRa6veex0drBH9HvgdvTM3It5klrPcpTvx3IgsJB9HPxVzf58L0I6oSnzCwPSzvCALpxnqdgfMsI4IPnhzyJLlZmdNb/4OC5eE03cEAVmkOsbVARQXlJZWnDowTQoeDjzmqfHpD0U+FrqbduDBEn+UuHuwUmEyf/JO9KU4dcFIFlGcREDOQHQJzWYXmn5lPkR4xP8ps5yif/gXmNQKK9NQA7o7OxBc8/yknmowbVOZhsNlJYHDV4HrhmRdCbT6Jz8Ly9ZUDo0oDmipuglH/A48cD6AGnnBRePOpY4LyNb/VHeBMqn/kPEIgOOD4AED6AEAov+BvnLWD+CwfRj/N0+Ad/jxwRiEoQnVqfNH6LNh4I+DjOE+hlXPCpc6YH5YaGQwfP8TjgKCfQ8eBxWqQJWXxZ2Uk56kGUxz9jXc3fqxfNG4PsA9YN7UYktwlWaXgM8ti6zcabkw+iPRxEVwqz5CnznNsAkTlcZlm7C4smTjSCqhhso6bwcpBzro46X8bPzRSlK1IyQOLfcXXr0OarcZucVScNn+Q6LuvtItD2AhMl9Vx9ZLhBTc6pBs6LAM8yJmLwElP3e2AfRdxr6PKsVRqy4nLzYgTrDuHZ1hn52tJnge3e1HWSJ3ocCnuZ0ewAACAASURBVLqwjVs/NhtZKDdx2r/ZFoxDyHkpJ23uGZmi9GYAiqet4BwKcnc9Up0WNJWcpPTS++fzR+JRN/B1xVFPSATBuFEkTpwyXx13FR0LaoY/kVtVuuUhn5LQJxnVEk9fjqRTc5zY7pIDTOARJoyBe4yUZ5o6a2Dk54555Qa4SkVbG25yGv3tEJOVFztW40dhfXGGXN84NYGg9bySby4U8CdpZNj+hTnuGeZ9X4fvzAqxeumZ7U4vWT0zqN8fTOlUHtS7ytPe/BDhG49DZ6Aslc6yx/7FGQPDdJYbcHPyvgOT5s+NsF7j19Dub/gMeAfQ3zANI8d3dvL4FXA1EH31G9+94Grv1e2fBa/85nkveC6f3SkzI3lYbf9qfZc3RtRglwgU1rTBpD1R78hlB5imAACGftjZ2rLgb3gwEgA4aNe+QCf0Dc4tUEdvelCkSJyJl8Gj69Pgv2usG7v76saGIe8/Vx+y0y5e3CBpR2A3gG7lRNzXk6RlkTkcUoNNMijHhPnTQeYy/giB8AGPsoGnBTEfDa/AaQPoth1IJy60+CxPoNHAafw9RGI/KVGVabujXwf2W4Cf+QjM13prEZzyoF51r3gX8T7rBn7Pg+a7YbZoLzTemOvSqkR/iTGIAIgyOFy+q4158DwMoEN7bXulVdgq/HccBESHOoUuibFy3bCJviCCHz9+wON4AP4owfTHA/CBcL7O/yHGQ6NJ+hsbeVh5wG07T3V/iNe0c5D8Az6Odtr8/D0qz/hP8tnElhscB5zR/wMOIODPEBwHuwHjDSxMH4pT8Vhf3X5wh1aNc77KnQPyFNMyBecICgN5tT6Zd4xNTACVXhQCUGmVQXV5b5wLvlYpj8L1XgOIQiCscIR2ZLzgV082ppYht5b7zMyxQEDrSAxIXo1p0mpt6IbTZYP8WtNkN+1Bj7w7VgZTEm6dX/KehVcJcVxGP/IGHOl/9EM5XUq+1mDjxoY7lV+TuwZ7MhnNEZfrmsJn7dSZIlfHXYM67DYFuDtsMQhN7jG6lrNya0XbFQptlTPttOG07NeXVsvAeU1HvS4kqnNhMcrhfDtUoTRkTrB+lvmB5vWgMRt5PlWPbI3qBtUDZRWiz+8e6eL+kUvHtlKyyNAWiTPwy5VCYJvcrAdzfrkH++DWVMkiawWCDU/xeApu5DgT/hkS9zaP4p3NU9ML/o4cfR+4IBe3qej7dP0JE4bWCIReTzFlGcICIz3u87dKrKbDMCWHmZxxnrzk3FjQ5VONPY2+PxeLOpIdr0bT5hUSVN00x+edflnXzrdoc7MkuYwvkfcdHH7db9eX0e2I430cV+BGVK+Dn47gN1yBdwD9DZdABZ9w77vldwVO7wz6PgOYP68MFK/ikr9ZPbv1XdlAsCNbzwjMj+qLXlm/U/9pr0bOylHBe9vqsa3i94v4LDkmvZUQ7pOSf0/fqKqD4HkMrzHnbBtzavpfl9uouATOSbxB9fwGdnPmlfMW7O9I/C0KLbaT1wATcQvhXXeBKzSnqct1DaBzdLpRBHCcwcB2Wvj0oJHEqQL02CqvdFA5vXsuKAhBBLBJta+2osYC6OQpyecyQBB4EAUtNqAv8YUbE2rA1/NHBtEjtltc0XwaBtCZD/K3lJf01uCwr702Xm4ekAHgGjCX30EPNjvE+Np9Uybt7QC8yQOxBdRrHqeAJcjNIQQfH0c5xf4Qf+e9fmU8NTFPbBbd/+V0dzmJz8Hxdsr8o30DnU+Bl+B7zBPfHzycCT/OPjwKjdSk1QXQsZQOAup17J6DrDlfuR8K//R9xGF/Ta17oEQggDXnmRApmYmZrMqeeNQi5l7HuQBMtNlC5inee3sMiwTNVpe4+yjsHCvVK/PDVMkl9NatRuLfK0DqZzL3zEQkCo1nZBdk8Slz5XdgtnBkSMr5MryO89ppVtKi3Z2gmaPEPJFzoXNc2gxc9lxu2Oszjs4h2tl6b3HNDrHPAM8deaHcbl5zzRr53IHI/kBTh8vfQSeDhciuZh4ARvaJbXZQco/K5irzLCXszDaY1pKDnuPpMX6clsd+sluv9PJXHsUErKcHl+kcI9of2V6VftIlG399nde3Pnuc/GA0PuZAc8PaK3Momja3b/Y5E6T814wuj6p/Y57sqhi4gVc3q9Ozvc/3GTjOVNVzb93YNNgUGWGPTctceuOXD52s/QxmZI9oM7J/lrY4APzHvTFUIE6vpPkdIf3yw4krRDc/LyR8mprlxe2UfhM8n7EX5EUzF+zsaPWXfXrP2iTvnw1EsIlMrWXtlNe3d9x4DzvgtlY6eB7mq7A4vt7wbeEdQH/DNkQO2tWg1pVTwiMIT418clD9atAvgq/SztFJ81mIgtD8PHtFfJY/exbBHf2yU39IU3XOFw/PTHc+JXh+BSeaO+uY7eMP2UI+iK5gog+bYW1aOLbmZzJdhtlF95UgelSK2MHIC3CU+FvbMUNQ/ewiQA3cJVI3iCISj10BFXnBelnqx/hXL7Sa+4I+AOiMeoM6LV6LeTx1HVwYcwYdD6ASTG9BFRPANs43H+QmkCSEyzruBxkkRi5KwEH7+oYAEVFE96txYBjkE3TXQLhvmz8RHzvJ2i0JHLzoNzpAFhB0c5Bcfuv8DNJyG4JT50nAWDVY/6g5xfaV3KghF/3tQs939fvnHESnFkzXAXTBO4WnBW9l8Fye7JabCvj17O078ag3G6QbDMrJb2jtQyHwTX69/m5Bc9mXhW4pd26TAyreU+0vdHVVlpQ/O74aloZWzZWhQz/Rk9LBYGRTbQ61ghPkie5dZSZ4fiivsyXd2zod8rMa18A18y5ngZ2p7rSBKWZfnnvKTgCRL809TJ+sZiNlH9Bc2k6PZF2XycZUm3vBy7K493OHKGDmUFHI1fdciMd8lC9j1VI9m8kpiMmKZ99xmTxEknGf1Vc8EmIZaeU8VmOeiXldzDsTENIbdqlV6vZpnF7Hfl1HELQNXVSnNRZtObvK8vxc2VoqX9QQbWuhTgohsjkBIH0j8+xoq+yYUMJ2DrAqYjld8Sws5fYyAFDYZmmjI4Djb7RRVtI0mAn64Lp7EP4ciYeEQJ77ZXSL1NNgvd3kH4QpZ6TN6pWgvSG4/g3yWZJiTDfBvDLeVdsWxu0Z6a8c0ZTMCpu7jYtxP1znwGD+vcPfFeHI7IzIdyf+rZqHbapIOZkbPSZ8/piSbGaa7ccUncrmapm0v6LVV3QbL3tMHWbDQs/etuZrwy3m5whc+0t+lz23VTJYldAYX3l6g7w79R3VasZ7K5xirQW3dG9Hruw8/Fy4wN+7lP0bfip4B9DfsAU9R+EdQeKd8jPfyb77BPgO2Ppvf/33Blx9zfyzXk8/I0vMryi4zjhs3gjH3TBTf9bPvFitJ/lG8A2C51NNQHBBdIdkYJBxvj2nZ/UQfDuoZnBdt4qF00znYOtnmZvaqlI9S1Ha9QIqarQT1fQjAdRTEgjsz2TdUFwwpCuwjqEamK35zn9aQJh15Vmj8LsZh1/nVbSBo0lCdAJdvlK/vhrfBK3VCWbAygeJpwbkNakNl5kLmHc2gC7zxKBPaKe6rPBCBmbVKWe5AQBQ0S/lwDAQwtowyKPagCKpBYYtuafj1M83/FdPopMNoLd8DZkjSQXP5Svr26vsW9AcRdD8MDITb9hizmGdY6p+lg6OEuBGyUs59mLEwNhFY1R/KGeJGePMWytV2XMZxG8y0XWvuEeVMnlvHTeJMy/M21VsqG5b1lge5MMM60gzL9uSTj0Myk9NDTbTzfYWKamayD6Ra4RzmD5BSDfrpkN0BRK9Ocob5Uoto8FGK3XjHKS+7EthOHbMPBNmj5TGGKeHjbZHDucETbNVcrd9SkGZD0enHpWMBEZg17oWNs0MpPTGqtxnGCUpG4OgBc+htC0z82KZrvSOZNzmn4RGZ0hFkr9DRpR/YXyevMmc95PpTgc3CbQm98mvyLiw/Ad9D4P+SfIvgegTlA+m869VNTe/DwZKCZ4rE8bYM03+Y5512+sINRKRsGiVH+sILtcwDf3+zcdG+DhQGFOnyt30dcNJ9CEI2Rvp+12TIBX73f5FUJ4pxLmJN80frJcG9S8lD8eP0WYL8+4UFNnSOqAnV6e9kNuZ6gc4Am6t1lx/mPyF+S2bH0Crc/AIPL6gtTdWeNa3ap/m2JbfyDLhW7ybx/twfR38hu8F7wD6HxyeGTh8JazUOROgHuFbPck82nCwWn8P1k5FxTAbxF/lewSjemaD6L20URDd1tGrc7a/5An0mfr1g3GdnexnPWneQV35w8ARntQxsjVchgUHO0J6akJWnmZxAYIxT3TShttipE/Mxe0atKd/QNepHJyDshGy7CSnHl8+vdU3wOcymTSsrrLar3I8+7GWuJPU82Lol9Po5QlEwQDvn3NPvPyFgU4fQNffFi9PyeNpJ835tPbZMg4IR4uS9mpx/ZvRI8vFwfH49fa2u+vz0s+WXhv4D08GW+RMDUZ5bBEtcG3jhg5ED7+DTLp/5Cl0f/o8EBRJD8J56px5fhyK//Jb8PW747WsbjHTbvtIvZ1A8sHwvgbSG1tEmz39JHjH9MQyd+LN9Es0rogAHpXP2FbXCsWEvrIKt1s+mDB6MDM9OL5FdIyR9Z0LbRPRCPz8M2FvKJ08nPDTsjsQsUnPX6TSeD5w5YV+8v60juuMQBkhcXpOvwU7B4+diWv454iYRBjlIwraUAvop4g68CWTy9zdTo36si8Jog/tU5kSGpR52S6beyPJzLs9nCzXdbK1yTEPqSNX0Vyucfa1kY8l6Pwzvboi9ik+42ifwpcLt8hg5VQ684Magz4ieR/SrdPXnNW6+i0cQ+jLQJw/vh29QvZkKQXNcsLeihu9LYMyUNM5fzu7yH3DNrWdTOraImoT2PQA0DRvwMK2yVm0o5dfV+WuumKdQi9gUvQ447Z6uyQ0aZmTmxdo/ufMrRswbmsydqzpI69EHsoKWZzRmjYjyRtR831mJwg5d4Xz2wQ9M/Xt9vVypfO6MR9TWxVvkdOz6O6qX5sUozXENFpx5W37GTSVLrRa0q0uwql9XIHmaU5fgBB9eYd+koykhv0eX7XPJ/K/ROdPwSesyd7wpeEdQH/DFnzGSd4d+KyT3Dtl7qD1ruB5hvfZ/ExPZNcgwP2vwLd1ZPc9+iKQY+Qz3jIQ2cdzwfMvDpP9H64P7nbc3wKfZyKiudZOWbfCGSLzzmSxnOHAtvIzSo+Yd7LEwfNJciw6EVjPMGL8GABQON98GbkGtK+M5HptLYr3gcNeBo9PvFheIS/0YHkmy9RRjua3pstn0IitVZ04sZyokroqCqC3NNuqsnit8xuEoPdpGFptG9DyKgg4LATrVE+guEdBSWfus5KASMAncwAAkAiO0ldUGqt+AZpvSxCrgtciGK2C6PWEevmT/W/1ehnLPKTrZoVarvHAt7nh8+2NeWpfI48oXK007pcIOHj+gwAeDwD1sVh32qAH3L+FGHXfCGySRaadUqeBmY9Op/KQEONLHmZKICxbx5FWRO1tDTO4Am+A1cO2Db02C2fUrE2ysqnNs1x8iqIQW3uTTKESwdXpYrCkLn795Kpt8Gr/i/d1T87zkfMvK0uBCz04jajcnEYx6tsJGrMsS8zN7Ribj6LxrgaEGSjZjha0Aan+eGXIOVLkkzQP7bzT7i2/rfOZchEpfTPqnVFfjsoj219h32zgC58Epazum4DwtLPJIdPH+UGNnf1Vwy0DJMfdzNEtSqT1pmbWAF+8aaNZdSQuEKio+jYueMNOJabWQeVNZ8CF+28+uwEqJav+jW1/SK6zZ577V/azvd8vSCa/F3sKL02tfVqvQiq7TV72q16wa1bLdVhn2d5u/Xzscji8QevTR4tyVtOpjU/b1rDshv5K1P0ejPg4SOiJ/SyOVRig2akF3UUH91IFWWdldpKxqN00YfvL2BHOrMjtjD80jGySmfkpUOp3cfne3jIytZj8hu8F7wD6G0K4+jr02cDjKJD4MwbPZ7+5bfNeDareETyfwXsV7twwcDdE8r1Kr8zfC6K/AqTJORU8/3pdomFRH6j2X2zbc1hzZRl+jaKotMZJgVDEzqr4VgfYiPwzTwDWPm6h1H1Q9TPWBZZ7P21MjVraieCprFeVNms+GxRuaBq/OKjNAXN1YlzWgO1aBbVt0DzyCld/RamHGm3+tLKXBR1Ez2yIkpquoE37mfbaDM+ruA4vPzo8IR3xaPqG+Yg2FeoqyfjxkZ2zWN5+kATOKx2u6bKNfI/tuQqU88l0fgaif+W/ohIUbSltUyfWq0y2hqEpY/mp5FM908H/WgG1Id7XX96l+gCCBwD8eBA8iPnX+mIGKk/UJgut59qlOIGmqmAHS6RLjPMlo2ND7UfqJ9SQhS+tidjaLX4itmVyrsrZGrGyKyG6XBKotxzX3kBbbxk7MpdVnLYKp+ep7XUq/Gh2AMuO1mEsTijaS0x0rSua/1L3/xLsznNb9RGF9WUOsGEdwYagEKN1trl7U0bcT+FfhnBAtQvU87fOKvo+nNjNt8eFLFYMZriRwkNtTgnITWZXkc4I22YSWb3kt35O+TUk87btsiwRDAumQA1krbsxGMMXYPY7qUuQzRF812NIUHbUxiGpGYKdSWmnHlWnfyCLoZhYqsaSGY4QSc1nN6SkIXAWMb4hnvMJqB73pucH0Wd0rYTlYPti4iPKoe2I+syphExHSD1iMjg9MtIzkR3dh6nsoUj5uX5YMMRDOpFsXl2IpFxGaPKKfFY3tVrdHCtyzmtbr1VXdxIIHncyVRus3NjmZYM4dC50+uziUL4yLfRoiMmaJHalTbc0IKn+JjUplo5gCe4Or3QsZuNvNC5Z19g10jeCga3STZ2Yi5by62lmSEuebbePssFhbX6T/5uJxBtyeAfQ37AEM0Hz1aD3MwKLnxWcla9xXQmey2c7tD/r5PlVnLMwg/sVp9Cz+mYh2hDxFU6ijxZ2kXP+y8Fmn9/RtuewZl+GnxE8j8IpJ5B55lYWwW10CrZgG/og4tdFX4XamqnFuJebKPxsOaMc2MW5GwappJ8dpP4rWIQz5TwI2YLnCEKnhO9cRVe+NVUGgzS91b1Y/YXecaFPoFtaZX3e2ZT1Za7LW2C4/Vi5ygUkPh1deKecMroeWdf5v++TWk4JCfOulDAOJx00l/OEbpcK/qvr9isD31GftDqw/kjyz/br4HstLWVeBZo12JP5UtqRXz9/FB5io4OoyRikdGseMZ/OE+gEPx6aszPqUI3fMo5k45TrXva77dfa2M6LzsMENRDXNTiCi3HEQbxyy3Jl0msrQt+k5Qt5hWnL2LYEIojtsjrCmqyVj6KIzRrnfUFhN/50ZLI+Yxmr5PNrwcuLeEv/ScqwlGmfBxAblpRTzuor/Wy5Xy9ApP13cJwXwXnOSDe7k8kin/KhW4e/v7c4unW7WEkvoNABxzAv3/yMzL3MpKi1c57CwbKocSCK4JwsznYDYhFR0ctBh+eSxzS29ZLqJh4P/MzmcZu9agjdi0XaFUkoYNr0jeYCMe8EbwTaDXB2x5HTkysYnODKlG66yFQuB2v0buqgTGXlzRqsh050X77BG9XD8f5JRngq/zr0il5vr4YXg0Eyge1ezo9UbTSeH58SRK8bhydV2eXgeTRoc51qZVXOG9F9UDLGGcwLSckhTSOY5lg4RyS6LMvjikQGmrYJWff3q83GSQyW76N+U9w3Zcj2TSRTXV03mZ/MjW1jVCZcDz9hnNb61M8eLPGqnzKTvAdzLVxbC83XnDcp+Zhitz5ydpgPnJO6VbY/ivQJCn8qGM0PNnUYAO9a68HDIP8iTeHcsA2hdHWSB/nf8O3gHUB/AwBMKEOT97NPD9/xnfGVumz5q6eoV77ZfaUeCzKQO0PLLMzgWHklesbv2fQR/quQve59JrjfkyeJz2To47SOBUdw93Z53kdnODiCNFK3WCSDxFk+ffyrEK1VZbIM6gD4tztZ/vboT6rPs67pslam5XEyZVEGTtdbR4ZdTHaQu1NVlSJ7nyBhy3qzAaFfI+u+AaPkScmonqjw6aPUqT4ojUGZOZqck1Fkjq7krQ2uOcyY0Gc6XgeWI3m2ulM/k4QpfqUCltHj64w3AFjOmNPcbjeI71/vALan2s0CkVx28H1n6rBB6zR4zvckaDXlbfDckT8axDmdfCtPuVdnGQfTs3IC2rfj5XIYnYIeqwJUlz547umupRLd1q2z6y3Aerekwoyf53wkgvgqHf3DWuGo5sgJmWoOxzt1K2hpG0TqhdGFqHlv88syBa1/S0mTsVOlFP7UN3eU8Dw3qcpj+eyC2JjEQZa62YZIVtzqChsub5wx4cF1xxFk8tB1Uc2YTe5UmXeaZ451fY+2EACgxqHsE9IbI4J7n1+wSdmX3uEZNj0V+ajvJvSbyOvVmR4v0T43Z0KCTWdZNGVZZsGw25ZXvxhmankouee+Fr9JnZkcdUgcQIZA02q7K27pdbjdZq5YZ3P28toxOgY7Q9Q54oJtHeHP9Z3WGcF+TVfIzsG2NjTP2uFxHmwEZovYeDas45R1msbgMYo2lX/R6LIQxFpiODt3lMfU9GLxBVchjpIlKmOxjWDVCknTJ6qsfLVzWarrnwGG0DrWAtnwg9M/rDsMXcaw//L5PHum78nmMTLuCge3uX4aaK6hYsN8XGWFL/Z9/VTbLopJZU3B1RjfPPKc/FAIh9U7Hb07GUt9GCrGZmOOusBYY4YsYzEUO5RsnXVsijd6sR1ap87Jxsr1cEJ/F1Md+3GuLRtIFOKVTw8LijXWDI0hNiUjeh7h4UlRgbTOhq+1oVawCK+aF97ws8I7gP6GW2EnGBs5al992ngEo00DWRvugN3T5CN6ZwO90UnqKxAFAeTvK2CmLfaNChG9WRD9Kg0cUGIjJlii2xLnaZahE+IqRAvmibznqr/ep04Ah+7Gsa9ID3hqybXFLbnh6V8BDoG7uAi6/lOeegT0Sku6MqMzu8+cvN3qB5Sdv6Renxtn82urzqokeph4Gwh4ndMcZwBaBvQibAyaRuM4SQKZqi6yYmSXJWjQ3acNeno6iHd075MawLZlOAaXIJqj9XObo8dCu3wP1/gOm54vPD3rcwcVpqSuBALtnO7MObrPGj6E5ijCkpkDXi2fdEz4fuTvwlsn4TmuzGl9OvE+xB8AwQEAHwcCkg4wTnENTT+7ewjTtUqdeffHmjNwVZxdfsxvZbvQZBjd19uEwLn8ekOI0yFuE4fUgfqUuto8I+Q5PblY5N7O6/yZhTpv1Yxy/ULlfzL9ReHlCsxNS/NSofVORFSGS7+622O0fipKn4kpu+WTecjfKyo69zK/pjdoa7Wbc5jrNr8xbg1nOtP7ecJsELHXee/1pUSJPgIQtdO056YQXjPIX86rf+UGFDL6Ox0SmRk5DXq+jAIVaO4Q4YqBEPKTzaxLWKNxVNNIZ7EXlQ3m5PMNywjdprEFcy8YG8FsYubT43LNVkeEE/7zQWS/VTOZcZ4GTMNmzE41ZxCUQAEbUfxWkkZ/u2cErR0oqG5psxZinicKIEz1Htnbzqc8snnB6nL34yqJU2yZbIys0BHm93Vc0VM220yf+cp2hq8R+pFf1MhZs9UtJSH2074XQXPeWKjGFIG7/xyQ1C/2xqvUXVj5XLZzHAwYfDv/15E5leweLmByO8wtSRP8sEA6uddCOy+08cR2sDYKrD8z19B82zcqht05MZd0iw8qRfsgKC/XbjM0ptic7tdlXNbh6XdZ38hSXoRErnPN+obvCu8A+hsuwbO+230leH41EBud0pY0PbPuO/HtBIkzHHcF0bP+nsV554aKmZPgK6+1d0GNywT629CYYFrKIp/aAwgut2Fl6RcvbE8HnnT14k19OQ3GUCMrj2Yd7uL70WK+4+GMjb84+96wsvIKUE1fuW3Xe+eCu+Zc0vgswRTntwuCLbs1q6tjM2Ncsp4+lBmj1+Z16ifBN15s09iT2yNT3HsGTTm/HM1xKSLclKmG0tE8XCuJ8W3Wd731ngqODUDKwVxQ3uaLV0BLrAochlU+urhHr6A33xS385EpUYPnfIIW5Lag9qpdKfY9p1Gk35DbRAAI+lTXqW6cpwFKvPusB6HQWBaz6Meh5KOkhYjg8Xic7aRzvv04AI7AtxKCExDk/5N7CNN7dfjnwtFi5hNfIMpggOI+c/Um870tu3pfn2djN6LNPKwBcfMLyXOpD3ReLoLuOvNs6+CGILicam6D9kxUc140/6VzxkBQQsjKTH6k5Q7DjmE0F+p/guflwjnD9Dyqs+X354++d/owMagqrnB4cWosN6Eu8kjyJhssKJ9k5mIWRO9ATx9ViRTrJUS2CVqfoBwj4nMFLYiog7ZkGiTMTQ/xNDuxerCtMaWd2dTeElE/G3I37IzpRLdHrw9XYiyONsazP+lyNksXehkCum+AMesMP6pO5LeHtHx6vQFmrMTbzFWr5Lxin1OSv4xZHiNMF3EHoOhRRRP58d4NsOj6LWi16kvv9F5YF/U3INU6rO4NhDGYCnwqmSeRsi23kVZ2c4u7JYcyb180v2iI+Kz6vwuNloj3WVMy+k5E08Z8t87YTEJwC64vHURnIuS9zyXfcuQ2mvdEWsKOuZcRlD6mVkf9R6TYshP811zKxoxFugGXphMjcyEeo7BtxRP1DluGcg5u87Ikq83HkqPBm8GCBVztyYTWLn2zm+2z4ileWz7OOeW7jQ4JRPmU4gslU5fvbCCz+LKVVKyvo1q1IGdvnHiC1fmGLw7vAPobLsNdAU31vU218H/dKfSZgPPsa8e/AqwE0WfS72zj7snzZwXRV4PnEV0W5yoN/z9777ogOY6qi4KzZp/3f9s1Uxnm/JCAj4tkR2Rkdc1aqe7KsHVFCAECSYbYuUCPJ6WT/SqVGH+vrmF+JbynGgEDnitJ/+isaXaN8jp5Ucc+yQ9e7lXZr52u5QbK4gAAIABJREFUrQCJoMHpzsp2nk5abgKp75h/LAR4sRJ/sgcbUAv9p4fYfDqVX04fhla3QKgBjcP10fc6l3NtKK6tU0G5z5K+TlOc3oqhoQlfcaK/Evb1rRKuF3U3ulphmX92/Yt+En3BAqADkV4rbbVbO0xUnOe6Az594dNh0zEsndtPUnPC85xPc45LzmDwSzCd6jXuKsn0xPqKlGX2LZxAP08iIjp44i1/T7iriNMDvPP2PaPoRlsGOb4qr/FkKflgpDoWDUOzshOt4Mp0+NX30vw2f90ocsuJzl6OIW3UHxGR0wsCAHdjCsF4ZIOXxDkQZF9vaelDizSO4HUDuRjc7RAsEr2dN2tWUqnX01IKvMs73wNTy/Ckp0UdTRXLcuEpt6fgZIcTtMNQlEloqvR9eMN4oUTRZvyTBLMJmbxYnSO6nlLY4HcAr471MX9Eveum114Ac1tnuddDyd9Xmk0xEx2HOtC/jsvQykvVoeIz/qBUDCfPDd9w69JEsyiuFe9JrjTi906PNulv5huXYdEBJTFYX7BQnCflhNtKl6mbSfW76HYhb5g0NE6WOxBTz1IYafMODex0QXpuaoSqXj2BfjPcpZTtgqTht9v09r22mvPHx8zQuzI517oML8vU8avjn+EPKgk0F7jC8+zyalF4IVc2atN417UF1vfXOtFp27j2TfkEk65PUgbqx+pbwkaPa6/RFkjpcL3Bf+xTp/ysSr0Q3sKQdgoTNX1tOn+1cNpWjrlVLifukU+iJyKqDtc036+/XfKlcFX11eguy7/VkKN/CrZjFnvpdcAqG9YwchmbixkvblvZhX+U9f2EPxp+HOj/x8PfcD06ERjHmvi/BUYN77gefVf2FXh25d/hRL8Kd/t899vuV9+Iv5v3DnzP9H3l9O/G4G3fZU9y/Vqx3ysib1lgv0IuweD2ta/TvC2kHdZlUUzq6PkilGoIu5v9q/ORiOzoKJ4Q3ZwucHtptIyCqa7PPx0AuqyLRi/IGJfl9iPhYW3aWNFLXhSGd1ZcsufkNMotQlK6FQGjWbPuubvYEIkw18WIhLwFusQEdnM6bnK4F26ef9y0d/X+vFFn396eSb7kuA/r4A0EqT+lLTCy1lAypne0TJETQ7Pp545cUOO8nUIMFvx10O/UByd6qDk92bzGSYJQZuON+Glz+EfnSSSnVWFVLU4ZdrH1+/Vx4lx9D30nSxH+SnBaQqIhJVoCVjUu0zgn5+416RwAmOMP1du3li3/un6LsnT4rvjuPVXHiXC1TpcfA2Z1PFo+hOsO7758j0Xrd+XvyuILaZAJqxIavMX0SIbregOlburPoUJe+3xlwAo5E41XtOc8Na7kwUpQbyhN1u+6i2cL77laoqh7CVH8bq6A3ioDTyL4KQuaOgfOQ6XffnMTYT4LXNN4ldfLFFssdA5UGB9fdawHBE0YU1nXrSLyntFr3xGKrKEBHxPTMWUTcxLCm/XarVCmz5PKBNchyw5bCTJEQKQAQUlTF0uqe+e0vNHvalmmBcXuKnkyP7aTeWGMK5/+CrJW67iGyeexlNQch+/IL67eA4zb8Cy+VvrXe6pf8qhcXT6hXDJt9MuZPuS+r6v0vZtzxn90HsxMXGhA62RvCsha+dn4C3QjZLRlPBDKlJkV5mHCRUJipuz8aUAJNJQk2B+ygUp4yBvDat/TRyXqqdRUT9Abr6F4awj4Z3We6y0XdYKEsaKGHL8zZN0t05XNK8ibNznsaLWk7fJ+IVwxksvQY349Fi+M1DJ7QXCbJXax5tmml/J/NvxT7ZaQefcqyyLkkbpDBzHHnfx3PqSKev8260/4XxB+HOg/4a8Of9p53jmbd8b+74bvb9k8cMcB88rGga86959x2j8L3zs+BZDby7csvNIOw2/uTWujDTv0/8EwLHUGRVysFRvXtpr+IayOu4wpZEtnrQ5PXK6AyYvdcF8Arn3KYjLDK1HRlgz9qh2H11I45WKsslTc1JGblC4yFLj6vm0po/2F31x/VYzXAU80RsW4wgqTo1Z0uaPfG8x9loz7DeCobI+poSeJCVEEYEn43ev871/yo0E9h25DUYhDcL6NCaU+J6ND9T1fL592zuJoDPN6q/N8Aa1QcvzfHzPDL+A5o3e9MFeD+zpHduDl1LtBLH/fls14IZJT6Hyc9Pj8pPPzczjQZZw6O0rJG5Bx4pE43zEtsWHjW6XCFJVYi5Nb4pXSP5f5tDRieXyL+Wxbw6eJ9i4+9FFgzCdtoNxojViawQzBm3emKUeFolOcIc0Bi3IjwXxrgjmPXMk8gT8Z1d31srmtQs0redLNpZI354m3IsR+S8jvLARcTegEy/R9EVb5epm6jse4zG5akrLvbEPNyDbg5hhnyX562ltTWayN+Wcn9FvGAvm92kEs47YMCgJDneXjr+bzG5Vkzh9Ls+K+eaD9XFajP1rfnw1AA6kBfEvxOCCR5nmTFnjSRi94d2glpI7NedJkJmOuqH7G1ez5Z6BNgfM3zAesetOYbnjF0/5E5E48+xVgs8jdBIZJmk7muIV20E/Op7p6Sb9b3UKa16jjFP65E9ih+sTDG10/zP30XkX5XTmzaMcB+xJNXpbdooW3r/uEi5bv8IayOaGXL8p9Kbxvqi0npzN1jTdvN8ng0kCKyK9pzZN7bdunJk6ynEH/+25fQm2gcPyU7x5l9axhfw1/L1xkmeVGy98Wot4On4ewhz5YSrZrfHO4om8VdRG+JF8SL037Zr8A2Xq43x/qTApJnULQvqLCvKm+tCO3opcVXeX7Iv5eLf79s24vV/7EHNqFW+doQv49Uy6k+E938Cd8e/hxoP+Evz684pTN4dkrtf+2sIPplevC9YpU/Xenzqur61/9bv3qBP1Xr1Tvwqu3A7zqTM+fInihhs3bXkYnk8PfIc83C2oz3GxXxdmwkSp3u1OfTm6rwqCvp8A7Lq6EaiFpDFVqiMU6LLsEoIazNdG7zsdCo6uVDxjSyWE050UbvK64FIoUkzB9aQyJzmS8kldrBEBF+zvwos8zIUEUH5bTiIcRu5BQqcwyz/rcmn7nNJUZSmbf+AADKKlRXY0gbBcBNOAGpVsgbr06vbn4igT8vpBofZv1xuao5cn7vOi9HdLiXusQt7miozPYyzrDiNJEWmxZ6R27ahLyiIRTflwpomnWaa1jZBiXwQ707Sn18I6n1fF7kZ4yIMhdJlznedL5eNDj85Men5+DJ5wncRqnq2aczSBjnDGagbFM5qE1PgRDYaJVpsS3I7/X5+A4x01DqWg/uSW2B6HVFKTN6n3MJ8/NM8lBllLBJVFwhK/e8wYR/ASGfk82y33cEJKd5ZmHe8ZWZpaTmXkOt/K5f4duVxiszAo+iIN3sfdGW2PHwfiVUB6/RMI4n43ylU/A9At0X8P1bM897HpckZbJqFHLMhPyZKSXlEVALxPrP0AnRMNJqfnZcDbexXGojvXgxYg1BmpGNkxiPs+2bzJ5nnj9xgeyyMO3Rg9Y0d+KR2IVXGMDDH3bniduZLrQla5VqcuQcbKUA3qt7TlLMRMfB/ExeNxCy3h/uBRUTnySbs3J1GuOdQjhjV2WSMoRNlmG+KamhIx+Dj97z8AaEZkPxTIwe8PrSth1PHYNx1UfHD1S3gXzPCk3ii2jtNt34C7O1/ku8MNYmvNrepDt67OQjeQkP7p1bwaHIh9etVj1h5Ea1TaXu85XZdEACi9pAMK5XEdUiOPlDiY3tF6550RHG8hyPq8vG95T4j66Zul1pJaHLPM90egbwlQJfIw3zdqsz4dQbtvycuV3y93MWZYoTjR2U17eRNLqG6uw3kBxa8uPyuNl7buwmeF57nX5S3ETvPvqS8Up46t26FLsen60LS3af5usuBuKfJhvyEc3DSP/fRaUu5A+oY5F2bfMv6b6J7H3E/4XhB8H+k/4K8Pf4sReXdX9tuu5L0K4TjC1zdOB88o3t78KU3d6GmF5tY2u/Luvw3/1uvlXw24zwr02noej81n+baEMwdRgVie+y5ipUQM0oLFA5T6dcA45juyCWcuv34s06zSVQlqXuMEkOCNCswEABxer180spzvQ/QRVXRx7h6fZYy6WzGkdEJUsHsE41C+A+yCh/WT6MOcUOs79BBASInt/hShsHKDoYIo6eu88twUt4CKMRWdkgPwyHf7Wr44ubdHpxhWeRtpj1sF6VAhg3G1kwPV7JLG6sjdD6T8lFoFuIxovOEtriLLCXSQF+v5KSADbp1s5ZjHa7BzSkDHzEp7WsMErUv4N6CuUuFzNMwu7AnM4G3X0V2ILsXycvWhn1++L6jm56oC+H2oP5rxoHczzcTrQz89POh+fRvN3T58TRZ4e4a7O89VNQxjd7u+wyaoERQ3fT8xHiQeJyPidUCySJ/mC/yMtUg69BCgRKD9kRBg/FczKqZ9T2BKBA7x5V4e5TRKxdtx5Htuz9+65e8felQ12+R2ykhCS4MgecV/eG36eDdWhRM4P7wMNSVGzKNQPxWSqMjAzvE+9I6wB7GS0ZQ/zH/bXbKd2xXKe1UlGb0xiG4q+wV96PqRsTiBfmHXi1wLb9IO+21qDlFTF9Eee6UNV0VPmE+8g5mMdeslj3SRjtGa63eyAgE6R8dK89OKfN2mrgFijhucAukVqHNTzRSm9DFf0WfBjQoxIdWDmg45mffwtatRdRESldtIZEwG94U4MO0g443CTR9g0ArpBfidC9PTyREJcDptPD+w7mWqpLNHzy/K1FEiyfY/7e/MjklN0HIlUHO3y7957Xpi56AKuRVjzhSDEU3KUuay3Ieg7yuxQ5UK3XEC1HJrdbjaq8gZrXdV5yTNQT6EIu71f3DhHaeNLbjRf9Wsqzpy7Kie0HlbamDxg6TgnivpM0hvzBn3jDnm6t526jron2e+Hr9258EIoUyHjq81OpjTppqxnGyxx3yUxZ1CdUbuXCapftjRBIrRlvnqedRX7Fu7wj5gbkgoaO/iwOMeES/JL+d8xbKXNNcy9GJZt+lMyrk19opONfOh51052X1+L/mp4Wh2bL1c2tm+evT/hvyj8ONB/wlvDq07H9iqtDSd7t6P6bw8rx/2zzvM74ZnT598R3uE8v1v/Kjx9rfpio8U76r4HwFV6zPBVCDaqbc17awzZ9LfVyS9tuL9elUidWZ2CHK/NlJwc4rGMKYTglA91Sp2brYEoG7WIhqGW9XylOs9Pd6J3hq4EtF0Dp0Zfcwx3QECvVzjYhWSQy+U7B7o5zxkcM9oVc6LHU/fhRorUjeIEAxiY5wkybcvtCLkjviCev22HsNG0uYKIiA+mg4hOGafQ7USyGkTN8xe/AWyQY7OSSSwBr3SfSCAt8SroKT3ZbssU8oV1I49TQ2rHzb6vkE4UTl34VffVDuUNtdjqoFm+tiW1vVK0MbDLXNhxyJjyFLZa28I2oI4KLrsNPdXZnV5iSk3Mgh4H89vZY2o89ZnIjHnquBv1cdOf3N/U8g3GMuY9fPNcecAse+DkPyq8GJTfoT+yfttcx3PmLg70WMd2bL0T8RcnaMMvi5ODBOKg8o5nbcKl+C8RzkADX1asIZ7SO12kh/q41ndVPqe376lnWSI5yivPDEMU0iWl53eHoxuNHGfOiMx0OaWneNy44jeqzIEKmzzippBA36ADRId8hNEhkPCeZg8hAzCMC6fyV/Mz1/SFkB1c+beZRjFOkNVEOrDf0UbcvOa35fiGP3iXmG9dBvpgek+CuBVxC0l7g9/WUleFosyaLfV5viHc7lJA2aRjZuKPg47jIP74qBvTwAn43NnqzJNS6pJP1eCbMV3xC04woxciQroxHhd/64YMpOnEIcuaTBIee4h3rxYawRmzLphQyL/H81Wbi1lyP1045Y9yZO518NSQP74L8MrB+3Aj7POz537fKg5Dax2tZr2JGpq+CXKoRxo+wTG9vCd5o/3qp9iVBIoh1AVxl++JjZRKVg1oZVhJ2NELvAAXVdMLaoc+IK/HzWqIGh3/Ar7V+xKR1xhea2ld7AuC69XQ4SYlEWRhfGI9EEDTZtAUuGzwAne75Ns2w6atbm6pHkkb0OVihP7w8Hmj69fr4k8XuNXeu3WgJS9DVpHy7+Do2NHXQycn1umtvvTCeHLTmL2pYF3au1eaDVvyO8zzf3xa/IR/JPw40H/CXxu+cpL5vzG84li9W2bnaP/6NeN/Z8DT7HjNfJeP6M/0/bUx/mKbXyt+K3QKXzAOvgEONBRtDTw7loEOUHU6NTRxCSsYRNvr+Ra7dc3ANVtR44TQdKCjI+kOPMkhrwaQa665ydFsFujaK054ZvLTb3MfPrtjefRjPJsBGYyG0ViofaJ6StE8sgnv4KQHOyN0FyKYbFFsTp7GZRC21KLBm4noPOikc9QhfuJe4ThMlx84KTao2Q0zEHUGFaQZAwPwU6DGBvSre47EbAQqIyxNXEEKtGFjsqJQOJ0/6YMMT24Iauu/BcRzYbnAbGRFKQuk0MFkpz4RTF6+LsorHWiJCON8mDiFNB7xeVaEGma9q6HK1O9GYL2eeNJT9fBrLmjU+aLdpQG8127beDzofIwT53SedDDRx8dBzL8iTKHJ2gHPF78dPR4ZMkWH4iziOTnHrduN143mCdW8x8EYf4ucWDuk1jbNjntRQF7fnYSrzAeNNyH+9ukcHhKusXyI4gT81XvpIBEZRiOqUUZJyov0GAulee6njp1b9yHHl9HsCZoqjlxWqkzz9LgpIY+hJ+HoZJzn1r3/Nb3rbXSuPqNxrHngvlyMdMwiX+2mm8RiFhvSE50gn/JklMX9KfJ8wly0DuSJmD8C1fCD+LIRPy+GdUFeJPv4vS6H3xIKqqJ+x3yME4Oq5810071uwp9cd5dhJV87XSu0gkwq6HxAP0Q9vRjN5fpSfq+8B+ZK/3slMNZ5D4d189FVG89R5S5PKytMXuc8Ep7XaU5HYRMEICfTY5UlfcRVf4VoLUJpJjaP8fXJ8QilhNJ3JyqEIb3Lv7kBYQqAZXqXuYNVHFfwE2c/OB/7muYdJJEV2bzSOiTVnuf+iEN6QoKsdObztpvHIYXqS6p/EeocrmWele2rev5kcaIKd52JYCu47UD3sn8uwCxgijcyEgX6xRJVRnj+JfQi+97dpKn72Fkyp+fCNznRdyHLFIilkrSVwVEOteVX9ReZ9o7wddy84kRvQ0PbKcO+8j89VX/Cf334caD/hH80fMcJ6u8Kd5z5d/vzjm9qPxs62F65An5V5zvxk+H7aljVkU+7fyctvlT3F8H5kzOr6B/5hA3RUsHZqj1mCJpGhjCWz/XQ7Usyr0BNC4Rk5MdFb66nOz3dtJRgj2knLEblHN8BllNIDQbu1IiBrTzETUs6GgFSp1r7fal/Nd8Whl57ZFVgp8ON4Fxb03B7gma+m1MAHc+4M79dAkixwyw6Qrog9hPr5qkIjpKuz3oSgPkcnxs43HluxtqDSc6D6FC+ovCkxTculvKVfmOXwfgfDaXdho0U0HE1NjJAQlhI3VqJ9elsDa0XLnNzgSMgL96f5VBPwHvH5ofWMUm/ljR5gXTXK47MgySaFdgluA6AO89zO9F4JkRzQwJAIG7UQ/tWaI+nETI50k0uBUY7rS9E5NcHzP5BN+PNHuOPQLxgnaHbY7PQeY5vnp+fj8GLmenj44OOo1tUd9TCmByi64csIh9Cxznioz4DopchJvI6aRGJhFhpdrmpIzxwem/qg3qMR+A8wfTMq9J7Tg/v6IzvcJ4HrIV/JaRAhlAM0eg8/+R5EBznmiXJIHhu21m+ID+nRYgJwAFKtm7cPL7Hz+pmhWUQ0xr6xPa1zvurAGzpqdBCLr1bM4MnXRq8IZ1g2Ty+SB+SflG3K2nU6TmeP8TPxKpKXsv7va6zCbcG406mBuE3wh3pf1llqwCR6XXm8DBdPw5w60i/0Y9n6XhdT8adVNmfaZRozasSIbfUU4CXPvpOsIm4Hs223i1LelIvBKfmnXDJ7QqaOv4Amx5CfuQFcdTqukk2bWIbN2Fv1257zuufBI5rg6dV8yVUvBmY6UyWq/xiIBXZG8RgniO5ntwpCUkMUZ18sc3ZFp8bmJK5kSGeH6VtM0eDnIj5xlMllCsZ0qMzy8A20z68iwm+v7Knqt9QhWVw/ZjzMnqNP1ncPrcDMC/Hng4w32EZN5IWujM0dqmnNXlXwF514R6L6daC3xC+0fZ7hYei8i0zdXP2iuft6t8zildI8JJ+XlwIXI7OcvwSJ1+168TcF/8JPyGFHwf6T/jHw5Xj8m84if5M+3+lI3aG7hvjXw3P1vUnnei7tv4kTb108vwb4PjuoOvZ5WnxJ8ceT1HYyR+NZFycjKV1UCyzEyU5aoMBSuvTDmAxasbCnJsJJuvvQgnrNhUQuTP+POk0BzqPa4ynoxfPB2K53MRuk4I5mDvH/PLoTO6LhGg/WTG/d2vwdAsfXMCBUaAYiWU4BdESYV7F/XJ3vZiICz+ZO8qNTuBE+mqJUU4B4+nz6Ug/joPoJJJjGkcCvdKCoLQh39iRr3vNdLYLYnNjzgvrY4crCRHb9UWcbk4zDe0Mx/2AwXB1QNFplbgvD55c2MjFmjjanOY3cNl+3Rk4f2yzWUZ/HFC5ancBgDvP9QRLGquFQ8/92lISYz79XvuCAAPZizEL+zYw6Wci9JQNNoSG4ESrCRbfeBS/eU4Ttx8fB1H+8nkwkmbYueJ7kz/SWi3bOs9XleMbr3IsQmsXcrrTdzfc5fY4vc/8GaDM6/G9lOnzE+3T+/pgApkBMvaxpNM6fRUCyZos0rhscIrv+oYyOdIypC/a3ML0hZBx2qatIjhHr2R7eXCZvOhFx5vuWHtRdNwJ2xqld7FturOtPfPOtgzqdllvKbSXTp8KVlwdpFfve9G3Edrr3nzBQJ9r3yFtHb68vlnOPae0yOkHnvR3ewL9Kt3yPAHYndRQZybiBUR5HROj+5abtOvhe3LE0hrqmfCKA/2ZNrq8WaVL2lnMu9oUY+mzlNQyGB/WQPFP/97Bu+AV9/jeNvmLAfTMdq6I6ZTeT88fQfIIbrJje+v0DXzYRJKdGW5cwWYJi0NRQIP8eY4v9YnCh+rgPks3sZor3t2N2jLpDeGJSt/Y/t6ikPO4vrrGhRAJr9daSyiAzss689lQlMAudYRsp1sXq2HjPP+yjO8XSd8XvslufzWMS95eMmZ+ccE/ZuROtq2Uy6+OX9nMVDN8Ew/B0PD4Z2XCd9PcT/ivDT8O9P/jAQ2Ef/y7zd8YvvoNaw0rnOycuqtT3s+0n/N3dbzre/PvwtV3wnCVvsPvd2xoeJfzfXd9fFwIzYUXLIyCwT5feVZWBFllurNkeC2YmQCcxULeR+vzEx4H7XZUBAUU3mKFIFpdORyqUPwToHk6yhQw3i1C/QS69pXgt8BLkXYCrk6vazStu/Onw4qaa+ywXXWoNPWPHdOwBBzru3s6bEfryYmurTmlNuqzjo0auzb1OpDkYyzT4MK1f9XJXyru3xRvd+iPFvNeaPj7TiJiopNOOo6DTjnpkAPoXbuzkAd4EliArkRvJfC0ts+pLm91tklKB10XkiEl150MlKEvi/aZaF4fN0/7H0wsh200IIOJ4zVztBoOqenSpdKctnCFvWVqrtUUInX6CcBttwkwNJj5aDeM10tHhxj5uzqmu3z5leNzcVZfOBzbZCGnvTlP/QYInvNkjhtnmNKJTDmBVnFz0HCaPz4/6fw9Tp7L40F0jrs0RlPZQZsB3ThwS/6rvLXsNj3JrH3eXO9G3i3h4gVOFu9cyz+Xf/1+C96r9iG9q5s3aV0Q/AUjYHBsoDxMzzW/1PJJWwrz50LO3AL+RshoaFl/yJM1vL6x5ksoFhGTGn2mqVqWmSp/vhOWKLqyLqso3WYAeWKbhRbgmX7VMF+rbqZPQudZTvRNkSOJx2fjddFlnjeAbtPJQc5ifxV2q4Wvrqy+VP5q/uGryNAdxWXt0vg/sqybmaGfY7VHV/jq04FGp/6+pssKo5SHZcQmFsOTI5V51nOlg/56P/8mrOBZzIHde7dBvJMzns1vPxCZq6PJKsL6QICnCBFlB1w3qKwNIS9KwGfalKwHOp2tmPzt8Wva3uO6CpCv8rtcfg/ihmfcDNdF9hyEEf8EbMn0xjh+lV+4lqJ6lsQqa7O3aKZyuK/y+1WQb629D6vW7kJhaMsKIoHzfKcUrWsMcLxAks+F3drlhfCekcxrji9XeNHcn6W9XVjqCGDjC+8UpzOUIOMggYUgI072ClRjZ6YrfrruxbdT7ja8Brfn/2eh/wl/e/hxoP8EC//kSe//pqvcNdxxauv7s7jFq9V3TtY7ONuVfzb8rWP0Cu0Why6M1d8TZL0Q2mipSDv/RH+y81zjNAzHGy75dio3OI5VqWn6l3f92+nX4gykohkNO9Q4Baond6cJJNgWKojz6mWCq7d7hDgOYEEVnRBD1ZUD21svbMpp5LChoO+fO8TwOcJ4L/TKMae/JcfOOYKbANoszUnTd4bgvHcopEuf7xZzTtgPJjqZTiI66CChczwzE/Hh9oquI9m5c57TeT4d6AL/VjAZ/IZBiOKYpFVkq9bOuZ9qjSdNuzLw7bjjIOYzONBZx/TCgX71XiP91ob4SXEJfAKdaHYFP8UbBcY/aCQZuYxbZGf7As5wrbmA6Wvii9Rxvwm2Bl6hfvVmBrkoI3zTxjloeVbOhkOAyzacJKvR7AuJ0Pk4xucoxG9QOB+f9Pj9SZ+/P+nx+Zs+f3/S+fk7ONDbjgi+kEdwGghLZhgmR9K9d2g6MbAyJIJo4CGTQkUw90T/aN5UX+Z9EyyfxXGwL9+Tw4+TbFjn79+HDE7jrXhLxNiIyIiXlfN8JRtWMm1Wqc4J22aG0ys5xOuv0qzGSUhzus4tU458In1frIu45UAnAuSjjLjRZH0ocm8NHqTfa3bJt9rqX8x0exPT/NnmFqwvjq8AHkKuNtRUAAAgAElEQVQdUh1HliurEh0AksZi2U4FtqavexcNqxi4eVo0+UJI3HzTWorNBUtYEaGEOT0n/ahyNaGudOLNnL0dTI7t6+o1bvI+pPRnxyyzjroJL/G1qzmcGlzCv4Tn7kbEG/U3iXmzYoe/1bs9M899vnMdCs/18zVR9/RfKjLH6BTSPB3S4p/YXHi8YsxSqlkVuF4mdvwtVlCriPD1rPCKh7W9XUHY53yRsV3JjoUG0ce0suhiDJYyeoOzBWzL/Fe87i2o7Ep936JfvrF2IVX595hwnoIDfzVf/4HQLma/s8E0Ot85WERVEfrOtl4Il/JpRsgiB+453crKrDOl+FZX3YSlDH837Sz4071+9jm/BOI/5Ev7CX8u/DjQf0II/6TzMDv7/ulr2++EnYP7lZPoXf6vXtmOz1+p611wvKO+LtzF78px/h0wvRyExkJz2njU94lBF+xucfcfajZgqEPkeUBCq/tcybk3uhHrMLomshOfVkv45jWBCUX833KMo8ECvyccezBPUFp2bYHdyRwMFALODW5Q4KaeVjFNzvNw6t1qmHghpUEYM6hHoL4QRxt9X2T6d7B/RKQbBjhmhbe1Iy7121Pj4qM/UbuAdeGw+SNTco7xGEOnAYS9ty0lJf0cRY/pOB9u9JPO4yCmk455h7lv8oidc2f2PHn+GN+JlhNO9AoVGihghXr99Kc5rHN71onF4mjj4G7pZzqiCRyvw4HO8ZvxCs+VA72ZwzEtcBHYP4D6BM35oleIkzt4iRwmhe8cvwc6/CfMOg9tOLT8cYy5TH5uZEqbMHfz9fw272f5Mqehj8rur+fFXh9RONQJKedJdI4NGwo5Qznmg+RwPFT8ysSJkHzMjR/az1Po/HzQ53/+Q7///R96fP6m8zFOo8vjgRMiAZhecKxzmYlsm7/Gg6LlpX/3eiuXI2PsnBLGWHiiv1OM03iG9gKhUuPEtj9GQ5Hym3fk54YPfZc5L1f5U3qXP+Mt6E4xPeAIIpymKw21caUSmCHKtyV9WiEzbiGb96OYzl2lWaBfcjld5G2oe6GHbNLbKVsVhsss2ZFS3/yJ25xkOMlFuholJYR2GjQsMONpt2X6dcatk63pdC/HlwVS3ztaSHpCRha8RnaWR6sdAJMPmFm6jGV81umbqDbkUZCScG9Ao4Y3YgK7Yk/JZeoQXJ2a62hTfEAF/lnyBUa+wybxjE0gF92lJ3K6e8m55V9m55hxA08G6gr+nPpc/irB22kL8o5zEt93qls1U68e4rTnh11AZ/nKga764Xyrc795X7TWp694SQRymaOTH3fKtnI1S69l1bUvOb1jwX1L7wlXaF/L6RSzHMZUfoPrbcnFyzrPDWieQuaTMqmRB1dVpsLta5VDOwmW11GLZiXnfGb7j8/9Nd/9h8MNunhCsXut0W/Fja49rnjpN7S5eO1yd6KMND6t1yRdMXXpRE8TO2zkSum3fRkLHnidf1/uueHpN7NeAXElR9Ylf8L/hfDjQP8Jf1WoTr+/P7x6Mvxu3VcnyFe46uJfdaJ/h2P5nzgd3TnL33lC/+1BaDrlUAlyuIMTHYc7GJbdBJUdpteNd3GLCtJmDdFfibDbO0fHgNUfj4z2ih71vCLSPBolYHyZ5veAo2FCjS9iV2+pwUIcRDWWAGAKHxONDQFo8Oyc5wij4sD8Bjq2iI+m89hXdCQlJ4ylCRHB9ZVEbHHj1D2omMkw4dX1Y3+18FyN35IQZTrPi/PljSHjCDYt6EYDoNqdbcjKDdIdNHkS00E6fYcTnY5j0pLPQZ+fcHKSpvP8HM7z8zEd6KtT6BWgciW6Uq06mwfbSAO9obU7Du4ibvggc7aCA91+dS5x5b1d/dF5RzZ3Sl+VtHFDSnCYj3+n/p4yYXD4julIP5iJzuj8100BXtds9zjGSWq9aYCVJyiOx7jJfBaBE9+zTsUbc+yHjo9v4IFlcitHOf7dTCTrx3Seq0N7NOtOdOGT6DxsA4TV68Rs/TkfH87rhEi/d/74/Zt+//t/6PH7d+SHOgd3eh/gwd4Vr/PdfbjpO/bkG3L6d53licb0QfwdHdRjPKR/J2W1XiC+08Qzvle2iHDd2gwAt4ww8vvL/HR5Un2JR4hqSc3kG8WHnfPcM8MP0L9uPFFIJCpCKHN904zLdJy/ngb5iCjM76AnQNzmFXnqUg4u8m8qbeVPkgBtYznPcm8ANFJkXw/Eoo2V7G+LPp3pGp8U4Ox7lKNy/nU6vjalFuk1UboMGe7y3tcV09cDvMRdQXt1VEtM7gq11Up4D1rn1OVjTaEMh59Z9sKJvqBhkvGP/0kn+hvWm3d4ynbsmoSSn2N6qSHx/hvsa59/E67zxxwlf1NB2OSra8pNkfFe9QR1nkebjZJLvfloNldkTbglBfRFi6M5a8Jc7vk95tgz5o7n3eNz4X3RRpOzb6Ok9+Vv178Ib5rB+/o2MqOR6Be8OZXfyIrLUIb1OWzUpnZKxHVfls2bvv9qEArMCV5TyjKu8JOLJUpfxzqvv4iq7OSfe/hLw17gXmX4i4Myk2pP+N42expdhZUMRGuqxfDeiV5AgZfqPHeZZbkudaXLiC/lv+a7MeIt+Z+F5yf8rw0/DvT/4yE7Ef+G8Aos5STfRR3vdJZ2Dtgr5/AzzuPL61zzKbAvhjtwXeE7Ozb/yU0Rz+BvFV69Hv7VILNNIV3g8FycTwWGHadqeAJgzWlUnegUFKM9BNihTVqKwlO05kDBlW725xRc3Vxg7WDI9KhNh+N5Dh+Ws7OjCrfiKy/odnBN/Ptp+9U3zBG4WHxkjEbGbEgphr8d3UFbeOUgqbNYqzKHVH6NzphcbULAGo474YvFs1HgdnWKD8N9ratXwtN1k+cod9I5bnWXg45T6DyEjiUvQSMbODUf6QT62Yx90w0PrCAOfyfpteYS8xpNAb5Wm7a0VjBI6IM+M0/+M53oIudwUp8nhavRORrBo9Gcl+/xxgYqg4zfM0fHmBoqz9Md6aPqczjKz5PkOOg42RzmLDIc6nJYXDB4MhGdRMQH0XEasn1uwLxtnHVMNBzwQkTHxLs5DCd8c9x8/8s0/ZpsdcbKaYA6FwguipW21ImOzknDMc/GTyZmcKS75Sf274xOS5QHeeNElAd1MDmlte+GskX6TItNpPZLeqyPc5477zguF3nCOKXNVRmW9p2y7sExjlf5Yt8imFFg53z+6DQb80D5XVyXRimtsKPAHVLK5MlMc8PcJMNwStDLY00Mc4qnPDD5t5X7EZwyNpuiOSTuHOuZ7WDqGhPrkMtkXjvipOTJTwgpp7h2yHLoVL5MA02BZZ8DwHmMucmDEZ5uJbt0jQqk2WtDfWzqQUJc3BimhlCIKR3PEbVMzhZKNFmvznjfcwJH5lHnRKKozLNzLZkXdaEo2elJiFimnBZprnDvy/jPxUxbJEd8P8MNnmrmMl8lnbu6ZIrgmnSrV6gnNq08wWKX9Rd4GkaUZ/TyXfp0bI4Xz7m+O/m6EPSxDM92gDNzrTdaYCgX5+e1dJE7+/yX8HSjeYewg5ytMuqKhu4207edcLKrq6gMV7zj+uaFkP6sXY3z+N2YsThfGSIRmv1rG3PJMIoC/ErgZ16b1mqBr3Puvo5VvVmnulPmW8JlY98Pzctz9h8Md/nRLkSVtgrepexiomyfyvbIvJkx58C/z/Tra+HJmi/14asy/42U9RP+yfDjQP8Jf334bsfrO69Ix/pW7/j7J049P9PGO+G5cqL71bDfh4PuxPnfuGmkBpn/ix9QJHVGTdcJOmiLQiVgAE31Pq3kTu1sNU7BIOdwz8tQSU97mUE718UD3pYOxOtsmxbsT7IqpChTIecfPJlmimQw4gt5AW4MD0LmLEph6Kxs/dKzMhn7yUbadXCCICGu+7Xr8HXsG7hkprE9J+MLohDnKhGljayxXnqeqkgdj2FBLZ7EN+st9phsMGrIt9tsECxUIyKbMhZDRETxG4gjfs6F+U3p8zjpOKeflTnwoXhtP1Qs/h10d0COeld4qeapKYeEiCh9vqC0GVGxGwHROmH6RVI6R6LwHMxJbNMZO6LZaMurAb7F8M4AETjPBTMjtGYomotDcPCOw/xiTnQhGle3z7EYmx2YaDrR+TzpOA46DyGWQ1elcyhkduCcPOOwtsOyNM3l4GzWjh0zDmSV9k+vj1f8sW1OmA05E5uDsbD0TFwx8gnD1Wx/fpPcdBjiuXFg8jOep5sPv2XAxt7GSUjO6ZTnD+LjoI9f/6J//X9C569f1XAVIqJ84PTCKYFnBRyiMR0ribewhBtFMAbzdPQVYImdCHlKHxZlLW7T9wwXtJmSIhRZ3rb5V33oMjJmjfHNeIVKuEtbvOcgTqc6t1SMiEp4Vme5Sn0rqv4yUj445iCbHkCiNO+ns8P87CVA+IlJ1Ri+5tsrPUcjG1mE64+2zC4mRfIiz6rsjbAut3fibNtT/W2ffA+Si3y3+r2sg9dZbsJVRndFIk19S3K9B0HlO8sMK4q+rJiy8ya3uWA71602+k2ktyHn7AS61hf0kKbKq3q3kU3Sk6gL9VzNGVnT8lXePo/+ABFyTN/NntV8l1XehY5qKueu/zfW9lmzfe69cdiKwiXw7LJJTwMKrN9tk+esXHU9e58CyzaBmr4WT83H94wgjjjRvJacccVpjFWf9Oqky29tJ6KeqihWEGdPnQSXtF0SOirah6u8exnUp7ZzhrOsyvhJpRo7yLr/0ua/Ck/L86WK86pm8ETRl3nk8wVrCW5fv8C210Hl0AVt1XVTjrlA7KtDdtnpO/rOE2Ehk57F/VtgudHAhUaw1CvuBr4om9Nze3gUQfQdbUGFz0+Lrehabzwrua3oMYcrXu/JkpL3fLLUtlQWsc/3K3iF1sIY/NX+hZ/wjvDjQP8Jf3V4h5Nzd0X3u5y36MRcOc7z858InQMZQ+fQfnf7uza+cp38V28ZePVU/KrMW/Gnesw05hKRneSc3nSCtXQU9kuDOlRenvr8YenXOupTXgEDixA4rbLJAUCdi+5uI0Bsv+2MJ+T0aSXw4VKEWXdC0YK/aJEhP5suVDIgTagDAgwbnFoZfV31B2CHum/RKjjFdotuNdQM/Tmp2qnfMcpPvXYgX88ArI+tn177kxWWMc+WFwmP8brkrh8CcGV4qeSP+xpk4hQcMifRSUL6/fPzkHQCu6cHvd5bThnXgmcHOsCUjXwAbEQP+9w0RT8VRjqNdNsHWSbrYoxHXUyknl5znGvfwYnuIIHjmDyf1Wxl8mlXrycDOvruJ9DDiXQiGo7vQRMnn3ScbE50Pg5SgzsTXPM56x2yRHkznt6GBanxIp1ncGKbmHg655kl4GZ0T+vWf8c4qZ4wfmnhMXwCnzBiEODZ5+ThDt/Ag9gmLgWAj6OSgA6/bv6YV+B//OvXoMNTdaSmD/7H4zGOwe0y4zWZS7pihUOV4eR7114CLmYJmAa4qI1vqve0Vfy2va6+vf7xjGbS5r1VwR5f6+wwd5d1RxlhvgBIUX7hDvJYUiaT0Q1Eg1/jrR/db5a7629UBidCgpvj67Jvz6eu8kS5twxXRFWS7uTZwGXsMMvpiL8eZNTlPNM9lG70oavQCdpnyuHj3TqegP96fBVRNxt/cq6vm2946kWVhade1ppDJQpZpqs+5fyKqX7iqlcxL6hpRedtvaseXdVA1o+G5bRlRRZ15njUWZZ114laai9ZVnMcNzdDPVLzcO4fbIBwsFdM2vuDPFkojkLWfZfpBq+YXNpRrp/qI9/MxUmG4TMTyCHXqUM/izPd2wu0autaX/8ZIKl1GQuZCAhky+NsW9Bz50P/vIIr2r/tQL+RY1+2Aryi95htPY9C3GQsPT1rHh+XVVimvGhzeloWviw897rJPrzWt2U93VrjazW+P2xoIM4eX/d+GyxfCE9ptBt5lUPHXq4iXlK5loA0ethi3bfawLb7xv3VXOE2TwEltpdyxGMhOz4/6YxV1utzrPcOzCMWF2RNL4IBDB+lppd+Qf6ixDTr5xzRtPfqvHKx+jfOzJ/wzvDjQP8J/6tDdl5/x9Xt+ffuCfTl6eE3hTsnvL8bBmxjBd+zdV3V29X9rtPuOyfm99DXSXpC2r7Bq19Xtm81j9OE5mBHx+Bmh3LXEzQUtOnYx8aYYqdv53/uJGoaOYjqN9kBArMcpCU3jPtyOMzo4Jm0ZjNWJIfk5WJUcOkiXvcKiNaR7o74AGh6tPoVn4Idan71WXFTNiI04M1h4XwfYOovJgwfBId2dSGnOddYLA1gDaW8KIy8qHNVHcBfilzNUW2U3CgVh8Vx2w670SoPJ+FBRDK+HX3SOcj+OAIs+cplnpY4d6KfJOdjAALjzgnneV2Sl3rF6dSsxhz/joNXTTTh21vaR/gdtOeLMnVyOlXoe+Td2XmOjvXkuQtzf9Cz8iSyb6CLOojZeag6rBlOoNPHB7HIGFLrh/fVnehEdmVamqd5Q1L8dQe+2EJ2/PqGi2N+j32c7ueDJz9RfJIP7qSj6AhmeyKSuX7GBaYQ6cYNEfvVMeNT5tXtY1SO2RYfUK1TAI1T/lOGHQd9MNPx8REmuhUJ73HSc8ZHyqM8iEO0l0EehemRFXB9yjCFkOlukXaVflV2Fbh9vMrqYet5Cxn7t03xV3iGcZwlX431++0IBH4Dv7bdnpWPGKNUJ/qU40SFT1izQb7an2UHqnkN5GRbtJFR6xa0phv5s+Re1FNkaydsc1yeuPCa4pJKA7Tj0hXRGhx8idBMH5JarmtrA8mLYaWIXJeT+HodNvA/1ZMFb3lP4LdgNdZYn+6HSgwLzhUITG/HYpSzpWzVA7d9Rxq9B/Eifc9vyNYJHlfV4EQ7Hew5ruFl8SaOWrfBW9B8I8+Mky4Prt8CbwYKFJcfXZuGK2bgw7PNNK3tkzpEVmNIJ1P7FFKTRy6LsI/scLGu1YfepXII97ao+mY6JE9HeM7bOs+rM90dF67HBRwFJQX5r+uIHkmgo6f8HfNnLOoVXNJ9N3z7Epc5aqg8ppOa/Tqv4ce4Nkz1GD4joSVw1jzv3Xz26fruFHinaHlL+D6A/omuKk3ZCm5uSPfNxReD9G4ieqmp9cQGdpHy9LWt8+eq73U8YLAtkmx3Cx3N2T4H2FVm1H2MMU/sbh3XGyPt7TV525PoLZ93uaGfj+vqrasRDukBbpVjuxkEm8AcvpS+KkrIRlcY6Apt2nsx/HXs8Ce8Pfw40H/CNpRvCTdK3tWJ4DuOxatval+F3SnzV8JXTorn/u5OoK/y5bTvDK840e84rr/7dPuq/XfeWvCnQhn7EetOXg0nEfM5HDhTETHnOTnt2aKeekFee+fa0Z3F7XY0Zfxz/7RYXM6np0GJVN/U04266ISTYKr0ZUOOSN/PtMjlYiSSvmzjgEagBdp1p9zoAGtHbgQ0ElVD/T6Ybr7SpsvivGs/Ox9SYgZmKv+c8JMVaR03A/QySG4mGuOF+vHV5AxrZ31BA1XD6+rGkLgYEqKwoMjVexh51EhGQvMa8NmJU0jGJA644Wkk0+/tmvM1/ANkKMwTLgD5fujyc1oCCfkp7ydDMD1mnImeuNd++7WR3qdBcOE73+z8zuapGi79DzYUDFxho4850Edfx0akcf068aT1Q0jOMVbqNNcr+N2SAchTJ4sNV+LfnQFNebZMujBHjbchzGPjBU9GyocDOb/J7mXxneqzwmFEI/OqdZnfLSfAjRDpt2KP2fvzIDqEWM7Br0XIQJ8wyyn0+HzQ7//8pn9//JvOzwcYetIilxGF8fp0dJzrZgvtY6RJTsPB9pvT81AgJ6vOCOnTZn220SLDHyZXN3vOGtvp1qmq1qHCsXf7uQq8FmUXOU2rYc4ZTSzvZAPzqbcyN+XbiCBv9qpXdpyirpDiEtxBzODYLp1ha5lcJAB2tXQgnYLpZGutMQWYt0vDfw1bVOJ8JIr0F57HH8bnQfxejpFWB+3gJyrCJkqUr65MITsMkEscNMgrGBX7nMHvO9+EzbzlLr450bqqv9OFYlWrlzKO2Od4Ii1W2qtfd+knx9abP9pyO6K7pUhc4Ckqc6lt4AfwVPWjWI5BvjjOgHabUPTOq86BfHTu2pe5o8qFPkW2TjhHbA0Gz3IN7aw28vC89sL0krd7l5CyqCckpLK1b0W3ZApli8xQfo+/gScFQNb9wjoSL7qLC+nqSXUU/hbsSTGx0mSOz/0sPaIIWISpxKY19i5cbScpPO7LfOSi0MqRY/r7kF/+3AMn8Y/HteOCdXQ51xDf4QlfDy8h9uniLSu+YvtPhBVv/WLvUv1Nzd/UQDd3hg42PqWV1xyFqvopfDvkG7y6HF2QkFzhWZYJ9rAsL1pslKclZyqFF5ypBbfvw1V6GJGW+Lu0GWqH5muUidfNFy4f27/BgHOduw3DLc21Zfbt3qLZq7G4LPvszIj0/md480/428KPA/0nfClcOUbx1HV2rn7nN7DRKfynnaG70DmrV/3/qkMd+78ruxqjr4Y/gftVGyt6667afyM06ff1ICTuK2mdT+xOdHQmId0zxz5nJ8rtPkl63+cT/U+Np2c0UIzcTIcc7sBiIjsRFhaqFOKKwUawVW4WnJJ+2RU0NAax0sM0cK0MZ7jonUapiB49vQr5eeLmdDwJkZ0AXzvPE5xenIYRW0j0u9LWzv1wJ7efnQAjeXY+EwWn5pqH7FqsSnM+fW7r7EwLofhisaQ01sBvWXUO5aLosF31Y9E1W6ToXGand3PxBT41eyYU/sWGjJKroyORSnh4mt3BmG88Ervqi5tz5STsqyYcjf57qTCwZSGEvAQd5URmNBWvg2mMjxvShfwUDtt3wWdHvC1rXvdyrw386GTOvIQp8qDQUWY6RYYTXYSIp/Oaxyl5MUfuHLPwDifqHYjRtsr+86TzfNAppxnYre1wcibS6vhG2klMh9E6C9P5eNB//v1v4vOkx3/+Q78+PkL/EQ8G88zgeSxyfJ/+GKfvj0O/Qe9GK6XRWD95nxsDUM5rzgX7Pek8xy/Gq6w9+KDjGBsbUJfVrmV8OeJ83LXdMCwlf5V53gn9cRyW23dspoA8Mdl8mvw5Pj7o+DjoOD6IDy48NTgtZ9nzPKd8B0YFTlEst+we9gnnaGyeYsdLDfssTVWSeQJRoRUfxiTzEoDRoYt6DsFzGrugP1T5FyvJulukZ8FSGZ3lOfOXfENDP2fCzRzMdOicTDqP8rHz85Pk8aDz8RifIFEggpMz9j+RDs4Swgy+cWPEJS4b5t/SiZzjyzgUImjKuH5ZtuiwYXFd3sZWwri1xsuk97gzdMovhttTIgixwabf7bSBcep4s8sINtwJlMP6o+61GpMO6EyTkB7anM/gKNZMVS0Qlysmh+AE+hwP4216g0rL0xO9gDwr8POQYwRjFLhimc9XwQcOdZoxJcT4ssp0lWXnCZxA+404CFqXpOagTbAbeJ7Mu2Gui6Tf1BfPbvgImBbIo/IL5Q7Sf8ZlZPy+NoU1qtFP4ClpXmY+DQxLEl6wzdxVjEFazXWVVgOqJUcBrKmCqJQA3UhfpvCfwpABzhV27odeTtGaN614+jItpnOaq0FnUnZsNzGdlS4uBqhgr2ewCa05U9YlNUcruC5Cw2eM3ATid4w5QFWyVlm9riPzCKGqt3b9vxsqf6GwTsCfPXAYsSuHtLUKm/KZx7TkBXjd8OyRRUwekClK+5sfOP4JCfUGsEY3WgQpyatJDTlQnk9+abZCtBkayHNkOWJi2UxDIHmTU1+kn/f9/I3ozHbNsB6zAhGP3MSF8qr/CcaVHi36lKFuxkXaR699OVcWsZesCnSD0O3FpEmPtforQrsNWAp5vv2E/4vhx4H+E14Odx2/GP+sg7ZzkL56svlV5/BVe6/0aVdu5Ti/OmW/cwivcL/D7a6tu+FPOdGJ+r6snOhvbD09vYIvhCcah1ypcWVLpvOG9To3dIznZ4xD6C7GNerFNxZVSZdyJwQYOqBbfIxMw1HNsY8YTDGS/jkY+WT6epoF5kpRAh12oERSdq2/K+cKPRG54cYMZGILKhGep5BB2T3F61qRZBdvC2B0oi/KpyK3Q1hvs0d2i2alyRf4+y4IRbpSk2McSnB+bJVhDr/rhZV9zc/yxYUTY0O0xCyT2Wlt64YAjxIaDlrlGsaXlEbmv25RtsMxAp/mrtG3d3UfwsIZqowV1jSfTORGkCzDetDr+8pxrm0R6TfH7b1d9aWFZeCpXjFT/8+QNR1BuOi0UWS9+SOumDXdNzVRGlbnMbZhJXWBmYgOoVNkOJOZJ/9vnBroOD+YiA+Dr9COLsBPcBiE5mH8mREhE4+Th5NYtLDQ+RD6fZ70+M9v+vfBdIBjeZz2U5g1EhwY4KRT+XUcB/HHhzl5+Uh3xqf6qiOdSnBn95isIn6t/3me9HicdD4e41fO4JBgZvo4Pujj46CPj48Bn9Z5R2aiMyHR3xi/5JQFQ5KWwXa0L8GBludvaFNIHmPThDzG9QG//vWLPn79ol//+tfEL84P2EBA03n+OfBzPoYj3fiV5QfhGhBPNT44VZIyYfNjHXZcXSAHntXRjSJn4EnugMkbO1CG2IyV+IsGLad3ByQ40S3vTgHQJhkqW8jh9IzzOKQjfZb5ws6cA305banj/DjmhouPwx2PyvoeDzp//6bH7//Q+fs3yQM+QdLJaZCLW0yAPhaMqamPBHM7OJRTv0LVCIfmVjrAcsbeYbwJqQPHB+Wv1tML1EBL1dqaxlV5kUz6HTx2bObBDT2xP8gzJP9NiPdbA2b/bLOE3tLCNT/81nmP9KWwVHw7bc588BzaBdjQmRrXG4k48lq+kTdDHAidn2Pzhzwel2tvnnCp3I20MuTwcRzExwfxxwH1xOu7A0EEGso8sBK9r7UGTzvnBif79zjpcTqv5mNsAgvzej6XTVezrZ0DfTXuJnNAlpU1OMhAxymHXx9f7OuQy0w0eZJv6knoif0Q1V7GlhgAACAASURBVHdO+8QMnZGGQp+amorzWRAHsWO5dO98sJQ2rdRhTUmDv0inUSdp5Jc1gPBXqCMg2n8pWUrgRZYAV9w4sGi9qTvPyU7ZG39QL8T5XjaYytw4MzeWIm3Q2cjr7WuxHsRMGYcAMxd+cKFXNrB4WQq4Qp3F81XrSQNUU7E3LBLflyAmfpLHKNd+p+ta+ZIMk26TyC/O1iUeUaYn4DZjlOcggAtt5vmf5XMjv3CdA6Vk8vmxAVhb5WbIhv4Q8U+EY41zJcpv3vY51rPnE0EfUV4K8vwUmWsw6A/ICE5z+WqOlvEm5PcJfuR1mTcu6M1hg+aV3/oEgLmfaL8bD2g02FYRX6Mjm753MglxkDrS4GQ3sznnwSthGjq9USlVvpOKLXhO7inXxIWsuwocfp4t/RP+d4QfB/pPeCl8xRn9FSf6lZO0K/cVp84z7T0Tnjl9nxfvHQx3Ni28Avs7+vtP3gKwcqK/J3B6eqXebpkIUnkKd1bliNlP+9oRXSFKtG6nz5Mjgqah/8nu3c4rakef8A9DTjSYCAkd5zAcnXpFs4SeR3RAufCeDTisZ0ekK+7xCeU2duL5eC6i24oI2pVIUzyNZYzGv5HZx1MPY+U2csevFDsmcif6Ott7Ql0oqaKuv9d8povbA440YXzQ0iKOWvp5IRj5zr4F9dtOJWtUc/IMoFSnqC2atA9acV58ii8e3YCda70IUbeHVX6k/y35LZwopZmyctcNPuRzYCWfF8/4rlj0udSMcl48lXkrMKaQIBjh46j279C2OI3R42ELdDRAKgdoUZqM9BG/AGdynAiWF5mbcEZ5/wb8lLFQ4WjncAc6jomt6JNR+zwT3YERYiMzRYSYTls6MxE9zpMej8eo8/Ew/sCkxg4y4w8xGEAOddCAQ2OePP/49YuOf/2i49cvOo4D8Bx1Kac7mnUHFFsRhEWE6DyHc/w8hR6Pkz4/P+nx+Ri/YGw/z+FA//XrF/369UG/fv2ij49jGrKGI+uK1cXTFAIwMQyPEPINP1WoNyEw0Cynfxkf6OydDvDHg87PBz0eDzqOg379v3/Rv/7f/6N//X//z79TT1RhkOGMOT8f9Pg9cHTOMVYG5icDE02zzuTGYZ6NP538W5BhG83pJTiGaBrl0IEOsjvQKsi++ekEk302hwTGy2ei8kiGfnLKT4ara/gD74AkRKPiFtnbeHe6lAkXKXz6izwKGhjsRG9cYDqOD/r4NTa0fPwaG0gsN9OgjX//D33++9/0+J//Ifn8HH033pL7C7IuJOFc8rI6fmZozQhDHoO6GFOTF6sHOAAvERadTwI8FG9UI28vlS9GZxT9aAxF3UY8XdEjIvQ41YF+EtFw0B7HB32EGzG0RG4bqwY5E6ae0+nQaw/4F3FtfCXzNG2EyeSQ8nciSWTG8Jt0B6B91zO9fnOmwm8ZT5wMk555ypcwF5gHn//8HJtAPj9JJs9HPKYpEuZOlPNM/HHMzV/jn20A075oJfAT6c1zhQ0bOL/V0aBy7DFk8GPy+s+5Gezx+SAimfQy5zTD83EAn4zzFB3EzvswXgzKWDCPUUyz/kDfo0OEAm2Jnaafp4SZ6MM29HzQwbgxgUtbJsMej3Hzjtazc6LD8FgvGxlZJlPFRsFrRVaCO+HG5E+AIeYhQrJWZcjTXB9wyso8p+XT9uNya70hAMHp+uNxVlMlnfZ5dqx/7jQCpSdyOT9+UX+avECE5PE5Nwg+zBlJSidZ+9zA3MIdEnKfxXCzlj+LWrdjkOQ6yC7jiUkmheKlfagX+yBI3T1dRPrN8sll9aRiBGIfkDzxBXl2ktO5grJGDP2kODb5fbVO0jYpjkGgbdADyzqwgQllTe6LkG8A8Vumaj6Uz7j5K4y1vsMGqyyL1+vDLNNiH3JAHpA3SY21l9D5OMnsKpzm76HrrwU8eZ4FVpfWHxlXQWdP1aZ3XN8q60V+G+SFK5xA+7M/+pzhMdw4foozPfVzFaosavJL+1hCtn6Ue8eAvbRNNJUHmk3jGuVWiS1xVpPk6F2vuhB50rOlf8L/jvDjQP8Jfzy814n558N3OoPzou0dzt875XKfvs/p/Fp4xyaIVzYgrNKr0+zqHVJcB1q1Fv9hRlFnjZBd3z21M9uowGqiJvs1iJpG9cztWAexKQSrHph+yX38eIbFGUWDmtD8jvApJHzSeVIwwC5RAnV3z4YbM0oJLOZ8MSVE4RCxWF8Ut7DhoxiGvBI0corMMaG52YGu8bjs5pYWq/qJZ6YDjFhKEhTPTqfOHlFa8bllc2zSY8iTy+SKwQGB6faOxlnIH4G72cEFrrdTk2KfBh1Eg6rNQ6UTWPgw+8LC1/NMell+mfMNQHXZ36V3xpDJMzYk5rzNCxefzcZQwPG1Kbdvfx0iHlsazvMWizbvSKNznQtjAjxT82nR7CCYS/plx3RRfzARHUDLBBNp1lVoUuyKdhIhOeBE+QQSDR6DjevGmvnLHp/xhTqHL8Ir/ysyRa9lNoMKzbk/6jo/H/T4/BxXOZ/nxKvPk3zqR53nbtxUR/o0ip8nfZwnHY+T+APlBaf63LCSjYLmdEFYJl5PMNJ8Pobj/PP35/j9fITTfExEv/71azrRhwPdrnTnY8t+DN9g9FASC7zAZAuMyxnzj7zReX7YWDhuKNdXHOhM/3qc9DiFHiL08fGRbBKRNs7Hgx6/x/g+fn/S+ThJd89FB4TLYEOJjUWkMdu40dB/HGp21tYktQHoQjPZbQMKHSMeJ26RRqbznBgd6KBnpH5bS8z+GR7Rmxpgns0NEaq1IMzh2Qg68nXElnKoAZebs8TS4olX4wccaShhleig4GA7Pj7o1/mLPn4J/SKi44hQyOcnff7nN33++9/0+T//Jvn8PcRmO8ZJGZvytBBMyItGVooBxg6NvEVmNZO01fOzkXjKMB9vHL/E37Amo10ULmwM1emozg2dQ/qqJ8/P8/QT6HorwBwnxByXh1kt1O048AeUBfr5DHegA19N+VFGmi44eTkdvpHFFXGd05nOYd4y5IE2tQ03JMNnSBIsRl/EwYHOUD/x+FzL4/cnnZ+/6fEbHeg+rpnfRJnF8Ved57/Qgc6hkiCbcR5avDidONZszMyBLnqDynSYPx5jI9hjbgibJ+o/cD4fx3wfN6qENVQhmKgrFOd5p1On/OrQwTo54xJ5b6iDpmNoXk8/x+bx8aCPc+gJdRNQAuecMuwxneeP0+jHnOggMwOg6Q03FfQ4aPCx0Q9aeJtCqDLW+hl/yOQb8B8h5537McTWBTtOFUfkSmIAJ8G+GBsJf1MZnMLQLYWO84REcNLctVtUBJzpfBDzaWsCvbXBHOi2yeIsbazWkasg6UFirHev8IDI1y/rrxWW+YSwr5d1sf1V5iK3FvDENQe0gbIbWgt0HOrtexqbdxmD/KTgFvXQXFnWxRSSzLM1pcFjt4nFoEN5he2jbA7yVPsDDm2ET/yGDdv8keEFCFweN/qSxp0cN5hiu129Hc14j9dBlDeJ3Q6Ct6iMOG0CHOjHQcfJdB4gO1cQBBTXcW9t3jA2lUZSOyC70O5sv0HfE18nmM7j70hnWJeu4/zZ6yvz74I/SebfrxloXg7rD3zNkPDg5eZvN2dDnkULSyGa1gGFvns4fsL/rfDjQP8J22BOOeqYyNdCcbYs2r2C7x0wdPUifO8Oue9Lp+A3hqUy8MU6/2ln+yp8ZQPCV0Kje9vzq1WLkJlHVb8HU1RwdOgvEY3FHx9EcH20PovCNx9GG6ndDENce1xBPYwfU2E5WeA6tDMqkct+13kS+JPWP4ENxgB4Hz3GduaeVtGnqvBmNQlhGWM5+iM0NgYYbjB/2in6lYCGzpTytYpXjTFS1AwMzoFSRIDImYKxdMIZx8fNCCxxaRxoGMu0piWr5U7P2sDszgcwX6YYiNSr9Al4DPRBiOgY2QYqE8q2vOBZJiE6hYUIN9lkmLUr0NG6MQjKYBU7XoqL9TGY1GERKx+kAkYFlYtaUqYT2OojMk+QVR1p4irExW5yHgFzC/0MxpTMFyT8EDWvY+cQOK48A2NdmXxxPjwe8fT5dIqpo1jMeTQb0BtKapWxblh8d/OSQp3zn4zrv2UaIIl5bBLQUw9lMe/O32F/hboVVjnmRgOyq8RlGsrPx2NmO6A3o7/CbN+YHWlTHoA9K5Cm8iURM9iYfMKBQzyBA/3x+XB8ykFyfBDRATBkRMco+3e6TByw+kYaEf1FA4nG6Ua5yAN1nIdonZ8csHGdv7pZwJzebPgdJy6rTNHxEsBD3swU6GhGlFlp9BX7SChnoXm2PxjRTJH0nhEe9htaXUyDwtirFtMAEtznJJxBWzZmilM0Xml7BLJMUK9AAkitaYeRB5X+6E/P6yJrBr5Kk18AXlKVqZlJWyfTSScNKXbCmkW8PcFy8y+OZ6tH5UJYRiduP3+sb0mGrUKRWYGXQ6XAJIRk0kwW0Dh+M0bnrhCFNR3rhphBgCYOYWKE+X4hx0zfJQqnrQ49TalFL9Qfm6vQf4HEsCFkEO74fMVJY0OmyYJUHvDorFPjztlfrvChkdRkMZPYhiSVb4g3MVj93xnaXDl1XBCdcFPXkD3D6XCmInHghGjeJuV0JOfDHQt8+Ia5c7QhDyYhpQ3VAeBX+z71neqYUJ4TIZH5txjCE09VXkUy+D9NWOJaxvWHpT6Y6RdoFnl7ABv+Gf6xwtkppV8JHU0O+NPH2hwSLJNHcbwhQesPU31++iDIxZlm9Kz6SJqJoVvGiOFZDOzVHH4txEnNKabl38YXxS/PEszfzVHXP/SHCSkr8fXK+C/4z44xScgVKERFIq37yjgXQ1oscQrRMeU8k9J8M90qWN8YVj2jW/z8dljxw4sinAWLDga+k+aJYd2zscE36vK3wVoAmx5gDojeeAgUHXTITkbgL+gBJuuCEcx5hvIc1eDCuiJtYjdZjPoYwoJtqo6Ryha7Q1l7dcHlgupwOisMbQqyZ/fxhMVc3XgJ+NhyqQyO1P53GU12TVF7niTHYU2YLrGrJesIKS6vL1q4rsAkgfEFGYxtka8TwlwRtXsMPKO/wNar3Tg/YVyusu2PMLvngupDWWdf5LXH9DeUDDKsJPyEn3AZfhzoP+EyPOt0zIbwO+GuE33n0N85wq/aXpV/V1j1A+G7gvMd8P0JB/ef2gBwN3ylz0/1pWli5TzHuFtNNJl0MTzNfKbEohLWmF+I6KRiTQY7JOdFQqgk1uhgLRbREKnK3jDIidrSSGi4zw9AUDde4FbwtVFWfHkY92KeFmDy5TPACwYTNyDWchkTQjSMaYfYFb9uY2RfHCEOoqbfjHHFadX10GBFvuz5jineEJT2L6JYYZg0qRltUQm0BUbWWdjToA2BNDOPZNpjSiPazYCmTwTwpoDLvnDyKVQhRLowb+SNrTE/EL45/oynsbrKn+SliWQ4J3TVWfNco7GShM7VLm1sUljm7QerfsT5u3KiE82pqQ4IoKNmBXgZsB2lT6ab0yYylPKYl2+jiCJvGNDNASFIVwl2eOVQz3xWJ/ro0HSeTCug8R+1CrK3gDQfphEaktGxOX8bQ7+celp8jsfBxHTAor6ZCxbr35NndUryMKgxHWRnzD8mTz8fU1YQ8TEM5Tp/zHmuzneAUdtV0P3dJCeZA92Zf0ROMN6f1o9PzXp+0McvmvsHjrJBBmFAXFudhXiiMwo3XaEDLRq+COK9DDp23QkPJxdoGG/Gtb8Pevxmko+JXwSZovzyk549P8/OHOTs0fmMGSQYriLnqO6cTk54LsWpMmAJDoRw6gYMhgHvyttZ6+BhrYPeSRojveJVbaRjfMB5LpoO8IEM8k1CKy0uI9VhUUejl/I5UHCGzds8cGwG4x4LHXSAg+qAdZO2I3FAJP12AEjMEMWdpvf9D1m3jNuxEWQzGCa9PqTZUU6gX9UAV8H1zTlk4zm6Ia6bruBMvLk2BSM0nZwfEzLfNIXA6Bt7cY5ZAg2hPmlzW+fqSXQeZBvATL5gfYGoUvdkcHyDEbE56wMZY99ynzeo5LqszTz/SKAfyamPSNCNZfNk3ZAhY767vt4Nss+U4Jw3/DPJoY6gg/g4SYTHpjJWnztoG7hhIMktxFKmgXauzHGjLg359zk2A53Ctt5TiJjHqfRAKzrWCpB1G+RLai/MJyHIJ2U4mGQuSRWHUEeQvclprnKNaWwKIyHiM964FciMjQ+jDKSMMqrvHhnXXIGdAT0o67qlU4ZQR7ww7ZmP2WNiqQR95jtMXa5Iz6E25IGZTy34mXSd7xpuyjP+OH/W/hoJRnQ0c30xjieR7mZmirffuU0u85ysj3xHwBZq+2Uz9LMh4eaZ/rioBPhgEFq6u2ir6isx/9Mh02Kg0ylLjI4hy64OzLOQaz7RVT6Qy/ukNPDEm+EL+JyDnLj9Ys3p+ikNGYNy8tJ2EOcxbvBTSMZciPMtzD12khTQpSYCYHNEJ7PqGG+d58gO8+Q/ieQg4+XWPmWYsA5pf9smcWwWMLWFgd6CwxtwbxjSjXMG/aZ6XF9Lgw8iW/PsQmbDyOcVhvjwDwZYx+3ySHoPrwlHdZ3+vdz9J/zvCj8O9J/wreHKgY1G87uOzpWj/FUYOliw3HecQsd67zjR3+n0Xu5y/C8OeQd9pxytbju4U+dluKhy1+QTmwVjAAWMxJ1N2exaFpxMhNvR/bo+KBsU8dRo59yW+Ue6MlBWDR5C8+pUvf6SifigcQNiU78tNLyNlZLdOdodyKYAYGroaHAqw4w2K81/Gv6Uzk48kTmXS+owhr6bgY5Uec542yjzuTtQBnvz/tBR1wjtYlRxEnaOwqISld30jPVinfFkerqWSRcsjaMlRJQJAe0WxyqX7AwgBneRGiJtPinNevWDBhJ0DDwgdPhJplAIhNyBfWEpqc7ztBA3zyM9QWCjr7L8TnxD44k/S8LnYFsMRjyCMXueiQ7fMly9Z/Usz1718AdejKlpASdEdqW6aJszTzAaRiCFyK6OLAtsNQqzn6JXRzQRfN8VZWLLCsEVqv3Jc4QByOmYF2bik8c1tWiMDO2AoYDmwlXAcUxEIvH0tvVtGrvpnHZPEuJznED3vjIN5/kEbn4jvR/DxtQM/B4md+i7GvDP8wQZ5Hx9NMskx3TLL4U6W9XByW34iYzddRiF03FqhjPghV73uI7er/k7l9fTCg3Z9Xg8iIjoPP0zARgC3Pa9WAVc3W1hAsz+esrScGUGIZBj848+79iPztqQB5mvySEDi1hpaI6X0kIAn3Q8tWL/Bn2QXzCeJGL+A90QkJ3nMmswmcZBLZvvvOyw0cPE7ZyUwwiKzMQRGXCCGyL6+p1GhgPznPXOE7WAIdvEobCHMYVfpO0yv/p+9swqymlJeRkIQNLnVbDBbLSMMOVOUcyvY0kUcGH9UOf5NCLb7UYLWRyorkufKMOkg3XMFd5eP2sasvE36LFfoulZ952nsm3jEnn7NrWqvAj6+6nYgok487o8HnxUr1ZG4I1vATJw81M2wkuhPQPON5mdQ2aQiG8OgW8dR/URaBdkptLZ/GI8FBq3NhC5345Ol3PqPDf5fRx2+lzj4yYPhwQjwkaskAC/tgaRqFuJy9OxcQHHkKbO3utx1YFuCZGfohwLD5NiGz0Vx9CuJMb2sA7UETgQ5OwH0KwQnGKHdhBlNpUY5oRnCj0GHoLrOmUft1XmCHBuJYXJVxBmLVVglCj/QrXpfPmGZ/snqciQse7bBR9KEF4F5GxtKUTAIs85dejjOLwfrPTCXnhp/7gela+HC979VSd609rd/sQlsiM8zp7XYOg2DT0VMg8qPEknMErscB/PU/VXXgwz0WS/zlAx4sX5I/Bg9WX9M7Qr5Sl8zlFUn73sTGRmBQ4/hR7UZu2G/hHdYAg6ACg4Vst0xDdQAP9aQA1yvsXDNJyIHHTKScep68CBnSsn+tLOm8e70FdfrORhbyesF6ES5GuGD1iz4Cl0hW25+fqmQVnSSyGHBM8/HUyX2BjTs0zepOKU7NN/wk+4CD8O9P/j4VUH6jPlrhyWzzg1n2kzO1Vzmzn/d8GyCq8655/dQPBs+BuuYL9DM6+k3Q2XdTyNolwg099e57lSDGxzANVFpj0LkX4X15yZSn88T2GksgXItn2HUSg6RbZhKpTnedJBB8lxksixxH1wSAbDiba+aqYurHTBNlVvXyAoPtTQBFeuux2aXfmCY2aIf1P0wCJuBu9s2BPtm8Cz9zo8oa6cDR24sJURYcp4Q6+MhQp57scwT8/V4ign8oTFjf+ex/qUDWvwImCw0WWw4VydkkbjEUBf2HFA5oVO3swpnvMozRURp5+MA1hgI6qyuUxn0JUyv+cHseaykUQr2PKwvLTQnmvSBQMUyOxXZdwKrROdoE2llcSPVguhnpTVqRKd53dEXzltZT/ZgZ7h8B396vR2IwU72AEGN/BkPmbZdYEN8fY8N/TMCibukB7CJLEfX5TnuTgdf2o4oSlLsoFfiMIJ5cTPnH9NvshEw/rNw5Exr7zVU3tW5ynEhxDzSWoQp+l0YBnOSCZ3/qIjwruD1x2SGTgCv0/G9UpDmn7S+RB60HCeP46DjuMR+NQKz8F5XozV2gbm97HxUyLOgfSCbc2s3w0UuE4/Gm8iaHIK2SW4QDe4wc7JQuz7inYq8MxOeq9eCPvq8k5CxWLPKidYT38bD2Hn19CNXrtKmcAgpX3SvxzKTXqYckpCWad1h5SAZk475T9qHvXEb6ALqQ7CKM+E3NkKHWPyIQv9trklpovo3MxICZhocIckoTPUjH3a1iwXT9AEaPdhosU/+bLga0vRl+dQlqeVVxGMT6gpjCE+wVyjXIaw257eGerU8DnhNhfVUrn2sqW2wFQTPCDH7gXgTDgPk04aNtmAbuZ4Y5NhBHNJ++g6m87Zpj7FEynNqxN6yrPzGHOQT8OnEpGzDAn4UTjDPI5IVChtE5uoDEtlZH7ewvVsL6t12lwIuJUpxxRG8j03upZIGx/0BhVROTa/pS485GFLNmXeQP8X/2oVU3acJx0H03nykK2kYh1uNvDpZHxgVzcZHtM8Fxupwu+tDZQz+k+d54tvUOtGMtMdnEHN/szbf5Svo+wy3YhgXFM/tA9AX94F6KOkdnXabpyyYc68FDjRSISwYWehbdNxkKY7ep/1hfm9BMmdPuYMykRkVUhi70xfcRQ7S5D4Pt86nQ6Hh9O/q7l3G55lxKKcklISfUVK9ArQ7eDjuYTE9UTLk7Wmm41LM6p54fXMsGd8wNhIer8hgK+b68aeVcvFZS9stutQ5UIqQpTfMXPoivg0bZpodf1GDra0nO2JujzFrxiJwsDkznuCua7YRoa+htehEpebi6Hq7OYicMNPuEALx3xBWBlNgZ5ihlY3nEjy8U/6nv0T/4fgKfzYLzAK2yddAB7n2ShbG369mQ8t3WmbsbkU0ur20nCyn3NX9kSYWdZX1D0xPsrurm1/z2sfT4+bbpGmcx1t1/4CH8pP+P7w40D/CX9taBnijWDGsSec03E39tcUrHcF7EeO++42vxpWOHz1hoFX2v1Hx7EI3OvQOdHjFTPSCGtQnJKDKSioQu48J8gLzg9TOuONZkvg0HAaDeSdUcVPkYU6J+infXNVSL+xqeX0b10M9crsdtxhQc34TFPRFzGtyvrQ1Ff6AoaC8r0iO4E+/0jEly0AsS953L1oWmCJdQBvtB7wARWIxHml6x5KZUIPvzB/8jihQTkZNYKRPuEgG4WyjU2XrfbZAbXE4dXhuDmq1Oi49TriL14f6qWnoZdwkdzP99E/5OFYW13S7TBfxukVHodTLVhOcDEy+IXTTwOoZ4yw2K8S2NqxswQx0avOV6ftyo+aPRNt3xYtQp7FOMZKg6ERncRoHI6U7kZBVpqdvzxpd7Aetmci5dlYz6wNHBjcQp/kRTGO5n7foCUbWr3ZAOoSofPxGH0RmY7EUxlfkktRt9OpixtQ1FA+Tu0J6TXa6tw157k60I+D+OOD9FTvkG3jSvf8fT47YWeWIXSeq+MZ5dg8V8hMH8cHje/sOl85z5Mej5OYxwnuj+MI+ltc7HNsDyYk8r+yUQNEhKWoM2HOh5Odw6mDe5yY97qWaon4hgC9TtjkIsd2tc/SOOn95Kb2X6PPWU4dv9ZrwwqJb1TTW9OdtnnKsUgvLgvYfg1nq64SwQkhyBfm98QjyAiVJwLvJpfNwTP6xyjLpuxSnUMd5wx9ZyabU0YzBCxW5rxjvcEgy1Nw1Ka+kmPYQ5JrYaMJ/p3IHt8PhRqBnB2mM/S5QoJjX8dnL84yH+8MzTOf0NQ5yOc6ls1yHulxAYSOt/MSabrQOJuV73FXpPapPkW8uC4ML1fOJsGf5GhV3gzrbR2jrMer6yyuTd3YaHPXgHU5XTcJwX0RXMuWeWnzDZ8dGQWv0ulSsU69IUqEIi8l559Kt5E4Bea/OC6MrmZ/lRfy6TrNqfwVOqwbBo7TNoMROs/DvIzB6cGN6uepG6jGt77DhqZ501fdNKHrsIfBOq5z9zFGOXoqv0vwtM5n0wlhpKBde4ABQ2e1yZbF3BxzC7iW5pv1DRwOWnM/e978Neje1mkEmpHhFuZJBsJwoTeOkI2dyjYHFmDX4ia5UH69dvuhoxEdxahpJLh1XCTOr8qn4ybxPL8Y/pjTZ9IyN/2ojiqtSAivwu5428BtVEE1G8KV57+vbbyQ87MGGN7V96fCBX//R0B4DhOFlL4IhMko1FMsW5qj4sLSpU9M+ip2c/lw8jlOuPAYIL2FH82LQI91IofJEPlsLb9pUBB2X7cZrHbiHBjsXI+posOg5UbdS8HPGIsyIvLcCqJdLx/Uuq4/ihttgy2v87pFSDhaVD9VsERziWlcyrAIXshnJ/mFwJ4ooV7lyZLKZuBDvpLF5Z5VweGnDd/LnVwOBUmUbECox+Q5djnI0AHjLsEOQ1SIbVdtl/cn/K8LES7LAgAAIABJREFUPw70/+PhK47O7wjZcP5syGWfdaJ3dXxneKa/f8p5/u52EK9X/X2H8/wdjvP34OCOWhGXoJ0TvSpd6/4F/IIyZScfTUuAX/g3ri8sUCUYYQGDIMG/qMyoTQkcCY2yMww48xubZpgbOFytP6Jyu1go5Ne0VgkLA9IFuSu7YUcooZEgNxcVaFaYwIGrGXBxcOrH4HPdqZ9q5ECDCPZNSnld3HCBxfrJsblq2nluLnUlOoXdhgIXR4Y/sTVZGBeAMfzypHvIZa6EYLjRuB52mztmBJWkpEeFWuZ3z/H0b+7f2uDHvq7kHm9xLYyLKcjTd2UdtlMk0kcxNK3uomwMF1Yf8JxxBWgDA1G72Gid6FocDZxgpIhVJx7DRP1I7bFYdrrPStWx6jQM83s+xLWb4tflIcPvcGCNfPjtPOd+Kp8jfFqH54DFOCWH1QJOK4V172SOXumq3xUkGg4IZr9q3gwUKr+kaZN8vhHO44n3eV266Mk4RtkwZRYPx8Px8TGnkzrQD6JDiOgAOpr8gcl5gzqfRYLT+RR1DDu47nxwuhpgCj0eJ6nz4fw46FDnPsKMAwgGHJc3FMcr4BzpOcdJoAOt251AKBvCII805c/nwIfMutCoj+JzONpPepwnnefDT10DsoymZ3fMoXOew6+U+qeg8aR/Z5F+C0Pg/TB+430lsbzUaqYLeb0R/TrHbSb5Pxir4mARqGT+TpJzGiWIn/ge3xpng0k3ERiUdvMDwD4VtvwJ8tw/HHurEplJq/PmTS8N88lxod8xyhG3gvSCF1cmD2VAx5j48G9Q6lWekB/mvpVvp5zqpBq3gj2CNobF2wwnZ5pSluoMMIgOrJtDn7kMTdXpkvMs0as5QoNcm3RNjkN0P7DKU5NjM8XkGS3GeXKVdNtC/i08EOUs6I3FYJpCoI6cV4dfWQR+JgVkV7vxDHCm9fhGF/J1hN3moTeinIa3ibCBw2N8yJXnLSv0ASfPkx5k/WLgy8B7zCk8ncTnqY5DtpPmmVsO57nL7pH3GHou43g37flA+FhhnOICOuBjiWiNOrcE/NeQ2Y9tYNZ4a1LhBnj0EyfwLXT8XJfJGOirbkaIm0oQHp/LKKOEomwemeN2XpRtgI51aFhlkX9Ar8p+/RMKFH4d14og/B3PEV5JfXe6z8AEuLYsXsdnlnBGAhpA7nTkhru6nVd4PT61ct3SNLer/7tDI39vlXklLNq5qk5J/KvNb5tNPAVINDvR41zobRBVVnLoPucCKSFjaj1Ckh6b9eFlSD3AqwXxgEzIm9vNcSgPI/RoExn4EecC2JYKvmBPJDuME/lS5IOIf31S9blzoq9ts2zzWwwUMdkFy0zr2zZAXfs88bGjF+W+KOfcnhg4fkMGyP9QrZqwtfpbLu3tdnMlwK55Ju/Fgzmt+g91PMudrkOP/KJvkPfHo3NZ2b4quzdc2CcKPEvdBLbp8RV9/YT/+vDjQP8Jf10IjP0NTOjZa9Lf0eYzoXMqZ2f2f7PzPO5+/55+vNN5/tZwS6tI6mXUeFJlu7aGUqbG9Khw2ZLeG0Gtktm/AXhO3Zjnkhkss91cYvJvhqOy69nYmkR0ZIUPbxs2RxJzUHoZ/gaVe8MzAj4DOqVEedZkDJ+JTBGeEPLiLRtMrM8+L9RRo2uPgR/U8v0nGzoDKhR2pnmNFdnmA06w4CmzbLR5hxIc0I0Ke/4FY01QelFhn+/Wtwy3kjDhC3s/BR3coWIA2HssqVxZdaVi4QR6ClecqFt425zt1lGLNm6P160KJeEDXy9aW/Jex/sYs/sU1m0ICou2sEFihjnhy0IKNwCEStZj3PTCnoUonVKOOd127A4ItC4erKea/RT6uCF6mingyn/ki2oIt+5at4E7Bl6EOAD4cqeY1jRS4sdImBOdpnvxxKx5Y0H6DdX52FrqvIqVJ57se7vaV3We82kbvw4Zi1z+IHOeI25ieT/pq87mM/wDg/ksM0TkaOs8Ud4pExIS+aDjPOmYp9D1108VAyMD3JgxJBhREq6ceQ4UqRGqMdLbqXA4WcnEFD4prJ4fgEHonOCxOdFz86cIPR6P8Q9PagqZEwE3D4jIdLaPjQYKNxohdXiZpjoC8UyRp6t9DieGwRwQFiVcJ+uKbkRkzi+T0wQyePZfLA9FOoCxnMLe+6j9sn5HB/oxM/CEwW2N8AkS4yXQzQnLbhJ7sbQlJxtNoRbVNWTidvQ/8Ur2ApmsKxBJpyr61FrGrOsFfgZRMoWo4k3UGJhu5onywiZYkh9qnM7o2smNOSLJqL0Vw5AVcb9sC/uT+wZZ7Hn2sXUImhxzHf40+tZyDgszyBxwsA55FhtGOrPR8ElgcyP2Usg+f6TAj0lnPNLiMw6bYDUZ74n6IpHQidZS48W9/HI+LUa2eApwDMeQYX7aDuQP4GQ40MeGLz7UCTw/90BCiWmTOc6NJ0YeNGSXb1hy/URPlR8zH3Z3vIuc5mgXEZdfCqePjtMn0inKk/Ae29K4smZX/CpNNrg3TGbeYaJTaQfS4tCSbjI4Vw501S2n/DrFcYnrGgQIRzl/t9Y2B+o8CGsTvz3F+S/Krns0bm1rn+fvnDZh3hT+HuZWYEIGRuifMSrx/hoifO7ma4l7fZ3SPJYQ7/Mn8jeUZf7ecdjM36EjCYy18Lqb/p1hLR/7vN8ZmvqFYNy+t+noPBdgEd5wcRKKg4ViU8lNbyTRTJ02ZRxQkGbSqBSdJgFB1NPj0wHowTpS24IG1+8ah/NR7YlqE7FyWcBzlKfMRAcTSfz8SL6zQvmGtmf5TJbpGOo/18FGU66XaQtuR/T82gfs3hb1Vdws8/i7tNGa2dYEWYZd1g+8mKnQebcBMthNQP6EX82/aV8PiIS4+JqXIbe507MhzvcV+vOGh4sBRBImZV+KLyK7yRKmWL9a+gn/F8OPA/0nPB1wgfFPtf0n2+ckgFbpOWRY75RfPX9XeFcbXd++05n97KYILPeW+rqsxQCUX7aQXTTwIi5NQaqKK9bKmldQAdeFMBUlLJ4MjQuWqPBGuMMVodKZ5lXHXN1UkJc0dbGkilRZl/fFLENZLK2GIIG1XAhd0JMZkiXidRha2kau60V9DhaIl2SY13hdGsOiU/pafYHVV4ELJEtL4yKXCU6SSq4Kjf7D0C2CR0IkkMDnYTGo70sc5hXFfOgX3/43ByMjNdzqv2aRg0YoyTBA+15wwV/0B62Rhg98Tbu4d4vFCzknof5qPHOQ4eYEjZLIbwqOQwQazfyqVrtlYFoEjRcxkV/1tpZftvBM/1KOYrCJjlEdN4B3WBNyj0oIJ5mS0zzyTLF8ka+l+pXFewMlcUmxeiI2sPrcT6S1SHdtkwAm6xjid7C1wHSCm3OBmU41/J8nsX2EVh3xsZFgbMWxPJuxtS4pfRzEfBq9aJ7hVH/QcLILHey/g9wqHIiz6FzscRUQBMZvmyuKZ/0medBDlWwuYCDEeZXSuuEAfx1JDf83VgZ8Dbs4eYH5/yQ5apmsf+owypabcgLdJqBYHXqiQD+Z4LoNGOtkOsg1jhSekX5q/ycv0nLo8LG/+D10kJ8+p4aTjImm85xJTvbbC+z0J5xgRkf6bf0dxhD01MkZUYvCYSnywzeBpODTaPY+jTHGi/LhGZfa8Dne96TC1qTNsZ4ji1H+nczRoTDfoi5X3/0mpwpimrXkI5wBzTkwKeK/m/qhVzoXJkGpsU/1+GD8AwNq/QffgQZaV/rXPtt8oLW+ZYAntQidiTaHZxc4F4R1iA+PziVJCFIZ0SGt082gPnQMENRV3p23KT+wdG1pdJLs6k8hkI0w8Q0sht/I60gmDk6ZFYePunpW4AuDF+3kmJfx8oqKSBt+y8tB+kktngVc44hOc3zGOgNC8TGsAZK+LI5n43tYP4cYrxtwUUKKQp4daQtKX6tjof68ydf6ButeJNOctwPV9EaG1DH5iVGgEMxTe06cxMgxc3xsa7HxIc0LrBCl9eoUujrPHbdV97d35Mth4aFjCzScQFs70WPuSeGziSs5ioiN+HsllNI5IpO2YOSEv113NrR/G9ZOmt0JME6pvW3TAf60doHxLq0V2nUenZ2EfX4iItiANGEZTQqKnkJXs5W4dqU6f9t+LGDq3mnCdC/k8e7oK+FgNzB5LJrsvKCPMO1F53tDV8kOuILD9WtoG9hBXa+rLp/k7Sps0VBpaZO5f17luaxv345x39Qu2iJ808CK7q7h6WTTnTL7yMQvBmDLlqIc27Sx0bMXlUadJdhV4nynlie0CudMehZrP+G/Mfw40H9CG77T+blq71lnbliYgLCowv/1vmSHdq7rznXkz244WJ1G/xPhlXG4qq97fkcb2ajYKQzPtPWqUz7U4ZU9rXh0FQ214nlF55biM5WGNFsofHussQiseoYO7PgvjQfRQsFgX4zjWEDbQx1fL/RQ2fJmG4d0LBBr6gw/qUhcE71CM7hrX6+0HCktZqbRXE9iGmiLMkxO9+FkKvKzSxB1KT7nmDnLFNYEBCqlcxw7u4AoTKCo2kIKnabBuE0AiS7QNE7HFxZNTdnQ72ygocT7ZvsOB8GV1REW7FdtjOf3m0kHpcU7UqFgXFepZBNSH55a/AhRPr0WF61Ceroq7viGPBfzwB1zvsAOHeT0IJV+DMy5okFjR8pAbkhQ4yya1qaVzxqoI8gJHnQEu6FRHQ64kLU/YbEV4IR5y7UD1p5OM9F8AHLZjMR6cj3XB8/N+lmpSZRON4vZEBTX+Rvt4Ucc/g6k1Gv7lUpz3Ftl57P/c2P8eOckw7KvgrC06O9ug4SfvtSTfFlvEpmn++Z1vcLK490BEfcpuMwRfA8DPqjI6ADLoMya9BecA4BXDJn00BmTbzKJklJsD8PBOQ3kDbTDzPRxMDEddABdBHg45seT+yjHsrEVHaN2WkbnZdAj/PMIQb0RHfP5O3EgjRxzOaocZfaD4SYei0MHHKuK4zKOxslGJiI5iOScB3cMtzTlh8vysJ5AZcRkWieNkhxdGafxwarmOW8chtZ4Lz7/CHCJ8xJ5cvnGYJZYOmyJvVR4M4NhmwOnx1R2NcuaQxr4NvKtCFvCI9BAhCnmraCPynmdWurTb6oG6S/SfkImQBD4vLMEd7SeYa6g4zwiwXmPjpvKL6aogwVUEui6INOVtJRk/caViZikH4jRF8EvwfxqkOBETG0GpJtUhfP85FQX/PEOiMJsvGUQm08VHDcCBtQC7vAAvknb3AYxnpXlV9ao9OYA1cWwn4rX89SbWgasePG4RGRAvFXg/Arhz/IOysTxrPlMJ+Ik2ym2t/p2NsKdHWE4RIO+I9YP1vVX1L1CpvTYrb+KhDQ+nua28aFK36aL+65mQtR52SZwggDXXhRR2jmjkTeonjr0Lj9Dj7cTdc7z7pvoFR/wLLMlJYDl2LYdjvqjMi9rLutv+WHUvIH49XC70jADoh4w0yPffaryUv91DSllYy8hSjpbTJivqT/ZyEFxBNDeNHhXmv/puQtZR81xAVyTcUqS1fIQ+rbbILJ7z/Greu4GSY83qlnPruuAfA60gSdqNO4F/KfKfWhmohvt/5EGXG9OOtwFLp62BwMPXq3vQlynh784zMFesajbb2Mik53O65NuECs1fa3kuQoLHsoFxkh1KPOCjrAIfsOA8oGqr+/gMzoh1N+cH3XcaMctXp9BP+G/Jfw40H/Cl0PnoHzFEdk5b6+cmp0D9Q4cd0+N3y3Xpa8c53dh+idO+BOt4X5nfe9y1K+c6F2+u/V14T49T6XkHagDW8siKYTOtbwEAxbMqRLq/GO6Zr0/Zs0iQdvTxfOmLl2MVwPNVKzMoJR7jPqaWA53mzW8KhaafW0UXvIFgeysujcCE8GN0o2ix+FnNuUGrNh8WmhBubXx5jooXtzoIQ6DYE2QR/xthRkrxX6l6sBAXWDbNeqZnEoLigN/7OifZ7uEPAkWqoJ0ieut5ntIXb9yn43e538Q2dah/gZzQrQZ1v0r2S/SS+bGmDuMY9G01q770rxrKyIyx5zNz2AfqFgEs4WDaa8n5K4Ms1DoHO+4v8L75qfUe3jcCdEZNyuvWOGBod8IJyAi1GG+fjA8hvE35zkbfyyQ2Co01a9/Ak7ipp62EwaE1x/mZZq2Oxkari5V/GP/SJ3oWnHivzpxoC2eO41k8ivnt+k6XG9i1l2dD4MvkONE9HSeTJoBuphzl3iciNdTxETKj3k99gBHPsHHrB2Aa3S1LRmO2Ak4GfLBeRFJFDaVsGc33M2saiTMNMSTxI4BGAXsAz91+qR5H8BB/IE49mpxjvPsL3TZ4mbVEXNGh+x1k4QreYmpdWwpzenYncp/Z2JHtVmeqkwRdKKfJ50MNzRgLwX6LlOnmJ/Ocef5qO8AfSl88z1iIMJWUlCWQOmEwkQ2hrS4iSG34JsV0PnqjvTkwLPpMcYh3sCZmfdiACa85vQlcp0EZNgUEe3J0IIZnCDAYxOGGjgyp0q5k7zD1OVJrhIt5UpoBBn9aES9LhId6Eqjkce5E73r8WgA92uo41znLrctK5xNbRKoaNbLZHL1/2fvOhckx1U1uPa+/xOPuT9E+AiyXd09s+GUdnvKQQEhkkCSU2eG4KpgbR1v3MAZ8F3fF1lIw3XOnikKm6zXqTE84asBYjLcfmFxkNc3cX8KMQFPdtjv5roYoLLPqLgO3LRYKgIdZjxoWmegT5AXRVkteJEnmXxBr9MQ0szEFFG6Nc7tosuJmEuFTF+wTPNUWPQUFWxkM4DGcRMkLqVvCKHEr+aZeHdAZ+6nGbzVV2VjJYPcBJ502jRZvO+l6zGB+wRLbQR062qPN5mnLuLyJuPAeUH9ZRAdaHKDxq+lPesMGbLNWzfotEplqH63WMfqr4TSdM2E4UlXlnonOEtguPfHxnlfc5dV+fcqcfmt12N7rrdjvhLvSnmwg9P9lGe6/27gXIG6U38XRa/WIJXMipfjyDJExXCtbF/lQMsSKMhz9khLRNRAOYqPjewc8HG1a/sKFSEv1j9Xw4acnDjsraHGeZq1r17TSz+t+WGhHqFtmaobn5BDgJitEZQvNmeaYiapinZRYAC5YfNCn1/QHD+KOvPY4rzP5oh5AWD5ZEiTTYOt8Un/2fQJoH/SZXpn4vW70pOdwWj8ZkX6tba+0sddALzCMQXU6073f0L6TpD7btHDd/Bc0xREt+s/mcwo+bl236HfcM9cGvW37YFro27TelIDTqqL8zRNWIYJezhXH/QbwcrzSsgA9dIwLjaJL9b51riiZT6lQM43UnIb5DlHea/30Nno8n6Ea/D8HaoUwEWa0MIOvgppXhFegdk8Kn3y8YDJo9CEaZxsIByrrAWBMFK6bGLY+VBlEDhrIqo08MDgaLpNnJ1KOJZ1kpcXIMhIj9jzH5VyWKHgT5bZM4tmPt+8Xs5HTWvSku5gQmTFkMoDN3hP7RrrTLUnHTG5cmvwvOpxdErfBdFx1omyygKDzFf4wsknDAtMPNP4KxwtaBCMlZ43OVtvlfSrfOpw2o+kZ+5PKHiZqlr9iG/UCZm/pQbOiXoH4Z2Oi0+G4RjBFLROTp4YO/FqcvDBFnSt//UX6CQFCSV2FWPAMwfPc3B5RK8HE1a9x8FEBN8UTAEHyHtKGoCELYFfjgUjjkIo6jtsUC4Cvq1Ph44XymkRkOrG0swg9wTRDvwT0EbQlhxvgceGrEUnFIuuzAY5vVOxWMBpjAKG9Y1b4+tIpjfSPdITBDZtAdapwXOmgn8qcu00WhHfeS6MwXMiD2BLBFHTb4IVA/YTlsKSmYhOHL7Mr4Z39nFQWm6FQz6G5NZrAVlp7bRdpBVPXddy1Bi0r+NAFCcneEsx/KmZ1v3upd2hcUgLp6EBbYFIXPca17hPeqP7e+t4W2gLZeUIUm7Z7CmQa+2v6InRdkz6SyAPInrgIwBJ1Oa5XGAOA4YLipLcaNcm+Mo3T28S2rzpfhgfbCYerH6LsZehwmQD1SGSMkYhQaVkI8r6/jp4HvqgLgAja87mBmx6N+QlNAo4YBjnARcEQUmmKAv62DUCqxwqfCb6jy3q4Fxd5lshD577AjnAVZTg8hsthv6dBGEeLYfF5wrsduwSa1E/WqvYhj3Zk2OFM2wQe93Ctx6MBp1a+Y6tLDwb+p4wBZlRsjWIgWYMiraPHW0HhzfDn9oa5mOu042xyBT4JPhqMjjsLk62mfpTTUODK5D4XCt8LzUBo78qaRW4vmN7Lt3lTX1d6rdnZS6O9WXbclpc0BV7g5c3/XF5XgDmrCP+VPAck8u7YoON6N3B0+Zfm/uv+hMLz3+FbB+z2G0ldE17m4KoDedYRLpzewL1WBSz+U4yKkp9fElHuy6gfOj+fsu0k6HDnP02ReZAreqAIlM907aqPBeo/lq7eZ8EUK6H7HQpA3OmyadUaXdEzxA3MXzaOD+NBaH0W6CJ/oI8RDvH89VavsMsn/RvSp8A+if9p9J3gufvpHeCpHc79N8Nnu/K1nd3MFyVebIbvsLxHZx/J+h8t0Dhu/Vb+Z1jZzbHrdy3mp1heZLpbgK8mTxSc77GKryr3Q/JRbgjg2Jt5IBc2XGudabvVSbw1wR6dBYPswZ3CnAYQD5BpMFoRNqu1fFAc9bobsB3fElWX3lW8+zSDYGNE0WuT54lH4/YDutvPM/Uzcn4rnDrWLrbyZ3i1RVlEyJutIoT+RT0ZHDpaL14/K10K7jBFs1HfVcp5WC91wDaiHt31AiZ03F5FbXNK9n6SMhcy+Ya/GxFAV8TLMnpdNe+scqUF+e2/kDvU7tXS0ewKuDLBvckW3TS5Y46LJYX3OSAw4ATJ152EOyCiSBAuOnFhCDp/fGJH/ilEos30KSAu2Fa5wucWl6V6W8fmQRXtgmpbBUqHdzYI+a0P8+1G+I8SeggPk6i8yA+dp6ADmhUd7Z+5B3lBQaowOnFgzkl0EshxlqXXA4YvSFFszsVxMAv+TVX5hOgn63DEu7i0/PIlLCoQFxIefnal6qDTP9gKZDufsdQjwV6TIRGGGejp0uPqm1jrQg0bt89Px1HBIvFEvDQluoWoAcRoeM41ngchzuzGq/j99gJT2DA4GgERzB5mykwYfYQQ+cQOUY/0IeM/JbY6nZZhXJNmxCQhSLDt5dN3gzB2QICPoubzO+TelrZYtyMJwRkneGM04Na2V572djs3vf7OG7d5ECmWQFH54X+3aTguIDvIOjWoPMc/zgmVW5gEaT3UGBOTpWmC3n36YS/dMGynzdejc9gC7TnaN9FL2qF6ae3M4M21rVRY0v0lHHwvItY3byCtj0AfZ7EfBAdMQ4YsE4aug05jC+p3FTZgHwcx59G96u9dZWcrhEYkUyfKJ+ojJMKEmxXoLrRRHCmRM1zn6TQUAroamoWvraFw+aChimC2EO0ies100jaWwJyELp+RhvNcPdQpPVksnGI5tRToFymtUYgF8wX4mhcgZMIyGmk7UJ8Oh+76k6AkwsMZZMadBo0mhSgMXpKZm+lycfhTUnt8P2uzU1NfinT86TUyceg1m8wZSopVxVZGGQu9TsfpvZyfxE8F9nJNs6/u4R6rGgzyLMY9B6vIYVjkdCI0RsDh66ZdJpb1nlHB+36/gkDXVfwqL7sM+UWNPWS3VTxZqsuwnlLpZRwU0xHtpfg+QD9O4HW+Z30XA/Y87GM3iEJ0rJzr6vhcpN17V5/+bNawTOoKC80m/E+dfEdkRt+ZXJZh6ejEN5v/FkGB7q9ApYeRM8omE84+aT/XvoE0D/pMv1TdkP/qYSG2D+l779zMcBPBb0RXyko+mBxwE8Gz3+6/lpPNQgXEPS+PXqZ9n26a+Y7YJhzzQyCKV7B/A4+YQJqhbHCiku14vjO+qtNDHOtq/wpIEDXNPQMkvd5KHZoZVjebX+eDuSy4dLAHYA39ZYAS5/URp2XLPh0KHXchYhwkcPUHvv4LYfVCkiRO6bM2W+wT2mweWEGQUD0z5l7REMt2hqNK/PZhCNMto4Vr+4HZBsGNba0JLGyeffN1ffbLRd2pC/ifGzogZOk5DK414sYbG86u6Hz0aApkC46VhUGdQYg2MlRw9mHV4LocwesDO6WsotCGRIZdG3RcHrpNMgPBCblI9F2KWEQJp4u/qcCFLy7ypVcBjJTWvwSC66gDRESOYlODobiFchkOeh4LfoN2ZB/p75bQFVE6Ngd/T6Ma+yYMrgoguc+PupMMtwJ1Ce9gTx8ovXDL+VyKP+5EBCKt1wWB4vj122D0Om4wzDtXAV9b70z0uHaRGLSPfz4NE4CqG/BSauyqsvH6GterKcyd2TrHYEY7cKuYAka5oPpICamAxysmleEzuMglpNOPdwe5cHaIad1VYKlQj+iqMOj6dFoQ12Jjp+i2271V6xeKOWUF8V45Vw78E9TZqX2pFa5/D5LV4FsDHg4rxAXuswo8mybOsfXkuuv9KSNeb9yPQEjidx23fWXOwFDf6W5l+UfBG/ID5AbGwc36i8MfiSYSnC96qjgfmij6J6Qj+BQ382rvAMFk82QKGV8kFHADv2BJsPWoe0igK3eKDbeiL3St9ABOibnmT4LQYfQIQfxcdBx1M+r2NLj1QOUGSI43iHHyVgZFwihHnM9kWl66rIPC4PNMbC92SRRT+GXUmAQe0P7HarEA1iBIOmUBSTWEcFMgy2CsEBfnF5GGKE20FuVX3LOUJhGFxYwSnwA8zSBv7HaJwkC3g32ko7SZrJ9Keuyy4pokMVvZ3iYJqIiArYI2YKk4L6RnZL4VtroMqNPz3Oz0/k7EDjvcX54EaidtN1VA23eKIHxRXbaRzcML/gPaB6NNjQhg7/2mEKI3DfiYoNT3ZP+d0OC6Bvz4t9BUz+T3u4PTPpQFvlz1PHt2T7AvaqQdm8LwmAUvXwPou97821+kpkzfpJHNw0P9s/79ATu11T6Hv5r3vLviBPqyBiPKmIufYlvJB97s2kJ+BPmAX3FdADlAAAgAElEQVSehHVoL37/IH7SvzR9Auif9Dj97oDyk/qf7HR+sqP60Uqz0QE3w/QEhiepBqL/VPrugoEJ5p88pn1KV6tOdzvErurZ1bF9Zk6COnP8VpLx8kn1X0GzTWHWRITN1ULLMNNjzpiJ6Ej2hgUB5llF/Ga7Uhxf7YghInfoEMeE9XEn3skqcMTvRXqGzvd4tO5+2Bu9zydjV/l4c41OzhE+y1Z4uI/5rv/8Bj8YMOpItmMZy+R2N1wBWTF2hwhZmoMT9SAj5hgm7KTf+Ho06k/6nyY/ZTfYHX16v7Ch95ihO/2ri6gdyPhgOjq3NUOH8q7sCGcu47NavkKLy6XUgzKRX4Im5LfdA2X40aAKV8gz4F8LDsF8bP3WwJpVzXEJ+bbOSj/qvmJaEkwEVwztLPqWVvRtgekLCPgiiB59C6jRoRw6spUuz0DSFLg5HFYW/SV2GG33K8kvkkOI5NBxPugQlWVuF1D6bd12FgyeXKHOHEQPpxuONQgrqfq0dEnCnWA04sPuD7Nz5jSHhCjxXcgLIIfSV0lkNOmGWpPQufoBO4yJTsIdxol9PRhXmB8E8EQLqQ6sy04PYJVKXHNh9ySPCZlNYVQZnc+BxeuU6bs2nZ2/x3FovUEPgQtewXM5iOnEGlQmFPk+dTHBtPrT4gLIKxef4hH4d25ztiSEKp+swPmiEaWNyRZM9dxrkslWayeSAJmla71i5sW94MyXiQZTrfmitBgkLwWDMCdAmnF8eRlRPpCUHwFgotgpA7Il9VOWaZJEhtWV9JeWhHHJw84h4WogvSR3MDrc0WermP1fCmQDMhY4p7eRbIvR0JD8+0Cf4e5r4pp/0zeFuyznG1ri8TLfTvBx7puwkwOJEJ1CwkIncZyacCwR6POyNMhm0sRzx5TAuA9g+CcUqNorVh7KSX1H6d1F/CNlDHBQT0ovu0dvbrhdGaiz4PTgJOjNLmMa8ZUOZ9sYaXsomfuw0bHp2o6mHyIMgvdq9D6AvjQXb7k8rztEcVynITZ6bFoC27gR82OMHB7KTYduya4pbPZylb/FhSsuMrptoXfg1ofXRw11F1bhn9SBkvea86b1yjBgVUgi7k35avPdNNa/s4x6SecXAj28wufOb+cXhftHYxMf82D2xJy0qQ6FQUx2SizwfZ4e0NQ30p04/mnXrBD5Yj9bmOSBTICpNu6kxtcs0/zLJFRPiZo2cj2yMR/lckBun/0wasf2XBs4G36dnjCI/rBE+smw2SsYm2S/gnX0m1gg7TInSp9uTPDUa5CBn+D5J12lTwD9k8b0p3dfv3sk+p8KLt8FgH8HnqaVdr+jzRqAfjfYvVuUUHevPi3/Tnp6ZNPTenbvLmHcOOHGieAzaHIl0RDdhey+jkpdESjrSuyXYaec5RMbs3liXfsRzr0wXNjuR4B19iKxw+J38XkPZDdIyoPixOCx49dtYnmE4dot9+XUnRn5xeRcmnae7+TtiDqr+3EHukMjdqBnQztQLu7koZKvTZ6nxU2Qb034SjUt6PAFV0XNflVcgl8wYBdBqoE+xuC53T+gS+VzuCVy/sfawOkBtDAdn/agyXxf9ZxDEXvX1v+ccux6l4ZualdsxXo4aapj2anIhp/McUWEfBugd92Mxx23SZjPzYYd6NV5U9x6GV0mtzfyS+k3jdFXZalXYkHg65F3CuTYxTf5wvL9Bk/4CBzKcRJC0V/67enFukK2A12EdPdedGiSUfFMKU0iYExEOYhu4+uX2bl56oU5GYONyhGccBH8BghQERSkivQohEyLX2H2svkJ+tyjzZzZ9W8a5yafTorAR7VX9AoYMqE25ab+YBh/9j+QCxXGZKeUZDTh4MLihtZY2DkTHE2ZEgHtmPZi4uMg0cUdi4Xi95SD+DxJjgOCfKF7XT5w7WHGZdp5TkFfbmdVoahdq/ZI6eDwjKEetEhtt97ilbX7/Ay+keCf1gbieWp3K7PCdirrVcCOHXSOtpnU/a7pq2t3Dse1QuO5fXGNdm7Bcyp8EpVZeTM1rJgAK7SxjB2SXsT0FXRMiDf6ywrnZSNGc0Shy7wzzV7l1EfMGrgISjF9FRuhJXQs4NftNhwgaxf09aNF8OlaFDdbbkrNDWsWyvt3rJ8JsixDXI4KkchJwrQC6EREsg7nX4vAjH6Y4osk+C1w1C1oR2LK8oCh08uO2uO24mTuFhAm2CkZ2zCeSYd1KJ9gOoHjxBilTYPjKSpJNrkMxroQ4kma1IBmnAVQUzXZs3woNYvWxaFDTYfUY2dxBzq0lqCX8qYHMiusWW84qFCR3aZ2gT93n3a4SqMsFgy8ztL6VhI0XCt+atDERZwUOY2LPnZtDJ28jAh2ekK1YOyB4i/7ZPa66500gycUx29wa6SJZCqy8aoxXBAByYLnafF8sl06zW9xiwHbNi4T1vbBMsaeTcOpgyUgO5/phnv99ROp8r8//y7hbFKyNfCemXQC5gDYJ2cWnCo7B3+TDPLOy3Ty1Oqv/Vc72L+ElkGH/NbkNqcAD36fnna0MuekRx11G/sL4/HtxDwHzus9zLlFsj37SZ+0S58A+id9O/3JndKW/mSA/93A8v1uiffa/i48P3LMb2nz6jj2HXx/B508Te8vUriaHP7EtOZJy9ikFEAkXZoBE4/y7krh8GEI1NB2ejGZlw0MEQDM/nCG5SDGxPo7JxO8V+6L44C03qrLdd624H6iaRJQJu5YaAPPbZt8dWvGYXEm4KRkMnB1vNMkuU4moUq5YwEf/4uMZvxOwWwzxGuRCvNQex3Zi415CisFXc8t3T5uVTqv4Q7V+jfXe382wTANareD82aCE5vmTDvGCo+6PDiS6qklEDZfY88UwSMOp9I8yYtg8axmcEHQAHFjQ5BtyanVKY455FrsIB125ll9cDk5edZlHvwlL0vz6FitcgllTRv84pywfqRulSm5B+iE7Ji9ur+3yszkTIOg+yBCYeS7O04ksvuuQAuiA5SnOlpPVjmh341dwQdJdVd8N/Wp1bqUBpydcq7xPYoM3bge6psr/ZWxBLjgeE9E/u3xUMEGbCy2Y6W9FNhNyC+OfiSfwPQaZwgYRgBOaavKKuNFju+edqRs7McBlpafEYdduq/xnNoklR+LPoyues7Aj/j3xGseCZ2IDmHLDng2ebD0Z1S2SBN2npb+sHc7C9lZqylUg150ucUzfXqe+oB7BtRb1p6oYD4lgufnqbvPz/1io9Qf3ucYn0l/7/rUaHRYNIBCd6agDV2y0boREetP7AoMCRY1+9g7sOHwbTRqpg3FUIXOiXbnI8W1313NJlO86QLTTyoAEd5YvBFKuCzJSu+yXBe4x+BfqAKU3eHTDN7rXQyaS327MTaNPrs8Ur7Nmmpkd2YqubatPbxVRMDQyklEfCqNsH6JBHaSa/DB7YumQyOI3hocg6xTB/cyIuW9ro0aFgGBDongb6/PZF/vJ6ZOz+OZ9ERJT5nMnfR7r1ba1RgrpS42W47CTyOcFQDQHf79eman69r+FYYC1dngGeHG+Ze11YIO12k+xa8CczmiX0ptCUPpoOMqyVn9x20ciuurxrLgG94P8+k5Cpvet7G8IpcKTquxdh6l2aZ3yfbI+XwuclG8w2APN1wioR/EdJ3nn7sSNh0Ali65Ph7aHiyALjpyvZMOvuKJ0cD6enrXl/q2q82HKAnt9LrSFI4V2iG+Ax38PWnh+AwxVeLqC+4jJ84Rd/kLxBcj8ES/XZdMz35DrKKpzOpbuavgSly9/aCPZdp1PrXxIIj+CPuNMcfGtgzMcB+B82qHvD9+/+BQxyf9YPoE0D/pH5HSkVHFsf5PTm030Q8Gz99tfzQYvqi8caVYPRKnXj9Nf3Tl2YP0vV3s11PlaOMd4xUNRnRS5UnydWOlPsHXApPX8s1Gc5BTTD4PD2IxHQev06vRWEpBjBGg0namnbZo4apv3uTPG6O1/To/gw7nDPbt7SvXmk0G/X4IXQ4IfEZdQyqwVtD77BBfDE42mKDazki0jWvgLjlrar/aHD7PwKcAVnJL+c7hYKq6GXaLs00wfZuQcW0uhzjledz29cWv2H8Szv5lwK+gg+3eI5EWfLoPnl+0vXu9m+QQhROjOdcxz7N2rhZdBaicnzNIHEZqQJ66bhdJJALy3OUlK6+KT/PTu7iIgLX7BCgcvegcYKSZ3vHW/zvxhnPBGZ8Sjqjdu7HmCAQNpYjbBLPutEJ8Wp9zgJtaC5NTcSYm0X+8/9ZHJiI+l95i1kPGieg4iF9ETAf5qQCuzwJkg7Tuqs9QGt4KTHryMKfPTUwOn9CjaONeiEd9wNHxmm8JZBoHFHjV8uJCuOAnk+ehl1P/zGnvTrR5TAatQUSw6IPSHp7VWjWMmqKq/WWXB714xv0cr+emVPEUDYHxNTvI69zxjNNj1kdSScGDreshkhrToc7iCxkM1RjRGswbsAJBDwzQrT1S8BV6agVvTl1IccpJLEznr5N+6Z/Y31JwWZf7WNSgawfE+zJCHO/9V8KWDfLI/IcLnabmJ2suS8esA3IwH3XVkWmWKH1TG9HsNlABpO4Oj7qhHQBYhOhUgk2BKs51NN1R6yQ7WQPojWkd920wuU2VK6/SfzQo01VNi8bC3w486HM2yKu/dURtMUXIBQhCNsCahKI6Qh3eSX/dp5ZLx8cXffDSZev6APrVvwN1WeiU6B/oZd61WWV96efWl5B3dib+rIxU9VdCIN50+cBQhenPnorOxrmV0o2dmJN5FH4H2Y56e5dmsTpRNKdqutTZtIGGXqnSF5qqIrFWgVUCzlI+oz/Llr5vHt6jveEwiNsZWeLOfWr4anpyLBZ5RtRxr+dBHbiA3cxWs/NIYBGzyZBsFPQ+XDX7VC7YcE9+EZPPIKcn84dLudayyWi27w8LXA8ZUV4mw8YUGSg02qAjJixR+wXegocB+mooKH/YYsg58W1bFeIHw5ny7ke2GE/pzSR79+kJe/xockLkm0az4ZHkDto4MM9eC3q1XvsjAnk3S6KoN6wlxmvaj8WVf6NL61sOunmX7Yjf4a5s+uqrlTyBbdRxlxluq3PslMD2035s+eEtZ3uWWwsehPKTPuk+fQLon/SPTb8z4PqTgbjr486+B/+jlVoXq7zeTVeBzquA+tP0p4Po39npfF/+ygoBw2Do7h6kbJhVc+6qnbjdzygFHRWeh3sm2+3AGkgHp02dyJghizaxQFW56p1j5vrdNtX3o3fqpryMVlSbp1N9M32juA1HmSxV6C7Ae2rj5uQzlQdTw24M9/B+TFBt2j7Mhx3e8JnG5CZnQPrQyRLnejt0VkIDXZIzxVc7r3cKxHh2XNxJpIkWLnxcY7IgDQsvx52QO2nMabN27/nL5RRxvH1h8nI3OZ88i149BM1LMO5h7GsLUpQpIVUpz5EfheKYPCjQAlaCtKeyhYX8wLihboRNkjzjOifu48B92r0ec9wXJGH/h8shPcm3HFprF5odhwdvJ6GcKoOQ+KhWhm/CO2wSTlYYjy2nSb7fTaPrIgZJ5XgF9dmOR15/5wKV+DiISehgouM4dEHYyl+d9OJEpLTtimzxoPEtyjVbVLD04sBohWbqAtHumyjP3bOLYw/OrWRjMH4iPPhWq8UAuvfRW4NRxP6aPtAsxhtXKhbHx/EKuIn98SvzXr9XGWO9ym1Vp+9sWxp9sgsfD0JYXUpbp1UsQU/r2F+i1D6IBXYkWEAp3ruzWzO7LADYm00VPRx0HQOdGC00q4JCl19ZAdNO9aEqAlxYYEG/c+7fO2fYff7rF52/TiJbCFba5N75MRk8Ga5JMEG+YgO47mIqAfSi06G6atap5dH6YclOJa1uXxwroqCxoCu8Xi8Nx63/JER8OB94YNGKel4IGkvmc9TfBIt+JmlkPm58w/mfeMo5H7Y4BYPikzCZh9a1wS3B34AIp0FHUKSieuK5/cNRT5aecMdwLcFFkbPqL7xFfhXMnZO2kXSZqA7TsRTmRVgH+bibDrHTT1DGW7UQqxglSg106KOkv2RCLsoxChvMPqWScvkgqG2WPlDb8ZfYzeaTyd7c9Ad5KwMfDzke5TzjyBR67fIz5x3EFxIWA4dxzTT9JijHFHp8gE0IjvHPMqHVDs3EYj6XRLvGKQfRyWmZbYzhhGaZGiPAmdL8BYoHyPVTBlv4rmuKuat+o1mRFLrNfgXeF2xzfXAB/5u+rtjUAXgqdkK1F7hdELzL7WfdGIXm4LndqYVTvy+CwfPatis45MeJYaD+BqHaY8S66LAswGWAY0iTaXFlDX0lFXYvqS9K/mrw3K6/D/FNa3J1XxOPYzbqDiCdupAxbEFKMc1dXyWYOOylwW+35b3kU8DzZ6qcJqrzrNav+g70XfDvwKtjqid51deD7r6s7yZNBJUImupFyfs1asyihktzZREcdZJMl228iq65hAEJbrAlxjTbRZ/0v5k+AfRP+qTflH4qUPyVoPNPBY13AfWr3cR38FbYvhvkvktT/e/sPv96EP2rqRtmcws72O+UfJ5MhsMuAhF2RCzTctbk4EOtnpvhkloruJ4WZVxBu027GZJcPhjrSU4bg6H5PSZrk7Z9v915fg2V53mOD/vdORh4yPy0YuTvXoc5a+xoXKLBcWU1cZRiIhKp9ceEGqcebmprICTmXThqZcJe6rFdNAmyy4EoI1CcF+8k9c0Ej1HsRM9OmxV4YJHfGjxPWdGhBr911+z6pfT7uN0SIEw7tXVMpaE60xgcKr3wVoe8Tek1Pwyj9asCHM6zBniTBSEfJiTk4MRu+vzOzvNHSciD534Eu6B4lsFHstdtTYsYu+AONxiA2DVY3T4XAONvmjnHdDodkd2K2wIKXjtisdbTFoGtE1Ra8KwE0adjcXNzi0BXMH0FDhZupZXD+mvwvNkiWCZVwi5TAyWKb6T7NlCc2098G4TMkB+DUkKn/or6GNhlVIU5jbTkJxY8Zzy2urgUY6QzUOHgAB4z+AEXKJ07LCsP7kCceW6N6Sm0TlBWOJc4sJ1oBVrgNVdf9TMFCv9hQQbotL3nAzpdky2usurZ+jPRD/zrNBNH/nabYKjjQh36CRSydp4z6KtTldp5iu9AP3/9IoaFYKhTYpD3zBY7jVBgZbkCObLcBwcrkYZc0Glb9RDUnk4Q0JdVU6DMWOOBtWDKhQW6Iu0vIx/EdQ4kM9AOtMsUO89tPFxUKAzHIAeQ/BB3WX5t0jccqAIXSRrgGe8ks/7a0akVt1vAHxGIUa5lQQJ7g/EcNFxvMN1K+q0LWFafmZIc9b6E7lpyN3QXi9ksRsdH2E7O13m3NcQkGsRS2q+B90kCBK0B/5gOVPnYp0fscjKqzIMufmRMKQe/l2Rm/UwkDxVqB9HGtscl58ZSyWP46G2SL7zpQJU++Fwu7u0pDw0XmS9KV5JyNFCT74aSptrg3nKhUELhlDVyEcepGob3Q2/2aUfgFymNdTg/imyZ5mN6Tziml9A96MA+b8WH8UL84PVdu5l+8G62+8MGRptA34CO4CJQQabMgIwJ54BWNar7LHdXm5wsyIdjQZVUvqa7tvVuq4P5atU679CH1/aTkJeaEfEpzS1i6JkIeErpQyhsqeU2tBMrbNyrDAu5cr0VwppR/Yz+xAH63BVu9+z0POW3TrwxWGCjYZ3345bnKin9dPD8GozdDTz+Yf6hsLZ89AvaZ7xcg/KIXzhnrDOl7J9OEvSu5k/6j6dPAP2T3kot2PUbA59fheMru6Lv6n+n/Sfl72B4imc0In4qvVvX79hR/pO76n8iXe+OhqnVA/Cug/E/lCTfbGuGYGWZYvrEwJ2Ou8BsbVquJwdfOcXg6bi74WXl/F/J3QMnGU5QqV7nivwGsUbcFwG0+0fQz0ka3rPJOQLJc4nHqTr972oI75Xe2uSh4n0u9hxQhasau/VenXvLV7czeBVgTqCXLFUuxyNwwWRDfwM3pww5lGQ8E3+S42a1rorH0miDIXtIC/z3qQfPL+jrCbE1BzANc1iuRbLDlyk5jXEQ47IGETGIEnSxymMlbLN+hYsdvsDB0FUQQGxXlX8r7pIesdf5G5e5yMYW8DfZiX7lQF3vkcrE8YZaoWu6nGf10ZyMk3wa9Gd5PruzUbZyy5XKCpTUoJ2NvTlt0gBO9bjTlFLgtH5uAp2GfgRmdCr3csMzkOM+YSYPTFD8YnNA6wFCkZPNkURBKGUYMDg5j6KdXDAwIREEz/MvNDGgbY1elxEdW1u5LQQBpQ2WAXGs+b1dC74M8FqZvYMmnppoSXm55Nz0y4bF3uKR4GQwjhUSfAo4c5rLCLtKwz478ISYDo9IrtK2+EtUx3pA/YygA1W1MzLJJC/iFm3TgH0BLkSJX6ngOeiHCdv1BU6ItspLBTyUqVE27/J+lNJYYye7fGP4JwKoHLKMYBFP6UeC0XUSA8xZWtcObvXXZX+gO6CsmbgtjpsWwAUoYJdB0LPEqKMt6LjLK6NTCQrC5hoVXpFhYopBCooM+SKvU+/gCC8N6eXpJxV5G0CzdRGI23LGoloX2hAeDIS8KB9DIpS+FdsPXvgYb/baB9wpyBV48N3Pgx/DLx/MO3137EQX28loUMOovx6mKbePTtXFF2WiYODV8QJ2xFSPayIPwCy72IwED2JftU17HdX03E5IoozlvNli16JPxW9T1qn7GimNeedIO40mL4xzG9LkzEUjdxQ5SwGaaVFqpqm9+Jeo82LemV0r43I31D+MEapqpB8nT1p8YyfK5CDm0BmY81mbyfYxWWLj4vKfgJVQsQFvvJn44s4S9oErkW5pturzWlPKdZlMdCc4dmWLXVV79MSfipqqQdLEa7Zh6iEAsSBQIYYTvsjn3xOkEwTX2Er+xLHGm3TnW2Si1sF2EuKVELtemE1ESS6A2KfdqLSmcqEfT3f6667l0Cl7XkOOXvMG6Sj+ShfH+dIWwKF45bp7CvuNQ/FJ/6D0CaB/0j8mVWN7t0v4nd3Nd2nr1ByCYv/kNOHuu7i4u/87E07O7sbpK3A/wV/O88x0u67zXUX9/mT/3ZoeYQ4cVGj4VefNOElDB8NvXZxTHBBC5EeC2eSQPed1Pela2vWT1bM+UbyzCrvXatP+Lv97E4pc4/v0lRxgWvrpMGKQx3c3FIdY5bY912kN067Abfs27+04T227c4vC6UJ7TAU9mCcg2nuUEo08LQVj587dUhye30mv33VKyLZGkB3xqGIYgramD4h9xxOucregg52kkZwxPnmzVfPsta843rST10oLYU3VkdE7C/yRHELWImTXb3i+lcxnStdiZXJSYHAi06zBE2EopnCauzOSKXacPXZrwbQ5OTVnqEUAImcl43XSiXeXkumJ4Ujl78JV3nEk51meEcUxtwtO3wkIdGYNRLCDS/vv8lB2rDhebYyPhXNWkeRtpeYeCBx3+GVn6Ho32+GJ6FPwjec8pbnqvEPN4fc1YKzPqmQgzE8xtthy3eVrL4Ke1oOD9DMAEDxf4mh2ZjGUTzBYu0i0EhWgz40T/ux9aR+VnwrtBAubRIRrDo41vBoDRPiAA07DU9O7QiK6KzZJvspf8SsEcnbrYKycGrXGztVsSxqMESANWRf2Rl6wZn0w3hjtB6YJoXFXdwfZkHklpYNIbhBgXXayeEGPHxSkZ35nOo4lb9Zvh/EgHcsDRgZokjl0GrvADEDf1++8Rd6qHm3cmiO+vYvfOGcb6zYWmYXGZ0Jl0VPQh8FEqqMUJYEbsjFhSseZtz5vtNNgzydqNlgKlhjs0/QtYRsrqvpskKPYd5H1aQU5fSGLLy4xzAiemHLkOVhrYW73ChXPMrKLBByDPFjv0aQv0kBZgTIbmdfGSfnAba12BMVlg9sUcggvdjl7hWHPksrwKuz3QKHKtxtcX4BaF+VqnrtVmKWUrXVtoPmGHy34h3tDuMDAgmcC76ijC+WrpDtrD3UOFdXEuc33OjAmyf9cDm/Yn+/K6EegXKYWzBvYaF0Ppwk62kDGcFBX4u8ynvgY9SQGX68W7jxLe3y2ndAFiVc4TfbG8K49qz5uf56fZHulLMr/Bn2YLqqnAe7TdVtoFmWrAGVLKQ820vpZOsv1OHAtbj+oFmSGAN79tP8i2VBEVBdxFbr9anosPr8cYb6r9+erfNKkVNw1krvv69Xpen9Dtz7pP5Y+AfRP+lelp8Y47nC9y3P1/n8hiP5vCpy/m74zxldHv2PZp0H0Z3hE0/NJ+s7U6FkNbdcTJNzdEc7OmJhnP3zGZ3Pc/AE6S/4+9KQizrdG2gRfdQs+gSC8ZPUbgvdlr9sfS7yJ15Qby14Gt4BycU5BR3MPGG30VfM6uXJ2Wg4t9Kllzngg294xk3FC2oI0eR97HFdWsL/D0WZuczUFXTslqCN1U39KsmmzOJcSf17C8yxHe3+XfXCY5BZvOGqRSEzWFV/uqNHgZuzcI/0DvoFthymoZRP0FDjHSZ0QNYcDTOpbt7AeA36iUYCAg1/mQc7XUh/vJvDSb01un4MDkomIecnvA8r4wicmPc56DUaTSpNoDQi1PnGZOIE7B0SKy6Q6uRbgZTzAvQUBrRyAWL9dl8WOm3CQ4I6KPJ7vy9+Z4t31ZG16L4zgcx2pw99Rq8WpFbrLLh+0AfSOVFwpOvqjhRj+LmHUH8am2FszarbFcjIEyBLPcxx3bV00+kuLkapTE2SMB6hxAYbeY+MRPKUxiG73wCEUSqdSSsgT+6wBWQA9zQuIcKciOiVJgAIl9/AkocN5EITuMDyhsrRtHRwhgc2o3Mo4YXG0j708oe9LVgXciIepZsfiRuU4Ofv2bYM/quiHi5qi7bXhEKGdPJ5mlSDFwKqOKeviL/2cUnRAS/BaLLFOrgFl5vXFL6qfbsBUt/+F/jXdVfg7ikooVI7R9bxClE6PwdYQeaiqC5yRVeik0GEWSE+8yuwLjYjsc815ER7K+SlhfXXxLx5nDijq9GKsw4GiPCYK1+rRU6oAACAASURBVFbsdepGHZZ1l8ocWFig6Mp2OujIvbQdB2mfRhkVNBMwZFqOcQf8GtCXsBV6Kbw31QGjD0F0g+HOcJqtmWRfcM0KZYqdVTnP5PjSGyE/R1AQgtKWodhqv0Ljdg7e+A97ep1ynUF/KU8u4DljVIMwE/lVBqvzr2E+tnRQxnMLljbobmh9l4agFsI/LVYbaYWe4RoablXYIp53Ut+85FBGvaMPDfDLka8G0L08UbJ/ej956tKQ853+Ddis5pcUnVZ2Ho+UAbyCi7EydNf6xSTDxKshokL3R4NfpFODqpPrRQqKnEZhWt5QZVOv0uQDyonKIzOABsltGz+ZkmgzAg2J/r5LM1PU7VjUAWv3Jf+d+qqwfBeFV/AMfcPeN/3SYOEmj97xIXd5+oP08gdI75P+/vQJoH/SPy7lY8bm6ylNgbhdgPTfHBS+St/Zif5vC5y/swv9ST1TqseNT++e4Pg9XL47Yfv6BA/n92MNV8Gt4gyWZPDjjsY9bDX4oAWugf5iys4aSh4F36naS9Fkas15HkMS+Qen277Mxbvd6+/wcC16BWuZ+KLjw/AedDDjs8pvMceResPCX8JpVMba6lhbu1sfCbfreX27OXy5kWlfRV49I7gHCR04Dcpw6D7xek0JSAw0aIE3P0Vc7nTIdby7eh+uwUuAtEp7oGpfWd79hQHv2HGOAXSgUnA6RCA3T3wZ27GKDazyfc8mYyJjYVPcnVmzVz1sOwNax2mHmxjTXdmczx3vsr5l3LhcA+fIGRE85/St00W2TkltzrwVVdqf8VQOJFYN2CMWiGC3rvkxOGr1QOLQf3saR1CfugP9TIEIhM8piIlsJ/qinF3f4t89Di70AHgR0k5B77D4t3J7mSepSlQicz5nuT2UMRgetpdwXsDc3o8RzxwU8pA55q32G5M6RQPXVhqbsTaF42EKzgngyu0HWEzBRHSugK8F3kdeDdEwagWkZ2DWUgninl1OLTrVwKqRP86njJ7t13QUBnYkOPkAeqh7aRPy0Apg+FOc+WeuCxpSf5rWkug6wiEriG7NO5cDv3uXOf1UageY63UeoLTAx/VHgdn0llDCZ8WawwI87QE9GEvmg46D/Rd1UKrP7BLvRhKGXe9a20B8XDE06WAIuFaqNc4yWHb6Kx0fHpOF3NJGxVWJJES+8Mn0V2IXHTezqUI3CB1kC9UC7mwVWRsy48LwYbxS5pOGExMDAn2Mtsr4cEMtDbcBm9a5dPipv/CniAhKDHnnAXyntV53ebKBombp+dLisoisDTKN4h1eP7CDw243eb2BGexFQaaRwM9U+7UVQ9QGDwe1ZEPY2p5KVskMApMJaAtVNeoLAj1Wg9Fmn218GVhmkfse3yj1rrDROn1FP+i7I05tkI2rzxeEQpk8+YyalGt4vwWLM1IDgdfdrH1CnaoXsWBtahXlDuA36Zu7dof7N77n/O7Jn1e+OJyDue6ooPrYZ9mLNKyAXED9tH8D/iaUKnnJ/kFusdo1Et26g8psGqOJLLNBpITy8EZyEP2moW1alb/nT50b3J8NwBv4UF8L/BqnbhjFbSWtfVKaD+n9vTTRjwnjKve/UvfX5Eu639DzMxr5MvBDVRt4Nt10MUVdTmCKk3Se+eDHOqhZXj+Yfkedn/RPSp8A+if9SLraqfsT6e/eCd6PJvrZ/t7Vf5d/ercL/D7Z8fuk/e3xKF/AxXfx97uD/T8xvj8J4xP7J9lUdG+S1ekLtpJMmTKxDoeqvc53b6dhgjVPMt+q8uLl/hVO2lJQMWWaoCs8Vy5SkaG/d2masHF5vxwm82cxpnQLg8ztSi08OGuX/6EbunmqTBcDdUHBj/lqqoPz4HB9tu6TD049UXcBdH9O4JzSf2PhCHt769lBx3Gs+YacKz9OeDbzIn8JYMb0815+xQS0H6+XjszbNN6wej3z6RlSYOeq5gzvMJrubEu70HkX3O4VRG/n5++nTk9zI/BM8oO6k4FoL3YSmdrDKmM2TkA86jVDEEToPAzOxNj5b9UavleADsFHfpgSK3xVRpYHl+Vr8Bw4zR1TSEO4+zwCD6bLDIu2izkH0aPdGNf0rqJTTB7mh022hmhIlToctdesARw4nnviE9MLgKEAqmluSXdRAV5rAAobLO3VhHrVf5GmhqZSeXSyYbAKqwCE5l7k+xxgDZoxnbUntRUYxDjQtS3B/m/tmcCTqjfz9WY8jFAMiHQdwsZLJ0ct6ogItvX2xeuOU4liQcfBTMfroOM8iOS1As1yEJ/2nQE9XSI509h1mpTRsbEJWLWs8aVk+IhCf2Fwji/01mCB5AC0D4h4dpcfRiPAN+nfBDfFqQAJYMPBQOWKYqa189x1GHOhnqgqy5UbnWe8S2U8vG4T6jhkXCoolwLl4GXbiSfxrsucKd+b6Uk5FRS2UDPiEUgAb6YWlI3nuPh0EivB//mNk3IBHe4cbrEFBKjHjG8gb4c7SDFDQ+SLMq5rKLDlXEgePL0BMkh58EaybLq3+wX+bhLaF9fGa5Lg3kxpdb0PTR1yocgZktRsNY2rFO76AJ45KuMzHva89yifADH6hJKeByEwoLONKwT3et5mQOQy9XqAPtY4mGAttGG11vYBR6Hr9Qngi0y/6d+y95Q7p/nLCKBdSvl16AYZngeL07+qeyd8VH67kvsjuNc88q7/K6Nn5Pi5HIXuqX143psJP1fZdxZXVJfVF9c1zpebIEbUXXSmcvuG5ZKwCKlEanN8RXkheLn8YrFtD2m2a+Cm8HMyF6AetEVdcrstekeDQCu1/Saj3zQsKjrH4ijLLuoSmTB2XfVGn/rbZnLtbDOa0DG2mrliD3GNNwwZ5uepZS73CEiXAXWxztd965sPLTwa732d3+O+T/q3pE8A/ZPGtAv4TULrLt/vgG1qd9oR/GRn8V07f3fw/ipdBcd+Omhb01T/PxlXlt6BEWn8Sbm082BDn38qcTGU2id6NpMcm1qGk2cPcz4hgtxZSKWt35Gq4XPVVoAJ4wOPhAJfZdSiL+pA4PI6X8s3Oz16O3pbtWGh2LmJzjqThwnEjfy8bC8eXLLBQN9P0BH+kGFqo9EQblvxor1x3J4AgJN0u+b0sgFadw4kHthUTSTumEkr8e2PiOQ4iF5CRK/lsDmZSE7i83SeynP9TMtI4ivAoHCqIzU7ZqLPzu9+PzmWro5GM+zL5n2H2XU15JaSZ5uSc87aXb/unEvjqk4wywWIAl8Wxfcv8duTRpcU3/ZGZ7TU/k59h512CP7jidaMj00MfCxlXVskqDwDcoKJ6WAiOnZ1xu59RC3SXHUAh74bRnkThK5OkImiEI9pR1vqcw42NUWBulEi2HBK7GI8LUInBBQW9BB/yFvPJ8/JCYzPhj7HggKTPaFg7+Recq5RxmkembrDOlfX0mISwt1xXZ7mhqddnMF+kvSVkFbNk52JHcz4C74AWrMeFvRkKNjlX9VjEaytEr6OHdaocB/xOByxOCoRWg/pA/myYIe2KfBtRYC3iZji8zAcfTDnpP8GPeECGmzq4MOv+WA64M90mLxe9DJI2eSlEMlJ7g4VHZxK6CBSDY76RwB/FDU+j2s7fp8BN+MJAamqwuEq74M9Bfiv6zAEPgdIcMxgyGxMyktJuaxjnN+p4Ag7pFPmlGa5dFUq81eVxX5fdUGDZ2rDZIbt2s68u4MKNHJ/p8N6HES44120CJbtZqrukue4Z1wVtutG6xHCA5/9UbI6aPEmyt3ZfggbkRiv51Yrr5geQ8AM45OOICI4RIRDtt9SFcBQ6tvlTSyHdQC8NmYuM5J8siLRI39X9RfRc1+U2eH3Xag96RmE4mSHpnGrHAu5kW06iVYKD1axkuUGIRlFnszOkApcu+QT5BiTpbOsbCw+26Uqv71ehCUbPnMdegFSdsBRbgdPpuKDYu5l/GX5jhUgtTnUSYeSotAO6xPiEkwSYxy6JCf2ocs4QJ6s73Zp0VKWMhmGy2EqdT2RAQvGzhPWqfvGfPSUxux73DE2F4rhzeSY+UF/3Fsis5bFckAH+ZEU9i42anoi7f2cMN8e8NW3BdF7Lt5hQf4VKCa//dmzUPdE738+BX26LK8QQX8maEf5+DRV2uNyUR3Au2QyirkcdtEhzv7fwb9dJ1wMze9kJqYv+hO3aeM0+TnK+Tvp75P+dPoE0D9pm66C6NP1lO8rwco7mO7gq/mu6roLAP8bAsKWJnxfBXR/Iv1p/Hw3CP0denyXnqed/78viL5xKiE86pAYHTe1ONs/FwEBsAR995LEtB93LOHkdt3Ok9t303eor/lwwej12sEB4v6cjevr25wAzu75fZ4A71pNdvTG+blezRC36dRmfjWVDpudy3wXIZjbnWCMe8YB8Dbq9K9NSDaDkibPTuv5ujmllKLljPbSZA8bNWenFNpmisBeCaYfSlnMRHIyyS8i/bBnbUA72x0LGGRrzkScyzBwtzpmmBAl7LiYAufZybd+GXG3mSVV+ksBiOoAm8oVXObMTOHcM2cZpzLJSWP3Dqw6bIjiOHgi321gDvX2qbMJttJi70mlsdLPbfn8Dh0v1zm708WdIiJOD4eOu7ScesX53mS+I8po3huw7NNsWWacAb01WaDz30aSnEvY6Q7G560mcxIAKHbsrQXPqyO+VyD+3yI7aKVM1Ldjc2NPBH9Ci1oE/SEJ1dBqvMs7VCYVY7sVPYhq7UxgU7zzmj3AEzLFMi0aWbw5BdFJxGkRGxEts9/BGrq59nUXyBTKvw67ScHjSD0VALeNFuNz6B8BaZoMMsIVpGEYmYG3wrbqzRq+jUasnvz9c4pfreZ0vRA0j1osaTTna1H9ZN/iXiel2B8zE/21mjoOpvNgp6VTfhHT2hUbRFX5Q3AANcaeA4KVbGxHti/2LPdBhxTjG6phSMhJFO3Bka2hSwXGFPE77YQsDJf0NnsOqe9VIeNuf6zTxtBlMKYkIE3P7mXNHiVRCqAmlM2FM0Gf97ftngO9oH0rCCur0vgEq5+CYKVTptBpO0mM/Ov9agvm5tT4E/0jUW0CqfYBcSopn9HtdJqApPbTDnTgHaHa61gcndvSUUCdehMRmhaIVPoASPFGr89SGOS5E14wPsr0AFH5UJCTSo8596OYfDnvKlC7GuQMg9p5KusvYoN5aCgF0Mt7QEAslsut1THFnzSOQ+5UDqMkV8Ft11/GtCG7HGSeKJRyHbv6m4kG9kSrDPQyAQ8M7Qg0kxYuHwTXS0Dwipy7/jll6T0xAXJi/Rn2xgvGe1dy2mCi6GqRHoCmou9v5RI1uykwQoSn5+zruG7jOsX47XhqasP4bJ2MMvncdh6Y91LSJddi7nFiYtUbUd9U7Q5ql1Om84709hbGislny3knohweidaIIuGyXnb57POyDTzhN7TxD931CLhqY30xXUjJMWc1cZrITcJwsA0vA85fIMhq9+CzdrR80VXlkc3Jqty9SrfyYmhym54EzzcB8Wf1SoPnaxS0KfVb/Pyf9E9KnwD6J12mq4Dfjx5J/UN1vRugvNqt/k8Onk99rMea/FfTV4PQP72Y42ndSF+/N4heG55u4Xtvm0JMe0PXkzkr3GkRdozoBHRnIf2Mqfu1NDuj8+5UdgeJ/lpZz18m5wQ891XWw+D5jjYM17vJnsCE8w3D8monep0g3FSkzgql9+2k9MqZhG+K0xA9qQVGnq4NeGyqBhWw/hZo7e2YY2XVn3fy5R4qJGxOJuMqcOBgAJ1oHd1OtHZAnL9iQilCcp4BhXupjObMoRX9brv3ALLqM4vTJvDUiYWPneMjOzKrQ8a5qZcrWHVZiDicvUz9mbeBjkzrnJbBPvi4RTuZvkvwXOeOrPj2wJhEbnd9jSzbHUOcys0lKhXuc0aXp6ydJntyB4fqBBRD6+dCNqDIW4hax4dbWaG1i/Pq+9gWOHWAICPypsMyhVgKi5sOw/Fv+YFfKIJRETin5NTxLtZfFQrJsZSQuB/DR+4hBvnscIm3ia1kHKLck9LnEvA3/jO5EUXu9bSJHg/0OdBp/FYTgU3R/qwf4yvbjcqR13chXYNhY2H0Bj3OskXhSXSsoDouUA+Yzm2yAnHApS8h+zmNXxZtFliNBSxlQZjRluEHcWDBcwusVgSxHePrPSNbfGGBAf9mtLdRBp0NOaIy77WaOvR73PbHrEH0tftb5KSTiU456ZecROcLxlNI5CwqIiTiKWfK69+0Bvwbr5lGPQDPXHHu/Sm0qQhGOnTpnHCZ9SoRLmDJiz5CraQCUY/JCJ8P2KgAWSW7DewFMh3kjQC/Iq+HPMagUdgADxfQIp/6vyZvFH7XEVZiAGKos927DNFHRVejGHOdXMElY4l8vC5K/yrLCfAf+UGu2vuNDrlPgSCU1ED2gN9hVCDY5wtAUm+C1gTpQXl7tv+wlaondnp61mN1iKfRncgqAsL+YGwN8WT5TBZ7PuM/lNPbec9GHyPdpeecf4GHJIgVKCjginwX7ZY6wzdA0J9MobVrOHROH1t7HX6LRsw9oPQuboz5hPKcI3Rqmktv+wr1jfAqD4L9QERpPum2mdtCg/wtPfHmDopPYhzAY0D/fJIHz0/j2VOIjrOt+fBxnxZUAD3WMcC5rY0bqIcN/ADjA19fdgXUAL7QVRD9vc0iCCoK6RjjiTbzhqhSJ6+HaQd6b5mINh24TCDrkr3zhapazUoH3Pt0Wc67qbylMPbeS7nfJ6Gr2eabSWHBPl2hzOVzsWHu0uRPSW2WRpECFr1/jSbeHfrJxEmwEIrKHjwHgOMan38rIa6roSbw/KYdhO+b6a0eTTrsKu+X8IU6LNp4r7eb3H/Cv/9Jf3v6BND/x9PVEeD4fNqNe3X/dwZxn7R9d/T5353uYPjpAGwd45/Gwe+A9532/jQ+a9tvw/NuI60ATsxym72vxXHbHDe7Jhkc1uHkNgfm1mC0TJt+JINf/HGfnH4nSfTYYPeJ/8bHUkCaHYf2vnsPtjVGfXlynEsrdBJ3rUEzJCeDctP86u9G7rcn1cFUC+QdxTZpH4Bt9U9ZmKcJflACw7MVgICJJeyScJcoEGiU704cKZ2TdkHJYTPPQ6L26tif/lbeg+SwCaSQvHTn3XmSRwwweO4epXD6Xk4kIJiCwR0+bNEMASyBE18QgZ1PHu8plXGWwRHgE3IcN4lMiUbhYgiAJFrC75lCVVLKFDAJxxwFZ9tVczGnnKkb+oGwUL9oGK3CZPJBAIvJUESIXL4hLClbmmN33VFbNUeFJK8mJ98PSthLjTYhdKDDXk8NfrDytvJV6gkHUCD7Xd+483LmzQZy65sYBMnh58dQ0hVF7FLVAavH4lElGbIv2R8QVcdNJYwgHgywrjGZO77Tw44Bjj8bPyEiOk+nT1vEJwAfNjfReHue2DXbIt6jAd7G8mI8smCwTT/TIqQaHM1yx2R36CJjWBxp1PdiejvBxEmmNQrjRVGrPDj/qeglgAJ1ssenyXCT5UuGJWCyQHn644NYd6AzHyQoE369SF6HfprkRcTnavzkDITR9Bn4CidqkVocv6672ILoGDwvgpJLeasZxtGsAl+AiILV6TRYL23E1LpwkUoCH+mMom8mjlBuo3jyqpLyyOUTmDZW+julAAml2IbZ4SrrjCVLQ69AcObWESztMuEBn41wT/AqhJyWtbVkAT4rI8QJRutLWswifZFXl8yz/sKWczAIWhP24UUb1RY0xlxs6I8FXenavmw2vpB+oqDaPKBzNc8aZ6Y2kru5xkUKEikDT5m+rD3Hy0DoQqSBiZVrtCNT2xvZLbS1Pwz3DRbjzxYYqdrmTscjgBmfma8kw0vUdi/iN9c9W8IJuXyqFI9Xic+QZqX37oobp+taMvCM+Tt3XdX1mPqYVF8cI48gXKK6heQgPhRhx0l0HkuPZWEIumqSJwM5qh4KfUVhs85i218k30qxFVoTU9sB6fY99ggJYhznoupqgHVqE/PXa0xZ0gYv5fyD/P1G2smP6wLt8oIuN99djtdUew6Po3zV+5sWu3jLWvACiPkNyL4xp9Gn2b06HXg6RJO+WmTOvV0jQOeNXaXDg4FPn6ZRF8K7quZr/nT/hNYajY0CZbgNPZZ9rwHUpClTJ34wFrCtqQ7cxsky+ipr/GbXxA6mItfKBy+h9AUeLvzkn/TfTZ8A+id5ulrR+Md2zf7N6d3g+9+V3h0PNNKnur5S5385/d2LKH5sSoD+kZG/w9lk3800/3cpnkuxwbisj0MOErHvD1ow3ejqBkS38aJRdkcm5IOdZV9JMcEzAzyw7HNRqn3eG07bCWGb0D6D1+ubZk7wrdka+8uOoQwvugXSG5vrD81ViH38/Fu39gIsT0RgGve+6n0yT3Nb1p/V50wGAYNdhX+njpXegwMMDd26s+hqkjP7P9jvsthUzjjW84P1W7HHsb4fCw4cC4x7MMUmzszuxBHd3Zc9XOLjLSLwzXuEtkzC3VFUA/qkjpuQBWT3IAx8R5ZjVtLk0ED0HWp3XCBBQui0iB2pWg/XzMEAeTdTpvxTiA51sKZdehJ9wIEzJ3V1pqU2owold9gZsuNz4zVkkVpZzqrX2KnA7E6alNgeJG6/JkeR3RA2bCfGM+rz4HmZfAYsYEtwdhjt5M2oa5CxXEBLHCdoZX0sFn3TcQTtbpRYHW+xnbIgJEVOOo6DzvPM9Fag9qZsVy7Rwo/WhzIs8NoDONwu8HXA1nd7WiEJfs0Qwh3yMPZ1vRF7LkEppfmWJpWFiGEikoNXDNVksoh+oUI0CJQ7HDZr1NjErLcT3yxm6GMEVXKPJ3nOIsQa5F9yde2GltMCoyVY4oFKw020aa0xCdEvBv+VKF6DoxEytKtwJ60oPuyXiFIABVVDolCQPaK8E31euqgdf9vFxQqWv9bf63XQ6/Vau84PC/Rx8s+x8iAfL+K/9Mvox0F0CvFhi0AUWhFa30k/iU89ApUpaMeO0jbe5giarz/TY6HXHHgkmCKPbGFaBKiM3kzeFXqR+LWHggvJ/H2hLik3ErU6z6Hu0/wHEZ0kuqufqt8TBAmEjFF/OX2qdYGMjcU3AhLU5frdyNGMlwj4ETy7TAJ0C3yUqgA452A/1gcnyfSmyLjOjidteCWUlFkF7fTdhQaL59CQw2c8KcHfhHRs14TjlKU6M9N5xBzsr78s15Jdx3G24IOHWgFsq4sPxt633hmN+3xShVu1TW5GSQcddowPeitjtb5Bab/e73cvoh4ogFqmZveVlpEQJPSk02sTEF0fb/FAtFmQo1BPYCPebJFH7b/yk/MVCjKTk7W90tYOZ1n3DfqpLrAo/Fg5pg3Jg+sW+Mb2AW7W+dfB/dMjDAzg6lH5zk7WkYOJZe1HZz4AV6qbSEjOalPpvftDHGvB2wavX+e+kLUBedyeIurjXfCU8Rt2UcVjL0lNJiayoWFMgF7XT+7MIgXgs9HuAJvK9Jm3Ycxxo09ukg+xVgfk7xePWxgy7ui4SoFJtk06aJsaKibc1Bpwedn38Lj4vRBJkuFhq5kGa3UQ6ljgDf0Yy1oMDxQAbe3w03zYhd68XZRN30jTQoJZfxF9Be/dZyv3tIEQMf4qrMKx2DXJ/cAxb+T2d9PY+yn2YP6tUrItrripO1sMMyTZosKamzQfWv5Z/HzSvyd9AuiflNI/PYiO8P2uXc3jMc/uzPvnCMvdeLwD49Xu+39SX//p6SmunvPQ9w27Sa+jo3PKbBM7ckfkvvL6/jiYRNYuJaKTzvP+iLFk27Ga9z7vsokw2WwxDHNL3zCAq3nWliIGlKXU7g6dDhk+9FfctZAfxrhEIHvVt45ppHCSFANvci40YPmC0rze3KlwNLvnBOqLCdXykcMOQ+0P+CgaON6i17WZcNhku8GP7mBJjcQY5GdDt8f7mOhnU5sbOUJwGo64Xbvkjjg+sDr7sT98ELOsXUKvcM4EMKITHw0mmvMGtv8uJzFMmZlXvR70UFYf+mQdS0F0qYshMmIGCqTqFJjKJqcBIDu+QWrVWeY8cY8WOhdZgALhDP9Odki5I8uRMnVs6g1OpKo+tYtMq+zv5skxCJCY0HpP9oK5jk8Pfue3ST4Ps/K8VwHkowXPjdwQ3lJNur/QKZdOAROAHG3XkuHwLDuMtF4cnSBrzXsQyetFeBTuqcEH5jNgR/oUWn4e1ZnW3mGVnyj7IUCHUJuI2/Q9cIL0jhmETkH8Rkh24se86zTeW9xOML8GuBuTQn1GEiX+oKAoHtaquoUsPskIR3jJrfgONzkh2bgZ1OyLtzYUItFj9u/ORoCy6bIs6NYQylpqw/qt7nXM+ekB/uBFgBEc8FXfoYzi9K8FGipvgF4qhGF2DzNBIIeT/m56yq6nsXXZvzijDS/n39froNfxotcr/lYAQheqNFpQ3LwO4lMD6GtFk+uu+DtJToZPHQdlLlyx8yqBDk2BcxyPYmiJ33LwqgacVsWwSI+54w9/BX6bTsAgdU4pcOVZSoBMSnVE7vMMmsaeccqX9BeBfa4yk+lM9IByqNc49F8LYZ4zCyPth0TftjqztON4EURTz4dd2mSIYRHX7cEngBSQWS6jqzoEHnW1MzjksZacuCAa70VFoS6WAXskAmZgg7Wag+cOmCAYzSwddtJxHi7DTEZ5HQwXHHYrCB0E3nUWcXyKDINid9+Lr/iy/1xO3s2NHabC3xSnmSQbsvImZT2Q9AnQi48k4r68D/2iPZGsZ1zkAM/3IAG0JRSfvLE2gBdcpyEyVOCy20dMSJdJ/xUdm7GY4Uncdep9mSOELsGFjMVepLB7omzUNVFLhW7Sa1F7ximSrIa1VdfpKSXHWszswXOjeYMREcJgUx4HyXkSqy3jC/7AZ8iHxKe2kgw3O3tVfhzsz5HnQ0WZ7lv1C+Jd4RYiWOxH1GXRgDOxWi/yVn9gq4RggUdvp4FRxR2T465B4TYf6HAYD/tEz3eC6FKua02yI7YvtFhxMR2mnrP0fs1tZr2fAFdHyQAAIABJREFUaSBzQC3H5f5xryaxLMpj0zuzw5jgRMtN1W6vmT6xKcNBx7GCvDi/XD+gvMc6h3fFtnMb8Fs+RJC1lNE00ZcbEkNNVPMSZVk+3V+oSx7fm5wLPhJoV+DC/SMlkH6joceENJrxAcsCxzE1+YrXaL9szlIQSiOTxn3KzzN/9hEc7LtP+p9NnwD6J7V0FUT/J6TfEdi9Cp7/k9M7ixrexds/YcHE35129PAdvLwTRK9G2eN0ZVhNNqM5TmzCSHxZCTpelk24ZMahuxds5ej664G3jAOcSAZufRogojZnOGlw8v7EADbjs+ZE/K5gJPf4TO450WyyhQzZ3RN5wGmqMTnUy0Q+IDSniP3pf2Zgcvzkspu0IzBzvBDYz16nPddJkRu+ZrWy9z8ff0t1Tpzhs37hHAkmFrhDOu0+HbqEELuJzbztbi4336da0wSfwzEAlR/wnT0PonvwPAf5vF+GSnfcMMWhwuSONiJ14pxCQucKAJ7o0FS41OmwHLGH78TANue55uJJAvhwWo4TGsRM5qdn+LS3GPQiMjILBxLMwoIqJF5568CiQqTfMOSU3/pBPgZ4DXKJzC3by+MEeT8lxnuTX1kmYL9S/hStifKtxQ3CsyvFxjBD2ifsWQ5FS8i465pVoMWR+bqifTdhfaDIUs9sHPDXhKggfAxOmqOM46zHcOzXgi8uNL2CD+cZfJpsROuvSmFnF/gutNDa5Jr7BQuIjDcHh2CTaSDzHUoNQKL6M9mIbIB1xeHEUA+hLqEis2U2FrQDdioMD40hjoV5OXwPJjrXvfHmr6InrMM2NmsEEXtVHkCb6BgSavUmVmOtV080YNc3umzgXDRgO9FRJzLRkqN2TTE+HqjwBRTxCRFfuES2q1j5so2XwrU8O67/xB2RWSbjdUBo1x1RaUFwYVDJt0QMO9APC56vP9NjxBEAZyYSPdqdjhfxa+GTj6AnFg02iMmPM2hNYVr9DTvRT2856hG8httVxnANw2yddoW3Tm2hWHAG/Q4OWSNXg7rNyc4UeUQmdKPG8rx1ZNKx1npxCLv+atLfzY+sq9lOrMHEQnJyaqcu6MG6URRe6fEMPxElfssLTgAYqumqvSw3MYBZ8g6BGVy4ROUXdZZNI2KRWtTPRD14btUMYz0An6+dbrjRYBpH+yOgaysP8stZ+PUi4sUjRLT013HQL9df0LjymbUcf9EuBpx90Y+JV+s+BtEN/oc+FGN3o5vAU7bts1phSgZUQYnryMSvlR6xXJ6Ld/qhNOaJ9vRzIXGKyuqH8bfJadYbxJcBjXTM9gwi7ln24CIA03UU8gx+qcEUshfEVvQLxjvDFvycxyDjyPUT5BNnHPEOCoUurykPzfVCJhuTqaa6M3aNseoP33mufxf2oRATHUxMQ/BclNLsE2FC69voyXiWBJPVnHUv3tt77X/Fu+U1WnI6esBviWXUPmp5yrNZlY28h7Iepp9kOHJ7VAJFKYHebpuVVKa4/LkVunOaSlmdCvn6vaj+ccu9g9He0zrGtKNVAtk7csW3Wr0CZRDHkMH01wYKlCMw7mvxspDI2khgC2idxog8AN5MnTpvLM01XfWGzkppKFKxP47Gxm6oj275UzNN/huTnwk7nN+HX4Fc1wi0Y35WBjmzDVg/SO2kK4oxhEygv1JpkC8qF03frZvcFpbD9qjjFTXJzD07Q+838NQn/avSJ4D+P57Q2P5O+rsDz/2bKX9GuO3audrZ/U49T9LVjvldWz85XlN9NUj83fZqf+7G+66978DzE7R1Sw/wb7XI7lsvOWDCvstSS3vsARu2tz4XzMG/FYjQ3GrIWyAdnQK5TjVO1BGQJ/U2HygG7jtOmke5hkIxax1q4/bELNlkJA5g5ikxOvy4Gai2wwQ8FBkam6XiLLDBNUyX7yxKe2STVRw6hqZ8/lGMcb2yAAYRyAPpjdcAbYZDCMnEZ+Y2S9+sdkg2OU4jdvK6FBZ46D0DNvLdP1MgQnFiux2YmY5X3XluA1t5Ndq1gAmpUzwiywGOHER8rqMFMfAQ2FtOWgzk5516G1EAzpruQAwCkOLQ8OBDmsxL2zQwTQSJiPCb2p4HnAJSCxCShwsmeKdvq75ozWuIIvVXA8JcYeihbK/dXyC83jlK8hMnxE2eSeC2EiNfITMkzNq5Gf33HaxD/9eEO+SRl9ffALtOyCGgIUTM4uVckQChtREadFJiaXAYklDsQOEoGro06D+ck7WXcWXBgnVyytJfIi96vVadr9dJ53nS6/XLA7GnRcShzyjnFsim8wwftWUt4/VcaCmnAbnIh7wQSyVMTjnJeN5Jf61rIQsfI02bjuY2XCAJ1nCbmGSmk2DpD9NyRp/sgecUQfHjtCVkO9RhKs75KcnmaAJ5RQQWl4l44MdyGwysbfF5ELPKUR3Ts+xAB0Kn4zzJA5aGP9eDEUgJh4+LaOePJZspLUSIEWJva6k6kMmp7+KiRai+Azo1GI0dUV8kGW/PyQG2Xed/+Q70Q3fyFR5DAWJ65tBj4oWWwwzH+NTgg5DuTj/XN9L1FCPWg8xJyIPn6+j4I8YNne+AuyqnYwAMr6L5Qmri8hIh9m9A23HbGAjHFAuHsobEQXD8O43W3VtRlpWjTiE6VGA4jEgjaBNi/4rcW+OuehAdj4T2JuDK+l/7ouJ3sr8ziwSm0OntBJKKT2FrSvBZEJKK0zzD3s9o6btfDTeKC7s3Rzp2xviMA9f2zFGQogfOWOk3zRcNfwlHlMvhPVOuD/nUh3s9O4iIjoOEhV70otP0118m0U8iEvp1hoZ3uhz1S9gP3lVHF0gfpIWLeVnQfXo6PBvKZqgafdd2a61GFSPt4lhTmi3EkBLBOJie0/90QZi3Y2NsuGLHdoK1okOsISMQo4/GS7lPaZExoQ4i1z9eT8WT6p5RZtX2HE9KNKaXWrmaYLySfqt92d93yEodSQ4qVhzvses8/9b5WDQsylfiA5nlCMoyvwd9aXo7ALZ57lUA3X5hLLUsKOQsD1BuSfrJqdB9W0g7sES6371oc2XUYeT/Vh1SCWCRfdZli8SyLK2Lv7D8LmX4rIBpWewb6L6NHLun9QsAkF+6qL1MzUxoCv4CMqTDpL8SlW2Baf5Ozs1dHQgQNiT89Vzt8XJ32NwsFoQtktcGx7qm2ov+sHnGGynT703ZOjRklFbzZK2W+XNof4NnGfgJswe5xLw8nRpDSJOSd+UbH27gCgBoPx7FNyg1P9w32wIK2jw4qpVSR2+/4RF8aDFTJpDPO/mJ0qy9bK19SU580r8ufQLon/Q41YDonwpSf9LPJTTW2+rxH6iPiNpvzfs70p+ixz9N8yvoGDNwboZXKwFanrPGh7nvdXmdqGkS9QiA/yBNWJGW7M+C6XUCngKyMhhTNBspaDvizsyYYJbMmJInpdDk0JYVae+msUdD0+geZ9Q35OKn4+ng1nZxQonDSsJ00EkiB50ssCtfAPgwCNFIlnsiiHy5i1E9GNn96CUY4zTeYUjj6tE2jSsTBSFKx7eJHeUvy8EXNjFMCLhMWXwe/gb/1oli6iE42gYHiAUODtj1sHbt2e6HzXwDJ/EOODC/zyjA0W+TIz6IDg05yfruJXukrgbPD2fzxi5ifWP/dXzkjCFTALy6cwDLZ2SWCSRZfRmicTJZHUBk+MywnkQepEql0oQeAicSdUUwHyZIMMkyR67Bl7qHslZ5iUsQ5qqHHnRI/LqRdzCIefkNhsDXvfgbK2Lvcz2OA3du1JXn3C917CyY6s5BG5fMLkADgEGb2HpZcG46YFmWZDi0nTIZFh/qvIAkSBX1lpDIi/76y3Yf/x8xM/36tQIRFlQ1h7Q5dozn0eGN6Ml8vfptx4TX1EWDpB9kkySHcPzw19ESi9w8pxg07M72FGS1FgvZncjDEpKKiegQoYMiKMNW13HQy3jBM3MKVHuwVWnBZPlpsLreaUgK3BjvoM1RFAKnPuouFyCKgKUEHlCPERHr+E+aW+hMepThjUsd1WMocRUwJFDnBxtnP6GjfB4i6XnC57ETMVgKFIDpTOMPCzIcTH+9XvR///cXvf56ZT3mUGO7RASBB/FfY17gDJUx1q91Sgq6x5c+YyHfQcjWNpzwQg4FjkC2N7PMXwsqhEECgf7y0XbFgjIK6lS8BkOaIhTCKhwaiXEgIoB41esLtqDFs+ivTspAJybbayY3A9hVcg0uS7ph/UZmltChmywre2GnMxMJEvRmz/2jELmxDKiBbnzpLYX28qeOKw32CuAA6NryuI6w52jcaiEP1iOIoJN8LERIpB4xkpVcWpySTImQ0CmwzLl81Wf2LuQNp3d2tU6MeNFLTvo/sROIftGvXzqe5+l4Ill6iE/xuYQl8DenzcQGsdOGyUl/gwnGWOp7XGwHHYA2ghau04JFCr1WmUBt5+6psBMznApTOg3jccBcz8aGmeNTJCJpkXHqscll55GhE7ZoRzNIFBwwmxd5Iq6ynsTy1riNCy416otTUpumxJYRlsanzueKdPN/pqFMUqAG+duv9QJoJzW38HFwXDPnOVjMwzZ0lUm0yHsK2eFyn4JPWbGoa79I8yNO8iLP4OFJzida5vI2ybCBnjChHKqdRP31ILVcVZaWfLuanXbIMeMiok4fBfLeBjGH9hIdCRGn07Mqv831oKy+g6AFTTeBxkFCbWvMBN/hu5STqJO8JSnjXqCp9SGvSeByB27AnBOO9w5k81McacqieguEvNOD8l3arJH6Oqdq28+YmPrQa7wSJ/0VMnsQfB3PukB8qrs/NH2WFxyGeYL2BIEyB7nWYB7obpgXzeCATVHzT/pk6tfAm+H3VD1NwXe3C9MZqVBhBP66tzgKkqZvW3zSfzp9AuifNKYngYb/YhD9LqD8b+7zu3Df5X+3Pjx65Xek3z02te7fTgdq2FjgZTWnSn+aBBUD250sYD1eGhU22cTfCSa/nlZPR/CcKNtU53mGA8EmIWZDJa9cNNIM32qIVec2k39DrqWHwXOsv81XGFct21gEVu3YOkFjDicbJIPNqRM5b0ozHETE69vZ62k4zliETlrBmsOcNu5MyYaotRNtAQ577Cb1LmAkgG82bmeMbqbNEHyNxz6lip1fXotO9MBJmr5dao8oJuNCQErFMXlFVxXU6riqPXU2AyeIO2xeGEAPp03djZBSaW+xu/I8Ax5SH4D3dVd6w73CFcfu2iQV0SAJn33Q2edY9tkGmMt2xI39g4lKmoHbGMXMODk9hmuGf4Jf6/GP4rvw12uGd9hHeN46xDFHM5rw+ROOBdadcSM6fuyNRokk1bTfGDwXlDGd+WL4XUZIGjqlNneaIA4qPtIyHvDoTSzi8shxJHFfgwFKc5bNe2Q0ALrH8tfdsY4AsNMS9aDOc7nZRDi8DyzZ50eI1i70COpaydiJbuNxykmsTrhDd9rmxTVELfKglCEagIkdzgBjxTN0K6GaIpxkf/bJhlYROmwpaMshMroj8h7YTqyEaPEeeJDamrJPwksoHDqc3lawk4nWbmM78vQ81/Huknd8N/2l9SL+Ef6Ks8irfTVHkutQ/TV5Y/Tg8m63YGU9YxIde5SlgF+F+fTqTV8Zj8Qv8ucizbxA0caODuAJ0V6LI4HyRchne4r3PmiEi0kiKP16HfD3F/3111++A30drX8AnCDF0L6xV2rDerCZCEbsWDoLgk+mvdbfshv5sKD5Edf2SZKq0cXkPoSrEY+K9bXLPB9fnKTy5EBOeUMRGI2FMzTrAPxrlTqzId5AfkWVWbYmkMox21Xw6U2NkzCOhYMS8uAkozXTDtYap09QVDIMfgX5YvYC8G2D0NAgoTKsPZBMZV6k3TUk+T1WiDRnlUb+QGngHQFj5z9dZHWuExJETiJwxqZARZK3kZAXJTcDgHAgRJ/nUU9dy+0K0et1EMlf8Y4Xvg/RhVtERCLrlIPzpNMc7mIL66mnRDsq40Emr6fitDdgUsc2bJaQVoPOSu/hnwoHGQ0OpyYcuUImoD+UhyI+f2PVoQcwUTq5SXhVezIxL9yRLJrwgHzqg4T8w/vWh+hXKpN4y/QG3CuxO27tHSrJdBXlRvxaDm6F1oIerFPpxpPTr/JqKLImuzCtcckyF8dm3SMGSnAotZHHi49DT03p87BHfpzKwz5/hf5Z0IpDzjAE0Rn/BdnA5i9x8s+nQdncmtPYMPlCC7A3bE4cYEPffKBhxJE+rD+DhqpVjMkF8WYMa3aiNn5IizjSiaZTW7s2Os37bxq7rCSrjE7XYHOmdwB07os02kwFuFktiUZa4v5uJ6JTe/UebQeXSb3Nuvu/p47jHWdz6evQWmvqsFOIbLG/tSVEupw20YX3BfgI5eo1ZVPMwXa0dk39ezRB6WKOxDvTvWY/Youl4sgCvN7seg555M8yoE5OvvDT9Dk8I2rdTvpSfxuA8LzLcMxb2qKQZ1uf3ASLMqX7Dp+UUaKJ1lnrkATHyMMpGcFdc8En/ffSJ4D+Sd9K/+aA8i79F4PoE7xXu9B/Ini+q/N34u931f3Hg+fEpLNACtcCTCbcpstGYjZEmZLFNgUtS5P74Dm0USadeG1BBC8lufjJNShh+fKkomKigow7w9KxPBC8nvrJ5fc2VaOTFUafRIUTOwXPcWLNgH87fljAeWH/NEs3P1rXelwsCx0s6zutcobRi0Fl6L8FPBxn8aI7VfAOJti+L3ky8stV6kGbf8SUTcgCCYaqoL/qdHJgOb47Z9VmPOHoRvvVock4AegztGiVO56SqcwUjjWdLB4H0/Fieh0v/XbsctrYsYGWj4Y6o2blf4/Uio9xOk6ZbaJF5EfeWgTiDPyk/qfjC63bOJkghxNmpIoIg0HJruAjwncTlwGuJZfKfTe85wAQ/i4+wMlgP8GhiB84UtrkaoSvEjITL9r0Kng7hm5YFU0ZL/bHTs+KpYKeoPfodw46QDDQBhwaZQrUhtaQ1kt0VM8jFE5AxLGpHkcP0HuAUXcUFB1k9MZELKcu4EHdUuocAhCGC7/OrQ2dghzouLR2XGboDldetYr8lYoREYmccYy7jQcL8anf7XMEYZvQRYgyiQh8Z7tzf7oHuZZ2hdPe3knf1dZ+ewA2g0Ima079c+fLYZ3nXEDp8NRfEThqndYO9PVd8QgSHUyxa5hoHdXNpwfQTzmJzvW9Udz9vWAV3+HnQXbDYx1jGxsiqvYBOX2GjAr0cfqBynAk0mNmC6LTOnFkcAgbHFkrmRxR7GtAhsmO7LaMMOYaLHYnvSomFttVHAJ5LXJatomNQMii0KPRdeUL11/HOrL9r/X3+utFf73+otdff2kg4mXYA5xkOY50Fbt/k+kACGEi3X3ecb5uDw+e2050DZ6/jpjDeHEhkjPXYjzAejQvr8VgJxmvcNC64RxGLMsRa2PpQlF8RvBcdAwioOe+yW48jHKr6lWuWVSOif8OmKuiFdvV95W6V7ts5kPAr3gFU911DFHWX8a6ob9UVpjMBLkQbVtwMnQZO53mnejebnJy2s7zwJrJPmyn6evC/z53IpinoOw8DnIn63lqVk547btLgX5QHoE+n3f7hd40OBBchg4kaj2YXvSKMmz9MfnJRGd8v3ud1AOLkzKRIrg+RiZL8qIm8T6tuViuZaGqaTdghVmXeWE3HqwyV6z63HTyEDjw+xWsOG3aVOZDZMFzC2gY7XHIeSYiUf21ZMmpPM9EqJ8CUc5HBDyA4482Q+g2iRv/d1E2nlZBWm/VPRMK7d8cjM6ZkrRj9A8F33pdAvM5hmC64854gEIGTwlkZ3s1XKeRL6LaT1BhhpPA8u7zBc4Fvd0mQ1QILCYiOWgtrLBssJY5bO8InrdFoir3jFayvUcUDMgecBN9LTA3a/Mhu8Cdkia7Ri0wpyY/G1o6TlGaTC2hjG4LwKYAXZGhd3CGWRB2o/F5nfeOZct8LJ5HHod76Js2HvATjd/wbryIlZU3qduDDqDy3nVFGZ+FYinZkdbmNH2uZpIlFcZ+z+21tY/+RPNFiTCdZ7QtpwQZGxBaLVcZibAmP2Xo5rwhpywOMnALET+WIht8eJWjXw1ggfbc6oKMoccE6l+jEjpM5b+KCjD6MpxO24inuEC+SGnC63Rvg8alYakUlRPr427HmV/wYsyHB8Gz7plZ9SkOnaa39JsgG/XXJ/030yeA/j+ergLF79Txbwsof1JOV+P3dGx/18KDtENuUz/W/e5igKdt/32pzGjdLqoPIk1BLNF7C6TmJnC9JpbJeVMof0BNNnz1U5Zq9Kb/xPKCAxvGL9ESOBKEygTGy5XV7glPAdv0+iqFfRmh3jzn1AvDHxildcerOQ/N+bH6ERacBzQxuAnXgORwWLE50GEHCE4CfF4AjjGbMNrEP8/E0gNmxaxa7uE0zTiaUjgiB6TC+/CJ5b6GQ84c1HN9QT4Q4Ae62k0G8ZugCTirh8h9I3miq1xiDjWG8dL74zj0m61c3g/juUsxAwc/wmpbCOAuYmDtmzmDHr0+wzWT95A7XqKXBV/Gf+5Ei118Xg8f+ksbwogpiqCnaHQAFI9E7mZ2CtjzRCMZgAPHSP9L+Zk3tGz9sXGfnCjik20LPmCgACd8ZV4LvWWdP0rwONmO/0qnBVsM4ghgNpnljhOjvSJzK1vZkEgG0PvVnBOIV4AhZDS2FRLV8e/94wSr/S2cnkCD4XCYTALrt5B9JmPJkQPkoLCUCXfAvgKIQiIvMifFqcHu8xT3YZL1hKOs6yod/9Mc5e6Eg2CDaeVRttWgK0EAmmMgQC5M41gfnCg2vCNMdDAddIRKcwc0SD5TWSLEooHvs+gvZjr4WAuH7O84PAB62JHb50nnca4dkefpuK1H5JPi8DhPOn+dxOcB+izwTe7qUT6VeGJIDp1jMmOQfdOjB7onThpZT51eBGyo4jQLmR26y3goLfI4lA/0+RKLSz4KBAydL81eAbygfbCGOx+Djvo37z7XXeevGMMt7jSFzAl8G7+m956OdSoBHevlEeNmXSVfPKA65jj8mZjsAApwOQxUYLRykgWHdQe64y/6V3qjAlHSr6svCDBBY6apnU6dXm2sjJcf2ANBE8ZrBvP6xUUKE/ji9AG4IALaJEIv9Kn8dZZsaG7gn+lzC+yhnMapikAdUR/wBcP7mBzArekFaxx1lITUBAZDSYptM+W20sIt5ROz/dG+cdvFnhU5oxKIbPmawRiLWsg/7jBPabPeJZd3KgvFeJ/M9NCm18X6diyeBvZK8pWI1nHt50knCdixuVkgniDrNJcw/hKXPekEFBgGxjG0QWbV1JLzkOMFqc3GqxhORMmWZ1/gMMwBtJKVdclmO0kpmVNM5J+J0CCnLdo5VD7g3IuPY+mnQ5J+WraDYvIsiw3MdjGjBuRUUjfiCHSSr/xSU8VQLTPlxrlMkqVFXlh/pjoZLlyPgYza2ZtGCw5L6YMFR0jcoqXACXser17HyT5Bgt89N330JC2ySlJigWv05pkAWCGQCaGFsOMpaI7XgD+j5yYf2twj03YCvkLeWScVcygBHisSPrYZ/7X5XSM4pn5f2rtPWJYoB/Kk9RlUcnuX9I1pbH3oNN/GO3TmFl7Av+OXAVtpPpRAgh7mZ1NqQ7qj7YnOvKEOw1Snw+G2pNGhuHxynVcG3OkHxmrmQ5ADjqKDjkNIJI50l3N9IOk4Tq/ryrdicAqFDBv9yRy9GEGD3yr90pgFsrw/zkulut5+HaqQ/14BfILDZWcyQyb/FCe+E9W/Aj7EtJiAyG3bJY7MFxf6tgooATjmRYGArYaAvQThXNgtOyltpQX9QNvjZsFxiGs7tQ83uoNNfz2TZJ/0702fAPonteQG8kMj85+Wvhqk/a/tOv+J9KTPV4FrfPbd4PkuoTH0U8H+78L0c4kpB5nUBEtWORj28Ct4j4GcyWaMmtNExM5rtne2E+QAw8Tr4HyiQRhsB71e6/3Ba4cbxoPQERhdyg6asMlKwITXnltqRlN0JOI8cwA4uhurKuGhPoNj1UowKwJSMG2wdqC9FFih6BvK2xqIXY6bIdgHOIp686QgLUDQfI5Tv6c0vtGpuKhOqDv6z3VxH49cfcKT9duGwQPoqYWhwhn0njjTN/pGVrN4XNhk4AP8jM5sDM5QHC+bHFLQrnQ8OiiGb/tws/Uf5axPXDqMqzsriJ5FBfsE3qumjD4BSPpkOWgmHOJMPqNdHXdcpAlkHXS8LeIr9SXxOvX+okOiyJCUkL4oHHTJGXWT/Jg1AxYdoFYXB+7cQUrGX8UxODgTDf+rjYU3dzBTy75Nlb8SnXqwrLZbJsJGXshmkt9FS4ugLNjnOsDQAlnjiLaDiE+KA6wp6FPhXYGKdZDqqTLYdjKGLlOKd/B5fTlZ9Pvk+r3X9Sqdd7Fw++rYC9l70PoeeraLz/PliDBUrJ1NIZfX980jEFWdN5b86HijZaNh0Hlr/OIEC6BgGBPkUxsksI2IiYR9V2fp8goMHEQveoX+sYBBaU68b+cKDKjDyXShBdBfEFT2HdoqLw4tu/CzgjuxQ1Llvpi8gbxn5F35IVhh/a76F/Rp6GTDd+WoLg2udJ7zluLKFhxYwKQd6Xsl6DaCKBxB7N+Cp+hxkDexnoh+pL571UavgA9z5ls/iOMbysdxAL2x2w5MFrhXB1wB3kwi+6a50zwzxGhDfwkRCR/rXYlfezY+lizQxQTWYmAT7B4xOWF2hGLLbS7S0xOYZJ0fv3YWq70a+gvsD7D7kgpq4wbYgJNi0O7Ixi+PJJFS0l8VOQT0UKFAKPPCNQsMuQgFWWq2YpwwgVYEUQIYZaoQrHlTocGUdnEdZq8WWCsKEl6ZHFcJCXCd7SKvoeMfGrZ2PaAF8klI4TYFxnWhht4bDAnhuNhlwXFqFt/VL2gjUMTjETiVcX7s+nn6hlaVonQcyocJgVWHCb1eL5eTx3G4nD11hYQvMDxisUuzYwxmfe+t+dyAiHwBSqdAtNekcxwyAAAgAElEQVQyJxlNwG88hveGq5AnXv/Bej4XvqpBXB0bkghon2e0QWF7xGKwLNtNH+Ic1b9/7vpM9ZH/Rn6BvPgc5RPi6/Z6SJMaie47w0R/NYPr8FZf5VngscJYSdXlFkaAG5Uoi+V5fTCY5NxeJvfBdE+dgylE8tRXxMSq56wXrhdsAgX9k6GPWRpR1GUyZWrWdZNkFC/ggy9Tm4CrJ10LcAgwOb+mPK6p3MO2uF3ArTQyCrneckuTt0iXrrahFM4TImeWRFGvjiUe724DZp/gQrlD9ynpN7fzSzBdKnwPkwR4wjP/JkCv6B5gEIAT4cFfo0OrPuCAe7QJJl8TqZ4UBG3xnflJmIXMF7ZKH7qAyewY6GLpH+qr9Esh1wAQsuWhLU10SyVoHo2CXRJvAxcw3oltTU4WfZ7mhqCfi48B5ZHJl9B/4Ft0eab/Soyjz72gL6jvo21tVzIed966dAcPccyn5HPX+noSGBzjgk0hborIHhrcPH8z/S/Gi/7X0ieA/kkpoXPvu0HjrwYov5O+A+9Xguj/tcD6u32Z8iMef1fQ3FIdr3cC9l8Jov/xsUar1LS+ULYKymRiSvGdxzOMncEgrFUTCcmpzR/+EIzC2flnhtoyeA+1J2UZ5UedEWo7Wn0KBLhzwXKVNvQ321dmOUn8+MR6GeCRN/qzdo9LTFxTg+I2b7ZrOfW3OqLRIRH90v5aE8grXsbqzMHZMKBFJ075F+ur79OOkeLMqfTQ4HcjvE4ZAN91UMe8hoBs4Ca82UPrEhru8A5x2fHqhaPZ4SqBj/h2HADuy9SgBv4J4F+OtyM5FnGOvK4H3aF9YyL/JIA7y2wi4xVxEPfYsxWgjLpXXWtinJ3e4SewfjLgMk+awqGuADPSK3xfHekPJzYATr6uOdYLBw9wmzNCOU4vAkR9amMrRGlHUHIcFLrBtILoQQk+EbfxSJNzSvc2cTVodZrb2/ANbYY0PL62dw+ZBeVAxWOXJ5YnxhIn46y6pm3AabpDx5uZ6PXSHVtEEb3K8sVx6J1hqFYDbObwNJrV97+IUkDaCjLpJ7Ul4m+nLAcLnytIL6p2DscP++6z4MNwmK6ANeJH+frQY8YnGUyht051pmOw1953+c5J7juqxXpeHPmVECQCLIgbdIyQ9VOMHkKGWWDed4lrWynISqk5wqC3BdANR1bX2rV3tCAEEwQdJOt65ElftFN278VpAAqDjgfyLu54r7h2h9Skn4ZUnVmKhXhEOeCCdBBw9RSqKvpI0uklyRSCMfWnpY9wfK09mxa4Zr0efTuY49Mjuss7w70Y2Gy6ig3kXVY45JctZIEQUf12NB8kRza7VsRQPHDuQUmFP9sIIZfTn1jQAe6N9gzO44g/YiIpnxJohm61y6YE+yUZMoG8SWijehtlXFKauLfFK/prHXeH5pB8l7rRnKEOHaYEPEmLTxfIRmdBK/5Zn2TMhcbC4zkNfoF83mIQdhrPsOGy7nIbjfKwVD7pN4P6UnjW4q/DF1Ik/UUxfkG7CoEfMyupAbexXB7oyQdygsxDbpC18CXpQ9Hjxs/AH+g4X6jGnURRbq9FTC96vUw25kVIfR692vfPZRQZbSiwkU/jwk4EhJIrzR/QFlKdJMpvdmILIX1aTYNtY3V4sNvGEnQc6vfEP1XWYr2TPHUbl9J86mg6TGFWunA9DLi0hWNJt5H9QvvJLgiZ08QRdEDqA5rLJH8Jhe1hAS2rI2mbibl8yDCgEryM8rxjmroYbPp66GtLYR/Pc+hqw+znX+sXb0Bz4Tu7LvOwgh2/Zr9YY2mykDFvGsO8f33yIVg+56skECds293hbVcUYPv+vKEKC6cezDWmH+Tn1Q+f3261V61P/HQUS4L0JXuIZoirzgo5FrCHDuBSrDUmvR8u7wh4zbK73Jy5d2wO5CHu/M5jlToQdboxUfJh+z5RzHPDRZcCtCmEx90lNtI+7Shk4WHmH++Zy3el2SPkpOteqNxwE3Mz5B3Eb3CP8Q43nMwpxg9GJJkA3e5HmoeB1/oIYKCkK5vc175l260QfCuX55f4L8qTiqNqk6FMrz7FrPMrvUd7We48Eu6Q2yWxwwcNAFk3ZRfwb1KNf1mBK4lUpEXAOSroT/ovpU8A/ZM8TcHErwaI/47g+d+V/itB9J/ow1eC0l+F4T9PY+gVkWwEp4S2Jxq8cJ8nYVpEy6Fhmw3fMD6ZiPgk3e1AJG70ZcM3HDphuB0Hkcih3w8WOiSMce/C/7N3pYutozpYcu/7v3Gt+wMtnxYcJ23PNmGmJ4mNQRJCK2ALKJjjLVQCEgAsgRHIEeh3GLxNcHKtrhmSZElycFqK82XEnRxb3sDgAXQzhItB3hxg6qUm5b2NZFDn9rLzAIZ8cRrcyBXdPSjiOwiNeJ5UaUEMCHgBtbP/WIxncObqmPuzxTm9cl/wtyf+KXjFd39gUCy8qbFNwwkTPy25xTyPFX5HHrwI3HSMgE+Foi+RGA+EuwQwJ9/T5zrMfwvAqY+d8QFn39/5jrSlzDvWfySz2V5yHDsw05wiEhjv7LASjDu37+b82XP7gFrlH5AXdsXknUQSTs7TzvleYgAF4lBsYQMGltHJSr5nhm6RiRjeuZvhTEBCK23+90ioO9MIQKqFfI1S3z8kcEPYbbjT5KuNr7Gn4yD++FhjJIu2DHPRHsq7FOMIXHz1SLzbV4+8ZaaTmD5JbS6Y10yRGLc0HROtnWrnSXaoq4sMJjr5cH02DXjsdvgg48HjOOjz88OD70RTQvekz5rgTfJo6cePj9jx6gnsJC8iKLHmSkkGA7+LENH5uXA/8ah7DDKRz/M1XY81ZKvxtWP840PfcX34AiA7saAK5iRvS8my9EgJCNzRHjZGSRiXJERNTsh50qce6f75+ZkTEspF9q7ujyN2oh0JH5cKmQeGuR9Vq+CBueb2hbWJOAxPOd4mj4J/RI9+twSpLRqJREvpW0GL42r1z8ey6y/UveWqj90BCXjTSzZOzDpfUXcE6q5T16kk4nM57Fqt7HPyIDpOonOdhCBCJEcE73wHutpF+O5CIQYZGGJw8UX9jsF7DjiPg8je785EdPLSDQOPux3JgGeiacgx1GGLDzPhJTece+F+K/TXSefnJ33au5hPC2hnfuvaILhHjAeJKM854E2tb7xt8sLkCBEmguL4AHvNQIh6jg/T+wBRLFYgGEAKfVbtsmmiisSR3BX/QpM8DKpvjoPWcVlErHKb5Yw6iY6q8yjuYycCeArFawNWEp3S/Cda+ivpLgV0wSDEpxDDqUKLP4RYTxNAdzHMsvXFXknC/D/30XIC/RyuSfDZ4IulgPygn3zhiSsw8s/qixERnSfHiTHAd1l+6j2cb4T6Jo7tzrzCdcALPpA8QHsLfB5MoMdQh85an/g97IM0r6zfM3ywE+W8ZgXxFSrNH+mCO4o4VO1Wlj0Bl98vMieZfFWHJfyp8Q3yVh5PhBFgMwA5j2f2ofb+ZsYz9NiV/+VyoAICAsL7E6wN3+E0j+DzTX8S8k84qgvct+b9K8gzlMuIQ+gxyjaKCYUJY5TBzQ+jzmNev+CY6DuOav6mBqvbEvrnupvi/nXhxFMexUB7ZADH+cwuFCboeNc2okabK9Cxn1hmQCBP+vNAH4N7p7+oaJiqz1BxgA+RLYeCWOPVYUZw6HeRfN4Q2u2Vl7m0ZmOTm2YKfQLzQ1tA3bZstHW6UthwEbuq8YnsW4B9YXU5xlp4LV4L+WrwZp1eYc+LVazuwsflo15uHO1GU1AsZLzxBn6n0h/KAknXtLKPg/Hs2A51WY430gwrOq/qO6Sx92tyFO0+5HuaS5u7RKDHETaZ799sM+5lGiIutREQ03GZsj1yBce7/BvlnUD/j5c7ScgpQfynJ4xfhQ8TgH9rgvYZ3L97HCO49rV2u4KXy9+/ujyL39P0qPg2bXwP/1rLduKhsycKX5hxZihdGQFgLjQHBAx6c7kgoJKcHDRoT6HTg1FohlfHf12oO8xKDe0DDLUSTGE4+mly/JfB6CZ2wT8HNjxRwJCAVTh97N0+E/iu/wbBEr6T8Yy81OYBOlXuSFCms34ecvgRvIBWohUm0TM/7EM4HnAdxgRh2emUR5weDmQOTJ0a7EwJGHOwnN/Qkcm8cZQkiyeQbs7dVA+cIKY6rveKtXdnpm/dPOQVN+rhWvt33ZfMstEHzhvD0Rw/PC5RvWELIISIwHlhTn9x7uxfnwPszi4mLfbE6LyZhobMgV7BaGLS92GTwrtv2uetefpy6kulZRwAh0R54SCkkeEEkHF8be2gYz1MkiS7JFdh1l2lHDtkA2bxrxaO4N2kA+KwHaXMmniw3aqHBphPO+r0bM0Yx8a+BAyMshMAfGU9Tth02BHP6dm3npyzjta0X7vdlReDVoHrolmXRWuID33HXsiC41hyk4q++Pz8pM9P06nrGeswB+ktgf6hiY2PlkC3YBLK96pn7JoRiE+m8zjp8/PUJHoE6jGYZM9hkhTfdf2//320xGn0p6NiwRMCWZvoR677mi45jsSbKViIwRjFKyckyHH6PD81gX7GYjCFh5nX8fEfH36MfE74JKnsPLaTtpy+wPwpPFPHBEsOeiP9Fk7n55mS6HHE8hlHOJcgFfYd73k90uKB48P4ZZKZe2HnJwek8UfbQ0Xg+DCrnrCFMGuxBptvdcA2c3uX8KlzxjKJdvqDCiQ/PtvmeqJr1WGkJ06AQGWb+BDANlvQXjmgCw6IFR5dzFD1oOkl1/Euz8llEJscgzquJwFWH8ppeIouc86zRCMz0ecnnXpU/lnme6WJXREhovNUWttqBUmnxhjtnVZHtgdDZzNMi41ednlQcEryJGRJTaxYX4fTEh4vMuOUeHVIQAQyyq6jTZB0l+qvQ1S/L12zSAJpexPS2BDal5bUpvoXp6yInRJkc0Jp6wsfTW+5IlN954hcW4c4X+N96Kvd40CaryPdme0d6ZbKtxfOQt1TYs74ySVLVpgM8jE1ZYtjbWOItpDkOXLySSycZF6MnUQ77iMddHxwkneT/kL+xAQ38kea6yD3eluUhLo/D4wW/kn2VXxxgoieGgOvJ9HndyeoULIZvav8FeEiIjjHKUykpJCCjy+ariindmLBl/3Zwot4v67NDxGUa2GT2KfxFH5ui8g4Cya/ed8OSuS4kvCHZ722mA3qXDn7D1lE+MXotesvMjmhYyOqB1GueCtFx1QFk+ENfDh9hm7LTAD60gXvxXjsSmk2+yv4R66jm0nG+XlGGawyUoQ9GR1gZt5HeYBqa8sdVbdx0D0V0J/u9yrNQ1+iKBxkSdUpjbsbZ4bdgX8Frqm1GG+bm8A4pY3QNrH7PA0qUxwhz/CqHrBFprjuo/hKDLHWO2jZiybZUP+L2pIiHkk0+zHTjWNMy9wxPRm2xQyfPe9xGrOf0ukU3p3PdpH8vH2f/a1ue6f+KBYgIE0LkNGWXqsYLRpzfUT7CEImW1uo0T4l0JmBRtDvRs9MZZKlGf+AB+89017cC1yW2M16CzrZNoTz+m7c8F3+3vJOoL9LKzUJ+rsEwa9KkqJAtt9XSfRn6fHqIoVXyq8eq9+dyP5q2dHrT8Frf/ARFquDlizlE8jsNxqOhL9pGb2Um0L/IwUM4bmVBrEfg1Fv18FwstW5ZHOMdQOrfBRjzABKrTo8aUdZrtHdjmLA5UoQ2NCgT9yaPeJk9LYdD6uf6jAtW96cjgjK4dB5+4YnBIscffTYM1jJWXEHzmSc/au4HnKQHJKfJ8DLDME2TaZ5Yy5VH4sE3mjA8/gd2/CAgRm6ykOiR+itYxTjPY/hzJZFG63EWNZd99dBl6mpPN7dEYLgb5mHOFmZcEELDYQEIz5/zTgeB/k5d9q/x1XsH+2g0caGncuI+hQMvvS5cASeNTDpzzTaUJknnNpHmYV1W+EE5YyL/dQ5sRI7lgxVuuxkfwpCQECwBHizrxWDzUyeQG/zOpCfY1MMCQse6pTATUHdmtD+EZ/iFOdbRpAUfHPHlQEXPog/4qhnKX+FfH5jNYlcW2TzKWS7zk7SOf9xeILfg1NMtBIfTGnRFNDP4OXjyIucDCfsOtEwaGbvk/UAjuoLOfXUleOk4zzo4wPf741JYBgL3Ck86I+q+6oMQdkiInTorveP/539OHCgqRAciYgJkCMSiD2BXmgBulKEqE4ZtClCTx4uY9EucPubyE8VMNRjEVieWAvfDzo/TvqfJx0iKY04xXu8Kc+3IEli+NHmz//Up5uv1Gql9mO2GbzGP8fJdJ4HJB9qUkKc7pnesPuSI5GOJwlkiOdfdiXJGsrj1/UYO92Sz+TPx2kSfHwQE9Nhi2oMfxHybeeWGGYmPSJh8bH2m01NSfMdCEL2rm/UsPn16qi/2Hfs2wIPSwLZzu7yZOhF43FvL9rW1l3f+VxS+y1L3QkPHBjxS3GEvS3oKQFMSSwN8LuSi/r+GgbKz1LmDlzcE7Kz+hOU9HBChYNWuT7FXC9wgJJI9E3cPM2nJCviXuj5oCURLbvFk+jBz0S8FtfZe3GptqsX8X3yVYdZFVrjJkf4PiRCZAF71U1mH888R2kexrzWxBFXWZz1R7xSKyeObe4eh+hOcJVBZ1+4o+5a1g++uOLwE7jQXsjEBplCATMfWf6hP5aTvUEQnFuWwM++WLYjAxAdW+e5rJ/TjATZ3vwBILjjoQpSdLGDf2rDZkst/0tIjoOqfCei4RUqYAdX/nA9Sc3fYzGJnqfmktVaC2RZLcVcBNUduk9Elpg+Iungp5Mk+yfP19YX0BoXC25tftULm7tJ1uwSUYFQUHV96zTzbil4w+mA1+G7tIewHc52jQNuF0LfxdiXRlAPV1o1W0blH+qphGP1LaAW8N5Oxk+lazeASSeNLXIlm+tSuKP+ToqtLE6ByvgM+ptUqcjtSi9II/ydJgjAWvwmpHnvKcuf0CXwe1LKIsFWKCtc/nJrqfdqMBepAgzsp9LZPRj/HLtZ/ySeXyg3nJ+NrfDUCIX8sTkr9p56S4By5o/Gf2SmVJa1gfgGHuMjr8ppzJNNlYjRMTM8DI74XWQVAQngHurH+J3p5Tyy7T9f7TkJJnyhPaNdVGyJRh/su3fUILLLV+xherYyxT6mv28vcJ3bqz4h/s62gn2fefVd/q3yTqC/Syq/K3H4Hf2+kjyeEjcYCJqE5zPlmWe/mkT/yrNfLb9r/H5l+S74kM+uStivfGEGl6PIa/Am2cQcWn7U7+vKScsAjeRIDka4fZmA3UFH2Woxh4nC4FyJ3gjOJGd7WzAwnwP8vSxCNCew1EjGb1wdKgYuYfAWeOz+gLddXAEGor7d062wcF/NwSv27IFHZlYSIJ21wJ5IdYiKZ2pdJ8N9Cuh1DzVC1RFQKACV67kv/bEPhlgriYfIFk+DMa99DU5THtcs+/P4Bc2neX/NmfEPN3ri9UaJcEo4eDZDawiL81QN2lRY/J3aXJLngEw44fBk5WN0gIwf/bkc7Ftw56BA4ockivB3mTOE9zfzoJaRh8DBJNLgJREduogEIqdtbCux7N8qLxK/RaJkfWRn2Pki4bJJLhDSBgIkuWbBoaeVgJrkozM4gtFeECQtLHJkAUcP3OTTC9YfI9X6fJSKSeBARHFCLhGRv/8bcVINySqDeDWJ74ldj2qg/8i7mix5PqkbnK9LN+XEucEpx9oBfpxxqocFTxIdAW58N3hNVgcHZ+GM/IF6hkhawt5lu+uziluWeTUBS8SpTqa58UQez9IDfOCrMY6Qa7VdVCsFbqsZY3H60beVpxbMsYOtzRcpfSRd+JwtOwWIEjfjHAO+FpQfTGuX+XHQYYsfKI+lJ5QKo1r/uOgB33/uR+YnmIouTB/ScMmBRZRlCRJCW0u0nVX/0FeuCh1MJHpqR8wNlRaWPD+OInYDWtRhHhj1Xqs9cSj85PIpzxvQ+RxJG1USYI/O/J31OeV2Qcmleq4fARFENQn1oQLpkd4HL911Zh7JPE0wtkA54CXnQceVPMnimHKWBVmXKOZ3dPLWVg9ZmvUoIkKtfuIhIJf9cpWIclHmeW6vmmCzk5h1vuZja7VlbT/ktOl9pzPCh3rdGJLWnK90IqJks+fbpr8muzQPGjYdVQ/feY60w1jHcbDK1WPmEWuTkB+KrhgYvA6h8ZElci2ZnF7DRMGTVzom2e7AqwYnNZ4z+WOKH2YHdOO4FllREPGxDjvCbAa9RmCPNd2TE8zJRnCZVeEnSnPE/ACRxDuYTO/FFg3m+8nySG2tf9yeZ7OF9CHf+TudNicdb4DDevYxK2M5VidqyfOcSMpYZVntHSXWkLLrgP0ajSIOZ1w85dUzTzUG4IpOF6EGM8IaBgei0XGseqX1Fp0MbJDmDVOpsOWp3NvQLCmhFz5C+mq/IvsLqPl34R6wDbIvVnqdxp9oxH0u3HmAQwu2xP1OwSfg8/3pOf8X5g98xMlaJidgbCZZln7JDOakbutXk02tFFll8cRuS0I7Y6m6kWLzycDfi5+WTBcW+rDvxZbw7zi3HJ9s38xzyLvLsBFRnFBzkbQfyxQrmmk0UWtMomO3wLeP4tgo3/2afq7X95QYB2UdLbXPBjvYTHYfgLWvD0VMsXd6KXoN5S+2Inua7GL1Y2waxeMje/hd/onyTqC/i5fflTz/jvKdydekOIpS+unyahL9dyWfv4tnvhv+Ooa1/f0qtRmf706e2/f7SfT4HV/UgXWvfYARLtcgXq8LAXF0nMyoNAPT/zOj8draQecPnfJw7iNpuPpvlvG2YQYjrqXNtiBNCbZVdssUSqXkJCSnn+I71e/FIF34XwKa75mzVg01qJmg90Buu5RxGbprK0+1cnNEEiyS6zdSJm+8wdYDBKV37dzqrFXHuuKYmMaphMmL7djmwIM7MABv5Zi7Ug9RwYUW+zFn8l0rJClAJHqP1BklDZb5jvxdeySaXJyLlPoGawRDS2DyGALoICOa8zDGbIA3wdHieg/a6vfmNuf7BcsaxEt88gD2wkmjc06ZHomv2jyO60HTQkOXdTE++ekbsss80xqI2YXwSoC37UIbZKANqIZMyx9Hnx6/2UPvySCd3+MpHxTqz149groSZa8lb/t7Nfu4YfH5agE/6AED3wfsJGtBYkkfS3emuRX6Y5a9uUw6x3RnBOFLp2MbyJsFlsJroWe1WYk+p9LjW8c4ftNDdX7ZnMF5lGktiVROWxs3axMTFWJzIRKP9wNe1k98meRTEoMQ3B2T6KIJtY+gaSQegqfmJEFOHGFSy+jQZphE+4FxTuAQ4zwLHonfmRax29IsRCKyY6o9eWe7elUy6BhqqHXVP89lH2viPV4zE/JD4NPgTeMx6C2f+wdn/GpdHzNK/eZv1baa9Bboe9BzpfHSNszoIm/iAxZSpERVqzbLehj7CDDjPDA4w18w2eT6q5UiIOqdjX2XCSDpe7LepH4q/BvdXXHC47IxiZ7GE8ZGOHafi7ctma4E7Et4nGqd692eSqQCG05AubL+jhNz6l8mZ95JZTiZDI152wPe9i71he9xTDTPQzTKB7Rt7swdMHNETC5n+XhdEM+ir7CnxHIGHCuPcaI/4jjxxhgLYKLYmWdt2OLwnRaPjrZ4XsyVusiA4dPbhud3fvWui1AtvPgYjg+39tz/kpgrBofW8o9J18woI505wwfErHSdY2eZ41wW0zyOizP0X7bX+BivUGwIZ9z1is8m6T2UaKTKEW/EvhR7pi4oQL2i2BURPA3s7CWMlAAQemzlQobv+slGthOLXQ/Fs/g1tVPtanyq6D3AJOjSZANWGn/0atX3yup6AG2iBVzf+Z54xfWcuJzk1KfqGIDH9dXmPd4jvcT4H7pPx59rGWiQdC98MZVYbaXJx1hwyZ69wPZAPRbfI34S8cQEUW8wtU2UZM7wmM/3eXpl2Qa6zLvZm3+Oy+53omEBryXRK/hVDW74vOKFo9/oY3VkGv3WoT8vKgcXjOL6U0hGdpv6uheTn/QB8hriK+6/VBzrK96aLm3T4w5s7/K3l3cC/V2eKj8hGKZE4q9O5le8HiVSf1JAfnUn+t9UXsXzKvl8N1n+E3C9WtquogKH4ZudWtT+D6wODHzxZAAR+VZeiiNemadjrQcjazIokneR8Qp4wbp2O6ricW3otfGerbZtsfoW9n22jAYuX7eEjhg6UXu+C8+4OnHRyN55r0kQuFHgbl8KDDu5/ID/pqamnxtnYd1C7olzGcKhmkAqcr05Mzx8z/PjFZ6IZwmGzgdvhLW5PjDHr52K5SyyiB95bYEtn8/JWcaQDzThQRMImuOfv6f5GJ0xCxBfy85+r87jx/J7oF+9H9hCvzmAc9VEVy3bcFj74ekjowVb8gFpDHDBnLO5nWBL/LOpU+rOgFqgCj4NVwcjeY3OLy2BftGVBwnt1RDKh7FoId61yxL9TNPXPhf/HflYTwq4VzMBHzHTcXyUY9Lxna3G44YqHCU+2RWpv9VjONsasHHawGTeyGlSnIgz3zMRZX3CZUgkPZ91QU4+RBsXBfkIvo8LNUIFXRaPjaLM0esuI+YnSTZ91MQ+UwQUSxMAt/9QQPKCh0ikJePDAyjXIsD0dSBX9TKXz5DnuS0fPe0fA3BRLc/ZWvpih4V/0jk12KyJD7Lx0n4G7UAhc28kQdGuc8MEx9yCnPqn31eKnUnopFNl3cFCIuu96HXXrA+Zd1FkbvnDY+35mOg16C+pX/d+aZPtj3zFoR9OP1Wv28g4ohrgk6gp+Z8Ijuu17UIASEik5LnC57pmsg92pLiwYeNWxnQuhV8J5izhHL5oAeoep8TpIECgNK4SnLveBc5EvF7x4msXTV+lT/FnUZ/5vCp2lM0jm1MuuwE/YqC3vw8aeDjxKszgkry05D5RDI2JIvx+6BsURPK70jM9M33TrE6ydxgLpJHTBeik8i0n6yddvAHG4ajzKhk4pZHnyjYBpxdxmmHyfBvTuWpvVzCJiPXlKR0AACAASURBVAP5lfJQqeex7v6XyiT71uY5wJ1karFVtrb/lcC5Wx7I421PZh+wn2A8teAUYV6+mAiRnESn8UJ5OJjeu6n2HsLbkuhD/XlRAGr2+94s6rFqCzwqkz1/2ROjxQWL4fV6/M5ciL2Mi17we/P1twrsIbwjC234wmHCRLnAfClJz+FJt/3E9JDrtfpMxSl4Nyfq1c4FupL5NN5OY8TyM9uCuETTFxp79zWm0BDNWLShqQ+Iw+AP+JiCUnHwHtmriFe+VS2VS9C9fryacuvtPCH09x6TwZbpIQn35/tOZuAd+I5MtHm0oIb7Hao/RPQ0yf0kukycV1bdQ6pt6S+vmJPn7amiZi/lxzMD+y5/dXkn0N/Fy1VS8if7rH2/AgM6KHeTn3fq/y2J7EdJ938xKT/x63ckz3+yPAzUQ8GA+t4wnwzmoS39BwOq1QCowR/23TpHSqKnKMzLhSnep5OPGq+B9/YkOOcIwkil8dKORuE6XENgcFy7lXecyOpYPSqvUtz8i7zi8ulWMiz8APQrH/VmbztQF7/k+MNYqbXB+VsbQzTgn0udj0EjSs3R1vmmTC5wBdc11uCMWNAUAzprHh0kJB/rOyYZvEiXFql3Dpq0z/aX8eSEGz/gDYZnKH3PAbOJVx+NCA56ZcDybIPvETPHVxyfVEWCa2oCPUCrTiLi6k+3bpEfKq/M8BYvWHCMV09LHmRvEhM2vL74b6FJbw100yBPSlS2RzCgNCMS8Z0SPER+1ZqRgFi3D32nbbzf+yMnH0qoKMHIQYe5WBIwvvs4ErxW5UKAYULKPqckRILDbVZvhkyX2jtw29hf+vlIxw5v7Oro83nmhYAL89J1rGbC1A7glROSuV6G+kmyG38B4Mm/SHDP0SKuJLzSZwKBc7PvSvMofVEXG2oenPfoTsHuDk/6c1UOTgiEAsXniobMPdwxHgaeYOIh8bD6t7m36iw6rp3qhyd1a/JcJIY47fClnlyoi8B8AVjx/5KsNlQStLpbteFW/sVx4lxrbPnSRooxi6Dd4m84PVznW9jTONTOuwUOrr/1+aRXmi0w4fao1JmfH9zrsTIZXX/lxJ1L24E3U7KdhVgOkkPCFoJkM6qkdKLIeeZ7JakxXUe8jP6+qIWB8my6R1uQ4O0kn/mgj49DF4XZu8wB36JPK217Mf2lNBxpF3pm+g0t2Zc9uxPpLuV8y1FUOxYD6DVm0azXMVm4K8E/iI/dgo99e3f5vY4/8ODX4hECJn3WaQ4i6mmTF27efTG+Vx8N9bHkgydB8ki5mBriGFcqtfoCucNBmzXaTnbGi/RP+plhfkabmDz3OS8fSy6nsTPAd7vBm6IEvwoWzfBUF/zLOl1oWBQ4o5rx3t99rhQjkrmKrQAcq17JsNb8ACGXSlf2zePyPfjHgop7NlXoTVG+gkXHUmtqfdcljfHiWyHu3XiioYPa3HrGrnA5Jr4eCnXht4RoXf4sGi97yBYoAED9wYLP7u61rJpBsmPUvyBztUx8jff+hfKIvj+dn3oUz3R5FVfg339nHN7lfnkn0N8llV+ZRP/Tkpu1GC2+AuevpOcrSfS7u7j/lFLpib+/I3n+K8brbvu+c4b3uFwFLHa1U1AkA9YcUi47/uqq068V9UoNLnOY9MtVsDgn36qLdwEb7+uFqV9DelM4YN//1Oa+wn1e+7VT8i6PZhRaCONpmLOrcEV5JvIk+gDZ+NBBVCYAjHULiKR/ptb79YuI21V7HiQnStyXj2hHZxOdaYbAlTnLc/ShOXQAD8JXYWWTQZaIGB3PnFi367i/uGFuZPfARsXxmTLVv5AG7hC54CHC3ztYmxxNQiU+huRDbawGc6bgWencIZylU3X5EZ563d7PieMPzwyTd0yej6wWCe1p4UaVZRN3iF8yes808p0PGrDxBDrDAjDYuYfvj2WDtcKCgeFGBcTDmTzH5+G6fTBRvJgd8OifOz5glV/1qv47ABoLE6boN/bDQx1vxRcKEFS12pb8GReUMeCeQKw6NnVnvXr7NaDauNz6weNRAzj/LuUztVF/wRCyPVfIlGBRHqgBzR2mVtVno8pwhP/Y6ouZK6v9Nj9XuD3JLLi20atTq7CPWT+EctjXEuTIr3l3tajtLb4VFoK/LkMgia7doXaxJHqVw0aPuhMq0WlInjsZJHAZaTL1F7eDJJ1wc4tVVwBEvuBCL/mpDY3/Nr4dfjtQ3lWdlHmoz+HSTfUtGwhM7RLOJadh7SEQbhuEIGBuv51aQmSLw3DhBX7ivVovn1IxWaK7BYkyfEOFhTo2alqyI3agKzXYePdIC8BWU5WmOxk+ywJMoiMfN4ykDW9vvfJ9bWNWUWSvGLIEHw/92QIboia9Lkqy7ihNFv+9FXMXbV702syjYhXVhLd/uWqzju5ujFeLviDSdLbLn3jP/cMy2nRTd+ifdJ2W2H64pm/VdfiGDvpvbHOwLffPXl3fCWK4xUSxiAe0jtkm9sVlUtFh2NeO77DrBmZZuFx0XcNtQLNJCyn30uPXs+ulUoJPuc9qZ0qm/dQcfA87behr18QjFDcBjIdjt73BTnQbO989PD5wJD2GSdmKOyrcJUNjceIWeL4vT/ezE/Qh6lJ80HVYXgTNjJWuyg1exCQ6Bfu4PLzFz9cJ/Yfskn5I0otYI4ak8GjSeb3tyTJ6Bc4/o3ToHyexf1cS/cq22c3fv2MU3uX18k6gv0srU5L1uxOqvztBe3e3+ncI7N+xs39XntkB/aeWKYk+1fmu9n9LUc/iYHtv44ATg1q/g+4Gpe6CRjCl7Zr49nkLHqr7TUX+WM2K/jOJ86H+BMnqL75lGKux+0VaPMFi30F2TER85zB6m9M9egpNLXOQarpqMY3WCU4J+JICECO00M+TRIo5Utp8xn+jKWajAZkGDwZSVnDQnGu/Wzyy0Qku8O7RxhXjiGs8kHcMrX99x8bOWeSA9cpNuS7zM1cLGtYVCyATBGwGhko8hFGma92DY1BZr9OD8amxf5wDE1tNdI5IlcGfG21cVZK/cKP0ZfSqAd5FPw+m2GcZcDZYk/qquow7whU3+yYOFRFRf/XIkd/B3RqFQLCiq7/3iTNvo9AGOQjHLLGO457nUiTjmsLbBmSwTxtVf5eg9J2zPm+58LM2WXdT2o9lG+kvp1dgOlGqcXVSQIWjsVsJfloBasnCnhFnlHOUBwADegF8/n0hcmJhHyg6ZBt/XOHzd6Y+WDjCGSUbEoHvaYEDI54Z4L7L6EKWDPIt8Z7yWZC68NtOoQ9mZO0pJ7dBVzifQgKxtQdJdP2dsbJ5NM8PlDuYVG/P+MTXpV8QlM39xb/x2F5/LvYpjPNUQTlBkUhPaiuMvEmVcWHAkAP7KZCemfyiHb7Es222aWpNm+md0dy+MiJWE7fMoG6yTMfOZfotcMqKDDv42P+pkG0u5L6n9WcOIyyA9B32hq/rLTy6HXWftPaAWBclkui740tbMnuDKk8Xc0/D1ZDeO//EE7/Wjs3L3URrCefeX9gnO1ivykynWmNnbz/VUsKl2zpzQYUS1XBDyJ34xm3x5P7JfgwdrhsTJmC7prH1/ZAfWvu3qkEflEQNJnnR50Pa+vyUPG4LgPrTrJwd/Bt6JPuA5jpEw1hnnYX2xtzCD5XCn6aPbm8w2WmJpOImgSz7ewkgnkylr5cSMLnaE59PlYI6ZddAmH6hS0xm8lZW9PnIm+vWdtej/UKVTc7dTJR9rx8oIA98+NoiiHlAvwOuxC7JUJtqFP6tY8HUZBXqi+9my19b9tBPeOf7vymJPs6VfiNOS3uXf728E+jv8lK5u5P51XLneOtfVb5Fsf4gvM8ucLjlPP3mBPJX+v/uhPp3lFfwcYPzWIl0vF69nVv43XLcQvl78jw6LfU3OA2G4MYizw9c/yztYXePHfN+e08v1t4l7Ugt+I9O690xru3qOECC6eFwPujqWb9P2pcnOqNr/nNsN3NgDLRcdmaO0frBGCwardyLXc1jYPw5WcFtbpY2+GvOTp1/cLVdmurigqkJsz39e+AlkgRzH7WVcVdboU0WDyZ7djC9WnbPY9AG5+KI/SxvH9Ci/x7arXDu+HVzCW9I66PzZ3tygjkNkyMO1yyxEEmKdHcK3EASGD/nxE7FC5MEVoZguUZvrV1MktkpCrlt2XyfS0++g8KaVWnGJA3xvCCl4h/scC0HAjK1CYX2O/9Uv+enlyy1RS/5HRmcP10Iw97BBn+dRateDrDflI5Ceswv6ckcgVsEDO2detHuo/f4ZvxnUwJl56KL1a3Bsfi8wso5TQN+xPGO1LRjJtGTY94UfHx397BYovS4fo02svZF8GmsjTzA6QIkCLI8wAcbzFXeOIiIv90L/ZX6GxIDSZfsAsdJX3e5ltrjOCx8V1IA/Laaiopjmk3utlXHA3XYPtBYF2vdsd+04ljnMrCeFfzuiZvBYeDjYS50OTnPaeGygw9269mnXc80HBIaE03KJVxMJv1G9AVJt64T0f6i5J8sCSx1mo+lL6C39uy+Q9QQmULDs27Jvx/JXHvGE7CmuJAONiZl3Js/6nxviwOm/mqy7jHn/VQRovTqj7HOvPLCS3sUk0bcnzdduS0XfOT8j7yrsttfCRITMdQYND41nZPPFZhckm3Z+IEaQRD9x0naax7YxTNG+Bn4s5mLphs7vlwe2ILb7C1tO+G7kdltvsPsqO3tHt7dv9SYQ1Vo706C7KnNEzWR+VBec0ZoM967+TMvIu1+0J1yO27RVqOhQM/Pt55vxEttAWu6WpRBtl+5VclxkgH/LU+Vsd6Nh2R5MOuz+dlano0XN3apAgfhG+brHfuoVW16TXqd31T69N3NFbs7jTG2d19/3UH9Efvt4if7a0V+3YDhXf7+8k6gv8tvKbuk76uJ05/bIftnl/p+rVdOC9gdgf4rynefbvCrcPj5d8qzfyTncGM8PtNk/LxqBwJPKWlSXdVquJceLuEdjL79z9GPeTbZeb+oIyBDp6Ve/j6GBuZfbPVLOOibUGr0G9udQmL1/jfBUxzjrXO4e17/Mc7EdxAPNSdP8W4vt8u3yICW4PkmmtfAEvek5v35uZ/Lz9Bgu2vgm8v1TpiL4ih7SLrcHgXyeK/KzuHnU/Jrln+7H1ggELeplun02qjM8mZ4xYrzZXymVjZIRRJ/7tWdcUyYQ7+RPK8RCB4+2Am+D/zUwVDqeuBGRnqj/Ef8cX7Fcxf9XRZDBtJ/Eh/7vOFsd+CF0FrrGkODnPTXFfaxQK3GN1OX+E5mjuteoAt/jzYmdCnu3SkPKZxkqlMBequ8In2Hl/GV75RZ9eL4+Q6Fj6LllaLD9XVErxJsZ5/0mqXz8jvoG+okH4/t7yzfA7eFAzROvmf+jY0xc4Ktydt+pnlh+AusOwtt4H3eXkhHdF+0f5dsaXGD8SQ/wfN3k+cvlCsU7+Q1evk1oUkcJ/ZkROgErHerPf03LWaqxonJO5TZg24IfQb2r70/HMCr8qjC2+1xk1cqj9gWOlmM4ev88FRhSvM3dlQ2rxAfiLqeRM9SxUp7x/oXWavrL5DxdxtAfoDYTqr2MoSFr8HWmFqe9HIWn+w31wIu8ddJZXLf5Br35XbjW0uXLq/xp6TvjR4vM0bVPblZW3a4x/eBgniGttPjXMb25Za+WDYhE5eFcs3zt5Ln9v0bNwZNHuLPxaOeK0t0dvnTzf1nfYo9wzCevkQ76785FhkW1Ef0OLGa7/X4Ul889Wvsh6m8snO6zdFLdv69+P3qMs+/L7SWXmfz9Rbf5d8v7wT6u/y28l1JyK+08fOJ0Melrwjv5ad2hGO7d2gxrQT7Thi+0t6vHsef5J0WDPSfXCo92+4UnMVQS3pJa+lm6vsi+DY4eLV2Cxa33Uet1RfQfnWMzNjfhgDj2w16TNgTRRB4buNr8/5PCkoSzXN0iBnFvfKjchP7+NRgUHv6DnTP1X6QHL1Vvit5PtG13hM7ZpF3jwzNXSP1peR5nfq3W7pXMIl+vw8LAhCRzEn0EIxKxyIo++4I/DJK010Pc7cPK2LJwUGyAOfw+KLXFVNYe6WBjYMfiZHs9e9ZixuNKqBTEr3v14HP1F+V1/YbaRT6r+rg/SLN4Jd4EHau9th94oLdXIs0yn5F+zYWNdVgG70e2tqP+pFMgrF92DG9a2c61s52qlzuTqwy33+j3Rq92y5MpruylC+oO0K0/1XGEXdB+lXOD7AjwJV9mi5zKhu75X8Cn0FA9CRrhbnjE53g70r3nCQPmkuBbQqnzqWfUBL0xCT6DuT8sJR5CXc3ZtbLwfqbxU+GeMnu6nx/p7+dr9J08Fb+bzq7IZj2MmHdffyO0vt0us9lcxmTyoJH+Hd9UFoYINrcbc8Xfm3Vev1YKAGCUnJtp+44/nEtyyt4BQjhiSGR8jPdlEsdq/tjOoatQWj6KSA8SOxBvkVcBVucYw3XCy37ce+3zXRNYt0uD/yB7/DUnC72ezJQHBS5oAuRLf4iIkh4VqV9UUaEnpnB0P8TT40AeLIR/v1i3C3NOVOJHBdWcviSwOvBscp36CL6vTm3uzpse/1KqU8PfC/CnOypr4/Hl0ta1EKeRN/Wvdvs8K1XCu8i1XyGPNV3bkrhgX7l7E/U04yuF1T+fBl39s814Zmr9h7oW0kf9Hsn+/eX+/b4TV+QY2H3u7zLo/JOoL/Lby3PvJNpKg+PhXkCht9RrlaEP1ue3YX+bF9T/e+m3avt/a7x+zHeKT7oFGt5uskNnOkIyrHh58NSd5Lndq2HmGa+fC14+frY7JyGeV/h476H8NXuRqnzokz4w+3AXUBXwAGMG1foRHDzdWo9y9+7IOcT5ad2npP5mkNwQdDpejZg/ZW5dE2vn2LVtqnnVl8QtMLY1SCQMZEz7kBPP26FIbYgtWd6B1oMy2kcNUDPuead/nP7eE+DNptY1nUiPebu0BF0D3TmmY4xTju5uw/DxWOb/rfJc3jGblkiwm9v9BmP0Jff16OzHT/AhVPdvvN77Ifh6YcMMgdtHkF5vfN01g1XxRcCQvJ5ev9nb+eG1rhaoNTgsEdWu6ILcbak5DJOkA/bzGD/Ut/P/Njisus1MTJYV7XzstjWq5Tk+Xp/NMLmo3EB0wBl07H1Hb539BeP868eYT492cTcd2opG9wL1uvmwL0gYEpv8pWP0un7dPmKeer64arf5xt/3lvJJfnQmjxn4DehB3qgXbO5fw2VzsrHcm5YxB7qNwweFwvX2eHUjsmrJR/Y+8MkfrzO4gLf7f253OJshOfy2T4HLvuuNmITAte9PSx1FefN8hPJcyxhF1QCqR5VG+KxXwI8Xnegj6Vldb5YnlsEN5Ypef7FNsf1MYSswEqzR0upJoL+gC761eUGW9nrem7Nn9v667sR/sax+I4yJNH7zoRvgHm0o8vlQRk/tXAwifJH+kavcJljKWFO5ALqN8WMsbyoGrAFuuTldvt3Tfa/pUyvfXmXd5nLO4H+Li+VryZf+8rn++XRSupXyu9+53ctd+HZHb/+nTvFf5I2E/x3ktJfvf+oPKJnvffVnftPwXsjGPNs6St5L+/WCg99iMfHREq7ctHaxuW/aP8RfO1Ctfqjh5n2j4NjY7VbU+vG+362SaP5whScvQpHc+njJ48qG+X7wwv11uvw/cSCmOa2XCTPbwesUgPkKPs7mKpcsrjVZeIq6lwm2G6Wie/vjE/Px/YELdZ9DMUDJ7P29ag8iNL32NljmTbDMj//kEWn4CvHL4akhQztTUHlbZ/jAICsGCbvQ/Apk2LSse3XpQoboplXt5+UInNfNxMJd1bHXTbxSLfG912CZmbnr8rB1WM9Fq/KHwEGtB6fEcF1wVVLMDs0TDTuMHgw35/PB6VytTBj7HsUVxt7NMUGOWzDEkRcMOxtrPRLat0ZTILkPSbNA7Y41t3W7TinYQJ+hCOIECdMSBnTmWtb/stafEKexZA/Z+kEzWeZ2OVsxckmxRRo3vFp43xYzPAY3ntz7YGye9DP1Ywb5RFWGGlR2q/+2hNB4ofvlyaCHegbSrSBHfoZqrVm5kdLV4xTT5+rQkqirdGe3tNrBfVh/nF+9U+3j3V+SoUB7jOVQe3yx9/hTkR1Fz4l+MouQ5rGe0fogRacYa+/mzxMv+d+ujmxkd+b39jXFS/vuPIxPSTdGTg+fo1MW+EvfHepYvdcvlTlTNPLnaU3/O/KfUXElB9Ft7V+HksY92GSIXsHugqPRDVqXy/a3Zc2PIP9f7eDcXrcBWwcxmzbVPk7lkfxwBtXnrn9qLQTKx7Uf9zddYOX+pXohuKp8mmoctXhtt3p0o2H96piBKavDygNIJO2STm9SmHb2QDgHXm/f/6GeH0A0nSKV1OQ+eFGsPzj6fjCZXx8gq3o/wfyZ3vq267PduXC36Eu4x+ac+3Cdfvv8m+WdwL9XX68PEoI3DnCvNad+ngm8fHTu86/spv8ledeeQf6BGN/L9hzgYtXy59wlP7d8mrSv7Zxuz5vvj9ZrvqEA2f/8PIMjH8HRo/Ka0d9PteD/Yv+q/sddu9+tPV+t3/QAN1yNHflBi7bsBEkQ3ys7Ts4fnLdSsxtPUrNVzf3+Lp2OwVExYPq9xLtN+TYo+Dzru36zFUM4SLQ2BJsNRG7iYVyuwjynvR9j2Q71SgdX/lnsbbxlPHHBJ9diTt5ug87l6fI2UOkn9GR1i/CsWD0RSLQ+fQO2Jvh7R8asN1c3UVCKwCPAXqk4abpv5vXiQTKz0TU6Dp2Ml3GROp4/4vqpMjIyo5Vr6VpfrffJJM5PTexzFPB47m7Gj++Liqo/YQEChhNLkXbe93xLPszxfwkIRgL8e8rOWyf0DN8r9DESQ+GCxzxDeMtXhd2ypIDlfRog93kg1igNT//dWtr10LsbEHZRoATyVnoVNtqFNv09yDACLjXU+Ce9cN+bn21bGgwwfCC/ziOdbeyXkcvyyTb2bT3wZ4r+9n8XaX2cE3fOeaBum4I3Kea+4XCWH56r8N28UaVLd/WX7ahWvvGRC8qy+fp9Tx+L82XiYGvFtpr/T5DX+iOKU6qKeONn22B07Dwa8vxO1zugg12TfXL/5Qi+Z+N/XKBcBUvT7Je0OarxuRPlh8WWL+ov2QjPmsw/hFlFDhP3P9LSzMhr/jje+N7O/vqL2Wgd3mXVN4J9Hd5qrySKLwqT71D9cYu338lif6ryi6JfvfZ7yx/QxL96p3xP8J/eP8F2qTkkQUw/qok+rPwvJas+1OLzFboNyKX25f8I3Uo7LnZ7ys7UfOLBi/nr3rKNG9bexA8u0Gb5qL1aB1hYF2ESqB3ShSthpk5EigtGTzronmxlPXPKea5jQddtcv3JMp2xTvvWQQDTBG0adGbqG4glR0da9gwq6yvAuCAoWXOiFbC3OjKlN8Bic+/XF5/OpIwQAiFN+AfEoBFPfRdP7jaHYKKlvC6LDcSxL56w2Tf4kURIrbXcSebJXoVE07Ar31KXsB4R7Y9Lf/aRLwBy70O7urqJGEkf8cFErVu8LGk3zUjX2OgqW8BmZaAj9dtfInLXT6CHhsEZIBukfOCCzSZf1b5zBf3h/bu3YquN+r+si1POpv+4lTRD1zW1VSzTaGB+gbkA6id1qvNNVcl/ZF/135kg6vyBPPSO7z+Ub1mz2SK+/HVDPcw0VWHZ9wZhNp1KBMJNoP02HeSLD8l4HT8HGxp8D0CpPKF2/0jrF6N4v3X6DNkPrpq46dKT1wVaZ501eBPPbLZoO2xvJDUga59PJ9psPL3VfkCeDdbfK6Hujt8qHBJ70dJ9N+SPJd0aSbHi0psPHmq2rIDcLz/snvkLkTPPvC1guw1+grgnxAtG9bp8zz3F9MlF8mfnjwveiWbGrUlBjciDKxXDplviwPpxs7QHy6D2RBfE/uCTmt8DKMAPkjl1Vl3dSqGOv0T44e/eD59W39zO1J+TPp2LH/MsNzxUQW+/+WljsdPJ8+byV0ucLn3L9D4Xf6z5Z1Af5eny08mOndJ57v9/WlJ9GfKV5Ptr+xCJ9rT/NEz79L552f4iffZq4uSnHNaAVR/n99fkUR/Fg4evv295WHs9Dt6SAGjTWdsdSH58A8QeAw2l2v1Adt1vC03fIIx7OOJAUsYSv5eEgc92KBjc3D0oOOEQUmUCfPJLxHwZT3uOO/Yu8ZtwvXVYvyfdzwnSEsAp+Pov5lSYpuI0qtxYye5vgPLk+gX0lDwOfLkuWCi+mUCfIcz2wi2QEJ6Dg7tTodZMsd2fiYBBfjPoNeLF/gpr0fyLcOfAzcSSZUEX/DrU8Nwp/Kr4/pw8jxhs70AwCTer+Z0vFPc5k1egLHqUPvtORL9a7YliqdX1YlYH5LnvQE0jFFwTN7VHAKudjHJeWx4Imjvl+ZL7bEefLpfYuc29sTwL/m7MK+SVJ0frpmdCcdafDz87zxJTvhNMU7+iPVgyXLWJPrBdDAT8RG6cQAyJe2AH8j6KvTQrjruOwRvlmsfCnefJ6Xl1ww3X4Rgv/fQFVDhIG/2iw9kBZ4skndIP/IFfjaZCZNBkAKZHxu/lul5bavdROD5PJ3bJmHLrYaqTZWfmUC88Tqz58F7UGqL9nsHR+79QY785ST6TyfPc2dVt91ZzPKF7jA5W7P4tZRFvd/ni/1KAkNZwv8yeR6/ln1N8jW+R45Ow4qfJoeLfZEWPBHYSQAR+g3Xi0Jm46cvZqY4LeVbx/x+aRh0NZZ8sqATVsyjViljlLSPvmD/etT/pHjur59Pv37+Jnr/JvHx/eVP4Z8vljoevzp5PjqctavfJMze5V2+obwT6P/xcuf49N9hkHzlHdePjKhnjyl/Bb6/rTyTRP+Od9D/9M782v4z7zR/pa+fTaJrYAucrfmYt/HRqIvJ8xSUirKOxg1LKB2PedWh1d9Ej1Pi7gLku2R7NHqjnTbAtb29449dO0OyauyrBPhWVxFgS0CrZ4+3samU4HuQ3Rz5HdsfyMl7IQAAIABJREFUgrptoDTBmHbwfWdB/IQSPjWc165fefdXz1riwQLV0y50qy/1S7SU27K2c58ZVjy+tSQWWgIRgjgTaqJ8wCvZxQeTHXHNLCmYsw/jxLyPZHuIisxacxBjkoF7WSjTR79Phdy7aVmT5y1wg3IwfTjsC08McBtV8iICD/OA7eTHJZdYc8Bed6L1wvBsl1/igcYrOgC6Q6UWNswPoDwUSJ7U4WuTzsJesHhAG5RWtwcUW4BR+SaScJYiP0gObSp76oSy02HfiKgLboQfuc0UFATyxfuZo/Ft3w/gmoIJk3xjg8N+Tzp6EvcwN8jwoEnV1UlpO1kLbirn2o5VpU/agVzoyZosDX5xZEL+ezelfQMaZWP6BKRS0zqPmYdxuNZn++lW7nD9mcfG5EqSby53A7VCgNx468M4R0+JwewpVBBt3D69aaDVPjxdOq2Jcvg7TyERSJyfZ9wT0GvatY+u6TBNnPPJJMdBzCZfgetZ6OBjgXWE7M/8hrRkb2f9AU9t7MCmv3BIdkn6qnfqtfIdvwQNKT5BJ9+xuHAhBTPpgjpx/VYw9P4XeWMHOibRXSE5z2x0Mw0maBclvQhViunFuohgLq4aifIJMLnnsd96v22oG2BLM1rWFUEgHPxsu+1h2EA5+QwEMqW0O/WzXShz2THeuqL88MxgVuQf1+09wmlHy4dz8FFp8nH9k+aM86HJS/QVGC8NzQ/yHG3WJBeR6QY82sLeLrU7DrRxLyX/3nD7xioZUJIHwzzpNYWT6Nr/Sj/ygmO8e0dO2iNiz6Ne9Ov5z/nKxooo4SqwItdOTyHzv0bGUD0EO7Jx2Gtfl/b7VK7iAe1L6b/dC3i2bRYfLGiEsgaFmcW1yFVMQYCo2ocDzKtq8T23HCtZrt4qVxz1pDzbtJy4N118Uo5NMFzcc8yQn+vzG5lrtlOVvblS2E47Ku6lyUW5S5ah3lcp+h0b3S7ujl+vC3edV3nnSidCPHgbt77i4zT+KBc3/YEIcCtzE098MLsu7z79pOnLdoP3uECVzY93+YfLO4H+Lpflu945frevX5VY/VNWKn4VjjvvrnvmnegVtlfbulsm+P+EcZnK1pB8Ed7r5yBo5/7HhSE7lBok8WBYdifqQznuiv7OjZKr5/7janYb/BlPQpkTjY5j7oOiGtzI7XVbfnbE7tJ160BO7ZR6Hjdv4JpjjnXYK2S3BuaHOpYrIUAeYL61AsEMRQsceGIlf2YuiR25DZXS58NXbdRviryP+hhryElgYxVsKoIC3aD3ZqbECfRtSSKHgfH4WCJP0GDvyRmIZz3QWbzk4KMcmBFof9XB4E4EwsI56XTng1cSXQPoFrxJ4XeG+aE8k5Ln+umJTYb29VM4aNkSyU76/G5VA36aJ10OVS55tBtO0ufV3K6U82S5Br2YJGhZe0Xhc6G76y4ijY3ugchMNAZlGX7cDhKmzmBRg93JbJEAyAn0uIs8QZmzKB9VCcHbNOTAUxQ7inz+WXKt7Fw9zpNOYjro2MjsgCTGlGJRGFf4vq/gXFh8VOlnuFM6+aCXYIyKI2pFZDtpc6V2q6MGcmXXd04Y9BppEZ+U+db0m8mwsDycf3WRDx/HSpYekNRmRFBye/GDYoezJmhPIdLE7cT9pP0nPYuyH69D/Ye0wg5w3DP4IStdp3TcPGEXX2C8Oj8R3mGQYWYYEKXkaUropcQkzGObO7l1gFXbwvkpK2l+Srle6vh9sHtE5z4fMX/kYGI+iI8zEuVIR2I6D1l1NAqf5UUYBCGyVR5Q3umeeSI6saR1sLgBnPVk1+vT/X1iyXjB5pMlz9Oc9WdBpubhMsKQ2YV8HHT4groYZ+zV5OQyA0D2ZGPDr1V4RinspztU+wQBJqLaBVaHhJZQrdB7vdSHF3MYm8JFBNbLlBDM9gvHzcJELYEulkyzgHHn0Q56scEoLzZ7mHDeDVJU8PaSLcPtywWU2pPUK9Nj+zaaXY1zCWGt13f3dmM2gJJ4Lc2zMn+x2GIc+O7Xt0gGstnOD1mZfLINvVCfXdxtTwsZn086oGK50QAb5KTQraNwxT/WtulG3vDgBLsk17f2spMaO98r9KT1BTK5yKXMs2FPmN9li7WEkZbGJ6LyJiQczkcSwNX65Cy3GWTOGA9JhqJ9VKEjXj09PsiOOSYYzzY/bNB72Eb2J2CkfFFIZ7aR/QDXrbRvsFHDb/OktjvZX9cNNJkGv7jd0bvbJi/0GNYynb4Bcfadej+Tn25fq/069YOVZ1yvHr2W17dLscfHJnBAhppbd2lXWn0ZL+9zHUV3TQOZZONe78GNuO+P6nzRufPK6bUw8YsORfpt8GSc4fs+2/CowJFW4255PI/ytJV64aLJR5z+Lv9SeSfQ34WI6DmhqeWOsP0VSfGp3Onzu5Lo83Gn93H+Kn2ucPhqcv5XFOznT0uePxqbVxcnPAEBpXd9ndagfeQACzzmT9v3rNrBBK5+yuC38PBrpsy5NTirGZsdd/JkMOn3mmivxQKv+WJ/wh3ru/PMHfHuQCQnbEPzyQlKP8HmNScePQ3HWjIUU5LGETQjuDrNV/BhgA/+qgHcHp8CRBBIcngnudjaRqM1AsC57ajpydqB9o2e/mkTwFruwRkMSIgyojuiNnFSUEUhxviEO/AIY939Lfq/fjrNcxCnBuCx/uRPeTBPIjEQuzwxuEd6gIA6IcYzxBkmqs4WQeJBgP8soKM4Y3BklzzHOep9lVKDHSCTpvDkLsia2k7BeG3J5Q0HDW2hwKkb+A6dXoYuxXyjSxsi8wsmyXphwA+uluSOLzLb9FgFeZ5dsePX588p/WnrI30ajyC4Qc0ee2fg6cJL+lAkz62f9d1zCyKeHCUiOo+DjpNopdF373IGGQoJM+Nf2WWvt6pBkF3Sl6pPjuOIxDCXo/zh+UstJFMNo7MFW6/eM1tGnAMHcTlT6Ob6SFwnLPwK/iArbe5meai1bN7XBJItLFD6HMdBx4cQHYfLloOYyJKiI3oxlyx5floS/TyJ/MjwE57Rf8o89eAz8IgCmOZBDUKHrMmJWsMtw0vhZ5hsObhUsfGhogfs4pknWZIBKMuYyBLPjHgFv+JuOiJJY5fkDBhiSX856gJ/sYDh1HE5LTmR6sHu9KqmiZw2mEA/DiYBfKyemK47wCYQWbwgGS8BjDBxvngQdKTrGNVpQF3Euevv4ImkO6f5IaDK0AxJNEU9H4moSOYYVvG086vp6YPpECI51oIj33HPMZpLfYVMaQXhqLDt9DaU2mLVZdrsppSALPRWLSoSorMqfLDncP6OetPqp/GPuZh4qQKMvz25xY33iai8sqIkazOKXd9zwNTALw9v4S26pakalF/N7sC6qPkpqwhoPckLMm8u2ycZ/txma036J95DfHcLKgt0AL8EHqn9PL+9oI19HNlmI0oJ04paskPTYqOT7OSOIEqFHyjf+igC5cKPcjjQ36uTE7qsC4pn1KqsCvnYOaTO1+BzxC3pL4PTwZdEyyodDOdJxIRMi88qs7PPBd9tzhY+DBtTP8EWTIuTpl3VjlqnYYXZ5Bq4/f698gDaUXU+4oU6B1PdyYczbLi8PgU/h7bHfipwGMdg7QhsntQEw0fyxZBPMh49DjRxCDQO0HJjKIjPTFNn1/TYK8gg6z3NSUn9TG0HH5RxHzuUFU5U1kwUBkKjbz01xaYPrpBNMJq91uHJv27I7txy+1YXnF32KHnEG5fcxG/fGc6KizbHedmIkL4Ejw91kangLvOaYyGZyH23W/HqpmPDZ5n4YcTVp1OX2+VL0lv7NuvvSQfKWCONi/0jD8YBGuEqnf6wXMa7fH95J9Df5cfLs0n035V0f6X8aQnfr5R7u+l+ff+/q/wRPOhKvCQMxJxNOD64PtocBowSVeOHuvXI+anpV7eBR0C07oa/zDE58Gr04wnJzdMteVdsmArSlOwbuoVLObm4C8okB+gB77ijKQHH5DDl+FwOkFoSYo0V5+P5h0B+gjEFbZbRiwYwAQ4TJh6whd9iSQK9J5TntOPsFwTvkO2aE6dBMXQt0I0kQrQSPQXmDnJvBGSwIUumOI1Zd227YQxjr/34tMPmAH4fxeLxxtgHzUXbdzym+ghDpozTJ/2lZJ4Gk+2Fw8ArtquBnHbz3MjtE/GhU/ah3oD5VnFTT2WSIx7cUtjSIoAhuBHE6vAn+np7lPi10uw4eKVqT/bAHuyPMaKMuBtuOYEEeGHZBC49ZwQ8H8ngqfQ5ExykCx98/JVq0zjrv5H0y60ZbMb7DE9hz0HzjLPJe/FBiGQO4RG8uLOYiIhOOjnvQB+TwRTJMjvS2nfyTaBm1AJ6F0+tg1THdLCI0CGaRNeTIFw/D31si+QvMYsk5jFWH4MIa7xFIsCFx2q3LlVOpiSh8+yIfuJtsxcwuVUTSMZPxJE8/9B6Bx108EHnQXQU/cXennfsuus8T5LPz8Urnyed5/pO0G8L5CAaZf77J16jmDMhZwRotlpNu5mLzbDsG+ULTbggVFlWWPu6KAAS6FXvGkar/cMTOi7PjOY2XmfAHbLQxmfBzTCHkrABEZuS59qmJa/Ps/CR0sgS63KerpoF2o1TCVRfHcc6wv04aS0KCPhWkn0ttOBjGY4nJKAiAa1yhUwOqP2k8p3k0CQ8mRFDviNQjCj6u+24LzqTEF/Q7cnmCZqyNW96GHnAeMxxyPy2eErbsiaB/1jW6y4stXccxgPIPiYjcGFOPr4dbapY/ABJnsKHtSCMNm5o3sn0GCMtsYJpX1QmmfZGqzyfA5ZZBC+dY6oRsal8bH0WEb1at8SYm3s4/taHfhrUTkdpwKF/t134lcngAFVbx++lcUMaA/8ozYweyeKR9HSmRYNJ8udgt4y6a9Mg0rLiVvHFvnd+fJ+3VNot/QAJ0MY+7LcuVhntM9Bd9pn4w09SOcEnq/SAwWsdYKch7/RLq4r9Iy32fiP5XJKpHhWZ4PMm9NncaG0/9JX7YNafj1e0hz6Fqyl7HvGtvaOMlfhsPIZ85P3F78r/uOCFZel8cr9VXMf4qybKqR9mS1yTK+xAlOWrGbDxKVgl04yCdhR9euuDTOoxD/FF2Mm9BbpU0KW2VRB02VnsP8DQ5156dLLnhz6DtkjfK7ma77k8rj4A9NVt84vmB2CRakK4qM9gIIrjrjOf2L0Sbsiw1ms4ru6LcZOvDlXVURQ0qLw76d0a2+/0yRe6H7/XD8gMfkKeXpvc9GlsjAyB616/jQ9fXGhcX2VvqbSPxcyAZ3XRBjr/Nj7iniz/cvIcZHLtextzpZzIT0ZiABa3rC2ZRsi5rT8/8m/8yPLKZD3isNddQiUu9NTkf5e/sbwT6O8ylipEd07I1fP4zJ+WHP3dZUdPD3pd1HmlfIX+PzF2v5ofnqXlVX0MMtVyB6+7uIsaB+bYxQ1SA2g4InmAtT6Hv3MwisII4OmdwL2R7Ic8MNpaX/CThfjUHUEUyY66gnTCtDp3HrAnysdpN+dmY0G3S2AsumOBRhrUAlgqbVs36JRDS8xw5Co8k5xzWkmIlEByh3bDEyXogH+WdCCS3GZ15gs6ZucK5cRDMoqLPMuw4dhG8L6VIM7oXHvwA+E3/IzZzKkaEhGiMFvCxALbtqOAJOjmgYISn2oJ9xrIQWwxgFWDMyQOstfV+xi4CcIIOBy8mP5gopODXh4cFYczTV53wCAQVga+Jei1H8axbyU6cr6DtmtfOJtqgsJgmL7HU4iXY+d94Bg6rzElnCyRQ3T4DvRVE471NR5qZTFaTbRgcizPWSJjsE7vkFsM+HbbDIZ/gMb6YsDTHpREocDT+omkTGm88D4zx1HcPt8p4Z4BChlBCc/gTUzQEZEnp10FwVyZCi72oA3tKrEiSRJ0yePCua7pTGaSj4Xnof/5dbEFA53W0V3WYZmRF8J82BwGudXomkFNwb5T6JTYoctYkTKfBv0HOUAmXrP84ug0yTcMzhs/HR8HfchBJB9EH9rwQXTwkec7YgWyzxMOn7oL3ZPon7EbvTwTZAJ4kE4p6aayFO3xMDBAVkpuz3Ufgc7Q25Y813FE1kVaO00hoWK0qOOPdLqVQC86DOVOlS+uC7XfkBd5Xq8E0Jqrp+1Cr7pM8u50DGKLiQOTvaJ0V1hZ4j3oa/e+4n+uI0JEt1Gdp8SiCm00TQuQ2cfBdMpBh8g65hzoyvmfIo8A9sLfKA+o0gZmiM8Ul8edBxzsC5pHJUNP9TEzrEU9vBKyDbPN+UieI4jG1jFuq8+0OCJ3D/N2p09IbQV8xqaPTRK4p/+gL5Dw0Ar4fLYVjqBJ0V8cDYQ6srlvJ0QM+quOdTzPocPKfAvbJt+v8GIfONd9/hX6IKEEvgRsG1tu4C8u+iVkB/RZ24TnERYfMaxvagHmYJfr6WpHczcWIEh8Xtp1/N4bHOZYoVftC+yddcrDWsBsyXM5QN5f4EHpzxZ8nYSvJMmE1i8wH1Jx2RV84kts0sSHJqssmWDFLigWJO7qJbse2099zPAbf6TvaCcWOGN8lS6cKND8Lyk/UDf5XHc7iIAvst0u9tvHIwGlY6FMX30wnAuU7ZvebyZV7cds7nVCFix80lcitXlGnb9FbQC81+jT5Moqawcr+aTY1ev9hwzBTu00KjU1yN7cgiIoYhx+IQi5KTC7m47tEF60I7Dwd+iDO4tWFO90kls1Owh8qh3MVk2EGpxZ/hcZovQzHmryoPL4Jeg4tkRU4odGw/DfSkepvQmOR5AYMhTm22ZcdnhlUlklmLhXXc8/httF94x8k3XPlX502hf48wvVCjB4QhpTxDl29NoVxMVkcrE37H767Z0tgEKUcMYV4hWuF1KfgFQanyIYpLTX8KBErdBheHMgTCXY0wR8l7+1vBPo7/Jj5VFyr5amMH68XGnD65KMldebuSzP0u9dfl1BY/OZxQDP1BXRI5Y+hZKnBYbFlBiuOl4Iju9N2wBm401n4eJvVlM8OafLMGlGeOlc8j+XMJI5gicRHevmmDyfjGhwxrDPCAQrxO5gQoAMraYHQ5OCz+ND1dgCWCeQi8MhBivIQTc8IahtCXQrB8PWfXcwN0EOMHAjwIs79kTrbOAH49cNXtFfyiP4fuxswlfZ3pgAVg43yD34Nh2P6I6x0j6CNvYJASDiaIP9H+B38uANw/1wEIIubv9bcJTUFQA8dkHD3GblEyGWWl/KdxAK9fFTiI7gi2B5TeXBuztTUEVxwwCH91SCxEv+cdqhjWVMMZegVPTvVLS7Md9OlWFjgoeSX7udmtaR8Tz2e2ob9j5mTZyfdBLpseFrm5HhNGGmMhEAsPmVEkrF4ZMz1weCKI5KSQ8GlJ4n8cX1XvB/pp20+9HECvilhHspEd9cdc5SvyVkCT6pjGMKdipsEFC0AM8hK0jtc2sbZGBPUAUelHUmyGqnQ6EZzsceYIwvK+kiQX9R+40j6GbyN39SwJ/0QZ5NsUABErDlHfEF4JirFAs6TjvinCxJAwA7f9o8QX6ts7vcE2zL8LA+xQii0VCm4zxI5CNadf7WnmCXttvBwA9yWsL0cyXPP0+S8zPt5Gvjm3QcaZwmZD/Z/Gh8WXS8thXjZuMevIb3LJmLO6ydx4F8Kbirejkl0BNcVbxhAkwT6ApTXdCSA1qFz/SftqAALD/70pLomghikHWgZYjFEkNn0EzIBmKVc/GJLAEcc4yPtShMjmx3nEKkJy2cYkf6o8xBnRAS7mRe71c/Dj/GHYmAdrXrNuQ/nMeSecLGPu2GF58gziuRV3HlnGmMOpImeudkwMGHvsKFqQwrGW9Hf0KxJTjGlg2NZB8uXE4c86S/81xINnWGIOGL8sNJl6ZaD5fPmijqa2s6fickgutsyc8kXWc2oI9bof2In+JG0Vc8H/rOk/oZ8MxL0Haa6zCnO+qoB0tQGeRfXKq6jp132Bbi2N+xkjjOF95UHb+sD+qcwPYyzPhM6MGwqe11MGhP4LMBV/r09oruptwvqrcgWx4Tu+d2Bq/F3vKx+OGIVZZroZ+1hbZ/gTvJiPNcssxOHMFX64y0nSYYnpJEPre9ZjUdnZbabuErKV/Cd+pdG05Iz2m8UuvJ5qOcPA+mnzvTDtGmTDqKgw7JX8yqvMguv5iR1+uuse23fmXlFfcVgV+wW6/jAAqJRJQjJ/JzAwIXXJMw0yfbvI2eqngIi6y3V/3x8jPR1/lAIpG1fOY6eVIT0GeZd0X2r3VcShOm5ZeVUwlZ+UaAXTfuSaKj+3wdqg18M0I7z29Efq7YSxqgzDW+4J0k2+rYoHh1jw2FZwfjVmVHhafYPQ/RKuNQx1OHc13zZi0OiU2H/+FwDv1XuKsMTFEWZwqfebWxJOtnVKvvg3Z31+HQVIErcRkM82D/lPpXyfMpNyCZRANcQTWzLcxHPeTQuovvtrK32XuUP4u8F3im2XStHhnTGJRex2RO7j/jRA3sAQ9sr6KWqkH7SH+wAfy3663h/rv8s+WdQH+Xby9fSfwW0yBJtPvyCBReK98t1C4UzTeUXfD6nVj/2TImIL9I82eS52iQnPkGelC32xTC9xbDVZxokg2ISDjYp0AycDIEe68T6FNhEqJzHTtJMq/07QZ6GDjxdd03X2OhwMm5MAMN6wMg42y2gAcGVIxIYbaDg5KtxIZ7todDXhnsFqC0wBERBKAgoB07HBEHTs8AAgkHN3ST0Qv4JaMR8DIDNlmgnIi+WBQCOYPDkgoES1LAA4zd1W4ECLC9ACsCfY4L0o/wGHgMNEXbovfcYPd+ikPDlMaUEW+HlT2wBV2FoQ2OhbcD/M16ixPtq2NH7mfEHmn2HXprZQr2r3PAmgT+xMRDc47cgdRAFzPJyYNcCaA4swAij1PX70Yza+xOOHKaU//wWelbI0Y6H9J/EnhZcuMQ0t1qRMSH7t2Tdaz0yaSnc5KRtxecx9E2JjsA8xQwi981qGVsinIYyQhyeIp9IF8VuiV6w4NYDxNoKYCxLsd9qF8T6IZjcrgRLwicJmoCXZiZ5BCSDz0mnfMrTVKClZBfImmTA/icaI00b3MLbuTpCrQ9C/RH9InjnfQIFR5AuZyHZO1wOw46Pj48WI+7QnMQKMt+0xEr6awJZoqdIJZwS8kG4NmkZ40U+k/TdR5IkLbjHYXBcXzAOMEth0figo8RkSVp0/vP9eh2wneh63u2fdx8/Iz2ZY5ZX2hTeYCfXb4C9qALpCIQ/Rb9QyVZG02gvqfAsSTQI6FWZW6ZRzAPUT6GbkSeRxlBYSvxAe1EW/5EsyN8kIgIEgyJFmfWe0g/gWCxytvz1OTUQURyrCQ8Hx6YXeuPjL/X7vaUQE+sC7KHlhzwRSmOvI94zA0cT20rzZVBH0fyGd/Jnma0s0rsQh+UCgP8SZfoQgHd8b/IsHbr23HtuRy+nm5VX/xzlF7DhlDZgn2ZzCLQZ6jn0mIBCTohzU1fA92k8kKiZMgYTBL1b1Hb77luOlqtiUL4+hYHJdEc/igSdtqZyrGYK8EjC/iDV2CahwUb3g/QmbHtZHcRhaEKshH7m6iC+hh1p+KyToA44rU8zGsRph/mATrBZGiVWdAHwsZMsUBRT5hAHZN4AWQ/zgt/fcApBX7yZ3weOlySriFFBPBPdMLqEuOB+DMTyceHP8dEJEwk50oQicEPsi2NAwnhXI4/Se9AR9xQj9l4tAKyvht5CVqgC1CgxhNSH5wSYU45HAe41m2++SVuvlMcdUuCY0pbBv64wAEfFfBTEurWWh0T1Od6w7DkJMuAvwWalXhIJMhus3nZ0PoqEtcHQPsyvzKu+Kktor2C5kAa9mon5Hbqd4Kvjb5Al3X6s2xPJNiWoi+zXzSAqoubw+daNHvUZ6IpVXkXtSbZkWUIPqEJ/I5OavUSrjKu02Iqv2e9eR2mnFwM2P02xIasOZ99O7kBhE++vJRPBwOXqhRbtsoohI00MSsjFfVbldNxP5kJQz3Z8gU3ZLytJpehPZx0ynuuj9o49DasqgBBq37C8bGnKu+2Orv5OmB+JjqFj7HiYBL2jp1i4XjbPHNMEr1G2VnGPtFz0mf4G/rhRECsy/nZ3bzb8M+dq9vxn/pT3e7+zaXufJd/sbwT6O/yraUG7e4m02UUurVOt++Hlsr3bIh/Zwnf6LldyO/ybxTk70fj/xJ/gKNtv0ujEPilSxveDWOmWNU7GbtooDAkzXUl7Dq2ywIa4GRczPFq/FV73HChIwIxYzsl2ILwhyEXz/uOG/0umjxx839wVj0utevbAhyKQN15u3dSikPRfsSFsO2FThh/DKAftJJIp5zwTsUomMRqMBp8GNz1AIIUT6UYj5KdAOgQggZMlOiYAxZjYXRyKAWdDOZwSBA85N3ilABeK8AViw/aDnTObpbVD9iikzFuRdR2aDjPaSCnFp83G7pY0MbjLTSMT2rM6GRPWeL8JNu5h86x8QHOHUk0JJhb0InRy/AruIXWjYB5Bxf6AAQYa5xxfGx0y/6Ju4ozcgEmkQYxKf5SENjahyBFNHUQ0elHc8aibHY4HNa0LWcTdIcxIrw21K1jbHKe45fP10Et5DFL08pHhhJbsmMe9ZR3c8JPUp1IOmirnOVrxc10WsCSkxa5gKxhpo+PD9eHfpQ7wFWDz5lPDNaDDhurOgbRazIdXS6gvoguiEjfwwwBJqcP0O8sO1IDZoDfj6zXpIbSde12s4D9osdKHAscWe13AZSY8OfnqnueZ2o/JYxM39j8AF0L1EnyJosFlf2CyTeFD/TQcSAMTGwnPKitcdDp/I76cOkt8d3GiwZxlDvhe8MT2JaoEKcvIlB3vOWg+4XsxlL0RdarYY84XiCDAz+l8An8oO3gIpAezAy5iDBMshkdLIELoApXu3wQ685vS0KivYl8Ym253jXwQI+Q2xdxxLq1iUG79TXwgANAPHkuSkBR/SYiOheMN0DHoC4rstDlwqA72oKFxvuIf6Kw8xnuQveGU/v50+RhLSGjJ9MWAAAgAElEQVR3Qm6cutv+/FzvlD8OoUOEhOaEsdB633vTk7Uv6E9Avtj4up3gMp0okuz4Dvqse4zmgVO1v3N9CUKPhYFhK5dHspmJ6JxNg3IlzS+DAHjc5Pdpp1sUewQ/HR3QRcIH8RELwFDkiNLQTtYgkQRkWgDGpriDXiGrA+Z4Pur6fQLYVDYfogtThPx1E4e9JoHYF4P0E3WyD5FggLE6jkNPFjlC/okA7MDjjnOM1uLHM+FgdNbRGufmxF/i45u5IM3kJJcFcAcbi0xXk/LbSZYgsmuJzk33S1r0FX9Z1jg8fr2MIZZJ5sdNbNAoNT8vgSE+KaWNLP3EyZx4gly6QzdZxwp8r8BzvW69uf5O0y7aZ32PeoqV1EEPmiJtHRzAK/TYaia3JsMHvr6H4pv5tzCN69xxroU5jtdtNzbOkSYLi11fIPVfGeUsV/CTVAcsHcz6Kamf2d+jwivZL4pY2mhuBTqI61XRvoIPyWWM96/1DD/nJfieVVJeAJLnZ5clGeZMQwI0Mr1Eb9nCW2UQ5NvE6Hk+CZVYZNEPRgfKj3q7beyk3CcmYvGxR5u52rvRhGiMSm1YnANYz+WN+NyaQKmyX5Bmwzu9V1c88HL+jTxa61gbHmsYxrraPKI4pvHfyG8hW5BXpIlQajNRwj/0/mg3Svqe+jNcVphjzY8PkFEUr/F0IyXBBuMNn0a3KksbXyS9SJQ2NqUvC5aJ6KmPK8GRO97falULr5T+1iKirC/f5b9T3gn0dxnLaJhD+WrCeGtkef+l/lf6Wh2+8tRvKy3w9ZcL5wr/v77g4NmEejc69d/JKNXvrM5htr/DSdnCYKt60cgBQ80NUmZ/B5MkQzA7lVe8mUwiMOa1g1JZnZChveYEodOLRhs6FRIr5mM3YATIzHGLALfhpvfRmJXA1b4v+sC7x3ZBjcHwXCbpnkcwoDSEOHIQBo04irHZJbKQp+L49jjytgenkL7FCbM+1fMNvjVI4PlKj6s5MvD7ZENn54dS/xbYD3prU2xPQEio+igInzO+9zrbyhDQ9ec0KJ5wbQb33F51QJIzB7jni4jZCubpVj49FpfJXi5Xg+LhPFp3Az+7I0wkxC4XYhcrkmKfQEf88Jl1nNi6eSLP2gOWPXGnzt7LqHRkitdUGD+T4YjvcM28wxLX6ZS121lOEjlgnhHh+9x2Ycpgk3DGJz51mvtfTbZ0WpWUYsJDSU4iwQjV+Wb814L4HMGXaCcWmljQCvkhxhwC+1SCeehcIx3sD5IBaKPl+JDOXUhyMXHg5v1Qpp+yR0o8CNPhx2bm99Q3GQ30Eq5jlWuywfyp+HwyWUCDIbDoO7IhCdOC6SCbfQ4R0Xkwfagu+JAPYuacQEvwmz4LeoqQ7z4/fUdz0MfQqTq9JiCSfiXjtUIwhcF3yEsk0P05XvP7tJ1357F27h2agJD8+ok0vudJaTf95+f6E0ygG/wOaMyxOt6S6YUhpEd+g5OjyfzoU5nHbTVb0Bbyl9IcyXaG6mZt23Z8xXzJuwIT75o+HoKiSU8CH0d1Jj5EE0IHMZ/E3lfYT9GG0VGCJvERc16wr6z3JBFS1E4NW+wk0ldrkAdkQ39JWnCFeq3qNhxvZl6vIHGgwI5y2THQEGBPCTqKa1cJ9CU62dkl5uEmgU6hu0wv2vwH62bhea6FlwuefH4V8UEsYLMaRDBoKKutdSn0y/KcImleFvRc+X1VDwNjNhrjfYcZ5oG36qpf9Uu1vTYl7BWUh4CD0V1POTD9lZ4tsIToUXqnNVasNhT50J0o1wxxxvrr72BoCOZvGg+CRIKdNlT0Hc5N5liostxDXt9Vby79DycRpLayvHe5B+NpCQwRocNG0Pir6kGUxzYeggvQzsInQef6O+uvwLeOTypcki1Kq2yP8kCHk0T6xhGcaz7NlkImPJFDzkzDGN+Au80rG0fUr5UOGbl2R6Re3tGrcvb6DqDm36YPFOksASnbBBfwx4ODDE7wYVFBYAv+4dSDaKfIG6Bp6z4GbrUuGZ8mp8BMz+Q9SfRsKwQ66SaTrwXE5HsLOT7L949X8iQ6F7t+jLkQtWv5HshhHEuhsD0qD7Ums26xayj/67zBZw89SU1UYLahBLuz4VGvE6VfqZZQgulqLkm6UHVVKSKlPjnN3NY3RLhWhMqlz9X0ZiOPjZXzGPAWAosyGhPQMI9NBm/HWKD9xj/rXkq+6/3AN/PBpovMr4Bf+K8wF6iQu7Q/ydD6WfFPu7YrfJP+AiAqfUZ8cfhi4u+5t4zxVLb9AZEWeuL6a82x9WnyuwImcBX9+p1/hc8LfFcMOss3nDfMZzIQ+nnktV3Sq7TdYB76fWxhvsu/WN4J9Hf5sTIZQ49KMzJSg97wfRie6v3vLD0A2I2qZlw9eP6nyxU8f3KZ+NkD1eXziz2FhbIz5gWO3OFqMtqYr+/NhdB23bmtzhmpc1QM3tiNriDWCZsCSL3NCv96xI7jVXhOifdqITlEos3JQHOgav8Lj5QUsgAIOhhCnsSLIYD2BGD0DrPhVg3DjK9DRenbRBvot/iIlPZL+TiiA83lyLkCPwZpRCKJ7n122rvRiTRp8YxycRjDVr/x7a6++PjU2+ico3fFFsSA+cjmnFoSttzHtuvxi1s8zHWTeL9XtEG+W84TGtt2i4MzdhXvleV6f+K5k4j41KCgBWHF2RbnCDZRaYrOaZ7O67rPZf3Xj/hL0PZScfVwj8k9YzqvH2vzqTxpXyHs430IUSRYQO4w2dGqEGiXFaSV8yAhoZNOlQsW+DKce0yuzW3APIknxStCZQP/l1LNH6MFMHpKBAmJ82TIMAXCYuuQDPN4OyZXalDB6aP9+J84BG1GY0CiOtjasdR+K0WEPDhxyuny23WBRILDTizA3aN8MPFpJwnYDjgNeHh9pQjoTH9FvUCwT2I2WMDyUJ75PFkT7uK60Chy+g6+gNGCiBFYkeiLxPNffC5++1B4mbnsaF+ANt3kmEhOzgjuaI5awSPk8KCOx/arPltIlvmnY+SzH2wkF8UwtqaHGNvXBSFi81Jk7Tj/PNfigc9PPcJ93U87+IwCEnQyvqlzbvZVUHbV+8GvZAtrql2CvO6yLWSrw0P9c53+kxfNJDtMFWIsGKpSEZ8F3yDBALKBoBkWXX9lO40ieS7I+Ngq8i20GTihjqjzPAkoWp2dLttEDp3jh572EK/JMF4MPlJ+t9/WLH6PQYJXuqx/8PsaBaV1xpZMmOP3hPWgv9ocVdpGYDlOx3H8VLbZDu+VNDcQ16sd1uIlhnllOow9hc5ExEck/vRx5xIcr33BcQr5m8YQ2BHleLVjlXmhaYab4nOq2ig2j2IXJIxh6QEfDLIXLJ2fBZXgOJddptV21dYxfymTy/hOfKGetwntx6KgqONCknSceb3KJFlBNuewT8b2Qf7hDvoMpPMZy7l0pcA75B3GE3ag43wHPYE6Tdt138ueBcYw2rQEBC2bzIbC5f+ZgJ+LBM0rre0+YN7GAtuwa65NOfRX4jRjC8WBLcGJ7cI4+Ce8ekT0/eeTLsp6OdM3VbBSRTTY795mEv6DjZ6F5ebWYAtItDtb/kNpOHO/3xzAgRdUOIDaVR6SNK8rXEnONP6IX8sXCPexAJRgSOLSbeVzGBvlcX02fBdEVRLKMY/yLveAkfWeXew+Z+KfAoxTQFJtkOdBr9EnLXigTp5K9W9w7pznOmFloayfjL3uCowZ4JbaF0m83OpvivGBq70rMFxPQf/GBHyFBVQo9Ed4PRZo+HF+xqpmeZHvAzs1AngcmUQXVIUNEjJ2tYc+kvGA8SMTR0xEgcD2EC5/tQPgFfqmUCnJ2z56d5Ln0fXwXQodwW5BXRy+BcgTjCeqksgxS/067eJIlyrS2ksWUhu+zVeb/hL7Exdu47vQkR6gz6bvIywwp4OfH800rN91QuL5O21cdLeVh3RPJrzLf6u8E+jv8m3luxKi10Jq7uOZq99Vvjv/+wr9quN31cZ0/5nnv7v8rUn0Z8rL+BWDvhn9VIJTZpxDKGzZkxrUkXCx0JHAJIQbfGpJr+SL7cChcBpbvDYgsiPfHWRot9FGgxEiEeg9TyI+TjWqwbhKxmfqfKBbdjTXM7Yb0HwLwNeAtUSOk3pnbJf+qk0H9N2Ad1k34IEHLRnEJnfipghFENERGOa50VAEjogthm9QbwQ8wQ/djEa+oxA86c9zvjML/cHJsIeKk7PVGRgwSXNxZOTcuyUpSjsTiKt+3ske81MJBUY+1/EFZ6gFGCCxOxrxQ+DMHEnWBIDtwIh31tmilTycTpoMln6vA7HwisUbDDeZMrDBLDWYkemFnDSNCwTPod054Bg8fpZPIqaPj4M+jg9/Fy48uHJwxwo2H+dBJ1vwu8Oz+h9Anaoacd3RpPx3zZKJZzyQBzdiHIzeLuBiTFvbDLZMZkohineg+uUiACHxsXrdhIImeQPzKhJZ5ZUUGgzChPcKNsR8wd2escPadiAS8ckagNMdmBbM14QyW/3DD4sOCoh9Gj8tGuAxhucpRCxk6SphpIRydn0neNInggRWugf/xg6+g470G+HDzzRiSr/TF5EYWSPxNo9XDDd+L/dT3cIbpRidDxsbbTQlF3yOJmB8cURKOJyffoQ7CSQgJimM46dEMiujdEaDcJ5EmXYB9g5OXtep0qej3872UaVfdNMDRx4kjVVaqX2XDyAwu4wPemS5zOQJ7JTchfldApxp7FxnZBr6E66jEJh4SNyGYaJPTRoKE52nzlGgI5I8kV8CrnLd9LEokcykMnnhc1YXnUnSbfmrVMLq+MSCDaQzfBewf5XOuGPaFwSJHU9/0qfJN1b99fFBRz1in3QMTtYdxIsHmYmO8yBdiwCLvyzo3Kgaf0xLD0hm61Rn4qOr4rxJaU6xt9LpbXKYjHxChMLLJW6yS3fzC7sQnzA+f6q5CIivZmoiGhyMiijB3FBdsZoVb1tOOAY/yV4bK6F4BYlZS3nCZ91rsy30Ji66yjpfcTvXPnTh0/WniZlYrBVH+qP8wDnsOlLlG8vayX61qQLls1mvgTxBvyBP46O3p4DEtJPtPdRlrR5SVGUDnhixJjE8gbqdIbVZ9FvYLKfrNtNzqW+YUFI+K4Cy/bEuXM5LEwr42+DOVPDGnQegfp1zl6X2WeCdLxVPocGXH43aS+DhQk0iMJeTco4epLRXGi43M97BpiZjmezUrAwu2BAUNEy/i0yw/hN+lNglvu/81wRE9r66TiOkSPSRUOZcX+e/2zo+v9W0AJvfnsbPOkdFSG1/0JdPlf2EqeS5o8fcVMAmQWana61B40n9xa2pBOSex/W+JekBiLY0rvYPfJ74pkxf34RFsSC7yXKJcUa9IJJ9JTxATmuMWFvsxRaCIA8Z7UKFKSxOgyI0cTHT8NlJCtcSjvpPGIwBv9FyQsdpYf3u5aMvah/HLF9ooGGtzXzHk7bi39xO+AzIlC6Von34S779Br+B/Z4rBSep90ZdckGkgZYoO2u5bdu+y3+ivBPo7/It5SpReHsn+lWVZlk9hOhuxZfKn5A8nwompTHwWq/Z999d/pYk+kQrhHvaff51vMAA1M/kSFk/VKaOGaaYPLcgmUBoCpx5d3bAikDbyYIgK0mICQ5x56C5bxBAyQ6t8t/OEIddbNY3ueEJn3Qxy4cATwSEuFTNdEa/pCYmKNUokb8Hpdvhtb/B+YEgEaf/wjHX0fFFFMkAF2gbDFwP5GlCImg6yQQLABYkrPoQ60y3LViI99XY7fN/cFamRinGbZdw5vJ7bEgu7itNbGXzdH9sDm9jcsN2BECCEB3cCLhLcgYmox05r7l/SEJZ9Bdfkb6SAWkoUqvlenFyuv+hVzwaT8mJ1TXr/jTulEBej7YhaeRzGIDZwZFgXECfkHyw5Lnt5Dv03d0fB9HBx3rHtMur5byLBZOPtZNPDukOnBh/3wwCmhxLiInX2zloo/ljcx3GIAI6OayGY2myvDc4g18X2XX0MHwHcwB0oo81yCEi8mQu1oujZ3N4zJMMVheSDfbuWD8yWXkNj74VWYsg+DwWu0JCgGm9Z5xJ39XKiHsJ3iCPeCJ4JbZ8Xg4LhPAIWtSzQQBHO3gRdtSfx0GHHHScJjNxXEBXVXvBvqPsVxh9JwLP/GC6M/+G8YB+5vYJvtc/JbPNCaowAvcmeuh7z89P3YluR7gLeRLdkIG52eADK8PhSNKpTw6vE++G0aoxnpwqB780UeDwFMIiVBzqqcrLAJwpEuQxt1z+avASYcBxm+ye2IESrwlqSXTlHdcteBxxZe9Qxp6EWjdxLsCn7YJx5DWJzUz0+Um4yEagA1xy4DwJn6HPcEzYhzJsAaZsAM9aMI9rxgNlPPJWkv32iMkosxOI9Ij2MxLnnyd9apJ1zdv/0cfxofrrSPYd4o++ySknHXIoTJEcDVvyqoCNWOSJ2/lQkDXxWvqeKoW8D+217kujOZy4ZHOu+WDB9M7vICdR5AVvgM3lfO7EhD9tN6Zb8rXAIdL2bMGWEB3rkPRqj+MJAyYPQxSwLpwSEjkgHzbIc9BJiz5rgZ+93uA8zxBhjh67POBTwl9kgL3qkCI/jHBJpiNvaFt8RrtII7R/FwVDDjbfJcgCJJrs18KVaMuU+9i2J2PwWW3/YNBfiALwgki2em2c2t8Jf3KuVy0ZU5VER8BmnTkW6X4rJkJ307tm+tDfGR/KcizkTYVpTm+2FmufV/BFT71+bxjgWjLGeHk1W6QeyAYpvxWdAIlMbhbJhPjLgj3xQgiLAiXP35E/K86SPogo+1fJFt0Ofmluo+cqr+Hv1p9RxeayyTepJ4AddDDp65kcbcc+j4G+9oY/lF30Gg/sEU8nuFQEFboW+wvrvFgmeNA9zm2rrnhQnNLSYUN7U8r1tFAj8Q7OjXkco3E4yZTETzwKO9qazPas2fMOm8XfyE716XgmUWT63Gw4kKEkErJf4w2eJE/yyxDKvsr0uZqCeVnmTJZzOtPQZqzywvuG5yedifgTpx3ruVR4yp0yjnMj1UbiXFfADnBbP+CpPmayOeEz9ztYlzD/bpdH4v7RQxf0dFsKLu9m5lflw7v8O+WdQH+XVP6k5KqVx+YFURdpRfw5PjwIvymJ+wj/4qw9Sa9HydWr9prjUh0CmXeaf2VsHyWQv1KeaXsHe63/LH2/m9+fpc12kYkbY2HoIi+b0mcMRMUFCnVvFnx+v5vZOh5gpGwYe08CzSfUJBwDc4DgSCY3SCTmo/WEiV4GR7PbObOxi+TZcIsHZNoDU/v98WYwWrEkRxu3mjiJLnrjFdZyfYWwLvhI8E8Gp7z2Bs6iZGckJckaVTPf2Rhwue3P62/3K6b7yksYCK/9tAaHMsqObe09gM3NuHCkhgYHOx3mIoED7YsGiFp02WDDeW78BRGGOrOx16hlz8ctwetEVJMNE+Fs/ub7+bnln8KJFyTNmTXIx5nm+FElZZRJMFRn2a4pPLZrb30//Xr18Yo4C36whQD2XrAdbJVwCCsMZQ4+m2zBuQcBiMpQD/TJLgEaoORvuW3rG4L/RAXO3ifK6zQ8ML/i9RzWnuT5JjEIkbCLoB8eVU0S8svlFh6Fmo40Fw/yRFLhWMfTHsGzEdQQIjrIDu13/qWA2xIBRpck4I6D4rz303fTx1Q2uPI7uJOkhYQWymcMQp2fp/ddWQJ5J1hKWnvwAFkWoOuaIl2amAqYrP00qRyGDmckeCjVNbIau4Vc4Tx/8Chr28HndLVPAqMlj0GV9yiVHBf/ddfOX/Tq8wCQwj4SPPl+0GnqIeDywLze6HIjZia2jryxwyudwuNZVl7tadaoH52N8gznuFGGXI8tmoM8svmAtJ94riQ9fOeeE4yjDszfLI6ZUiODVpp1LCC0/QkyE/DZ5TBsPFmQ1uvpz09MoC9+Pz81gW4LvkhlI7uI1H6hdbHjTcn/0rAiwpsSbCpJxmadBrrVqKq0iNcMEJUptbXX3J5Ir1TCmbaDVYDeIfOcJkCjACnz3WJ3jlcogO4yYkgmNuFCZXZIwcbD16kg7Yj8pAHfhTzI6pOOdTrXSQ2/rb9pdYjKWA11TwPZ9Je4bqj6qMYejIrZ9Kn6i5JOXn4f5fnqOj7YFfkY5csNS7/bGf5T0v3k/1TdBjIua8iQI+Ht5vHIvEWJhzI97eh26LfBTNp+wW6DW3XfGimagzYKkbkPQlgGmBxvbrLF9HpL3OP3cu9CNI3wFUDhp/IpQzcy1EeehXuQK8vxkZD4Da4lX7MCqOBGTCXra5e5M3atYCxwjE/cLg+eGfTFoqcA+wR/2+Id+85ExIc0v7aDAELfOhHzVQCcm3hKkdv1t8H9bHm0E/7+CFr9+dfUihBBGAHqmu+UKg+yCFsSkMvEMQaQPMfX1GGPrlfMLgE+0NaofsNSbSQfcrvhiiHGKfxEI4SDG/o4oSzjZ73fSpMH1mfBxeShYVDoHXSp/bCSf92v/NT4p4E5SZ9rnrsXor7Qs01PoA7cwzGB3iG9gH0iheloBbd3f49+Y7eMdo2ObOHtYTTf5T9Q3gn0dxkLGiRolFm5dNqgDn4+7pSaJKohvXrtulThdhUluFAUf0iZnLzpWjWerxLrX4XnT9k9/hVYXnMwvq9/K/1IJP0HDd1q8PpXbgHjCZqx/dW5r/TEHbLWZ7xrkAbjWR2a+JWezQaWfkBiMHL+5ThoNE5G/DMcV4G49QVw3mV3a6ujsSvqLE47qO8VtL0tIBirqs38fuyUxR7fqW4QFw3ACGqpsRvYFlxl+gAHhjw+Um617xXyFEwMaKnR+mp8yj3nG+q8UGFP36fxq0GcPRD76z4X7buORVp5UKJcGMMaIwqGXwRsrqCs+lPGNvSuzsf0VID1VEHntq+0GAJnI77FAZ6yEA4zioicrPT3PpPuOmfS94lG/SVme5hDiHoQIsFHOmbT4oDQ0XPCgdyhjiD1QqSSY9LnBWlKGRGY87FbGT/1Q/kzBRtislxOv2aPgZxfdFMZhcdL7/QBBZtEuww3InJpR5z6mCnQmXUT9RSvdaIA6WKKuC5kgf1TTqKTg5Y2qjZuFPCL6wa2lzSSnv2f4tCuRyzAVIvrP6Nbn7XTQ21sDB4nb4bdq6mOFY5xsZ0PnLb0XNnLWoMLTyW47UPHT6sl/sd5gLQQfDZAqUn0mswzOvvQQKNBC6Vfw7BrQEp0a3cD2Hb+pvLjYJ9775LvB7mqDlPJnaZNwOpTv8CXdgxVPJEVm0wNfjS9kMxLGyoOmw9B5dKk0Z2A3zJ+hQCgJqKO2TgC3xBYyp94j+Je6rMA4FTCIPKW/See7/MbbfokvwvNK/+b/jr9tAVxOcUH+WkZSx6GXMoJS0C4iFzE2Zez7BYUqsy2Uz7OOueo6DSQ8RFgzCdYzUBNNE3EDN0wyHlpc1V7xvlyLc7y3BJIngMd4k/rGj+bqJIEYOJhVHktSZ4qB7d3foYkFWU6r7nKyUZwHjxBRroMyEyetSb5zr4Y0/UXtiTB8yAHrR/4uTOzkd4J11SRnL8BOMJE2qUvtlnBgjZS8j23BUdzOJVt5K8uSNyOqLagURV8E8RZ8pfebhO8OE4FL5+b6x5P7+BFWBB2v9ztkMT5ahub3k/tXU3GHcPs6j6uRLDC3+1dQv6hrkZ2KmDxtFIO7fXHJlM8X3FottRmPH5bKV5Om1OLrjif0x/IjqlkOyau3YFrgcPOk76TNxO5wAb6aeDJq/j3K8VjNSnON9gQVWn/n713XZQdVdlGsd59/3f8FftHBB5OajJqzJ69uuwes3JQROQkmMT/nJfpLzjQcn3+Ih87/pv6FZ0m8yKjHgn9DlK9SCx+aMCLKLnMONdVLJRt+qBNeBghfL+bGebtRO/cLkCPZAC6uSyVLGVeuFmEBHhhwTWVio0Yx3cCxbp+jUlblZUg3FVxhVtA0r+sR1r/sjutKSa+QE+Bb/mvl28C/VuOS1ygxORs1+ZuiW6kB1jfQEVaQ/SKkkiMR1oydpA7jNpyZ+yndXeJczmvdqD+JOFX4fATeNV4P4HXXRifSJ5/stRJdFK+dg6vtXLO4y7xauCKsc8VTAgTuOQ5KyLYrnGGcJHO/rq5ObYwi84ux2PAK3VFlMaOCzK3ADiY90ajbdudFlE/qnUkGLOZv47PUXv5IEYMvgscWFPIv5z1pC0Q/DwMaxKw6PCusEU+ELgrGEGHu5MYCA79MR7C6gFkKz0VkVYYd+YfhMUlWYBTZZE7BcQCeglSOlKc09V5r+CRxhIaBAyANK3dTxZ4HWdOFqywpca2hyfQyiS63LwOMWjz5vf1mvC50B409JvnrxkwuILLpmsiGs0ybOZ1LQA3RJhnzXfARXF68+wX8Z6/EOAGrpx6rE6+GKKTX91t86bcq2UTrRlYMUi06M8T2+qiHCbjeg/G59sVsCHAIrLim/rkCDZUniEhi9SVx+zI6Kzjfut3gysOwGSRu6Vs/aYhHxie9xjGbvMdlDAOGOZeMYCEqszPADkNJPH0iH4i6PBrYwhs2JJXYhKWfdhgiH5b2C2zcQTkZ/udvJ/00tAeTD7na9rdK/yZ3fguXpmtgP2MZ8iCwUkt5QSinefgjD5xCmNzVKuCss5wgj2Y+sRbRpry8Vb5YidaEihE/IxPLltnCFV4UXHN3iZCNrb5a0ON+sbIlPMxYhtQP3AcaWIjo/jVXjaa2Hg46Y9JJVM3RBSZu+JW9REh2XINtpCDQ18gbWCewT4KekSsBjPNT428L/v1fuunLsaEN4RJSDaSkPYhqA3nc7TYETDc9c+AJ9cm73sb9tYkuvbJ+dzIZAmNzI82rusg6FbFcihuq+L9Q6NFM/LQeP6TYMz3JTDrhh0EjN9xN12I8F/Gw4GuSF8cqcqY2BDHLmLDTJcrTN3obPokz4u3D434AklQZ6Hsut61Dj4N6f3Zyqsi4/1OnOJNXLTEJEkxDm25S6ITwZtjamRAxU81ATzNmSov7fb8zkQAACAASURBVBYxAZtEIDs6PTCvxfqZA4yOcN7GULRqiQKM5xcRgoxgshyRYSUMvpZ/wL/WS4VnjVG5/kqNmzGVQAVnMU57v2Xn/lSudOXKVgh60APG6ybaxlgYySxXsZtIwziYI2RdfffOuCKJLt0mv8zxTrkIaa6tsZEjIkumYvKc5T+OeM27U+ZQj9phsGM/jFGaGROfoKiDfcK/GdC+K0fzyE/zeMBx3sRR2clGk5iiVfnSdSvW0Y2ZzciGpztauqpnNkPp0WcFZugVY1+Id4Fc0WDpB+Jc7noSnXQHoVBCc293drqUnDu/4ADXBPmB/T9bF3lLe16eksNW1nwDeWcNoNrAiOOOI8/T/1N9+i3/5vJNoH/LrXLHiXicPPc6UK/rb+djBeeeDWKDHwZaccnolo+hg98b+ynMKomO57sn0H/iCFYO5UccS7rHW/90WW0k+eyT6LKqJv0tjTguYItyxI8QfImLIvNRm53qcKnEAJwq/ZnCrjtFoWrcSJCc36ZoONvVjWGAvRQ7+nssXJ1P8L+Oe87faq60Txmn/q7GBEFngkUtMekCEn6tM39QaUPEP9MnYZ9PgdU8HXJZ8jAEDLUtsrGMzfEha1tFJwYc8PyxTofF3URshNsT3ZL3O5D6xodgLwXGqvh1JqerXe8JamleYSHo6HmwkCsZWaIOsi5PEzvjM/ZUwZU8l6D39cTx/83Eg3wzVvMGKWCRecEvfocieR3hWC8diQGjmDw3+SO3+CS2YA4SRJ6sGLMP/9rkSD+tiJTLgbbGf2o3z5C3bSPeBX2CAQv3xIqMrQli4+JVexmBl3kGUQpVQiR1Z8/AI2JfNNgShw4qYeAmJte16EuDq/p6DKJxfYdYnkhSOoSgTXk8610mEfin83NHoa9DHdX4wG8Or0krS2p1fJWFPKuX3DJKFfKBsIsmDkDyGOq+aDh9yETum7GS0NMkHvpLatMCTVhPw9DyfOBvHqD5SqpzJytEbWG4cANv0n/yu65zAmbKw2DLTNKhz4kEE7vjVrETUeRHgY2fZBTWdL2FqRcRrMyC+6zJEplcjI748R/AG42a9IeIDLJXict5hSMcZH+3wvnM96s+S8EIF22YPnl+JdGV5uN6XvwluDNfTxaPt+KrEL0pcL9iwcQGuk0wbLrgUtmXXGlS/42bwEBGmBNv2uhMz+jr5CtayvyVZB7eJjtVGgQdaADNCe122Xlhn1Q3veF+lBVDi4hBj77wutcnwrtpqAPf5hUwWfAhwtOn/kCn4walaDvOOFg0ja0lqqnKmBW2wVVa6AGlmdTLdL9Ytl+LdeyU6kDyHF/B7n1YUDei5zCJbigZYF2p4WghaU5gu3DekU/0Whx8XWKcxg82yo+3VsMlH6P9mscTAOKUfMIdV1W8D/gpkt1a5u56TO0Aw8A8tlz9jqIr8dU4y0DE9gxLr3uT7YIq2k/06VvQ0RAU/d4qYX2BScqJN67DRO/IJqRVv+J/X/77clDaPvEbvOWEAwExeZ78u8Ifz/g9jPWojIT3vlW8tejfGq67A+0F/bMY9AWeyCubyNJyfvwT4GnTMTYO4L3Nzm/CBSfYw0T9D36WfEu9W3ud2IcwtJsNKPD9rjLdF8mm2OatRXdoz/YQKXslVOrynXreUqKY4v4KaGx4Al30dwlviWAfYzEKfEqffsu/tXwT6N/yK2WXANgmCFodxO4n34NFyULVSaC1MvDefy8WFxCcjc5U53T9tGyDeU2buwm+p7jebff820y5v934yicxwyaD09LB+mQp8QnXdj0uF3Hq7HSea+XsytNpspCOAdsIuykimywuikiqLSyci9bBW60Bws00PdWi/K43F2Ch404jh4a7hAPDP7ZgP1kUxz+ef+PQh5uLSDjGIWUeSIc+Tv1IBCa+u6cAUs++fzx+hkbgB1x0zfOPu8QaEW+KCoEPUi2rwnmq08iRsM+2FEHJhEBEQk1wlLeqx+Fvj6RhnH7wyQeE6RfGcjDokqsxxvX62zH1DxO5NzRI9yLDGly5jjHwYoDldCivKDZgt+OfgQ99eGqAbhFxqZeS6VV1RWkDNi2TwVh3BfVRBcsUDo0El9Nru+11bKyIy5x0I+w2FcpxN358heulRhn4A2HFBChUmBs1Ln1ocxEwKkjDMoHaxuGmgUGrfxR0E1trNxU2T3qL7sYEwFkpPIwJRxMaeqcORhi7XIjoU0Hl4IY1knFqG0lG+AR6MmNyAVmv64qxTcTa2wY3b+oCxHVB6LvptlAnReHyyDYEj4DWfl5XMUE34qWpZkpcJDZM8FGbYPNuXmAFGuYSOOpiE8/PpJ8feGFTmyPAfRNSJG9gdhHTKglqWizWWUJr+d/s17UJDN5UEHUe1Mc1jiQwJEmPyBqurP6s03IgZ34TGOhDkcnE52HT59TDvobXW+WArkEpfVA+7JgVlVgqt7/o/YIXAYjtAp6rQfmxjcq/BdrmubggsxoSaSJr3F73VwUTCGUMAWwqvUB2SkHn9C/CaXFo9ViGs6wX6IELEFw7pQR4iVPWz/gWNEcjqAvuyWE5WNfI0BjGjzyCPoz+E2AUuMa2Z4WFkE0Xk/elWhD1URzdLp9Yfx0btK5Cc56N2+yu1sGGStdpkOdSVgoP6jZB1vZrV3IMpXOjOPxGOCafDiQo5xh/cOaFpy4Mnznq1ooVvrqGA1uV/ORFuXzbIGcHNERsYxI993EMrmhM09bCBflZ2C4T8WwoBxKQ8uxyoTO4ZIXJ7yEcUK4QRqO/knvhxxT5MrFuAVM3rLV0j/K3maDd7dSRvMnuwtjZtxN0CGXHI9DFHhNO7Z2mMvypDyGc7XglTlgGtcPwTBxkBFn2z3rt+79XvPR9y/9u+SbQv+VWid/Wwt/OWe+SzQk2tSrwoJiT4Pf61s85IE6roKtbEoy8eHWLtR95PffLlp5hfn5aPj2+vHEBXD7OSfEYAIjJCBxvNfa0M/1hEr2DF3H9+avtYeWwRQaDnCwIemc4rb7Z/VyHyTvVgEn9ilfrcjdcC7TB+SC3Idw58f90acjvdAeR/07gLNln/ZkMSnMPRvTb2Wv7XTu2X1tYmt5ckT/OVdtzUuThgshoqNLB6zbRx6VsCWEQ+W8QbMqt1cRZUZAsu6P7PtJQN/JQ1q/oS6A/oY3j3A6xDl8uOOFEIayA46nwvns1n+xwv0ZurzYX/MkSDa8rKPyar24fFG1NDrnkAIEl9zQAM+h6ZfewV9X5tmiv6gS69O96ZQvkYiXkmS4wgHqgCurc5KKzotF+WUAzSdDT4VnQWXq9JsXqtBhXwX89jTRl/SXy9j4PwSd51I9Ekui8zYSg3hJeH/SePFLy/qgCRezhQ416/iB4uBUvtnG4Ycxz9+SczNQg+66s+FDQGejnyp3gOQ4/5jnuccGyQBErTZ18Ec5HxedGCwyq5oQe+hPSwuM7bIDJDrlXvVYF5nM0U4IqTF4vGF+/H4v5pH68OoyVnJqRIX1S+1ANY5/YW9lJMKOjrS8TFOcCDk7tMXCqzT3P15sP4M1EsEZhhmu6rph6Kgb5E9AFYZP9Gm4Tm/ADbgvDt6EN4usTI2MQvV6WdBjXE+jjNbymYIMqHRj/TH6SxPebiV8ib+Qw8mPINkuT6CJ4qGPdr6dV1K9pOhY8gGsSZJ1kR2DM680nI5yTKBH9081UQhm28UVKrcUrI4p6WPSlJxleN33Gk8+P3CpZk8hxghuujzHfDP++2qH+Pxvow9Lrsqj/UrILmCG+NY0LG2zjGB6wojFx4aINtMPXlEtfuKFLflt/Q+UOZSfYL+AJtLPsB16PT3AVGrhxjuqwBTTCZVQX9v33Bs6urHdW/LycuLOTn7p3PpSKpvHz91173ZPkH30OcfJRr+ImsMqeBfx+GnNYF58GdrqSZO1SWTvzJy2JLuMNMqukR0m4ZouJxK1oSZFsBciY6hH4Da0yoE+QE/XXttxdjwGvkFCK9NoOUrJrqD+WsU5/4OQijhenckfPzlQ7ZRh0PngXMv5f1DD3SrBn8aatu6RiINBHxHkURw4L/5amm4Ud/81/G//n52U/u6thJPNze8x/FXd9yz9Qvgn0b3GlcvhPE4G7ZPRRUnFqtdY3pKjn0Dg3u58i/Aa/FUoTfInFCsbuCfW7SdZVsnf3dPRJX3cSyZ9IzD9NQtvTEG+HMybPX6+Xu47wYvL8R6/gXuC4g7ul9+Z2Bg+8WS2gC5jZ0UGZxc6YVt/oqfzsND6QUVljJTcXAF1rrd9cCK5LXjsHfUaUgjc6mi4AWwVwmnI0foa/TYlrcnLBGxzfPonejg9LmNpSHob7qW65Cxof6BAbcSH3sLSLvGJVV94r7oNM8gxCrePwTE40Fz0ld77QP5i8deteqYaBRAwUtlEK7LFa8d6R3bo+vrC33L3P0hKCTyQPVL2I+fpm6JVMx8CNjQGfeLlYKPsxmuSbGPQbICDRw5jky3Bcp/6gsB/B7yi675KuAfQsncStBD8oeQbYc3w62KZUMu2vM9ww+EYi4F+2hGtEUy1bsPPtmlnHludF+8LEkWs7aEaV6c3yjWIZmNkyJk++TOpiBqNNnTVWuoPDSZb5LEtyncheJS4daNATx8PkvjWJPQ/Ee1i7EaqajLAGlC0BXjgUqX3YlMKygQPGGhQocheuN1jnyfSNV4DkVKKcVHq4KgoJicPs7mniS+1x6H/TC5g/ojFDiJybjOKIaJIDGwQ9JQE2eRuRykdnjFEXaPUCoYPColdBj75Rl47X9cps0tCx9uuUdZpW1Lk6ygWFHeAt3tGEcrxpLoHasJcw1utFxG8itnWNPYluOPt5i53QfA18kQzfIR/qv4OsXVXE2lGiZ5T3NC2xu9C3u54C9Lng+rjMzzkBKYAF/T7eNV23sx47BtazX1bdHM1/TO4w4RPoIL0rRNRRrr6DHvSsMNFMnqPu140kc8JiAjlpqC1TxdLpuAwoJdH1RmEz5rHp3fDF5IGTstCvS51vXMw6q4sNzVF9TDRVgoq1GNI1UWRk6tk5+PFhSFU5WWbbhx0I1i9n+rxii+dvIjy0HasN00y2ibDcBcCeN/wP9YANw4qD3b9MxfinnKcuKgUar7E//tNJ9GEbxdBXJKyj9+IFyjofLondGaCj9Xcnb6BjOejVUp+E9qj/bpWopm4rx5qLth2q7khMu+2tBmu2xF9upEHFzssf1nny4sG42QHXefhGSyJPubKb3xSNpqynQcaT1xxEtt7zm+TPofuWPYKypjt+a238DTrT80XA8Yf6aexned3+hzxQraG/5b9Tvgn0b0nlJPH39OnmHWxd2CycalyyAGBdgGC9AgHVmp3jXu/0jsuUvfX3i/l6ofAkeXua9P3bk+cnBYPfco73MIlePXkek+jxN8K/U05pukqwL1o2C3vs351F4BCVC9EbqLNywCJ6FciENXaXkhrBuZ/OIu791ge+QrJDu/tTyfToFVKtki6c4QbK/Dx3xZ2vF0exvQc1wzRxMpZszIQOLZMsJud5JWMLaPrkPSXuywMpeGY3ld3tmONKRXiowaOOrPawaCVnWwc+D15BzsXKMonOCztFN/WwBB4kUSXwASkvZ5OQt0QuEOx20CE28DbM62uj7fWq0rmgkjqvqU/4pe3RRrj+gi7MqlISDtzEbHSVGwhLhEk+g1UNHfQGXkP9Xah0rV8FG5alm5yNgKEhiPACj8X4mMIXthpwDXAaYPtaP45wXtItgAd+BBH5b9uHnpndt1B9l3NckISQljwGjbfxl+pu4beURB8FkxXjjNOD9milO1TGMXAI+Mv5QJY1PSZJlJxEf2kC5Uqmmh2pxmCJvjThRm/VcYYbyTw4f90Nz8SM2f25YGmweQE5J0zRwyeZI9g4iFwT9kccFvN3KhywWCAKnwyfSJysj6R9qSwonhQY8uzL11MZmswz2SjAMBQv/oB5lTpOze+IaO0JeIaZid/z3ouI3i+iF6ueVGxKIwdwHY4y9pOJPTdwFyl9gkF0geknk+nXa6LBL60vesVESWQ5jsbjxm++kuhvkZE0fMRS/QOZuyqJntfc2X55/WqbdsKzh9aaCWr7i/4+oBsv7dZzSHy8JoZdDfy0GyWQEIxG/670ycFGTZlHHiYyMnr/O/KnfaZB2lRs6k0g6HsOOjYoVZ76+rKBomuG2sRBw+xOoshSLR0Um5RMExxbcXGWN1wfqFvBJuv6X8TAFp2KQ3JLBJ6dIEIqUyhbR7GdNDcwdoGdR25oMMHGL7J2csEluEPbW3bLtSSl0SDafWOXyPN09B2fJ9FPCjo4/roz7el+UJAowxWqd2lZyL9Dt/MPo0Mtg/AG748WVKXOxg3T8mP6lMSwuUR0TFHErngVPYJdgsrJATF6YBJZfSom8w0j3ZIgBcRO55rj6dP5icaq6UzpEfXjDxg22TI4d3aKgN51tyU736Cnnyd2czmvTPkxH0a8WWypOvnOXP60rKairSynIi+UcPacseKTdfIc/U69dmC/Esvhv3EYlX46sZFNGcXRP1G+SfT/bvkm0P/jBRO81fXf6nOXRCeKpiCccX/vOV4I69rp7eNbnUfbwTt7vftpMhxh3EmOfzp5/qT85EnsbuNBCpyGvnTH6qME9hneK7gnc9/i0vj03YUquaqMu4Ftzuiq0lo/xFciZ3mNTn3s51ow6ivhIKjYRolch5EgffUK/wQu4JzVzbwSE8hs12WR1r2KtipVHQn8lLiSBK5mco9WPD9aJO4mzyng1E9Rfo1sVW9PG1/jWCxn5/Eb4Gu5HoszmmSMYYMtElYCsfyualdxA3dfMOFsPCL8At1gwEYioTOJbt/WtbHggpkoBqAyM/SBaCxg+WdgzgeLGx3C1voain3PmoKdlDOpW+oqgRHw94lww6sPAlmyQvqR5LmzVwuK6HgjvzIeHuj3cCU+RZZb+JMx5xT1Df7OQRm+ELS6OhwOYKSZv83LWIAt2i157jfW5RbIE5qYBXjpdfmhQ56TaMnzFB2wtilhLuMdusnDJy4KUGPNV0Rkr1BF+WDhO/sVvF2Qg9n2yBCl+Un+h94v9EBTBhmL1ep2JhLZ9BPBnC6Da4VKBeydfipxxBja7MfoDoCkMio4SGAOBLYqntgeK2cLOoQBDzb91H+DNsNWW7hzJonApwJZRIMhSUC6dLTS3/m88w90Q9SpFsxs/I5hdUXO8SlofpvsD4b+tI8pgbAp5rqCc9DIIvpycNNkVxjAtzfKBfs1YVr7oCNJp0ivvca43qztyeHsU7RhFfug3anWTFll2rzlNj4J2/e6KFXfaiPhguje0FQ35axB41X9d0CdgURkVhwiflJPe1woJ1wLeHEfU88gzTxPcaIB2I8h9+YWFxCdjEnwv8R+Kc8VcxjUkm3zmPZf/50B49gpzFu1JMN6TNkHj2sQTwvWKcI6q4K+r+tJdz758XZl5SsJV2EQfb0GOyvKhqmvdZsNR15noVK5ASN21s511T5/NrGKX6XzjEbZde4we0qeP9a+rpPTvpL7uVVaPcsUBO76Gb4NMdlba6bycxvng/6vcahOFgK6vL+CDesw+cUY1I1YHId78uT57Vil6g2xXaIPs22pSsIYDULZXxUv8hd+/I3kQAO1bs4XKjtvro/qR/u65CP7avE8zlnf3XD34hsgokRHeO3wZJ6vhR7pBk/wFx7p5ornOpvQ4sr52hqU1Lb1Q2PpM3ajOKoumNLBteS2bExoZpF7Mtuan7hOjfePS+Svm+2Cjg7bor/lP1K+CfRvIaKHRuU3y8Ckx0o19UuMrNy9I3058Xg+F4ls9/G3XZ78IbqtkuirNr9R/gl+qZJ88anz+Fe17+D+Fr7PNw+snHRCr2IFPDurDvpJ8hw7XEVGFjgUJYZ4nNsseM/fNpnuPOln/OgCdgmsewbkbLEqVadDmhI3mKzcgFqv6SNtziBpsGKQTmn1NobMXiEQU6OzLH/exJjulu+a5tVLj1QZeHPh7Ge6Q7m1YltY4N+B3y5eNfgoSWCpM6wds7IlbmCJ+CZ0HY5hIAJs7mzeSyhYe0mec6DAoTyKvFEKniIOzUKX/Hj1ZjsVVjvlFUho7QPAVRnNcUJyYDg7DYMi0fTQmQHZcZ5nhQu4yiPuMhqTeXxoS7f+g5LU82B1nAMTGYcYTL9YfOT71PC3+IQAPc+X2LCaV3oLinhY5fiEuSU85Ef8VWuUkujoM6leYe2rmwKzw/PnzdcTvkRmlwu76QY4xpS3LtJk4xTWYbhOwR9HtXslNSb86eth0kaegHJj0ZMi4C7/wrC8tocnzhWHUHHL+h337NqQ0lz1GjnVWrUAuUfbf9g32kluzdRlU1n0rXVaJWl9S8HDQ/YyzkTwCm1LnCN8sGUsDIV2xILVXqcXT5k284cJOKcbiycbVV0MuO30kxkIkNq6b5xzCvxYyF6rH6VftgSq6zuOAIaoNEy6pCZWx4uAiPFjEWRnfwC0EW5DMEEAQnvOgN2YvXlh97uVENBPcKGpO+/BRhPVd3KgPzl5Lr/61PewjUdqG05w1uH1YzS9z6YDJgNKdzqF7FsppkhK7ITdT5ArUplwtmreRD64tV5HXUBkMlUsA5ygyZR5h7GAT1P1TJyXfqLAnFVwo50mkC+A8nkU5NHKX0o62QX1c82T5HmL+N7AFRhhX1USnRSu6eNGP5RzsXBgbrAJCRroIxfxptO2V7vrhtqEqHuD/dJNygprELA94U4/twl0OYmNEHZIb++nARY2pC71lNR9oD64Dlnt0aCTOcl2Ler6Eu/g1K/y5A3SazQcFxwL30HfXB9/soQFQ5ojrbajgVx8OP7F+DxE6CPaa4zDdepmiwcFfSEXIzzvjzyLN8+Nc2P6Aoe0O1WX0Etac6rdiUYzrIfMVQibaqlTUT/l/ydK/oMl0OMfxuZb/oHyTaB/i5YnSVFsUxmGJ69n0kUVBiHq3sNvDYudpncHU7GLo5wXGTF5/k/vMSgXUf8QUv9kEh3LKoEeX6MvMH7rtWHVBofVpoe8W1EWUfNJbPkrO6MzhmySENWFjia4pr015UL7une4J/eDR9ol0evOqHPKzJddaBN0gLlrc5NnZM1LZK810y7WsFaypSMV2hwvYmeSaAyy7/ZOWSgd5BEO7VwWUA6vhdN8Frz/pEzGvuTJnQ6HiHBTx8UjOlj1OIxD4fke9vfloFqPryBep5lX3+/ZH1+9morxk3UtgNglQoi8HbZb1Z7bTv5MmGKLOnxjvTDUeyKP2K6dKSB6VA/SXgNdSX94qjh4s408kYRP7yU9WiX7KlyJNHCGvIQ/WJv9qeuhyp9Xmy9K/pxnxhdoqFDnb8ayuEeFTpIhSJza9eoSER7bEe0HJNNb4yYCqL9Xb8j3I/xi6RLpATPylXz/8RvjjDhF2kCSTBIzVt3Gockn9IM7JDEQgsTPA7HRBBW5AC4kFQGzv2vwhZzMf2Yf8nr8+CQzfu8W/dQxADmU03nARERvhuCQH4zYsNKUtYuVp6GVyh7Z5w1wjNvWblEDB4XO6Eopr6J65hD5eolygIXcXuikgbV80Nzr0Ov4DcdoJFmRYJtTGSLLU6KXz6PWS3RgKmal3RuegzL0mi7fSzMPAWd3HNuX2HTW1fQ/u+uAy8ANBxmCnwSBx5a4ANsleHtc4O0ujhxZV0YaZISxTk58CDB9Qw2DFWxoiv/6MQo445t6jVBcSwa0kBBNctmhbonwKJDNJNIHu5O3vQw7FztQ957KUJSAczu3162/ABdnAkCAKvXH8dRXumRwTF4jEl9JbZbCBVkvpqJz6RXlMJbuteM6zJF1f1sqwnP4m3qH5nrLEufTNwGdfOEwgTIpfdFXKTRO4tuIloWyVr7myk6deNPr4h9a4XJNaKzV9XHY9xOzm5J/3N7KbakVf1t3oX1DoDNBRkRocPz8zgGB+hijGyToczRwOwEtB7W6W8sjYsGL89QHgEN9rn77rVhMsT2MwXeokI2nHXkrBV1eqqwRnp3xMjcwR1/pd0qwr5mdksJfAaMbzzw7+GDx9/VVWZq9Zr1X+cAHYNOBnTjeQvFIvsnNDocdGKThKi019KEtWz2JLvDRTsqiT7GSc5dEz/BMvc/ZfMS/3aD+gCwQUdhJeJebv+VfXr4J9G9x5WkSfVXuJCtHOHbK2vcafnuIU59Tr2xtMUNk48nJ8xAyuEGm30jW/g1vDPhTSXT3NKQmI6x0yfMKxp9Insf+8Fq34SSd09NlaoNfPA5rn7NdveN8zhcLCaLVAh7uuMDHSd8LqiV657YYXLq/2MzV7XuBljzn0cG3sv92HlnQha8+dotZpYvuKCVQsvBtzuG/UxmTCXqduX6iG3D0XZ5w85OoRwdnA/+u3qrqP0AXOdQd59X+YRfylF1IPsg9tl9MoLtBSGCR5C0J0uewIEaH+0NxjLfZXZ3DB76sW/fFWHu4a86rwLUu0CnDqcIGgH0ZR4EEZkru+ubR71kVW0vHREYYT9cako34Voz85MDaPkl/unDmmVyWOMVJSRnS4v7si6f+YYYASMDN6e+AuwTh3JiJwjH5b2I2v+gZehmQJwVqXeznSwKio63hWCzyUDE/muCK9FB07PoV4Khe6Y0wYdAAa7WR7aKHWInOFhMkhCjnrmQegAwCfYwL/jzQJDp7YlmLMdT+4LFLV2n/Yd6mvcNgT7bNbJXTpI9wL9ap6NMpTVEW132hL/u7JbSrwon9qvCr5tm4SedwXkH29Doj2rPZWvyIYL9cAp3nq9vFjjHo1gnL9JC89Dx8hgNHhH44ZRkYOqgBCLP9FqPxvQgtAmDUWa56rzDL11A7mfTwHAZSTXWCWKV18j6ut0jsIvvNOcrdkBA0xIkk6VPypiFXD4vNrrgiQe9hulY+WdXT1ACzUzKF/TouKM9rq636GL2Jwn65IHtEZc6tPak6PwkCNrTFBGDFMS4xlwSEiCoR7BkQH8r6XoNqajDKtMm98hzK6bUzgAAAIABJREFU253pEfyJbJ1SmVy3JiB40v9OP2Y72k3o5NG/1llzTYUxArnPPOfX8BlE2f4wu3YadyCyb9eboG6G9mBBc7OY6xCse4Ob0fPOhDwpUTeHZPcpCB3fnBeFY2swB9MmfMrX0ON5w1dkY+Jrg9dYkwbV1AfLnZguL84NIPDw1cFlqYC/s97cYhlnte492v940iG8OE02tcHvtqKpWle29BdK7+mQt12xwgLi7ST6OXCr6vw5oPlu/Xmjk7j2NJvufn7WBw1n7yvhLkezHaLnw1Wctf4sinl5Q3VcFpxsdzPcf1858wG/5X+vfBPo35LK6infT8GrEqCr0oWsqoo56EbeRC/68obDgm2+aVT8PSyr0xuH7dgPaP/TJHaX1I3J37vwnrTtSodb9QS61SGK87XC5ZSOKxjVE+/V+Roeu7+tvOyc9yRAxxL1zL+shoMwUxBnQL3g1IrDCImePBy8wu1watoHRGGR2+KfaLLQKbJEuFbHBe3X7dt7T3w2DKTIE+gugHTRGZ++8AnIoPukZRHkvIYrc3Yh3MlXufBaLGp5pzPjmSygKsBoNI7LcIfbTWRxocZ4uOPJ4sLUawyLQwyW26/xc1jf1UUSjAlR/81d/AZn9R5hScLHsZZduoY5OFg1Dxo9Xa/IByqEnJyLulC1YfpDNU0i3iXVM19pG5ExRiPkd/PRxzj2LFjptZjwr3UfExltJ8KOVgGp2h5VlyTox3WdBl72D0rgdiYJNng9gvfvjC9bLCITiG6iQHsuDxN+WRPKEULktJlA78IEMIULoUEMuqYABwYbGfwFmaM4kMr8j/7mNb1X8CntDRDgY/i2TbAEVBaJWZyCMvu6/rpvXlZzEunXvanJEuhXfVYFyiav89j8NYNZr43IzZERe97wgpZJky4U9glGma3bvbXTBSnM0yK5pb8gK169W1survk7oAtw0wMmGWYdeVqM2HhC702QHHrQoaiOlzlA/8v6rj5jgbzpZaeZ36oIX1d0rXzQ5mzRQ7JfmSbL1nbPCWQwYSiDMEeubA3XKMbMhLwVSSzX3f1ov4x1/FgS99k9d8e1U+H3fRdoBWUpIwzDq+ju52M1M2flwiNiY+fB52NPc4J2Tjs7vSwAbQ7dBrNmLKWO5u5OsAEMOkLt3o5aGyYUhcVImcbeRl8WjDUH+nWLYw7/JR2Nm5i7gkl/mvYL28o6+CDxYGZuvomjMdPr9TFolrUByx5EJLFjoEwEd7eg8WpjUl1WfFfdXnN07U8NV5XZ84vTnZ69XTeMMQJvjKCROB1TGGFCL1QeCOj57R/Vvpos2jhVjvq6aONJ7qvqH6vqQxUYYaxK3jPp8XIgC15Kl9Km2U+XzfzHkg3YvQZ3+KvqK21ausegeePbYlKZKCXRz7pJFysvIfsjJQeEcsCEE162v2Yj7sexApxjACP8mT+x52ZYgwV1uMUsxtE8mPLsSLxu0q1YXd4D8C3/E+WbQP+WXy0xeCxlmahs1jUnZbjjAWpdO97gICYA61FxfoBLWNhUAbhPJM//VHmC/2f7r9atA87rJ8+xxPl4Uk6S53LcPX1+Cq/thz5vspG+eA3OnmGwScZ0IYh20XjH2QzerlvEVlmEMvJz1t0SFZ5Bg91ucVrRfAF//qPr8obXNj2TPHtOIyTRb+AyEbh+woaHW/uNge4S/76JRahdufe/ob+iAw9JxvSk0AlzFXVgEYgBLkywST1L7FSwc2AP12JoPz2+FsBuKfgpJbUMVu51sf3Ka8UgiMr4a91pfHPYn9FhkB/YTKbP/675VmgOByL//c0RYNzScBhkjgtqpkwvhglj/yS2r5Zpml9ninzApytn11o/aXHUQPA06uBZ9au4H262yTEIFabr2P1SYIFAx1L/wjwpE0g0BLGe/Cl8C3yqCUUYl3OXMeE8jULrXpSxiLCxosDffX+zKSgpiaJgBoVsM29iv/CHegd1mdaJ7A+bI5z21+R54BCNql5/8or0SAOG+YpwSxksDjX3QXTG93/cfvVPx7o3NZBRKPNLsDcMr5ZMAfGhb+Rhp4tzAl1gan9TdOQpTiwurdjYDUme2+bGwKmcR1YfF/Bv+PQuHx/4EmnGoQHaeva3rOCmloYcSqlgCzFprjK2Yz9k7JYEYYyOJ2LVyC+k8h3tV9AQGeAge1oT9cO0X8MYalGAEMNxy4EkRokB1GRtPeCNO4W4t6bMsTsoGb2/oHFTer+usltNbcebUbcEudVEl7a4ha/ijRvV06LWP+W7m7VqA/6qcDoo7l3IlfYu99/75/o2g049yfkUblOhPPXopBNMg0v+VGDK80/boJ+VGvufQXCiWIGbdMucVvAzwjzym3v6Rg105kufVDotJ8CCRm5so3Nb8YIU2EDifPVO9dzG80GJOKZumn6bRODdohBws80vDbXqm90xvMZ71ehxqeXo3oCn5rqMwD2EGCR8aU6f2a075elz+4fAwRfN9h3lNNqu7H7mT6g+ZftWL2hfXYNv+ZbfKd8E+rf8WumS53gtLxDu9mJmPAbrrjPYmxZ38Fb9N0hUC6mdIZAkVpdE/zclz6X8PThdeLxeduxf1Vn4tuHC6TycwDip777DetqeepG46f6VJfrbAy8Iz/eRlD0Gq4AY7WSoWLa77ZfDV02t2Zze0qdtXi0ZUWjLHeqfzdbT5LlfSM+jIomDjm4XuBkw71FfFt20OE0kinvB+R9z6d/Jgt5av264bFheK/jnYyUpHXdnxPMfMKAGu4B0J68C1cBZATOiUy7SZKFOIZDRI9mXkAR0TWd7na0qcbkp+NS3Jc9NCoSGQkqUD/uEwbh8hyHHGc84r8R94ExLGodJ8lpbAFyG81bXDvjhSQsJuAT9sJ0v+ZEgPdo3xKGDA+3u+hILougyHzfsoJ+3xmbTaXMdBPgibRiTS+KK7SI/L+4DyxrGBt63pAIe0xxrHGd8Qu5GHs/GIbKNOiTgX70BRHWBu1cICxwOvKa/TJbQhu7ZfuOTt+bjC+Ai2Op8+FkRZH6qUrLAN2lAkLFSgIdP0+F43PfAxcYBTvsQ2J+3X6hOnA3Re+E7iyNISPTvnB1CviZTGDKPc16Nx/2GET/JZAmIeXa4lCPjZZsBnbcR6llPhW4bgYHrgq9UTuIQCRzxTUlHD9N0Awxt9ob0GJJIh1/brnV1DFbR9AfZXJhMznYFrS5b2JJC64mMM7MfW3WIiXPBRxLNbpPMxt4SoA68N4SJ2+Q5aMFwP6xOCDduMPzra/fyGy3BWsSr9pW+ZTgOOOGAKgaNBX0wfLtDNSZNEguvhgS5fN5q+Po1E5yVdi0/51i5d9rdofjXTZ7oWLVJ22FkvuqGO7wwi3E6oE/YMAp9Ddg8hPrccAo6h8hUnnL6523QTwqnk5sMtKhvrlsl0ybvUsW/U2UBcynsI+kYX9u0RfEupVySQ3h3/n5Gzxw/i7U7Hew9t72umv6D/hch3R3HpnSO9orcN9ZAf4uURcplSi5o+yuDWM9j3aXI6Fx/rRBzOpydXKde7i62HhVWhbH6Vvn9Mv1CknezjII942MBHq0Wssu3SF8FgBX5wB/t4Nfk58ywcPC3yNW3/DvLN4H+Lb9a5NV7VTlKXB75OqNxHjHQ0ifPTxOod+O9mDC9++Tz35Oo/vvKACNoQcyh93avj69eqX5C77vJ86p9xxPLdvS7hj6JGDoZP+o4ro6K8W4HFytMB7KOeEJXGLRhbK1Fxz0aN3Q5PQ8II6gfLZzO4CMF1Lnd8PN+ycGkAf+GBY44F4OwFGfRnnDX77dvEB7yxDWdUGdV4w/p1nLzwJ01dE8TvBOT5+k1k64Md6Q1biczJYC32tRwwCUrAsRkoIr9gV5CmVe6XCOW4Lkmz9PizAMfZAu/rluNq2nkNMxF7KEbMtmieMnnmJxvI7Wztb7r1oKgaoMIJWq1CpafAccwnmNTaKPCXo+1XQh6INYKawQdceJvhV9FUPtl/6u3Av/CeZ5FFgSd/JRPoDOr7cK/N3n/RZLoA/vPh+14PYqBCokl2IbggNX0jdLikgSN2Otrumd9n1KBkPS8x0yTJrFnVrve2kKBjz5CGK8XLRs/Tbhj6hO0wQPqM1wcg+g1XMp2wft/3n5Z8HrShKi1YYKFY/8UDWeoZ7oc/ZSrgnwKQzaJxMR59NqENYGS8k/wCzvfBTXE8JOWHao2bAjy3BVIENvez9GrW1HVjvEqW0IpIam8NrswsYa1EfxGWNDVlD/UPWDeiJYseKrPvah5+StVl/DD1J+ypvfbfNaGyNkvVbvczwfCLu6nDdF08RYXAGErIGg1eOvMrbXhDR0gyjT5ClFeKdnWCpS2FZnzSkCvOR7CY9Uxw5K4CpyLzh4W2GQBmF2zo9+Zrt/Cczv84hc3dljxDNxjqIN1u0+QOAQZRoRtKZLO5Nf075VYF/vVlSpu1anLf7pwe/IIwmEdk3gi77MQHi8K2rLqXq4b+PMwflU7hHdm8C5RK1r16KziNDlWe3czfU6j/7gs19m0tO/t+U8Kric+PNTUTXFuv0U858djrHywna0/gLlKojtTxCrP3jZnbfv7+lBsLPW4PwRre6QtTqJj3LD5zmVZ6qhNWzfrwSa1b8U9iDf/TfbrW/595ZtA/5aPlCevoZZ2T5LFptz1ivv1d8OrHC8AAAfaWSSy6/nIcauU+o82EvzD5W/EEZPn1eth9MECcO2eJL1Prt0tn4Dh4Hng169z1MP8pdPx2Ok+Yg10eioYVrGolVcdnJJo3WplX0r0b9Mi4N3SBJcaCyzurGk1aPzDoqiPeMm6a9XiSHPM4VrprN5YBEh8bWiAOdMMAzt7aDDOzXREgLvFeNL/1NNhpwpSYIHhOP4uFvUDDnbvXhjlCXRsytUjcUcO40JHE4u4woHRwcaZI/UJyQtAHOjJnlxoO+Y/Ywwar0FjvC4bo0/uJbCETzu45F9Mupa44iF825Ii+a8x6VzHMVZ8PDcOuDcSx4D3qf5w6q0LpQh/dXg1rzfvxkAUeAIqSRKl0D/Jx4tMI9cjLjEiFFFJx3FVzrbTXvQb0lyC+ooPdhSCT5iAsMH7IjJTJs+tlR9lFTDiTItYhQqylD58nK8GmFSNYupOu0kIAssy3+b1deORZK02F/INtAUjsq2nptILt73kMV4JG2ti+EMfnIfUgPP6MoLr2iUScnF0ncWqrk/oL71QoejMt/V6l111vymi2wRmYhVfZUyOprERBnXHlMXBrPDcS42CfU1MkJDBa8F2Of0seDLwEvlj7J/lCW0/K45eTXL98pMG4foo/kWGw6f+81+0uWsH6XoLSPTqZaAGmCON8jD8sfMRkjDVJSs/G3qj57O4VIa1Bh/1dPZV93r23no7Oi4HZeFAlVtUkYfRnDrFJtawkF0U+B6pdIjJyIDk84Jzrm7sIS8dAY+yAKaf/K8rS3+jsWMNUZOtH2x5tSo+UOEaeMQ2HhhP22aR87Jlg2IVt5PH0mYt6m/LYX2RdaGr2bSVfJHyHVxZF/DXo885BN8RmDpgaaeR17M/EeuvqU3LIZzE0JbkDn68vWmy7tc2lpnt2jFdArPhr1SvSf67C24ZMhz5W3Wf9F6jDbb8ek+BLtln0xPRxn5l8Q63NxXCvXrl0SEdfUW5V9i8qn05uQfyuyPaYvl0BnzXYO2vfaSA/br1VtdDi1DWKtesG3gy37AhLDfZrqiWd//CdMm3/EL5JtC/5dfLapfQWtGOjWNQt8VnPPyaX4JqG4RXPR62rXaT/9PfED8pd14x/yfLFTexb9jm2Dc4EeiYznNpW03+bpyfSnY/Doroorxw/mKJyZRHXVaNKhrgN0ULWLgbdga+0Lm1J5w3K/nqXMAsk6+XBujo/okYzK2yWPT9CAe21/Rd4JsOgH06jk6uKA5U14rYGo5hcXdNDavOdfRy8b5CHjNkvcAaBXLe+vXDBA8nr2YIV0Of1HG9nog9nfQsgXJ/Phcc7EdxVoQ4fk50fV8lFDtWYs4TdZeUCMPZekxsI3+BLqnAIVwyrdnhh4mIGJAaY9BrDHq9Br1eryuJ/rLEw5iJdPe0CQRsMBFU5bkRnU7bDhgH6TnboDAJkYiAYwoESMlzwGnncqVywZfv3+k1fDV5zhqmwv4fQA2iTpCsrFGJ2mT4LuNTZqnN8JPCobKwa1iA1/aLSLNyav/kWtAEKsvWKcOYPUoeR9zOwRJADdOusgRNLece3ooD2AVPNY8xDtkl0n1S2esqj6DJ4cIqjYnwJZzqO8gP0/TvWFukQQhNFRd0q5x/6DjC6cdL9855F106auqk7+yy6CSGJD3rIBw3FU+CKp3ILjhJRnmBshJnp2E41+3aCitfWHK6lwPKIUFOoiezPetLsF+V7xhtVyPSar/UBEVhX/lJIFAlxWwNFZ8kr5rgqZnAkJThXNfkp8BSEuXTbr3+70Wv1/XnkujaJzuc67/aNiRqqd3ykzqC0yLJc37Dpw46U1acO+0S4gnVhoK9Cgu80yT1q+K7yw04SkqDj+jgJ8XiHt4mM1HJzJX/YXozVm7wUub0G7+Sjhqqpc3WiTvi+sj2q5QXm/LZjbdjZVk5XI/LRDbiCvSLKonjDfEpecBcmUeggIOONHdQtVob43BPWjp80Jb5UskS6iLhMSLA1Saz9WuPBEohPpGGpxIkzRutj/642q62+raoP0fNSJVfO4ZFT3iQLtZXr4NKa/fh7wXXtOqzQaW5BLxz3hR4yfT6Zc9ebkNzfstRYTXY+PZjT6HHzUHWG8UTWyOiwmNaPv38qDgPBxCoxgz9xs3JaQFgMB9RrxteZPrkzzXjWYBuXODD4ueiHGvlcy4bPOn5nyrCk9W9YQ5/vvPoxQf5rV+L1nPDKxMl+z66k4X5EB2ODf6idMe3/EvKN4H+Lb9atouaUDBPds8eQbApOPFogt3i4abC/ISC/VsT1Fj+Gbz2s+0ePriuFDBgleziK5J4n4v9A578ROL8s7TkgglhzBB0m53f9MyyaxgX+xnU+fjGwqEpnZ3TJHr0wl2fM5g06fBa4Hd3upl+Yf1zuxQrHl0XVbNVvwJ9OQwmx1dGJ9Fjuf4INzqfvL0n16NTzjS/LAuBOYZxuwVAfi7Qvf6JKAQbnkzAOdM4GnNN82qBv0uctwGI7iLQPVHIRftCcC3I2sDTRra36o+vxv6p21iHdW71EwhdVWiT0GkFFsc01HRcQZoXjZckH3ziITXXTLkcYtJI7E5LiQRQyK3kt10FBJ2YXFYEiVwmgexJdxi4r1IWsCccrhMsbtsFcaNlIDmOQa7hvrHaN3d4VL5BfWjnrW0zlYLzoLoHGzma+KSXOS5k+snFDvDfCMtsGI1X9mFdQ9lI1cjHjI9oFyyo+eQ5JzsrdL2rH6vNDqi17BMCvVgEex6MhsyfTgNOGPaockigG5DIAD2grGkoFv0A+qLiHZlb93pifGtEmOs5MZqIVxny21LwNZLSlMmmqtokWtPV64tEi9A2WUjQN0puuG6wPXezDt82F8knCS5YBX9F+05GnkFDk+gJ+zFmg+H0xwCM3Cu8Xd9m1NYcb3hp/2+bHwIaBOSuNkE42TVhmJ9iboKOdeuZOWRJoL9ekDzHDWHIJ2xz5j4ZwUzvNxPmuE9IYsfG7C6hPuHTG55CR/2NMkLhDQ/eISElJvqbk0mSX7F0jIDPouJsB/qimneqqQ96tcFnxXMeJNIkXoFBHI2nt/sqy9EmOGg4W6bzXO3oT6Z+ePs5J8deEaVNyZttBOIZkDIewAT2IN4vtvpdjqUhPvx86RrZ+VEXrKSvuZpJnGyUh1xjuCuZljFO5eaZZXR+3sV+VlioHXBmF09aD6y43pWkgO6VMMf5KXz7jRvC7rtI8PYkAlPkq9hvGJrvih2hR0O37RXGTjlX2Y4PN/h1fa7wwWJ+p397ysttZlZY5QawYIbsn80ouhvBtrs1WQEj6l3ntJ3rnsdlN9Sqe2cyUcksFC7y8AJ80u1OL92T/1i7lb+sDtuyi/kKjlzNnfry+37KvjPEdfko60DvCz9pwMijLyL/cqXIFptM3JvAVhjKOg/j2wkD30u5x7Wod4Fd+yff8i2xfBPo3/Ir5ST52CUXc9NOCxYmdLUgRWN9U0k+Uao/+Qb6t9TFb0CQqyH4QoEN1LPySfRVcbuuA0Oezt+fm2dYTEcH/ziJjp8mwKU1L/zPDVBYLIxIw/mPc3orMU9J9F23VYXqjQVWm4CfHu2ZOKAvBjfLF74+YpWrY2a+6OtiEQuAZWK97+E6gABOkj+BYWO8V7hsJmv5AU62BC6IpkMddlzFN1QgratgiFcFd5cw95kl9oDn6UV5xUL2Gr/RAn+XmJcCEMIsq+R5GIWsFUG1Ilj70WDBqvDu0CaLbSGVVYWnSzk9E04V9zA1NC6d9bIn0K8n9+zpPQ9PgjYSU8HgDQZxbLZH6DONGqIviqPI3Uygp9ffhvFEJFGr+45P+D6MGX9jHXz6fFcsiztBwpPIY2I96+jTv4X9dp/icfwG9mux4G5HL90BvNTG2a9izHoN6d7MmUYgAhrytA0GDYFHiIzm8XX2HheaNsjQ1SS63G42Xomw77glPokutfOLQGefLPiy/RYYyI9+SkF+XS/+SXSTc0ng+ifdwSyTzE/FJT5x7vmrFyUxQjYnohOcb2Zd25+OC54jBX2ifYt4TBje9lUFdCTHGYm1ah07oJbaUIAZe2JoK/Zbk7Ns14W1E//FxChd86HJ80YkMIcOAyCcs/QmgESFxBC5oM2K9gttksh28agOzodfexT9GVspLS8Y4FfOceMGMJc8Bz3Ck4H0iXBInvObncwYPpvNBeAvxjXJoNyXyf3AqteoiqkRLuD5b/o+NImcrZAUSMEJcPr3wIZBXdZBZ2z1VkW40zUlQI8tivevZHabJ9H/aJPa0TiJorEKdpgwxKaF/2GOzfyZLwQP8RIPP+JnuLtYy3C9RUV/2/9ZxrPUmM6Tavgk5hnokxdQYoBNqUcSBf3v2upPNxazlCfcVr7NAYaHOgFjB8p3CUufPFf7gcMpEWt4KhVujg9LXB8W60V/LnpS7l5K90yUZcLiGgxAUcGzjJeiEZkVRk+vM0qy+0m32vH5+X0wA1Z06Obr4RtVxPdTSigvBgTm38lr3LclxtaqY+iaQD50TDzlysXm9vrnXjmVl3XpNwyd9V7JwaBat681UrR6eWPSgiX98aKbZewvqeoC0HTy+O6j2AHEHfXxO2WNRWWe7Gbp3jrIenwz2Gom5nzw0eRGZJx3ow/X3eriW/7D5ZtA/5ZHZaX8fuc15TsYfdDlrPzc4bjVG/OH6GLwflJ+62ns7lX9u28grfN/3WqfLChERZKSRkqw7cpPx726/okn3M9B7J2ieZTvFVfu5MTultQ0ykoVpApJk+U3WaEXCa6kufjhGsTxXudrL7A7Lk/XXiP80ajpSkQYDI0h9zHb+iccThHqQoHzqvS7wI9nPQuaEo25kPe7hat+Ae5tGn7WXuTkOYSdIJ4RA9luQVIGreDC8LRy9TYCXQZs5FpccMQAEBdP4jTQAGRGAD7i3YXKtrOi/Moxd3vdHuSfdni99FXu5dPnRKSvbNf/ZJ7sScsGEThsVp1yzTKBJgYxfrZqD8m/kSpsbD9dMoX11voLo4AFUp35jgNgsqd4XaScqhxziu3L1XhddP6yHBjW5GNsm3i94wPhk1Zhg8DAf8bUs5icFlrcUUcTvPaKsTxCjhjyfwax8V9joNwG0yF0Ujb+C5soGQ62gSW+htr5PMPG3A+r8iFgnpz/KbT1dJJNIJrcm7eGZAlVZaJttKfXWaHbGMtNgQWm/sKJ8qiL6QOE7fUXbmZSrIt50M1G0nAAPQX2hOWTY2rptbZ6dJ1uaEcD951LIjK5alnf8OzPYL8WmxaCf9ObjfzMPc+rJPaLpu0qnkD330CXvvKT5zZfMg8N4kN4fequSvaBKN6kbfgQKwfeOCu1cozca3AfKtO+AyJifcq0bbIzwzEhHG8v+6/aNPyzLN5+ldmysMko2eS00eFaj9+jecCq0IFlfzdglEnqroSpLSU8DFE2SMlfrJj0R0JngdfIM3n3rYdJ79Jlo7rNeeZDTE5i9m+sdhhXvPfT8px/qvY5PuWxF9XFU0Ey0dSDeTTqb8T+is0ermL0WRt8vVdez08Fvoa2uOndzux33JgCfbhIwFc2e/q6o/2LeLL+xjWZH0jqyRxh7HyTJF8OOCbPpXt0uOfF83iJB7UqP5OnuNEld16tv077P9JBW/uVq98ac9Cjebhe+Bbv5rQzXYMUb1H5kYlr9AOlYViVxwwgOmQe8qDyte4j/N0c2zL2XdivQ6hwNPRUfJD49snornpV3OPXuuWbK9/yv1e+CfRv2Zbz169zeXwHBpEZq+5lIYuG0tlxX6fFlOvP3X3cLfm3PI3+p3HBXeafSiTHDZ2MzsBV65aTH/GU87+6oLggvyJhinK+6+7J+OMqwjp1TxFzH1wkpws+Owct/z10eh0d20CZH0d8je6+k/lPilCdNT0ZliYgim7xyrPk+QEmsDvff988IoRI27UVN4325HdLtQ65fm3R5aRFYgJwUiXP5UL7CasZ9XgHmssGCKcA+mikb9vUUuQ2O+ujqpKgVAlObjoU8sJyP68SLIHVE2zyKv/cd2MRJ1ywYQLirccOZzFQZWRM8BnQJqzwiqEYXHZ5VfiBbob+IuetipD96sa9zyH1NXwrGwPWCArkTN/BBp6ogCAoddkSWvLdbVHfBJIAu2VRld8CRvrEhlaH2TSssp8mu3LQ5s7LACqOyPQy2urTyBIMhd+Tzuxp2aI+BEO1W2HEiB/IEANDahPcdEKc1JzmEgfKRzXuYhCLU2ICm379+6IZ0g2bmHQcxTxycRT7XIVht8mgn7vfZMxm4C7tZzbLPYHuRgm4B58DUce5za7gcD9JR9QYh5rOeaD6jQMGEG05LuL/AAAgAElEQVQWosPhXhxXR+54PYsFjnHkO8bINMagl2wAe72CDbMxXk9L+bcz4J8m/92AI45iP+Vp8XnO8x0TUQlNu3iZQ9kM4MdjuoWMoANk1lEE54yCDNnRmGfDKgE+MuWnwoD4Bh1VlbDxA5vycAcPjNTzotgIL+w6T7rE6GjbOir/pgaGm5wEULce25uxhT05wuXs7XQtPDetvd823RW4AD5pUqB+87JxagH30QaTRVF/1bujxsdSrJJzQbmas518ndreu+XACcIqTl15qif7NfyGJghnuJJ6nxXtjUvV2Nez+am5bqkTp3l4OvhKhU1qQBGRS6LH+4PgDUP4l/wcQSpsMtTdX7FjxlZXT2pMwqTheTWhcq2yi9IHNgM/E2mwK50XYhU6vj50/MveTupFGzjWVX6tyJyeRJ9uIvUA/3Y9eKiClld6JljdPCjZGz5tpW5XN76gPzt+Fdl4PoqAQDwdftupbPIarsG6fMISfcv/Tvkm0L9lWe4mDH/8JHRQZ/c3J/+exfZJ9H2/5WvIFjtbHbR/IFH7NyX0HxfMpF8X3K0nZUWTT9ArvSaPOi5+uLDHlc8CxEW6VaXf4Q1d8BzVjKvcH/YddpanstA/lbO7TJ6njlShCDJ98Md1gzzy3PEtUSK/MMZFqeu16O6Z67tfIJzFtHo5L/Eqyfa7ui92lcXUM5vF0Vjjam3yHIK4/l4MN3DQA4bI6egLS1ffZaLw/usMi70059p5UZ4oJPiH3QNOPiLSEquUDTxELlDzkifPJRExXgXPQ5g+Js+pSZY0RFZcdfcXL32f4CW5SE0Xh8c4UYdHDvKF4xEvxEZMxUWC6FHus91saXzf60Um/K44Q7LGN/nBwrycSI97gl52loTTWjaT1ccj2I7Z8KjkZ0gkO9wfoR5JeBKDGNU4IKgo9iEnzzM+mp52WbCh9eJf6LRAhCZbXbhj4Ep1pT6NFJoJCoCLPsFLNoYjt6QzpmCnXaJwsPssiW36gPYqzv7j035ewIiNOoCIvBLL4pbWSCooXnDTXWwCU7tlSdq3iEFJ3PlE6iD1OyjAcjKPaOgOWtCnautM9tYuGs7DsLbFbWnP7b38phQmIg7fE2cSVgnyETvCkyq5DztCLnv1otfAp89fST7RrxD79cYkesYkIaaoM/kNxzOxhAmEin46HjAnK7fMXt9rhYuzhr2Adnlz6NU3aqFAr0ohMlM5ON8pVf69vJHiAj03HBj5/kixjSlTN6Uxkz9fDDfOW63Hp84XcOF3BfT07bimJ2siVn2NeorqirGzeO0ESVKLS0lbAKn9RubCwmNCDvF7ZLz62/Um5iCtQV8eTOnm4iEhj8pKRusqcU40cV74cVjcGrolgvnsFfMlcpS6827pxz9NbnEVWsf4ZTizTZE1/NhWXmduXGQ2jEjWXgPenEIkb29IOIUkOq7AOPxlpNSAeSLskuiheXXJx4QW81sUt++saoP4lEot41X0coAJ1h35mOM96PtX7Zj3sLh5gmDlLXS1buPN0aNouliw0M/wuUPsz03KIOr3+icfnnPvN2Vij83mVOMkxWZ0OS+ObvX7Lf+J8k2gf8tHSvf0+c8SjI1T01XF318qpzmuTzxV/U+Uf3MS3Xb+SkD3d/v7HTpV0YlP9INwe3h9Ev0JDtwcpw5vwiwc+AfFrT1WFdvA3+LKKVow/qMZwuR5otu605O1FDqOPnBjQFTVurXSB3g0gRjpx7PLdIQ3g/LPupUdNdc+V45mKiyWdUHGdg4/h+XiJgkjtOv/sXn7gcQQrsoLogcoK6AAsx8TLtKLpPSgK3FOpBE+fKJghLq+zODNkBRc8eT5a/jX3ipWNik86eqePNe/2PmOz8zn0Sf4Vgt+99T69Rv3LOAUVN+KxXqrC0zWnT2plwNqmcw/jaRMGSgjUnJ/IHJE5L9l9hHpXrA8E8eoQNMv8IR7kksUq7eH9eyL3rt4rE+eCwCDsrcvcG9HNEykg99YeTAlXs6YIFwBrwfuulcCYYLfIHpAn4tthqA7f+3cJc81AXFpzn4co6ZRImBMnl/fSRz6Su+gowsaDPhnuHPSb4FfzWJQqMZ+b0O8zYw6NzERXtPpgieb5y9+87zvlWH84Z60DdN+dS26P86L6WrUjXudwF7fNFG2OPSS94MBr7Wn18/ZvYsEFwggROOqZ9+LtQT6SxLPI/TLZr8kef5+h01g1eCi7E6/QJ/0gY1p6Ylcp/bArrL/3IuOrlBK5fprNlDfldOtyy6onBmjxTnMZcUxa47eO0LD5FX0KBc88PESJmXqplhGqO9yTDTy6EE+K/tlZOfyty1i5ssbHtO7xDt6i4pf9GQcIsyFHt2d26cuCm0RbFg8VlyX9DzxRT284YTf807sKXZduEcO9l9TCqZlRns2r23A7L6hXiXP5W18+ZN1GcX7ZYNxeRv1Fvuqwe8UPb96j4+rL+e6idn7j/4zWvYGlRooJM9h7WUYVoNLBoxU/3ZJ9AqEe2tYcTt2R43tikMqgDgrskueW2cbPXC3RJ4oLXZ2iv5IuWzYs/4A0bvt0b/blYZPlleO8XlGbNzA+Um/I/qZTcdkvf+BgjFUErvvq3jN9i3fUpdvAv0/XnZPQN9JqP61SWPmpJ1X38HuaWLgsrq/N/bf+U78eX+xVN/m/qcS6WcbFNZt7rLin56PdXmyYjodMDi3sT0Ebojid4u9V+XI1fqrdfgEux8CbENvPz1F/cqPd4c9fWKguVxqfZgdomMZ+W3Ljw8QciPcraWbIIHFSlcOvlOUdUnNV4EpjDXYwo3dk6bFd+wP+66uZVD3FMpIvL+YL4nqltcjBmeufdkbzunpIqnrKCxClo22kabuhg/clHIZ5L7lz6ZjF7KRReRMMlyH8Op2DOBMIlryPL/+dv3C3lXp9SYG2UwoRI9ac1RpY7bLLssFB4NhCAYvwPra1AfGmHi3dP+Z/uIN9By/mK8Inn6ee1K8krcTfBbTokjkWGNxCvPnAqV4XoxXec54MCUilsjHo3ABb1SbFPDMjRWSZrQnU4PFWYmmi0HGCrPmJdDsrE+mB9l3KOJGllXx8hWpLU/GRH3lYoxxwwznegF4ybeVKdnZxvVGnUkvBmwjna4BUPoEhY7FnqDkBkcZJON5OMT5nNafYEsBYmw040DndpRNSYnze/Ytuq5dF11ursKXwz0Da7TQDWHy5PkoUhuV3eLrSXSRrTFhpRTZCTElqa6QGK6LiE2+GWzzNeLYR+Z1JJroRs9yiTrVFRtGtoGt1uw2n1Wyly+t8dH1t9mv/YI2EaxRxAfauRuDG+SAezIPMo+pigO0dQdPkuiLe9fvjjFjH2E+t+uvDfiiOzVVqMwKjLb8Uk112lyzwT+j54Dv/Dh8SEE/7RMTqgkLjz8gt8QtIHhY4nztGK/AthqAmmYuq+39hNjtmV/sxImJ4viyt7YY7Mk62fXRGet86WTDaiRrxyeXbShe4Y5rGXSVdN0ll3c+8RrHbQXH6NcFjnVOYBE5W5bwDbvAWlqRq+av/2o8M1rQbD3V1u/KgN8nExfwgaXSYxAVhKVHwZX8BXndEGOkk+hvrEYEDlTdfTEZN/njEUH7so3X3Azob+0dwIsbPonusd9HHh76ln9l+SbQv6Us7omSGwnVf+z73hhUDkFJWfyNYBDzN6/Wr2z0oM9DMbd3Wf8l5Z94Gv1J8vyn5U/OxylNcc/H52eggRhkJ7nBbiPKNnJGzgVZ7uL9xAhj1O2Sz/XM2lPWAOV+iRN1HKzAi43+6mBs+KjUThJknIsw2KhtTn+gh0sEjxOOhHtPdj4fs8KluxmfrpxB2bxwHoqO6+JoPB7SvXLghgPPXN9kumhmr0IdhNnJe+Qc7ghfWXV1OTRAYcsAWwiPxe/HynI8XobL/kezfKkQ5XCAPJ+AD/8X+xkgP5p08Md1sMPGtKdrkD22b0775AHyydVG6zlYGE0AnZeJWmM9wat6BX2BM6Xpxhu8yu1JxCnr9BjaEDNVJQWZ2L3q//R73dbRQqY3MYuy6JTBJOjcot7FJC5DkAaf5iPqQzcNNg+cDNVBEWXQu9Ur7dXEEcEmEDqMVrD9FzapqNwJPYiNCgNsWEietwPHZNBj3d/BnqiQPIVO+gTWpZ/Rj/GCOeZYhoJOjkeJxdJmuCHiSTCWyJNIF+wa34QhCgMrMfKmja1FD3RxVs8j2K+JnpPVDPvYlp0aWtDx1S+qSYSY+h22DQBlw7FqlchnuC7TQ76/QaQJCL829nV9Ap3c3pQwZPNVJj+4JG8I+AsWg2aCG5WBAVT9Wm6Wciw+dV70L3X8jmhGHlA3gifDr3xWYXAA+IPiTC2aX4dJ2G45DRgzvAK/U9+adAkfcKhQ12soJD8bI+OBirkYYNQheRNSFRf5RPzodjuZpMX6K03BUnkA2HTseQ7tlyQAidmztbD5AN9OblC0teLboMH9GQ+XRWlFl/yTrF3ADxg1iQYejfrOT0o92kFug1dXZ95L6y8i6t5T3NsvT3sTv6jbvIfm+RftpOmmA/aryy1euHqpWhSewi2Ekr6b/dkRvhFt2i1MnAME25pHKluo27tiOjPowSMaBX7CAaX2C8KEdVzij8P5eswPHyldz+yUQOKXE7DYCOVvqdc+QQmP+66q/jBy8cMymuNN/z8ZtuOfnV0zIXUA+pgHwMWbfzi3sC1JX6/fPyZ1vuW/W74J9G9pS0ycnybSf5KQxIXgbUPEZmMN2rxB4qvExXXlUC+cLtjZtf5etNT/hcXLHyyf/kZ7Be/0acGr/Q7+Pbv8T8zPcZ9PUStXPBs+1QO/4KMRwGkAxp78XRYNpDSDeepEqdMKMqjfD4ZKqyTzzfXS2fVDOi/uLyEAg3dBJlwOxrsWc4UkQ+X0hsDGqG+sGs1LNwI4Sw++XsZbEn3WAZ7MUPz3hrta+35X7TjcDvViwHdXCtFpA0QtTBsp8oR7Kq1ox0TuyeI7iywfWV2VSJ9w6l4nOmwdHdqWc5kEgD1eKv8yZxKCCUgM6bmi8VU/JR5W3kvDA5W8ovocEGixZJbWIh/UEQBJA9jwA2+x9QhDHe5+jB9W0PdPoy8K6z9FL4vkecCL/d3Q5kqi6ysnSxsBc13iBDXv+BvVlTlflkgPwIMs6cYA5DUJ3LgAzvDNEaz+091s8O8mAF+bTyK3vdWwkYx4MdQzfr3GG5+UverYpxMARxAH+zYn+u+rSBUIx8J9qYV22L1UYIHCZPZRkugkb8bKgJ2/5Sawt0Vnvg3qEqOfJ4/UGRQT+9ifvcaVyL5H6ZWMeR4dnHo8g4j49cr2a+Dcgi+QjgBO+F0Xdj/FnWVVOx6GZrjmj4iIp38dg7guOS1zNkfBl9xpQk46wz/ojentZYlMvpIdnGjw++qXCTZ7DOCzFcMNmp8vMAzcE8tUWE2QXf9QlRkZ36XZr2q/QacPl+WmIXOcF3HQf2uglkC+6BNUv8NJArxtEp1EF4PfsCzh28Kb2hx+lRcn3zIcWwVvw20NBlQLifVbm9zulmJ+em1KtrmlqHyiSy4SoaxdVxMtgyQYCUwfZJ9X7kUN93vFkgxTHwzS9VjkpX4an05eLjra0jwV/nFrHeZxlyRtWqcSBj2a6zGJ7voQOSDPY2e2iw7k3uDla01b2FB8jEcEQUHu5z8Xr4DVRP8t9GRmx8NBOVsWRT44Py3SaFgCf5Ty5t90WtI4OlwPY5L1PPy2DljPvD2UUXlm5P3xDnyHfnnvc7pE/d0V+OToBZt/F53RHHcl9v+D4R/bLzIZw3iH/on9rgjxyen5jVIk0b/lW7ryTaB/y7ZUifQ7r3W/m2x9voPrMng88NkjDyvjE13Sgz5kQc+0WBSsF4X/xfLTsR/nnTfz8j9dljS6K4fXP5mWIlkn7oUsMuS0iGw9LH7JNGqEuycKPi2P9frO97mDMXHd6swFg6/7sEWi+voMwWy2OjX01Wwv7p3M+UgHh0WS6OjswgKXPOv5Xk6XC/fwWbbDJzeae/r0AzyZaJGFBfgEMwdpRnU+GuYNXd4PmNyzp00EBzpjGEMeS9lGBwDAE88vMB/zmc8x4UA/mDCvEnu2W6UCPFGba/RVbHHETHdM0Lms9tS389jPr2luEHU7Fj6DLENMMIP3M/+31+Bf47EtTbfX8+wDLoTtm41Cdoy+lm+fphgQW+pZN4hah/0keZ7tl4xCdIRw+rQLWF9oRTl5nl4BLGOJY6vKxuysBicsdH3HGHgJAAuPCI/5Da8daOPa9AQ6/FldzwCGAQTrqokrr1HBQHnspf1q21438Hu7qu+JJqGzUoiynPoLSJ25Njg/mvqeEMh0n16Yk1YNTJ6QnElSe3rW9AnqKuwF8VnJfPrmLybQAQ6ng4zqkZ7iwE/QT1LrwZwk9T+ix+x7TXc6ejMS0Pw2nvKOm84ukyWvv72om7z20n4B/wxKG6dQeMvXjDvmAyoPL//OAFb6lQbowYwDM6aZs/2KRdWqZW71V9GhamaOhCnp6HRvtTgNa5KTHmMSPVcYapPzODz3V5qlw4HDrzsWvsQ5Jv9+EtNPaLe9Lr8bb3r25DmeTzu76M/ZL72w1iGoZ0xcjYLiK7qn0IuSUap0CfwePa35gxLXK8JHQYh62tycr5+WQeZwsLtYVSTxvXUzoNrlLNtn/UeDHrRMGaeAY8D2mHI/SJ6flsezWOxwUnvJyMdg50tnVpoH+3WGRG2/VmWZRHcVk2aNtVyLmEh/UGreOLdfnyxJvc5fhx/o0pavkemTPvvtsQWs8LRyyapBP5nOkzbVsJ/2d9LngszOJSWiU+n7K8tv2ctv+Z8r3wT6txyX6rXuu/JbifbK5cWbcePYPWh/tjx5mnv3jS5b1NTnP+n/1jx9Klm6eIq5Gvu/qazmRktyjKI76unjoP2QHlw4ZT5UOXKFhUzd9fHSd8WSAzvyQgQXWh/gwQhiT1JfYeVQPvGV24XGoj3+ufge81IFLp/QrFtAr/2lhOBwB3ZrO3/yKQ6Bn8OfuwnzXXBxr954tcJs1WOVI4mLEJkj+65beLrMAbiMnsX1Fgnmee7osqCPXzNikmcly7w4K+quKjDl188v4YUeGQOY3UoXIQ9NPFyXKv0WWi3WXDNcvEZ1l7yLNg43YWhQQU8MQIU2kgafJtXEBrv+8AkYbK4hcS666TaJIMwwJg6/MVjYBp5Ct1pj8k0daGANkB7HYKCei+fozaKbAkj0TdG+KY9KcJpkDCZvOARsyKHCBWY+l5jmo5kcp4ebvlZllSCCLgiqRdtUywpDhSLZ1yI5CnTihQMLvOEReauBezq7VDWND+tOLCk44NqqVfJ/3GknOXNQk7+Ehip/l0k59tXcJhb8Y6Y3zT8mektdtdVsYwz8045/BtUp1lRlsZqwmSQjlOOG54rDrW2LF8R+OXoGrTGqxoXmA/s1KE31bAV2S5LnmICo2H/B292rLPHJ06he0mog2jJpEF/LiuNMc+w6n+wD1iLYr7RGhmrax4SV7VfdrTXb2a+eqCeqdFfHXrZ1to05A9h1MsJ4Qlt3IzxVrgcyH3IVk+j74uNNDQ71aQ8zHdwvzkbPC2oyW7jRwqHtqp5An2VQnt9Dc2VHXPhB7H5O4e77u87Mx+m+Cl7LTnWWTjXR2FSrFle3itFmuhth5qAbh8/02apNbulSoFi5Me5cU/yAnZPf2PfSl3o2Czs+7+dEY7gwaNqui//HPP/ZvHYl43Ovi8VcVZsA+9oTHdMtMYbb1sdT2tuztv8Bv537c1BW9RN+B2uGXV93Wmfccuvksw+od0pLV2HtM8a5PYO5uLdhAOaof0KjEf4SOPZ/HU5F29HdWDTjyB+bBWkVX1i1zUtEmeszuY6+5n/5Qcn/Uvkm0L/lVqkS3btk7i3YT/GiMyP68+TqeXtMjKanTT6CixWcF/zdJdF/M3nelefj915d9QrOM5v57zBuwtPK21smL0KB5cIs9/MIt1Ohc4EWW/C5sbVNF8GDGYBLa7H5z+4TCx/lgtMBhfJY34kukQDaZJAlPIwGzOjAdmH8SEbxmItjqlZR5F/1GI9O+v3EjELfIdrmdaf1l8MFNIOb1TomJChC3zA1JAnzN887TJZMT4sye529xMnTIq0Y6YE6KevHYw//2TykwBSuVyd74Fcatrw+PF4LbiR5Mk+TDa8XafKBaMbyV0Gv8Ko+SDqjasDxDRhHZb+XizAFCJN9ou+ElxSIGxBctkVxxJ8o0jI8fa6/s2219h1wgHQLchX7bSkCFVPycVEk8cnp6dCqU7GvJ19HK/BVQlxjjtPL+OsC9DavXuPAYbeDA+UF2GMXX/ipmxfXCUGVkn16Y9bDCsO1ABjwhKJGteHX9+RiXuSvpnPl1xG5ALTcysQwXZtRuK5T0dRx0M58lZPC7ic34frYcVrFiJPLhiRHnYCS+Q5Vx2IrL7v1Zjlmer9Zf+2JRTY1MJXFUJ7oGRF1ZsZCdOKojGxy1Wp9wW6seYTNyIEFkD2J2dNz84kDwwH0I/C4Z5cL1sXv46Lh60VjDHqNQeMF34tv/LN6fVoN0FAZw6PoRuSS5Km7MD+eDjzbm7pEPWi/86XR+rvcDMiZW+On3pL9kuswZkeKyn65MY7c72qj3E0XNuJWikwaN7xyOzw52Usz9AVKleO0FO08Quzq/6h48Zlwn383nYjuGz3ZqKEoXb7BdnhqI4Cf+boYRSTjeA/F1JarE8Ej6yV3v73+ydIrW3w7Ebt7XFRn2xzpbnJq53u0Di79zfaL1yYsx8tu447pr3LKApm93IKfuKFxNVtxKLv23TX9raZ/2bHc73kpqbwRLdPQNZfYr0FRRPX9G7Wvp1P5QLnG0vnXsc7q+qnia+DYm53c1arisk67/kt4UOX+1PWg22dU3jFU3XGMJ570EmHs61DLz7+hAa2/3wLedDeVUNutitBi1DsReYJcCehAHstF16/N2Lf8B8s3gf4tt8vJ7prHSfQO3mHbsbA8z3CKgfGbrZsk+s/xut//T/v6ZPJcjvNmjK5vPYp3bq57/2UGNDqliP7I1MCn1RJhqrjSzzFclpW8wItem1LhH/gFAMRldBWo/HiJC+EbvaV6K0Zmf4jJt5hwKMFwdQIXy7je/QVNfY2LY3LE8qGMxYJzKex3Fsl1vdxl9ypcpN1wV1LMJgJnP1rM0ciPxNTeDE+pQABHQb4vAPqkafHYYADvrm/5dUHSON4qHHW3uEX4HIqcR3w97lUgIdgs2KCHW03MtEgC/WWJdPibVVxBuzSmHKr6pU2adUN8Cy7Vw7sMgMx3Eqais+qmRPmKaB/DPGCLYXOdYmqYhJhsWMoP+/7Y3Rp66z43eStw5jdaSjx+BsLZXVG8FJKKO2xC4txo7jEuX92L2cWTYJYChsASJkSRTar4As2w1OkrnBb6eCWfYpsHDdVveXToK5LNAZNPpAfezkHWFvn2jt0HIl3ENKGIJThpaTRcyFjRXVvihEV+KAQtfqpG/9XJ6aVEZXdAGz3s6XDNyEyWQ+Kc3fFVE/c92MYvCJYL+1fjAlpURzAKh9twv9c4vMSEwTSlcBWWrIH0HMJLWx40/LBXDudEpPaLXi8a40Wv12sm0l+QRHfVXf+4Ps0vn21QGzNRVVYuGLrjccBlpOv70vk4ROT8JXpjXU5tcxI92Cad4KjDYYYGVN4FesE0SEcnOr7nnF7r6jEm9jdTVNllI9gwGEQGM7ZN4+/WCXkcy81cONRTY6/d3amcu7UT5xmVh7kt2Cw0bFw0LXRfwiHis9o0v3z9OFN8cwfH+9Hhe1yaxkn9srt3iV9tXxOokZPoaWQrG5aS52zHiIPoiiTrw6/TY0/RnLNfr1yytdEf/RC6i3tY3YUoYzuZUxu3L8h1biOz2DT5Kxou3qA+WTbffMS6q7mY9waRW7/s2ifMNnqpW09qK47jjGu01YRGaLx+kY/rmJ4u2Dw+m1ceJfDBblZWJDc4hx/ldcXPPxq666M4/niJinZN99XciiZsLOHvldMk+rd8yy+VbwL9Wx6XKpH+oyTr7YRJAYKuAGBU4Z9Ings6n0iiP8fpfjl6RfgBjJ+WCofla9qOcdq7TXLdAiARxt9Zlj5b8DddgCSWXxqn4leAT84n4rJwemel4tRfY7hnvBNeJMryeu9fnGcBz4bLjtzl4uqwK6LZh67AYXwnYBjo1QjdZ5LneG/hfScGXiiCE+I+LJEUR69lAoMgLFo+yyrBxQrGgjRMRG+yoI2oLySVLJJ12R7ieFVcQeAH7qlLAFLFUfDo6exw9SvBEbKpRxbY4t4EsRP+KWFuSXQVreQL+ADv1c1FrDJ5Xpzuv4G+CtoQVU/xQTTF+prM5Myfms9adwi/Yvduf5bUG2RJWqL2CXQ/DNBdkwDL4EUYdlVYbh74EZ3dwiR6kn+HAYejpp8iea7+jlayVA6+ItQnz6+e4lxkO5n5RYfJnJLouZ69xWJbTiqp/FkfchS/31vTkcPxpBCT16nqUwN6W5vkz1UfOhMDGhK/7Vqp8eBbpjMRszvvRa86mfTkTNRQldOvyrRrJ7RTC0Ika4YxQLZ56gPQ0IiHjnO4DWCYSGeGBDrqo0kSs2MTk4XvpjMD6m+UFYaOGe2d9G3TGexXK/9FgbGI3ca/C5zRU16p/HTz79QG7vw6GERjXMlzsWXyBN/IMmE6hLX+heesC/Ni4zBsLtpfFE22LBG7uu7128HuT4+/3NUNbsXnnHAe2aCZvzalX8S74BUbN6whd/YrOivYb1MOTFcCEv0i/DxBguvMg8070oirX/AR1D4Oq6B1uiS6OwG+bQXArh8n0bX+D59EX5R2bMV5HZaI9p1zw5UoHCG5agx2rG5MgniZrFN9+hC3VeF4GuWWPbm4xNDmXkRT9RUaHKJVTKxOnos6sXuINn5ay7QQflar6sdPVaUuHwUdH0xQ4u2KTXpz3ANt6kfzoH4HxbUYwV/22wg3cQlgIrXYI6UAACAASURBVLVj2Qn7DeYls0G6QDoj1DFGXSVvoFIDo3HJgeQnCPSuKqI9gtFm/Kg0PNPCBvlw9jpX3Ha77e8ubk/KXRn7aKerzvMovU/4S3L1Ld/yl5ZvAv0/XtyOxw8mWT+zgBnpXysLXEftENztdw3++fi6J9B/87sZu/nY9X37G/UfHIsP+rjwR9sC+ePfuwntWmBL4NIVCHZyOErlYN62m2HcWnb/GYcEvwiieUd3gePI33NO/triCb2lP+rGmINIrirCDPIQ+6iTrSUC/S1XqihLX9q7ZbDGT0xUb4LhsRiN3H8mB5eHbX0I3JEsjO/o4GUwvNYVDBfSsWswdMzI0wm7ApaV4X5Y/lLQxo4RGUn7vRz2wwLaEKjZrs9CxMdI3ejUZuHuj6Ier0tciDvdMMKv1Cn4zVfg5rxqZUlz/M22jxUVhkiyBHpYmCEFd696LnDGAqhAqY8awM1O4PYvGu+DDf76pe+MdIPIklbzSbTh5CPLt9PZCmwYg1XTEedqnC7T5/gLv8W9+pkFFUzketz1bMD5OHiNe+TXcTEEy3gx0Mb10x5Okop7KptMlvxSZIu6AlNogOOnqUcCPWJZemA3kur45H+GY+NiSTTMpgTnnXOXfOw79gtxkANH14BxoV8qjaj0l/lquu18mNQf6JJUPyTNr6f1L8y5wG9IIFpsGYhm5EEMluFrdTGQy2Qbv94UXuf+BhvGOgwaL1IbZupT03W+E/gxOTA5GzJmrRCEq7Hzbm45VKwxSSB7ld3YsYIR4ufMvGlg96MbYy5jRfq6dvkjsF+pL6Sg2bSuIF+JDpWn6fP7O1Yl2C9TxMEwzvvMoU0NKZ6j/bJBgLkFUmISvRIq3IDieos2Xv0nGBORjmv91XJP37qGfXbEvKqSQ9yxu6YbY6b+bZKijOMT/GNG8BK2ss9lGfC7ajBAKqGeT5ROmpB9hqD/ZrDY8IxKW3abaRayvC9o26MMDj1PPL4lss2d9812BI82xfNv2fGx31rcjutuN9Vg9wEvlMNkfuQ46hNGewV9drgGhpZk+pu8HnR9in8wBqzF4pjIqY34CvJrPRMeetnGW2rbdoHl6jLFWk3zvq7+jDVDTrq3oqH22SioHQwym7bEh4vDyreUiVCN77o6LhGfxVx9oqRPb7qbdX2cUWcD0hqBFzhXzup+fGU8Ee+PeC/Sc3laxBNXvkfsLOMf7fryyXtvaqnjtDsltm0w3Jfe5N0qdzk4k2v4o4W41ADvNghlY6+zG3xvxLvNV9/y3yjfBPq3aLn7pHLn1DxOnkNS8Gn55DfOP+UHrWgaNx38RPn+5s5rgU/0CRpb8ePPdrIPNeBrRuOiE2r9D9iyuES7TvH7jyN5KY1k3uu3Sj7ASrB6RVoJR3Fk55kmPzSh2zu+g6KTm+FrxdOy2ekd8dUniq4TC0otAje6SL6JmrRxZ9rPjeCNVoWnbML6s6iuxycxm18pwm/SCRP9/PX8Pjij/2qMJTyxR1QkHy6+0++3MtGYmznwCS7f5dq5l2tM19zwTFDq69wh+YANXq8ruHOFIvxTEPh4mH47tAvo49BcP8goY9IFluYxSERI1fqpDIGqdVEEXSUJMjXfuwtFedtVZYccz7BOsR5Wu7MNdes/bjVP9azOXjGGQ6S5HQmIkyYzfX2newS37mkiTFDP2ly97j0NCMfGpEHHeVpuwlD8yd6WwoB/7CLMr8ckyExKqoyFY+ZfDS1vHunffCPHljQO3Eg2CkRReD/WjUxtdnnAuT3BN4wgab4yyBQHQniCf0TJUYecfaqeVLQh5jclaT1JgB/4g4miqj8xjeT5oIWGifMpuW7fSdMQX0e9tV+rAryF5xnHeMnTy+MCurAR5R4dvugZ8SIRXbAX7lykMkge6thBkICl4Bux0cIjpBPBbLqVVM8y/T+2J9LNvs4+37Obl9gwTKZ7vTC0xtQH0T6Q8DCpUhqwXnCfOgrJkJiYUbkMr4Kq7Lv4UrGm0wOq90rnIJ15kWb4igBsqlNugn6gZbc2ZM/MMDK0mpG3jF6DTI+J35MSba1Pnf0Jz2cosWK/QG8Kr/kBmT8rPBaS54KSA0NAXzjXwDiT+l3x8wFEVPv9yXYZbSoLzOEIbZS7z+RenS92fQyxe6bflSaun4tAJgOTYEru2SkaeBMquCbwqZm/UPx0KtxBthnAkGSoVxe0d7KhICbRUb/qPCoT2Dir+Uj9hd9qeESkucBskxiQQBs/THYquDAdHK4fxzcKfSc4rUGALkxJvOjv3CxoPxnpy3Du7ZvKn2sOTDVMFv0vKYv7MXWoXfzEbG8FYpJNYeGp9InsEEf+4mh6E2xobpJ2fmMT+HPzHm5QcxCayfeXOF2L/LMsieEAC/0JuuFW/ARwEr0tFj/GNpZlIwRhHNnmjalTn7Gx72svlKciGzdpRBhjcW79uIGHK7XWy6nojirhupK1HqHrrVD30R5b1QretD/LeGK0x8U1dz/MXeT/upG2tTcLnc4wlOAnqL+2dhQ+UnwXJgTYbUcKdBkqE/ZjefqlcmLvH8FlL13f8r9dvgn0b3HlSXL0U4nVAf8+an+j/z/16u7T5Pnq2g7Op0vX1+pJ+Sf0vDN+5weGo6evgP+rymrYmMhonMC6+XpOTsiV5lqDEevnKOo+JOhiEY3S4VokzvFcXx/pYxF1Ai7g3yB4tAh0oCQ4BQ70yLVKAKsF2x1WHnQif6x/Y7C+dnmBaYnbspdfUameYNcie8r9D79xL4EZPJZLLlBTBUwuDAhfHzckwT+D+MNtMDlajUHx9TWAw1MdVDz6Jn2Kz/48kyVKFclzfLLHN8oLVtVLQr+AlpIYNj/ERDq7+oVQ7BL9Dlk7F86Ia2KbQRlLfBJh2O+mxFBMRFnrMfCR+EuzH0fmiTTyIfaVgyaBXmGwfj5svCWSE6rvm2ESDd4VKzT8ZbF/hQ0DVUDPKN1DcBvpsdb/ez1nAddrvJJMcglMSa4RzcTD0Pa6oSFB1oGT0pIjn8B8IL8OHSHYL0n2BJhKHg/XjTz2AUhaQoLSINSfsN48S4QmcVOnHt3w+XdBBVWPg3zywcEwSUX7Knqu+2R7fmW1Pw95DMpSlvFAmUB6VpUjvfRUsHO8d6NActCeLjddLPYLN129VQex5s1AE1nSnMiS52PQ62WvcUfsk4w4nTATD4M0CSFPov+/N9Ob3z6fM5he40XjRcRvmv0aWPmrbMNrCOPYNQGsieTZh0IMwWQWes52Wf8qA5IlOKoNpEN50c/4MD0wJEHNeuvqz0ufaaR5rjhjMolSQle/YZ7YyvO20T/bbRMsQQB4bfZ/TTcmqObcMyShu7WkIeuNCo6FZZMSzoLpSKJIY7Sb7Nul5J905bYZThgiFTF55+13Gsf8VR0f5iWOHmeDdUJhECSk8ZxwsbLpePGD/UawPG7V+rBRz+gPBgAPkp0BvsLvJjhYi1KZ8jHHgPOV6NbpWKnPlD4HIPoVmAUTkkYHG06Uuaa7tkzNsPYd0eYQ2NxofCmzT7bPe5Kv8Fg3RQWdkTI5WdmvYlAlDrCxdPYpNiyda72wkXjqY3HRBrDD6lPcJ+RTe0ZkdjToA//WlusJdEmia7wkipmWYbYFmFA3yVbIBtKqLYOJ5dQI6rNtRq5m0Kkewopi/4pGJ/ETh/OFq5N37ebELzKbeFLQ5llHLD9Z/z0pFd5iu3cC6030ssSqbVMG+uhxzYhOFwEjil7bk/lIo+jJSAMIPsoSHur7Re+jWTsRkV84FDZsqb4y8eLX1DrESpCSNNc6RYz1qa5vSgKHCmGQrsdWBUkUj3+1/DDgf0PUzuAtNrx8y/9m+SbQv+XH5RPJaO9c5gXjznD8jd+yvps8/2S/T+GfvJrkI/O9CCysSoWdx3k0fvdi5fGXFlsaSFQFn6ixoIAloZqxF0N9PHr0OjQOU/Ebur6Ni1VMA6Ozu02kEwRNDGD6DiLWr67FyodRCecoQvLcf0N24aZ9wIPDdc5Jws9CS7R8lexttH5FncU5mPMMAZynSfQqyIhBUrnOIXCDwWvhNSGiBG/GlIchQRzymypifrrEbxDFpx8kaCNJEUcm4YE3aeIhCerAw2F3YvC3ai4X5gqRlQKefnJRdRdcG7K5ZMirow1xCTq5UiT18ZvkbvxNkdi+VIzLc5qBsRhgqxMQoUvkG1xzj9gvIgk0gW/H2tywBrZcsNdh3J+j7mKccNW5hW6D4DdM13XeOF9lzD1gajDAjyN7Zez1ylxYpQ+Z340sV/asSvAJFxbv43OvbGffpYGK4RsUIIuU+A01/vcaGhIKOhLD7b4BTNTtrMLLY7ZPIMk/tbRydSr+cqMcI9AJ55Hc9aNEOv6CSoqi1vETHg9iSyCdunMFjnWea2NP5gA62bjqcDpm7FAPh9ODp8XZBE2my/Xr+M1M/LYnviWh/p4V/Wali1dfUwav40GvcT0RJvxGAVM3elA1JuvTlo0xX+M+n0J/i12dDXkQv9403i/iF9GLWLMPg+RJPrRTqCfy0+dKYKE/CgqLDfI6yuy7T+Zgflf8jTF7HZi0CZZFxq84D9BxlRELfIwibLrZbJVunJjM4GwY6AYnOYWuw7+TYhsw8KkrIvHDb3+SrEqiE6UnpNnpXUiMXrUDL1pya/UEnwWp2dMbPZzgA74Bnmw4EXhj4o3yUnYe8LAzjiPRBt7ls+C6vcp9bmwo9XVBA1R+7DEhxF/1tLM+Vj0mz48S6YFGXnCPmJEDIVGf6i/J5p9gF2cbbSjnO7W/LSORybfOUFp92vbg6z1KonPmslBB66WrYr8mY5SJniXGCsj077zIMEW2/kJZNvsmYDSRL7aUUS8H3MQvyxgl9GwT2DDcZv9vpxOEHhP2fCOZJM/fSiuRUzL/iohsTdM4QvEVcQ5x0F2RNrjGDeO7upv4iEp1EGPxOC69lRVDosiifvLKl2jDUTXo0CcOBFByq5xpx9QeBPv4yYK+wFJgGazPRrCjysJz03celvpc6jgr5zYqcMscK/W2xj+qX6b5psHTl6KLT9Dd86flfcYKnOenHHPFJNM35FPcc3FrKaEFRzw/U6IphDCQK5GESzREzf12uW3wGjC00WWncNjLWDz+lv/N8k2g/8fLpxO5p0qjff27M2rXwbUoDfU2T23cH1bVgMvDk7I3oD9T3bvXvf/7lPfn+LAO7k9eGni+gnHKx2fwtnCCk+pex0rBx4sOrSwK1QEavtEo+LFaUTHeWjv4+nqxifuSFxGW4KpOvMdTe3aJdLgZcNUL8Un0qu1YL8swOOACeXFsAY6x21yJ4lMPej2ACMmHFL+qAhex/UKFxOBSxP/6mbguVdGer4Vu8ZvwcHMes6dxhlLDdws+ay88mJ5eSdiHe7iQhkCIgPZJcprBFPumqy5MUQdP9DRpPukxSJ5AMFY00R6BP+18EF9Pk/OLXoOvxx7GmL/29B7KzmvYU4P27VNSWYqvbL+WqfM4BILbuRB0kaWFDiIyen9M3RNgCK9MWl5PzAp0SDq4aIDN/8ZSE0wwEUHC2is44iEbFERmZTwLAsD4RUfovEJjn+g3jZpYX8c48WCagV8yGoNO2i5gXZQdtzkU+LtmQUYB60Z9uDNlwwHnAkuTVUEaJVk+f+S8fwuNwPP4K4tg1dAuVt7ZLA+noh9ECvRJPHQ6YvK8sV8OljBRtpdic8aEBZcTvo4eTOktLVEOiKgOoqptClSABOSFznB1zf/w7fBXYnf2GnsswY5EZSd8IvpF+AjxSyDXQs04HwUM2cYkyWq9FnRLNuGQaG999pVUlxxoyQX3JzrmwvbNfNksmt8hnzi92aCibhw86D0uDfwaRPx6EY/3paFB1+XNRSLDA+bmsoEvIcSY7w4Yg/5v/L8rUQ64Dho0XkNt2Gu8Lhv2MruG9hK/+c1g4+I01sUHOHkG0C+7b0l/pTscg3m7bDxh2Nme1Ir2bOg4Xya/aU51KuA3+EzgkzLbnM5/6P9sOkqeL4OjcS4JfQXr1r29YOIgSXTVYwQ4K7pGa9y45wddnAd/MVqiqNJQUsDihrbmQ2hcWujF/obKKmy2uHgj0mi4v2i/vErhtHHV8WIaX9Tdgmaz/sJ1i/ZbWfBAS4dzsfbCC9HgaiJ+3hdbUOo0s2XStJQGRdF8IRt/5oPLXhEkz0VGCWQxtvd2StZhY9i10LU/d8LDcI3U968wVhabekvt19IfCTaxtRcyJBuTa8e4QQNp28PzNliuDSXuUFnJ81i1NRwFH/tFm2C/oP7iH/D6ZWGmHmbhLf/XpuZwbRGPJ1O8iK6E1nvQa3i7Kw0GyfoLj4vYTPILTS/Wtis5Zzoi0QL6Fga5hr540CM65SonoOvK/j0WnZ2tWYndTa/iUW5gM/GmVOJSxUTzNc4qNcQurvtr+XJFZK29HWWnUOgTwNoWWBnhXjw3JYPjrTh/AC/KOfSAql+mcZUhBdvW2x+BO/lzKmr1pDjSYTcXw3dYlPhGk8Ll8e0jg1UNku2SNa6NxVg/zrm3F16/+00/aeNXxLXAZRfvjbyVfJbNeqlQrBsbNpanyb4sbGG6t1nH1/bLxriyUSclro/Rnn3L/3b5JtC/5e8q6E+i37Urh46XVpeF0haZ31SDN5EOpXIYf/L0eQcz3v+d8jNanMH57fm8UxqX2C20xlyoglDIQkN/r/uy2HNr+q6rogxdgJ010OWbeLyI/Enn4uCLt43twbHRWDyRH9uAi7JiiIkCRyNwMKtVIKwoeS7AeRfTCKPUNYvHuK4PcirJR90UtBIDHaJ8/9W78CkYFXWoBPheg/g9B1k4vqfS6BzxjlhuJbFLyFXNrC0qbeYQDol8FPryx7CwhECNLD3kTwIKukQOT2AL3KH4FGuLifaYlWXeZNF4dTPl+GUB2EFELwgm6ZOE7xxUFBgakHSslCnsZWs40dnOvcoNvP4Ugo8S2xmxEdIbI2KTKH76vK62RAUZ8HJRCUljm1TPC4xJ86kbmOnFJHmIvqB+xolNC9ShlRVkTASExOn1VK2H5WM/NWJO+wbGyItvO++ezMP+WlJgdDJPtjGCzDXYMLVVLwkuvq5jEh5GmnIedoUU6rBIQ7LL/hrLMMk9e9Gwl3alfQANnNAMmVJDLTQhVLl6A/mdjGZFQFY6daaM+UrUieGSYPkbeC4OpJI/pJMmRqwj7UsSSxzGqKTIfIGJqJfCqVh7GG6CB4GOfL2IXi/i94tovH0fiB8lFEI9OZ4HbzxD/C15bnJTy4/pUiVWkH9y/BoDZhlynj2XNJdfgiT6HAqPMX+vfy4fb+pisC3Sz5iy8KZBr/f7egpd+I5EetlsDSYTxzUvejyIXpOGb2b6v//3pv/v/ab/936rDUMdFDd/CfnF17VkC8GN68907BxHmhkjrFpvlywYOnEj4IQ0x/lnoms3ggIW3cbkk8kiv1ffQ0QKeMvpOjFCDPpbZFmPbSOE6i++YL9kvo2LXbEh9Vbe5gFwhBFdw5WNcyCroDi9KWISyo8AxxXOOi3WNfvZbBCDvhnr433Vw+qBmbij8hcdR5cssQ5qzNc1vIhew/EuzflOdld+4DBOhW0wYE/HNL7p+zIrHHmdfiJpgOJmfcQJM59F5Q50u2vs6ET25N28nmIFbp3qbS0M4rqMyUkXoK5n3PAFHJnmE3yRFtWZbP6a3TVxDmxhvEAmq9VsuW5EN1riXNSYSivoH8cjNfQ6ISl9gVPOU6/ImysueBXEALhKEJBsVJj+RoNdCV31eP0rMmvHwhZ1cte1hWSm/jG4UnhMpCcmhzY/WIeJabxf9JI12JxvXTMiv4uvpuD7ja8G3/BbzEgNIL6FbdimJrs6nCwJ4eLboSj6ezog1s9GrOIU/z97X7omN8trK1HZ93/DJ9b5AZKWBmxXdXXSX94iT6c8MAghNALOcyJQmLZlv5pNrSUhtIkzHmx6m84hpLZ4WbxpTeJHQBIsOWjOztL2krF0duYXcpG/yeMNJbGYrn067aTbBYxIE/rZOwUSSy1aNx5EjSy0+qDojpBl1lAX7PYp6L3Kq4koam+A46sK8yS7NYhn5SMvzrqCF5sFrTdm+5LjAus+84E9C7Mmk3V8WUfg4zBH/eTMKEhxquyG9Spu8I6kfD4+LMvhLsv4MLwWK8n8DNsJv5/0z6dPAP2TfkyqBlfll6fptuazsicdagMVPanSPpm+IvF7wdWtPn62zr+TnhzA03qoretu375PGfCAQAEFdB9rXQ1tyGDORXTWlN+NwgFtJbBCu2dKCRbx7wSaBn1/BFVZk3hvtxwpIuuG4dOxBNfidWFAJgYW03diV7ls6OhrZRbXfesA2uTEeboMcnQiLUBD1QL0Y98wOwNF28mOFfuTrdF+NRtVAd/PFDPLw3yKTvNUvlSWlFEsS+Cws7KJX0upAZoBZ7hEhw06tMQAVSsZDFtw3GQ7daxrBrpdM5bC8eU8/5sBxRGC6Ohcwe/ZdtNajTdHBxjrEp09hod2gN0p2xBgQjeHfnQydT4XogR7PMLPvxHYcG3Soxhna+DEsQq0TryWpt/+iwMzjE4SB0yOhACbOZ/dQWZ/nPBg9IU8xxmPG2Wx59I8CwELyCiEbcLYN/kUJm9jrwwl9kyOCIYX0Lg68m3ONEF0o/f8hzLawgTLqe0IcawvcNb7uSNzPpCEVJ3PDHXH4zfxZIRG72PlObG7Pimig1fljo5L6ALirZFbJktNxq9vUfPiEYAhotl/P05UZtD8UL4G+INmrWDG6IVuYI8l9SgLjCXLtO8Y6CUhkkE2P1GuhWaNVxhSZ5B2HCSDZxDrNxvzwSpybK9LYbangE08chX5l5T5wlBjbE/noQPQfQdTCvIiDvI8FoqyIMgvu547yu1zILgqUMsch64Z8PpFiFnWEe5Mg9YpKIv6VX6Ntehl4Lwfw/5UpqkMO0ToOI55fLuNlcSxXchkGAbFnxyIf7KgShRIyPfy2MD42EuYFLCb0nVpn8O0Av90HAX3Dj+XOaCfqhhDZZfqfMlVvGgvyEeY0zbONmf8bwivHf9NUDnLotB1l/Iqt2Y7HPkbOc0ZfpMDsoqkNBBaD/DxUNcCyuQRpTxpbrl+kyc36GiJdwX+BnSLj+2ZIJ06T14anMuvtWgk0IxWuwDOnxFxyYbQgiDTXIAflT9WhzG4hrnBc5Q3jVTz9hKN6MIPu8/6D5aRzbVVrXOJAVdUBkZtEZE1z1bfJWWvveh1F+cT9Xmuz1EGI5LpW2ELz4RIhk3GqPcRhQi+Vs8aRCdCHbr0awe/wYLXEn5LXq1vwycRPMzftSdE5MFzXcxdG+zqx/md7S+kefvjHDhf8wRpBeeBuDRt7a/10hblKi9eMkvHBn+J12JmlUXAo89wGHHn/Epkk6d5tqvbeQY8SLyt2CDifM3qsEZxcL21yKVQXlaAIs8HW4ti/zGbjRXrp1o6nh6bWlRHGHDPKQbP4bm2GXQ4Cd3LKNkm5e92nexvqCTPJ5yHoXOFN+2bVplZ0iJynwm6TAHzIJ07AFmH0VdVnuc2tWkN2ldunSHFcbZyBOOG+Drhg1wuXkxZnroQN1x3Op7Krpgm88YFBaeh1a/CLpQWL3AhjdC6ON2yvfUyRY5tki1e0Wy9knG3C7Fs4l/z50S+lYdymufSz18QWGk62J2trvJJ/2r6BNA/6UekvxW0PfEbQ/qCRHgOGnpFiu5Wf311N/rfSa/h4E5dPwEV0aAAum90Mj+a1DUaC7bR+e+sYx+YKQnso2CU0/loZHVi+mhjiVvTyyD2Z8FsA8MmzMZsyMFOPrN9wWExn6/ftGMCW3AcHBBkOcFGgBeNumt6jscvTsdEsOQWfEIEDtto6eUjyHLdptiaAeB/Z6Sxgz7bfqEfkJAG81FHamMVZ5rdnhNtCEZ6jYaLvNLdyi0jLTiqyQ1r/SPFE94nC1hWeTVXbTygb0xUvoeedyjMpqZTdmgQAp04q78auznHzYSj7lKc355dL/0oUuxVMhDMwbTqTOYkeDSUdpP9Y2M7gzWyjLwZDPE+YV7geAYdkztXjFnmcQ0Glge6QuDB3rMP7xog29EHJpD5FRJ/VjA0lJlHw3cJE7zPBqDiFQI3qa6Aa+8ovAT8UZ6viUpwvprxLHbtbPiMXy28KUIW//Aia5TY6xWoE3kwLhYJAfRgzqcgesAPMA+03lPwHLGt3FlxYHmEbYyZXIakngc8eUAh8l7sb7rs+Sk+gN1EvvhrHW09xgqiDwvAidGAkEWmFv2z/Da5pM6vOT8rw+U1B/xTDmf8Rfmr12E+7ISnCabLKg3oY3mjQ8Jxo8WjyAUfLfphD9IqzZjOURwmJw5W+BVji7AIQelOMSLIU8AduXDKqe0QBMT2QN6Afw6wluDCLFYXBtCjHLK/hZd5zYHXkgaCl+1wGN2QChgaTDQG2U50l1u6u5/pMRbJaiBxDBqPx/od9kvMZQGY9yR0MPZPF4HIQcfvg34fU454RziVQbyrSqizNDWSPIW+WUjlgwZJZ5UHEQkdJMK2C/EwmTorUN3KAzM4D+a33Yf4SCvLUoQo/GV89Q8WH6xZPvvO4rsjsZ9A+pmtu+rBAIfmheCRjpLR4sIzzjnmsvtZ53UYKWjDdsI2eqHVq237beUXq8/52HlK8Ew8KRxp7O2/4eORyvkB/Ssp/1EZlmWjENkx1wvyQ/tNzpuspQWELrhw/VagKuVLiIfEdyEIEAMURP59dtonk6PAkZyF90UT7QTfg/IH/RuuyZXJL4r+eXIGLx5FQNd5VAN8JpNjnRXYWo9Yv1VWVtsoL/pcVLhOigJaR5kPdGu0x2x80+186Uhvi3TMFwLR+AJpAWRXlEmgq+CbNDZZFqn81tOnKkZT/Zk/BH3d5ZfWo/zNoaUplBA8qMvmg3ir9qcsHfqpup7yah2bsChmDFsEVuAHnJTeK+7EeafKv/kZrly4l4OIPr3ssoTO6RNOzw+lVodXAL6QIevWDwAAIABJREFUFn+fp2L5glgGntaokVHvluYX9BUsyqQLFPDEiAQU8mr7hU9ZJL4T5lZULL2LaW6pHts1n5PkCaHQMM6iSBOxa1nfDR27lzgRB96YUi6gH0M+9C+w47OrusB3hptEcrmLu+65jeLHn0vM0JH5+1Ohl7g4jnc4R93GHta5FWtu6vlKCgiedi0Ovb0B2vVrHPs4y3a8KZxCVDv/NOg9HyLgjxLzNynrj1f5z4FyhlD8mxt59nJbn/Q/lz4B9P94ysGGfyfdl0hBaXpDfZ7/fxenXw28X5Wv9Ib5pTEGVL3rjd/vTmG3cJOu0CU7DUTLN0/wWMxpSrI5I9BRozjBnQ+O3kWHL5Jj1sl30OZCqIyjg6PDH4LmbgTHKTbLoWZXukzNE3eZoxMw4Cx0Qw2MZUzpn364WgYNM9AIDO2223DDvaZ8OgZn5gWCrAsp1AaK438vIR5Uw3bD8hRkNf70Nlk5eo9mZFdPW36jRd8lXaSlaMBTb/ATFSPUdss4gld9GkDx60OO4ghGWDjQi1t/6JyZgbFhv0OfsztoFdadmI5OEAhSgPP9OIR4uBO+zAerXMBYrVa0Ox1YO5kQGvE9+ZHQcTDxMX+FFX/eLgZRbZ4Bj/NduKRuL6dZZXELNvRtCElwgFud7HgejweNR8Y/jBd2q+NhNoWwL4gagfdoaCrjAUO1JPH+xcdx3Jlw6EITyaT3emN1Du8a38x7O35TFoGpMS16LL4yBB+7uAN9NPUK0eE0jI43nW+MwJEQCcMnD3zOxi7FpU34WwIghkeQuwqfZwlJyVlJJ+y2a2ZTKKtBAp17GHRY/EID6UxMzo804AbznQHnFD9z4RI08Stm+N40BfrKdAfIAYIzb4e9bGlR8bO+eT0GOKzz3FIY9H+msGtPwEkaxtP4WyN9pI498kkLyJHzE9MtIEARFrKtSkPIJQk2m/k6xLGBglzgFP3sFTLHqMoxd/QRCc/AteEHeOXkxwf8ef+cH6/vj+vNgsto03ab8+Kf+U+D6A/iwXH+BlzEPim/i7LroGMcxAteOdJ+KivnDnul80hRor0AtHsO1BV83q1FBmPQ79+/idnhIBHiQ3wYAV/WPsPc0kUwaf4JyfqkDq1FAyC7SK95yTEf77HGdjweNH496PHrQY+Fe+MXMKeMVad5FqYvKf9y2J3KPRASKl1jG+ZbmGco8xTXmkfnTs4S51KWVV5vfOfDymmIfX4EeaY0AriRNd91TtipAYpD45VzPFFuWKtAiyr2xyHhWFfnxY4HxeeQMemO4YMwjfzK/Jj9Argx9jkIt5gk3WN/oM5abI1lo6CavAR9VuWX4WmB4yqoLtaZJ2Ao3StvdvCxr3nGIw1mPrsKZXiTLrZbNM1E/gUXxtNhcG7lcjlwyMallABdf03tbhR/gXdBNmGZpU/5XPGJmWVjbAUmsOZM0zjoFqGHZDliEDG1iPOa61ia/pLoUIhmUPcQD0wn+bWqcpkIzwjGCvWrGDj3BYvElQaqdMduIm9b+rssWFkC7Wt+9soyCncP24Ryh1ZfSYiE4eQUOM3lEKnVr4o6vhF8cYFE9RQHIXWo6AkFtggxCl7ju4yLInURudkLTbcDS4KTpMCXoTyTKdWR+9pPcXi9wc8qG/j2ahtKto0+CUJ5mX1+LV9ecsR+IZPZ2Fk/qA15n7SeHbBSLwvHPe1kLRQoRcEP8D6ZNvJL5aQCbjYo5jFcbSq5aHeyXybb4LP+DzgBPtfTHcqLE7qEdJoF5zb2D9u6nVzultMCdo6rBj60gbsMVbbFNkpLspuFV0kVqCqz2vqAZsw/9Un/dPoE0D/pk74tVSH8Srpa3PBvLH64VCG/3oLcU+AyPt+HX6UH/N1nZWKiwfTguWI/BpfcsHGdCutLK353BjhqjaJuPVcCznTFM6yYkUpZyedGMXJ1G41ptP9i3RxKWR2hPnBmgDMzlvBvnZtDSzww586vhA+u9TRaWwFJSC5Zwtb3whWnOeiaESVgyLllQKTHuWLwQSdHcMh0ACpO2uuQqS1fhpygjrZQrivhFZJ1H5xP0SlJjRHmBozuNNBdjj7PHK9dEN0DX+4MIWqH0JzR5nTT8WMOgfSw+GM49e5YkWFJpzIBjAumkeDuYKwOReQrCfFsGVId+izudRU9+jY5byzgsYw3DALhPA4BdgUVHELTEXSs7xjrvF6mjCQweYSA+eMxAw+/VgBCgxBDd/tqsUsBkie4w48BLMctOX2ZoyOhM/ziGFPIL9BHwfoBNGzbfHjsQ2m76hY8mefkAEzh7dqNBZDSngcc0DnGkc5DPWtMD12gknlE4kGLv2rgLcBG0L8kIyMKcZznvcsQnbvKI2hbjy/gQpwV11RJWY6EdjO+iMI88v773xhMIsO+N40OVadSbxPlveJR/zjhX4hsp5B+uxDphRJ+/DjghdPBNB4673z+TV7HoKtJqAdlkwbSTY6l3ETGCkIVBpM4ztHR7W2kmSepCs1jO+yVJmMOxTXuknOS2ykETX8CXySX1+poBuc/qeMfjqW1oVa+e8wFYHak+orc2oKw1bqtxVj/MdFa+DDoAfxz8tMZPOcHyLIxjCeYTrWq77idxxYiPR8PoV8Ab0BQDkiQB9Cx7ojdmqzbqGsvXimw4EDWogPFo4cAvQEONK8BdKbBvsvZedaq7/dBwseSZeJIEy2ig6F8dMmwx6Bf//eLfv3yPwukM/AxuiPDoA/GcwYx//Yxitk2OgDOLec3OEd8qsTnZxCqbEP5leFF/aHYSYAH5dPGn6Fh1U946ZNx0ZePZwxCAG9F20tk8mIBnFhnouyavNVx/NjpC52eXgZG+xzlSNZTJJe1cpmm+xTsS4A31LPkp8kvSro09luIxlqcMHH4SACm+VYAijw97A4zfjaFTFG5OPzUd6tp1Q2ZacmyEXSbgpDMslZ9KL+Iay/jBbwLfRLKc8jnCDx3EVrbWDeBqoAwnNXuKqjhc1IcV/AXjMClmecGc9AJwx/WqjQTxjcF0gN8ccEV2hJzLrvstDEcTMR1PDN5T3KIPVS8B/63bDAZVXfdCMOIx6dTnLDOfyLe4oLAVEOSGa4DZ+jcrtP6XT8k2LTOShJkPJrZ9Inw93hEW4GobXv1NOlKmXbY7YrVV10opcGuIsc2qpmTe9VBIgwhdw8wyLHcdufji1X0740utY/rl2Dsgo1nY5uB8D6aPCOYW2GKOf2qHcrWt8hQQ4D4KgXZx66X7QbnJHH8r2/orEq0b3Jp5LMEm530JBnkq2W8e9sw4DRcawYd9xOgNyLSF8HQPHSHcRFY4neCR+pDWzq+xYZRIdbD1T0NdaOATPoYZRh2dTaCM+c5k61EZPrr7cREbCfw7Ub1k/6l9Amgf9Lb0rsDuU/X9yP51bOCPkqNrwTPbztKfkxKEvM7WgB8dfh5Jnj+CnpRqbwsvwy7mVuNPnRGOBCc6EwdwW4gpX6t/6bjAo0abduN2gyn5Eq24Kvh4wp+CT533gtUtHvb4TIZVlSTT0mE1rFk4mQn2F4ywNnr7AAKuykaw1gNtVSzvT8zlKxP7AaTrtLuAq4BntXaGRea5AgLB3YAhH7Fvm0LVIsyVLc1LlKxgtMtfNqM3wjR+t4Z2Xe2jCwUp8t5og6U4Dgxh+X6EXG4dY7BfQ6keEDPMYABcwygM/5aAbYB3PGMZnanmAKMFYxfnH7AG5s22qa3BmmFMDq9orPFRgsd0Wbou+GMu+Fm8OKwIAYdBx0HkdChRO3O71m5NkKDhwXuhgbxxgw4PMaj7ES/kqUa70AnBAZPO1xk57TzIcwZSq1JgzNOmvyxz4zvmMKY+0pxDwaM4XSv+De5Q0rHlU9bT8FBbuytOMg4zK8gehaMx3HQsJ2egCfrNtIQGR1hAL06BBLvAPRlWdQFru1kAhyVjH+JstoDaU8mwLPOAYVL1BF7xPkkBo/zfVSrtnQsOF4Tpxqo1EUM5k8AR8d0rjhduF4C+AGi1vlgwfNfD/r1gBMg1mkE2gyHenR8SWMBi6aH77inOMIFXsiAulHrnBGsI71GujF+G4M1BQ/r3SEFwpIk6wJLdgWaWA0wE9EKog4IZPuOrofRjPYhLGAK3/QGniy+4AnAIKIaQPfg+fqFUwVIA+iGTwn4a/uf5H2RHcAL48BktO5aOcE7on3J4Nn+seab48Xw19RqfJMi79Bvxh+A5+MQ+v37NxEzHb+JePE8kQeR6EHGGkQg4pHl18Pm0+PxAFnmvNb6cwMbhecNJjpct1R0B7kaKqAizyygOStphgjmqYtq63c3Yv5p8TUhmIPuZjwYlC93Hjtfxn4wqWyZeqMtAEsBnlo34EHHFuhFcefvF1bCfIQ8mf/bs4y2hFMXQoZDtRl8MQSFvBIq9HRON8hXa2GE2Z4AnrIuOP/WZGP/PM7dhIGdsPDmOIxQTKao3evQUBi/s6ZZ9Rk2HdEWESnPSzI/69nIL3IAneBdZ4/FqhJduTQi3wUcKuznkRYpNOQZBOjE6zhCfVEzijAiQgLfWHqD7vZW2UFKq0O5HpZGnU/lFiWbAp41AqcuhEl2GOjABXboH4e72GUbn3Xd/6byrWjayasbaQlf14VAT0k6M87lyHOcD8XFBKD7sC7Im4uY9dMLIXhOVmU5ZW1wtg+UFlSOXnSzwYfJy1AYdIbE11wy1Jni8wruG8ZpdBEJpE1l/IJ+B3wEZFPJa9epqhW8ZQEeXmwa8jZSC+4rQFkVfRuWV+VZeM403ZfZJqB2sKJvoqYMd1b5Sh2J5vwZ5k9w9AwsybIGR0HP0ayT/xYYSsdye+Tz0H6dl7PmZZ+pLr52nenajPpRXPwVy26HxcYBPgNkJYDvNCnPn1u88KQ+L77XZ2q1sseYkVKPR5szpv7pfMX5+0n/cvoE0D/pLekTPD9LnWp3lqbw+W8FzzUlQ/btdcOdnH8j/t3B81WSuPm+ap9vGepE4ICjouRYH5JBlp2iWTlUh8U0fijUxUnBUhIGVcfrqZqwKRA5gIHBluBMCu8qDLnZhKqMufgqOAG8bbWrLW/wnwyK4FQjI4SxwIAPOAdl3v1i6DwEJZtD9Z50SjBFYz8489y56nSNnfP+e7eXY4BT8BwNboTBDClHpjpFMWEApOuIQqZOSgygthYwGhPoPM9Jj1/caMTu0HZA3UEMq94fD9hd4kZn2fGRjJzeIejBGRzeElAMDms/cSIR5TY9LX11PGdn4jsOP0+kXQm3LDO+3NlV60JeF1bML8iPtUOZj/l9XLQjRYMO4t/oZnCuP8ZYwbtfK+iwgndrLAY4dl6RpXUhgOMizCGkCvM0KY4Qg5G/FNzapVh/EZchy0SQB89hRYnOhbLTDhzpyhOzgzzwsIgN4jFxrosVxjqGnNiDTChbROZuTB1fdXZ5Xg9O2A5aoiBL4lGQvRBRx5DzFqUddepxwAWDg1xlrI8Pyp1Kv7dnKeKWoi4X5NchdAw/fpslzmd1NOkxzzt5aigQ/ySFHOLHVDP5MZ+igSWaO8+X/mBz09QSLt01x8KYzvLHY9Cvx6Bfv3558Hw4bmNy6lBHvhC1R7hjblAx7IXRiQiR+AkHjnvACf42EC2URFmG81NoyQ5/d6gTu6kTsBV+nPZdfiiNEs8FCfzrFz3+79c6RePXpP3HYwbTmWPfKeoq8e+w0x9+L94qcoSpHQPo8fMXuqgvBx9Mayod38uNnNewJhAESAPEXf5UC/74RbdTUglC9Y4zOY9tOq/KevBgDvLrEJVfTML/j4T8KFxWAiPnKbTk169fv2zX+Qyagw7DkYfr3D9LrUrV6PCKd53zGV2hPsBJG7DB9sNkVQ7IrtcFWMV1Q9QNGPl2/kY5mf7gosr5YVG7gcaY5zH5dkT+GIHnsVE3lLXFfQf0F3ShRD+HyPpsycQR6vrYhtszIDETHU4aingZK0hlR6ib/uf6BYJ4yxHc2cjb7CDHcv/XaRhqM7EkW1f7DypGaNnkN9Y3cU+sbbE27N9zJp+vzyTT3x8eOB8QEKwoEv8Hepof4R4DEK5VJLsjVrouGyFHPqbI5nYyx8zVTAtW1OsSpLvEo7PamdsLc5BQL+e5CAx3HuMC8cybTeaK40AAt6ILAH1xGOLKZKj9QdAWbD6COdT2BQFK+KyvcBwl5uvmUSjW8Mt9ic17H9dqh8G4uzi0FBbScK5STF+Xw+U88icrwoB7s319EYrqFZ3cKbLmTsI6QvE5txivOv1YZQzgr5uD8xbnhXeaJbcN7wvrcZ6bA96hWhybZHexgqr6+Xo3ijx0Hpvb386v1e+gV2le/ZSN/mE/CNpp6Ke7zrgaMFdZeQuWSfcVL804iJduVaR2kjmBiOK3zF9ZvMPbLPI7J2PjjnOdm0wAiqjtvuhXJE6wm/KMBxU/R6a1CF/HASXyeSGfpyKEi6cLKsvYnXO0y3iIVnEi5xCOLFcDjkN+lxnzIuKHiaY+oXKM/fM+n/Rvp08A/ZO+NZnC+oryc5ZOqvuW4PFlldGsa+R0uj9Xx3ci4NWFCtWo+5qwusLx1xZUVAUgK0kTiH0NfBOfWwgu4f8Kjd0rq85vdX6oIywqOcHKWb4mNSSZmN1JkYfMnOLwPclsKLnzzZMaqfFZxdfdALo548x4URgiTNshTAZIxq4r2/BdU3sxDYO5Q1mhQPgRrvUWGggrt3eOVdJAw8wo5M4bpHVu6l9gu/NV6cCMTcAxdjjjRw0aU3DZlHB1Ekyn0lLaFy1VFRNvhWhnHBK1zxlxjGe7Qb1ogEabd2rHnBVvbCwbK/asBrTCjtvhO5DH42GOsDODohg6dEID5nB2B4I5DngQfgc6BM5vyrJkXvdD0j3c8bmGhErRLSzc5tA56E0r3qITTimt8A77XTyDj5jn98Lbb147zwGGYHyz7d6zI9vHKGP+rB6h7MTv2Y/RDjRy2HsNJgb61bmKuLMdVLwfM50VQoGWnJ6SAyjkZ3cC46IcTvwF6Df2vZ3s4f3DgucP2BWJPD/SxnTwzD8NYqA8mjujB/FxgOPUm3cnLI5ldraQ4TMHwgbyB6QNO2Zcg2qJ0oUS7vZzIuMLxJ8+jCXFA1DCsnaF5h2OEuHfzCPHteNzyJh4HUJ88Pob8+hRc+ioo0zinIb56ZX78ZhhUcZjLmB5/Fo7aDHgSoqERqcgmk4ZZiIexEOIH+ph0gCMwqjXDGNMzmAOIqEx8deJMdNT4EHmiwii6lNAhCjvEH+dBKuddZ5gcyEs5mALsD3WQoRfvx706/9+rePwNbDzMDhMXSmyKwXzDqHj+E3j90HHIwYAUX6VRWDAO3oZ9gxP5dOiEZ+YhRXhMX/GeKPHYiN1fLqADep5RMGBy9FJHXixxAD6b/5NYs0z8XGsOedjhXX4eP8yGYZHulfd9TlZhu09Hg+jibnTdsIdg/QU2xOxHYi6SFf5s/OoDJMHwLK+1iVJ+X3X4qhB9MSbgh6q/c31i7fh8mstsIR+d7gVETqYieWgQ2VvqjwHkFmEWE8VIQ94RPnlcwLnpOIV9QztL9INyvVCs27KJBtoRzuI/4WHE3Mg6HhAFy7LFt5W0DsfKcurQwhOrXPxr7EWgC3CxGBE0TkbRrznzkpHHjzHo9uXpIs4y8PPtGyfNQ5jEB1rgdKYfWJxnU+zdxGI8JEkU0Dvz3Wzx01uscuxUs18ztCyiBfvWs38mw1/i1YSTxuPB+WFWGOMUnsIfmx48hhCh33CRpK+0tiDzHHhdOpA1ODOcdzLLawL9JFdKi+zPDtPte5UPuiM5PNDxznRsNKK6xJZh/AWRP+BPk0U+W/eAGD6Q6OrFp31ou/WlpDNs8Hrcz+D6TiwTtfRmWtbsVJoPNkUDLpueJ3hhzqQfU72wdX2TTw4g9fCK5PGdH4SU7OojgHWSLCyNnW471AXyk6+jctJ1FYTkvDpmdgH4DUZ1N1cTn1EW4aY3deJOpvEHd9dm7wIQ5Q2qLalONxNc8H3SA+Bd7qsiuO3r9R8hfobZDov/xwbD47zFORw7NF6m/UC0JP05K/NfNunKPMRggmxB9EN00r7tuEFJwDtmSK+P4ETPjMfnwNsWJ9CeNVjpKvID6scecV/9En/e+kTQP+kP5JUCH93+jtM6x1tPmf4XNYG+O5wogrRj013QHsvyn5gWorididJ/lVrNjkeqVfghwba11FAUUGIxkTVXdBzocpQbbMqEuzKFUfFKvbNwIhwZzi7BAolYmg69BoDRN/FZgye+LtyuIYIlcw/Fo7GJalhOmECX9UCc7ObJwEZlbO0a9kAj+ZDOUfMfgbROIhEV/eLBc/V8CIiCKKDMbaUeQsKb/hItTUj/eJ7QEUFFw0ezxmM0IA/bijEcNQ5TtSYGDSSQ/iM0syoTOOm9BSCTdjTpXzHFdUMBgzU904el+s69xFevrgGK9EctC9hHoJTeGWxseqcGsvo5UE0wPvAzHQcg8bAgI8beGHM8fhhHu1gP6OzqO1M0M4YIwU/DjqOOd5EQpU/MvyP4Cd6CB4XCmVwvk3csdG89ikn5b24CyfLG+QxPjYRAT2mlLfXQHTmB9hzJprzUTujY2H4mAQkInO3q7IDcVmGC2RC3c0Of52nAnzO+UDvzLIgBJKOOI4Q9/dllrHxipMVlMKaZtx5hACKOfQSj8P5FPExSwxymp+/PpcE+NhsQgK+g1zNsCtOkN+OERdTDKUH6B/rOJPrNExr3jMR+dHtshaq6I5yBpjnPfwuuGlovkHFiaa4SE+rY90HP+AHX4HypK9ywCqiLfK6+QN0ZDwMcApHej/W8e0aDOhSlV0qjYWY9U95ln5CoTrg1PkWPslA4CjrhPyrKeBLTN9KPQN2wgHuPAdtAWGopPJUy2/OyuQm5LioT+NQJrt0zEh5woJmzOUbExCgfx40d05qu4ujwRwaOt4jfSeWM7w7ZIaeYW8MV2NONCIiejx+BfkmhzQ8hRp6i4xW4P/K/yE/+3vGMU11o78a50LU7VDWaMtkY4IpyFGUB4wBnyqza9I8g8ZoCDXwU5kLloTmogkLoMc5hfoS1tcvhqGA2+rcXTASlZ2K7AMNU6n209W5jFhEIryK4qAk1ZdysAFpINujbWKeeKQp6/076rN1lV/kP03fzplWpIes03T44HI7BtNBg4YQLDYRYp37JsccULbLNcYg73FBBRGZrMsca/6y8agov5KOuOgkztuUn1L2giy/wOmOetSct1zwudUq2W3sIssWLknWN8en8M8izOeA8tXFpwnrSek9ouyc9gKAssduFa1Jh0kZojajep43g/6YkLXoZPGSiekgmd+vX6aUsC70RLiinGCui5xqD2u/7ybsBw+mIcta5On7csicp2RZ9mW/tYFgyPLU6X+J17m+t6n+DDbVSYr+nXlUGGz47efXpBeXlEpHNIQeEvlH8EGnea+0gfd6OmcbQNfGF140AGuQbMYqUBXyIl5I2tGXoSBoBf5q6Zf9ENR5UmU4vBeyRQtdVbo4A20IZWhnPKD2DeciR98yPG8T8KOqt5HZ+WaDK90sJiNE4ZBIOwHGEIAIwYqTfppoCnHGyOdvTNueBWdp6cnayiICcJj9BJ/076ZPAP2T/lj67iD632FY72zzJtd/U0Ij5E+lXXut46VcNeVkJ+yvYXmWXr5CX88WVTuuU3ojHM11Uiyz8j6VPyIMlFa9q3eK+SVo/9w7HLLTA4EIsLGUpwmUG6lRPVNBBlgZWrSghDpVAJKM86A4trru7HNYVRsM5uxIa+rg+kqNBzWqTHkEw6LRzQHW9B0nISIZ8B349WeKLCi04V7IdxVKgr9SQRj5LQ0jnPHZU/OmwwXWrzacKt3BOZfmGTzv4e3lmbYfjJ1o8SiosV0EDtuIxTZjfJ0aECrcCthZanBrO+6ugAK6xvlV/HXrwp0Z3My7+WmLY8h0woiQWMBv+GKPMn9hnPMR3c/SW9dFcDYwz11r3ubc3esB/spT0CkVcQA0CEZjDujl+Rby5AxIFEXOVNxzQH9qr2k/uUBKQAABKjbz6iGPAQ59w8y6TU5xQh7bBQxyQu+iFLbHRIkXVD6Q6TeRKMxr/Rk35i7iEuQIzD2lMwxux92H8QhflxXO30JbIiRjhDrHoDmXAn5wF1cv03Z6EuIyfoYEaE7hNRy6/FIGPojmrj2iFXtkkkOD5xp89KC54sYANs9uujZEi/GoubCMYCxRRiRZYbWA/oU0W5h3kg9QDxaoOgjKMggA4O7jdUyzUZFOoUbGlDHS4AzPHce2gw/zJXgqbTmzF1jEV2RHkkdn/DfQXVe4yNAlBNBG6C6DDVEnc+/XYzK+KXERDS5HDXNQn66Mg4SOMYN9KCPiAjCABPQVO7kGfgnG+37aKwQ8mIZ+yoi9P2Pw/GwEVmHdSnIiy9Qkw2wetTDFuQWPKi0Q0iH53KSeH6Hc2mFMkMcxUV602tQG3RRanIriJ7vcbvJFNLLW8yxe9fCgfW9/IIxe5273npdDWWhYJMOzwtLI8i6xMuMAUMjQvsoLwaos62jfZlTgYUsMzDI6F1f9HpRe/dLfWcCA6s2yzbwAmHHucYKr9N/oFultLq5A2a07DC14rrCicpLtMeXXiOVFX7yKc4Aj8m19dt5jinLZW2rxB2zOS3AiiSDvsr7mz/fgqGy7WsSMc63tEiFd5XG8xMudBLr2U/UtGj57DXetSKyXYnkLerG9jY7fJdTJ5mKcvp9u11DQoYxnYzvPirLQDvl315loHL4YjDnCZwsxADarB/qc6cLuN3AWitwKmpg56AvWfp51vVzr6jb7nDn2sQ5+7UObR4BMXC75XCNC4mL4D6tT/Dm5OSJ6GZZkoeUlUnvnLPVvL/heZliYrItxAKtfXfG/oO4AQV7YPTf2leRWvblMorAwyC2Txxc0teyD8OlJfKfCRuWUymAiOzEA1Q577gpINMWszXmHMgX7oJAvzga50hUKwojRvrupFnzB6ablYZ/0T6dPAP3C/tDKAAAgAElEQVST/on076z2SdrUP5ReCda3RQA9GAx9Jv3J4PnraSoHuJOoOvH6cp63UdhM+Oddvbs6uv5LINVtAL2AyY2T5Qq3bgCcvD5RWlRDXz/iCo86ctQB44HkRmE/ccjN6vkUH+V5Z9D3FXsLOqausUWdcJuqcWhKqzlrfCdVWMlJBA4nUIYpKryovBY7ngkcI+7Ic4OuUXCzUpr6AD4JqyMaA5jRC0aSi4GOAvRJah04aDS2JIDKPfftlpzx2fdxomvjqRoUJ/x3N0+sEx1Pi2XncKKRtv5jIZJ5tLQ6CWTMZ+j/CfQV+CEX3lYcoNrDmwv/MHhOFHdUjTGD58cxd8mXY0QDHBB80Xlizk6/93mksNVAXYe6M/i1zv5df58NRqboVJVUZhcMQOCsj1I5qfYjPJfYptfPJ+3FAmfqSXW0Fj/jpifx5pqO9u+3UofdAT/hMu8F0LjSldMRwmTO+9Ux09XiVHf5la7PAHXU4fgnuq6SqSCRSYgGm3Nm8CCRWV6GQPAcPpkgZDJdA+om31XWaZ/hlxceJy3HzwnEY9Thm6kAc5wTsa8uN4hQI8DAhlYCYSaQh4hXlGuQNyK+G43Cr5w248JKeUQHneEszdeWdxLMEy3Jit+SvXfqk+PKrzH1/XM8yHJ2buTs6ZRE6baowU5DcB04HGmqLYO85DwW69M1w+QAkwbPZ3BaNnVAgIe9HSrtQP82OI0TN+kl2sSINgiP+f3149CTKRYFgw42QUIZRiC7FtyJF3UBMAp9g+dLwFRNs8HzJhWelDEjtXbDzS1bEOV0rkUA/timq9lNUDDJsRgYrtCeBSH0GoOreUffqUD0SrDFBgp/sLhePEUF0IOBB1zwFOYTxwCnkz67/NL6AX4p9zAA3VicutXJaJuQjrXkVklfslrLqlwiXUBwmHwqO8/TPTLoOYaox1T55iC5jTQQn8BDyG7P6E9Hk5oB96qybcDbG3zAG/xtmgEaDLQii6ZvkPEufaHo++pTWtkqVjmr7F4vGHAcQZ5hJdjElt8tuJhsHg9+BB3L8iWdJbdXSSHpMi8kJj+KnPB7zyIrgJ4WV6YWM690sJKfQel8j/CbMgPaP5FjT29EUz5wWqZ75zytWzCWqwsLzrralAaC/ut0iDDsfcUVTgy8t2krkM5l//mAohyuepdN2dSvVnalqo1mkX+2+o623z+/Sjt/5rXYZ/LguSp+zgvmz5p7QvZpyJld5+TCG4nr33YEjgMStSd/bzyeovyqVIrFjADbXtVFwtxel4aovnq33Pikn5k+AfRP+nL6E7uYr4zBP3VE/LtSNczz2/O+dEfc/K+mfpUj0atiqMfFc/i5xmd2VsR2zotvNKcuV1I6z2p4JgM6sYm6+ZX70VlrePkEfI1x3hfYKbKptcvh5uxns9rRTCsYyApmMpjOFm9wRM5qL+XfGRoXN5UW7il3tksD8xmKVfOdjl0yJXdlE7xXJ07siu5Idwc7wlKDCAzPDAbsRsJ//s2GAwYntkHdG6mVZycsuQ042n9aZ3hzWYcHp9D7yAZKpp1izOYGtlZtD9eepm7y6jOnC29RWcrb/Cz4wUDCpDtzSmIfwJHvzd8BIKYqby87YLRtu4sWfQ77zmlyisLc0D6PPGf0PddAusPWz6N78Pc8ppbf0Dxec3TcnpXfBnk651r3XIdUEl8PeGkruni/T7v85XGZSs/QX59R8WVsO9HZ/EVYJ53MQoiXRUekDg8/fq+bK3keXOn+nAYpOubv0tpqi8JoTRkla7ehaECv2ZmvcgmCEPGEGLI5GANnLs+I47fkNZiI35V0WGsgr85hjIWI5Yn4AFnWokjKpZRr3z1uAbNCF1k8APw2r9K4N2130AXcMi8dIe76CfpCbSrWuTqY81zq21+cb/h+jp1QN852ZeJmLwdjWbHdqLpjedaD8isGz23Rxw34n7XRs7ycwdU5TgczHcekpUPnEkxO0+vIaR0D5XjiS5Z5q8u3+nRuH2aF6MKrnx+nAPrGPLoHSqczsdSnzIUnIJw49Aq6Ou/xRBsF6IyvxuBFY5s8mYxiQQ477NrCvDE5vY6OV3kUZVc9HU8XZVR9J2SK+lSBM/KtvDO5CU9s+7xmps+RwhOw/xkDntfBjSfA0LK1NB5p3zQ22gT5pNCK05XbbBJ0YJ2LqFsS4NaRlnmaz2vrwg0MmR4R4LSrgiibAyqFk3zMsGE97AQd9Jcre+iaP8b5dWeBxVdS6d0Tymk77wHcORJid3eqrvp6ZCAMtwLPoQJru63vov270ston2cvCwcYRI8VxDtsrkXanPVEfU5hdptL51Gnn93gpE8SCJLnPf9mHPBneXv8IuN1WbMZSFlwP2Ko8zxrb+3TOb37a8kP+uyXgLHZmTP/qmMTg4j8K9tAsfx2rIzEgAdZvX2f7qZ+QUOXIlKjPzHpH0xkHyMXcrmsz0lUqPjnj6L6UnhGBNphP/d91EK78e2W6kf5BXlb+VXA+6R/PH0C6J/0dHpHwPwdAe/8rZVe0f7TqSpjObW7e26ksyPaXk2dofpdaWcUp1zhmhmcZVknd49NffZj00+Hz52UncP1z6ZuLr0PmFA7g1sDFbL0HpWp5Q4+Aa03yvb5N3A2Do2qTl/X6YryUnwlH6WoDrmpDOPYY7B6qzxKo4QmgwmNCDU8/RcKYDm7j07nuvKYscTt1PE/IQrfgpy78rOh/GeSot6PAv2C9f0VIG4ZVn8y4Qy22evPdLgsGIC09LW054vLcbMaynqO7kq3bzcXPzk4a+yZG4o5gD7ngeUsBuNzvPuJzA09VBf+c+kpWdPRozo1IAiM+P8TsuyKH79LP+HliDA/AziMu90mSCt+DUCuHQUu/xzBOmcK/mTh+MyFnibcuRM8PQ0Xq09C1LPhsXTF9Uc06UCcf+52N5brIOeijdHPw4rT6tRy+RcdjUnfyON2QS+4AAfBlZyJfVFFt2PmmXQneI5tG4eWFabjjOkL8eJVzdZfFDdf5U8Rjicbu52yTNNfuAbBgN9eDw3qZP0C01NeYhCMYSd2q20wxBeCYSABNTGcGzxgzlC6zk7U3KcGwm/RPdIcer95fOEfaO5NVwf+lwONb08WDXtP/Xm05sKMdaNBc0ojvuwUu1a4CMl6UerCz87MmoFkf4kB/D6dTeJqayj8HolIJUx+zUGc8qrjxdHvEXZ2Gj8V13dO7LLtQgy0xxjnbgYm4trsNqJuw2AtGercz9csa01mp77sF5O9nu4Fz/X3mxXIP5C+zVq76Uv8c/5Zp7eObgato9wbHgea77ziPA9g/rfz5pM0YWD25/kT31db9G93/H0fPPfydBvGZ/NHyLv2r3Sd2OPYfuyvjzPIsiX/mGG5nukzqeGrLqV5mK9D1qhQnFQZoajy67n0h8Iqn/QX0yeA/km30yuB1rMA7atB9C4I+zOC55rMpChvAuw/RB9HnH13MP18fLp3+xXdkOO5Ks8g+NYFBT9gsC9S7PpPINB3t58c1MHn2PMjVKSyPtVCZzp0Dzs6JUP+vlGA9RoXZ0H6zCPr6LoSPPNhWcxXHR35eWwf64vX6MypMGdFvzrOFLZomGBl+7lcnDZ5V8JqzLn5crhV8L4tRQeZ4qlxmG8r6N2rbcmr6pbzLzghW8fDe9JlXZfGHpH7N+JCjL6S2uKZjnIeRJ91Y0AcdxbhzqcwmuaYSTUynQTQc4l+nrw9NeLhq5LzSvTmAG7tWnK4Jt0wj9muuVcwFuisqf89oxD5j7EDZH3VZ05OE/EX30fcNHJwg3vfg1CxmQPmz9BkzLqcNdyUZFrHs7uzJh41T3GuhYCzhGcxeT4f2zTvdgsSMojBAZudTLFcF1DpYLOAivKVwJdzdlwQ6TL+2XS1YzNaPhB4MEeZorrqKd10znrH3mGousCGXydeG+psatuNxVOmQSMvO5j6tjsZn/UbWbS/H8uM0zbItW270RXHmIEHC+A1pwEkKtCgpsotD5qTzanXHZXvlW25L386eN7m1LmDQXR79R4Aexpdx6ve4hU3nf4pp7PMJnheClfZ5Y8TA2nsleDnoJPgeVqxX825op1ZOY4Z02uYrxZsyL2ugRcD52TBV6XTxq5Bmb/mXKcTn9mZmNVQXaunmKN7pjZN14dJJUE+L5hP+ekL6XbwfGvjJmSc1vR2ZvJ0+usQPO2fveQKVw2unzrfZzyvD0Ly5i4H0Hecc1dTTX99RL41/bwg4m48XgO0yLPgS+954j6g6wvvdynrw1f5n005iF713z28Z/4Q4+hLnzC82ZSMFkOxYWuVCe4bODixz+wN8oKXYlPh7unyn/S/lT4B9E+6lcKRh00A+yy9MyjZ7hbMgaEXA/PvT1m8Nummfvjs7vMcFL+Ljz+5Iz21/HSWbZ8639MzkHwLDn4CPT6X3rCJ5Yel3rFht5d87KK+7eNsnHHMmpXU0N7GWdOUuNrhHnag630Z3H532tl0KAsCYqNtmbrL3x0RUUXPVdX62Is273sejEbzTrZ18iQcdflV2/5WknA9hwudUCcAbILnbbrbDwgKdLW/CyWXdYSmdYzxV58zefB859A7h/q1IHrlJ+oAPB2UbtWKOl5TAL22kR09f4Bp/5E5AM1lfMOwe1BnJqY0d0MQ8b3mrdLXjvu8B0WVnvDxbvd5KBMC56m+J3hA16HKE3Y7LuIAbjbsFYB08ZDosb/k5Tyw5J8a2dQa+KLz+2tqQHwX3F/ON4Z8lK5fpA6Z8MuxAuh6cswZFEz06g707Gfu2gkxrDUe/k1epM82jFbKY813d9vctXfuSEfkNy+ZBCAv8/PzlPm6EnzD73cyZQGPfK8Br9Oo5ptAq+r0ZKIH7I7dga9jJciQlyxmIgycZ9z8rUDT3w6eS3ctjkpiCqdGfT+eVjtf/I50rZVWTD7LMwoTzuzwGzbEvKcmMF4p/HQnc2ovl+6P6AUA8EHK2u1AJ8JTclxb6NRAhB/uTui018+DPG7gbIE/qfO1RUYuA6qvJQbP8cRGJn6bQvUmjyTdAeZfD55Hc4xbInh9yN4x4EvWKB/FBTvSjM8GWVF/Qw20K3wH5qwL/bvp3/MnzrQbwXySV1+yu9/TQ5xa1/nP29MUy5+N0Vn72t/WvmDV/71Yp/UFsX0G+Rfo5xRbqpy8Yh+19son/cvpE0D/pKfSLoB9J4j+SZiiJ0q/XMVJgtxhwrecRWmMcpkucPSVdFb/BkKqjlairSTLxmnw9jR5n5BmHawVJ+dKTt8XbOM2OG17l+ZJVkCKkfskAGWbyQWNfJGE3s0vToPfLzR1HUzvHcS36m6enKOjEnwPDSq6dMuSuWMKdnOvuMYuyaVM6Mt2T8untzsHxtnCJKHpsMw4Sl9zbCp93iS+dLAAHJ0DUMzfvannav4mO687ptfpJr63RQUM2dOOSEp3HTerJ6HgLpxKif69YjFnW+7nbndbDOLck5+pgk2gx17nJ+4AvJoOy0oVtFaX08eDEF/jj1dTv5WBiHsMsLQkl/Ed6eH5b/J6nRP2Sp85aYudftqQ00X7z+A7DvA7JBmXm77WO7uzumDvpb6FCOv0mfV/v4TgDH+9bMucw+XXyq/8ZSOHT536Ye7qi+xEui3x3uvduZuWjBGZffAd6Bi8qXC4E1O28/9qaor9lxLy/5BZ4ZUA4izD1hk/ySDDk6TFAiDuKE3y5XzFX7rtmIGA7MnwXFQIyYJmRR+U8By/fezfFPdTU7LM54BItjzbLodFgrG3rebT0YbNG4Rj2yD5t2VNgSAMoHs/UjMtTPfTU7Kl9WfcKRdvniAJCnzsuWZ8J/plyfPKNdh8p+FdsDn4DIr+nufsXhcsgEH9z+o5EVbnCrj4Zh8Ex4WyF3DCG5dH+CDVD//7QkqObW76m+OR9ajghma7s+ztyaniFnJ6ByJGTks2E7hdbAusYWd/VeZLqtTVvNtU6/iSfWaoADw2YJ6BU0/uSvrpBdl/eYPH6dTf2WN9PSjDdnnz5+LK4shZcA/Tu6JR6AOFC87fQe/mFOavtcQMF49i3V+VeKXCr9b2B9I5hJd8/2q+XYqN8/l36Y7J4m7bxiu2wE4+rbesdZ+3/kx7z7h3u/azPMopm2t1PqcRGPnt11LB1hOi77rGnY3ySf96+gTQP+nL6buD489+V+dpo+vb4AcD03YC7Jjra8L2Fdh7I+1v7TzH9KrCcZK0uj3iIwRfwEG3IvXe8FRh/AaV+qUUYjYA+zeMzF9M3F7+zPQsgOeO/2gk3psTX0t/BsFhZ/jdMifOm8A3ztp84Sjca+dchMt38HlJ+34jicFYggjNFdatzn3Sn26SS1MmvBb7rUdixgpr9RKe56A50e5oSpdVeJTsdNp7njH8vTlJmACKL3DZ7BCqr19bZa+FmJfTiQjhPadxwPB2QCOMG9/4pvY0x06rT2MvVILoT6XUnzv4rbTGdAH0G9I387tADy8U/1bw8nyq+tBrdXb1x+v5DVzabsbtUuGvt8C88pz9KXlHi9+tv3Wv9LELnXhpdJo1GBOqCLkK3CH7WeOg7FhPBqBj8eTAO3nJoPR5kOKU0nsft7MgegsfYW9zbyrPOq0o5eva7u2J+B1jlXOHHCSH0LHKDNYTR4b3c+u8x13mQWj7OKa50eNLzl7eT4znUQDsl/zrC3s15UulZxVPF9/Mncv8zU4tmI8oqb5LQ9+dInS7/Df7DL5efyePrjzn32kPJfkFQXSii/5C0esFPVcwdPD8nZTZVUnLRkX+19Zx3sLdzG3WgN9w/YKSf5dHnfDfPxE813bOPteF9aH9pdfI94NOskPZH/FHnKU4H9Q8blXa04Q66p9Pf3dGx7TzJ/430t/nr5/0/elr8viT/pfTJ4D+SV9K/WreykF2QdurdKUsfiVw/mqZ8/QV7vmc1+IM9t134q+O9/wTQfRdG9dH3pwkbi/jaFwo6NWhegYH0l18/hxJ9U5Cad79qbTdmUR/yyR4Z9oQyo9MzwJ4J39S6vN2gbeS3J9F8HNBdJ3r665x0typ6coZUo8njdfcvIg+GveaWe+W482Owz0dvhN+lwMWq+qzdLrLrfnO3L2V8QuL6nRP39na7/jzgLlo8HwFlOYRfYNkOEw9/+pHeevHTH2TbicF1HEpC3h7Qxr0N3SwZjkPQPglUw2ip/2Wcn3kc6z93CEZZWYNSPEVgZ31LRHorO/uiEaQvoczfTO/uxz7i+LfAl433u8SIh3Au6CIHzesJLKDYvfJjv183SCuPH4ewbd3fuQ+qY9a1MkrCxUNcbeVNpIiP3rCFpDuQpZTfQGpv7zqVt7JCjf18jTIHAjiqzqPO0BvQVzowzliXeQT6aOtqL3DdqqADm0L2UKI4zjoONbbMYPnY4hPfSEiHj3tLf5aHXp7nn26/i/PhxvILdyAOYzXeYKFBaW2TYmORp9gP3cDyLervKCR0noZAM9v0/kbzcCdvnwXL7d9BldDudW3/rEgugaEsbmVVJ851bHz/VOg7uTp30hif7jItUuq43W0eqWPnqLnDu6SwWawKlxXSn6BZ6uV9I/yguU3Bc+r7Ntlj7LrNIguRCJHWugWDa/ZndFWYRn+RgSqnZBEbArL3ZQI5o/7QH5e+u8FzjF9szz5pL+aPsHz/3b6BNA/6a3plW90v5q64PnfPSr+vO9TN+TWyfFserafP+W78FfHDH4piN6Uuqu+dMdP3fs0AV4/C3NywLXOoI9E/pb096fCRfqO4Dnm3TiV3qbv/x0E3w2iu6PWv9GKZbffSIwV9CnY4F7nc/4akBHgkBCisPP8fGfvRYtCJcb6JZNfKAbRL5uPGVgXCbDy4pVvwwNFdPxWbaLfA1a+LEvWJpi+QJrFX5YelPDLmX/tLHiuz3g5cYhWRc8Ar9D4b3bv0MV8eXaTTZWZESPX9V0MUHr9nF6jDr0nO3Ur/Yng+ReKf3vwXO/z+L3a8Fm5SNPIbPx43J4F7YLnT8PxDcFzfXa2gDFea/DBj3D34xXVY12hM4zdDT6+QDxl115YCIYwcRcnWFk3+rHJ62VL3ZL4Hb4LdZh9RtQFsjI8fTts7xuboi0otvN8BtCPVcugwXOMZXggAqze1PCie8YTWk66q8/O2K3S442pUrgB63dmZZMjAlIhPgfubGHAnfT27xJf0teuEMN1TBpE/8k++M9O9GfB0SBhlF8ej73X368Hz/9eavnSlW5uNsrk+N8ZPJf0O4PHhP/5As6b5tdL/AYUgvfvPL+JBLuVhYdkty1ZGf9cppt0vqt6//Wd6ArH+u82LC8I2DemH4CxT2rTDxfgn/SW9BNY1if92fQJoP/H098/tnumPxl4fy3FdnffTrTcXwazF7q7/j//zfHvS+cBj/790+P6hF76/epL3HV+71SGjXOwTX9CCf9a/Zc20bMlMjquGij5Lyr4IkrrzrHnKOzZ48YrAWfn6UX2i7f5O+aFHKfH/bTWUNdJgIHj7baWmO7j146LTbU9M0J+PHvnTL9wviVHd7vJ6ILf6W5qIg/wB28OaR18jtCzb0UvR4Ws48LbvtzlsSGILLGtlvVJs/stjZI5rbLLBhw5Enee2050nju35ZgBNTlk4gKOs7UmG9j8/5ih0FHeUUS0Ajtwn49qpXP2o8fc5lBTKN84wwIMfHL2wQ3HXoT/Ofns32MG2JA+Lp1o2dl91d6s7x5fwTbeKVMXn1h3URwkhnBZlc7vXAU63J+EruA86x/nMqmTGM+2f5by2G1pPwRgN7p3+wbr66593jmeuPy/hb+AeS6/zheSnjZlmXoNR+WV4mf20fOKHXOvC4+2YBqvvOH1bmCO3/T2P/tEETMRr9NCTk/TggbQOa+TntN4l+nG4VUHsI0x665gsO9MnAk8uiFXc3kYM8WBLQYQITkOEtiBziIkY42VQTlI6Fj8vaFj1Rk63D0xZzO/Bm3mqiRkRT0FUkBdM1M3xfx95V1XcF1pk9f28l7f5lVhoJEvpKxjPCfX/kJqcNcuVrmzMuhm/bWCr9pTMdmi123b5xWcvbUT7k5yncuwmWPbSiKYZ0+R6LNdzKA3+5va2qwNJqEj5jtp/nnulwoq37aFamLkPFXdaStu579QehMhqiOZBJhgpnth+O1oJUF5WVfO3/Ba9+sdawHzGhvxU4GImOgYxENl3xU9dU/vc1gM2repV57626xftPV1kMLdhT741fSV2u5K9qfqLLz+vf0t43VR/SU/uyVjLup4Jn0ZHVdtn+j1N2q7km5F334SnsvPlZzAdvb0bvvvz38ijz/pn02fAPonPZWQ8f3cb2n/7aROnuTCFn/XJ25+34PLP7Hw4M7unnfQRvh+L5Gj6Q87GfzUg/qsyU1mABTb80nnzSddJGnoAa1Qjo/e1OSlsfa3hvGmorrLYqWvVobzMlxP6v2blNyHTrjusDLjXfxBtRj2rUw/vB9RW6Ag6oIS7q+R1boQHei0kQTKhN1Cpx3vid5db0idbGvM9Fvb0+Fhtbsfp8h1DTRxnFY4DzC/LHxK8IMFMIVXYMWcDQh3vMag+XRw+bMJg4eThIiOIdZPzg6RU6KMYRiBHScMHe5OTrZS20AAvkbEKd3kXTbnDCawoLUwgsSD174Owyh/U9870p4hfkkVKWVfq2yNGp0MXFfghUzIQy7aSg5ShnkiRGuRy5nj/BxAgfkzq038h/u9vL2b9a7wvEO/Tdau9dZJKbfoSeeSngJFRO3JHcbTAsRNA39B3wxtk/Jn9nEPi4Pc6d87wTFP0wan+iGqmbHTgqfB8+VQFzmIDiE6DuPZzAPgT/JE60r832Sh5uf5nfDiBVY49X16HXqwZCjrN4nTNwAkte0BgxZtMA45iI71kMsuw9XCzeHvZeU/ZAZp+BCiAWNeMR+vcfiDPuI4CzSOeLQm7hF6mRJn+mI7f2KARhcyRPmVeMCZKvYHEqfr58H5eg3vTk/Z6M1Cnjoo4s/DyrwX6+/qPmHI9aSCP4xjne/pmevZPT+p9krUCG1enGDor+03uUjeN7VhGprZDpuP+VZ+YUPrIuPtKuHpLsirfZGSyy21wTaiNOgwOKZElBaPeQ2Mcv0WyV7plygTBFAsMHvSYt+kO0TdIj4jlV3LHpt2FttnqHgcJMcgooNqUBr6jdVuupku2tun0hv1OeM3P3XyQfp50ucnph1W/qYR8LdSFzx/LbWxojdO6T+dPrGv/176BNA/6el0faz1e9jedzOjZ76ffh8Uz/iOY9NfZcqvfHP+XcHts+fdt9kvaiQLMTQBek4G+amP+kb/rhaI5OfocL0e6jqWn+D5u5PES87vuOYJ6UKDKwpfcgjt4ie79+9Ku3mX7go6iNyLvEnFKXqWTl7/BEqOo+9Ocz32dyYJP3odAurbBth2+KnzPrgGVtBmOgmk7hQGJ4c7bw6i4MDBvnAYv/wd9+J0RtCZyYLn7MFzxjrXu+oEXP2wQtJPL3TaAPxCQEruSVr3ujsvAW1lozMr1zvlwMS7/pEM65s09L6fAoBPxQNz6KbHHPJOcxdGO8caOor69Q9Xux+yPIGm13jEdQzeoDq53p3cf1QZ3k8Inmua0G08dR2gt/j32WgJ1Z0o8f2k1TXXmMI8UAc6Emt0ZtSTN84hBUZCzrfi6QMX/XlqV2F+uJsfeUykPtIaEn2X91C3ziXGlQlkUzrUie9b0PXZu6ZP5nXWPG/yQSaQIUg/6Cg3x7chq8FxCKLOXeGcAvSGTzbpE2AMQeIlu3RntRwH0fGb5PeRYF9t5IUAAby4C5AVHgsmVz7DBv9o6WyKroi7Xt2rQRRDMRAft/CjUCKT41F+6c498QA6k7VjQZuDicZBv49xn4828siWySzUBfmDBlRmBgEx4cfKFxxGZlLrgK1jjmstujh0sZl6kP506jCT1J9vr+Hd6XLHdTOEqYK+3Oa9pCxn5tM5fDP35Ul83008hacia4/3nO67lPVM1DFtIaRH4p8B7gck+ASHAPUgWs0AACAASURBVLYQTJRhRJV+LoW/8zOVGXkh8Hoc05KZtl4LFjkFGYT6eavAcxj/oN8tfrwzO+ZY87KHomxGML2pVoELffLAucvpENIPuo+kA8xAlmndiBvRhcyrboYgOvEMno+D6Lg4cSZ0DJkDCPGgf5CPdUTPreTzkVL/z3Jv3gZ8S08TPyT9POnzE9MVNv5VbN2U919M1ycV/Nz5Q0QlPvMJov+30ieA/kk/Mv3J4Pn7UoVZg+hnuxYWROkX3ryZKXeB/a/W/8zu86sAdVMy2gG5PCq+Qn0Q/Yn+ncG1W3TxCjl95Oy7U4PQ4tHr3KQn7wNtdfUnIynR4jU835e6edjaiO+C6aSOn6QGq5GoDmP7bre6Esw/AA4Dde4SZOjqVocJBBuqkY80ozsZsH7zS1gAgmTu5gsOeIxAWwCcQ93mLEGwDSgPkFgwQZ3gWg8z0YiGtQSab3YsMOSbFxYI0F2JRGQBbW9TzKfeYjgFMciCDkf0u4ETyfxf5swh6ph18Esx+zNzXE1HluHKUAD0k4MVFwncVqdp79Q4sW6XA4tOv+nb6wJfSd/mPyr1vKfip1nfl3nlroLmeMziD9X5Abyqq32D9FYvY6iP1w639cmBW/rJ5SB3lWyUtdR/5B9dbb6e5XxAuiBEeM/P6qPflZr53CxC0ZQD/SIzKONBV3JeSc47Z940Ua0atl8eGkQfvTwjPXlj8ZfEhGd7x5JhM3Auv3+T/P692lRZBbJG5Ulnn2jgWvX/FTwPQX5AzuBBPJh0o3vBcOlT5OWB/tbfYTvqF26hUl7yk9OiONs1ekT5NeX6YTvPg3xkJh6zv3P3+eTTvILocWGVU3chYRBsbLimdNqEnc+gcYlbPC7PbC12QrGplFjmHDwn8mf5BJWfkM7Qs5fX763h3enSB3CibqwKzgtcZadIO6W2GwSA4qiC8804lXRj7BD+b2TZldip8kuv17y4/fmwv0NXuzTl9+I9PD8jFXR4cr5v1/ZO8bvpDxh5yuX19CgGnnjO7JbcJDghBALoWV1D2an9Q2B0/E3cKp1u7RGXb3YMOtJ3gVb5t7hyZC9dljnscTEYosGwsxYKGAUD7os9tvQMb0tP/NLyM3g+BXInvUJn4o31Z8l7EUUH+XfoHUd3dfQkjW4Uu22NPVPpH08/T/r8xPQfx8KVvP+WlKXdz0+fIPp/N30C6P/xtJvo2Zn0rHPpTzKQOzurv+Icu7cCft/fHhfvFQ5XO7ufCZh37+6Uv1On7bI4qfssxbJiDtQwxvL9wr47nv8ZEnt2eix7IZJNNjJ2ibkYba8mU23ynNhk7I29F1T0XQPtY3jHtAJyW8QBTPD+KjuWEoobCy/zc3J6NPi4RI/DWOMPcaV7UzIGdRVJobYM+Ase1fBKoDne52UvcVpn4gO1PXZ/BmAo4EiLJYdCcNiItyWkDoINYKw7HJdja3jwQfvswQEchaYucNqTOm80aHwcls13JrDvpmMGkqpOqeC507zqWF9OGN196IsM2PGUy+agPSuaBHCtTiiXAZzahk51l8VZY9/bQycQlJyB+nX8Lfuuh07eiDWGO3yUhtRRyVaP4YgcB+Edwt/IzswuNLifIcvd6mVswzuY15TWBRrnsvm7g4ezDSL9LmJ66Zf2f3RCij1SGk/86qajyndttc2HnNhe2K19Q3SdZ0H+l3XLOEmdltIu49xZuPVTKTqgstyhiEsOvW1hDOU56gKxW8BHrcjm281QQ1x4A9ehadhFu+69R1zxkcp2fbOFmdS+DrLD6lk83buobXdKaFokcUNW28IdhMVEVD2FA3lj5+AWKyy1b9B5ZiY5pvySccxfZuLh0ejAJwsdk/Po46Dj0CD6CqAfAuOgsoSNj3apyGNxnhvGVCb8xziIZdA4jnpM7irT7bLHL4gonkSEjrVT/NAgir8mIqKB8rBCn+RWH0C3/qnOPta9HCQ8JqwHyveYGMbPH87/xALofuy9yivEvzGdUlezyAcbgTIN6cfyQf3J9C1Rj/qiL6Gf7TVPeNd2wPlKYGmq64QXjUBigmeS7k8b3+fBabwZmyg3Lmrcjm98V/WSCBNeBInDucwFPLfhA1m2JnBe0FMqPtEXnExl0yaHK28G+mz8NknUdR9t46wX7XTUKw1x97qRxdYKn8zb9ERqX/XFfnwafQT5Z7C35OIegYAFzc10C/xs3euOaH3to7chhmSHBVusRT37vDbxxg4vyi/LV08OsrHOdh38huZ5LUBQ+wPHJtm34Rrw73LBPxTAFOtCPhd0DUryi4g0oO3HuDPN4PkB9en/yf5p6IVonVgAUXnrK9rXgBtuaY8uk5zQROVbd+bgRZ4TXnQnZbZwJTMXNsvD7YKU0NgtiM7b3zZzwtuv8t4a1xsA3RmvXN9pdzcSeNdEMHr3bV4PQ+P76RvsM0nl6VfVtFNNNi9fSWAHturTji3vK9yU3Q5OKoo4jrL/k/799Amgf9KPS88YzF1gN3zzDpTvMyfx7v294PnPTq8HqN+bgpOvSSUQXmsIv75TKu7y/45YAMK1d/B9T9tWP/4n+UW4WEkdbWp86KWZzS8rNUFJOKEZOxK6lv5i6oJmCZbiZ0TDuUudw2vzjrBuabKcIVaSpZjp+hZ09hDpAh2U1amX6jKDPI0Rx2vM2+72koAF6ErTkRhtaN6l6qMfwB+gUp/rs25xoD+k2S5IU1fTU3A+FIA2yQK162hzC0aPMZ0JNEgdJ2cO1OV+c74Jux8c5/it19V22NXZwKvvDYfrZvEGKwJO9pp4fYtV3NGTmVKiyRk4WP3RdtkhCHMCHCEOqtifEPn39jQglOEjJjnIxkApoTvC3Wkm9hePfI8B8vS7xpeZiVaQqXxrPWKnjrwFTsTmSZlGxQ7dGOUiQIfP8aeviLDIbynQXxhL5VFJngWnd3EckuM0BVDnDqb7wCs9uUMTYBABx5u3E4ik1vacWBPAgwNUAlSxWa68mgK6NjCej7W1pjgtc6PrmOcUqMRVkcybfb43SyhWjoUUCzykAHCGAB3j69cgC85mNtopTvUMODhoOr0KWaaiuyzWKt3jiA/sT+gbyH/FE3s/g/iDetyRvQKxXfBc8Ql8ueu+3akzHXjaGIOIHvMZMQkNmCdYeranfH7CqIHiGUyn4yAvyN5eCnjEiiNNzd3Ya3xxBaPyPuHZZq5ngaz82oLoRD6oigcho8UDAt8m0wBxxxorJh+zyO88yKA4IdvRnoLLIou2hCwoyAcEwR3E3C+fx9AVQtx6AN1gBR2FmdfiP5wveRgis7VTTkhP81E6QBEQjwTOuonxZHtdzopoL89S5GfnDLrIrgxcOhon0EDQE9OghEuQK2Eo78EYQMrtivMFbDQErRNIsclNEFRq5spCovzsC9cTEjrVPX/l5BIjoYn9t5Xz7VW9kvgNNBEqANFhd04byH81fyffkQoQATD3znij1nwxduU9caXrAAXIviwjQW5FuzOD38iIIOeTXARe2Mp/fac3ZSAl4EnWry3+4hF0956XRHp2OQa2WESPtWd2n8z7QORNP/bMbAWLieKnRpJ9Hq61XxTprOKUoE9afv134X/zsQbeJyrzASlOHm5yym9beCwhkwFQLgMErCcKkI2tgcsMY6r2VzxppfbmLCUI2wKXXKS0+1OS66D2JLH+QtxRSKocI7x/GZgIU8DbfZmIdZXHp2XWf5LmTZNaqLZ9P9UqNrBcCCmu2ZpK4v+nwPbyGm2U8CYyjAgT7UYtyTHNV3iNFPqLt0LlFqtIukCuumaqPGuH1kDnSCfBZkw88pP+6fQJoH/Sj0pfCZ5f1fFqEP1ZuF5NXw10v/Ld865OD0S/phF1Cxjutv98my6w2BSLJaD/gt76PJlkBQuVfZXUqVI0IFEpSPowB0MytjcdFRxszacSGGFunHnrpiJxhKjqbhVh93QPVHi871udiVxhO1WQGmdrujhfINrlh9cHPOQy9s18Sbr02VjFXWazROdQs//BoYdODsODOu7RuY3vt4oj9cjh5nmKlrthbVoqdjA6mcEZUAggOANAEUcehwEIq3/hq3ESOcldT/K5oGeumJ9HzY75fOjxdedOCudrjePmwDGF/oLDO/rEFKNg2ujR3nYctBK17w4g6r8Xrv2b32SdDEQ4j5cUfJcdDxRputA3Bo6gLkpjprwoGlIriKK4Xp4y6boDjgCHQdt2Z01YQAUOrXk7Ji7GmJUMhvHo5y06xRAf3i/kbRJgDKB35Yn8G5sWSKeWBRdUfDFt7dmDSAh2nwSn/8wt0NfIl+LJCCoeVY7N3TdUjtJHdhNIWckmLUpRhyCR6jGwQzPXQTA0mVFveEQSk8mJtQmgExkuJkmBfhVqhwBFO2+5jH+GslDkZv5HXxrwWOD/5hxH/pNkjQOSgsH2e1CVYQsEcJK7voGncMQg4DzOe8wAcOKfYgRB2/aKrEZ8MizWSjizpUUitvuYcl+B31s5PKKcQN4CjP797MM/aXEctW51cFs3Ir0iRzZWasFzJh4PoseDhsL2GFAHp9J+jcHzI38P3cBQHjlqEJ1APoTJsx5qHN4EnuuiXjUQm5FMChhf2H0uf2HcFlCGhdXWYIcwrmVDGOP4d8E6ISH+PUh0Adhp8Mx5oXWT09scQDeYaY4xj4mPMYhkHX/PPGVaj52I1KVXQGgL8COxSABN4uvMSjXb1SlJudqSN0vPvkzIAfzLX8xcUX7BtU6ogn9a81nv/Vm/SOkkLTkl0H7gA9o86C0G+qa+WSrZcgUsCY91jO0H+9+0d7ZJIZ/CU6Qg5+d9P3KxZxKOtcpi/VXenukDidcXjaS5rTja4gYWwmIHgFaUF888hcBc3qLsStdhLtKiO8n0gblU0Me6g92FvDDwwyVbjclEvLVyUNK8ooi/DJ3xU9ok1NlFpkwb+tyk2aawAD04LAIw5jliO9x1XguejHh3jqOcrroeZzmQbV6isKjR52z6BR0tNteMVwLCygU7GXBSCk17WOHdYyLO9e59sJtCED3z1HSfW838uetqkEVVhiX3xSZ9kSl9Ne3gEqSzyNcjT5vJ/AXGoNeJAGAMVL3jBnA2xaJuFU+q8sstaXa0Jye8IYGBvH5bKPN/eK4XUX5dt+75d3qdxPedTO4SyKNb+UMWxEW1S3MNKLPyAjjLofqP1tHwR8NZw0J2+AwHdCEBSnOyB/JEeBB8gLn+4ofyC6SX6HftYf2kfyt9Auif9GPSO4Ln70y7Fcjfkd7Rn9cC0F4Wf79anybcVR6Mj03eEwjT77wW0XIqtNgcLf7upydV7oPpbEnflBWjwXixR5ZBAwtmPCzld94tI5yZLMuTSUjibqfwRuuH3uw+blyMY7rWPbDvAjja9APfbRfJKKRtEN0N8dTVCizmJ6aSXfGeVGbtzw4HRiUJPMeDO8zVmRUd6EBfwVB2p57hKQUfCB2pGrAyAKIC6c4FgLCxX9XB4HWSByGSgjsvQZnPDhdFkNZFBEdss5cP9aDBJhGH4BC4aYIZvHOMfCcCCc/gKuDOv9d2MvkCnPCd1BX0UwqzHwga9WaTwDjbjPFfVf4tP9kwlHmhNKHww1iiITG74b8ifg+tGM6wS9YO4gOucf4HJkCTvylsYZa1cxt4YjCQjaDcucvuwEGewzyIH4/5rVoiYhrmn8ukHxxqZTKL4VIW7ZmDGeCyKuB5HnO9DzvQy7favzltZJPyCRFZDn/gHZZwNwnBEfpD40BEA2hTKH3DOIFCFNeuwHwKgbFj4VuDbMAjRduyTqDMkvC8oAKvjGyTEY68E4dq8cU51TKdknXKQAt0BXyeCIKFEn68ltR4w59cnsb5qX0xHg248LGsFBt58rH0isOOAM+yUqFAx6nSgfJ8DUBPpzkTy4OUbLp5pwFSkiPS6ibZHAQnve9mFpdD2D/tT2gLZDZyHzjJwuhbeakFyw6g4b5ek2X6f9O3MG4K+wrYMDPx41jPiR5jsSkiEhrEzYIwI2mZgfMDYDyO3yS/HabZHBPxQYSfPGHny5GJKt9cO87Uq9nohERCR55Pa1w0eI7H0kecKHwxaLILeGsbB/AKmycAu+Na4RSH3QZj6g5ifdUOsOM3NhvmY+mOMsz1izvkSXnKeBA/5i5xllXhY9A6xqXgx+dflkK85BYVHkDYbuI/xSxMD6Rtr09fEXE4XAF2gCTojmFRzIIPaM4rZuAR5PE7Us58H3CdPagTGm85DpgisAAHyMgqwRozLea+QCF/pfNg/ScNHwMhxkCjGQhZeIg2HOiyWR4149KQWju3sbykBwZ+5ieKT4UF57E1n3iE+GKhrR8J5y0p33OZbXQzmJhgwY+SDOvpe6BfC3ZOoK8IgxIJCGh8jSQJ9Qb7iyLth8VgYI8UukYc5QVfuzYSXG5vxPuIW9fbbcoxEckg2598Rh5rTBGv7aLL1Ybq74z2R2VsbrsF2UDxRoiEDhs+lV1O3y4PrJ/rGipwqgb6RNpGViV6kXCYQavyCnllMw4CGtwO4d7gCR9ckoPZs8AY05qjpvdRIy064ymDG/qFD1O+NIWu07XsemvawJUX8wVeiDab3jOR4KJ70M3wmRA9cRIYtBv076kz+NkBOsEouRArU9nCfweUnU6XW+tVIVrSK3PYrga7jaSDctdLuPyLiMV53acsi3eD0ldgtrnZEQHK0BHnPU07QY6pHAV+JvgRqEgTFTwp3ak4juNfPgUU6ndZGe2wVRvjiYzhp9pthb/eZgqf9D+aPgH0T2rTs0HjHJS6Clye1d+9ezYQiqua77SBTPbVHdTvKNMdSf+O9Eq9V0eW360vHq8eDQp3UvPTY7yBhK60t27sM1y3W7vo99m7HCxoKp/fDKZ5dKNlRwUxGcqxyoULO2aZXOOH5lDt24LcddMMyMMdKLmAOZM3dUB/skF2mhqFN4w85+wcdbvST24u87P4jWuwsPs6zahtlN71PsKYlLBYKCiMHTrblfxqICUQ/TtwapCSOa9MsQUHiOiuvRVEz2MVdg34S8qpjd8ZDDnAE9s4c94EDV4NuQU/hl6q0wfrQLwt+HU8nkkiqw+DaBxEx9x1zujYul8Z2bxuy/v839GFjTY4yHouCfwjtTNJHeeDOm+EZtDDMkWjDfCHRjvCYKayyAo2gFMr8waKz/dOjjyBOOTPTmQp1jm6XiQ4qiZ9xSB62EGWAx56zLDWZk42aAEHxJxbyN/FAzHlyM3z5DD6jgE0dmeV0Ees1NAW5UxpoGvX6CGVtS7hHKQwv7XtsMvYAl7kn0UgJUXQ29IkWP4f79/CqzpsQvBBnTgkUTeh3cp67ZZY3zL/TqQWymBgrsgTxQHgghef7gS1Te/wDiqgTieROn5CBfddW1XIglNWx9PqF5MlOYDucvwgXJDnQeFjjWGSYxYMNAQBnbPRDDETPwbxOGYQfQxiTrtqBdt/LoCuOPYFZyDzFTakNXNMNTvFCfgh0Lw54nXuhF3nGDxPzn06zmUODj+OF685JnPByiAiGWMFOwblzUhdxSY3i6zFhqFPRDS3lM/d7ZPNZb6saBXSb6Cb/qBtkc7vBYeNJQCswY7BwCAADpCDSNMWYAx1B8C8/i1eIpz4G6BAGFTWCtJVBzPgIqivwDNYFx4srNhYT7zOALoQ0wxAzIU7qUFWq4FdfqU+tn1r+tmKFHyoognnOTqTG57mMs7zme7XwVFAzLpmhg/5FNKDkOqjVgp06vDZAIHAKMeFWlt0ZSTJ5Fd0CMnxm+S38gKVi+zIA7UE+4w8OstsVGuwPzovouxOczqxQFtMDLoPIn6qfpzAC0S8frmhmcojBPqLNpjPkVhG4k2kX5CJNresr6CvqQ4giz+rHAsDqdexb76sFU5+sqDDmLxYhOZJETiXCeAEGgzN9XQvwBNyQtuQ0hgXO4r8vSxlll05K/V39hcuSDG8Yv2dIqXtpnvrk47hGMTrcx5mh/Fqp5Vi4n9ZtzP4HbdhSANZ6YjGupXvRtmHZRIfWjxN+2P+I9VztJ+s/zlcVnfDj8O1gi8+XC2vrABDPS0jd/llz3r5aDwhN2n65sKniM8Rk99MFtwdNHUhCKJ7RYpDIldiEOcIeuJS8J5DvtyRU8ZtCLaFMl32DVkWf0TmgxmEVn5pZTkAGBpK/RYn2s6fKIsuq0JQO5GBgT/U933es6uBnOoJrA5pLNP+FqGBzk/9wGF+4TOAt8z2dBWn55atlUaAHns+Uxvt5c6d1PDjUh/AFi4b/Kj+ab4Qnbew4UOqjELarJ3LYHAo60ws8lMk6uBfAdkd61uwhzEmz+8EFMufzoFP+hfSJ4D+ST8q7YRXDmy/UsdVmbJS6YXkBoSnZwLDX2n7mYD3rk3cMX63rrswjzHaunMA/W7gucv3lYUbd4LoW2dKA0OGs8u3pXdyWhJhOholuyobSXCbowaucXxV8V1OJjAtCjzlSVJ6fZuPKyh6pK4U2FGhSXVC1t1IWr9BeVGX2epqwZU6Z9xKrD003Vjic/FLdwJFYGpjViOFHatdXyzwsf5Dwy0aBwpDrSs4sVD5NZwCfhRMXosyDAByPR2CEJOGjunEOY4ZfEjWY1BOs/GSzdcwsFX5DlM46P+gYNvYJ35rQRSaPXbPq8EXHYYCyjPCD2bqjidkXpPziegksDZQAS9By5KcBkK5jLJ15XalbGxFoAJzwFA8AuvUyKrcYXb58GI49h0+IHFoD3BxJXK+yzDByREYhTtpjLWiISVEPJjGoTxVDbdlMArwWqJo6DE4TYkSchN8x4HYIqSP2pGYNAiix/Lm7/7aMegUKGnVhvOFHPadw8Fe49zCdw63wEUJsAGh605RXgt5dHexHLFf8zkVGhKC/i0Hz2wLj5UWC9haxjVuu+P1kM4tCBrwkQIi65mQBl6Sw9voi5zXK+nouBFF3Kz/tO7g/Axw63ij96XSEON/jDoVjkeDC5VB6yYH0CygE4QY5BHHhwYgdFwQcwqLB5w4yWbd4Tnmd7KZiY9FO79/r6B6DKDjIqoSgDjjiYEZx4UpAaGKm+4Id6AZDGBPnTjtjrZhw3qOVDfuPldJFmmy7xrQhLG/KSCsTajTYpMSq0yItTpRbwl6+ho776e2obubmmqh6dwZH7pE46Ff68lBNHe+V7AjLPAQ5mpY1NHMzQx14BcUf++lM2Tre70EmVP6nuTXCczzmA9OzfonC+w3gdA5+junow+R5xfJF0RZfs355vy+SK2k0NeFpVC/SJjyJbAXwWtlYuV7UEhtXBEPoq/n9JtAfunR+QiL9x8fOo9cPEAXG+kiGtZx4qDi5xQDxZFGq6ruiD7skxGOUxxHm81q/yi/JuUGiB+d7xHOWV3VCzPbSoMDupa3WfgyKciZi6x+JHptF9GlsXayFT8dRFIA3UnCgPR+p53EqnvwMRdcHKN8Ukv1yUx/RYYZKzUu7K838z+S3KoDeLrTiizx6XxGiHyuhkrJ68F5iLIX++MM5Tzt7I0QWBHDr5lfVyy1gg46FqdpgXStSJC2CRFcxtTBIGm8oBa08UQcAJgLcVogna57iTL0JgpKek5+vdwIocKRpzwOo5AQHZOXahDdUSekC7RF6xSOiAjN1nlrt2d2aBgHndnAlFj5CX6jnWAQOAz3ajDISpMvYXr4fc6f4YvzquI02G1EPo/Y6Zq0D8aPxHva8hRsQAK4BHNfYWcrkhcu1Sq3wfNE4WHaAB4zPr3fOLWY1GGCqpX/+PtNr7uh2KZIAiAHgSVs51/o17Op8SECDw3wkLT4iZ1Yi9DVHiMyHc7nLUUeLtCzetGnhuYq7pEXOs1g+9O+AR0NaBA0ygbO5tkn/bPpE0D/pB+TuhXreTf4VwKkd9v/ym7kHEB/pa6zAPEz6dXgdxfg3uW92zeEZVf/3f4+e9qBpurQreVeCaLvxvvOgoxte6BcHnTsjRuz5DC4KP5OFRQLBrjhXQPpRKoeoHGfAFv/w7+1a6vgYtkmYUX0+pF0jzXbPZM7yHI56fkFhfao2pXZQwOG78bOCJlbJd7wnewddfBRUDEjrPldY/T06mpOHnyquwPaDgd8GARGA67gTmcfE/MKoqvDWbBtvz5Tdk9nVqG51NM0/sXoWbBrt3y8oBaglez0iwYU5IPrYILt5jXOPxISSSFJHRfOzxv7MJOMW/4JJr1Y7zpiVvcCe1uWa8tg8gxY/6NDCh0SWkYiBmsduwROho5aOmPlIoU5uc0lKYMiieO7dVtgOJgOhiA6Ca2PLQLfXfXit1z1cyMdVpT/QVshwAztZ57R4YBXQNF2tdr3NOeOT3PnoQFsnyoWa78GGymOywIjByy2yGfPX4OXKw2mIfOI/EFEtvuUaPbhmMGVQStQmvDJi+55lZ1OtvhN5vJ95lV3uwDKhgGcnNhXctkVZNjiSUJkweFDfAEKUr/5qZZsFnLng/K0Ja0jWw8kk+nK7zFwq8SNuTnRbXyX6+wCSauVrG9lfIIcN9kFO7R1B58VB/h44UV/A+zqrFE5tnaehyO7y1wGnLziBCl4scp9ngS9BeSO/ayxML1sOZ8afBmcYT5KGNvsCMVFCFG3Ap6yiG9+EoGgzgWd/icE8+oEW0jf5ogl0nOsi+hXyLsq2Zom34m+Yy9O31a1LgoQXU4Gu5ugGHDWyF+bhnhzjTBEfrGt6kaC8UtPIkzegMn43EmFgzmOhHV4Bh9kxF6F0ymSuuFNpAlrcoMSrVLh+V0Q0ALMMJ9pyTFcPGM/CyilzbxIJ84b8l9tP8s7w1rCtsBzgV+Ypwa7CA0REo4nOfGY7wcRDdUbUsKFSDa/RYPoa+HXcZAcvx1etfWaCdbBmccDiwUbkmh9juGYgXQ9tQXgVRmmskslVjTPIo2YvHMQKj3ps0AzzWQyfQv0VtCpMl/MgdpsX1pW4JlWNtAH+bgs+dXBOPuK/U/9MyG74D7U9oq6T4Eh0ypOTiq3+5RJULANq91byvwRZHNXaZ4vKn9DgB5lvZKddwAAIABJREFUWOEnG7gT7Zs8Q37XdO86+ZxQfupa2D6/ErxQ1vKXHgr9ibriSZ3aruInf8sesu/4FdTycop1vybNrlrwyyX4icihVr8TEsW6PmTtRJe0UCKOxHqUZ0hqhyK/MboVe9XJfdTtfC4oH0UqZCcsJIHAY1KdOh+NZ0MBgC/Y5bl7AF1+WHis8n7RT3I63LioR08I65Q3xmGiKIPCYiPAqxVY+DFdT981PoHdWDKRnYYghr/IJ20sC0nNcrbhoAx4ep/e3psdVYgFii+KbiP3CPHztQB61hECDdlCAg74bvFjmwhQb9zor1mWbvq4h3w1sXvfCUC047XJtiOxr7GKMlk/6R9PnwD6J/2I1AbD1v137jz/rnrElIzn4c/t3yn/ajD6bn16/RXcxOM797C+EpS/Sjvc7uq9k68LyON4310IsWvPFUl19lExtIsBrUoPkX0Ldjot4s5DSWOBhsdSA1f1qORHA2L+HesPFo6YUUem91ppNOiyognGsimLYIALJZxnIyYY68vpgLqX3XO6TzhNvW3MgAAv1iDw2pyzBc+pLkNQdSZGF0WEM0C8yvarRl01nLYDOCIkKsDxlO6Jf10IMGnmoOwGiLiofbwMQ1xovGhMZvMI6cmol/djGh7tFN5ghOW+RHNh1pnpwevR74aJiG5Er1Dl6vSRDYrEecQ4Q7u0wzcaBBpI73b5XXqoHC5yY9TedAZKrjsDz/iLN3FcMq+4Sl0z90quvi3nm7d7xCwKCw8inBsy5nfvZVigGh266jzrFioZx11lnD34YiV1+Gv70dDsOBYTj7n7bQito9TWSRLDd8LoqSGzFoGhXnzliEFNUpjU0IZOiMTjpAtMECA0I13AcMe8BxM9hFge834ME0FEHjwnZhppBbwFokVlBLQjAoH03/ANWR13CM5B/6IzS8cAeS8eAb/GF5wH+k3o4xA6Dj9mW9HBq11jLSn4TAZX2nGeRI3SY0Q/6wDBGEuo1xDHsMvTqs9O8YwPDKbj2Cs9czO1XV7J0ncEdvAZfkC2TvDi7j3soSPQd3cSr+PbFQURWYCHximZkpQLvd1wmExEOWeeIxe6fHWMOu2hXBTAf0S7xGcS60Icselb5PxmTSoObUDVq4z/zj4xUzhJAdQf8owBUMAJwGQ9mHLWh1/5tYS7AJw1ATtNsEl43yXOd8DKKiL8f5Rf+Oa1ZJKitBffJv1EF23ZHJ08Xw/Pb6tLi1KNL+L45TLI+1BWIO8V5xXYaJZvk32uzzDoIpgsx1QvMh3XMRzag091hE8qrLYMLxoABfmFMrEGMSP/wwUyuvt80Az5TJ2QFq+b/Xg8Hi4mRhkJUDPZ5rfj0GUYHb/jfEw6hossSfVg/yJHnWOtu+MHCQkdv2cA/ffvtcAJyswh4KD2uMYKNGN8AEc/XUeWmfJEeO0lAq4tLtkTHftpjuM94OPUhhFKb52+cVFYxesGppDwpIfDbLJ4gofKeOyHc7TCZwq81DyoD6sKl+VXfFb4QiPHkB/aL9YTdEEhEPaQEn/Lda5gnoiyviJArlOeT1LpFvNkesArzs+BX055lEokXam0FwV4rP22eLmDhNR8nalvTrlOHTdXAhCG8EkRIiKan0/jcSz9gGHcJy3ldQfI34upCrTjsgJ8LZTIQfOa7upz2XRrJostrkwtTbp+7O1q3dG+OgmwWwWxf7uUbRwLkJu/0heAzHdDv74Tqw4+Sr1VObseWh+E1J/YDb+qEh18BONA6Wp2F3gp4E4EcIZNBfbBruum6p2XF07bdiE/dHLbzSGX26ZP5dqbos4/+/fnSe0wpb1GttjCVZyDET+B9+vnFSidSrLzn2HNN+EPuK8C66Qgjl3iy2WiNPhvoHim+U/630yfAPon/aj0bPDy2fRquT91DPud9Epw/AqmZwL9z6Y7QfOc/5VFBF36rvHuAvK7RRNXuO1hBMVYDjMOTBtCxxQoIDFgKqa06HtzKue/4a62sjM2G8rrGVgS4CRwZZRB8TvDW9RXojEiYE2IKYP1d8Iu/r/bWG7o2r2YoVKV1wpz6XarIkdlD4/nkuyx0YRAQj8qPWCIeE/PwZgD552W8eZ8BbHjOIHHerz7oiHz7IFHTGELhkTqY66/Bfz8wd0ZbJTTKL5IA7VgQ91bvrEoEudzl9fmpdPv1sp5krVdZu/6k0x7czKzAAs5g3PDj4vReglcamuXC2q9w8NznsJv4/xOmTfG6xqcZj7GSyGhY32jcu0mPlZbdkTg/MunaqQD/KLBiRFUIt+Vu4IQs9sJR+AsaZ0YInSIEIsehb52GFqwg9y4Bd5hAQf43jIhPCur80APfHYBdHUmkTmDoyMjO4NlzF15FoAwultySwbUy3bqsKLGnScauFCAV1vH/I7s/F39SwGS4JiyS4Ff5blictQDO/MXA9rH2sEn62j+wKNwDJRm5uDMtpf8Qj6O/M3bacYmwC6rUHQ+2hxld3b4u81saWgy0KfisUTfvbzAmOCuFGvfRLcWAv0Gq1zOUZVZwkx8CBHnT5AgZ1CqSPLnUncuHTmT0jeYJcxgzrz7olwaA4n/oXgn5W1bcLJsAmcsG9FRGNseJm950pDzGixln8XIMCFDA13Dvo5CBHy26wQ18gHB64XwXZkWF5nGGnbSsUqU9CT3BfGt7wMQZw1IzGNDAvyWVjDhwDLKF5L9YvPY+SoOjumDJsNWuXzkN8zxMj6ov6pdxUtuDZmyC+SYrG/dGo+1RVSRF5Xg+foNuBDNfwQ4HTRxHsgezIyyYGFOXF6o7Bo0+ZMsWSwic3cxEfHgudu/k5c2zcQHUSoutZ86RyItwGIRmM8Kp/WfUrCAtQNzvIVmG8fvtfDMbDACeeHUD5KFUNbY7EtTqCz8MraZ5dlmfiPP0IoZTmOzfJnXxGBTy49yCizd53wIoAN8jglxLOcGOE5WWQGIcNpKq0djXb08K82VzklCZ1P+VCRJbcOIcVtiXcTxrLCHge3hK5VLxKf9Io+7K2Nr6/6QC/wtOG1RNjj7kid9FKry967waoreSVc2fUNSqdFuHJsClg0YxMYeUxHpXGa9O/QBZnB85/pCk4E2gKjT3LY2QRaqHHH4dPOKzv26SIp6kEj5yawnyU5Y/GXvIR8+Cz3c6M6eDf1H6QQktdlWPcIy13zJAAT6eEV/aILDrhe8wW7AfJXGW3/idgb59gdZZfGvU6GQTHT4Vc8I+RLDqxCkeX0mdyw30N2iKxGCueNltVTpseQ8O/hqcvuwlsf6UQxFKRdhRPwHntzqfgWSM0AvUpZnd1KmpyfkDV3zx0/6N9IngP5JPyJ1R1//LyUU4F3AGNPuaO8u+HpVV1fvszDjb7cbPMP7TFD6f3Es35HuBNGzUyYnP+wVVVjQVNSoCMYmKD2bIJfBors38CU4N086B2UEfmPANs/nEuwJ7RYV03vd0GlQ5qn4SaDOmLh9WhM6j7LpXYHvlUs1LIpau5RHbsa8C57Ha65vJMIReVGF7P6UFMJvoLLfQg7B3KmvN9RI2d40z5/lJalcBbA3DO7wt+CU2bfOUJ/OYYNK8ZngzSvKn0p3ebMNKJEG44oX89k6b6RbvCVMuEhfm0KbeprFTBUi+N3M4zvtCpkzYxq8y2vDenLDaoO1FO4cTkjBwG2SIfa904Ub47fODAp0DDx0OuhW8OFgIt3RZ4GO/sSM0LZ9u9u/vewwBoQALSfeJeiWArkgFA13LbnaO34vMj3E4KXlkOJBJDKsbvt0AtPqM/t8Mxni/8vCZ3GKiV15iYz3pP8F37a2tfom2lXcWU1i5SzujhhD9OECN3zeCCy7BL6tvWCHJlUABayznPABCaaOAE66xR1bhyXoDhZIX3/qvApBV+ObwMNSwnGaVWj46qDmY7bUQAW3F3xI8htpL+NNxwyBpjqBe5Yy3gtcQCzG73dwpCKhTqivERlRr4V8ARSfS5HdZ7w3sGDlmcANX8jPO/lQ4c5pJxFCnjjRm/GC+bCrpO1z7ssZzJ2G2oSEYLjjEfgEY7x471rUYw7t0M9VB3F9HsBa/Fb1fw2cHzDHTUY0gCo/UDhozAVOqwMiQizH/N4tzxVTHGQm0iG21QTRGxujyi9kZc6XBOA1qQI8b7I9tqO8j4UbDZ7PumTu7j4OGjKIZIWY/z97V7ruyMqqMd/9X/IJ50cJvAxOSWX16t6hn9WpQQUVAUGthvgsiM6hbVRnAs1V8NzLJXZ9jKmqa3oyPRsRtf/rLNK/uS7N0xWW6LCyDLr4Bl+Uuqzfj/UX2NLDOZMYW9wXVEHfBD3k2a+SdQUoPdj/8IStDjFWZVbnWhBJHd10Xtujyo/1ynqoelZnr+Wm6vjSmI9jGYpa6ZvKP3AnyFhE/8WIlMndrHz3e0Yc2fhcTZL2YF9/vQs79X2nXgz8U/C6jAMYIJaynwoWv3PeZElPW/BAbEXDd8k90B1aTRgD4KuSU0fsxJwn5YXVsEt6UE+0k20uxi4dp/S+Vpa2qD/X9U25QZ60JrvR2U6+3PCRBGkUXwF+ouSvUIHGMdMYG9oaovcG47Ve5Pk6RE4yK2Wkv4DfUX7GT2KmfLGYc3kk/FPrV4PT9rhYotdri65FmmURd+mSE/n1If31hV8H3wD6F34NrL4Z/erO608EcWdB5N1vdM+C1a+U9wrsBMNXgd4RfJLuV+HdY+hXEBccnATR03OYyNrUCie/8A0tNCjdLXvLTYz91qhRPxKR+rG+OitHmoMNDJMFc3ODsUVmzF++tdDeO5NM71GFSwk+cJk87pvPjpvq6SYZ7n7XYGfro/QKnsagwpQ/J/zi3ntTfebnXGIRFmpwvFzpDClqGvjyGHtFyJJgAZkcjsqryjmgdWeCKMOJ8a9P2lxWkRmzgiZ0rIktngUOjw77UPasplustUyUJ1arCdy8XUJxCX8lIdQrUBcYHLzugpmu4FyX2P9H2UGiaGUHW5Bb4tiBILqhYXX8i8DlRC/2V+cp6nz6fHZHcl/Y01r/TvRTAw/X0djoVDE8ePwuxd15iYxAY5cDfvOXurDUKRQdI06aPZ89KMAk3wKVMX6dlt+DFI8HXcFzdkfSpxUrDPqLGGi2HQnGOnHHANYr6OXgq5MqPekZfDaiK1nLiEF0hxA4xR2crESCsyWAyH9x4FmJpmEbpDYnuVVgdE5D5D1TRaEfUc81n8/ag1ybKEU6HHC0WD2k3GxjBpokeN7AGhg5UIeBmfp27siTseBb2RMQ+b+BM3btiHQkFPIg3dtqkqK8Wgeo/SdjXr+DSPbc1YWgTvgXKBraP6He+E74WSKZFH6xLSuQpAUaRTHp8lYyD/smTrkKGob3XV6pkGmeZqRljAGFGNwjnXhsMF9B6j5W+dGuILULNDQrRsZReKcPVdeZXNVd2ZGXcgPos2vcXHTw/4mO4h48J6IG30bXIDpDNQ2/6VFbACYyx0QW6ILQp0qVHOvqWA2D2vBMyn0+r8VgfV6kAfTHtQv90b8n3hr17xqbTMMgekdh7aU/DLj92LR+gWbu7VGYorELiEkWPkg2WQAmf6C7Zjzawn3AU4HXX5Y0fX3I3QHjYyCLyN2XgO8n9mfud72CtqnFTNRjlXHJkNoWpAuekC3KjuJ6LhILPg8ZPAq2jnH5BwgqfZPw1XS/DRFlmH+N5eeIhkEd3vUtOfn+fv1ra6i/25q0rWg4oXGgvHbLlwEP4Ma/8F6cxjFR+kwZzquGCtXmJ54S0SuiS5Q4pel6EmVzMHtFv4t8bzb3KvdDw9gyPQbXIR3KpjHUus3Lx045+P7c3IyJqDV6tkYP1bFXPSaH88CP1MP+vN6UxF3Xq92AdavrGKaxgq3nN32GvpzR4q9Tzp3SQ1b3PM8b3OM8tr/KWsL+H9ktw/Ipiq86/3vt4Bd0XMOsVGCj7G8miO9ParMjv27UWV/49fANoH/h18FuYHkXPhVEX8FuAHm0U/enAueIb9ZWf3vwXOBu/oqwE0RfL0ro35QL71CFp+DJyOEr3zzGMjTtg+jxJOaHWrvJdBfbsnJyqlEtBr3RzN0JF497Hk0yoz/SqgUGL1E5PlowfmMd3uldb95hYGVnPGA/V4XDTvTDyXfkmxxEH08GDrCQOEBxAbCfjA4JfAHXIr8SsFneSfpXnB8w8SrxQ7iq6RN8iy0sTyH/apL4jsNGnEjo2MIgOpT9tnRcFIDORG2Xt+cisT6I6MWJEHZa6CudsPYAhLKe6IKAV3WEyi4RXjhove4wGSs4M4EyiWbF2B3I4pxx+MSBI9+Jvu7jl22ZWHc7uECE6KigiuxBnqCn4/81r+d3DhmfTETt/4xmoVOa7WkOHAlSXDFz+ZQG9V0gzZUrbSu6xdVRd6rEVkbC+2+z73KnstnKlvUPlZwWdhlzJ/ZNJKoz5yB/lDOyA70++aW6DJ08cYx5msJ1b1AO7y2gZAU5BxYsLhBcrgwZc/guEKaWkH6/r8Hzqj6Ro6OOis1Q1HdgLcix2X5rZSH/k8KtwXa9FrTUOTb0IwjNZKewS1PvPGdLV5FT8ccIf9H2l2iz3cC2SGOvzZYQikE0Y/BybZVudGsPof1dEL0iIhDs2tcnkd3nqJ2oB8t11x6bvkj4Cvsbr/0R71G2Xjg9K4UGcOiks73ONGHXqD0e1Pp3umGkO741fQXBfDnW3TUZ8nrsGC+ALB/iwbLI0cJNjpEVfcD0YKLH/+zzKNcCrgb87eeTONZ1GRiz3UPDOuobXQvohDjGtNCcoeWlr0R/MYGclvlYaB4nu6HwHVtyrL+MHunhcj7GMWd9Vw05M+/mA9jJu57e5/P5ZcgmtnY3rX4Fd8afvT2HZIYSVgIpKahIQTEOpvqrQIDCc4rvBtk9o2ETx5EIf3vCogrthglXDXv6C+m5GzyPv5W9k5fGP/q72C86UkgN0PxVK6UKjsJS1sb0kXY7SeO6eRKrYEjfSI+lBl3t7GUWHTClYA6FPLN7HOOWXHUDPejB17fmRcc3FU6j+cqUGNAv/ZF+bq6Fd3VBlV2uTUVeX1uawAdlWfdAtmpX/Yb8XcljqQHPmiWXJ3dBF1W8dF87mBZPJ3GOkBzWZ+/9qTyapf+UzvrCb4VvAP0LfwR2d+JWad/FNXo/o2E3eLyzg7x6j+X/1C70T9X3Xdx3lHdCVwxw3w1VED3iqnZVO1WdHLlTjD2RmWhoIroj7LgHRnvQQR0qziG2U8uKjKuccgd6MszmRkk2diWf9d/QkV28ja9tUjk2kFpykIxwbdp6sssnvZvnrt/mdrWgjHhtuN8vCBwEjaR8/G7zaJVrcsIt6pRbfJKex32EuFwga8nEb0wUqrqV+DjhqbHfDXmqlrE3f3s6GXlXHxXj8TbYniPVMsYF/iBZzs7g/5KpLPUJYvT6NJXDTfPZ7nNNLV5Xcdg4R0lNH2AO5DIKOtK17xhA5+s43DC17mhMP2AgopRhRX6lJ7VvgSeVYLuidWFA68fjPx4k36t1u5elfZNHH3bSIT4XLOntN62bl33lcayo78DZhSKprwUgobRRPZysNwMvCY3i9IOd/a6goEO9Kh7pS6b09kQ0RCd8oViyTgU9JQ5FwnbphfSxgzkbXFS7E7Hd9TqkG0poNGNs9BTiP5fG6R1YeMD/ri3iwkOAPH+KqKENC/D9WfBt80/EWSrjptkDNyaJBro+BWPm71+D2LazspOFMn6fm2ZCgYyxeelFxsXLkT0BQl8vgh7b1l9kTmosn7Fd4RIWIomeaqDHlLX7IFPZp9cdx1S4eLuE0zGmQmWX1f0I2UawVEjlGwNOCKCr3iDy9mzdl6VMNERU2cSuql3+s+gh7qeTQPDcTvGqPqllg91Lv1DHSGRj8tXjNDYWs7CehV0dVSQ3gkVOMH9clR/4S3CZrA/p0vx5xUNz8RK5OyZNC5VTfsA/bM+W2mFoWTRMU1ELlI5OOCvzwd1K3ib+rdJH/SVlFwWATVvP36pxP/4yeRnMn5aG40F0l/2l8sL74oFPfrffyInsddmpnSbujr2p0M318YUvqChklymlsjn86AK9JX6u7JAINNj9deXfRwmgGqDUYQNI/h4cP7LA2WzbiNuNdNAfOq+Ien8DypSl/WYXIHWdbsUd3U3TZs/eWK65AZnwykJ/P9a6npyLg1SParOJ2C9EY/2lz1b27FVInSIrkFEJlmSq37DNXyp+j331om3JpT0urPyfG7kWacY2U03DsnxXXsXVI73/hX8ZvgH0L/zTcPLd8E8c770TyN3B+Yld9NVO6L/xW/Slw32zvf50HUe0E5nBfEZhNC5tf5nfZXEZqg2M3ApXHQc8GCPRY51oXOWP9HjD1gXPwfFwBn06JEdEVZNp+UkBlXN5of7MFNitJ2KGcSXLchrff8NDeKvEELbwaX6rVKh25B+N73pm9yb0iR/Z+JLQnX2HlGyirylhch7LO4LstlvS+2t7+E4YOQkmTohF0zT9tZ72O7mDM1iD592JMvw2GAM7sHsW0zhqGvITODrRYa0Bj9Z39WG+iobLYWOOI+DVJdsUbYCvqJxOB/xETw2M99JcYBpKaPZXLgnSKA4bLW7M7XodgnxGmwrpI6h995VJgER3nW/Jq4pWwWv1lOPuVeooa1v9cMHBnmO1ui40Ir6D5tlzfIRgQ6nXxdEIqYPzK3/esYVfITS4g1JneQD3aTFUNuXzkN850bGvw5DHT5VZHsC6C1beQ+CKcew4HrQLW+xjLXauXg/1V6kzRwnb8HaJYj/5fVCxLxE5eSXBTcpO3oFZG55UPFToMMf8oL+qj1VXsifKW9f+8i72t5Tvy7zuZPBfaRjmHE4aO/ysOmMky7zAmvT4JHiuqMnPv1h+uc/12O4dylYF0T1utwA/1QLbGt/G34xE9Bc+QR12/cqnX0Td+jlaKhD72fVhoBo/8SIpSh2WKN6GUp259or45ljElCOqbQ4vzRroaFJFN7AYT7R0RdmE6ncAZQJqxpiM3cLQEhKJN9N8aOPxRhqF20ite/2/AVX/kO+qbfa/EpeLWkOajKiF+0Fe1F0btIyMX4e1jxOXtvl01NPpL7bXu/7rRX43ItQeJNIj8jWgz6WvCFTG0lTLp/Kh/gdaj6vsP6REOvfKc7C3bLzo30v2F68bYY1kOjzeKd4tVranQbuPC/+Uxvk05CEg9umPW/xf+OXwDaB/4Z+Fk+A5PrsriH5X8BzTfjrgG4+LIzpx4P08rHbRz2j/LfWqdqSLYTQNeF6Z5q/jlFYmubJ7i9l+Q17z13UHfDTsC9yl0VSsGJ0QnB1pFV1gnFsQfWcszSao4owp+IKhHcEpd8pCMWZUr2QtJo9ys8A33rkY7sqgRFEIzA+H48Xb1z8ENnmKvf6WnLzbZ0OdL2WiC38yF8TJ6BB5yDtLagAzw8IpOO6rquDfISsz9LrVjDx+Uk1miZKsyg7gQTu4gsXx28Ik2sseDLQTUf9WN2s8goiuz74CPZ72gQOhBxiS7EgSUtLY0YH8f400opsaiUO+6LyhAqKgyWXmbM6lBCgtyEDMRI+HlYHl9CDSgx7UXfs2DqqgEruLSV1GdPr6uAVjlVNZAg2wW08D6L7WJVvnHfzYXjAWWJ6y6660+wJ+2qifMF3Jb/6FXbLXIfL/UJw0egj/huIrlK6s8Ku4HHJfGiP/GsVX8mgqEIHTC+5Lus4AnWlORJ8uaHU22qkygwp3Pg7daPai02m4BDOX+Dq8or8K2TGE0MFFf49Kt+SY6bC2t9gZyIywsKGUqx02daXU0FvLiE/6B/RX3OXsSMQ+hERDRzjXV1FMi+B6MuiuNshrR38bHYGuIVQCIe5GtDJ6q/j8fKl0m/OBXiO/EMyfrBXwjs/tJn/0RkxndU16iZhsEbE0B/tmAttC9Bd126ESxSWgnog0MBF+hIaIdB2F9Jnk4WEdp8gHvDlIGXltA7z+nrVEcUqMFlDuqY3Z86Wbm8Ycr09uRtJBcNp9sQBELv9gEN1znOkteRZpisHzqSxdqdvqFKBNav99QJvj+q8a1jOz1CeYPhrgjzmiAqv0+0CXZUbKeUHAsk7wbLsMnl6W0ELK6x3732GdJnDKk1B1sZ+Z5YNQVw9ePo9CJ0yaEikeDyme5t2uBzTLAzHPpiavQOXfCwqoFBm5oLr4VarNhV/zWpcWCLzbL/V+yXYgEHZKyw3oX/6SmMEXfgd8A+hf+CfhleA5vns3iH538PyTMPom9+g73r8F3mm/31afsv1X5sZJ/cVB08tvRJezhGEKE3YxoGOEKByXOsE9Nqk26c1W5nCxi9K6wJwRzNKy+9GnzlEgz/ZtqqrJ0DGSd2DUGVafeEivB32VShlE369AwqCSlQX/U0MrzqXCGBK5djzW7/HZaFvYZJBtcgmOGWvfwXSIOb9b0ofBB/llC7D8LvH3JlRtV4yRMm+YIOFvf+vZp2bwrik1kOTO9CiC6Bp36Dvm3MkXyUEw6OzRu0FT4HdTfbLOK7oDnerxrnopFlJ4QPRi4FkSxwuUm/NbW4uz5snXN2OJLods0187QtBllSrJ8YnVSQ+OjsE3VReg+rOyHbHddBhK0LzpdWic0GKef7DcmG8kKlyQZoRnJL/z0Ej4Yl+acy3UAwM8EISRH9Tq8zEraeDeZWjuJ3BuLjU6mxr1oOAgQ1HSvvrrHIbipys03UEc9Ne2LosLHY+gqIEG+2ShCpMsDqkWfjWStrzem1vVp1tU4kx/pWLhwXz7LrnCJh1YUX4lf6GtU5RpUUYLv0V5epwrQb9UAasKVZK5oKegUTylrAqyufuIq+h5hvQj+T9sEj92rqIa6C8bsybhTGcINUZaUrgBFmOuGAP+6sIvi78sYE7WBConYUe8RKybZ2Fhf83vxuKkLilwXVaGWFd2YhjR57BTU+QEldTpS8jzHZ9fpbprq1cD5wXGpCez4lwG0XsbVCwyGrLGcp7RZ1OssnWj2AiLZj7tt+ksYjRVi3aAeCayQypt0fBMAAAgAElEQVSWBU8fvA6Rd6Z60vPhMOWMvLQ44h3d/K+CjTHho3fB662JUo90QO78PFxXC78QVVkP639fVxkYXf5SYeMU1IwD5xVB1ev9tvb6ilw9Go4Sxmct2fhEpOOga0Z7rLWw8obD64BNMGmcV/2UKzhNC9+Uacvc28HzGobtUinBzdJvlOS3lkRUDYWi/F1R8oX/BHwD6F/YgtU3pk+/Qf3TR6V/OmB6Wn513PA75b0L1aKBOydgv51//jTMF23E5/yC7QBeCApTi3ebsgz0HhZ6wGbV94lW/lTmaPmsJh51gT/JdZWxWTVTFTz3cQTnTSwR5XJbeSn3s+4taZyjXz6t+zeUOHFOcHC6T+tLRJQ/oJuTThxr2+ys8+Y82Yl/R+XPEhTv8JubOwjicErHxUIhgx5xfFs7BcYdtuy/o7eAs3KGcyyBi8nlCf5YPznGdUTajtSZpEFWLv2G3d0hi04GA1x6c9Sf/rKR28I7Wj1UuSdZ3CYVGiZx1OZPYNRQ73nqjh4mC0AgjuRMXwiDyZhKqWXnOVnwPEu7SucPemBT17L/7yWYy/EUEkl5/QN0rMGR/KE9zB+Zxw22J5abKcO7psGqGSAtKgLiQCrAi8bmKE65J3pG2Luyw7M9cwajftR2wVMU+uIuxeaGByf+45hMklSKbEbg5N3VJhln3d65rXw3hp2gBW/U1uLmvvt0K5wOL1bz1wUOxqsgy5L6KkrNO+mr6wEtGqwvSRvrL7a8umikyF+WKRYg+2fX/r2GA0xT5yNhx/RFbmEVSkGnJbuhAhsR7hQVynrO9aNqrtD+Tj2PeG2hI6IsdShGMold0tZpaVH+0mguW9sOo0B6ZKdd/bU1JrfyLfIIS3jl44ZybFZ95hh9btwG6atZOaXxdWjht0o/hJV9i53E/UdOtYtZowhhIl59tDi+D59zSPzmkFVQKQsbu8ne7ItYnN461WE1dqoWWaY1RIeq/egky5KqRf4hgbXQr2y9NU1jW6hOD8WfNmCFBwwc93oiC0t5O61D1lvuHQbPd4skXvjwuE8dXrcXc5Gzk8P6wHGCcGgBa3l5UWZ4P4WBfFrlEvUX6VsEnz1/HGmNZZobe2kL6qEysfncRKBOHyHpryrNoM9seSZIrrbdxT19NX96EQr9tfom+hf+TfgG0L/wEvzWXcl/At5thz8ZDK6OiPwNR7d/mr9+A/9OT0GQPy5cLKfswvnaTX/0pnKmrMpGB9KLs8tNcE5OCnXYgjiTl2dnNDgHxUFblZuMXdk+wei4u+YuoD1WtFT4T4eATjhsjuQcXqPyBs6Vt0Zg8y0mAbVqshN9n3vl07y9Jv05w2n0HtKzoq0koHjRRcjb4g9w1OgKxxQkLvVMWlE/RbAJp3JtLROif8BOPPBjY463O0wmVXw7eL4LEChLnljAMtxtmeqIzqABD6gu2/WaDSbY7ZKdVzC69WeGUwIrNcGdBsYdnHO8Tv6ntPWL5v/rwQdxttdOyFx0dNrBbRUESk4hnzmKsvSwgoZJPN2MJymAgGkJUXze3KuSLvK26vVOEjMmygQX99cYbdSa7Wi09rIeFpujUR/jtM2tc1CRJM4hG3IVjjqYviMUxxQv6zJYoOJ024ySbg6WOFYeMJRHjlIrcGv9zKbMZxL7IWdSzDr8LposIIv8zCnjuJa3cVOg9CR95z+mPhaat+1ouwlzYgaZVZIqciNMSrYQkWOJ9P11SMuQvPiIybj8VBmQN0jCQkczQXXZpzeZBwupKkFYFgwDAedf2C4Ffcf+BrTTYNCZvt3TX6lYaMQqZ9bDE37qgCZXlbINb7o+AMxXQJiUp4y9vT05KjN1XyKqoPLAxm1ELq58LX6EYFoz/UVEaf71nvSxlmBoB5XWKx47EiyIM5b78qRgCWOeDPx+LHbvlPmHqPU/ou0J6I/S+xquQvWcc0aVaYucd9sH9c2M8hf5zeWPrXRewjIfzsPmBaWiPs1plb978VGJObwQPJ/BCSVLrRts7LLst8TnvfZrtYnMf3HdL9F+76TgXPHW2MvHVL/P6Zov/J3wDaB/4WX4DUHIPw2j+u8K9t+wk/o3Bc4R3uWvnV3sztH+B/piRGNTJzT5Wc8rPrJUNvyK84ZsB5g3se1bviPUPL6YELzfr+Znj453eDc0egIsDd5ocGYvycpFP4XmDpzNFHB0y/q8Jd5XrO5XIORNgcIiGYcM6MQ5a7cBEUS6+pxx0jbYhTU/kneGd/J+4iNuLiG8QH/sDGbjfTV/UedfwC2XRd/tQ5ZHTF6eiXO5JJH75Kit5C6Mx9O+u3JtzOJfg1X77TlxOLXhIRWHSWfyWJiycMKr68S3Z5a/ctOM9wb9u+WMoXkZEjx3DR23ps7GCRPJbqPaYzrWF9i/qfo1tUSN6CGapStgLyO4QlvTsArcDFf0w3WLTxKWlCfWWr9Za577oizTo4ayLnU2ZuqjgrOOrh8EfI0Iv/lrbY/P3McYVI+8LjqK2j1EL5qLSJqydq1uOFzb8MYnc+JnrRzScOrjRilpkp3tpSxOGY+YGlwQvc6GLL5cO5FqEp/0gFndIorPy62LvvF6AGjgUlmcMNOsQq8y5EvWWMJXmv6zZ/15pTZO8JodAvoGdIYvv7BFpjvP4hgQghtl4hfUjpKD0Gtk+mwslyd4yk4I/XS6UzU6tHEBcwqSrHk57bzF/wdZZxJjqiswz8pQI6+/LhnMqqcSaw5FbqX7RkSF9C/Y4sgmF7nZFtL2C6ZdSc4R4usC+6cROb/KdMHD1ngfIr4hl2nT/VKxxYLQH9mPwwXCPwvchYSJiWw/5I3CP0vvO6ZV7MeX2CshXxni77ZPNaOY6Zb44g29/RLpgxENJriqtBedC7vzm1fBn2C5SeN0DnuSD+d++1DRWVtuUd/EETX/4NB5j701Gcql4QKHgprbgujllFcWnIH9z6/x8Bf+G/ANoH/hLfgG0f8diIH03wCv8tduHvxW8p+C8pvW/W85QZtB4UfJ5lRwPhdebPuubPZeqpMFt3m8TPAEdDU9PBonrnFH8hcJrunMeBr2mrGZ3Pgeb6MrUJicd7cQ8DoMcKUd6EW2d6d8W0TAWwanhduxyP2/lwKxC7IqT3vYgmwO+piW5vQwxUG7P7SkznI9I/MGsGPAqXaQ42335m3Laqp2Ei9gmHzUEWeA7Rd38X0eDuhdOntkXMD4qOR+4L18Sgbb70SOVc75BfFwyxJpIIk86FHo5cSYyA+87OSWAJ9+f7ag74w7gpZFh7Nz4ByUWNGz0YbDRXq9/UZN5hPbBVJvOhIS9cCDsYrYGMW3EIv4wj6A6z5ljA/GbWBNKM6tTnXoJ+4ZymNqj+i1ttebTgiqKBSgysINZQ44XF9VaDLklb7dmtWu6igP4+bYXEyb83AscAKFyj0E21t+3fmy7fhtoJ3s5BHCx1TMo3oz1db+qt0/rVBEb8EudHrTXJqqm8GcYrfAZGDAWNDAUIHDiWU0Xgd8WBpI9r3yU0HgZDbsEG6qvA4bG9rRqfiCvvPgud07kmCQvaW/ZOHrDi0FnOCepm3+Qk4awTkE3mf9FfRfKrxQcrFSNwzvKCaj3u/SKoQgzqR+wGh2GHtNhEGQd7/1exfk1tjTnCPVlRIN3/Faz30YXPA8ykxYZO3E3R/aef46P+b+fMMymlNxS9NUhUwo1v4AeTNctPoC6hezqzY4ndfE6rh3n+e9t3ae045MOOzfQ4DZT3haKRfDm60ZKp+fUXJffzUxPofYPrQTXf1kMHP9s2L7C78cvgH0/zj8iV3HlbA7FYC/PWj/6aBs+d22gzaZfRPkJ9r2aDL/QjueBN7f6ac720p4RgyI/jU/esVRs3KctHDt958fuUXC/zOreFJK2ulA2dmO7/fIgtvCmVknVfyY4l1j2/NJNH3FYGR4HfAVTrwBpvrJKfnL7ovBgPzGGeYHQYfKoI9HgWf5ZTn9MV3Zf9q6s5hCH1d1mD1Jr5dypHLQ1kVz8Zf8dpOim/v+9IKqwkc85vd1L0bHaNUsTXi+DXzUKxweYS5/WOArsn5OXNWFTD74MDp+e5uC7fE/eh0fzCbZPO48DDhMKHHuyaqDp2OlpWTcd7EyyJFGoif8t2Kr3nLY0EHIPRiCgXPioI8K/ZvqU2IK9Fgg/YzdOTSXP5a4HmCwM4z996JdMKDGNngTjjSnS5aanPG8UYq2hr3E7pOPFe0VdRVdO6lGeeIO9FnvaL3VyVN/85VpYH+2cBHsAhe4JNFfhkFHaBpSkKZo+LpGwIxof1SQFFIcEwF/kb2FdJgvtyG0XykrVk67ogEqm499kusRp3RSZWsns9XTSVYTqvD9KEc1J5+Il1sBNMC1UETH+kh/ZYI2krxI2apQUbjY0ex/NaXXS/Ebusm+ONW/ITsTm74J7+Uo9OECsKpM/HOBFby21El/xPGxWx0I+u/nn+uv1fzbLTaikSzbh9WpgXJUPVfpHS3cp24t1d+jyHb43sY2y5A/GV7Nf8pXe7DtA4F5UwvPgg9ptpOwIKC8RLRDeogS/UuMSX+dwWnWt32BR/ZzjQ9taezH6pCyrfbD20XyU5ZcpZ9p/6hfxUYezgg3uuZ+l+gM6cCASu/Qqor8v0ewayMseWlwBB5KJR5CsC/PR8tCh6QHc/21tOGCTb6CIK0rik4KoLrFS86vKSjs3jnelf0zb89VbVMbHmcIr5c2RYXAJqO481wWK5clqh0Txt/t8uILvxG+AfQvEBEdBRwRTvP8pt3Nn4af2tkcd1F/OgD+G3eqV/CbTkfYpcUccvSe46mJkSQOyuyoVHpecuqDLzFavT/NF8n4XTjbFnP122G4LSoauu92eoH6roI2bf4WrqMJv5yYECn/uN2t6MQcjiPDYPKwUQPv0yDmULw8g9bp9bzfG43D+FjiZCgHJmriBNgYX1dzxU57kbdGs+wZ/v7fVXNWj6EWpXPvw93ayAeTdrCFSFf6Gft67mDynFrkauMGUd9UDz6U0ayRs+8P6SrRE61h/XcznyWfQ57kc2eiZwieW/oedWh27O0umxpvsgtwpFRVgTK0E9VjUH6fUoR2ldzH96TpcJyJb78BfUSerUye2gWnlzX10r5yTKwcO64FQlBZiqtFbPDW0s1sFEFoWo6viSGEwVKqWQKdKVc8wTsZEc/VlN4ukO+xN2rEjan1z7ngN8+dNIe2ToSfNqgO/ajDMlivr9LZH6ZuOM5SHcj0/9Jm3rSXsJknybHJzJS1MefM2waLKssBRsu21HZkuQvv1X6J1FWUA87qeSTQtYU3iK9FLTaePeYoD4sRfoPJ4WBRxnXiEOVPvLgOm5R9KMd3AW1Zs4VgHDSC4HkreX1MF+c/zjiJcvDal7zJV51gL7fq9HHxWcKv+uvi+tg9syF/ZCoWua3sWBKeJNHHXTEmSwq0Agvqjqd3PcMdYygQ8BO+qS0cd5HgbO260Mzpm8jdwpffsp/+DDjJAjQQIeGB/logcwO5XIMElLyCczqcuh6briNHG5jp1/gKt+EnN72RzTfqMf0aLeORirfJMnoL5zrfCN865c/AiP44Io4Vzl8Df6JmRzg/OqH9wm+BbwD9CwqnAcdZ2t8WXB1+D/INI+QkIPrq+xm4VXA/HDyX69/Sz6Md+X9rEN2cmT1I8JK5wC4IwUTgZRenLSJ+UedXjrifgmhrr4xfDpfgn3ht5f7ATdniRXGvzhqXoHj2GtzO9QujMDnXimDDTGaI80/7g7k4InoF3kl0jYEUtqGyjWWAnDZcn/TXPQceWvds4MBIDOpTuy5YOpbJLR5YQ1Hx6FwZFFd1qR552+9a/79u3k0nboVssP3GBdHJ3KKILpWudWzpcRYQMdxit+7zgkE+dn+/odNieIDnczBX37whjpjK7VRN/xvA6l3neuYePPd6DP3gEojwYZ75qSHYJawBPS5e4oNQHhNRi7v5GFLu9mO245BX/PvrXqhlhjxqN9ShkYoaL5bCLh2xEYBbXTsLHifgvUJE9hm3Se/XY1nv6YxFJuU88+J20lrRl/5KkyazR/SXS9+4O3FDjwzJMCnJEqRVHijkTdQrkXxZ7DpCR+T4phbkyJOeP0clu2+gX5pAg8XjVs34va2Acw98xvFhyALttpBnnl0K+5lk2DfflSVf8SAgYAzj7NXAO9F+IcrzhzLElxZuwQjE9mhSN5SbZOMEeMJZNzLXdGVfT1rz5c1A1Wxg55E5NCmlyCgUrYoweqNe2YHcvdDmLDKaVU6rrhE56oLnLfDRoFLyyv2JvvTjK0ijDRinbeG3ShmD5WmRT5RXnXbk+SL+5vDGgtYUY3kD+17nCO5wWH8fsuopBo6SBeN0hhzzWedFtwhiDeOFAeTKQ34dzcWGNmErL1MSJxHQHofCg5SfoDqwCEYLVhUH6qMLHgsMrn2SGJ91zqrjfsbGj4FzlO8WXJ7YJKdBdNdejIxZml9lyasF0s1zh6Yq1CwnfcRefjlyZYz8TN/sw1Rg/AT2dIOjrMV5wS6obREtRcQ3sJ0SFSdIZzDDN85SpfoMG0WlCPflAqK1BfQ74LRfPlWzealHOP+GZv/CW/D40wR84XfBbkD09xkZr8GrAeC7FhqcliUQg+dVMP2/DrZ75O9rj+Gm5WOQnXtFGzgHYHp8gsEM3Z9sa463C+M3zoWD4XtM+sBwrqGFSVC8D2nfhI9J59GclqjweDV75x5n6mRiH6dH8dkeNHfdxC8Z0UYnpDw8QSh1ib9S/hgRrRHhtzbZt8cmjfs8fS/HYPDcjt+Wd4JyR8hN3mngMzxzt9FVt3K8DhysbpdhZyjlqetjG84JwCIXxSlwPXvyRZPtqAanutD0x/QVOryBhiVrlO6DF/DjIG3avRfvPEGPdXzt2g0t/yJJ2tclKez/MfwJjjTQinq6NGP94w+Zr9Pk4DkX72EQwbjSdiKCRSsGFV7dfa+BnZDX+e2kjRt5gWo70wnSRtyDLohNcA7LHcoDnEU5bkex1rEocaK/5EfbEWWgL6Sg0e/wVM5uXWeivaA4PN9y7PyVLCkDd1V+LzlxHA57IMh7HVsQ7DvVhzVM6A/tOycYMIWg5xPHCVkLXMy9wD1b4HEhU73uuy4HIP3RoZP2ivyC/Aa8LadJIBbh16fwltQX2iO2icgm1XsLcClGQZVFMRVri87Fwbfu7pVNMIc6eGmNarLZdDxD3tYatUdzXbZv9UrvkI2rfr22JaIAHqcVm338ndsYrF8Ez934MjKHGx0WNVi99aettfwH76Mt0dLzoUZbUmQFVkUU/HNkR+2lnW982UWF8xx2GUfll7pTJwnkB4Yl2CTIYZlC5NOd9Cr1Va68Y7T8JLAfW2ojBp/Q1Iza5MFaIA+TLFuwXBA3sMncRcTv+9rUg7f9jcbf1Ld/lhZvu5kd4IzZws+DVJfc4x4OxuI0eD579irs4AtveZzq42w03JwTW/xe386/D/P2+rbmFwS+O9C/kGC1Y3rn2aqcd2B7F2+A4c7HDTpPg+CxzNP3u/hTgIB/z47rE1i1z0/jX8FP0FdNpxX/4l6eVc8vn585AZjIfQOQAV/TNPJ04sRcpnkdUvdEWzs8SA6oOHErSJxxgB6fvZH6peE3daZUBM2Tc3yUJq5jOTHimSltp5UObFJxTz0diKEo3kCPRzMOCJDX7brgtIuKHTHvfCPc01DkjgO3LHIfD3PRPoudmOcjeDDeOHQy/sbrCUEmqYpyEym+wlEnch4d5HdaTI6VR0csfMC5OZLAeR7ZLOlrILXfFNQt9c1KP9Q5JnZeMUAZbwKukVvdEi0EVigPA4IWIGzqyPbfJS2csiu42+9ydNJDUUQZPIcnboFFd2RJgrIroz7MTq4y74keakJLlNoR967TwVLO8sAwveyWtMttC5kDc8Jm51O0JbSGUNUdq8eJP6++cvktPGHZlU4mNDhozH4rQcTpN8TTTtddWNl/PqU573sqtj5qmLDIG0vffr+yRYoq1PKVXR2wbPlm9TaMDFgc13A/27knR5ZPcQhv4IkQlcMV+Kpx4PSuv0y0McUEbtQz6Q702YLdBIWtM+eGCQwEh+PO1mp9PSviYL4nPSr/JFAjclsw4o5oJ52rFVDbeF+FLOPewR2biwMPuddJdOQeYIrzrwM4yth5Nw6VI4QycAZvu7wbzSFecy283Do9e5cFbYbf7K91cXlMoWy7xh/qMZ9Y9at7MC4/QixyJauXJmSQUfs2zSasClvwxOokgfy2TZEm/bpqoOl8jJx9fKmmQhftllfkayBbi0SZJG9u92cTn8jpoHxPGCfIVA107Aj9ip7yfTDeZio9bhyQv5ZfY5H7BM7gjtE45+ebu/N9OK5uleENu/9u/l4Y+Mu5Vds/DXcvfhTx+wdzefML+eULH4FvAP0Lb8FMGH3iiO93j1z/LasL36UFjydHw+9vDJ5/oQCZpL3CIrj7ABx0ZuzO87WYodH1Pc5wPKsV1+yoLD0y65PjrJnH7gCS04bqppj5+VZtOB19rnEjQW9CMYeIjzhc6TdaT+AF+TLzx+DLVgQP4wQt7XY8AnBqoVc6ehrSAJiAOLOLCfncCecORi742XY76FxUxieXIeA5mbvpb1AfrgncjiVwwL2EBxp67unzuXZ5dlWmBs/l18u6K3vL6V0ZVPLIuy6A4/yNiPg6cteGQtxN7Im9DjS9Cf/ASW4+GwmcP4mfttvz4h07VeIaqhhOtp1torN053R0CGFjRAcQ0Ru6TAs4Sq330fHJ4RfTSBuAY9va5XquDvsW+w9lanyaydc2Zv801aZw3G7xh5oQl0yNQX9cZHBVKcrNUD9oyKXtg3la03pwqA/W6UqFY8jaU+OXiLfhUZdjQkpuU0cxE8OOn2EQQt7RLNAb+ioEc2eqtnWacDxyHysY/2MivW9sAUV0QC18Z/psWA1nMDSfHjNq/Twfj/Bp1kauf7Xei36cyw2RKwP5AvbJywsyTWjC82KwiwkDwQiXVtuvkf9EQzTgFjRVnbgUraMEMu76sfEqy4L1CDI8yr+krzehkHh6ZfL54nPRYUCRygE9XQLzM6n+uhbtOk70dXO/1OsHPCqy4tjPcKa/htnllvO1sZBIUUqsuigWYJKr4rdW1E9kQyVHXerdNhFlFh5BiXn+VSma074rKJkFg3QRTR//JnYS5pY66ZA/hCf19sI95NFdo0GN6LFAx6L87whB5A0/H9sm7ydgg0VE7rh2ELP3V1RiANtzN6p9VFEfxMlXC/e/DpDmyLnzIPp7EPwPMLYqTRSlWLcEaWexzRCSXBjYSrfAQdmbJH3eFb/QH0t4sT0/1QVvwjqmEudCow7aq6D5vTcJ/MI/B98A+hdehju+AX43vp0yql3bd+J4h5ZX8v8UzaPTB37LooQIv20xwQk9L03O3C41cOvoym+iJl/9ihN7cHKW2KPvLLzLH/39lLELdG06h0YOr5FL6qSsPAlfTMg+OVbUOdTco4g/ulNqtiweno6nhAtLD85ZQqe38Gts3dfHc8opztS4A8zdbMrW4Fgpsbf4J4/zWLTJa3A+Uk560iLL9G2R5nCsoSSQXSf4W+UJ5AyeAn8saDrWAac7IZyYK46zlmIww2BVlPsG9OEODMHRRvmqZuhyu1X0DJykOCKjf/dcZ4UcuvCLJIpAz/5HZA7c1ogeGrwzOvKRxwVFqao9+GdRIujTqPRe0RDTGmfdFNqT2NfGgpPQE0GUuvLRIY4OexE7ECTbWqwHtsTsdfkuuNMGo6DX25Zr4Op/172N6Sn9lFIWMJEFXv7HTrDrpP9brheishqIm9FOT8j133CHgoxQKysF/ZEG0yV1/dn/oN1Inr96IeF3AI5v4YhUMS8dF+c8gyIpLbHDAkKAwOwJX0a6p3gPT1VGUqHDYgV6D3rzZQ4LM3lcxKQvY5Jp//t0Ui8MxE4hvF/qgGrxUiphF5yFMU/m5GVTUk7jy6O5hF3bMfb+0yMX9mgGusyg9+x+WTFyjKh1vdrlPMQSaxT6F/XJTmmwAE11Vxjn0QZOvTk1ECv7eVQQIr/oWtUBT1cZc9poEDPhUSLIHw6D6udIuLMaXwLvmxnUFxfONEtltqiluZob7C5MswOovzozySkypR9p2Z8V8oqYwo4d2LhSQvzTvtPFLVvS57NwNrjdfOil71Yfw8+2kJN4pe6KY7UVV78N2uD6NQlfQy2/3HwqNJstwIhGkIyP11rU9dDtQfQZP26UXdmoM931cXi37xd1js3F+fUulp+APX/PLM1ZezaYOP/SMMgXPgjfAPoXXoLTb4C/G2S9MxiK9PztR6BjXT5J90+fNPAu/LY+fIkeDr/TtOD6Y/jOVewXMXzJm07O0chEPhCbJ/TylNFhI8auGr3vGrvvQ3ZwBWhvGnepX7HufwBS38GrwRiN85OS8huD5yMwf8Zg4uu9Hi8UHiafQuPEizrWB5zvNhnM3Bbyf4MSwzfryMbxNUb97vNTThumb4s0pwtV1N+Gs8scPF+Vd+aw/ACgTJP7SEdDb+LeBA73wl3+yRf52kdIz91VJsSHwX+fuMp/gjDCRbEF2ODI9qf/PmHjRu3Rg+fNrybXwJWk5747kWnK9DoOnc5C2ij076oudf2qJzO3bww0uJgK+gdBn4/IiA57rY/YAeoJ4ypDUaz3Islx//MmMhk3ZRltLju0VwPpLM8jGdHGKZyiL9lfUG7lOEMco7EjPCULPoL0dycnrOgJdZB2bCS6wjtTwzq0JCtKUuOzgOfC25w69ic8IB+J7gL9yJ1KBh3WfVBbZi4JP0Sl2kKaeB0X14zGH5cv8YSvlnQBtD2yDKcuCxDs5hJOJHqy6NPlNDcGlq8HSoErXnXiKcUr+XiuSNbzX2iTOH5Ate9MX+fy2ssor4dYm03Giu5A7/cq23tZevz7EqI9AqdB9EG1Pz/fa//h9GbYQE3bANfRlCbVhIT8Kn7OibKwmpRm5dUyMb2Hok+vgxgAACAASURBVPHd+jBlW6xbjoD08HwclJh3gucIlc3Oah6C3LOfdyiNO9CXfDrr12gwLZFvpIl2VP+f4X6b3T4Bs6ZC+6wRuXBmOfA+CS+00Ii2GX+oOh2flKUJw2rRP9J/x1BT+ZGd6GxcXo3JcH5emjU1uTiEUqb8aBB9nm2G9e/goQoW7ZmVnj7+u+BTPXQ1zulizC/8/fANoP/HwSbN7438d79hPTOeT767fgdUQZO7vlk+Ku8k77vpP1HGO/Wt3p+Wtwrw/yS8is+dhJBcKik15HOFFA+VsBn28HfitMup16Of/WVCF8bfYXGT1w6FOAovg39TZlXyaPF+BdmH4hvlqDWK9jyRx3Xvz3liWT4GaKrXh8Zt8tWN8LeaP937hfNma1HViMEmMJoOm8N3knDB7zNcdU8ORvAm28yOCnWB2WZOz5G70ohsg7fVhP4Q1tGNUcYSW1qEH99XxSywTPO7xKvWWUDbab9JilbQkCowbiALPkiwwX5dZXoAAv/peGEsiXyAbk79Amq5lTQyBxxFdUdxghCn1Qsu3mPZtpMRluAAonI4tpTZPwvjYouXqqGfaO6EgUMeiXTJlYQrD0MC9skSMKByz5MMD4mgAkNR7nhxxlHWAQ7nJEta5JCKfJ2Dd0TdWH33cDWuujRPPN4MdGjWK9jy0l+pXyf2/c54tjTs+CeVL/Pf1L9274LnRlBRK4dhSOVrU+2CX2OAG2CpLyb2tgRc4huHZzU/O6Gnmt8s+QhJWQUQthRcQD+3J5GHTE57PUYUdxtf+SWQbk3I9suyyxX+Em2JqJAAmVmuk0AMuIsixhiywI53qL/wfSdHTduGY7uwAScgc7frOsrZeebVEKx155XTn3NS28m+/XiNcEVPReBo5UHFM1GBLeZFDOwzs2smKLdhPjMc4MsNMkHg9VSqQ8sPWzLoJli27J9YflHIFBb2dYHuShP6ebCIeSV/32Rfqu2tiUwn//oUf1WyV+/ZLvF3Xoe3Yy5dpZ3jX6c/xT+wV2b6pQyc01J2SLFOhS2r5+cj8SS1NLxOxj95+3GVvBzKE50biza1PrchZpDiD8scAXnZPkNpvy73TDWfYzg1ijd4cIpuhX5lfp4O3y/8k/ANoH/hJfjETu3KAfMTwc+f2MG9C7+Bhr8BdlfV/y3B8wiTDR4pnV2z+430eP8n/j8wrvTxzNq8yTOw8oo6WsxBjb/sEocJ08DI9Q7uPkkaVSntYHmxr8vZHUzQeNYoH7TUltVZddIOgjvpz/x+Bp6eW0/SCLs1StziPExJW/98Yk9DzTwiv3mZa6Ct8Eu52yE34AT+TXGqO/eFPv+yfl6l0bYn2jvr+hCSQ3TlAroTd68WyHrmNm8W/A3Bx70uCyEnphA8v6A1okcfB48yiGfEqNQH4oweee4UptF/uMDI3QNrEBlfxwOlmey40iufa8Wkvxn+s/aAvR/oc1LMlq/sPxiUsRnPwXjEyc6qKXHcvOiM6VZ6ceUoGucvg+hS0oqWRvg95TEEe6Lkq84dyV6TexL1cAyfOA2qUSs4pvnLFnYCS6Cwv7v+ZvoLgqDF+yhXduRMTgPjvcAf+/cyB5XBy8BDjRXwORW2WDRWlHXtHJSawPjp7cid9G3AMeryoV3d/2vQweR66EUYenc3YNzjugCLJp9wiN+jBipqbtunisjLblEnyGaNQHarwA4cDfoK61RNeYb0ctSshb4a3I/YwT/II5HxiutnhgPs3S5ObEg1X05gl5Ed99Z3dp28JqXfg4wZod3rsT92+l61MmpKyt3zr4AzLt5/YX58u/6KNnUkaURiE73XSHY0l1IQRWRshw/ByTp/l3ZiU3yIMwJUWpxoSFVKXlCIY2BRgffr+DOtVMNM/92HQeW3ivJQOi62DXZzC1drZL8NvH3I9tjfC+B4Kicjha37R/z7aOlE/L+yI/4sfJvkC5vwDaB/4QjQCfWpIPqfgj9xfPtPHcH+W+Gd78+PJls/0Y4fPwGBYKfOwG63+Sq7vPqLq/SaHD155jYXFx46QSaEFC898aV/QlKubG99H5yUgZayeLH7u9XrptXgqOGF53rPiTrL7C4oNUYi/iZrbkDyrvPJutbTcz4O7p2E3u2raG1B3+b8MJQqkQT4c28pOmYweO782D9k3A+6W2G46honjXGVcNFuqUpRQHDI+MLQs7oMJrM8cby7grgTPKiIYntRPjDbd9DLIiYBiFf5Apva+WN78Odwp0pMs2oJ1GH23VhTNvHo5JEOy/x6ldd0N+CYknkNxm8YeDX7jKuDpnuIx7UZfLKh/+d+Q2u2Zr+6nqBhadSD9JFm5Ctr01cg57tGsY1lX790CTJi1NJC84CC4moPvL04GU9EhZ5vZEFWLbGky5XBsT2ct91+sc+7LTLsook9Vi8S6PQdiiddvEUWRvfv7X/BbYuW7FMLD1r1td2MWjSS7u4HhR+bU04h2XjbgsGuXtUuO8ZKwS9cbY9XgUO1PtpRCIkXjLdb8T5y7jZ4AzsihdJXUEtUzB5LiUMhDt2YPs4etu0CIgies6OkoQHX8OQUyM5YO3a0RZMo4RZ0he2U61dcoyxuMKYvZQK0Zg4o24+tHRPLg+mrn2FpLjc1CVSz5Ul1aHeEzYWYazylXdqGza6Vfwf1extGsnsAVQMvy7+R6FlRVYB/A/BEgrfaF8Zdw77uz2Z6TdPJT2vXKVvAJXXVbmcIX/ph8Z7GeV/czBkeOF2Qjb8J1i21UCWq6/p+HT/aSguo9N+9xccFT9OW3ZnzzuyyP9WMAxCaZvYogogTbI9Ur5X8u8WPPJvHzPTZFzxMOnsX/qR4+MKPwzeA/oVj+Nu+Ez6C3/Ld7n+hLV+BT3x//l9pS2bSbzSX7iZxGI2C5x0uI08mihTnhSsqiGixsywSVMJlVayM5okZnhP1whDtajxrMLIN8IjfZlDMW7yFVrbzkfw5i+s9F9QFr43ZO+o8m+IdZCcqnNYL+rYYVdKMmE0TOEePYm/Ar/jwdTf2ObyKIgbO001ITgSyYTEJHHuuQpYJ8RA4d/c7oE7lVGhMtF9mhWJYrjy7u//NIeyCwHCfpuIb9tNQf8EVd8eNHuHOWE+ix6Prr9Z0TOTWtskvkx8lzaVMlYBfhjRZHnDK5p3o2E4+5JCfXPlcK6gDCxcrIc5HI9cG4gPWb4Qrpc0Rgbx0FBAswMv66joEHCpYBM9z2Z8Cz2f5dRUAaOTPHM9clqDYJSgtoHzE0NtKli5frCnfEgEFfdviKXgHq+cQyNLgebPAeaPr5Ihno86s474fPbtHsu7YC72tWgMRXx/bnkqJwfPohU14ZmREewTLBNmvhsIbuiCKpkkLi2w52ole7QB9a94N8nPDOYwnqbjqcU49+lDWqLewxzF4XupFHQ+9DeTPSrA/LViOc6/kEKV2dPS7hcSF/irStf4ib9Yf6C9HStBlQJ6WH2xaXE96pTMcHFFKBkLa3tERUkkjpjGH6diIT6V+d9tgha45tvN2JORN9mM2iPLYfjGIfsF1aslLzRzmVCRjz27w7bCIS21BKjGtfsI8CfBej/0BgpfAf6Qx3+f+H5p/L+BOCrwdel3ntTl4gkocQHmmQ/5VxnkD3XeBO/FFnk0IxOqjO0FUypbMujV4Lte/qVX/Jrix3b7d8J+BbwD9Pw6vTAI+EaT8bYHP053Ndx49/07eKoh6B867J4t3fxP9HajKXgZjQ560U+/2yfUL45QIjF79b1A6k/hqxJbOzYIGdpg/L2hZubqOeve0KYKxH90wo+SzBEt6R06Y3YzlLsJ44yf2vhjnFntTHs0nBK+dApFddLP370NqIP+0xbdtymdpz/Ir5DonanRR3uMm3Ifo+HqvtDXNQb6/iu+VLZrRqfeWk68kytc/Buzl2YmOcPK7eyQ4vC/LAy92Eci7yOJMpvoY8w7IJMu5emoygC2Rw5PSw/9Gbt91nnag52qKDhMldi1Cg/q5xD7YUFbMFx+S+yABvquaOUm7IS5sawtWoTs4+a/6zigfV4v2CZY/sHkw4RZv+iiHOaFi/oWtpzSGMYm8kOTtwj6bvo3VO9RfKfmptMttM6vNwP/oKYj2J1GyAUKOfBv7HHlGhl2PKqxsKKFJT5AAvi5O0543QFG3AfcWb9btW+XKAZY4qN9RkBs9WleDXD2ZSBdzvKO/plWpHbTn2ECu4Y50fTs/unk8fgb2p3vvH1Yy2+m3oC9Yb/Zqjapdx2UzPXbVtppz2vwrHIKeiJbPnLDQG3air+Zb1XPlyiV7Tg/LN8Aul/+1OWQRGIeGttRYTmlPJaoicnyZ5QBql1yItw9Wo51jmy10xGq47oqXOh0f8WsJdxG4jS7KeLBn0lRsos+S3J7ghIv8jWThcdFcYHd6c/imeEksodDnEzid39/be1TwSxSyM2IKo/lOkLEQN5YgCRvZ09OUCZnC48vlo74Z4Jw8SPJ92aG8Pyhw3OEnbeRhRR8SprakaLLZfEfysfs74c8qbRvevA92Klp8jnr/XpwKOwhicwf7pi72zB59J15wj7z8QdjqyzAuPvGZvy/8OvgG0L9wBL8t0D2CV3czz/L9xM77P9W+r9TtNMj8W+BvOEEhzsUjtWKsxU8AuLrhilH1QlTeS3JG1lVu/mbrleKyzuZdvzDWpm9PoBHuBlv16S09/irfSDu6LZ0MP2D1YkBnOtODBBs+2VcAd4sc+Uw+PSn+CXjH0m/ieiF0vYCBLQd5Wqo43R633u82zj/a6yc89YmZ2hJ989futjk5uz2oUsBBBiWHx+PyKid88nGxRxUDXdHZXpXhyxO9BDQnUvu3kRGZXnr9VS5b6nJPRSjbLvbrBBfbw4s7fCXwMPOB1XXK1+ozSrWcA7Jno0bcuJ+Yi/3td/hGee+CP91nNXddYPljeka85OyLjpvlhuX4fVVk8P/aaRlPHsDjgz+k3oag9awW25yWtZOoEen2x4YPV3lm7w+V9tADWLsobZNfc7Ynh8V/F2/7MZLOVmpEja8x4P3QP21D+FFpcMCByya/o06fGhFJCHt7Ffn0lTKLEKbaOzCXSbwbA8gRRXyQmqYvBGshOc57Ah7jAtFPnTfBgW67zhYaQBeBBSKTbuzyU3WZyMXB5xzKdlnMv4LZgNwu1fM1WfNZmoeSE99u6qn6mANHiP5aybTRK1rVHOHiB9Mu0s5wgkARdC9L0vRtp6l+BmIH/BTEcfuO/C479L362Gyr21KjxfAyP2uEQ14haoiXxOIfhQlv3Lw44o8CytdjJ8aC21J/hwfLnQevsUuym3dLWagnCZbLfE38gNh+puuIPPcjHtaBE0zBjbqcwV2mlmlvO1+nFl3jAn902Oi8BDu12w2o2XF+OCnqp2ZYI0vw18DIRP3CFwr4BtC/UMKO4+K3ByHfCaJH+Fu/q30S5N5tr+rY8KrMn/i2++g76BVEun81/wppTxpaGhhEJyrqpI4e76jUX3UAXcaYOGuaOhfgm7wOxNNhd/7dAF6cMMxAAg+jt/kqkbTIiQ/f5BfzHtuj4Kw5nVH4Yxs9je9y92yF7VbL/UQQfTZJvQP3y5b+BHfD0DolOq+RR+BwNPiVkw6ADe0xSbWo3Sv9eedMLTm7F4kbXBNdhKinTe6Bf6v6lQ53cNi64nk+HvpEeTSnbs0f2S5xA1dEEDcjHFd5ksc7ZjzO4hmZM8MSXc5OvdY/hnpdHhsNopMF0SNtGjyv2mrDnqiCEEfcCV2nzliWQGN0z8pVCKKIkzyokB28W68HthUnJsCd/1W7QiAieaLjUcNE6vgX55vw0Zr8F6FqOFiM+IZnbJZT20PHf//vzoq+EkSXS/eC4ZkZka35BR62e9e+9NyaiT3v8vMVjebRln1+0lZVMxT5W6DpCNmOR7cq4hUWuzNA5uQw/DafRhc5ONm7W767IIpyDhdgEJW866RKeOdLBiUG17jTCqSS4sdysQRqbN/mHvBBA4e2rpXDklCPjaDPwVzwvMt5v55gcFT8IpwSxXKU0m6tUPNjYQcseM5WbXubSnNB9BUv7fikNooB7CbVNHgOhCldUGKggUODxp18P+diqOyYdq+MWGO84GiR60I/uff31COf7lUsTgHbF+djPl8sV+TOh2Zptxdb8Ma/GjzXZ/v2UJ6VVIlCWXEVRaXD3G0QwqWexNTRZhrVJUxQlJZh0V3dN7XJ89ys+TYtbQZBL4uXTU+V9lxhQrzCgWW1XhEXYqhWrwbl/bEhEyvNnR+cMp0Tl3jxQ7qCipI/KCnfgx/T2V/42+EbQP/CS/Crg48fANxd8bccYb/1jdJQn1X9lt/cDivRd8p8F3aC6KOg/2/h40TTrpGP/tcyANPqa8OsziZ1GIkBFoLn6FvgbqxtG48ftJRk1eiwLwe4j0i6hU+Y8JuV0VlzaomXqSEC9o45/Hp1A9Y/FUS/E+cLlr5OK6PTJS5IccF0cNqV5H/UPfODUHHmola372R5oYzlaIqBh2rKSGRBz07YsG7R+RPL6bcx4FCNBzaZ43QlOMnNxgFd0p33RG24xsdw+LdGVu0AtQB7dNbU3x2eNv/l/zbd5ILoksTkrN8pnSpRowhi+q5xqOwpbLPhuuN0sYNlVNoGbRUNoUHyzr3Kqc8UF1jqK+2f7opufTcIFw7u22DmgHzP3p91jXuXdu0dln4UhNgDX2efV/QYll/tQBWGbmRVEslfURMXhG7DjqGz6owgUl9CttPEd/Hx7eMhyodKh122a2P4sEQ4MeCMSOQKUgaYzuc4SBX2lzXr9LHcrznixXJxnmhcbKa7PrF33PpJXVIHqB2n9hNZX8tjmxKIjupyEpz6LsjtfvfHeLUQzo3RF/gLg+fyCZGdYramPwcEbZt7TonKXNbsgpIHcT5TLu7w8uEnpj9jwPnmvUTcOgfZ0l93IiQiCJqX/aN6q5UHC0zJeXPRXQkfm/QBb/xzwfPRu3X/vCxtLoUQnjWQKZC1lC9j5BwSLXeex9c6N6xxqPxvsmSkHhg6dYX3IPGuarXWP5+F09SBLT0zISbAxW+cIp+A9BpOo383gHyXNrT/aNWq9RC4X1fQR0r8whf+PHwD6P9xGAUTo7J79xvZq29En37z+tPfnK7owTZZ7a4+peckcL0qZyd97Gt8tht4Hz3fCZzfHbi+s7yKN3/6G/HmdhyVWztURhC/iTpMRwtjZ+TX2iq9hoxvg9YWbydBh9iM0QlHlBxfa2qOptR9UtHT4Q7UzeC530U5Igcmwm+Oh6oIDPhXriPrA/b8VtQtUVdtAYi4J1Vaj/9AQ0IX+Ydnr18E70yVnXneeY3uTPwLpcS+eZe04wIO2zuVHxzOrVWJFNd+8w+cElGyBQZPC8kMdUnBit1i+mBN1HR6lBsPgZiJ/PAiJvdLtfiIBzcHLnp/qeVLP3j9VcQffGktj4Nt3Ohq0uBu/tup6NI1UQ3OcUK4OxiAVdKpbCySDoX7CKd33+Ez941DXrbQxPaXwdYdhG6IDuRJqTZkB01uFI+a6zHRC25Kx2bf7MwFSgdi8UXhVK+VfbCibZUglzeWcXK8rd+BTmTzpH3CdsFrylzwbgVfVOROfRTGyKKeS22J4rHC7W5lvDWy0xrsUxWuPMG/sK+OCI7qq1BnZ63sC4iUlRIljYd5f0h7vKS/FtCIUsA4iydbVIKUMryvqch0MPf/+h/rr7zbo75OM+q5yfwqloULCjaRz1LX9tBq/E1KHC7CsPnYNDiV6iZ6BHrfzceIYhA7qbxh2SsyqkXsFy5ncpUztmnp++lL/bUxnzugZ9Xdq2/4DufwMm4Le8h16Sm8O/++T3FKgVsvt6le2I/r4e/HQwsT/LX+OoNETiz/9Pz9Fm7CAsjlMJ4lYCpOVXzBgJtAC4InnwMV54OtfP86l4bZF+iu4RT+ZWjr5ksnh3iMh9bTmqLZfJtobe/jcEH9tZ6hDoovCwRYzRfn9kFJA5S1bs8z/8uZO77QX4f+raR+7nEYfuGXwzeA/gWF093Ifzuk7/ZN4Cfa4vTI89Fu8FjOK+Wt4CRI/ht4qNoZLzDjAWzXn6yHxpNKu/5GOpodtelK3kZReGtemYe0kyDZIdTekhIiDXdM2/I38hhfL2naRiVOGjc3Kpy9mwWW4kC7uxgr4rghojuX8P7KbwwuQFtdL5obXG7HrZu39AF/s//kz8MOH1bC7s0Od85DGY/knbwbumwfWSuuS6JKyNPqli5zcVz+uuPc4m/ChsoGf31SFxBwAqKR7UYcO+Tel6cTGSCKrEEaoDuJWybCIEQbOG8wiw1NaInmfz1BN0PhDJ9BGTzfRZX4SV8ABewbBxp66ZIsF2I5DqNLn7ymw+odhN5ZWDtvruC5fHpAnexrhL7BOSzc+MTOtC14BWf/jA/qKerX8Znyf5QJJm+RbfX0B2fkvgcmu7Mj8O0mR3nRKN1sFz/VLYPRgqwKduNlKjDpaQ3Ud6S1boEdN+tI/lftuVvjQyJkvMRF4PAc389x1bgxcMC4aqHbAxzG6J0S3PfwuG2u4XWNs+25++C6SuPfg2yDcfxROJj33EIJ6i8nk8NFZXpOSGQdD7FA46vm7JU3ZV3UwzQbi6a/bg8+3q7DflgnJqNo0j5/Ql1H+A003AjuG83OS7E537mBghqWFute6Wl1SCxzdL9bYZHZsAv9HtJfBuuu5qdfP+ivMZx/iZPoFPx0rDc6p/cvFzwadDc0Z30amce+KuEzAuEfE65f+FH4BtC/4OAnvlv9U3BSh1kQ/ZMLC6oTAHaPI6+C5jGAPjpF4JVg+em7nfc/CbPTA0ZHvCPcsRN9e0c+T90rt4E6a/CBOOGGEN3eYIBNHQ4VAZvO6VfhhM8X9++jV88n3We45clXprvCtVm7gQM3POklXkE0Xc95JCdHYy6kGc59X+mtnzee4Yux/acZN0S22PGK/iVgrr+VVMNGeHMEcufQ0t8uO0zMYX7/J1qq+o47ssQa4xepuJUsjrtsI1P5Av2TCmFlT1gbc5nyRtDh0xVke/Rgg+mR6899hVnfeV/31Vq6g6+/HfkkSinaSMcwkncbvOGsPvETK7rZs1ng3CGCS02G9lUoXYe7BQOlHM+LofCEsHLSBOzDOkBZIXjesIzFQr+p87QK1r9j/2zxxjn/iLhoLUqAprZha/75chGyiqMwuKDi78ZlfBD9tTKjuB36uvtNtXfFwZEuCQZA0WYc3rvLRvCNcoJvdr8K0hrrudEdIHV1ddYxE/VXJQ9w0YekiULQLtynRXrwvMEYbSHjHXHQtuAZ1SfNkZqA8c/pL/lbEhIumwuiD9BuFTvFPuCfH5n/xYUYgrcc6JGw2sbxtpXXQzIfijxaFL5FP44LJxFK0gcnqBzatvkzKzW83n+fkycRi/N1LPWu2I2s/MLM89H1iar8TPP8GGT9gZxsPKuv3hYMs/FXwXvzz5n952VFRc9OhYdaqdut21k/CA2nXfZUhe2nCHnX3vntUMwfRnOwgzLH9ze2ZzU1qxRqhBbH7nv+xC984U74BtC/UMKnv/n9adilOX27L04Y4mr4g7JXMMK1c5S7fuMz/GGax+PhaH7lmPjYJjvH+v/2RRh3Hbv/Sv7d8SSTvXSS0wdB55b9v9pVDA4s53/mqc1SvdKgw+K4t5fhjwbPo+PPv6PhuzMc/vr13XpV0ewvEs5sejNd36s1Gt76huyw/+6QKx8eWH2HnfTKBd1pA04cHOd5RwvlLv7r4dxJ8CqaGDxP/NSD5/E0lc/tRB934BSb7tacFKfO4f6fqz9bORu0Xi7+6KjBC08Aw3fYZD3C/fJ0RDPi6F4bUGQtZov34BRtcB8DARrPQXwa7IjO2E/pr5kWDU9L59UCXcCNDnsMOtg44gkFRh5+JpmrRgXMOXheOUDxfoDd7TQUTQbjAotDh6nzn8KuVMEkgbYKZUGDxx8Ad7ueyptPBs/huumvC7ORjLOdc4OYc+BKMXTZsTqCdxf8J6ReLOMo3USfvaNDVHSDvYV8fCEg7KXre72sgfNKji+RujLJX788P1rrfCdf05x7oM/KsmMQ/QInoVtzT7nrVwmehzUYPv8N5rUPoovOBRw2MVrjQtkSTXVMFn5zIIbMHk1vz6Bovo78hw3YyvYLeuGoO5uvwjgYKO1YjaeYfoJ9FDx3+mRkEwx2oKMtuYDVZxYN3avc8rP8kFr7ZPHainc/UZUfHi6fhrV/TGT3DUI2lDuRSgW86K9IDzhc7tjz79Td7UmPr34OmvuhPk0CeJ+x3Txs8P+d+P44pAnoHXVaj8f7Z+5x7rXKEPXV/TR94QuvwjeA/oW/Eu5cCT/bPbFzvPsrMCvz3IHvnSyjQIBffLtXrxEt7+xK34HTne2nO7+3J4cD2D0loP4O50b/ntj7Ke8L7d968CEEIOZwYgxVXqnm3tLgboW6ejCbzFyo2/T9ug0j/5ykFpeZe3BWwAjEKbDVd6NE9TGHHO4rvEQ2WaxO1EC3ocvnihuNTZ97dqLGsQxajLeXp2TaHwfjfZQUAy4RVgQdi4SRY26OcO44Fbciq8MWFxrEUtw3XXdIllQw2UTHo6XqgQXBvaVvV+PdO+0vfkzcXpfHtPw6gXP1DhsDHa7RZT5ynVcPTiGMvVmyVt7obtdXCWryXxOHzUi3eHKuC07O9D1+m+mvUEK65QlhhaMtyket8EV13ujmHQ/ZDxGc8wE/PnPXRdC71iTQBo2I0jcmczmaNpSXHaqxp7Jccn0LdNsipcGY5I69sQv8AzFul2rIHR4EeVSkETnIcdUJ69s9mOmGirZXIOze08fjDNN8Ct6wuB4l86IeT1zwyyvztTKulLsvEtWTib6alB+RQX587vRVuFcOdjaYBcmYWHegx8D5vE2QHpEnC2k4Kw8Wnfj0C35GlZjkzEBeDAqKu7xVXK5gYAcy0dUm0V6FIBw2yUv2ouqva1GWzciyJbQsbwOho7FecWDFZeG2RjDMnEfMVXZMtwAAIABJREFUuXnq+SnZjxySxjRBJkf8mX09Y0xrP2jKjRFY0of3aRFNVTe6+FSWZTDImxbKXvWik0eC2Ymv1sd7vx7RX5dskMbdYkJ2AqojTA8ppWExTaYPddeaS8/sxwkcFbDYebwo20yNg1G4kP/+dn5PFOfy1fh7oUVT4G18m1/u66qyuOHimg0C3lxAsDdyfAqRFrMyx7khXYMLU2A1evybk7dBkX/u+adIm3wCM9gYX8vuOrHHzuVHPf/C8lby9qTsCg4pHi0qrrAmX/qZvNuSHWlOU87UvvAFB98A+he24G/biX4nvfgt759rg8qIGjkR/KpNmdgY3fiMIF13AE2CvQ7LX9T/fxLuX3DBwM+9n1cG4gGgg+aoi1s7scOostruYakFBVV/LFbip907Byv3o1fjDm7QlnNN6IMU1ocndL7i6pu1p5UZgwJKLTofdxy7WjymlcCnlFzlPWSuG302bncDBtEhmFBS1+hygktmqd+yrX4CsG83hsPEceoc0lW9WuUGn5ClP3jD0ZcKqfz4lprF3y24KnPtniBsmFEpnC+ZfBA9jqeOo3YGbNIZ+TuOnZ2dSkqHJAs2yYAWGb9MIdiL9ogv6cyJgjaPOm+akbxd5gxX5ufNvcg1pO6MzBrbNPCNNmRuVx1fqhgq/qzQFTvNY2BvG6zNrmEu3xbv74TgzmuVDTKWMXFcxMoMScn2WQpoXoORkT7FuC2VfHsVQfdGJBuw7UZeAMZtSLL0PYXWut6RMSW67BpaXTktyesfU+iLpFprObhKazJVVdC71u4cR36o/wVoqU/TyQTLVZUgR/XRYMy5sakGlMsvn0RvvZztRWHKfyBPIAA3o3v4DnX7Uh9mkqpnNTePeLDAFWnC/iujrIgfTp4Y6EaLraOwqWhrk2vRX2IrforbPweOq2f6DI7QX3LGcIVLsfhS0bD1XS/jdWl40akn7dA13ouVPlAPO7dD/k/43aKMCXXROMUiCnkgNgGOg+2FX+V77Mv+pCuvFvXwqzyb6vae/kJS9Fv0QY8t86od2fz1u3TdBod0JN6Bizt2fjuZahiSnC3Iytz7Pi3nDiaG34350Cjrq/Ax40bKRrvZ4/VcXci2FcAcTCTe2334x2GzDX7AML1T4gz1V5Huz0Bu0N2Yjjc5dvvvFVnxhf86fAPoX9iGSoDNdm7/aXgniL676/qzCwu8EinmanKl6a+d59czC/g3SG9B9FHg/Lcfwf6b4e7gOXIA6nicpEc7/wya/gqvtMrwZQ4EvMobd08+952U5bvbg+je0XC70SsX6emOM7uCGYVcdFddJ+9YZEyuBJfOo6qs5E/icH/hwKBMoATyHTbKnewZAg9S/LbzRmX4leelicHtAO5RHuuO8LBfoCOd9Juj16sobyI2X0JBDQy94LgdBujn3FH6lMAp5K56cDLXqSggjCf3CnW6WzR14fAExXoWlQj8HFfmc37oy2t2WdOPbz1vOEy6wIAoyi9dyCdPtLqBCUadJYWqKsvjzlP3KmAAeASnDs0qfZSfg0720dfOr82/1v660vLCMRbRYUDvNTAGjPIavzMuCRrkWgtJGBejdl/Icyev3IBnKxdNgKeOmgJX0HNh596Qjkbal03rI+9mmVJtpJFj4YMyUm6fT4aUC6I3kiACaDSfE9LjnwbPX1wMhkF0j7nqkVAbrp/XQTmKZlxFTS5Dggcjvh12ZdO86ZNhOCD7NZpBxYx0QoAkifrLZEQDmy9+k5ZD3lhWicf1ddRfmfLVQ7dkV22iVieelR0Wt1xpKr2OuKmc78sY8XzZ5+HpGIvCzun9qH9N6rnfj47GSZbZ+1dndJ6klT6L8tYoqjljPv9Ks5EkcqX975mLyWcSiHrXIn8Hu74yq8r2f8OWz2fFVPMfa995WQJpAuYxaX2jOSoCKeqfCgbPy/HyYvugLS3zKSKvl3byEm48aX2sN+Wrn4EX8QTempuulXyejC/ySfNa2jPb8cKM+mYjiD4suxnrlEXs0BQy3xlke7mciX5fLtgjPz6LY8/covKdhT0ht/62Bnoy67J7PWMdi9btnT7al5Idq391E3tYmZ9oqQuuacfYFv+E//9MmucGPfGv1/ZkmBe0D43vL/wn4BtA/0IJ8Xjc+J1Quf7tcEeAe5X/J4LooyPt3K7kAN5/1fSZTvEH/fgNnL8Gn9h5Lv83dyW/4nlpmvxyMMZJaF00fotZ2MfNGyFtNSV+vbbxG4WvWp6rCcMGhbcG0bGhPmf4ZrAJ/n1DN3oOd7NZ+yR35EYZEmSRDGXsEwIwGpjTeo+cSAfwhs+mLs8JYk8NdJh+LgT6kiH/aAfJn4SpPZA6z7uYZXLYnBMS3he1df665NvhMAQHE8OQZ/nFSueHBK5mn0iC53mnGhQQ8owraHofjy4zJ1fIPmOMjrrFh40kZDKB2fjh8rIaQH6jVW9z9N9omxE4qPsX/WbDF+0ZddyQBfAA/12QY27YzycwGh9Qbvke2907PZ2+6uzWrGFJjYSKGtedxqvlkZtlCSOwtjH53hdAUfPMoQsfTspftLsOvciTRftCe8ZjcjXJkIyibcsguvWXSofLm9WvYcwdqS/o38Mg+lBS4qIGtRPBbow5GizMJT//YByTx85ZS95c05wwSiVvwV45CQ4rRN1FBNvAx3kCHu74Ge41P9iUPh+549pVywzm67FOFf9f7G8KQ0ova3JsX/vxdVqUAc5XWlp0FgjwuLwiglQ4NkdVgU+jEYGs6mM5LgQT+7VsQKRJ3sv4MD02DPRNGmw12qv3hxZyCeNvgmuC8DzIfqrE3bj/Uh1Rf8HYudtq1i8NO+Ed0rjgUcx/bim4jNMC0Bbw9zuDjFPhrlGhTBnGaKNy0R5HCuxKe0cQvcULG0+2Q3ZFWYMfVWQTOn8ZnATPJUVYlLksoCfFoc1wUY29WZuL5bXFM1N+hrqsvo81R+JpGfl/omj7KBTts6tAXdaiHLDv1N9wsuCxydKvYM8PSLkLfsSfOBsA76Iu0f2Qv6fo30/GAM6k+X6DLssseLi0j7/xjy9swjeA/oUEaYV1XPX7zorZ3dWIi3QnAv4denfxfHYxQWGEtvEOckzj343TvU3hD65im+G7K32EO8fAFnD4K16Pj1gMt7gDRPK2hWmC8+5iEr1nrFjpazY4c+lUzpq5oe7fc5oUBbzwSL+O2yB9SVPP6ObVwTAlMifZqBUxACellA3ISPFbsMvN2vfscXM0QoEqdLpMEWrEOEz8mSnbuN6bZM9I77EHM6rYanP+y8GUiSNPyh8FzScgzrnWSAMOUhY/GrVnah0lpWi6IcSx77KtdhEpsU0d9j5rEkCSwZWVAu+NyAWIQ/6qNxGd+jBmgRCRe9G5Am2oYy8FYDmXJ49lEtp/83gNHhb2z5PPESpszSdOyshPBX+nB2MO3JrQah+tpGxNjxUh3+v1/uBYznXVS3O47Qjt5hx+QU9JSYiTof94RqkQG8f3pJUiT0T/1kL+jb86TlaH+K71nNzsFsrycSJwjE71l8l37nI0frH2ClqNll54ZyXuy5T+aBqgJl1wUlBDNJZQR/7CmM/qh4Whfid3va+/BghDRuxHDVB2G+S6FoGEuOLCq1TsHEp+q8eyiDPDhSdZgV6bgeq+B7XHg9rzSfR4XPV8PIieT59cuAxl36BOY8r7+6AvrjyFTgiBVIbrlLaEikjRK1X+sT3CnW75dcniIgyHvnUR6OUq9XKq4DmH8tT87QqQu7xUVdUsbc/h9deweYICA/21Ytjcv35MMDze0l8Izt4/g6i3HC8GxvQa33LIoiEO+kx5tJprYoAy6TlOz5zWKhonV39DvjmaxvnngXSGdup6oLTvouxH+Vzo+XCDYynrr3hRgX9pw0HKal2EHH5/uqZ6K+X0NzIinkRT4SqJbkXa+b0s2ONCns56dK4/8ohet3Ehh8tym+HH+VmhT2Xhl1v8BfM5WxwzkCcTmifDZ52ZaKdBhmnrnDK+Kvk8kA1BnXH4dSOGOSb3PND5p54TBIiBxaIt0vw+CInYImnKeZVidw3uXxjwK3Xzkgg5AnaX6XMzmCyNhdje/b9q4RARPB/Yl+X8i93far609Ccu5mPL9JMeyW8qWlcGehvTFOzRoXk1IrB4UXoMnF/klEPn6Wf8PNRfw+InNuYh7qr4yk6ubZARfcWD4clhX/iX4BtA/4KDVfC8gu+R338GqlMCcB6D324nwmOovvCnYf/UAnbpNZ84YFhc0bUhkpxl4L7VbxCLI0OvqrLAiFkFIBhNo5/gN6NlZrb69yF1kTlPsmRghfe9sa5mYXsWbaoWH5eWrs8Aj2WejrW13uxomaiVxtvr/eDiTgTyHjEX/Dxu+zEidKt7I7e28TH2wWnRxof5bxj8qaGcbkYSW3fOyU4JCToQU3s+iB9M7fkEH0cj913Gi7BMaoG/bJ1Dx8wzPPKsN5uUNi+bGtnOtxG6QbFut6wjD50GcTRfSFX6STAdHAOyAn/M1XALwfPyF2moJusXEeExSGNdJd77exKMoV63IM0HaVYtvunoxFXsgybS70ePeAw62JoVZZuvDyvvm+NXXC/RiR+PRGbm7sjxBKhedFR8FlLwfNU8+gCEH+UDL704zPztCzb9Je0X27F12WRBq1FQF/Uk6jDuJEhu4DBwQl99QFTtVD0BHJpyz+TMF7LWt722cSdpvB6yBRMx+RVOA3XuRD+jrNDxToRBkNbMdntXo3FxJUSNOV4nFRiG8CmaBVIaEbVH638Pav/7H5ZyYQ8y8lpMQaDLCnmCPNLLGJ2AMqwLyOE8pkY5OVwGuQp8HUhNZZQxeoIx52iEFCoacgHX4fpysgfwieowXKCAMvW6Z+qfHpExWwWFGHUte9oKipKDttRfozIq/RV1WTOxNiIDK6oT41xcIwgezmygoUO7F9ZJ1naF9maoD4P9w1IJDfZCL+NcClmQKx3mucPpTkdnZfdVD3ch6uj6nSeOVAZuk1DkMbwev7WPyZFGRHKKxtHJFcA2uEO7kbHVKIb6TsPGtonzMAp1Js6B4FKHDfl7JJ90kCz652oMG604bt9ksRnaCS0XeujAZvdzWnpiCZg/+j23vhDseZmeg6ZUXTYkcAaLDCs9Z93l3s5LLQRp1UAlQ6HMue4qCj0lqB/UoHQ2Y9TvZdB1Wqlaz6QWGZYB9DGRTW4/wcULGDlABHD+VWWPydV/aP7E0YJCHhTEoT8uDcrXuIfFciyCMhbTBZmTZTvE/0G4j5Q+3lp4BA0hC5jRciAyGV/K0y3WxM/N5dH6KUAzRfQouxc3lV88XzdLLSv+yFj/wl8D3wD6fxxmQbyT4Llc/+1BdLdTaQK/7dvvNd5PHO38hbvgPIju7WSZIMF0XtMNS8GgEOyAaHwlEMeDo0p9QzZjZBqMgZUDBQpt8vot3gyG+XBGW6b2jpSRDSWXuoMPX4PBC06baCBH47emcTGll3kcEsqZaM8fVNzsQZzYiBPHGb3oXALnuSujuB7ijP0H5dVzyD5Jg3ubB3bG3XKY7IOfUMLdoP9srPVvyOpvVaByCgTRGxE9rpHKTxuvxZzZgpSpYM/eyRnxAqD/QvCVnZ+m7+6Z7Harj/urB2Q96c51Sk5kifjLMeGApzWihySEsZarMaJT9+NAHbGu8TdWzdovyvSraRsRBvpfgiArVskLmei7ONLi6wi9fBXFPrW2UnDUODcXONqqYPN1VK4FE5wMxipA/1mgAoQlA+Yi+ODlaTym/zWoTneZ9goOseSgLRb0uPReaPhxcrXbk5n4abvPkcJHa/R4XIizbmnhvl+EhP4by15vYGUu1P4bzDuQOJFFb7Vex6cLsmhKcCYixjRioU2SZJJ3gaXMAZxZRZc9dD3+7O3jFhPp9seVvbiWCTGF1x9e/lwt8SBT8sU3ZOUvQmvUZPf543+6KEXGjIx5AkeuOvakCAr2QGbtlMaN3eazpXHtxruSnRqnbnEcuV7fpmGZoGVaej1UImF5bBLL6Ulgwkt3eTtH25GfQ50Y69OqRTYoQJXHfX9C1Sjqdwb+tvFc0FDRlZIW+mtbFU6UmYmAUHi6dLRWWh4XdJk8kBFl8s3JFn4S0/+w06y5qWga9mUYWV6v+b5uNF2UdCZqkXqHa+w/4Xwb6Bl3JacEcXS6oLnoMrEL2iWHH9THCcqGYZ0zr9gIg+UQTINFy+tarQB5xOsze2Hy0i+iS7qL6r4B04e8XAvpmMrTsL0KCeMeUkTd+h4Ir0UiB6WHOaCdqDKA/vpSb49+z8Q9kN6e3sr3pLHqyuOTEn2HFjZGMYYGD0rMMSDqFZ4h7re5hbi+K2VVTGuJnJZv7E4ESwHCkX4vaUKea+QZrrCvpwokjCRl/grfrJyb4J0gemSbQs2rbQFMHdu7bvlWvyTr8+hXt4VfMyULNCmWe6THCj7ck4YlnhTC/peh/qq/5QQ6E2b7KGFudhUFG4OEpg+C+OS0R4M8WtVkSV2UbyGfVb+wI0vt5Es7+2TUF/51+AbQv1DCafD8X4LdIHoFP7mIIB8rfk3k9EjPrmUbKM0v/C4445erb/UIVHEMOKNklJP8JEf/x2Oz7P9RZjGo3XG4L4Cr8V2z6hdoSfv2gJZ6npZ3PHG/dgF07Rvqs3ArphVXZf0Lvmhk41tnQAOvn/XuOcQSxZCXa3wZd9bPprdEdVXdamZ1gFvdZrvbEbs4tK6b3gJ94nkHm005rJjgtuKmVe/0iR3f3lojfjxgRD6Jn7ArnTlsXLT6ssyweNRS74ELFhWN0hRbmdulzDvR4R2x6rG8wxBkUkQOE08/TjFZ5Im++EC/wY1ycQV9MtxARuMx8eqRGDQYFJN2rIvDVmT9cgefSfT8+wIAX8cSOscG/DCWE5WdDugIzM0pLZIh5cpAuib/8s10VgllvCGFWu2FJ0SmOR+GY5K8j2bw7cwXg+jD4PlIYLL70YvVN7N9eqAVm6gHHJ7PJz2frME8obNRI3pcgv5/Ku+bd6jHNog7wBwvBu4cBfUOguiJA6V/4x9j20MwF3i80qhxQYGjSgI3ipTdMZne4eVrD6GYTjeEQhr1xSWLnSdbMirkqNoc5I/Dk/oSquIeiP5ppEH0/zE16jvQZeAJfmatnzkH6x1sZR2AhrgjCm2TVJIEq4NSiG1bL6DC8jy3VD5ssxd9QQx0yD2OO2LDr/YXQ78l8/EKEPovALBotYlUxlKyfDZ92ssD2z/pR/wEC4f2aV2GVvLSkRX01mJ33bguWPhCfowGvd7z8JXXX9jSXquZhG/al/pW5g4qpUjlUikZdQ4WsVwXFrT3/LI8JHlP1EaM58Fzh+9cvocCtD2eIYAuukzUV3s01fe1RQPQivcmEEFyhznZDRBZUeNNeC28IS/Q3KzK4fxMuRXl0KgP1f6UnIilspK5ZxP5lxeovQO1yVDIFoV2UeNOopinvXQYET0aMclcrJ/10ceZ24mO+FFOb7CFs1mvB86+moikwYOOXsmpFBjSC4jhqrWaAiwOeaiWjybTcEGsnx811x3JaqwdMsWzqFsYHrF/PgWgU+6vBinw3TPuPw3OtgA/4jUuRUDYeC3zyr3KE9tP3AJPtJ6QQ56rKb0dUdMbePE26fFbQDWItgn6VkzPk583yAIdOvDwpfkZzJ+1mT/Dy16sdW6pxBGNe3c5Whf8utdOc/5K/uIv/KfhG0D/j8PfvmP8U/BOu9wRRM9OGL0a5rn8DH6X62gH+guxxl8NqwUP1acJ/PGk942D07IqfuF4o/Mcmazbdwr33Y2J0vKyJlImSa/gyYktMNbvORKxV3ox59vCL6Dm4gB1ORkMjtpyWle0pzhsrvdx0urdOeG0eFdKNX+TCSy6fGeusllzWW6hw5eSTGznce6GPXiuvaHPPo/cFouWcPIu89aLEms7P73ydOmu4O7UV+dNC86essPmDPWacW55525MOGKr2ff32rX9k/j5hDaGTzqgQ0IDtfiNyZYQGt9M4EJGsY2jQ05Yxbp+ZzIWWiHcXmU5zgG6KT2PNHN0zqIe1R2Uj37rB921Ontcg9qFqK6E6x7Ri8O7E59EThk47/JGAlOk3HHIdOPjPWt6WqrgxWbxiGvrhHn/uIaYk5rupQTv2GnQv5VLS/Ka5HGSzWHa1zahT+RNd9K5rt4oDRM7/Tprrig4qvsK14i43ne4AxZbR3jBP3dCPyMEPZA0RxEJ9qQZ/zck141d8u2G9ZRrkR2ufR5ED7ZKoz6C3dTyOSRFRXbcYTnsNBgsY9NSadvDM7HVowyLNZIFeHI8dygmME269SS6NBPeD2McpXjJin0spDRdpsqnSCRYborjutYTj9gWH6YTKcJ4o/iOSPUh4scLv1ABj9A2iOqC00XC7jKk+A3yATSkOkmxeBmHkJVxgCj5zRJI+/Y/au2KFHYk3Os06j8EW7ZhXO7aG5y5V5/J9VXyxTOGzDlKu/6K7ZCB50T6lErLEnR3YxSWWkiwZ7JMtj6qysi8ZM+C/nLjtQo8Ru01oJkyHyHuWYDRL94ytGLDJZEbkrr7aj6004czc6BAPC7SB+5Y/4XiW3Pppjos6KUclAXloH108RiX/VEUXvKMJcGguRjVoDIo2dewUNufgyQ6rfMTFxw8W6SCiXt9KdKh4wJ5x/i9CY5MdUa34J3IXzP9lSCaA/1hhVN1tNiYXb5y12f81KUwNop1sVQ5UjLBYArZgttOo77z8kASOAyj4Dm82lRhOf8oX3jH8Cd5iURdiT0VmAn4qRHqMVKeijRUo8aT763+wKyQQm6q8dpCaoIO4Z5iJMAKaRx04wxK+Zn6pwjkFfZMSU2fq6Afkdn6JbVGtMUCFfJMurKqj7Pj34bcjpGFq/lrzjG5XI2ZFQzGU02P9ZszjeUZlIVtXMuIMT05RR93jDiulkS97nCHq1SVAmS0qM+CBTf22sIIaJC1Ss/k/Xqc5QYR6Xw0iTzX34Ma4UIit0nRF3Abm3/h18M3gP6Fl+GTQcgv3AV/Z5/cvZMfy8Pfu09RuH0MgEWHq9yRdsS5M9mJExy9ntGuO4tILbfV5GoFXFoxIzPNp8KroUNhC9b9FScPlcmnO37xf9fAEggd4IR5HvoqfN3ssokRl+ZQ5jaBr7ou6zirj01weypGtFC6OLiTozsEz43YRMC1m8PwRPogLp9+0QgWfLhOtxHIADqHhG8zD9rY1jvkgwTgwIoyqfUgL9OTqD2oPcgFHeTn4okekGCRD4wF+d+B7CsnKTDhtmzBERt4m11tKwhcgoHZ7lDh+JysfRjazNVLim5E1548a3ccm6091CnWmhyuHx0rNqONPJMn7VArZjtO2y+715RZ/OHAslXpvfH75E92VLXwvflQGDa78kglLzw94wraeCzlL/s38Y6L9wkibQF1DETkLFcPmtRqPhELR0mCQgo4do28G0IZMVjHockG+tQPO071dIKmYjp4pxRWaWO2SfMzkfFr38Ya1BfJYpNna7AXC1ADDSbjopoKxw9KatzG5US/Z2o33mB8cfG8W0feAaXOT1zIYnZUCzoshq/SLjFF2neQqg6DdEIfqNOsw9icZv2hiutuuz66THzM7DR2HAUgNgEgoClLuDSqq2CRhQa6VSl7Xla0sBBMT08RexKC6oLnUmNMxE+iJxPzE5ioYWeYnF0E0S/yZOev2UdoL+kCMyh/3lKhH9Am7n119TXwaSOgz+tPDTRA2dbVxWkGrakOu/6uVGpm8lP5ksQWgOPFR/rMus4HYf0uY9v9aoF0DjJP8jeoO2KrWrPSqJnOSNPovX/ISgsZy1gC4WEuHhPW32Mx+dAriDwX/rfx3XIwVGWsPGpFm+irC28btdK1WIBToqxktb+jaBvpY7mHdpBLnqRPMNBZg9nCokyQS2jj/4/oIQrgcdl6siCVSMSKX8SAuqzSbZoKAwBNChMhjlSFuoE9Ui99kNehHZq1jTT4JU4kQO1tHuUeEz+gr7MeayiDKfK7kjwE4e0oM6U3WserOtaqhVWispdRriM9E1oqUrENTOAVGxgY6w2Cqz36cHr2eRjBXAvIBd2WP0s2IlB7xtcN+aUbVLhrVHg+1xd6QuQwcJyOElQsbiCg4UTQ+aJrKdHgjulO/raudUUmwbuL/q67kGFN+E6D0FVzogcEda3+Mrb2GExliWyXcbnrWdmHITWonLV5qoaIo8+ecb8W3rfTSrFw8v0+DZ570kwWNsePrv+B+ZSFI98dQhov/a4V892UsmCn1f0IWnFVljMo0LVF53WRmlZ003Smt+Zc6EdtkRoDw6L0LgZx8lhwrS20/M75E/Un4B1QX6cKmDm8F12WiMrjA9mPczJN1GSu0A2CamnjG2z8hb8QvgH0LzgYBQBHgcaTgOG/euT7bwI0Uv72BQ0/cRz+nUH0T9FqTltWPBg8n613zzFKM2KS4dsvo5+ABLUavdUxm5K+FdbHYmJQU6iTMv8ajbmqiLGDsCC2vI/2/LZB3Y3E5NQy7wYx/sYkEzuyVRejCnIOnjvjvsW0cBuMdfcLVXGeDHXghEnxiMboBQFa9B2T9TVbf3pa2SXHtFd6a4HW/DdCU/B1B+q5u8GgP5hssiguDAk8WFNaW0qeq/36BKoRNXoQPZ7E/FAn10UT7uBjUu8PE/ETCGm+PPQSuXrpM18h22uBqcN+NedgqJs4yxdLb4swIGXD8oLcaS3EnQMPTu7d7sheE2Mo4UEierJNXEMg3beEtFJPATLaxpnhED4MwzGUbC4eDWI1Cosvrv/QMYXgpowcFz5lOe5K0AATOgCeqe4+v0lwabPRkHdIfYUcbVd+2eeFTx/eydAHe3MyS97ZCJxqh+jpCVDpA3d0oaLLZbiAWfYBZBkzabN4XCux7/6ZDquAqfNj2TSX7OAuP57YpASqoioVjlOxbhaZ1vWhBPhEqvfGEfHlehPriPLLLcAx55L7LjyopNYb/LIzpR4WQM80hpHVOO4IAAAgAElEQVTgGphNNmkwvcvjJ8pYNxolKzExPdmuJRbp1jRwo4eeuBDCPklueMDXu7yAdcVxLPXSXfouKiE8LiU0rUh7PKzc59PpPA2ka4NwFzN8MYF2GnQgdwcwBzkBgOrP6y/bOyi0ivNeUNh4LGQgkIQBO4aB0JRXIS9HHepd+Dg2oq7y6vVqz9aD6I6vRbc/6VqAIK2A4o9czxr9QJUuuEoO+IuJWiqBVD9qPQhkXsc/+ly06rbUHjHh2KmfnroOa/Tk4rk8iMMJ2FF+4wKapFG8cu1prJ2uvyuRW9AmfSo3GDz34svRNAfTo86ecmVwbirIhvjZMiUdFcffFnkxYadxlBflpXJY1HcYeAh11h1qGjyvd6Pp/eAF6iIRbzGoeSW/dJ/NR5sG7C/8/j2Wae3odZqUgy3SAjNotdHWJ+BTJVPGsfXtNdyjXPZj2KSnbxo1mdn0l2Burc/DSJa0epqsOrCAJcmCRhTwzsBLbfhzKwIuQvN4Armo/atGAjV6gDapAvB9jvd8WiGJ13NN1Nz2Daj9BYdlEzX2VSFrL+EU1H+Y/7orbL34IAbRRW7pM/bjPyzWac2Xcc1hpWi0r2zep6NSu8tXstTBof74DK+sLNRpVlhucYQWMhQ92PAnUiN5RjWo0vqbFoz+pe8SdSXap4o71DD4RSo9W+reli4yL8Gji889rkp3rvyzs9qL/N3JUdbpEKxNJ2l2ClceCouUoY25au9BUcDemc6qeYJQtvygiwYQ37n7hqPCyyF7nnVhNZqSFuBQlSDjq/517dF1HK7ZcXj4qn9Lu+bn7f+Ffxu+AfQvKHwyWPkNnv8coNPmb4e/JYj+ERpl4hpthRA8H620LB30ZMHVC/wuB7dCHstUewd2NlxEZMSbwckqRbKhof9H37jJxpFNtMe9kmaOCX9V/riUfvWIz5E2Ca7ntzNaoel9/2BOjvS6sKa2S1qPAH2VnDXoMEDHMMyCfMCaXB6i3hwY2AgTUKS4sTgehO8lIEyufhI8NPdFT6IBd6HHnDZS7Udv/9zbC8jD0ENs1/DI5iXsdmVyrw8NZJAGB9Uvce39lO8+28TBgue66+HJRA8mfvYWatfuxbSjG38rx01q7zjxDYJCxytZ+mrKHphR6RLHpgtmkfUzBVkQ+vTa7SgOGgw+dNr6u9Ye1B7N8bMGb5iJnk8bCxI47/1Uj28hx/c+OiQxpfS9OXKjfPMTNXV7IC82sk/OynWzfJmjTC6MXJFVHqtLTqG1bTbpx5cWs2AdRzO53OSb5sbiml/4sFWENhntclvJeBh88qhKswEYvMU2sDm38G/vvyr4gPdJho9B0UBjVpT7sT0pjAj4xvSEFW/ODNmzbfhY1ya0Lj7wvR0Nbciyn7apszk6hVMlnReO0k49CfJTw2uQA8GesF3pWM2mf+m7rdiYOrS7dOzv+Hl9T56eTM92/V7tITyI/HxV5cl0fbcX5IUEdK90FxVCpwb02RE2hE1NV6Q3Ce52mDGTfbfcxncnXa9F7soO9OthsyADERzt3tuQn73erLjK/pNAe6vHl+o0InqC/pKd52glyjIqYWTsm1pa2jgRfSV1U/3V+0+aRtqwHKdx/LVG1B595ywlHr70l+1A98L22Xc4P4mfDRDJADVtFQPhOK4J9YkGz3P6VBfXYoj/OeBD307pMzvk+xLxjO5zAgwcWIJswxod9iuLR2SsF3qsPzT7ytNqpqwMjAbt6/se7R5HG963jTHdqH9WwgMGz4ftJsKl68s0vrwIHOquXbkzPF0/0Q36BfNoXrH38LEEHewY91b8Is5G+YXFrxp0W1d8UW+pjLcCvH2E8keColCG8hHIFZyXYYM4YKDPZIboC1e3zgBXW/bRwSKDu3xV2SyZLIgqHCFtqovAoJFxHvYgoqeIM6BYmy8Ib5wnxdd7YB2Ifd2VzvWEsz1izWoCvkE/qIwCHYagwfP+6RLX+JaqrpHMB+Pjjs9OWVGtC6zvF8iive6C7xR4AesKZblfwRkmIHk3/PWf8l3rM3A3bnC3ufdLqDXxZMIlcHpaTMBXjtviSQyeV4Jq9s35rPGqviNgppqaIkMupy69s4YEwuWZT1n6y1LwvOuxRpSOcg88hLRUzzpWG9TgYxj5RXXsiCkyGAqYNsKenkFvJ4c3df5zGeOhrrHXXbsltceYQ/B8hREdmDdyrynIZglEqYqMaSQKL+dP9NT3DDhkvJuhheVV0sintVQBW0Kug0M/4eiSsbdOL3UlJ1SZxHRUqb4whVHZDl/478A3gP6FLVgFCFNw682A5E/DKoj6u3Zzn9Pybnec9ueqvaoVuzPcPxFEn9HzJwPsYviGAsksfs4GhOaDexdYad6QwgkikZvQmDElOItEOqkL78xiybdtbUw6A7HAEd8NJ4ODspMhF+4l4FlnxnKCMQhtEyca2gvVpLog2+ZkZkzOjtKLBWF3pVXn2A9ah0YYQJAJlUx60STHndDmXwgTbyk3MiRQJxP9dlmylyHbvTFNHbdQKwxKcngGLWBzugZHOEKCYd82X17kPUhmtbD+McO6EfaFm4xI+c3jisHhONGwcuUhGPb4R9yD6NcRuK3XvwwYa1F+nOIzFSgMkxi2dHiUrKYXOhiaR6uVBpGTQ343qKc37rohCpN2pQUcNSkAAemk3Vl23fSJ1/Opx+4q/wVHjPKuOGpoDxqR2wXlg2vYLiEP3rOwVD2NW6mt9Fq7ejxtd/TJ02a0uO6X/5GFVP+IY1Vkw1VI8PtAWVcaJj+BRRllcgp1WdRb+AtyDhE6J7W1iCUJ+sySpazqNI+OrWhzNCIM42Xg8GuN7XbcqcyQHWVrbYj6xX0Sxsn7fh3lrfA/tGvG13pWCwhrYLpdbcL9u6LXKRsoE+FTDq0eM05/NTumtxW/Jv+u/672YSTzunhYPm0P/a9fQFuw/nYZ0oPo7Wk70fwuayiDL93XmOmB8rhZvdvjQdQedgRxqU8rkHElg3SUrGEO8hrU3qhYV2EEYyEEWqywvlOansSPhwXMsT36r+x+flKjRk/FI3Jc+0+iNY0tqKk2IDu+1z6GttbFbF0atUbUHnBEfqBRxKxypYy96CwO9pLqBb5sGn74hYfadjCArrr24Pij0GP6DALoaiddgpj7OOD/axYEiwExDnMBZ+MEmegvnZyvID+f8aooj25ZVO2zgSPqO8+TRjH7FO4Og3niUL2KYW2fTqXyg5hwUT9HvaGjohlTq4hpIDiT/jIQ3mIC2YblhrkXA+NivXLtM2jdFDPOv/Q/xzNRNAXpmcrvuaSyPoE0ibQzWTs38oqtxfzFHMwtfWR4wj5l0l+9rshJtkAO8ZhmwjbD9yZerv63wKDv/0awYx10mMoXLbRg+iZFWrl4ChbWX/kEZQJ3eQV/igtteqSh6y9l9GA2IP3IN+3/2bvSBblRXS059/2f+MS6P0DSpwXsWro7yRQznfLCIoTQCpjIg7BMhceYjB8ZKeqmqe+oF+q9tZdG1aqRgkLtUqwf+bufvOWH+VLMe8xKztN3ZseBswdDdxZbRE4p6+BLAoym8ubBQjJtQB9Sf0y/KAob4DDzHpQPDdKCrwT1LZOJSgc0ZS77swC3jMpOMplln3pRpqQw3pIVK44fwJ3vOzlxnXBedf4ZSb/71PFn5+s4BplC60KnmCfUqTQBdIVj3JUz6nR1JV+U1J7QgHVhSw1tu+0UoUm3Be9VHtdU3gf9epuzpGCHlWqjTkpttiLQLvWs/mVhNs2bNO87HpV5IN/56AGUYOgBg/8wz/dYSos6MCW/xMvy2uUVzgmTX0lH4qlY6AIhPWnVuIEzywDPaLo9i+mT/gPpE0D/JEt/TwD5a9I7j/P+uvT94/Dn4+Rr053+f0WQP66Gi8mPWJzaOmiKZecHGqbDykoKFK4QhnJErmgkxdqf6zVoMRuDJtnsqU/peYfPA7R2M/6q1rwdic4mxn8nTtYqaNNGUhS3zTYOiwROunZIPEAFOM+FQvAB2+dqF+j42ziyGb7mrCmO4dwpgJ8TMIGmEkxQVtI9CbmjWcDdB0g0J48+WUzTYOeh3myOK6i3GBSNEZd6wxkpgDsBXIbgkU5b6c30+v1Bx2VjmhlUzOpkEBKef6fSNbc7rssOinyvjxGu+Q+nsefpXBqvZQ5Zom+cK45AMK78fcAtBKcaqzeWVzhC4AH4hT6zcmR4I6Lh9DqO8YuBB5oGmPbLHIrdMZCAKOin9khwQGd9eZeI9c2xBwSQGNmkKWf0HZ8Ny6TGeyPm7DhprOkL3h2cL+h8zYVwu5k0i7O0G6EPEDxXOvSpBhfQjN3rZIO5QujgO0g0WAeNR3zo0C/MZa7jWoLncI3B2bJYpMx3dFzqPziHlLZRDjUALpLiT2FAGWiT1mhecaHzgqDXiXLLuDv21dnlOBGiY4xR/uZ2ANRk2BhTPQrZ8KlBUD5mX/SXQ98yvWEQfTRlhAV0keU4zgmxZ0b7J84B8fzG38X4qgXYJO8qG9eRPgjwoHgCILEjWIkArtcCBXDHYxfdDN5jXgwwuDyN76U8xoWbY/xYBSLgUINKzEwnHwav8XIi0w9EtP/wm5PhWW8l/A5weHQTnGseQO14GAQFjEZgDumvkloORnmPDTcIC/4hfSv9hvezJod1LNqQ8yQ5ThL4HrouTFQ6TYhBlDl8+o/KzE5rsfxQRyvHqKU5iTlC/Q4Dw5ssP3PrlHA9WpBwH5PWnuflSvBpjSITJwieQgNFsYqw0DToKVzzxB7bzeCjKATJgnUCOxXz8debLgXG4/ZCXrTr9K5dcEbF3fDiIMZH3lqos3Y4FcrZbF7AS7iOfQY+I4CVBKM10SGKCRalo6xUOHR+efvR/oqLAQP8RhNHkUNbP4NMSNJ4hG7ECRL6F3R24Fkja5JhqAtM3nOAHAuoSqLG8ao0OmSB/roKq/KeHVZW2zxISa9ZdYxkf8U/CnyDQVHJeny3w1eXHbk4TXCwEMnYfR7MyIIbiUWoX7BvvC3w5MjxdBGYclHM0/YlyC2byeG9zydq+aDEGyyYZJU1WOQjqldYV1hgAjqUBBpMfUT5lWEKH92m0mgGv35eIRYCLEP53BOQOZKfcsm5u8/yq/UbEJWxzzhC9iltSQ75nGZww8qYq2iupAtLHb+yKTPn+6huzk2Y51mfa687ErTecHrSgnhf5ob2I+8M9L2QYZwBXKUiw0LD/oNIAF6caYtD3ty+Eby3KyiX0pgkOLr+BH2Aog9Rf/vuRwQ5iHHxWkBCnsdCg6bme7OMUJezjPHyl+p9DTyNpEkNI4/5pP9C+gTQP8lSe4TsTln/B9Of3d/vh+0TPL/f/68JoleDbpkRDCx4aAZq/H4LXDJex+A69sZUbOa5GlrzsSuqjaKO171xzSV/ypBgVtiYzMkL9di7hYGRH0Rdldtrb74qtQz/BOcNwj4VueycGGMmDgfU6Qp6bKxV6XQM1agJgSysk6rBqrDDDuUcdBhdQfxq5bmeUvHSAADElKSKLjq4BPJHx2RyuMRKYG6A4pyDdqtp281nKwuGYDCb5mA0TptgpgrB8Xcdva7lcQDZxn0+VSeWnCQsdE6rLTvcB5nM1f2L7ldout0avoMvGEspPwPAYc7gdTv3wMDTsS8p8630m3kDjpmxLqCP45i4GccvuyNRadKfG1Ob885w5YNcYO2sMYtl4EPveWWDlL9xSAUOgwUwlOz98YyJ9Ci/KHMirnvMYxuaEYKIkx7RuUeYj9PirOSXCG1OPB0MtJLmmIsy4FuTQVgrTFDmoGFwHyQcj4xEGGTSnskwbyjiAfqJxzp7H+b1wXFOclz0cZVWRzd28jDgPc1PfZsDdVZKZY6QjWUc3xMIfmDZC1AZT7uODIzcUQNzKjiGZl7GYuKyT4+zPvTTDIc9Iz5a/lTRnHcc9AMB3Q2yNjstMXiuC25U3hcZFrvrLUmsz36Rb6ksa3tlGcmDD1E2c8qvgQc5IIADgRyXYzrGlTNggAWPpjD5p3eMyJx5FFY+5gkq2rTTsRgO3TEmtaoEkxcOYzbnnMkxcBqu6oxBAeQ98ToEIIwOEjyGGUr1+by0uoKsjPzU654BdJNTYyGYnCed89f0IJVjBmTEDzrQ9d981tMIBGr7Uc5gaeHE/1OOjObe9ql8bcivCnOpb0UcgjvilKRddulxs946Q064StVnOIyH0digOlgT+8LGICYSH59wahUaPLd5SkTy+/fIprSpMot0zGKAM8tWoyel2aKrHD53GWBW+QVBs1Bt156NF3IDbC/Nqa5CAm7EWD4G7RB1xn8b3pwyBsAlXkQcBbgYZFNk6IFvGvTi8x1ksJ44Mn6jfttgBVpA+ACfmedI9xBoNv0i70I+gzQW8IRQSbyIp2AQhaC5ExidoYMgK4Rg8ULKQ5N9o/2a5Jf+aXBFio7e2TkqFtjEg51ulMhTxBdQ2OIanbpYb6BNcXKRWieAFrhO5s6Nehf7ZfmdNiJt1fex7czkchu5rghTqLeRYQanCJEcIOOHDGOYt6h7xBMdJqzle1cR4HCLbHbeS1gR5cjypx0NRpysgvAOlhMB5uyvK7KdezblZNX6oiY7BSZOz/GLnfLFVZ1P7F4abfE8Lac4CtTP0srQnn0hVxS/bJpO/NPsL2ifkuy15CPf6yd17nC56EvpT52PXtD4A4EsM0RMWRKZvFcxkdbTLlBGsWmTEG37Eud1PuUv9rFHxBo9jNB5vxr+xHNSK30oNQyWmmSa1g44FCSsxWzJp7V4HuAXD8+HT/rb0ieA/klEFJXlHAj8s4PK/5X0/WPwLwXPw7Gk8v5A91fUjYorKskuolX5TApvGTc18po5nRz7pkA2thMTpWAHW96gOFA8yUH0jfi192eDqxIxUrhmm3h8JThAYwAC4JCmNVCWuqM4rfGAjwY/AJcbFFEJRee3OuXcUMxG3cSQOhdqd/YKbOMEQpUwGBeKw4PpYAg+hMCO5w1NM951/GIzvtkCCpVWw0BpPhgQqWPBgDL8kjmP7RfrROPtTgI6EUq8hTxwprSYHTfh21XNwFZbRXNnA0vz6gPHJZOQnEynCB0pgK7jaUcFXvV975Ex0DD4kEv0cycarD7tsHRD0z2Q/i/vr/W+rw0NI3famANnBhtOdTScQmS7+yjQkgYT1ImDAQ+df8Yb9E/UpZf6hfMMXuNcwIe1b2kFd6oP2+6cLoCZVKvDEHBq+JvfdBalD4BCIHg+8YZywvuXARfDl8mqQ/k/Od+ixMsFv/nHpMEp3WUr50l6CtGo3wPup8ouobRoAXh8pq8kR8pipOkYp8lvGQLqkefGAQg41gfYd2sry0OUi3EGaBmFg6Cu4ZSMY6rjqkE6P2VAj9pU+gfEUbgMuDF4GOBKZb3vgBCDkWbg/KDjl34b+rBndtqEIyrINA6YLQKlJu9udOhIzBRkVeYnua7Sli5WIBI56TxPOn+f89vqpx3N7E5G7UWYMJ6CnIr8Nsqi+UzxpnQaZBn2P44KtpGvmaLMdDaUucvQo89DiE+nEZUvRBTwmPVN5Lfr5CPXzZ2FgKi6kPWFI8k0chAR3VfP8V+Y154F82ADcVGAHLDrfNKPBdRBF5rnBoc/468qE7jualIYdPRNbrCPB3IYxHPEShRoZV4s0IR6tqieR0QovzoaXFSXpu7gb6fKdcFFgmQyk0mnHk5ine+jVSNNJrJjQbW88vqD5+laQIPw64CywWLBc/gN81PHMcg0/ws4AZ7onzhC3ux57DqcUgGLwQ7ns93sQ4dz56wOgT2QoQWslOIitFlT4AE+li7DTlhAAvIK8iLQuMgwNo64mfwYdQ4gZpsvQDNCNBcwTzl8uOw69PSP2FjlQxsKT2IJ7tMkCzAKZBHDSV5sgDJO50VuVKYMwxMwRGTIMYWB/RvMOrkC3DaMQFiFxtizTHoIn3NRna/BUDUvAEs4iSdwUZeKV2wLAtRfgjsirYpQzlCIgBRAI++U5k0I3i37BHPs1n0e147WVrK21nWVBnpwLgqJHK4/6Skq4FPJdrzbXxSe4+jPIYr9A+offzDfGtVgierFs1AShwptICib61i1E3CbZHgBdqvYzjmk9FXkMJMG2d0XVwd46wcNcsznv9pfmIfgWZBdgVc1/crNJ3hM7w16ny8KsyVLi26I6LxtRqSVVzfmQeevqATq4ztpH0/sIvxFahWauL6ahZWjbukYiU9xx6AP2MlVgTgWra1ws9iBjmCESRA/zWL8ZGaUUhDnm9I2QANyz/Cc9O0g9y9m/if9G+kTQP+Pp+B4SNc56PhJP5U6EZPGIw/PXU11kV4d79XuqFV6Nuj8N9Dlnb7lPGYQJGd61FMZFBP41kvbHiqHfs2o7EADaGQMvSAZKOpkZMtghoaYuiJAqvEIQG1L2+/ADVDovbbHMQASguilPlSIoj0RqleYDF9JkaVad/RrKkJyPl2BrsFyCve6ojobQPprrstiJWXgU2oCEKEIWITMTEcI5OjOMzWS1jjYm5AbIFGZD+iaRCOu9AqRORZQ/UUHXFnlOh0XIjQcxswj+KDvRL+lfceoyLBzwCEq20bb3e4908eXZl9PnwG8iv9EbgMlY2OtRfzKimBJ34fqO1rZSQBW/8G515Rp63OeE/kb1y5uQKj5s4Osh6c+8gnm81Kd80J0Mmmw4ZiBcZlHSMvZfGtLfyW2l3fo27uZ1x0IOveI1Hnv+NIV1VpNdaZJuGtwbG3oiwnreSFT05Tt+JbvEPGAqu9OoyBvXESwTvSFPgO0e7DvND58IVW3u9i406zfeIrOyeNwR43+iYRd+TSdLXZqhcFCPscBTEdSlKsEcGrA/ED44XqX0FliC2ESTlEmolzrxKPlCXhk6AsGzwc/ZRGSg+k8J/7Ix9z4teRAxKJDRQz4wqfyiQnKeclwdxxsQQcMQgTZnMfG+ukulNogl9syB0uK9pQ6gRWX/g7rJJu8OsZCA9/0+yTi30S/mU5mYv08hwZATfPawI1Pgb9kkI0uf/0aOyCPYwT4JvEg/V2lyIf6BaatznaM78jTYZnCXEKnoc1xmN823hudLesPXHDSwJoqijyHKaO0S3vMXcuvUn7yL8fDdE6DHNNFQnScJOeQWcTHOOIdAhKjjNOsyqVAMwkfpr9CsCjMDfZ+OL6gFzKpF00GvA7V8OJaSE+G0dqxpaQi4A804jKYQTe3oF075vmC3Jmbft0pHwOkxvdhjpUgOthedgIFE+kJKiqTXH7BwgKUWwrs7JKdCgC0H2QWdmwjx/K1l4z0UmXXer7eD6CDbWjzJc0b5Kk6rieTcFwAhjaa6WMCFaz4nrYJfcS54SSWyuvcZYp4PA46jl8gvxxHodnFfMLLTPss8Ia9e3FeRPk1sRN0XJPzAQcAgnh51ZNPFiLVH7Qe1RWnXWJmYTfYkVygyUinTgMLWyz1rYO7S7d8VQJNjElmdZuMT2DbLshki9bmtK52qe3G9upSzb+y7+99/djzv5SUgcKpaiaHRO0uiYF0LQd0KTN/7mQHYcGqzFNHgn62lu+6Nli0sjzvU8tOHyNX+Kyb2kWo23Sw57GbGe2USCL8alXV91I1xve1sapQznzRVkAfYse/O/+mNSPapss3tGendkbZn1jmf26rHaQ1bI8G0B3Afl54vfbkxtyM/hHvYxy3uOlmEA0uRPdKxAhg0BbPX+Dt3kLtHMPCR7WRc/9dRDs4jL7E8ect5rl4j1/sZrDSU3lvzxwPqkuEhRpeU4JH804KNF/GXAg2FIKGM76BB37SH58+AfRPatOzAc1PenfqlVnQJLbK/if1abdTHA2qsCLyRqrOuifn0VRC6GA66JcpS2h8sWWk6IBqHM6oHIYV7pwMy1LOyxdHgHtwzAgw/8IEVCBrMPCS4r3CwSwBzWGQICm78M5TtQD2za2VVsuRjRbO76MCZrUtDBFhobILODlfHkpgjLhd2ZhxSbHHwLnv5tAOMhV0hP7p9SPMaCj+0UPK6d2ok0mdgN6i2wmciistThohIZlHchO5g9GCDiI92Km92m1UtRN+ggEBAbLFaC7s1BtphX+AHeYwwXxTowZMrXCR6brYJNAA8omcK1cT51EOYuUGdqnLuJKXd+sL3hJyCGUEbc35OlfOH7ozgmDOwa/yZQojAlCJ/esLama7ytuC8zjxNoEaFmSMeODQJwdEA0katHS6aCY9t5fu9DAceZ80bxhz49sGvs1LdayE/gBfOo6Dfv36ZX/Hr18xEKH5odMmF03e+bUFzmnCwUwaNyEGsxpkzaHOgcOPB0c55z8gF2y+LAIQKse2ZOt0GnzXSW4V51WGDaozfBm8eTKmkvZdaqLjmFiDQbPV+urAbBxiLQyQJM0nVHcLSTKFIJSPS9p9bk03fMfweleOXeWL/CSqBRz4bKmFiQJ3Pph+Gd2cdOix3KfEXXwE7hzmOGrtvIX+B1oacuuwhSqwEGFBm924PGua6DwM88fm17gfTmZo1SK2vVxA/GdnW5ZfsYamPuRdDl2Ar/boKt2RZ49UPSUXEzEddJDQWL8xjsYXFuJj0BGdaWdN5t9CgVS69mUGz3GuB55YcKblnd+rDILbhApGlBtlaGBP5BcEZSvdp4L2Oix8m/0+ZwD9gODeEBkX42uyLPZnNDYhnvLr+L8hu379GidnHMkm4kK0OhaTR4PtJkwuw1h3nfsOP8k73JXfm9yhIDsT4iOta7lgV7psRN0Ra7JRgcHN9nZoF2XWmvVAdiC2DH+n2x3HtJnJ6IZx3HIQvBtTa6L21XTCfN35bpjIdb5sM3T9qXwsM4M910n5S3F4YDblHPMZrOm+Q27B7zDYs65jzicewXS0xVDeIw0Gmmjx3vfNdE3Tsw7q5+66+tdS1SeyvRransdZ++t9Z7MO75c3ZAZRmKP1Wddmpa+m1ltt30+Ow4E61Tvn+VC/XMfM+mKwv6TWmpPZaWGeGtkbvnfsX6C83bd9ovav1p0AACAASURBVFKXkNgiCiQBqcUWDyCzym6KizWRl2YmhrqP8iuUjYG7wZw69BftL+ZSb4bcvInKW9h9MwI8xhaLBXrn9AjlDi916qg/pOuG3+z4xQBxf+Jov1h0mR0BDfK2q6SSg+ORiIBwpy/MbqWclhZochRGaWmpbvSpYOtcibLLvCipp+/mF6vEhP5EIjL/l+WQfrYOeho+H1W7SGgsKFbdEPTHDm+f9G+mTwD9k0parRr7irQKTn4C+ESVBTf3DwR3PymmTvnp6PFZWnyNhl1BxSOoUOHze3bleyrNXKQ4OGYOpkMDAPD9vRzQXoLPQHdToRg7NadpE5RzjjuIzEEAgUU98o+IqkcBuoF9BqePK9OdYfLoGEQH3aqODje7XQJWN8f7sMIaSmPQKdIk4mDVB09etBqR0R5KYzMNkrZfGwMSzK+bSXHQVQz4gbf6vTo/DrqvN9DA3KX3S3cMQ/C8zvlkUnRO9eYmmCCJxs3g2YzZSn1vGtykgX8fjjDIxbgtbQ8PQGivzCWu3Q/cqAU1zyv2p0zl+rG0nm+v1sXqtDYjSnfEHuD0i7tsiyNnzr2Cd3Qia/4ZuHD6Acd0AlGduRZ4wNvSK/ZxChZxBQdNwODws/IJR9ZXD7x4EEYcTvI5wFChYligjJ3q50WDs/44Dvo1gw/Hr4N+TQdODkCgo0Fo1BFWnsOfBtFPxQUreg7Lf8wdguowsh3PuT1zYpC3RdoHpYU5tnBdcI5IzqlhWxmvOFmLOBO8BeIo7Y8RYmI/PdVYKgasyOfAJERcEFGpBq4WUxWD50aXrYqQdQunFXsXudQCIQy/YYpWvkdEQRdqk9anMM5fIt9oJkQMsy6WnTWoE4wPYtgxLPkI4tjahLkybL/tPGAUZEWWYzu++qw1UsqBPmEYtL4g/BG/0ZOdK83619hYH95rNU0qzr6gJyNt9aXvpwfyLhE+ccGOP8WdBoRtFx/9aoNYFoBQm6KDy/IPYAK/B14Y8GqD4MIqtlu7GGbuhleYHDU0QEmYe6UryKtMBo1gn8KkcrhtXyTwCgGdIHRn4mJ8agIWf/3SAITLfO8vQxuT8c7n4dh2VhuM6VR+ouwJ5Q7O6YPJP4XlvBNnFSkGTY64EBjsIMK5DSgAvtNFl6u/TPKrg7EUxvsUqGT6FRYxK/3WY3FvzsyEvHDaSFDQen5NhDIMjslvG8KE8svr7cRTzz+7KuG9zmMhOEU9lg9sV8l2aA5Tf4B5MW0xm3MTWNTPlH90qZ2G8CbrU6sF+8/KrKtU5k9OWZwATepi71JkL6BWLa0zE6L3TsnMGR6Ra8+mKMtIeWAK8F79Xg20nTgRqCjNT8IxiPUKUdm8MuaLGjCb7hHF4DmqNDscQ7VoD6I91evfG1CYrR92MkQCNi9KORY+xG1DU0DxHNtgl0HwXLAQO4wofzRgazIOx6eRCchXCo/p/D2rbjAv1f8rFFznv6qg0UXQHpm+CxHQeSTqhKGucF9PPjCIgjyjRKtAQ4TjsYB3lb6EKU++kak54Cs1jXYIuyxT+jJ/Asiv7+CIn/RnpE8A/ZMu09Uqq1fq/aRVWhh/mD7oezkhbb+THl+dL6bU8TEMq6TUk74nVxVtV+10fIXMxSGqjn90npSqC0zxaCgmEp5OHYqKFVQQnTbaNnxv+zioU+m6flp9EVNbQ3tR3ertrTrW9dxVemdAThXXRHtoiNl7xOldgNBfYzdQc1F6CfBt1sq9rgXoHplLu4qrwb43+CXrw7Nf7tgtwfNspBElPKTr0mJSyTsjz6l309c6bZ9LE2dD47chzMatGfzgGCN1alHlYdl5o69XvK7ag7k+MKzaAlfpim5eSGnMeK5e5okoCfOIggEVfoEeO6g6Z4/SgI7VwRwKRgMvOnnRV5RlhdFBKB/rC8Fu1nJ6Tf48pxAwb3Ywlv7XekSEzlOdqbAITEuAk+aAAMQv3X3OcfdDpV82eS/aIY5/5/yL/svxDnfjHvr366Bfxy/7BnuZ74Bfc/Agjyj8YZGaPFcyYMsmtVvb2no5K9oHqt93Ree9LTYBp4K5aTI/3XXfxNbk29oAQ325TqBde15wmBtVWcOxHYQjzx+t+CKI7ou9DqsgfDYZcBj4xQF5fw1cHjPgad+xljPIMAEnWVi8pX3EDhS4kb87/kyefYEd2CXXdiXMFcL5TaoWMZSaY9Hwyzg/4zO7v4SM7cdlvD5qGeNljaXuu+myaqdn5z0oj4A3pwBWuC4TIbZfg9/uuFbHNoh6L74pX6eT11FkqPdmTKNZWPuMPJaB/8ZKRl9P7fPpwfPTggjIt1P7RY4rPDkgOGn4YAue/zpGAF3lWitHrLw6xGUuwBn1Cfydcwr47j3lf8f8Vvmwuw6QZUN2ki1AU90xhIOSfWDQPcMT7k6LXdVK3g9XHeUvMU09WN+K9V3tMN9VekdO94CEBZWrBMxKcXu9MBsbl9mDqA/eK7d6hXKRQO5OmYX2RKhpzkPNk/jPsL08SJYX8cSFx/dprNhjWhf8Rgjfn6LGK3Uud2m+zv7WgA/M/qIsfr58oodvSGEOBDpKu7ZtjlFji9F2wPMJFNqW97ThydBe5RWlFwuUQR1QJygZ5P/G5m1umLyJctDtr814JYeJzWH0J0KL2mb85B+D/aXVXTBv1j3oqrNNWSYxeG7foGf7x21TPKmDfRGY84vkR8ucoYNRn91kDven0Zu5jeoJdhPHcdA96F5bH2J+nvGWEvgpZvaUseG338cuNqmRdZmvRnKv03HS7vzGm/sViCKv+aR/Pn0C6J9kaSfwcnDxSvl6d3D8qr3vhufRdN3+WknqK3wRoIv0p+PzbrpjJHxHXx42VhhUI3RA9ZXD0cIxYBEUpqBopm+vmqFejfXhHxa9iG3OckI0tvPMb0wz/OMrQ/W4pxTAn/fVY22IwDs3quPTh9LbFwRxvr2YP7lYdsJ393Z5ZYiDAQDo86Owrnh5DVLfWVHc7ZS/AvFemir9XWdQsVOVttWZPIM6BvOFwzbgPuZKvnqKuHPYH3Hc3HFNlPp2yAkOOL8eTtjpChuWP3mQeN1Wxcf1yuKIEq5vNuU7B1LDJbbpYRZfKkSi8kA6AqRuSz8CEBwaWi7BVMoAoLab+ojLi0JXwGHf03E/XlZT7EJTDpwSWj7UoQW7AHp0lmYayCgeAde5u9arnfmj/LIAOgSzNeDHpc91d4Pv8GL/BrrICJCLgBXN3jYcU6hHyI9f/OzFHGVk3+Jw4HuD7xnPQp6T+a4i927FXYXwrEJr/UXOJWR8Vtv2AFTmJ7lCkF8KvtEq6jd9fQHghj91siyjp/t6pb9rtKSOv3fyMLM+Se+hhQDzPHpb+Y46GUfAgX3+Y/UlaNAtWjFoKQ96tzjhbjJIlPZzhh6QRcJ+cHqmxYd+qt87XWkinbzq6OFCe7n5DHnYlVRv5izWczF91+9Xup3rQlpegxIWfgs8vGkAhxjsDpTXLjtq/3DhTbsDtYF/DB/IL7xKMjAH0LUst3iZi1NkLuI6XIYdAE83RDjX80K4EkCfsPsCrF9RfkEgILdps5SVP2H+Y4wly+C7B4W5wEQhWG4npzRH7/LEl8Fv7Srm9rSqwG5JNuuYHU7DA+nfN3AsQUOwJ3zOGlFgzxPdiEl3ukYd+qK9Sp4xwLaSKw2L6AO/nfzqNOKdTZBvk/wKtmf33l5smI/LPNDGzO4av4frzhIX2xGR0eTd1HHZp/Srkm4Q/O2yeznsu1qr3TMfFBy9ni5mYLETLiTkyyBdVxCmJHzfmIh0wk3yjEeiYwqSRiTomWT8Tpup+qYF8SnacwtDbNGTiNEYz4aZ0zAafIaLt7I9lsuFhho4e38iLCBg8s03sLCZQC55dT2/YuSEzP7t98LrYB6ATqE2Wd4YoNfKbS/5QTcuV+rawylWeNcaW6US5PXLRYvb2ppHCUtZB2ROk2dffcV5ypPn5VauNE1c+NeKRWD6yXUbeR4aSTKZ3mA+hqBHfNK/nj4B9E96e3pHQPKrdr3/ual1y33SfzaBokgb3RuDStNZfSeAnu9XCq9e4io7C7qpksVM9mWqX0dSuFNb4agnD3qQOSs6RYvDJdcMf2lKTg73Ws3b6mq5MFtjhlI9an47mNL1TT4cAlXfkKRcwDt2qsk0XB0YqwAwN/QGNrp0qPmz6FH1+d4Blwikcbq9I3ge6k94t9SQZXbch8AZ0XT+s+XlfXVfkABfiovZsJvuERJ0ydgJFNPZM3+sTHAUkLOH4AzicYHTbhd+aMeqKYtzJpTj2Ae/zDvO006jDh5wUMnM90udNiE6M+dhCkBwDp6rLEHQQP6g/CKS8SkTPZ4dgxwKM/ad0469eXy77d47OLRn3QtqncpLx8T7afQb+U+WV+CmwG/G6XODbNf/hfxiYvCRLnSEHHgr/OkOrxqNDL45rjvn1K20cab43CDK83e+sRadhjVfnI8khznUUgg9OH+KIyj0s+3Aum8Ppkf4cZJAFHGxggvz9Tiv8uoR2bVq11PuY9hxmh2QDpBKMIItsI/h6yWdiwOFm4wR8pMmOr3cAZ+vYSfgBH6g222ErhzKvbLgTGKB5dCTZpc69MBzeUNDw98wFxBwDBzcwm8OoM9n3iekP3f+58VfKue030FfIN1nOcPnGlA4DmISYhnfuScaR5RHBzGHBcsot3Rhs8lYhcNogCI89s8eL9c5fjZxoH3VEYgGX1zZCqMkEfW8fSm/1F6WJb91cZElTq607w3yP+Pr3MyJN6bhc5jXHUiLpLi2mNucIOXktQd4dOGZP0R817Ni925vj+XA1rf4SMv4Pq0RfXFC3dvnmaEoEUihF6bBN8Mxz1n2+L3xdPik3LDnWseAApYeRChy0bW+U6vyOaW6t9j8XGqxmYdt/Ykc5braY2afjsl8FTxXKEDdISIGfWN6EyfvUknmAXT4y7BAmzpT1vYwrcfpr0yRXxR/nNlr76p/ad7EIk83d6eBN6Y7TRlbAFk14VR/LX833J/0Y+kTQP+kt6Z3BlD+e0H0Z9KfbqZ+XfpbdsE/naZDY+xE9GchAybc9aBvG2U2B7W1rqqQF3A8eA714A4+Ugeawk9V6SVQflEBd+18hY/3rCX/ExI3V0TzGEHJb28arOwXXJ5pPetvNl0Aei97VtqfTl3D6qTEJ9XdHq4CIjp5svPy+EWXqxdNfwpPwnmvvxFgsXzZyJI2vxum3kZFwT18tqmJGvhYYxBF6SCO6c8F0fNtCCVScGJjEdGFSETqFI9D4QFIJOcUVxiXgex6fsFL/Hc0q7iecJdpk2kBggc2aP2O+NACeLeG+MBdICPTdGObPMkLv3h+yDg7Tjr6HcEaMRmkv8evX3Z96hxAp4wGGjTYceBpKn7sbuoSwA84w3G4ZBePWPVfmRb8mOM7C4QpzWAw7bKJJleg8TEmK2lon42BCYJUuqb/UIhWOvVT/CT3yUg7LziJsAEJhndsTIINToYgSTuTlzZU5qfxOU7ed0i1O/jr22mV3z71Q9fWs6eHq0b6JPnaAkKNG1cwHEo0dsxxGMsr8/dVXct1AISOyb8VqRM4yTAC8mCi/P1Yqwt5cp4KqKKFsrIYwxV/iMRf+YPKjnVdPgf63ztKs6sqEuZ4AmPIFeJy9K1n41govJk6PE3amDbRwQeNtWBZBlsHg+wKC5hDMMLbD8FzIEaEtOeSEfo/RSPuEoc+xAVFJk5WHbjjm0ryKxypmxIGv7z6FS2sGkMui3P4/Wma+0OOBcV1/vTfOzHYTB+DN7YoP+XGq5VUQloVe7DiJV+T9k3dkTN5vOA+4+YbfKOF9kXSfPkO3XOXVvTNdf5yztHUxTI/mdhlXEgQI+m5QOYhnGQ5dKPEdk6RLVwlkeVO3ltTAvyJ1o7J7ClTpw3lUMQFiutOULJ/tZqD6BBjLnlBefElEi1/tWiwGH6aXL88xfnAOWiO+hLdUmua+uEu63RS5cBL6RuC0ZXHadsARrofDyc/BruU4d0n/fvpE0D/pLelfz6g+cemP91MfX/612mNaSiphx63x5QE+MaJJ0mBaq67+2CudtVr8FwXtnDSMKYB4U5zDgqvtYn3bV96DebfV0nUoHAc6vOQenux5usz7ZXelPcZrH/dTvTI58JuHzIStOvah+xYGms/4ruYGrf3ZfojWZNH0RvySfKjWahSgufgcI31rNq/eK9pDg3uxMGAbHRwTmey/HQQHbsX3IEe/NWnmCf8RO9/Dche8OZdklrHndSdRAJvy7t8YsBD7ZSggwkRaLE6TZwO46Dvdz4wsRDxDDqoEXzoO/aV5Oi0OWDHXrcLom3Mf/p8l6rbVYaflIrIT/2R7n7sSK7tyd1JWgI46bU5zqHCsGjhEVxNvL/ZgWOcTMiC53pMtp4QE5ygS9i8T2wLGVaUsqoo6lm5q3E6vwcHu6HeUjmHWbTKRasxq07Wq7pW9d9LqJtUXUhmbcpnVOgNiYG8a7eZ7T3B85mKrqn7cz1oS/nfAJce/441M7DwqMunJxDnavq0DGAuni/UWc4PmkIRpVXXXIFR40wYZvLxdrbE48mKDmXxnJRHJPl3HMREdEx5pUdkaxlcbBbll7/vWhp9oX4cDZpFwG/55M9KDp/rlSL+5ipIeHsemv28eu07Rx0yaq63jVAIuIp/6uP9aYy8wEIRhuZFg5GFt8zr8CpR1wLcKD8ayhLyhR+TcB89Dvhr0hO6B95ntfEHgucdnf8Zm5wUXx0cj8JXcX2vfTK98+ewgXJ5TASTqXWa3E72SRavnLShMH+DwniNhVGEXV0v7IFDdXnzDeXfXP/8R6JT6D+QEv8obBI4KL/Xl26+v3fi+iuD6LK41vtbZkenGX3SfyF9Auj/8eSO58g9Oqa6U0S+OqB59Q32fyqg2uqB3xUKuJdWtPBV4/CV49v15d3tXdFvSaYw0nR83B/7esRpVjB3ztl79fsRt1ajOQDMkOgC5+R9ihCt725Cle4f9br9OanbrZMyNPS571fll0TmNrpBDI9wnztTpx5jmOfHzcaadG3C3qf/x8Ewt+Pz9V5U8ajD4k7+vX1wzU+eaRNT57fu6AjZziq4oDt5YnUX82ML0GXxEijXQis01MdHeFHKFX6Zx6SDCN5tA3JNBVd+pHaRRQvIroqmvn30Y7W7PLR7BwT2wNBxHCTnSXKMz49IkFkUg+UQfOjhiHCuQHwsxWOWb1UVAqHXDLmh3FV1i9KR3nz6RWbWsjYt3nYKnYLrZE6bReDp2UDk6t1PWxuxL9xcQar+05Tb36Kviol9Md9DwNFcRLEUYPcquZm1G6Jr+fMoP30ciCsbooanvVxYD3RHn2quYkodahzqHU/l1fHtTf0YsK34u2HvhHw7B/C9Kh9LHb3BvIpHvJQx4/JuN2ibXXoWfKT2uZeBIOl8ehwHnWKaRKg+yq7jUn71sPbw6FKL0ui21lzd1Vx5NF3R2y6i5EHs9ectkGfeWTCMtNTUZv6dXhDuApX3XBXZ/vsiP01uSW+W9v6iT4vxaSRWyeAL6YYwG1hd6WmpAXhRMPQIyrirwF9pyz4Muf0V0/OyeJ9J43HYs/83v91VcO0deLD5J9Kq/cW4v1V21Lbq9LrPH55LjcGKMnUrT/b19XpBU2Rj/23Zjc4V9lvfCRHl3HIDzqZ/Lb+9smjyfPpmhf/Kh5X5Y8md5FbVJ5L8MsWD4i/k2cLzoD8x2qf3897O8s5FAZ1/6221f9LfnD4B9E+6nXZK/NftOnw9PboY4EfTyslHaJT/obBv0rtXqt4NSF+1+1V08I7+vmU27QINL1fdO9x89xTsbLDVon8j9f4FaRchWKadka71kg3YnSD6s7tQaz3X80cV//rJgJebj7B49dd5X+169so+aMjEvKnCZQRpV0cOLHwdP7mT4lGnj0Bwh3pfS+Mb24s2XvaPXMzvXffmnNzvan2syjvvL+tvu4REv6K151tduR14foaExY/U7k5N0Z2DT8HRIeyWc+B5pvJK2felGzJGf58e2l6WxdMpdoHyDqA+X6HZuzHLNp/SGNbL6f4mHG3GK+zHDNGfL/57N8HU4LmYMpzquNPFFy0tg43U4XSt09jim2+SWQrJsl/m5P5Zjdimn6zCTD+cVuT3JD99Ne3Y1YVb/uL+UQjI7aqZDjpIMIKu5hehDHut9QrNu4Pfn9SlbBPtgnQyM7zJHFsk53BhgUmir5fpbLfWIT95Y18L375hLocs84ZzhichwJDhkxW+llp79Jth+KQfTl8z1vvPDKUTV+LK6y+B55OeSTcYZEr3guffpEFk8P8A3fyT/uz0CaB/0mW6GwzEIPq7gtavBCK/IqC/Oh77HamvDo0i2KX1F/L1twSVnxjT7BDX9NWLKN6zaOCF8t8Q7FruWgHzGY2sv5Bs/570lUH0enmd+cW0mj9hB/Lw1Oubty/QyEfafunK5EZhxx2A+4VAiwoX5aRcrPHs9z/jvFkGUB6m9TcG0RfjLgvZ/BZD7JkgegoM5h1Vlzt7071lhyOK+/ru9XcVVOx2Aj4iQe5OyxC0JJrHu2d9YfKVGTx/yWl44QyuwwcBzouh72t8JO369Kxj5Fq2rGLXj6tOuoAvNbFYbPnMzvPxbgdDFpZ9JwYJxRDr/pMJPRzbfE38exvsugxUXKQkv2TuXu6PJK5l+xw3iF6ybF6U+UFnv7ZaAjI/nPIY31wL8n3pil9+c3Q2603L5rcTc/HuVl8SLyPyE1PmPyy/Yr75QnmOz9HXR/VLgud/ecQ9HGf+YLraiNIfo12etJe30gMyoD+tQeD2DVpvkeUXGfaZN4n7S5F7PLuuH9jnvw3NE3zkKxO4Cz7B8/9a+tqxDn7C1SQKC+g/tPfnpd6feJsTP8Lf35HA3ieisFP/Q1+fdJU+AfRP2iYMiKty/0pA+7uC6OEbZG8KenfH3L8rCBvrcadagkDX+76lzb81PTueOF7fdQLBe3aiPzHi3xjs2gfWHnMKf9KL6auC6Pcaf0MdqcbtqSea58LoejJweucI8belJng+Ho9jdB/nADcCfRv4fz54npYC59bDEW6P1vvFsO9Bf73uqzhnG63pK3iUXVw2/wz7WabsRnwnMj2o53HyOcvmcaotP3nnKTqLZ2H4ZPHydo1301fMiQeD5/n1k7TEvOfN0TZIAD2Sbjl79p3Q755Xx+E9+bXE0Z3g+TaW3lSwS4380sVt62OQL6rsOqaBSwDP4ugbVNuJSE9B8kTSRThE4RvENtomv35OKa7kuxjrnwqU3CDXb5Dm2/YfS8/pYl2mspCAeQbPeTYjOUMq+Amef0UKC26fll/3TnO8CiY/bJ88sYDK5Zc9eZ+X6tuC55CKmcM1iP5kVZreQ+I/6EzhH239k34kfceI3zsh7eMD/9PTk/7E7w6ea+r08w99fdKN9Amgf9KPpEe+Yf7OoPfq+fU3Pl5j5o/3YbMK+bmQ6ie9kB7+hnkq+wi99/Xn+9fosTR/1Z3bzXXBzGsAHj088uU4xpWy9mgDF86Hn148cHfXnKwvNnU/Q4urMrA4ZlrqYcEMWO/5uHjfkQ7PT6KThluHzGl9j5z7bklxkt1JnQ86Hke+d64K7b6BOJX/9nV1Mffj9RiBduSB7d+hifsOJg92hkchxiTxdakkB6QSvBfQVe57PeEjeJIg4Jw9VrdjR0L7b6Bdoj4ib8SLU30bBraq3gK/XX2ZBhdl/T0XfOXhziWWTLYJBG5nAB8Nca4DmBW66+BCZQZ72GrDu9zRod01V0vEPlzO30t15KL8gyLjDp81mO84vC0Am/MuSjaPI1k1GRgvuXU8h+Ih8B/lWp6zKE9WgRoRr8YWQuu/lzJMmuu6iMRO1rylQK4C4ihENkWkZl+lio/MYPNtkq+NyHEYdoGbrvIF8fDKlqunKLRpqQ90WTdUnudAPoHjqs8dLFl+VSj39ZXcGafX8qikHYle2kN7hteKo1A862APwEJd/xcSjOG6Syakd20tXmzSoybANYd+xqZYl78c3ocF0oPg7KpabPbI9k0tF29WPb4eGwk/8Y0/RNurfvc+040fH89RsHmuO8GybrFby496Qq603De69+dcWIxvtX+hyfXtSyCID8ytyjreJrT3aTy02OFG+eo/29e/tZ/a8nsMP+6/eZQmrjjUGxnOrXThD798sE97em3a5nR5Y/q/kl6vbl/D1ei+bn+9Me1OMGxTL88uyz5CVEV/f6BsWEzY8zqVL6abL9v77nn5SX9S+gTQP6lNuNv87s7dx4OC9+D4pH8jvbL7G1dlP0KTz6TupIF31PmttLzwV74t/z+V/iEl6CEaQ0etXxflcVUaTie5aKa/Xe54AqcyV8eNRw8k1q0OaeEQKBCKZRnr1ara/pE7phBPqSOr/scToDn+3jzNZeVcW8HrgRXc+fcV9F0ZRoph3wjapQsub5Zt4jhz7mbb7gLeJYwPMMQOXJF5HLhXk021HLD8UV3nqrs3tlOFKh6UJyW74m91fxfGLelH/qHT5bFRUE7z4qLGt8nf5+f6uxZmftt319WRrsMoQkJybYdM57/ImHdyPuKM9/fo0C9lsgOc/fvD4Tu2uWgOIJPyfQzAq95rj4F2kafM/gU5JtZ3InzedDjAP/4ZO11nP0j570KWWVBH21uMy3x3uQhFQvYE5WWI4TJPpZs2et7DVuDsbAgYGx7yC+t6fI114nfP7JTEMrDIghXmK55rZekL7Yc38ZNHYHxDf56Shz3ruc6e6OtZ2J/B9BvM49T4e+XHd1p3ePrJ1XxGnphtKXsX7BcK42p8PfMktBlCgzlf+zI9caNCeT6zB8+zTls7ueGVHC9wMVaWG9kWC5+2oSzDKlSOO/yUATS6mqAd/F07TfFsjhQt4zsJM7TZjb/l2NzFB0M8vJ/xP46XLGvfBsonfdIT6S8mwOlW8/sbcxv58OI6thEdIpGXd3p4U8+KJW+euLGEtsa6ZLdIDOFbLdL90KJcIwAAIABJREFUhKz+O+kTQP+kZdo5+b8iWP5VdXzFt9C17p9K34H/PzH9jcFzrOsTRP/T0l+s7Ob0IG0F50R2UownIehcHQBif5doTM7dpXI9kzlTcJ5bANpdLFoDQ1X63XBJ7fJ0Aon9rubj6K0HILx/OWAT+1L7YMF6Cz6kwP1mzq0WKKy+4TsCKQybf6MnbxcgeI4tVeDDKAuV9914mymz89bMnAxt6tH24gMc6KCF92InQ/Tp3WCIxcEGOPUZFPL7pYQAxXvkw6rz1+NAdvzrquqKv13rj/rWSvYZNPf6ahC9UMhDW3Gy8b47QnBRbxrP/UkzF0cUXuGrfZd47yMBou7x9qPC3Fzlar9Jns6xwyCCYAAdmcL8sXk25cN5igXQbZwCcYk21TqJSrBDU45jaeDhYDqOgw5GYPbsCoPdwfFPIBPZ29ApLESzXyjDXF7rc+xHISVO7R5Mx/wlkGVK95l/RfmbiBRxhrK1SSbtY/aCrH5uZW6R5VWpptwEV9uWv1zZDkCTIDdcni9AxlTYeMfHF3mbjDY2OPYic0FGlLdW9YrfXIuHJ9IK393zR5y9N5t+sT+ZnAp+LhZtXFJb0KsfWQBVZ2WbK+tHOUj4LLvfMb03pqXOewdNT4Jyfw4k24ucN6OccbsGdKop4oy3E/DzBaNEXScHUtc7uj0o4IvA7uuAWwIx2252SvSZ9yPLd8VLL7tWfRj9sMVrINjY2tRKsmyOQrHaN3CR58r8N0mFdP+1/qtrvT/2p47WavxQZnkeJ42VUbsH7/Xged/Azkb/pE96X3qv/PqRdDWHMeFirSLL7A3U7d8cDyII+flGKa9Vyva5tzv+MV2bxfjzsmsdN0z9ZTXwZomxgO7DVP4r6RNA/6Rtyjt/v7Pdd9b17iD6vxqg/qr0joD36lSEd6WvDJ7/WHrUCfQGp9Hfk/6B8dX0cPBcFdaovLoCOwlBg5RaDsrbX9nBlzJT57wB921a0VkDBM47xt/RugHyTuQcKOAZfGCegQbuQpzunUIHlaijMju4GieLVuM7Noj4GLAfxwFZ1t833+3uD8/wkmOQ0W2JFZ2/Y7JDHW07UgeG4m0xjzZBTKdGD0LEo2YvpsJFEPhxdtlSIjQ1TgLAnUmaeGbCoPBrcu1VfpYciG2WPf4yNO8IotsCEFrQ9678siFwvCp/mP9eoSA0Vqr18esCaEoL2zq7922Zhu+8OqW35feVf1vwfLZlvH3y5zMEwxVWly0yo+g8y52nkJwnnb9nmaZrxUEPvD/Lg9FQqmDSkvJ+OYTk14FxAiJqSEllj8IgLr9sBzjjNZzGwS7X5Yx4sd8UTLfRi74uCsF/YaLjICaQY/M9IIyQ2Rn8uXP2U2l4tRM9Z1dcwE+TMs0Cf07ZusDTGCaXX2WxRNse3IW+Y0jFlZ28eINxFcRVd9ZNX89lQKjSslUzZReJ6yht11MbD4iHG+lRfvIOfeZrqwz4WelLHX02uewXVl6s9MldHTtYu2embr2d3b+3wt5+vzmgXyzKHLYcHI42C/IlFtVN2ORO4OnJnmrbg7or3w9UZUEHomnL8DHlmFloV70Efp1hUtuShj6HiiJbUZDvqa/BZvX6w3wA8OICgINYzTDT9cBGwZO7UEZ3cqyjEzdHiMjnY68fvY/BXNN7ep/9XW3ZR2HY8P8L8F7lJ8/M9/fKq0/6b6cvFhrfmu7ISEmX/eKm6H+ToE8PeUSWb+f3srYK3622SzUqpryRGUSfbP4hX0/TH+Qffj94zj8RP/ikbfoE0D+JiDxIoQkn/0/sJr9yJO/ed4zr1T58ZcD823cm015AEV33d7Wo4tl+PDpm/7Xg+TU82VDIgSW5drwFO2vthukdohoYUOXhEVhV6bifRBBgrbOmSiaNOW8Gd/IEUhPsaG3mjMDan1HdAqO3aK3xzG/SEkZQVvU37lDDue3gTZ0TQK7O+OiIiG0LNi9pDPK9ViOuiAZa5rOd/xYDUae0eP+0QyPIrLvBxRTrGORVB1XdsTf8XItgOoI/gxsWQTyFiA866YQgus+Ddn7rvNXfLsFjDRIxm8uN8Kem6RZPC8wA9fF+maohFZtZzNO2zjWf0rCpYFgjLPBzGNbH868iE1D+tgsaYFZ+BDzwRilwlTM8744zTlcJTb0rLOVY8h/PztOyXNZXiKFhkPBGT0SQVfuJtjnXAO3ZDlvxEnkkS/k2Rd4XngoFI3/BzZrqGOhvPxrXQbiYjKS0NnZYoULPLPHGHAZd5YVxrUDbyfc4p537LPTz9mmfVnoPLt6yYHji2SgjdKeAyjELLv8+6TxPjEElQJVWIjx1158BBk55Mrxz4oHt97ZT02UBWOqHLTCbi7PG/HAH0Slnxc95At7GWIUghMI7G7Rj54WJ5JhwKF2NYLoFJsj7WvSLroPaWMI9frLFEcmxKKSOZIc+wqkEfNplAU4ry0MtK/nV0WndbeiSq29kLO5Lk1Wo0stOvIxBeEyGdToYwLUvS0Sc8LLxJ9S6O35aGlg3H+inyXulX2cyye8kZsv1FxnS5nMdRSQ/LhIi1l+AAt5juijBgocOZiyd6m+Z3xqCDP9OG7hK66DXrO2iwlt2eulenePbOhf8eZ+y/lb5RrUt4l9paI4vTf0+BJPF+TklfmvkYO8TzRZ9JF9PoXmcRMR0nrqTbzfyEtqrNc/desy+KHLqdrZgUuFscBPsMZLQh7wgicjl2DC9TqKTRztmignwrIwbKjjFeRc6ONFStEeu8y4UgLvwKJNByeD5WhpL/aHu/nIOdfy3kcJV3DZFGrnXgPOwf2/TB7dx10Wr/ynLkHx7g+9cg7YrdeP9PX490hU+G5ovVUQdZKWRPdzfTLvWXK8j9/bXa2lfxYV8LB2+kqdXsDS4uKDHCs6jSNnDWlUygR/n9WivrILhYQGe8XCXgVfy2fl8fNZ2G4zufCT70tRdtbroT02P1vxJf2v6BNA/6Y9Nd4Lof3tCpvy37Gp/N953TtJwJOQ/MN53U2c/r/OOXPl7VO545XsyPSsk2QnXKrpu6eVvLvf0jJbha/R+uQiEcpd38BCFqCHR3D26KVKq8/LBHsf6i1HwTTQNSqr+FodNcXiMMe3wkJ0+NJ0gRNKPqjkWpH5rWHeRhYcZfqQ8IeqOSZp+HvM/g7PFxkZme0IWbPAdEABoiyOAozhvMrw6VyysQOq4OUXGMbgYCIkYsUqcD+C4pHZn9UwxsGJunByEsJ8ZKEwdwDsmRfWNuWr0s3YVeaVIZmLPc56mNAQHsH/s5RkMTgR7roDulx7jvF/M35wKk9ZxjnD5CuWI6hat1z5jb75c5BvgZ+qcbGq3gKesA0xNQ85T0gMO/xhxevtmQHsFlWKASOZ4CkCn419otYW3OkbD3EqIVB5i7ILuJOWV+alf7HFbx7NArUOZhxgvDODIx7Izt2+QJ49O+WYeEd9L1cKtdwrK7eMHlgI15kJ6kREUPmdAWH8x+IC8IH8j3ALoctI55ZeBEliHz+Whj/rveB4+KtHId6hLhETOEYC4gZcQfFa5DbJSj1If67/mNfkxhWVRQQiiz/opyTUSG0KfY4OWREadI5jOxHwSn4cH8jPzsjawfuuc90t8/J1n5jobxjgZalikY7Leamww2z2rQRmynzyQBO/qvO64DVbAOSfQUotHSs9cKEeQ2HI6XloYch8q7FF/mL9TdO5U1ruqQtd2/zgpOYuKvEwFMIxH02ZQf3Cog/hiq97mBRTEOqLeF+EoIngpu9cpz1N3Zl8MTlvXQl+4AVMXXOxy78hh7+yXq2GfP8rvLwhvVVczj0XukzHqrxswvR3ltzJPB8n8eQYRQmEmsMWcH+cyvY4xF+6wGJ+sum1cINfVosAjzWH5cDnHNfNSyUVgUTNN/qd6xkCTuBxp7NXQhtVfcWePzimj1e6TxgYDhpF5Bt57uwJYI9MBjG+ulPolXee2sAyeBwdFOri8qk2S5jIVygqh5Od+4wvtvc/rebR+E3x/K9w1YLZUyQDbY+zxtZTp8T5H2VcbDP9N4zAmdxhpkYNFFMR+yKyXuyx3k2QZhHUlvFk/EpwvpsKfl5rbncaAyS3sHxMXzXA8sjCjaXnBNG6Ue6hA0umDbywG0TV/2KSBeBbXAfLvVlhTns96OlfKW/RoryPT6oWaAXpO1BGUV4k6jcx59J3M5pN+In0C6J/0VHpk9/cr6U596yMza57vTo/g428Ion/3+P5rQfOHxvii69n5kO/NWZx3tARbN8ISsskIsLk9qYrDCrBpOm3mI2cF56ZRsWqye752YCp8ywyEShcqZ33jTdscx6OMdRes3Izzy+wg6LEeXMAAQnZIeH532KA+6EqzKsz+wn27CwuXsl1Rg05hnWgw6sSV7k5hllnaPJWTBtHpMwFUp40H0c3NZEpw2Olg7arSn+ZCHtfp1B8lXKnW9vSYVjyWN1YQDTvDSBPo0Fd+RCFBQIXckQ5RQR8nGAzDk9YXuUkHJgzN6GugpZSCIwbHx9uzAIJ3valGnTNOA/qs/c48One0aKJBfRDiX1fHbVvHzWJOTTa0zSU7dmzNDZc84ko++ty0nY+2BDyWlzAQASzPfubazyJbhKrvYLTM5FEYhSnSykkKYhZY8V7nAPKAKgt03NFg1kw1gD5aQYZJDY3kfkUGdPf7Z73sxoaNnTlVKbza6aVQHP8sZe2GlqyXSiq5f0RAP40s6+DAZ9udqRffkAd6OeW0APp5nr6zGmSc8gFfUAS0LDSOb59ysJvDksCNwXPRBoBEGlkfyFtIJoGvyCQsUUjyFecfT/lFzLYDXfmNH7eNQeEapAnBbXDKmpg0iEbdcv6espMnb5xBdGg7YBnkieuOiAuVFbMl7IPKL2a7LiiGlUmOr9CINlXkSmG0GU82dhJII8jqIC8rb4iJy3Wo60KGBZln9EfOb5FuGaloBRDwM0l52eVqZuLIvtse3mN/pA0DZV+LstSfwkObSnSBixaIRaSQCrZTsKc6XdARJPxa9TqJKM3pfNHK/JQ/1qxdIWUukQZBLuyGfpn6QWjxlPApi3G06dO028m9mon37+3trt8r2ZflyyU0qXi0VZYL6PRa+YropzXO+IkNERIBnUppaApltVOEyG0bDWDYDBAvWhz5tVfwVSlCgrRFSQ48qS3T0XJnV8egCdALCljWviX55cUKby52VyNrjB/prn3ReT2sRzsSv9hgOMETX7H5pjahhLnv/NltMVEdBFBsVab5fxbZFevW0wfaymbfA29IPDIU6+ZCflbm0pqpmL0Y5BTZor9cRxeQDBtm6OIssKYP+CiOqda/ru6ptOB14UmYLCsAOumV8LEaS3uf36VvMjef98j2Vz+3DRqrB362fDKDFPAvtf1I3arz3dUPHk9Vboe31N4t7J9aea0jtn0LxNnm3To6DK7TwygNfBZlUJJHTbkiiUx3mnCHXxj3TWrnM9ohQF72OFTrDg2zVDs55oAG+bKE8KHB/aS/NX0C6J/01vQV3xu/Sn9qkPUZuP7kIPpPLI74F9PdMUZFpfj70GBeKKkm6NHjlaS+EH6ztbY/dgyzAXJnhWQe12wEPBtEX7WDzW2VGqJoUGjzIUNXQW+yhkoNpti/3VjfIf+KrwdScmSg4+GEo1zP80yGzBgTD56DoxF+1blvdKbO3OmwWCbzmaCzIbWtCro5AqpjoTQDdGp53OMB82ka+xbIHn82F8Apis6p7CxdBc8dvoEQddmoQ2CMKXu/OZu19XujMYAP7c9nGijKf/atd1Y+IO5UTpYyOl7Cax0jfdbRozi+wo5OrRi862GBjRlb2gfHRwKveOhthwf+4gKC8dD7rHMxOLDyhI913kpu8YXAw7KKrdH3SLOPys/BTHQn+JKXQ70Te1Y+DyvOq35xgHlKSaMvzOJkluY2TinjDQHSNF7qIIUu4k3k99HRHLsaeZzzAoodSzwH5acD0E+QMqeNr6R8Tk4wHfEzFoiDNQ1UvWAva22kzBPa9c8rzv3poMnDQyJx/heY+/fI61Bunb9/0+9FAB0XFLnT1uvLf3osrf6rosDL+w50l2EEcix3xuFWJ1MdbwfKR3VcycQXyjDkzb4D3YPMYcc2OrOkCZ4HeGJQYkphUumiMonnfOAT2oQgSK+nko0djiuOGQmO16zzYNLv7nowgkxG2JhleRiYVMSz6h11rKQJZE05hhMSZEvGX2B58WJ5b7TF3v9xG9vC53YKAbCBcqiKylDpuxsR1MAOMOQu5PW4Xc+uU8OL4+0GXuDn4VVyHiuNpPqL4za0q7xDDKkqgZR2qiqa6BponnkjZ6lIswDD/mkMlHn/Eu2348fl2cNJpOITnzfVdrRYRUArQTbva/bb/ZOMUUJ0evElfurIYh8lPZ9TzfnLOReBwac2ZF7ntvXTTOPzOk5vdQEHtGoMQmWfOP/s+qd8RWua34yVyfiLnHA0qLiJKrpQpEmQAaTTa84xt8UCNwr4i/K9yiurH3miGonWrJgQGT/+S9p7k5/YxUgYdbEV7pieS85Y5dfEpdYNEyQsSAJbCNU7l8aSaDnOjbIgzuam9lmLrZQVQDY1+a2pOr9s0YOhgG2hpwXCUrtImfpaFzm84gJ9oehjqZkG8UHHqzqmvChPZDoOykq0Wbr8mrSc6f0u0ry0NGWXwh0mFmRbjVXXfeOPaa6O+go3nWViA6/QRoQF5o4CR4ths8Zp2s9dhesyu3qf7U9lw70msRR/TzTobCnyPuTPxn+Ims45z2oXH4ZrLX4PQahLWx2klgtUGi6TbsEcF4a0MkD8Xq0k0bLSLBj6pH81fQLon/T29M4A8C4Y98505Yx+pN07ju19kPHrg+hXCx2+Krj9rwTN0Un7RQ2YIiKn0Om2mb0mc6LUoggVGjaqECDYl0NSlAavp+jaz6LjAgZJN+5EmI+k+bJkeOAO8d7yScZtSgWf+FDAOCbAv93v1Ng7aQFYAmq1WjvPuS54UPkROjiTAW1jLwEuM/ZI2h2obl1rGzp/qsEs5IZKHPug0V6QjQCBxOcKnhmBqmqDB8wc6OQ47HY+NA0QepRwPlr983f85LX4jm808dxhio4S7U8fQGd1Tum4JKcyYIrc4UJovYBDLd47uAx0NJ2BzeCogSPAxAKOGXagwODE+eYweCDBf3HRADQ63tH4vqzSnEUYoA69zjI4Tg9ZXiseIa6DGPQfmwrTaTh5iDs4ekOvGM0dP2uT4kFDATi3VuXj3rkKRww6h/nOlOhwZlD8Kw8XpOsIidJL5A3RQGb1QmpKAmCUdSAzvqrs8wfOm5RGiPD78E7GzkUKEIlHx3mLfKUAH1J2JNgSk4fFyto5ybMhd9Q6zbRpwX8RP96tdbtZl+rklf7aIp1TYPfeaceVE6EsE9Id02HRhtY5+SjWD6wZaBolBR7fPvHFTpOaPXRBQN5IpcFK9ChrFO5Gjp2z0kNh1Tk260A5kfBX5Be0FaWOw6079kZ9uNiJCQc3zIIsJglllwesresox+QgnvyCD18cYOhWuan8BHXmhFsdlxwURljP8H346gzEBVpDY5j4gvENldo9PmCHiTHoAIs9gKZyIN3eQZ8QtqjGOt+90vFnLjIBhDSX82a5ru1N/mg8F0k2ywvC+1621VT5a5BiiXbD4oPZH9HxSvDUssAPVS+ZwTB9XwN6XR/3waBH7aWEPtCzehyiUzkNSyuudjLI25yXIj7vyHGYa1hNh/V4ozzdSZicdJGNhPuOp62qs6wANKjCC/jF9Hh/XttTewmDD4Hf4IKiDAQJ6WJmFTBZdhGWsMFO+lFKboNpGVg4ZlCI4SDbP8rLSYCfpY4HWyDLdgD3cvqT+F+Cg5UHI33nB9BItcN0d64OtsS5MtsSvA7zn0x/mAbIrPp0u4TE56HypHmsfsAltoU0Nvvg3D/hEmlCeVyQX1pBxXRu25oI+SPhW32TD3nfFRezrMkUpWmfUEpnTmy+YB/toZUs6hKq45wnb+iv/WMFPGtDp8gn8hzPPOQBeNsGEv/RTNluyK1q/jEUblMSAd+yBlx2oA1WoJcATgtfJ8eW/F0AR6G9B3H2QurHL9mzmEBWZs583dhFzy4q7Hz1K9zmeXKPr/Z5liAJDNpkxVlflpR30CMHwMsCqIegA7nlD8Jz48fU4a/ik3kBSxi/PEGm3Jl90z6ibv5J/276BNA/6ZPemJ4NEL8zaH63np84LeCT7qWhm6iz+IxOW80jaizNB1mfsH+rBuz17FWsuBfUwta9ok1ZkVZj3DXEpENZvVcUi0axwrA0JmZzERRwOraJ6SJD/wrwiEoTN+8fTUERRCcYWkJID2Yasd8DjqIDHZTekhy3tv+z2GvJ5AF8Bxt00W2e/xE4jgOdkABVyD1eFQx/QrJdZldnb3ZOhfqmQizw2zWTaid1LtB06jE4EtR+C06pVCPS/IQS7n0uDoMZFX8hDxyxBU2Hz8Z38mVwdZzDKnaisKI23xO5HAlBdDSySPupNCyK1omLiU+RmUfpLU0miKrrpY0Hq5uFZ6AHGiby+WNBUax/3B9MRIfL4n6RFBp9zmjM5wljUspYp8nKKRi6+xWwHIz6OJf1d2VUd3CnNiNUtJus5vuCNsOvpMzzR4+WDrtKiQNfIwLDu4DiDq3A96wt4OmDMFvYo/OjMeBLEkIa8V3MEaZlsmHM9BtlVhhf8NwYG7PiVag8I1Y4/tO845AnBA2a+ir2qgxFOJ0G+nS1oNOC58BjYsAhB7MAUmnkmNFclJs8320jPYE2uPYZ9RxjaUrYyA+U2qQ4mPRlDp6HhWrePT+SNnhzkWmMP9uJWH5HZVmOGITg7FdwrF8wrgnF1seAIHO0deM14TidZliAF6T56G0lXmJTSibf4/BrpVF+wWdtTBbihLQ/7RTM44wA40/IWwHTqu9MRIpqReqIY4dP+631GqUGnDAdx0F8jDUVlPJE9LrcVVyhPhFHAjtVumGwTPZu7dYAK8h9wBs+82tPQVYXuLQ7ka8H3g3PldcabDbHYq3GDy14PvSoyMOk1IV9Q7j3QfQHmDj2u8Wr5ojzRTsV7TmKaE10nKHC6q2vgNMAS1N+MYxvTXEh5GiwY+MdfIFnUM0Qgs1aJrDarlatW5zn2V/UgZRDO3xql0Atp9VmACylJoobHHbkh6Q6GXRy/rhdEe2zXlbN91MOQa8j4eCv6fq6Czz3F+DV32CbZPldu1zw4YUn7ngGWUE+i8Ts0lXhssvfxJ3C8bkv5hi77VWmJM4aZJfPsZF3zt5gK+ShhXkIvIlMW9gcix50hVxz4huYrX3r3Zdgz00c66JUHUXlsfa+k51X8EY5QuKfhFqnVV9rHlfRK12LYM5dowtMYV2a0+ZithukKVv5QNTpdZ6rYMq4U1rrakKMzLINb+xSkeXecqTz2iFoVWnCpm3b9sZ8SPViftH/ve+7oauXt9IlNbQVIt/dVVg1d8y2VC8u9I4881DPVd3d9OPMM9sKa563xR8Cnesj58fuz6kCEdlIlT3NTTscsABLsfamrn3Sn5s+AfRP+qSUesf5c3VoulPXO4Loj5Z/NYj+zsD/V6e/BU5NIkQnnX5EJ0UBb074bMnAja0JbxXepdkDpfP7aDzk99GBMQNiM6cfKVXbuiJBVb2yEVOdR43jJntu2st7tLEmIVfw3cGJCceheK1CPW4QxJ3tCoAa/CNPKAmOAAoGgSq7OYg+sgWVNkEt5bvHPc0AQIFIaxbrE6tTKvdb84KRLfGEgZZnKara7ctNFxgvpvNGjUOgM/1lIoMDYViP5qxbq7AABDiYgpUSDcfgVE7txAkzXT823rDb3IIN0xFMuMs5VhODD3DUu0LV3I9+TfzhMZTB0UWkgfGBYR9obcv7CDwjfLMNBmUxvIP01Lk3M4Kjhmb/Ca+ZSB3ldBx0CMr/UdJJOjr9Q5owYWAU4arZhTRwb6c1JJ4cA4YwXxuH+Yp/9rwPHRN9d7rOeXAgBgq6xi3w1QTRMYCeaS4D7+DGPjBc2PUC8oBT/FfydWiacLFF2M24SwJzFUlX3wXHueMg4BP4XmT/fsP10UXCsgtcdUE7uL7VSpFv3jQfTMdk+PXUjQQHRR4f5oIdfSswcEJ5XAUX3KBjbCE7aPLOxmtUcMDAT8OJFvpeZbTCAnObtdogn7UPeXYC3BTpJtCiCwCrwfs88SRD/gzQxH4xFXHEsW6HUOI3cnNgCdGHDvksW8EhHPkZE/Pv+T1vWMQyeUJHZ30A3fEX5jDHZ0SwA11kHqNcAxjEPI6WDwsyIp1aaui86grAg1Fe22IzKAlyHBmB4ec4iOikgw6Sw4sNUVPnVB5PR9eZUee4yH0BHm0ijNjGtQYKYZyaup0XIkll/pPkl0Mf+SfQjhBN/eT0NkDuAOkpwjxwTirHhA7DM/bJ6VgSjlfyAvsWs+SAb88l7VXXB2ibM82k3aeFHle8UWIeG1Mdz6AfaM4kmbPsspsrfUQLdrhIfLngNeJ3jdOFjEOezt0iipykuSJkwWkO+K/+YViYKc07yfUiv+kAn+MgaXyFiA5naW6zsk5fH3aQK6yyLDB4kEcqEzBPJJ413layd3UtlX7ZYF+1gyBFvmc6gMpPgBckGHQl6/qey8fUd7fr9+v1O+YpDl5klukGZo/k4+ZjqwMkHw+vA/DFi+mF7SbbreTFp2NFB+EWCKUjCUSkkKpAmnmAV5MGd5lgBZjK7AxITZH/eIvqwOjJT+uXdB/xgLLL56BPRms7Pi68b0n/gfUBToI8iDK1VAB1aHNR51G+JU58MDYuEyuMzskl9UfbKR11yKBIrDnjK7c7eqK2t+UzOYLztGmwSZl3SvhNPLJLnQy7kboapxa9rBBPYvA6sKaqB8UWHT+tjtHZNqmquCYd+J14XiehfhS7PPFl80zlERLzIuHCUrzXhZRqB1Z/NsY+lG/u29qJFSEqJ29+0r+dPgH0T/okSHUl+31umFdV9oRJAAAgAElEQVRh/y3pvxBE/9Ph6xIaQX0AnRojjsDIkXgLibP1llIfPLeWgx2O5gIedyuwe0kNEl8VGOu7Ze+iUQm/SQeCPhBlZbtXVBcvFqknJVTeZJFn5iuOoIg/12v1OHSOmhnr+ORaZNpG3OBI/Df9RQPXLzEQX2FVZwD2Xn0QRWPH3ltZ+28ait5vD6KCi0NfrrXc2RUzhi9ZmpA5ONhbYj2mWR0XYGi5ryF9WxP6l41E67VYi1AO8R9rNLK2/lYHE7alix0seC4eBMdfJqprDILjJRlCWibfF4PlDE7qgI/piEb7wpxMxr8A76FN5ysImATcjjLeF3TUwPw3g1wdCuP6OKaTnQ7fvZ6cKzuHtr5x5yhdlFEH/dz5HrA1fi1YKHNxwqwQgw3ehreD/GP8el8Km2vnUjd3Y/Aj7+CrfRw4ZT7sF4PqCr8uuEAepMMXFz1UsNZBbW6uZt2h62t9zYPmGPgncvppUAeOGJuq7HNPxy4HljCg1Dkv61F1Rpm3HIteJnDp0l+rL9HNTpTFOqJ8yvUzHURMdByUC4bbrIPrbzyu/aS6C52IgmdHEmkqzSJuFWTFqJAdQ61tM8OOMYTVB7kbo0HHQoSLCAEcha0sNuoECzV0CnxQ9a1RPjB2ZUomS3PwXDkvcE1slKrXPckHzZfALg5t5ukjh/kP44X5MeAgrEFztvlU2NisoCzIwQlpdWjQF4PRoBOdEGQ1eMiZ9aln5iMuXI4rJm33JvB1IUCnqMyY8k5lmDGOPMWAqcx79x0edNCYY6L6E1NQG2PwPM4NlV1keqKiL9oXWAXP8fHFDf6n/dLFCFXvrHV2i88qj6sj7/TmvCLCxs5rw+ceoEzQw7R/cdHXcQidBxOfOt/E8BV4u9JMkhc5dfIr2iJdoAR6rjIY+0A+ZeuiNeVhCQ59k+frfOn6mr8PixC076R4hTkDsjsPI3cvNv3tYM8PEddZZhd+FMpsBOl8dRzc5nN+tq4i0/9pdCLOA7py2qI4jQZaRV4Icx2fST5ZK3RM+VPkLcjyNX6uwXMWlSTeN/xlK4z8Jt07cCYj/YCudCJd4OfxFDCs07hs19Wu+fSg6NGpf1VPgbyNfMQXMmWf/rbDMYtiXwXrUDpuZQO0jOMBfN5OIsMCQSHxOY31mfwy5QTxE2UsTzgdL4mZEOISxm7aBTrDDpn5V9PShQb8oF9KCHEZqMUIO/K2fsc39DTp7VihNG1hr3fsResp5SahoH2NsisWyLpulj/sug+rYhARgrw7Q5M8AFWGgB51t3/Q8mL+qD8sMTUjRac57EvLakLt3nejk0BHFxVsyHLdZqkizJMOn6bPQ2mfeV5DLqz5GZS/qI+oja1BaokMPwM+GG4YK/MTKY9J87HWA31IeTpcRv6/yBQKuE7vj3Tzg9JQ5WEPpcsiwNhvG+af9DenTwD9k9r03QHHejTWnls9mv/dadV+NOL/O0y0CMWLvr+Km0fp46fTw/CIq0rjVpUiIvCImeMCjQLUIN15T1Ae6+vhQqXNV3pKykOmWA2whPwbWLk9VQp9XkSH3hIT1idUdrHtlWOZp7IUlNCFovqIQtXjbI9Pf4wenpxnKHqWFxTHqENGeM2MSGM73oGhNP9iwKGWCbhQ4mksgGCOZ6VxNT8b/AxnmyvgOrZm0OfMF8mddzeS2yLwCG+qYWABdb1HY526tpt5c/NJHBXpN+E09J+pAyZgNJbQuaAGEakDmEMerpM5BQc1sCUGU2ZLAdWiBJl6CiSbg5U+NThktilsE0X7DbibThvbDW/H3BOdJ81nQuqA9xQX/Rh9YvsidJ76G4Mvq3Soc5/Ht36Pw50bIkTndJicZ9w1p+0hGHHOO54wqLlMN1lfWXgzAVjbzKNfpzAdsHOLT5URGPDqeYwFNoNnHC6bIAQl2kiT1fqCvzmh0wl3nHX8Pcsx44vKkoGGu8B55se++AScXwG4DCde9Imbq5whLFjghoY2FWf85DLM81PdB5PIEV9c8HTE2SnziG38TjXVsex1CwkkoS4ong4iFLwmQyZ8xv8wn0x9Jzbid+pVNUfTThKMupafrF3iKGoGWo9fJ1lmtOV8374f29S2bzu+x097uNrg/KFoWcD/o8xN8st0Sl/gUSBCnRBlts3HCcF0Iut4js/VMsgvoCvjbVDDSUTHSc1SCECFWJlCWpncGzmMSAjPTG77HJN5P761S3Qymwxz0Zr0ReTdgDOXXTFI6mPoMscCtMgjjzE+uiAM5+nZBNEDCqBNf4rB5zUPkq5vFOHDYL7K05y/s2Hx7xShY37qx9iW6UtieIq2mo5PD3sfRG/so9xnhB90HB1zG58kv0Y+hWpd7512jUZOgbbj2JalLiBXTHbow5t6yB3l3mQY9L0EelMkJN9nmE86Bn0H8fXA92kbHhN05cyr9RIuip5ksmkCiuVNToVa/N38NZ5v+eZgGA/sZOk6Pez7QqETmCU5HvLcTOUz92R4ly7u9aHLWnh0gnHTlMvWKUs6QauyBmVCERaTX6CYb+Axnpp1HoFa8pxr6WR2j4la5SSV9+Pa8XGHtQYBMxubvTXqyguvcwOirQDvxYUpLsOtSmtnnHJGZseyuJ2Csqjq7QCHydneH+ULSvR+Fst4auVP5rkyFvi1qIi2mG/m8N+h81R5lNuwOrzmBHzXlzrvO14Y6izkor6HWg6JQGkZK+wXFuQqgK+qjmR99/Zrw0TEbHzSsjzA5mqN6D+Dlwz4DI0E6OcbpeG64WmJRwB9yI5qg0l3IzGbpHyZV3apC7QbDDvgM0CdLZaeteO5oo38vOXNj6SHC3zSX5g+AfRP+qMTKjLPBkUfKfeOwOtPBtH/a4H7n0xfiWe3oVxr0WBv2BEpbhhkg4i1PDpPwu09r8XWkaNKMJN9e9iOqWY0NBh0nKTEXiQ8LtN+wZjt6lDHZX2Y+0YRn137yeOzg3lHE8UZaP4adNygqTgQKzPYR3nnHlQ6gqvRARSNyd6BiQEIb98qKI9CNqYE7oZO1LFLiS7BoY11myPOxhzMg2/TTbOyj5bTguaebcOu9zylojsTNLxUwx23PARbyfvjjhY3OERgJwj7MfpuqOgPBHf1twW+eR76MBmJ5c0MDZzMueehn5pJILfS+jQ4gVeJVYjzI4KJJxSgw1Pnzwh0+182ymvieRysB5dFcKfzOFL493m6wz+QHzqEcBwdPtuxuXIMe4GAp1VGxM3S2SuhBB18OK7RmW+BSfHfjCHl+1O2GIgzazhlQbwPbMdNN/xrwR+1vmXvwUBnfNZce1MT/0DSGYfRYZXpToNwCTvdlHghgO6hPn/tCxc2dQJ9aWDTnX6c8sb2bTcMKCTF+UYUeG8IgOkck4ibMg5I38gbacokk7EU5NPIrq5bKDbYx2BTB42VN/rZiNTuGNvTAkzGC5R+iQrds6OosI1evmCIKvFM6C+KauVZqCNxLb1OC/4+vt1dYfVraAH4VgkKaV7TZxThMF8bp5/zxNE/kfgcxFaQZ0GnFKcrg4Mo0EFklw0flJyRrH073YAowEdkGahGRrC/8HkW6L/q1RqsJpbxORJSvSuOrC8QkFDuhM8jOI8iwKfXcbDzcz4OOs4hz2RG0M9Twjflg2wN+hwEfEC2aFBwF0SPPF7C0NjiGFJ4TuMhksYXdSKf5+w8jpkOERIIoLuMaejZ6oQdXyWpLYe/13IlPEc5590p06myQaXrWudOHqJeU8Y09d9biwzNxmjiJwTdrpjPikHlZ6D32ALwjBzlVSp/QE8KO/ZlyIrjPIkOpvN0uo/+lgv9gXSewXxo8/X9Qx29b895phD5qSk9QOEX9Sfks6afBQJq6m3leB6s7p5AOUgSSGJO49c4dxNPyuUqnOtXncy6lId5DFeZTWaR2yXNJM38zMoSRbuLkk4M+QTLhHrY7ZxWp27oS+G1kwJooxQixjrtpql33ittM/ADlZfCrolFfczxozzoTDzJaRhYDKBTeW5YCMYEPiGYC/hXcDuugu938hPjp9r1tOhyOeVFyPXpCMOqYJzGE2OiC93FZFq7+ALlMDW0D3Vie1f+RJSthDkW02DwSd99bmORMis9hA0wyCeTLSOBdrQd6Dc00g1J3jhxT1neJ7S9snxSHSY2gjqO+wYFCz0CHk7XjfzCloOOHOaD5VhUsJEfq/yF18CcZ7bPSAUrGWmk06VWv5/0SQ+mTwD9k15K37ET/JVA5U8EsNEAfSSg/S5Ynw3w/U3pJ/vxXW2jouJ0hPQkUTmFY6/nE60oKEidXtKtpFcYQr7GaDcbi0BpS3awmT9mGLmii2opZw2QMB8VJX8Foz85C0Jct3Z87JIbXGidLNq+CmSAsTHsaXeeodIPrbvxevLc3uN/+i3lkVPcKIbiVo0qu40DMVxjn7LV4j2Z8UqnO83Zrx4WdwDklpeGIDpv/wAlV3GxAQXcT4Q/Xb544fTd15fybR/Msjrv4fgqo2UCQ3NWIk3/xlzmdISx9m3QpftqBN5hfrLxF4VrCX98Z6zLOuV3BTcKv833NPGd8UyUuFOIcX6IGuWjkeAKWjhUzvOk379jEELzrdIxgw5yxAD6cYwjgn+fJ52/RxC9BgYTH0z8kWd/1Tm0tI2hPAYbUqbWgZP9Jh6Imng7a+Dcd4RpoTV+8Cjqbpdav+u5Bs4cJxUP2cBeBg1WAbudrjWA8qKIQ0ryPVZMQMSEQNegGdxsEjd3ncPBnU7531qhLfZoxtcXMWTwfKxsNwyt9Q8FT+lvnMpw2jeqW/lUHCRQU8dMMyNhfzk/8UlIOqOIkJw8eBpz0YtwfOMnCiBDuomcjVypSqBVGRu0maZD5ARIiLeYM+xOC02vaDzCLVZH4tFh2vXzM/dlXCkQjfzq5oxg/d6BMa9NBAXRhGpQdgo6NMY9KrIyfoLu1IxDGcBw4C2hrA41Y72JFXUOdv3kh/wCZ3iCt8qvk36fQufveVRs4PuxnM5fXQTG5zhB5ZDDZKcudjnhu+OF3wX5pfwQcI4yiSnMs95+wB4qrwH8zIB+O3YTRxbMmQEv51UagMATapzHZAc9T4KJbA3oG44WZVYeiAssJPxGOPP8jtUX1pH1hMD7Ee5Yb7+jMOsDjrOWV+Cu1dMvZeKn+TpP/6BThgNcscCdALoGziyfjYPgUBGLHt/PdPBBdPg8IHLdY52qDoW2fe5MO+8LQoxbYyshPrvUCqYuPhaAceBH+hPmV8Yv8EqEsbbXCdfIy+Kl8sBFyrI94bzSfVtJggfv+uBZi8kL+dXmZwIbXRpYO34yR1I0aDTuZe6eDuIH5WAHgkpnqeUDX8DrVfC8b8AUCOTrIzHFBv1eF/8jrVnwFBfPLfR3ET/xBD95FXnUhGvWz1P3VB390M9MHWyfKfA2BILzFMfcUO5tGgYE+I+K9osNG8hXVHfRa5ShiHKyPilA9QM9vmjcFTIUr0Vv0gYSa8jCxmXdqj+h8JqHw7V9/5sLqkPz2rsOfps2ucE0XsX+amRJuCv42KfdgjR8X54vG9G5wEHf1gUnjam8TBiED4jNoBpNRLqrcmotr9b92aTVJDE9WlxkSHzV8sGs3zwO0TJtpsAn/aPpE0D/pKdTJxB2jrA/Ob1z5zlef3fw/Co9EtD/pJq+FXfmDDvnbd15MjPabwwepyztN3HinO1X7M0HrAYY4gDUdHNSclBKVdGKii65cSVer4A3JQeD60rHqnyWOsBgwq4gPDmhgzU+7zXnGNS4pg/EuwWTGisERsuu6CTbiT5db+NfDKKrGwDwi7CGVcyhNUrWypqPB/+h0ZWPb4cFzGWYtDZqieIgfadYySRcmjcrSwEFGDIg2QmzyNYlaLuJl8T6urKLVMdH84/adNZW47bp25xvuIo9R1lsXibjPtC18hh1XFzpCeooIokYvppj2QAGZ4TdSw2q6G6FECQWtUm5wDsCDyNA9vu3BtDH9TkDfAW/3gk6jhl0OIWOYwQeDvg++NiB/pt+/44BdKQHdCB5e95NdAp3eMr8oeZzuYAOYIUD/a4C+UjUQeXth7+OqhdGu8GV7lEexpOKHDfmcFr2T+WqAqB1KQhzgq6c3A0vrTvZvB0CHKIsQ0eZt8xhtqITgymB9FAAPU6R4GJAHO/q03E88FqDC/DJA3HdAGvVXatdGy7LECwPDHoAHRyAzfh4JQv5MSe/0Q/gNfBP7Yc5QI01ubO4KAuRn7RCRtlRRA1iogHas2GTRXMQ/J15JmuunyDx8UputEQbC1gY8yvHdv2k9kIAxCz0BoKrJhQrEfzNxGbSzd8hn9dYV+jnmITA3wqx2BCiSHUkABytXEuDNeGscXgFNOF+5HaBRMrrou6eF4GFxWBQnwXOp32hp538/t9J//v92z5DgsHzLMvGJ0eOIcNYSH5NWOYnGjR4jse3o4wqtkaWL5O4uiC6aTCJfrqFJR1uPAfCkNgFK4/JMkzauVfGq5ABjhuRpHFkVj3edYBeV6f2mc4a1LEDDxXlo7OTaTzbOtsAOsI2+73S5QoQjqfNRtz6YKkEI1yZl3TwS3iHAXC715O+cGIyD9uLic7jJD651L1qE9suwfMGrtSp9b0BubAbVW+vADpfXLZFa9gu1O+a8uBxuW75/aIWl18V5tBaW01HbZE/5vnTkh7ob+v6+uY1cN3aBjgu4b0KH4GTc+bTbN/QBjahtnyfP5aLdtyqj0M+yexglmChHrjv7BCVXfgtZx+QOHdUzzrFFzAHmwXwY7qO8nRt7xinqhx0AC+PslWD6B2u0NYQSTuLmXyRQBnynr8ns9l1FMDVetwGopSaMHhu8BDVNX65qi3f9XExvYoqPYb+Af93iVXbHPWhbq599/rUPwgSzOsXsBmxkYav3Y9XLATWrkTScYpsaNn+jQZY+WC0WZk3PuBlVeozdYqtHHkiTueTzgHQT8pChaBbzPtHANulIQiMTnySgG6YYIjlfVJdqBa30sMi8ZP+ifQJoH/SU2kXKHp0pdWdfK8GLr87aPwqDr4y/SQMz47Du2ni3Ti4gu+qvdaxPwrehLX/Dk5qRWsFx1vj3syOLfIs1kYCl8kVxFA+/aaGgu5vjpUBYOyLAD5ojU8PtrVu2/Y++z8p3fvQZDw17V+N1UJbw+CkEAbEY2MYSBr2WG/M6jh1RxuJasKbVIJCnWFlmWOG5axUK2s6ASICu36sHAEVnkGTMN9Kuxm22hY+71w++b7A2VXXpIIfsX92uSB/6fy+IbNbOuJzQ2LRGFQm5LsRGvwt6uB0wZk/tM5gIox05E8AIGRLqLMHAu+bwCsGz9WBYW6Qbq7TmCfurPFARD7lofggLWo/dzORkMzde1ru95mDD1a4GP/ZOaQA+lqHOD/sveIXcIEnnNi/hhfgDTaeME4NTw9ukjmAwglQWrpToH+ch7B0K9jSCeadvmAGPrpNu+85ZtkozqOs/sUHKn1xgQfQg/NBKPSxkVDGKgIvap2V8J5SN8K0kEIzeLnBGM2B9GqBnjon9giAE50k4zuyAp+EwL6s4Nb5ORetqBfQSCk7NkP/4vPVQpHVrdWfVt1k+RzGSgSQgHMmzYdcf67zjv6X+cuF7rMr3KooOxhW8qslHgl8JxB05tdLCHewrXEWh0/bxKxCOFYKfpFfSQo5m09tc7gM3MX+zSwm05W2Yfxo1lCCJi6PahB9wtz5bqUG0vU0Fe0bBtG1Td0tfRxTbh1CQofxNyLyOkF+tbYFwK0yRHHji1X6o06dbw7sxink/BLbMAe8lrJxUtpEBCn2EXnnbT1klTpxXPP0Qf8uuf2gYiTr1z6OIYiuwDwAd4Ft3uM8sbHCfia6vuRJq8wN7Yf7wOpx7KoeZnMpDWhRlYpcUVAaQ/gywXgWGdKMSeYH4sdDG0AohzOQSzAk6JIAXrxM+t7DBH+XvsIYP9rGxf1V4cv8F/JUIgG14Bd7DMt29XUwVKU3jt/kbasulcVpdR61uiTDKWRJNxbIY092+Oz0nGahC0/DS6bNaZADy0fRq7JKbSbcMR7tI732RUtMRMd50nkcROeZ2CfyzQUvNpw5j5FbdOX9vc4U6+wD7/MiGa0Sb6+DhnKVKTIDP/0rFurlvtYAdIbDLxSD52Yj9fVFuFPbiz5IwmHxd70aL+jmEJH1adyENzfYZGTMNtRokkz+4G2I2Ryq94p4/9zninbvDfpI74ssrkLkqnOPJ2OHSXiX5q7brjzxsfylrd0pKp/0z6RPAP2TnkpXDslX6v1b02pH/r++49scEkmp/+p+72jlO3G+DOZ+Aw5mS/NfVCRqwmOYHbZYpnNw4YrP9JntAEGuTRa/VTtxrT871HO+YNA3iRnqmRCZf6TRrTiVxaqvhm7j723zYaM8n6Ozj0F57Stq6mUPuFifzceajBC0b6vNah1ZGdSrAFcOeizBv5wLzym/YFF2ni/PcnMqKh7xiE11INjR308aBHe5QbPveqTWkRes5vqe04OnQN9RgCYGuCPv445INobVbp4LTmaEqBt7hjxIH+idR4N2Ols0+MAi5ExvNe45aHGaY3ltJAuddNCMKM65L0R02LgLfCvTu8j2m4PeyK8HmepOEw6LbUrAAMsVh2rTX+A3rPXFSJSVLPTCRNmpbfmlLeE1qfEPwaR4DC6HYUWnmtdf+VB8LhSPjnQYlSaRNqvjZXRyzepw+VKqI08RdXYyPJ00DaI8lFnJNnxgclp52cWZr11XeMqdIsdgt5CxypKgIcbyStvjGsGZ+4S8hukMGuTti2vGOzHegnQeQYBP4gC8q/4arDlDkquhj4lWwrdErYDD2gW9tsqFsq5WmBfQYSyadmK1t9JW1sM8sl3o5gidfUbZTBRgekBcQ0pzMT25LXthHHQe2nO4Tx7E+GvXk6fMe8l1ELmct4mJ0Lpj3j6Zkp2k1twMHFgAQPvRYzPjR2ZrKsO0CxAaAHkx6jzPg5hPr1+ESA5Sx+YuAJxlTSddzU5RmY9HnCtawhxqKqG4GBfNHoZnPlxJt1jMraW0Ku07HWi149QHYOIg+/D7uxik3tGvyW7NN2ktzDuBRVuKL/23oaedDMtth3KpvFGy6SNXNUJFZQI7UGa/isoznv3GdtnGOe7NY7efJqxRwiRQ7IXqIKmDrDKqVqJjrW1Y15BnBH0x8hC7C2PmJ0Fhcxn+qgNccEFsv8gzXiNI+xGiOfckyRVfTufwpJJ32rgr0XYwNLUUnp/4xi0wnoXtWkLmDRUov6w/Wdfvp6fLLuX9uwDRygYPQfMEvuproZgH/QLtMcGOauRiKmd0MVYOnuuvghP7e9IMogefLZZxnaCKmAt6F7Jvud9NGW25dl009TAJcUV/htV+eUXVdQDx8yNEOD1QzngDO2wU2xYqRD0ylH8QD6bX3OBTKj8eaaQXX7zMoGpOHei+AGIvyNqFQLjFZ0GOYWtGax18u7SUJzs4XkxSLj7pk74kfQLon/R0ejZA+F1B8p8IXFcj9GtgWB1F+t0pB1y/O4j+02m5Cp4oKIDvbC/WJznDuiwEjzB47vZuVSjDNV3Yz0QzyBhpYJl5o+CsVVVwKKYSDL8clE5VLMX8cMt2mw6uhq+zC9cVJ9yhYvsMeSQnUQhAzMbUdS3U02Dnd186CcjrC2BcKOhL2r/Bq6RVhHN99+k/EzA3DzsHlMCNGu4l500j7E4eN1iziQiWrTSPMy64f7yD5AK7t1IMhl0QiHVJ1nloOCeCAa5t6LxCBwbOfeQzJWAu8E1BMmc1C5bbUgQhPxrBhxH0PqUuf1AnjJPKSed5EPE556yfQsEKT4cOhaQEuxEqIg2eW1ATuhOC6BQdFtbNpvfafcP5HAcmgXUl4GQ+jsAkkCf1Scql9QUBoNmv9M1YP35dJhyw43BmRBla5XfFjT5QJw46c2J9A66O5cVmXIIVPGhZCFB7xCfC2KVuvJbPjB6QNnKwJgfxsZ5UudGM18CYF9JY5CE0zstFh2XPi2NTA3O2MATHBpzZcb5JhijcldZb+u+QSYkd4Ed+xX+Z6lzECgK/iToXGf12kGt9shgjzcKRCLmBIXWl4/5XMizsfIOp6lXK4hcr6SRzD89V6nUuqDnrBFlG6GsMPkDRQYoScQsBWFFmad0FPqa8s+gTXiD0WIcw8TvrBtD/ecpYvKDBUuyPludZ1xA2ELD1T4YESkwBiZFG8Pw8J488DgsW2vyjmHyhUhTJDTmGfi75Xph/Yp/ZrrwTxsKmsi4oC4wfgE2/Xrw0jbqG9C+dD4AOozaTf+KqoXrlcdm/ELoOwQZtCviC8ZJGhmF5b2aH7EQf1oeYBt8GbNkikFTdIrU8LyA/fssZ8ZhlV+b/YS0L/OF87Okt9pWD/ML+Yj96ORrnWUYGLp4Jj2elik/s3waKK+adeHEJmOB3sNHP0UDe80OEZeJ3p8wQ9GIVlO1bx4ybd9cJa7frrm/ImC+J+iWQIFUJaVAaTQThFmSZLwifdUnTvxQRjZpJw4syf8IyeaxDFdMyELuacHTt5OC5V6e/gnOHYJ4VGo9Jv5C39qWK97VpW1/2i4o6hahpIeh7XKcPkJkfv30vYRC/g6S0lfx/SeKAHdVP46zmoT7gZyQuYE02aaDNxfhpWoqv3IZRSQ9JLz+88SvMR/GVJRDFdSiqnuCU3dWY+X7HCto6vN8HHcBjuyZ0fIHfAwpOwhEtjdAtJFWQn0g7gsCHkZ990ie9kj4B9E/6J9NPBc9/Mmi8c6h/V/rOIPpqV8N3pV3wXO+/Noie27ssSERIJ+okEFB0QWE2o4NmPlo6SqwMuVF8hR9MTKZfBj3OjSJUxBb1cKqn2Nw50LNPV0MGcbh75bNiqk4bMERWR7Kv6vF2YhCdiOJ3r1ZGljZXLZ2HFMwO4odpvhhrbSZo7XleFyFb4XwQSpgv+B2xp9u7zlsdFebdgEmxNR+j5wfvEfatsdaZ/Ff06dDjbmlMbg53NBfhRSfIuJp1w+4bK2Ll2OZV6JcxuYgAACAASURBVFn22M9nuuCH1blsf6t+aquBO0E53cEHjAgcOHGn9UknMfHJM5g/A6fN3Mn4lMLPUxrM2PieW75xNItzaWZzYx4fZNg0AFEGLQOPlNwb9aUcyCVSYx7G0AhAAA4PtnQybYBSnQJ638prCDisdlPmMlU2zOAT6Z/jCV1Kx4RPAw/m3A+YkwZXNWUS6uTRJBFgGb6gJAZTSu1Gp+MXxBlRGWB9r/12eYfyuvHgUHxn01rInajMxVFrwbtB4KTFfB6QVmIBk424JqM1S4v5NvtnLSLP1nFEoo5shNqjUb1bSUcSWi2QKR0Rsj7q90mToOk6U6rZpsg+PDAoSVpmXSMQM4f72qUG4Dt6hmVpkCSYyedYuxhaCVawYNcPmNeqL0w8eHMaeEt8Q/o+hSAv8DDbeQswLHd9L+6UXscOdt+B7pSm/83rk8iOv51/wkyHjnlW5hV/0LaeHoL2xyrlRUoItcJX+OnESzezlQ8Yx7m0nRmmWE9DOeCoMBl3n5OPNYBs9ogH0cnqd5xT4m3Bvk6QlMVhTFNfpSK/kF4UB07313PKqEHlBUDj8gAWlGnwXPURoq0ttue/nkE/IaNqn+oiKzvQy3tQ2/PEPiyTBfcAjswvekPN5aBVpQJN26d4n9iMF7TKqqzP8F4NZwhMpcWqlgf1LZpzK4GVdOtbaRV9a1JPLisiutn+I2129rHkAbroSwbrXtcfSA0+IHhuC5iILGBN8BthHWMjQAvW3aQ3BV4ENk/EH8X+Bnauizd5cj72aVbou7HBZx9EfKGX/o7q43jJlLO28GwqsufCbr1FotDvBBrhqTyrQY/+t1Fy6UcB/veIPwKDxQn9JV9XGvlav6EnymdnLf/P3pUuupKqasx9/1de3B8l8DGplWQNu0/oXjs1OKAyCWpF+8hbXCWuMiebBXmRtGjzdrCyvVAG0Qu1o1JvUFrEscJnaZrLDZFbp7QsssJz+JdtEezT1r4atEuNrtkh3nRAp7O+E1JdHWI1j37gA3fhE0D/wBGsnJDrIzFfh5Ny/spO5w6P3w5sfyesdni9Wua7YFfeKb7tjr9vH19vZr6vvsZ8bQyglbHrshbBiVehnySMdBmDGbgrZoQsOxiFFY3NOTJ0C+fPMlvsr90kamWdo5PFOYryZVv/FtaTzU5HSF3eCbMrPhLlaiKVcSthQdh16dFJ4e+3NHHSBBir0lGV7m3iWq1sbgov7lYptQZXfpsXgnDoXsLAIpHxJ5aHSZJfh4C8hwQohKnmNaaOA1I5+iTIy+K47kjLHEORj1X2MbmdUdJGq34xuaMcxH1qIVaYTIfLm1A55a6f1JLSKxLocyNe+n4ffuygXIsvcchTlb9GINLnSR6Bkdrd4GJ+GPJOfHkgP1dClAK3yGCR2IlH4AP/rt5Vvw4wUCK2kiQSjpUjB+pDHaZCAIKHbO6w4G2DerM8GGFsd87TKIs9uaDA8npOC1Pc2N4Bi2WeWnT2JbTo4g33U9pvNQT+1uBjU3/2ti5wgzxd8Fz1Vy6oehIXuNyWa2XQxtOMJfELWQZR3rlXBVbIa24mW0RDFMhYC6WoIK80C/0VnczyzP6m9Fh8gsn1gXGQ/quI4xiKXCpMgeiMrhcmYY53QZS3w4wtkLVPaUKg5fXJWvbeYcMEiwaut3asuDBtkJIrPVjeUepnDBBgmneBrGuwRcHDXmhfw/xrELlv5ZY0OYqrDoGLz+wTZQE3pMRY2LC3I+WLwJH0IX3At1EYo3pIgd0709BdFLLLwQg/hREIiylSOZ19qsLKI+52kj9FW1GfbAVVAD8gON/I6UQkoJy+B0prTT/tuiDFHOP7Nmc3/pik4INZaeaqQjbEcU5BXcw6g947+yA2ASfAgab01IwZPVcpmeY/kQljJfIL41HMmxF/3P0dfTzxiPJnYABbvk0Co+1wCLbLvxM3K+ySxqGbzHoLZCEBwc97es+XoTMQGCOZCV3yhC0dLFooW34j+m3l2YNI5bvu3fd+6L8NftlfR5kp3PvD8QhzzISf1B9blNCN+GW+XiCR70/JqTMkkvr9Xp74wN+ATwD9A0/BdvdTSPMsvCMw/leC60Tr/vrXIO5yEAM3Ov6/C2Jf/qVxJvoOfF5Xym4nV/V+1nL5neyoLJ2IP1P9qW0VHaMRN3DC+R30grs/osy9k7x0b7XunW9W1flXD3HSGJ1rBTDpjvIURLiBR2cH75yCwUunXooSX8Rrhd9J8FzqexH8/DoiztckBr9ThoEZTRNL5MX9syCTHT/OQx0B3WQBOn1LF0/IEhjz4H+Zl/VExJyYzZp2cZQ0ToB1j0qdg/zS7YP2BRpgZtg1Ke3hMOfz4z3oki2Pcb234nj+H2nCHDQ2QfcoEbGTV4TNEbwQlRT8A+ykHgxQBp9TJGkvnnCHiY1h6/9zMgFK191nh3qxnD/DjjG6+MEWN3XjPUAH7KstK3ew528LEhTFsnTrsISgo+Q42Oux0BdR3Kp3ImWiLkzvIt4Dj7+1lAuNrOOCSF0syE5+iX6j6Qh9zgY2KvCiO/TLUdkev/QWnbXL4LXfHWpIuIuMqwv6Q/JFVV5/kaN7618icaZmvNjd1jWgcBBZUWXodZ0GD6cc5rjNtAuiH+kkyHPHGGUiM2Tnrzjq53vciad8F1yZSu/QlyaGYxtn+wMqCWsMeKit5VOVvR2D6NBU06kXBiwnFYiudCXbTnibv31BVyPdcGjDcLpMT5ggnDtA8MPZe4JP1o9Z/ucTllL/zH+GCVkXQOViu1hNwb63jZtEAQ98sSwsDynoI9VdrgOtMGAHjTedqM64SAHV8FvsU0AFog1yL/bGpKj5zs/dNCC1weiUw6/xvRqaOWeVr+grCvI/wsVaE29f36o2tcAmj1389EVOAQA/RLvMPwiyrESyeL40bYTPNzTSye+7MtmVWeAGslh05Rq1yLej6sk2/R5H1FO/DEH/X8+4fYWAVBNJys3h3GqRs1ajHvKVbuhCaUd0s1cN6WSNiJH6texEJFfGgnAqPkd7Fe+3QXTxeWvh1iRbqDN/szry+gLa9TZAciHwdRxCTO3RA7sKLQQ1tbw9dFbzgN83898YtvBn/hoVSdVeX6O2uutL3KJDNT08BQtTun81wm+VZDheeroPXtEVJ2WfJ/5Gcf4H9MQHvhU+AfQPvATLY5mTweOfn+Z/Bf5aUJXoe3H6qQB9tZuuPPJwcf8O+Cvj+3N4rCaD61fB3d3mkOeXz+3eN5YSfFPW6hhhvdY0172VdjJhHsVVVf+mmDbf63RyPPHhHL5zfaMTzEWfRN+mW1m5sNIPwfyFT0wdKryHv1mW0gXRsdHJyV9VWPVwW+mN93JcfF9bxov95Xq2T3d3ejjnDAWHLDhgfLUPxR4DsEZ7fmGA5M0kUXnYTD6N1N6CPueYV3QnO9ltB/o8pFQdvrk/8AhbcRqn+spmWL9rnslfFk+JCzooBwFC8Q7PAQ4lq7jEx1ihwMuKc9+M1+rnP4wJU36jtZNFb6O4G1juyGn90bpcpH19B0kHsdxOXIA/zYSwOmyGjdcI2jqUL2OwlJpj5GcdUvozVC+cjIzem9/zauOk5RHki8Ys0fd54riZr9U5agJkocN6WXvivznRbkmOCEOsHFhf+J30gKfyPtUIBhK/unfSAgsdZRlhi25yXQh+CQUL0wcELHUspAwiKz4HxuBu7uJQuemEc2OC4wVHrPPVBiaix+N6h0FY4BKIp8Cx2Bw6vmmAoQFtmPLdmdvQviHlj8BQkE4DGNgWwM/mhyiDga8cwBG4jl9J1UQt4+F4YNSJfC1OE7vU9dFCXqLcrobbHPQ0ZRAutAJ9Bou4cktRYwjd1u1j5QvDsETKtaHAf+S+vIoVTIATEy5dtY3MwN8nJ2XJr4ABCDKZNQIeA/s00B0e5x4xW2uvwq6a/562bjcXq05McIsXo1/rrFJ3yTgmUn7XgCxuNxCUUNuV0P9NkLgVy/FFa/gc9E6lM7U7TnWI11VD/8VKYvpKINT1+Nnhc3z0NtD+AlsQ7cJByf4ScK0uVJb7zFTp/6nkzCULko6qkW7zAxLKZsYr/rvb2BovSwcxfREFXZdasaBLC6LL/dAguhXQluwunT7yaEeE4CSNgT+VmfgcYDk3fHuxqWXXBZpUyT+EPqtFuqc1vhdQK+ECDNP7mXdSEP1d/vbhfl4rREDMMf/I35yQcqxFeTwWeBO+I4jeK6pbjz/wgRN47JN84AM1+GPi/EQd36+gdaD+kcDovwg/1XfduFc4fMbzl0ANM++O8N8U7SaLBEY/Bh++wepwforFYe3OAWG79exerkOh0am2QeI7qHUX9LZYbW69fb8rpynLde/Dr0t+cyzBiaFzr2fJYRucbvLIX4vfBUdjuAxAn+J3h1ruUpa4f8yBNODdPvsuzcJh1yYXJw3n5yx6waqOot/EiDlISF3Y3A8vV4PrnS0pXdmG+r0ECmLwXLIgXg4VCJ7LnzTs2v3HGpSxPLMRhcNQcEk7zbVcKx/bb3wO+IwpM6sILzigEB9tQwHobHAoOTLyO8Wdpy70/db5MKP/LniueFi5iScY0wRH1NJDXYMP+vfo9qIJxgca8xiDHpN+HiMEz+Ve/8tj010T0OMKZHGFK1v6O1U4XD69n95aVQegq0BdTHJl4XJLl3T1HmFcVOKYsmTQuiiRYm/TX8KPC73IKEg2zt0THefRl4U/Vpfa5iKXqzICeCsoyqgFjxTXuKtbxsrZnNjGk3FI6vqu/VIqlosu05+lyPQOWbVo1t/67+KSSoYi7Yj+udUGmIPJOIsOcUe5B32m8gZs6YFDzkz0led4LjANXVPpYzzOXOjfHy8fOhIh2PfF6/xs/uNOYAEcQ0x0yijDcS04QSej7DkArBdPt9hLvrv7BDMomg261ZoMnz8/dDpK6cja5k+jq8dxwL94FZ8fgYir4i8ljf4JtCAqmYSPCtvsCFPQ6wjG+nd10WZQXd0Hpe2IxBKuDJ3XwIQGdAzIxVtwEUQc6TrdOXLDIfrL4NSo1z8RxbKVMOQM+e0lk8k6+GvxKWyxttJF/nCf2mdaA4RGzV82QenpttvU5ZP6hd6uKU1bnU1dzK/KMZlCa8SmvKoEKjgk41h1mtOD/u9IxNpz0pDvaGxRS/AnmlkDC88TZkGi/Anf9t4ud2ZrsOVOFzEbq72rzb8oR7+z6p2c/MB/Aj470D9wBN+5s/k3FNAzbTndOb/L+2z9f7G+t+yo/QbcfvuY/Dv9sk57aeJy9f8tjJi8cRTunTObvPIPhmQ9gTwzvM6hm8QUzo/SKO9qHERkXx7sUrwbWmzisEyoFqTIyu4To/429d/hl4nz9SM3xWwdj/CtJp0LiKOzy+Ja3/SpK8ixgu358YkOHFpPTUDvHntV4cHr9zuPqOMZ3vdZ3Ikz4vjEaZoVaDt5wEETHBO5whJhuAOEJRIgzo0x1u2RPKG2K9u1A1CCfYZ/zmrOmvjpEpg9QVPUkQI7C5zjVv7lmQZoda3Pqv6rG+8o3IaEOge3q4GNS+SbvBgc0ZKSPJaDOOWWXT1ut4srI7fIpUQSkEumS6hC2yI+or+ChI2lJ3xyQC1AIEn/wt8jTm5xQAqs1B60AfWcar4fAVUHU1ex33WqJxhsvtm4pvcRaPfE3ivsFZ5nubhdRUCbIleK3AXCZTWu1O+ySYP49sEd2aGfsrwAIMvvILhM4u2DlTqzxgZmw/lZLDsI8N56FtmNI4dH5IvMgrQM9LeV08LVlf4SuTWMPSLu0IaCoqeqFmHFgI/oMhu7KNPKwsgWZWBg9EoyvOxS1ID3yWzXqHucHHfXQtAo73IfIP7r4LrY/D0ZZl2QEySLYXj6s+oOJHCr0DKS9fBXo38OOxRX8tQ7360wpYqk/13NJPaS7GIbkyDA3Ek54sNbovQZYSd6jOYpKkQpcP7a8b1IjcWS8bu6ovAPpPeLQU/B85ZR8guvOWtoLMo6hfAaxwdy96oefebY4bVcv63ay+avdFJ8x80lh1Sm69yJClUguW1D5syRcCr02QoK/RXlqWhi/OQDJutghL9UU9BjDYKIKuH8yGyBlDToCOyvbM0nlBqWWOmtYyjmaci4+6BwpKuFxsFJieh5YOHzIPo5pNJWNFj41lw5B77V8vOhtwRg7s870Pd9ncCZWMwb2q9qeFEfrRNTnA/qKT+KzYv4FFWu4D51vjaeH/g34bMD/QPHcLKr+L+88/i3g7J/CdLRtfB3B/7X+3R7jFz7wh0ktC1AzGedJotzbOVAO3/cw2mGxv+4Iw8XiKgKXKAzKKP3vdKKt5ZV2V72Do4zlgFncvCJiG/VPXwWJm52LChDnYUz5k+z+8RfV6qH54tcr1V7d3KCv3ua6ss4cKB4gdEk8s7jMa5fHzMNO+CmLLp48ITrKgdf9FyEdwd0Z0PMGjRXDOd9zK9Ncw76GmwXFOwulj/xLlQBa4671zsaZJdH8NddiF3jh8k/wfHCt3ZSjeph12DMg2gCe2kbd7RbOKccHWkZlUNuLd8X7mT4g/Q7n+D8V3cZhzKcTAxl5kCEL1V+kZ7EqRcdhndAxFzd4pR60Rae/7MbKGYm1h2smhFy3ZBfiiBXbOkbtboP7y78voi4+e4zFzgmcdg56/zt8/bFnlGU44H+ru6KI7yW+7xKKxB95xsoaboKOp+SQ6m/inYeBbYFw9U8ptlVPrPGHcXVOINFBvjHvojtKa7Jp/EnDZi+cDvRtStMjnisirn8/FdV1DD583jgqSVFa9loz/SSl9GxqYY3aV51/DtndbD7QY2ijrXx9OMTm4t4YFNWvBrxi+WUeYA18WQGJNFTUdjXseHXTfBizSbFQm5CvTO2/YdmoZ20ski/Qiejd/aMcj+lE77U/iNyvO6HvCm+1wUoj/u+7pCunhnP+8deriR6PZaL5/DS3Nkxh+mvKCufCXyXOZaLCcoMbfkvM+0sZk3A60qMvYeJZLR/Ybz93ADKKO3PChe8R77ZMsYaogBEfZbsqOHad+R2nEoC9YHTDWvknP6s/TSmq4TrdPSQD5f4wZ/8oIp9p4PKDdfNAQs0dNK+e6g3kvVOIdUgcd9SmYOdVpE+2fbOsbkNBzqDa/sgyoKt3UO1ufp26IzFVboPfOAH4bMD/QO3oFx5tUj723C22upeeQh/oY0/ASftjDsUEP7XA+UVnNJONdkhovmNwQO7DYydId8nJCLbh92UMMh9TvNpSj91tjIRxW9MLcxdcaKtJ3yFY3D2u9Dkz3IwdmhVc93+QXMXFDSJeTehAFldzSUOUN29RNq4qhq6OpsJvpH4Xey/G7yOvI/wqRwGdXjrabgrF5dOtzO+8VlCupQtpu9Rk1fy3dMhxXH8hjibUJtlDtgZ16MjAk9oegBDzN9w63Cu8JeJ/6BrxxzLDlmoHfK5uAPb5ZoMbVFBDs5UwQcr33/zXHgLG+R1q/Q3bmmQb/d5jObbgWdx+N1j17U5rwaR7ibOLcSbqk0heAK7SSr94mrA+gnGnnBHDVE+zoNVh3WQqW6t7dYnMbHi1fVTrPv69c5AhwbcKDkPHH/XK8/Bwhky0gV63Ubo8+s6BsV1F5/Slnu5EyseVQzEVwifBs8Dzxg/SJPm+A1opyRoIRhMWIFP1b3qEzpMG9CqFwNaFQk3L5np2j9WCN6VEr4K9CzhRH81fbQxmGSXW4y1epvsq8jpMVtKEKEpSahyOlCFvvN5x4CzeSBAnhYusaUxRXu9TYujRn5m70hPG1ktlC5lB0c5CPorkSg8UIVjdvoo+8m67xIvJ5MhzFwjXpvlQJ+qgoZ7J2OzRsF0Mo1LLsppPrpTdFvGGhgVNpY07Sx2Y5A7wOm3SljB+AzEPNpIHUi+SR9j8oSK26LqY7ghv6JvCHfr6pMg0yq7xEOPtXQ3p5uQoMzYVmjJGM75mXbKAP5j6Pe+tIYpDt/vcndQ5nlKGdXWXAmFjbauctW6TueeMgXV+iwnWGM3iFqPSJTHxcILLKvHIaYCeXKXaZEFxmU9aldO/AYJr0pC2PcHQzLg3/Ry3vuA+aKVpV5gN5e61K7JbJeR4XSjOSJZvtB6fpKT0voclScAiuLRn8zT6XcCnXfia7+HfU1QropdYZG/G5yk4A770iSQPChP3zw898D6y80IIz5sv9GneFQL5L/X2J1s8+axOgfidLct8tc6/gP/o/DZgf6B23AnmPoX4DuDt//LgWFxpDweD3o8Hs3OjQ9U8Jaj7+c/t0wYnOfBitkVDHrNoZMKW4EzyhYT9eN56aqM178t+BrsJuNzcFmGKp4gcLMmKYdpb/tuJyb4hxNxcMLrro3KKYROuidHYZkNHe2HnZV2QZD9VcnPSv0eyN44OsOIl7fr9It6hv0NJzBsYqQEmIivd2jkJyjwQlmROTYC0pLzTMaTluHZklG8/HDXg9RZE4Pn6ZuzJVIXPn43oe1ssH413OIOdEtW4+938sGCpIEsWQRXnuBXN2RseGOwde8LibvCrCyQPrHGrZLoXUa1AFjpbgvwc5U1VTxJI+HQ+YgS/VwPkf2OILZuo4natxxTOXqcY+O+oZzH/RRhDoSyLWMh980nM3nmy+Q+8pHJBVJdBwiF0upbh3RI0I7XE45owwsU/dEoX/ncAqejPFX9RBH5USbKNHNW04n+WuC/rGR1mla9A51C0Or62fCj01lITyLcYnrfVxgEQ5r1O+PDbxcoGfG6dlh7fTb7xiuKspkceMrxcWhiucN/xcMiN4ed5nLJ02YMQV4KfrfBiQKPX6F5QhuDzgLZItdvdSc43T9/Udc0453LgLIAQWe1jQW9kzMPLV0YD5zT/dS8zNFXkPWqwmHcEtue1jP/NZ3if/cKONggME/heA0I+vbZe142Ytf7+yDZ04Dzr+tB8ddmXtwdVH0zfYgkLXTRO5FYJ+jmI5a9oJWY59i+x/FoGON8uJx4cZaC0vLE0fl+wvwE5jMOCv21UV8Z3cmsnqWs3U4vEKZlx8apS1CQrgwHTfdN0vEJUs07z/eLee9hX2nVUV6ellTi8oQvEPWYL+tmQT8FQXw+a//Ey7Pl2wdpIu+XwqAr8p2G05vgD6L0gffCZwf6B56C3w6U/vQ3xVdwsvLuLn67MnuHyPeMy7t38v8muFXn1USzSPvM+HV1PgXBloirMG0nOswuDnBm+nl7L2EVZ0YcU52tbO0rYXP4aZXeEfTivHWBSJ191ZoctGMKJnqTp3uHk5xmsh9X4686xb2DqRPXO4WYSFfp5lxYKL6PE/Eb/FcS9YrSq1ltzv0KnOe3kfZTRg73QhXPYMa+J9jqDWhAgvD+VL7xaiw5V+XeFKhUDxx6eFNcT1kpeKD8H/Pbs5ESV+Bce41nZLvY584wMvcOFCjnjkzPQRRfXnJhbHgxbMxz4KUa9rmnMdwXv4aKr23PBxTY4lG8Xtbmg8RVSXs5urcH9hgOIt3Bl2XDqujF2wKv2OYrmR8xtwsWHB/oSLxUzLBdo4BnZ1+aA9Iy1Ed6RpV/yFBTPok8Ha4dRHLMD1PRvkVdyx0g4UE5Xtq50pdBMJXt6/XYrjd88PxubirI3vOv7t4iPAHpBgR7zvdF0mg5M9IW6gDFz9353NF2CUGqnIPcTr9Kf5ktNlqZrjbT8GlQZ+miKk3rKsj9thOEAU+fJhx/K6+KnZwdyC48pt6mfWqqJOyxyizsUaEK+S62AxkfflOxT8+Np2ypdv4Ns/AEq3iMPSSmgHKup7oT22zF+41wSt/M3dRZAc4UeluW3U9bcpxDdtgUyUR3Gbn7yirZnP1PeU5e4xt148Snw7eFXoLqTteJVNpp/4yvLMmRu9mDzrsEx2mFxbt1j+Wgzpo/c22Rvtfzr7U+O+kvr5/WUOiLhfyS4G5bWrTtAjonKCX1HN0AXI1ZXTqztUHlw10ZO/Cv0k/QX6Oglxsk3tuitVQsaSW17SaPtdl7GeGzr/t2JA4Idd1Uf1XyZ/kny+cTe3Wnv86hHs+Ay13y2pBDouab6S/pxfNNZRcWGL6oA4hyNefFRYX6ioB6AaSc5Ukhb6zvA38aPjvQP/CBPwrvXBTwlh3PfLYz4C/Ds/3wav89118Lk3J6gsoUgmrllBv+pnM64dyj+qsrXAMuLL+uZZfMNOMSfclf0X9vI7/X+eIZEEdedOhlMlk4lVzfFCYyw55VZu3OdiKUJuVVmsW7Z2Fr/C4mbt2zkl5WGd4J9XjcBe8jlW+RDnfvvR2/Q8s1cP6LO0vKSf6mDYtAPZE//QCfC93bLvOVbJ08czIr41mXJrXvrxq6wbmV6oPywlCmb5Inv5nsBrycHLjjXYV406fWVX4hgb4TWaFyir0zjn3YSqqVim2oYj+qINJ7t3Ynruh3bb1e2LHDlSMEO2ukNBnO9ZfuNGGirxnI/WKe19efXpPfqVoX2NR1hBE5ujtvxOsQd95o2cjuE0Efb2Rgl0BzZaBSdv8FuzOK2GjLLO01MGIykSEGsdEhcRzXldPJ2zNlkuoF5hfC6xK3Ou4A3rE4dmk+jNDlsAOs4fe3Auodd9+lxz/TXVXwvC2r6tPR3vjKla+MxlCWOD5IWWHBSV+5Zscdti7uQLKzG+X5vVEa6aJJ53YG9icBuGIqvYSBb+0LEU1mB2jjA66Gby0HFtyndXdNxV2PY+rrOnGt7NGuyGn3LCz9gddRtlanGCD9+x44lzVnKfe0VZbzhE7Lotx2h2Nl+qwV7VG/+feOPqfiw3lZh3tn74VUR4+2sOk//3rf1/UYHTz8Vp/SYdlt/9nnCvQ++Fn+xf0lr/vxmrnFZp5nbw8lQ2uXcbqt8HvHWYO1/rNFZeYvizvcq8/C3AeTMwd9drOek3Go+jA/6z8Hsy//FFCHEVwHfyItuP4m3X+nZHoHvIxfYT+5slERsp2s0Fb8D8rCD3zgLnx2oH/gR8Gvov67UrbD7acDx+/cybz+fud9OClru3P4B/v5VXp7MWOi3AAAIABJREFUtf9wFe2uHAx4Lr02hT/FTTV0KXAMLkCGEspQT/F2HZyJN2zWmA8cYc3aR3IvecMq5Kr9d2EQwZbUFwu7B4J+Z7jW6X2jmXFSZu/QSahOVyqcRBHiam0jn5p0QtKMtEOwbtQKThzdq7yJXr57jONsfus5XraxchsotQ7y37T8CdiNZ0pf3DR8b9CUv6wWaR+zsEvCREQrOT7bdyLnVUQLj2G90dnS4F7WE5wt6oRZ4GLOeOuHGf5YD1cIOCA5uoCD84OFtsKF4sFBvlkt4Q53s2U6zmt6BhHHvkkprA/hOeoep79QRBTD0fdH+O3iIdonbEFe4CPXak+uOQAFDzOq0Ns4riVObwBps/OjsMM11m06DB0z8D7QI5EF99yiBKr3HDt62+w8anIFfAKNlXJhqYScAyrS61LMCCGr4J+D/11zkL4bSiidrpFfIz2LvTWEd+Ze9TEtGz51qT8BUbwsdFnJPSlCdoDpiJ261p14ksOguWsfGEz1V2QukAmiBvKeSavdsJI0wZAD3hn+n/swxjK7F4eYKDrj+/rFtBPSkqc+cG7PVqWifXVMjJGWkv6BF9GQkwYQET0iSfpEyj8hm6YO5m60v1Cm6m/Bc55ORlSTVOnqHVTsF4VONcfmTMbNy3tQyfbr5IimfBVg5J+55NhK4zAMnl8POtytP87ID1J1hLyCo+D5Wr8ti9vN13/UnxYQ6Oqu+LJ5pTtzh9ilWb78JVjPa04QPyIqmtqLhhjFYMM82z2lqj5RwUTrb8N3mdJlZjAn8q2i5Kep8x9AUPPtSZlV1iBA3kGWXR9m6yImaGrf6OKULOiqPF/whaaTzFAv3/RlnGi8myb0W0G47mk7rSnz+sWFiOFlB692hhiyb2xPDyeN+cAHPHx2oH/gx6A9Cu8fgt8O+v/2UfXV3y5PBz/Zl789bs/AbqTRuOlADFtv4IKzatMtbsfEM32Ijj9w2pgDBx3kM63SFWv6WN5bIUUpfg5O2dk7O/E6FgATCvkPV5ceO33xnvZ0snrZBis3eLxjrJPT+w1l3kNgn+SQr/Cbx0STq+86Bt4Bt4jW+NichvJ3A079Nogf2048hjo7nZSeHqAYV7wbsh5hv9us411IP+WzCypAkESqiN/0k2DFILsv8S4xAMc69JtOmlfyQ5o3LP6Sgya1rOpO0EjBOPmV7tgtztNxmD1SJY91RP+46q/YH7b7nL/Y/zLuSJ+5nSMeZbSr5Aw40nDfD98p7tKOTqy0c/yJGOjyavpZA6Pd6cVH56w/tlMiwXbtbOXdRo4h3yitY7kb/DgkivdlhlfhrO9cn6yyBEc0fqtaNRfuQB/fqc10QPyzXXpvnJ7bUQoLx7KrDepAWVzpL+CvpG3AycxFvXbny0tpnF18f1Ta8SxEl9+5hzvPC55W+eL7wcnoIKeFD1fDtmrlPc6qeh00kcynUp37g3TjnO2Q9bRvEl2xPz0lnaKi/Yy70ev2nkA00apW+OPGF1W9wReSy98I6PksLSr0icj6l7TP3A70Je7e3tuzXjGPP7KX1/3H8O8qxbK41fzrO42TFlDGHsCobpr5l7PZ/x78TPAcyiuYPZozz8OCrhQGjNRzc+VRXNX3sx7deW6nZdm7W1X3NvQhePl/WuWzo/LcCTXPkhSR9YfzJzpLqWjPizLn3VzybtjL7FVmsAerUpCfUQ9+Byz9Bh/4wN+Azw70DxDRE8r50Br4roDv7gjW7/xG+knb79R39zvbVfvuwt2d7SdH3nblVfj+iwHtXwPpqujkCvPsHi4zp3OjhaSnhd4D8EUS9fTEbO2y64C9u71uXGmz7NPvvtV+kjUvVjsfl1AVB+3cwY5dOPUJEc4kcqDvxHmSUH0a9rItRq7u5U/y3mf2DuHC8ZWHs+OPZ/RI62l7CgaF4gZdK/1jnT8Iy/Fh/Sc82wCMQeXHqqvMks4/q94XdZQPOgBExDm+1W/R+Rh3p97guOk/lW8Mt/0WatX+m+QpspbZ7BGeCRM/AUMVG+96VAfUGxaE3IV+JFeYXNyjedeFWE2c+0OPGEd8mHW3y6W/eP5eDWcIKDHbjnQfYJ+YDttPcO1MLTpA8YDHkS8q/hMY6aLtgjYvrx0pF23Jd49zPRLIWT3XRRYcXWTPwdGwO1w29ZWFWR7k71VMoSwQ6ETud9q7/qayK/IevDJ/CgpLbgdRcYIBXXLhm+aNRFK51wlXdZUN4p2K+uIUvcRfQ/8tZk0hD5PvLaKScoOzUXf1N0k6U9HS+gDRs3PnjscqOSA7j6MTnt3VSLi7nfgDhpYIJxtWDsgqHZFQZ3lwxV0oGt/3B4yuV98NeOqpaSnUMLvJrwNhJ19TAITp+j67GQcOY9Fv1/VKokp/D7iDt0kgVq3J+vE1QNk8L1YCeiz0heqpjtqN5riq9wgiz8fMz/tvyvS38nvpUVTuXx2Iz2zqLOZ3Zf7AFd6AvTe/3cmDYkKWefgb9RnRGsHKXrg5H6/mJnHUz+dj5zBeyg2F5A5Y3mq+0yrcSTPDk/zBVLA7Uel63++6tjr8nO+EPyor8vuWLy5moicIJxUheut6aTLcZ5HZXjCRsj1cYIh14QL4HSnV6N+VeDchibqmvqLdVdvXi4afgU37NidDZnRe02db+beT398szj/wb8AngP6B/xT4CeF3GQPvA/d9t+L4sneCd0Z+4J8Ab5fHaU1hoJs5ZDta5s90dohD/qI3ktPHTux897t2l0C96LWhNf21LKueJTOL1YnTWDNyHOaqXb/KCurtO5VTw13r2HE42rGbkIBjcemoK/L6Xn91WnwP3iGvbnd1gJM53t2UCq+27zdo+MjTK56yNyEYghFDjgPk+WzgLz5Cd1pyrc2yhHdiEINKmul2AG8dEIuy8uKhK5htTurCkTWsTkkfncPdrmoZH3Xuhk9ZoHMiOiGkXOjqgh6i51HwxEcuXBMQ7RwPs908QzFjptPjE2feoC+DGprvmbojcV37y+C5b14kP9+WGTyfHbf7nMuYQYlLrC88N+zvUxwe+vBd8lr1P182xYrmE8rKXtgmoXPIB3Ij9TUb/Tn6DuMb76Odk9XBCL91qlOw/jc8PKWB5bKp4tJfbES2rpVewfs2HOkvwyvGol+HZ9sZhYS3lzNBuZdPgNcxUQ8ZXYqc9L9Rf6HJV9NuUpkK6x20HrtdQLk7WS4tGookGU/UGf4zGx5f4ZahclheqHybuo+l3omLym5fWN1qtB04Bxlqk6fQa5HOIV0FqotKPR8TL2/tudPf+sAFzuW+BCePOSzoomyXSPkxu4r6K/2AMhuk/XUMwL4IrT4sjSX4HQS8O1y7vFVpnOz6nfwvvKrxXDR/Jd1/al52wQ15+IMq6YLDudgb5pddQPLXYbcY5TYMd+X0V2nue4NYbLAqf67K9KXpwifQrZTsAlCfmHkQidfuTaKBzqTDXmaUC9V8BRboNroRAbt8HyNUYxx/ngQ/V72Zdf1aVb2fB6Tg+a0qbZnhmIWtimGCzxH4F7RrwB+UChQbono9vYEEoSV/s10H8Il/fOBN8Amgf+Cfhrs70f8SVLh993fKv2OBgXOY/ENwd1erPPupBQi148qcb53hmwLnhYNpXjnnd2U8VQ5qn97nivim44Aq+mvakR0c8aGULZ6M6OwyB17I0sAvGFbRMO08njnBlZ2BTiSYoZOy+dc4gEtH3W1/CEwVv4H/1ytPb3gZ55O0U/sGyseT4rLQJucdWVIF2vhXqPaCdXRWHrxeT6xD5dEIQQRyXT/iAxrqwDEnblHdlfL6b9jxfx1qGkze0tKeLlywj/F345iYxFnpDH9vuoH9BSEfo50AsYroD5v3ff9osvTee9XyWKHuiDwPLjhZFAbdY06RQBsUeluaPkIDIYFzWrngeeG4KXST3Tl3TWrjQM8itnkO6JJyOhkiuEPz9jS6prOoSQaH8TnQAfl0KCL7dmiwJZy3TIJh85rQeUkUMJlPjF6Un7oWtqifyLBFu6txdS/O9AULnZf2Qldxl2DVpsbgK4vZpanlW1f6uY7FHHcg9gmH8cFXXD0tysM7j4+TaxiddVfejm3UGUX9JfTPdWLL1dh4ZasAVYaClwtb3S27d6wKbJZTIDegwuunoD/2vcRYt/5cDD5i8DzOQYjSrmqcT8llPeqQJyrC9KzRvVW+OBvrREOp2zv5C/pr9t9J4Hy/iFnqxEW8DiFDFfSa0HqS0ac28MYEOivC45fnmB0uYdzTOM/SxPCI5XH4e8IuLiTXfs6cCmnqvTN3wzKeEb9l/TfLOYaNRrnly1lrrD8RRL+pj+9B1GOBHp0dVwzp8M9Rj/VVQnj6yLb013dddV4+8FxEJeWdCCCkh03bxHZubaL6BDCcI8aa607nFu16JCspXSIIi4DviZCuvPQ6TWbr2/JUmyfQWeIy6SE+6zP8ujTYQGwLzRPU1vMRpjAMXSP/YuM/wfMPvBE+30D/wD8L//JO6pUx+O7Adrx/5070o5XsfxCeCZ6fvHsXVMaxfV+JdK6+8vnqF4EY78kMu/nPbtiYk68Kq7F/k3MnONPIO3HQvDxzBJi57B0SnCuf9VSOthr+CO0eoZEDEJKXoa2Mli440m5XF9LmPOPJ2dOuvpra+vsnyvzNYX8xeC7w/dJoAYHHw8v31oXCT2gOT5hAx06KVVgQwAUows3Ahzne0aKVvEN1Iger4be4IYd7LdDqNQ/T/GmkJ7OKSpWLwXnj5LOmlyDElTniLTvR8c8PPXZk/E5geai3x+Fr/gkuijqkwVY4b5M2HnRe9H4jvqCbQD9avaz9EvugKNlXksY0tJMYyg+2mrQZ/jq9N5vrfuPzNTRlnjw7lWluVy3QZdHuSn8n+8WNLxEMH+GoWFFouaD+epPtHX71xg1kTL0v9Wf116Yv7gbPkUsXWb9fn3U8ExmsT1u94/JZDDqY3jLBOfWYI8P4eYusv9yyo9p7DjEPC757Kira51BGnZodru4+zjfhGQZyc31YIQbrF7MAkMdOfhfBc5WnwHcia1RftXqbFCecfw19Ptxz6wtrs8PDybooh4K8wxfxmqBP80MYi/UO9Dtzdux3RNMWlOVd/2o3UFCzAY9cWafAjtE9gnvFGZ26hed+AgaFI5ex/63GDvH6jubfmW+clvGt+udd0DD3rf5Ypf3VGZjBTX18D6IeK1IEWYnZFqpp2XuiA8c4SW14JDSPhij3T7ZZ7H7RE0dVxeB5qhntWgpmSUB3Pe3Mb8WfSEF/LReCF7hygdCtBVGr105+kjMf0J6oTvY4Ge6Yq7UbXJ4s0xvkDzD4e5Dsj/g+GX2rgj7wgf82fHag/4/DbwU97wYhfxrPu/X95u7r3bee7wS5+1XpMWjH+vwdO9Dv9Pcz36D/zl39pzg9BxIs2qXDibl7RLpX6/qZd5ak2xnXtmkarf6bdvBv9P903oBNa1wgJsU8GieTJEeeINp9Yuc2xOK2wz+KTMvETdnihVrUd5fWy9Sv9tcOh4NVru9FCEvK38Ti6CzedXILyFkLHKrI1pMiBPnvXp7+SQ5rJoqHV2udU2Ubp/yQAgmLNMty2pt7m2+IQnuHliFuVY3xs+XZ+SRSdw0lSiJi1bNOJseCCzGb9SDWGpHxlBQDxczSV1OfENKJ4dpYENe/y+DI1EbaDnPEOwTYjpMltjIl35WEMytCublexMsvNOON/lrRj+JEdH1ChSmNZbXLQnbPxBNvXv9G4RzTcZMHFtt5tpJSTJgBASfMPxW02hNVf3ckS5esPvXrSPt3zfVNPbD3OF34+5LvDnRM0ZBrp61Pk6R1wm8lbJlYPn9QyJMSjdv2da/b031pXy+r36ZP2OwKeIcN5QLDRNLBgfNmfk7ZimRQTqx4uGQj/NfDJe/8Iqg6fTUnQF1h6YhEZ2E+Zo96rgDzkwYYWls/zTOkOZU9Mi+G2XaIx95qyxGZapwq3evnyrOWYRi43XMcd+0XSAVZ42l56q9ZzxV0kXS9dl4B6lV9MKwebRe2d+DnSqTPL/zuYwC4yD+h71/RinspPPQnBQYRL71ZfM94gcM6gZefqfzWXK9KPtA7d+CouJ28DbdhPnbQQ/fgBf/QThfWqaLcXGvBrZ2XAnsnOD0J0VaEf1UGFSlWT+7ZJyfwul3c3TJFvSdWJ9S6Nq+WclfmGiusMn3udLpHKtFTLcaoQqVctAl2jJ/LwPzrEOMV72HfRJF2h2Lq3mOSM/pjPX5+Ek/qPJhAJIffqcPj+2E79zlIcxfiEG+tgITAru92HpYb0LkmXi3jA/85+ATQP/CfhX/tSHGBO7ujd21cBc/jN/buwCpw/p39/ttj+lMLObCazvTq5shpaiXOFHBqiKNGg+oQlKgMY7mfJbnfsv7G56XtEQfSwqHmccGgQlMw5hXcv8MajMidwokN3QQ2/PQtH1fVoaPViUPiCOc9jauvMvyeA+aovFGMN98PTJTPgd716t4xfVY38NFJJwY+/J2J2QLZUxnZdVHUSy/L/OAqH97P7uQM5VZ5OShO4oguRCAwbyhD5Rgk4IqemPT70jEggWUPuoJf051tsh7lb3C+SnVlAKDKE/R83jU+fHyVe4rEIHwmEyMIdu2Yz6b+4um8d9+kA341B35smyGWgzJcpJG2gAMn2VCxjpp+aJB+U1EXAMSyXJ7re4ISoKhhIWOicI7gFGmVuXha4FwkOikKEdGf8nvqO1u4LDFaQFymtbGCQJDTrUsDA9p64pJ6M+x0BQS5NgmBx0J7dBEPGF9lVev2JTtVFsUUCyXu29ffYODxPsw49F9OT8XWun5O5lhnten18DVrX2705ZVkLpaAOoes+Cq3nzEhfzhsQ4CY/T/zuSnbsg/Y7Fkne9HGQR256yoYu7yLDObN7v4Z+sn6y+t0w8cuTfEOkXcMgfhqboboRd3l9BZZPwUbQHWpQ1JQqecb2ChZcKqLbKCYEfsBKsX5Zs2lK/01XH+8C+5/gi1PwOJnz66LlT5tiuVF+x3kNKjaxZY9m+6i1OhTesxe7f8n8oM995biNwsAT1HKDyvd9Q36/jcg2XL1p5bul/ta9l4sBD25NIB9eQSpVEy7NN4/dv3iv67EUG6wRw/Jw06rKA14ijZGxPpE1iHufs6IKQppIfLdP8o+uqYuq6OQMnG+ChflkKtabQgrq39F5hIzob5pQ/hNOMXcZAuVffiLskGmy8HMO90AV2J+0KSeevv7t8IT6v4DHziBTwD9A/8p+O0A66vwHcHz7wr6xh1U3933Pzm2v3Uyg0di/365sjU6SyhOvIPZUli+5RFGRZVieDq0OwcTGN6nrmdzEogDEFJAPWnn+ab8l+CZClYGZ4iWN25QIggSxWLLPK7O4Z+X5fewanL9Lpa36TCcVG1Z8N2OcyIXdePhnDhxwtf2hs5IT2YXHZOUt2GW26SpsfoGKNp/V26OfOOcAqNyEjwrn+0YW62oI8/5u3ZiiJOCdGftlTEULJN1cMLIYyGpyk2h35dWZ2vt4EYtkI7MJXLOENcKdN4DxrbzfNHHsGWxKmOVu3bUVPiCvpmsqDHzhvU0ZoNBMBgOr7/Y5yM47na+LrSfgls4AcXpWMYxmHhRcGyF7HTR6VwYUTXWqb+FjBk0g/adoKg6cS05lk650dBoUarQPoMNI7j6k21WyORHXfAcyEjLvoYvEOMI/Rn5IBJ7qwwj9kVrbtmzjdFVCwSaAie3J6ZeKQ9pnxaZvdbbk56SbGB/XwTR78MbNeBKH5d+6hFemd66fnaW7p12B/21T35Y51BxrvlgrGOAAYOiqMt0PgIkSMRTbmM/qXLVIHLUszmAXqM+9J8LUQ5lIH5uvqOqGj6FUvbRhn/gIsoaSzTvpA8wQA7oOFJjtl24sfFB59uCFHLtx6pPIC0Gg0IvvQu9GHVdzAiL3TTtqEhyp7+IuKXj50B5Msp2rbRCpUECyf0oiD7AnlsPTtm3uwyJjPu+XSuwamR4xw4NUk+mD/Ovl4uv9Nem0OosgTLPHw2ed9i0PVrQr/e7bexDrLNKesrL7SIwOM0klit6a0y6KaZjkUVXZlqmvOLJLA9lsc8R9NdNnj+Z55re7jq8sR0LjNJi6zrLFB+VvJs6wqs8KD+X2NbJK+8m4FK0u7IXkigRPap6NoxdWPT3TBBdFwbCk9+SETvcV6eOLjFeNGmVrxqON6v6SFDrtG+v/AP/dfgE0D/wn4H/evAc4dXg+Su7z+/i8g7418f23VAHSHZ5wlHA0xMijvrrNq8sxfzL+4lMRqceuztDKsaVBNErg1dwcg4SF3X5I1AZnEfB8wDVggctXmYwZM4a9eW+ZsRbHf63TtnlPqhkieM3DahDT2gn79pqMni0XpwrFdQNl25f7C8CtP+lIMgA32XQTU/L/trxUw2LG0UVH9P5sZhYCp7uPfpnyUgZRK4buyxFh3s+WP/JDiDAOwbPLTbVOCimbIyr0X05K2j0RErVcE7As6rTOUJ0R/7VCdpLcgyf6AbZ6S31h37od/BJAB1xqnk7Bc9jQzngLhfTiTswQOVajDvPBW8Yo9jhO2f8IAtQbQn/DMog+iJ4jqiWIOqc2AL+O1/HkQqpJSi6xIB8sv1TMcBRkATSkvwFeJc96/DBesBG2u3M6WCzCzSRUmkPUnJg+wuq+/k3oBA+HO6XwxaYtJtjbU0bK7C8PjIruiFv2zAumVq+9J89YKQHF7zlJPdEPI1ZgLmgLRCr/BeD5ymYTlq+iF/UQUxRf+0tJLQ3XIshUyXvGP7xJF2drGIJrv4AHRAFMCxOkH8kHWPHzrSublhAsGSpAb3W0onpyMjHsqgr6zcoEoLnuiiq1TUdRV+2Ny6weCsk3bmYJ2KfRVD9RfsguhIuAw51kTtA0Wr6y/jpdbka9cmEF+c1Z/XN+1UQ/ZtxMOkxwhtJkJTadyD0NNzGJtJt8gOd2SzKVq9CWjQtpsh6PhYwSU8rkwZ1i0tLoPco6CupIdjzVo/XP60vFnFA+tvxrzMP1vPTE99yNe8rpTKI8siZzj9H1te5sLxIu9LXFdrPms4yfomMFwbZOa318BeC6PWnR1qF/Ba4o8O+H27w0gc+cAifAPoHlvCy8vil4Gr3ze5nof4u31i+v1vevwx//Zv2Ed5NH99evzNq0eh8DY/LgMlOnFWxXeAc0dTjG+VpcEDsyKXsj8XOAW/EV0Zv9PKMzWtv5N7v575+V1bnx7otN+PE/zWovnuVcSyrr3EIhvtoHSOdM+Jmf+w6YVVcmhXuCtxPA/zcseefCr+3SKY0PpF/RhABd/q/cjv0eUpH5PAX3bcma9zeADflke02989izN+cBD5gYO/2ILJ0wFYuOVZVSre08Vfk8npMzuEsfzoKneCai+uKJ6r6gNW8QwQdnezklUkU65yKH5kvPCyAbjogfg6kqLYGDmlnsa69YUHAdVs4oDrIvrv0fitEbngyTuh2f2R1/NsIvBH+uKJ+LCLSE/AL+yJS0CM1MPCOBtknMw+frrZd2pviPsNSGhf22kDi5Gpwn9evZe/gIh25Bhou88OLXe1Lma/D8Nx8LKWsDDRCEjnXX92x5W11iyqa7Nt8lzzjoJMWRQxZUJsFR7DqM04hC6i/uZBp8ppfIRTmDYtfCGbd1mRTxurYnOar2kMmYzAQcDaNkyPrEQfQXww6B+47+YI6npnoi033mlnn5Wv5uYwW34RiqbuVLoQX0eB5xeyo9FfkoRfKn9aVr7Li27KOSn/JZ2beB8leX4lvzt2Vvjkbx2RDuEl7vNi8XFtoX3yVv8cTICDUbH0tW5nswVhVZ5ti7TvGP9dHVZ338q7hyFd3g3635g6d4XSnxXn+Kn/zv2mfybP9Meq9kVzqmsTytVKPeq0t/8RGr+AJOZM4AS85PbpfPpPNVano64qV0yK5RX8xESi2U6zc5R0eeSqIfpcBItxIX1qry/nGd8BORvbyW+kfX4fkWToUHXwk1/ZJPvCBU3j8NgIf+MAr8Js7k/Ebaz8RgH1m1/j/4s7tO8fg/2UQw9LcJ+wMy7skN8Kvu27K4lmP/RWGUjtZiEYra6Xiduj+SlwmEifNNpfSsnkbuDOJ3NcgfflUrY5mubl+EbrOKiZVNtE5LDjRDWbmUNj3y9L3wyHOIdAQeTyWuHLsPA/V9OZ4MKEMGTdW3iRelBOCHC1KcYs1lH1Pz9Z84kqQINqckL+qGdJudKxVmKbPfWHS4MHKJqzFcXxPJovsjIJcZ7ujmdDOkL8Bf3BPREwj06lvtf4i/ijLj0YU8PVBh9DSyF9onzHwnCUy/OQ/tvusSaxqKUvIs/JkKH9rWq71aSEDzJmVd1X6dCdKZfjfWMYBfZr+KnCt6mqepb7Sh+v6obAav9hHiR/gGfzDMY0vFRgNEGejOZR7OJ5nzTkJYr1XH6bStOs39SiJWD+j/sJ+dO/hnSexN9jhQLY3pAlmB1XmZRJPDEUOCs6deC/LDzKIVQiKPttip9fYOuxClcn6IOYSXPqavIyfOkyiEhC07po6IJ3qDYIiMD/STaCXqp5y8bprKyqzQW6ejDpLnsG7FXi6qvSXyUN9vwOwgVKQMPRsph2UcV5/GPmKrumlBrZrhTPK01J/RX1b10QE2PSW7ga2K67PiyIi14YerwqPRYF386KNUJUVVIm9r3ikKat9CoKzy7N8/9dgh6df4KA5nN3FrphKm/Q0/grc11vPlnLs+yoL4vR3Ph3bJ6z9Huf5Ux6nG07ynR/QbXOwBq+x1l+hWvgd8LzGBudfroCIo8qPKKNBWHBOf4Kr3ncJl8rHbji+WvWpK4JvkMRKR/0VeA6zJ7nqeXimuC1hMfXzrz7Ptp5bc8oPfOA+fHagf+CfgH8h6BlXjr8DYlnPlL3K844jav4SvCN4vjtt4MchOppqF9a+nG43DHi4cGF65SxPYdzg+M8B9skTK/w2Y4Z8xZje+QpPHNHP2H+DlgYYFFrxUtUmpLzaAAAgAElEQVQ0eZRweTqA91zL6nLWj3C3ybWJPDpsIyZhhoaBFKJr99//GCAN42ITjh2ZLx2YG/ZOH/ZpmebJALmStqg0AS6yPiM7yynvqplHdTBxsRtKNpNX/pZnglfisNepfmhC9qOKB8We0CD3HW+RLRfP0Px27JWWHdmgc7DuMtvcn/vMfeIjYjnCWKa+qu9d0PqO3wPqiCEHCcyYLHWC2HAo5UtBXS6wzVoafs5E+cMpQShL0opw9O4qk3/Mrl2KeZCPhqEEsPKuwbcs3BR/2qB0KEjwd6njUNITRTJonH6uxGtHkAZl5H2wPxrqTaivRZRnPsEfh8g2wka6l7ZiB+H9vAL7yV+sJfcWFs7EMwswP6kcltfN1RGuP10lg6zBRnerBSDufayvxO4AQiGePkUW9jrD7yy6EqRhQ6IAmbxVMRtivMOq7ajHz1MQXXbDTk8zT9GzbwcunOrsi16vwPdp8VMMxjJemo2CRop6Kps5yx028TrglJbJt7ZIDha5BXs0t9N0OC5c04dNvhIEh4S7IXDtDK+BM6G6l7YA7HrvAjIDcGeRffK5kJ4g4kkpevw8+X4YVqFrr2eJikF2vQc1jeFsoowskTvip2gWLnjI2e9/4zYW3n3+LNXqOzAiCBitCol5qbEfOlBC6N7ehKrld+cnr8DOGojJ2f9SJwO+E6JGvkd/mRyMZl72HRbo3Dc3sZBk4CXwNn0ua8uh04YdeHMHpozpQETMlVbas+GxdXXp3uSxfXLxegfzn+NTVKL9FWUKNyhWc8Pdg6LqZE539UkS07edu1LF1o4aGlnvbUa7O/INv6ojNqXfG9EdZH38Frgj0g+C5y7tLRl1IqB+Svd84H8RPjvQP/CBJ6Hbgf6u3ejvCJ6fwG8fp/6X4K/1RZxOP7sbKRrcjpLCHI7JHA1yrbsv5D1RMsb7Y3jBMI7mOzjRy8lr4KtqN1kH5nxbT5D3cDBRkMvOF0K5jcmhcguVN9NptYUh2aJxMjb/KdpZF0ChUyI9d1TwL8Fqdmg7r64f4wmm+70BU7/XcdMU7WA2z8MuqZjhlsoqnH9RAD1FH+z/LYoY+I/EDST3gU6odvB1n5GQ3WuucnHsa6DacFA5NvtBd78ROCTAOeFls8fdBc+DLyuecFPtPMf3iKATH9h3QBF2PHqwm7r+Hf6mNn9Q2jD8C/zV2WmplICfKxeupa3s/6Qdg9APYGMmOGnS2G8UR8vkRawXf49hsws9ySePiqMv1L+abuy500bI6vRvcQTPII51xNeKZo8zjmPCh30ifVYoyFI+VfmJ7gXP70Hg9OX7EjV5F+WTy8+pr9OpDqG+SC/y0OjmvE88vxcJnAFWFKE4Xwm0SFbud/R0oXcQPC/qWe08D4JjV5r+mxzQIpsBT3O/s7bLtXlRXZb55AQayoe+jPnXBPZlFzPSkrUSrhcBapvPYFAhv1N96n69HmtHwMkHkH0oz/tuCAinBkA9nmaVbwr6ySeYeHwZcRRqjnaEVmnjsAKnD7HdgABKbt/ePPNjh8kJjMVdRBbKbQb1NvuR973s5uArWXgVhs8KfUJkA9u8Rjx8b96d7dZpes7rYDUq3xVwugmue70OC6/1vu0BZLynm7ellFu5ox6OOuwpSH3W/d3AdJNcdFmdYc19oA1w7ds9ODmZhNb69K6Eq6v38zB7D/prufucvRiJdlpj561x8jhsATpiFTx3Yjv8xjSM7zr8D/RarODU9/usD/YM7uuWGr4peF6V1wvJTSGc75q5xGkZ9+r/wAdeg88O9A88BVHZvPoN7N/+1vrum9S4EnD17F31331/kr7DtTLOXq3rVTj5RvhP7Qp/Ztf6Ls+KblxgoXD8+4rWeF0xoSoRu8zXykp4RdEGZctRzDSLda3+YlzNqfxGLD6eU5uc2Tm/BlHYdHAwAUrjVSV6Diqn1N3ivtPeddBN/gpnQ18epyfLFjMQBQXakzfbDtjLhxqfUQZ63jj8bc1ugsDgWJwJdCdklT88TN3TONeewzeMJxNVX6g7maPeqzgKCMPm6iQLDUS5xjFvhaz2L9Od73LuFrLJrjd5hw6Py8cxxxgXMQ3Ku/315VEz9Ca7TA9Gf6c3sI2wq6r6jMyyLpXxEzMlGp+/2LxGwqvoDHMaS3dTimPG6ENTsfWIvkXZBs80xoXoF2RVBbNtt9/VNqtjtoE9TnqaQFOHr8+3LBRXSt+tQFtUWOnHyl9V1rvDo6vwhsIbg/zGuTAWSmOB9rBC359xgDf84/TXmQAc4SZrPOSPkwILJZZKW+GTvwuqCIzwLtiAqr+KIESFQ/U20TNFEqjqNxRTyrFIoHWOjK/omJs02EJiZs4doHUNSFLkU/vI3ap+9jSVkY8B7G79DJ46Igul4p/o1zSfkGdP2B/SVd3C27YEZyLEHWEXNZl+whQ5eL5Hcv7D5AJUab53FRrRC6cF1OMr5QHKSQfF3kAy06kiiW6aFOKquPrFB1aQ85gCuRQw+7KQjyNdVC+lHbXseducJzf+etwR1LsnW09U4Rd7RV0Qg3QMu2Dr0vonDD/ZXmoRjjZvnatn2iW++UWiL/dggbcW0GuU8nexWOeEbNb2QpGiZaDrJcd0IyXy6U/thh1gxaNGvezb6hv1XXD3JkrRPkukKWXOidils0SeDXKCrak8WWO3fIvXXOQ9ckSUdGE3UD3/6nBy10Gh7Gh6VXznW+70XmlmLmXUGQgZprHDhSNt5puVbbLvRiNb+6u5w+vG6A+oNKiJCzkRNM5GQGVJfY//drCbDt8uMvkEPvC/CJ8A+gcSPHMU+atHgf8LR4lXQd0K57/ajm4RwKtl/ha8a/HCqpxn2/csPa9WRMfnVnpzqFAI2DifJNMV2CFzgPVzAI+Tm4swlcZwMg/BqcE6AQOHDhGNeTylc4ctFqkYLtGB9g2wsndfKBJ/T9Mf50KcB9BBehkcNuhMWPEYzLaeM/lfnyic1zOhqS5h8ixqjkFisHw6OVPgQe5H6fhbVXPxzU+b7wy8DyAOC6C1sy40IvUT8bhDKvRNXHmD0Uzzzqsc9H6fSuBFjqxX/mOSKKvGGDQegx486OuLNCDh80Hm5Jzyzwf+MwrHRiWQG6jkTUq99pws07T6KgbP5betSwLjQksBYzb9dT2a8mf40BIGzwW/1HalYXS64JhfT6IDO5YB3AjvxY6OpQZchHwhQHW1xzvLQGuGet4oSYuCGC6cSlmQQ4lPKQ9OnliFtlAhtP8SrF7eFoHSEseivedy62av30rO4Td0eCE/7mC0XQDs7EXZuWmLO1NfV47VRdGyKEtkPmiBGoekcO6ZZDHY6oOJUjeZ3Yy64s7AFQs2tHSnysK4qj6jS6aJE32IrQwMxHzJC2cISHFZb43UJvKydZiuuv4eNAbDvZWFLToGryhddzj1tSsiyhA2+S5iYQgF4TwDR/54XianEZDnk4JnEoVMZB/LqnwuHH5MkXKx/72up1JEu4EGaQCpzI82EpUxG5O3WG4HhUKIPpNFGd27dnH2FqaN5+59ivMp+rkM6K0a8l3EREzDjZvJU/3HBdLlJ7L9c/r/NauhMl/ram5Li02tpxhY+2TpF55g1y0AO8VWS9+hcPLsqLJqvPrguZt37FZptnXGZ7x4WaTFVeGg/o7wEf3kxIpXACjTBy7+U70Ffrgp58ruujEmLdapS56n+0Gi/4HGN/OvhE6wb5JN3FY+Frd93a75C/Iog+eFTrP6w6cbZYEY2kUOi1MI8uNm/yI8J0mPJeiPwnE7VPEIU6FsoErdvrHyD3zg9+ETQP+Ag1eCkt8ZRP/NHcgd+O/p/Y0FADunWPdNnWfrege8C5/TuuK4dfAqPndpIh45W60U5XCdQudxF4SbtXuLxoLo8HoMbwRXxi5c4NGGw1dK1T6D5AyYBv5lg9XfF1r3YZxQn+Z7Ao7s3dqULjEZK+xX+eNdn9OhPIAckA4I7pHmgoOhnkjBTspNG2roOvRdY4cTpH3KNP99Bo2wAAF/OT7HWcacMI/ym2oZkcun4nkspWp4+O4kMeHaYag05kIVHXYBt6vDvUxeScAwcdNAuQiUwkkjTRhIub5IkV4YNFBZIk6dgA/u1nuMB/GDaNDX9T2+UXOH4LFr4sBvuEqexMAHoik61Jr3J5SxtxKnc0OrK5Asxge/U+sDpldmVoeSeeSY4Pu+rtbsrInVOwdT6pOK50zfOcyavBg8L/vMta+uM9bflbYXVye2/SWDsL4II/1bY+HwgYTVeQLxjauMIfWwo6WZiOhL7KVZuwYjuLA1DLPSdgKcDfed0t/TjL06lbkL+Ze7LCVZSduMUp4vJFr2Bt+lu0Sfga4rF3INf3ZJkpzsm+BsRknQoXMHVPzEtmZ8k8oARDtbazdvNo7ATKJsvCy/vmnO+t4tmJmLhUKSVJNcjmHHmHuZ5LNcOkYWgD3owUz89aCvGYCQQDDPAsbsmN1YSCAAP00SRZ4rY1XmSNQTaEsVttGUK+wJmwdo/ST44GyfQRTnIByRYnZjuKshsSYGBD0WbWu1LWIjxdSBpopuD4AZsJyGVxq8KispnoRxyvtcXDk94i7m7VY+bzRs4sUyie92wNCvp631lyfqbLvehxv6q4Cddvy+4Pkag2r80RZN130UeolRzLb95PYr3cG5gi7gWOfP9nZfUb5sEArpgDaFzlG44SKAwyA6EbQp8pjMWeaCMiLUNRZEl8xae5IlZwPTY8vu57zEvpLBGETfY1BihXbxUd0jXN6jF6eP2ZcnczVMuB8Dr8u+Qm0yHxyVGDjqqsqgfg422mFR/3tk5POY3yx7Tr46S21Lat0E5Tsb8IEPfAN8AugfUKiU7DNBwJ/aif7TQetVcP8vBM8FToLo76jjHeB2XD8ZcK5gVY4eofrNfYR1naTDXyJw4OD9CoZ37+Gk4yoAdrVovWbjXvObORGBiXpp4okBBcVdZUVjv5j8Y6Ar4vGEFXplCW7EX+XHg0ZEJ9Vx2dFdus8Z/WSDSBc2oz8m7rKJjgU33xWaOXAa/R5Aew6RfG4S1NQceNd/z9K/l0TXcd++U1t8uHI4wr1ztr0KKDcY/hUYJNTY896idytnIRa9zGQOGSYygu92P8xn1YZ/DeBO50G5A93PJo1HxGkzd6DzGDQelI5qh+QaDFkO0zC87jqlI+4xt3N4WOKQCPryUK5akxi8OFVKHIABbcWdj6IvrvTmhGFrm76ztq7CO7jjobQDVJdae1mc2m2QBxUYAw3Jo7xbSJeMyT+zKSP1N+KRa8V3z1FITNsc8Q2Von/Nr81Y2Ty5PfV9eAWsJ0FBIqIvxVLGBsczekktFIll2ts4gui+O+2/ZgTeETzvoEHvVJehLRxlpF5O2hUeUH1G5PJefeuIwd0bTjZGJsVhfER3RfPxjRDFEi7sUNXhbKJ8QtKyYIGUQQ1yYXbLCs9VbWggXVIM01/TiVyRl3wDXAi+CpzjtS0AE9016PE16Et5JeixGAlsAHFI9WJ5B/OxKOtkHqLSemCbJ3XB953qJboNsB+PU1AbaAjeyKBeBzCRP0WgK5B8V2Mgnq0jLhsyZTeO42vFkdqng8I4TpvIyBJ5gShvU0fjqbmO6RrJlOWv76hb/L81iMLtq/PFm9njJzRwDOPJVCGR3U5qRhFyKvN7uF9CS7rfHjzfYgComPQU2pfr9SksC1smZuNN772jO7CC0mzdjN12eO8i2SEk81hVVJAc8iyC6CjTr9+YwMsbXBCtO8+HzeFUrjCr/fpWEgV4utigk22SOh/cYk3RD/exWS2488X1ZV9DPceXc9okzaLZtCPlWeZlv0I+h8C6DJ/pbv8WON2o0lf+GiG+iPZ5GepbIVjgYa+3rYjTGzO5P/CBfw4+AfQPENFzSnZV1s6QWx7N/IaA9KvtuVP/T+2cPq131/af3PH9LJy24V3lf2efvEzPDEEDheQBCLdrZxVaMpc9hJOc2DchfVnKGcjk9RWQI+AxTpZOFqDgsin5B9+nt+7nvn27Hq84LMvF2F3wCueP/sacZFqEOPKGGcFguD97jF2Fiz5IhjW3yU/q67qnyhv5JeetSjMsc3PGAsnG4bWALmU9ARs4VPBsOifiVPQp/jrroTbfIvF1RO/p5LTAHT2EZarQa7obAV5h1Drh7R0tcuzpgLR5BzrO2Ic6M3Xnw2PQYH+EoKIwdvxWecayCxqbE6lgxHaeQDP73zkFVHc2ZdYyP7YmLP7SFLiIYZYRaZ5D4LxwNOc6az6pOCf2bXUtLjrbEVH1xphpjBBwwVqz7oPcHVt7omrCfDtRtJcQ6xS39FfhJRn4V+Qr5wdGFDooEoiwxRWCT5T/3n4p5XsCx1GOhtMVC1IkiJX8egr9zv8G7rx0ETFMkj1hntb1INwUPA/ZwkhXKDnjTfOCReLTa5pK34z8CMrQoeHAMzhcw//1wIZD+brWX34NVdZXBlOSDJ80Oa1LISGLdab+gSBulEe5jTx5sT7CXcw5RQvUqdBEbHOCTb92sJ47yRiLTOzsDL/QIHZnSqsvgmzJQ0VdwywAdN31dlkIHpQCHV6HRa342+HQgejmQaSxGna2D5YlPUJADDOIOx+irePmV/2FlQ801ulbs9uizbto5AFEneBOQ1OdI+O5t6kq/YKnFPH8RnO06WE5mCHmL+ryk4yPWbYWpn+bzLW0RD2UFcdjMyDrqFxMHLopWj4UBGYN/mSifH/VdALYuXLdaK5jwkwW1WG+RREdlAbQK7C3oxMpOmYDexmD5QNl6Fp/RYtYTv2S+dhVp5x2WJy6s23BTn/m1Iw3y9Ia4PC7V4PbBNnU6ApF3eXTXV17gz7j4kzO9sJpcRWXu8++qQ450HvhgTNJybU4s0wxF/C4NTZ3kd/nXsM5i3usvLnsee2kHpb0aV4FC8HKBZVPyr/E31XZqzp2DLoejxfNiQ/8j8DjtxH4wL8H7wq2/+UA7r8A3YkBp3lePa7/HVDu8PtheOfikVfB9cetnNCGtU3c5w/zZiZSx0hRyxHoLsLTxmx8k+q4Jb8j6nrPCf+yHFceOIWWeL2XNjn8kbbH46iOiyJ4Xk4SwNkT8/kF2+JchXuHXQFF2mWvZC/SrgZAYT+lPX42Tum2mfQMeP0mWnblw73frTX8GI/wBw5zhEhbmc7PGlD1I0l96BB84G5hwIAtWCinVXzn1CTxzs6HB04C2a03HnPn3QMdnjlPcqjIPxqsmHnBod+JkBQcaQTSrue25LZ5r85bZqMZtmcZV9Sd7NBGl0ldb/Lk2PWIKXyH6CKFWCLuKtI/hhLCZxRc/bUDU2So0cgGGqeU6q7Qt1/MxF/X7xfiz5DP4a+ZU1uQzxvEoGWvgZMt80nSX1FGgewo0Eq6KDlN5T8I6okeHLHfvbfLtxnTLvV6oAsJDrXp2V0e2RVF7jtuoj1E/XGnPVD3wOthC5TGsHaKXoBrr8tqR57KWRqOpuXvi5m+yI7vDNLAyQv/FwMv1gcYzLJg85XA+MnLQx3Ub4JOf1U2uNmH9jsG0Xg86P/mn7YrQEnysHpAdJ6eBIK/xnSGYlIKXQNrHeJQoPXfDnRxh5O1zXHY7jZQFiB5YvprGkhcLoIR3YX8FNHQa3bvL3nr6YCaer1WhvrnP3UAypcZsTe9xK6fVXe5vuZWF1U8rs3l+t23Q8QVblSeUdZJCF2wb5ueKj49KaO2RevH9pDTuzPoxvLk2fOw0F+tvu+L8XJzrHEdq3FBYdXYNlTT+i26XpGFimyYa1QA8zCTb6cIvA4M/5YAtsSlw2QB16jHtWmm6QmwK+TO2YlhmJ4O+q3hCRZzglhsfaOXM/vjzAuWwZPuJt9h4xK9c8Qvl+f0QUyk9ptH4Zad7c10txjU+RNDuaU+XNz/KiAiTmY0/sSZLk6jMF+V/nqFmw/uw3GeT7zoA38MPjvQP3AL3h1s3B2lvcv7U3BnB/hPwqs7tdNOnRttetfR9b/Zj38peC6gq/jRc1TZnIPmC+k/9kZGY/P0LWbSbyzCs/Ukc1mgJhpEcNyPrASOKXZgQXOp2FZAzsnR1QTskViE/YgBWDwLl/DkTfQS/XhzLLt+cI7EOFkODhNse8RYd0DIrpPrIV2rwOOkhYsmY72NM6NMnid/SLn4zG6yfNn1fjXnsnfQay25Nc6o+FB4b4eQ9F/Aw7ZwhU5XR11dubI8EfmzP4dOti1JwI+nvt01z2fRlBVK1cKLzh9RHZn+M1BUqrwyXS7qjHqo8ybu3KudaezulBWnw0YCD60TicPzOCNPDBIEZ8ToVJc2eo9ZJtGcyDLtKgvBdSIGun2XXvWdoJN/Zj16NskMyFmX52EMGQbAG6oV14Duckxy0kp9UB6eGAAzPVaKB5JFF1d/z52TFeYTCZPjMzfbvUdlcyz7s8Cd/jKPjP0HYzhQq0EevBNdhQFzcYwO3MkHPYSdGgJOnVz1YBTEwsdEjub6rgB54I7ePoADddK9r/Va3DkjBC2GElUHmBTlkKkYQML6orIJRkl/ruhKlol9qLcFv+q7qo5dQyKepN/31vpRj+ICITYbc1ndG1mM8WI0u991WK+FX4/H4/orAkAr9SCcyLMs4TUT/hGpfOt0RtMeYUuPixO2e9CKLoyNR31luuhIU2fCNppmV383jG63O1k7WtRnoxXTeXKQO/4ULl03x4B5BdOu8rQSEBgi/acucfa+6PG483xgCXbNBH1GxPRFgwZ9EdFDkbl+x/zsgdOrBVz6ysbwlAzeCqrHkA/kzmwrZxuu1VeCuAtddZgzylGu3hQmkcHdTn3xtQ17d7P4ZfKiOHe/ktXli/iwYLRK728gHWCE92jvU34W8bneXH3a8WtEKYrRqH6Kapp+W3SoKTB7xLYz+3pQ5H+n/kq2TxJMIDxlDhYXZQcd1qlzRHtctteQ+cgY86QnUtnSS9X32sdpPsbpItcvQmjqr9CwQodh7vv49zYBK42UunxFK8Vz7l4oIkauBaVIErX3eTAFFRrN34wD8j0sUBP7xh1LPiprIT9wfBxo/qf02IkJj+0Z+Ic2+wHIiQ4tra3mSE7W3lKdULbcvJdXP/CBu/DZgf6BEtxxyMlR+n11fWeed8NfDL4iPIPfX2/TO+Hvt7Wn8e1q0ZWjbMk6OLU4NMc3dcWF2bi7DstYoZV2nsOqUX2/MurIHD/6Ny/SM0lfNmiB5BOQ6nXzJZtclh2J+BS+hbyTb4R311/dJGj9TAq+pCfkbygg11L29x0eXaccB2nKLP6+cprdKKd2gA8/uRl1BQMvEJfZtzDvJiIL0vW79270B5RP4OSg4OywUpl0S6xWJs7q98vdzllVevUEhK6Btx7zT3dAEFFy4nSFyTiCc3XAK6K888x78rbNvJKttvC9DJzkILn74BKD3X6+BF/mHqrZNNidbJP9+Jtb4Olh9Wcy0GSk4xHwNFTiN7WhAdudB39fTF88d9gKu0T8L4ZRvoll4A4Vnv9o/h8wb5b6i4hcx3U6jLyqy+8mH8o4qT6CcYMxWgMqyioxPJtyWJu2QpJydx/bTzPzif6qayqSwI3SuegMvN8ZXlCc6C52ugb1IdorYlmgneEX/rld4JAUaV/oK+ovTu1b8bhW6HStOeplt5vvC5VpUFBeDFP31V3I+ksCMva0EvvySPrxEYLoZ7oLbQtJD7uK8JlLHHVBjVvOUrdnHPzVZTvDh3R39LRBRE4mjIXnGAfYyqihfi5yKfU0q0b1bYS0GpCGGlb3DQLKO6or8B0mc3LSTkTx5QF/iTmHLZn9iyeoMDN9gd1J8IvtbPmU8+6/H1BhHjwZXCA2ImV7A3eR428FXV6pA+vZwwi/8To/4wuJTfonodBfsQ/TsyVE3FDPxGQ32hHxiHrLPV4bFKazpk6B+04nEWW6zrL/pB0mb3AHetSxEfzc4cSOeBJcvx22LAXPn6kX+cp0ls4XgpD2VbxZ2pTG7ElGdraH2vsb/PA9jvOqHw/RuZ23tsOe618OgsT058J23TQMg+futJopyJzeWuCV9PTCBvppSLZvBVGvbfoN05W8VCw6yIXkem6x+hvV1gc+8Ap8dqB/gIj2hvsqkPETu5Bfwe+/CHfbe5Jedz7ze3aWfyd8N353y3+VP7Dvw5v53q4tj3/W2UDqqFk8s13dMWV8V5fdO8VHwMucZymoJMbXgB130h9jUFqVDzvCup3KuUVmOFsdvn5xkl6733LTypHesNcYOYH2PZPWhTbpW/lwXDtfhjhpYEeRYmYfQaTyZJDKZzPLjvdtH+F3u7umwXgs63Hlxgl7xQyjp9ft/GFAGqBk9x1y74AxGrN3JYcBkVngdaMPtRSpYfi6HDrGDSx1QEE9d8dKgQAiLQh7Sm2+gYQtcnx9ChyXHtgd+9uIdL7EdoDj000O5bKhudI3Mkkad8ja0cT5hAeQZK/DDTmR+Nrt5vOOGCs+03hRcnpvMp7DkA9IMCBdHqbr17wVKpucKuh7snqTdrWAQlC1OnA8ryCeYV71kSEdy9dTCCJzzHYwm/ilEXm60m0MZYJ2G9duG2uX6VfnqE3oZ1nf8ZvgjeUpnpsdMjUcSqCpu+IOPtxVZZQsNAJM52RWQWhQj/buTJuthohvbbd542fRxjHChsBCbhXlj4h/eYkFeDmsPVeoZH0v7x5ExA8aX1/Xm4kww7ZNwSfWPUKpHiOhcSbjMsMp9qzyhejJsZajbrTEztZLRVrpBHkqxhvkRIiLzuu6SmS2/FbxeLj3AvG6xJ6e8gcXJHQUl2za2SFj8ky1uGEQFTL8vgbj2Y8Bo3sF4C15m1XkIgaGL9NzjqnOLxjGnBOlWh/ZG7fhdaDeytwWxYyKBCpsa7HcUDVQfS1lVXLWiYKBJINcr60hHEOZG1iwWLDFrNaHElmXvr3YYujGVl96aG1o/yDbqS4nriiavtm5LNcu38IOOBmNIPxY+sskB6qSZGp1O3ndrY15rb8ELxsLP90tpI6VHxYAACAASURBVHkktIBSiYxrAFRQGklFQ7peLeZfTitHWmrzD/dT1RspOetlhn97rJMEKo36KBUyWpU+TXQfFvBoOtBHqeBlxR4/LLTUHVAUl0RcZHgS2rZsbi9dPoJcbSopFdjkMxK+Mn+Htdk6CMfo9bOZDgQVvMvrGLJNmedptajZ+R7Fj3TVwPgy249VE2LTIv4Tuc72ebpfnbkzwGYAjmPV5IlmpG1G92TzUNBfrg1q2xlflrKDLY+lG/COzWay2xKi/qohjXqbUvyJDvmuIUuc9nDp7XkSABBGopHOEJDEvlCPbBb4pEcZNv7yHuGN/kL81yWty/vA/wR8AugfeAn+eqD1A+fwTMDuXwi2dxCDhN/RjlfKFAfI4zHIH6/XlzmqazEozd4MBg3DbzDiF++qyl39IZjwIAhCAHLRyWOGb1XnnAbUnowWx0HWdjFoOSQYGhQQyxeC6OT8R7ehm+No7yofTSOejK+Wn1lQOxInSaFsn/uaiBR0yeQNYSnPXBE2sQVkEA11TpJLNnvPGfXomGBMld93BjVW7B6vJrNNEP3IXzFc545JVBzOJfeUKwNEpB7debycTrTY96c2t5kbJDfUdHxr8IyxTF++jF8YhnMIDh+UKcVGLod6nP4KFHNxrKpJV8kqj6N5Zoa/xmf4VyF3CwZJIEwC5/MR6BrjbZFhKndWk8zQXHXoyuMD8cySEQtxVXYjRA53/4xTPhdM0DluLDN0eCZp/4tpHCprgdx2J8hbL9dMNj7mTpjHPOP5wURffP3GbrSxth0SWq50whfR14OIv4qBciId3DEocrDNjLoZC2EYjelE1KOneydX7iATG1GfWLs95azIN4IP6ICTr1oMF1adyC6lB13HBg8aRKFP/ZIir0/dzolhLkXTn2OK7OjAHWSOG2w1ES7wwf53hDv0aQmX/l3prvBwQGlOhawEAeJrAcdScEPRl/pi+vpiesxxYqZLduHwrPBNj3Gv2DTI+GHMpbos5EPldVNe45H8UYyIONPqwFa80PVh1pLWHV8O+Nejv3pu5QL9BIEoC+2EH7yANIV2oBawNijf/q5301FKItCDLiCU9RkiHlVAstc+8B4X7rgVe+RkiL3IMgrLuJ57+XK1P+sG0YEOzxAAjfzTkanLgrokN7ulM5FFud8HjJ/or2HqbdqszMLHtlA4Bq9Enykf6B+OqO9NRS/IqXRUucvl33l6GYh+CxwuqmCTxxb0IRRul3A1aM7BJchi3SBBmUt/1AvI4udf1CYcQd+ZeCZ31L9/ndJje91nR2Imx4RTn6WOajhx48vQt7NcG0Ovo0oNOODiUGDpp9c0MAr62WEPnSq/SsOiY2pZfT3sEYrqXT8qJ3MxJ+SCjh0ULxaV1FByYbLrqbwvi+V29I/A8WASfkFPQQA32yz3dbsLFjO2YvIY9IsE2kONx/brbg3CSvFyEvior0xv4y+mlwUCUWYiONxEp08l7ecX3sZlh0/mCTRD4vrUCupXPYU5+Qg6KKdHoW02i6Tz80ZpB0rnacu59vri1d6pxjGys7P7rvdDPocZdFdsxVOwsxnYaET0fVzcNhMGvunpOo219LGUOx2lV3+ArsyKFfIbvaNoiPcUr9OLQ6mVCkUQgq7RPS1royY/8B+CTwD9A7fhXw2Y/i/AyU7zd3/P/a9+H/4EvhPP18uWiUUOMgtwYQBGOwMnWM4oGETR+l2vw21mBc5YtQkyOmMEMIguuWLb3MRXPjKCBmPlZM8uF49f2yyzgtUFDt9AioHkgMpTk0znuCGpyhx0YzoBcMeCyy0RfWjCwJlHC1D2gMz2duJlE/5BFBws/tr1egxcQlpzphUzLvCg1jaylZumdC5D7TiwZH4Cj5MriqinUgN1iTPdBSAq+rPJqx3FNmmYYSx1TLu2zUehg1zf44x2Epg6/YricoBoDzD1Jk/HIDnq+ejEeDUp8Q4BrpCGR2Wr4mR7FO8kyKl/b9IBc9JMw2Rft0tMWAAph/FBBexZEYPo8j6OpytKHEiR/9SxhJpCcPWCxk2IyYJnsV51EHMsQ1P0eMpbz66OiMR5eh3tbLn3xxxKEbMd6sQjCutgNPgwHlcaDZ5/kR7njSIX9Z86foYEOAYN+qLxJf3Bmj/iF8Wetd+CEJ1jir8Ed3jsh2ypv9y7iYzTfdFxExd30XovDy4Ku2Sh6ZBSRuECRxK+uo6q/hrWz/wYYFgw4AHLmZAf52CJmpf2KD9N2mOgD2yhMasiWrtwBkqASNBSq5Usj2LxhrIfWC/uMq6hCrth2JHEF9+0UlAGh5keA8ZOgucS6LYmL4T8w6HmcHcBc/blYrAU26ftX2sWBaB/zaH6i6/fsDBkB7FmLNNsR3kJZRdy0aUFITjg2p5VBLJ4sFJzoSy/A33ajQ1dytgp/zSdFvnb6T141/Y5kgYYz3EHuiXPkkht6kU9A/6J9paOrYoRHRxvy80ykB9d29UA/yJ/Osua9lB/YX9i8EDoLv5dccLZR6HwATSGv3aKDhF/famIrQItBZLWR4pzz1HG4rosavYvF2U244dJg71EIY9bf2FDZsEAQpvIFzh45olGwwpm4TIHMxsB6Nm1z/4tTd2KsIIuc48HkZtQW2M1nXFH3QDkjQxTRqguiiM0imyTNgIhp/EtBlsWFviNqZVE0Qwzvc3B+OuSErbe+ETik++DYbW6ODmLrXA9VNsZzYaM5W3gcGeipOa2KGdLuRtFxBNI+rq97tIiC9ptK7uBA+qtqJM0+AzFxvlYBzhezwTRY/A8B8Gb2ge+z3rOJZG7+UA5PsljIgygm0y3TSOuxMP+X3NQtJRyoc6mnfLRLwhiAgdWiV/cjLPGJZ8I0y2E8hVmceHVOHuCEj26LvUYotRGKlB5BEZWDKJrbvWnnksjZ26DzrmabPPULujublBnIV7BfsoFOAsInpUYF/Vnnon27b43qgJH9eYD/0H4BNA/cAv+lcDo/yI8GzyX590OoA/ch3f0oTkyvJEgzpDLUQIGSnSKFOWtVo2eGXbBzAmTIQkeoIPA8L3gQWhTBhMG7qt5uuF/Z6JLYFFa5eXkRZwKen911qrP7ox055w92YFe7TyvcIlTFAU07kYuxCZiuFuW1EPhxwrzyaSUNAARd/k5GNC/Cb8IYcJdOmF8Ad1rnx/7IdZh0I+v7TBwK7pDKZpfdzlMmtNgAexE1hwFEoZs3R9Rfsv4MUwFGQsLZd4A9RN7ZiLnvCkgTtHilLXMXDgpjjgfhYdMxCn86h/meRZ88MocOHJt3In87fSutC0yMQJTGUSn4t6LNlnsAPInCbToUiNnD+TFWsFFBl1q9w/3HlK7ErTsGIhEdh+Qtuij0+C5pQ0BxyFPZgBiBs9xBzrPXeST5bJo07ZC8OKB+u9LgyesHo5YADwbDy8vgU2qXXvIjoOIHtJRGhnOfdJIY3OIYL9juoKmribUgRIMcI1ApFdXTHkKPBEKoCF68TEuW2PWN77GXJ13tajcge7kvNcjspjIFhVNR9Mgd6pKq4O42oHu/pmXWFKtXVqdo/RpOGAdxnfAW2lQbdETHuopASOn4QPJuEVgTFfwga/vH3saYGte1SFRFMs4jWGfH4jBcwnWC+O5AmKfnoGjXQ7oQtUxU7cTXb+rKehRlJ9RYKHebzBX3TVc/7nTnQJdSHy0ELdL8GM/OcvJ9Nlat4hKeAwoehT9Bm0ccIObRrP28RlF3olsqXagYwEJBbXXEJuiA1z/thg53pbiDSXO+guzln20X76MKfPCzRycHYN0B7rUyYPI7z53XO7yig4jIvoi+XxD1HuszzhgaqcjAKqVHgK5dNnDgYJBXzSqrNRfg+pqxd5gIs+vkx49dcu17bTjafdjgN3t9lvQzCBZWCi6jC79JRUKztPQZgxyO5mZy9Ze02vof0eQkxgcDbPvp6R+ve5JkD5tAXoIaslzDtRlXtdmXMA+lMD0iKkH/CttNbTVbmKmSXBOp5z6FtDPMa/I9BiRLbiwX1l0jdDq+zsg+hHvoXzFmfJ4xD5OZtcz6LicXnddV/DM1VXTxikSpd1IKDN8/1e2aiOiFHC87gTR98HznNVj5euMeDtN4Lp+YNe7Mr1+CzYcXFZt3PkTM5zbZqZ/5rWhHPANEnr4MvDXUrPtDp9vujn0KajewyGdqKlvbOqNl3mdoI60SMZsnDifQntL7DSXk/2YdoDupauZPrHStfpOK56sdQjqLyIKe3cK2XALfJ1V7h3v1znmVZBxH/jvwyeA/j8OXaDvp78pvjym+A3pX4WfDCo/s6P75Ds48bpL+w64883174ZqUUDr1HoS7rSl21nsyyMyg/CBb65nTDoZ02/PVNr/27o4G6s4AfZHAZrz5ouJ5AjrNHmqJlR6y+Ee0+UdF5jWdkL6VeDmYPftkrwD2iLP0qTHo1ED2Ps42YiTAhxzt5AA2lTWewjOEH1QOvZ21n5NMEaZU/NnU9b3OQE9uOdHHRZq7GZvN2DEK8UPi6z6YyEjlBGF8crp/9XKOYGRo9tlF9DlOBSa8mXAIy0MeczhoQEQmMRJUFYc+/OZzzqwV/bgJk7Wdj32P7lQydoUJhjpRM8gvwpxUMDwCeMkRnhn+LRph9YjyI/Ag8v6ixbbO+Pn6hh0BHV46RgNO6aSQIexv8fAduXM4OrqSD/398l5KPJSZdUo0uT+FNSFNpEfogOESI5KnW182HHql/rr+5bSGxuXx8TXO2Jk9/mDHo9L/zLzXMVvzkrrxkzxnqaIrtMgrnK/vqwdQhXjMegR+lGcSBRK9zskKkfa7Hek46UKEVm26LfYvYPgm+2g84fUn3Vywue2Hhv0eBB9fQ0a40Hj8TUXCTw0CPPFrLuZmSQoO0DnA/7OATLyb9LFhrrvHKQeu3JpgVlGymW8UAy3Ly8wohN/poCDHjGCnRKb8Njabge6abbJY2z66wrECT+wtQVki16CZwxlhruf4+d+QR5YgFp0XR7TWvsEQJ6F3YFj1nXZibOOoKAu+oZx1X9mWcxqFkQFJgvbjJ+8XryyOYFqf5Je9diUDdIHD5QXQ/tERVuC+BB5JMog4d94Akndrai/onjEcAU6dc1+6UcP9ZwPngO/jZzTRNRwSao5oemxK320xSFxwNGfyoCf3Mq5L1vg8SBifmg+eW5t9VXEckzGEuQxh/njMejxf1N/DaLr1AkLmuNvbp6nJ2my6K5LBucuQdkZ5zB1gNnLSluKQaYfBvZlRbez8m4OTESJbIc9dOJ0/iN9S0j/MgbK/0UwZKHPKnqUuh+Px7XDfx7RZnYc6K+2/DwfwHY4GWnEXxAZuyS5H4fP77KydV7OVaCcec/hDnmt+fPCKUpsR6apQeEVERGLPXbZc19ffp40Ur/UACLFPyCaetY+kSL6dlDDb0c1BkhzOTITbkhdxhIlniNzIt41Q1rg4hOOYXj4jgK/kdY9TGcZWu5+D8bgUQap/2ciykUevHYqBZ46EoJ6OGbA4qtXKeiJiRa6ZsRbwH/YExLcgjyuAJ+L3mK0YRqU9gNT8VCVZyRRgs8fYe7gimL7GynBuu3Z3s15UQem9zoXtf7itIAo5BthAN18q1FcHShTg/wDPJ2eiv0wuj5fV5WfG0etfCUwRSxKbu4K/q/tsIhcx3Q1EvEJF896GOn2nsz6wL8OnwD6B34d3hHE/K/snH73wgVUnjFw647HDJPdn4CfDOQjffwmnbgdyE1g3+NKVBlFVwHiCLXfWTARph05PRGr4d8Ow7KbECfDXXC0XzAoeNADnEW7sr1z47p4PK4gfOXYtEmYdypPVEisLZlQyYvo8Mb0Vi7ZZFiNttBx0XaLdv+4pmGJ/EK/+Qmg4BH+4L9YPaKB9MQhDT/MeYd/g8AoT+2rpirWV9h30aCsc9bEZ33W0MkTPOzqd/xV1jyh+lyAXFw9KjvS+p6B5ORlkvEk9oM5h5MfdYTxdvJApvoMwWnkb8/rNkynfVkgBHVek1mhoQwY3JHyhhYRnHenkJlJfTkSyNUJI8r/wE+P8Uj8dR8Vr0NVduj11U5pKdLB1QVxRxSDMwx0xxyzvIiwZtsMteO05GGtz/CQ+rV7KbbVnB7518o13XWhYMGy2i4RVDGgJnl8u3vPjznDBuBeyIJxBdavoPYVgPABkqLOqA6AzojYvkXr8DK5nGhGcKwm/u7RKFGQxQFK+yAHIq4Y3Cj1V+HESrpH8Jc+dbQv14/Zp4FOoI6VzSpwLWoQ+hlE4+vaET0GBM/Zt5mMfn3voY7yessF/kXCdyqsExmFB0loIqZbsu8IPT58v8FjRYaJbDcckcoYfcvSMwtbXNBj/EU+YC0XI+YueO4KQzkiD8EuBv7GehB/K6oqIVbaPApBWN+WOBhx7AM/8OxDkU9EfqwAAd0BRO4f77wD3TWZitCe9kG9QePxgL8xD64YjmZWGu2ya9ktahO+fTyGBn3GEJ0lJYZed3Kx0E9YXwh45tLiE1AWmsTLq5K/0Z6eiIhIJNV5lb6GfHHcA54M9OPm1UVqIgp6xOhc3hVVpAeoi2dON/Ubjwc9xuNaCDYER0uH+qyCrLunDJ3VXQsAAk5pzoKye1A+Vx34l693yj+TB8wmQckmcgJ56yIwdgxW/Mql6zvjb6MR0AEF78miFclkM4A86jL/CmjofPZ6+bjmx8NsIK6EqCt+hEdeTmHf2yUU8JS/aVBq4qKcUj1GJRp1m3slusXTodCytw0sNKb/BvlyyaFp72jwK+qXnTL2zUBJJdKcp04wMef1gyunKvxoaAzPuABA64fyXR8r7ngKzSBYsZBtnT0aWr7IAVEVOYAH8rj8m7ptqbl8nYURPsvSUZ2yZtAoRgLVS1RjDGNNNPt7uB4tCjt5GHGuyzP9heLzYWmlv1CvQV8nPMNz1QVi/7RtAMzD/F9swHwORW5f89be4PzFdYoPXjOPjCc00vi+PmF1TJKPOj4H0I2GSBfIsQgUo3eds2BZ1qaMpPCrv1+BzVkmRStNeL6ONo4mCbyGuCUfk7Z++rpkARL1J62IvdFtlsp9UDwFfVXpDmw+Aq/qq/g12I+p97vhiCqs0osf+E/DJ4D+gVvw7kD1OwPG/3oQPe2weLEtVXB2Vf67g9YnOH13fX8JqvFd7Y43h04wxqS8q7D06y19UOrsJ576qHE9yuQmNwQTeLx1QuR+rXqeu3SsxtXYWaDbjkCeR8AHW8XXXRsyeWGC1VPWHh1A6uggqr7DFI+Q1Mt4P68GjI8P6Fj9gmwVQKdBagwXjXIThzBDSInEmYALLOrEinL5Dich1aThlP9jqoRNcKadgprioxwUd2tOYo+Jvh+z83gxxce2YyMqviVwrsDs3bLFAFCuV4LnmNPxePYv3AMON1jXnIAPFkapOtYmtICcvUacQl21pAg8iE9kchicuspnjxnQm+keEnzAieXIzSixGNVRqMEZNJC1YDIOuCeHtvAuNHWwd/2YXu+QwxoiYDnFJNrJJtK+LJ1dUy5Fx0P9a3TJ6HjBAATUDR1kzhpdcLDR/zh+foiUg1rniTjJycYm6vF4rQ5IlM3T+WC0FnW+6TB1ypP1OVL2RRIgX4umWRuCzBWZhjoYeDi6FSt/j7rsYGhML5HTV/KOhg+axx2zaDPENghtuEAMMT0eX0T8IAz++yBWkHm1WeDooKJTlQOE9FjpH8/TqOvfAzjgURfEqiZ+SjamC/zhlaIv9jZ0UiOJFyxAd/0P+iGZH6MfDyjHfq1iC1D7/vD6qCq70K1yzbIQx/RYBSNeINvPf9NXGTxql72FGHZlqRxAZ/gg4y8vhx/zcxM+AEHGW8cQZftj7jj+MnU0yCkc1F1JHqP9jDmG/Az/WvsjDgKHX5++sjcpPEM5lfVUoc8aHeaxAn0kf2AneoPHmma6noGPivb1jFI+lnnOFUA3WesW7Ok4NWNGsb157iR6SPD1Ae8sRwOWfpyIyILnKOfJ9bkbWqa0s1xljhfTQVZ07TQdTOXYD31e0Yqrp4Gow4iYLg3GxI9qAU9n98YWkOscvPf9dyIJIrG6UtNllcUe+8W0xhOhgIg7IfvPOYNObKQt10AnuzsiEdBmSeX018Q26q/cIFdY1TbVA+T1LeN41iLsALySYLhwC7gY22o80dV4mQiiqIxXKh1aDjVne8fsoFlQyVtiB8R5l/yRvj8DEAhj6DHWYkfa8dXs6CsaNkAGoY3Du304fLrnnqIlV0Ps76BrsoyyvsXf0fV1wi/oMUb6UcpamIaTu4Hm/KKmVEUBtSBx7QD7Rd+OGERf12EUiQpjqD2TbYdKf+HR6KHsYfLKy1imtfwVGSbyTHRq25T0wE0loa+qtswkE++ctgqe4z1L/uiAhUTinxj42Yob4DDAalTHYuLcn3et3Zh8pT+WBdzm/Q/86/AJoH/gNrwrUP0dgc9/NYjeOWWfbcsqX3z3zt3ZuzHFuqq0d+v/V4Pncr0Koj8e9ttNIbzhWjmv5J9pPMo8weFBVFrJozC6mzllNEC9ISbfxxZDFye9ZtD2QwmG7xhusiYmlZ8kDCsVJsIdbeWJhbUlGp6Xz8nPRt2CCJx1hcnK8EgTBsLV+ZTS5qCEcwYGw7wzerFPjCTG/C7T5bgZOC5pMLzBnLvL3gu+8KPt7Oi4KM1BIo2Fob8rGfFzhUTWCUniytbryNdmIuHKGVJAAHa8V+2ys/swmSiuDDvANDrhoL5xgHuCKCucw0EcgCENYgo0gs4qIlJ/iSSz4Mb1TzFE5PiQ4g66oXwjPIZOXtkNm4Klg/Tv9mSMpB4JluI90QDHluFN4NQGOpgCx4KIwraW2/FsiQylgI6v2aqSP5U/Tv4XARvoM/cX0jr57IRttyOO6XI8DDcGcadrlO9d+z2HQLM7fkL56gLoNk4Rd6Fj5TwnaMVJI7r8QZmSwRlf8qXXQTZWWa9Fh5D1uTGH7sBhcYNBHztFAf3kxpDSWFNxTdiX7i+e+EBGb0XLuXSe2I49RztAG7GfRyoE3wUdVdD/FCQZl1RJqvp5cPYE1F3ZM/jIqatJmRzujSBadKXGQn0Z7y2CgX0wuqJzbx/jb4Wj9oYK1YU0ONJdEgDtcK6K4/SuzKuqcUEYjFaGE8pO1tIIC1LGXAA2hu4+d7x1AFcXeue0BObl8xNX1eyCl741l+w2836k9k4TfuqzsA+wUo7wyhn/oUz5RdvZv0N9lPuvC6DH4Ltr7UJ/CdLDpaWWP8rdxmgwtRD02sygJ3087BNgPoje8WxRAyzYwp3nMp/L+h0DD4LSJBrZyV7YA0Qj4ZDnxldS+56rcAwISg50Eq69vil0mJNNYA8FPefmYxtOUzsC2oB/ujCSmZxNJ/JoUXysW/tswPtRpXwTFHRjcqzSwYk4Un7deS73bmMA6+IN7NcdTlq1mmloE0m5ltnN53PDHOZOTQNVip40VdzpsQaahmH5iLcsiIvvqxrBHCAJdnVs4y3FHkftBxRLA2XEmKrN5gvuXuxK+O8ezPLAEBY9mE5YghU4TvpCMjcdIwkMlk2/+Hhn/4FNFlB276N9ZHqIfJ8ReTk0oI/J/1rxcWTJ6DLIn5J8vPWYbTTsh9Ru/5A9EYY2WvuQhy59hEH0mT/g6UwJzWN2DOo1q9tzgNyqfwEEiEu5IdPoG2UWfQdHwBORX9zhUAmXMrZYPz7L7UlB9UA3RVUBhamjBhWfY5nvB5xm9qK+ibqi0h06d42CeQc7/lyY6WX6D/zPwSeA/gEiIlo6Yf+x+k4Cz1UQ+Q78dpBeAq94v0pbwSs73V/pv38h6L2ioZ9bpOGdOfBUJ3bRYJGdxDOhmzhfToeZD8oTQ87VDMZYgs66EwO9MNgGZaNXJy4wQYnFu2djzIBvNKjMiPLGHLULJfFpN5TeKeQNcAw0rALnaJuP0EeVY07bER0g4PhzE1GiTIsyWUQcxDFrs4HrBbZB6FroJPXHPZmKEz7BpDKAUznNs97e7crrZyFlW4pHTsZCAp4zxFMpUAcLLnqySZTQVWCEWE8zgcARH/M2TWJwNnwDf4Ry4VMIbi5BaI3EbyN6yLfHgjsla3mcZjnTD6T15OC5Xevf45GfBf47BdPLVV3zcfr4O7YCHBdAExU+Q/NkJGGeDDIlpZrPJo1EXJO8yn33iH1HdV/LdaxfnItX8MqOwsWGGDvMfgMHz5LSkJ4uBbRK7TJVdHMFHC6qFWdHDPJ1O/muvI85lqxOE61P2krQ9+QdreZwAV6B/rF0XneZzA87a9gCP+KAZXDiR33u9SHQQMFXkKHnuwHOUZRFQX8RmYzIso+IyXafCz01Xj/L1/J1wBn+MZ4I9kddxNKZVyVP0Am9U9sTkulwBvXvEwOGEVnhbXwNsoWZdUGZfCc9OygrHKMO8vIPf/XtZt7Cm7GHRK5MDKCfwJGuC1XqbsCiLPz2OxGRKoxLqBpvDc97XpeZzntKuSt4nrUguryr2z270EItMBdBfWI1ACUGfEd4NoDeUhbQT55X5bXZnmPVf0GGoXx1sk3k86Q1C0aLrPff1pa+kQuOz6CsCC2dbwSMa8vwNqb8ohPf4xNxxwV+RLjz3OOJNBKwDTvS0F6Qyuvqg6QaknZMfgWbS44/73bRBnpQPU953H27yGRV1HMxfcN40rpk0+GzOc+NMij3S0EnqZ8Sk5Rj06irqgH9g6qTF1b7/kkI1s7htQVbG72i6WuwrrnG34JY1zvHipvm2Dg6i8UK+X/2rnSxkVRXC5/3f+Rr3R8g6dMGVY6TTvdYMx3XwiJAaAUqyMks887tyA+BCy/aH+tanm3HFdmy4NVSrmVqy4wPKrYuvLSwD2wu4j2oOq/IMhjIMcZavDzWOEMHOLWH/a++Q0FU21xSpd1ooe65XQfmJHQCc3Ska0uT7K2Cp/lfQyBx78V3VAcZRq8lOyfbjY3pkYcXWUrIfdx8Yovw8x4U/IlEFD9BRX54TR8V+21ep0Eg3++urCViYoP6tjY86sf++QAAIABJREFUGdpj8qCTv9LHoc4hpcD1hteX/jmQaV06wQHxFt9SXEwCiWb7vujrr3BJ7XiJOVyp/Atpv9bsD/wl8Amgf+ADvwjMAW+CojOgMe2uvCt1ndJehSs4/SmIRmt00MX279rxahC9Gt9zeYNUsdMnpizKtQVKZLVmtPR8PsSpxlUzGaD3Xh4BTs7OQAsKDSpVFOeL2SexXizd3mPgxKOX/850nbEzNH8HUSmVYIMzwAQZMsM1mNHuJjrmzOlkRoK8j4XM/vUKr1fIyd6TNx7SvaRTzdwHzzulNI5xnQbwg/p8c16YO+u37d8yR+WQvF11iwvCq1zPu0MA52hRBes84pBCEe04inF6grqVJb+Izn+Hdy5zN1cqfxTHB+V7qXY5g5Zl2QVzYzACnTkR7chFCjZIRMjbKZU7py+rY8g737FtUf5bXfY7fPLIB7XtROI0UixtUqbychAU042yXfL9eHJ1QdlAbHgti5CyEQ5t0AuhZbbvXLvewuyR98A7rvlILgL4K+DOGBTktZhLfqVcrqjaxjm+T44xJ78AUy+2a1rAclf1rr28JJWUBQ5X2XnrdlBKCzZ08FB6yYGFKKey4xRk2krfyS/XuiWraKw2MtlY0ICMdQm9DAA5hXQ08J2n1wtFLd4YMTocblh1wBuEV8l1xRmW3mum1ObcxUFekTk4HbS6AVQiQT4SSgYpifSSCHzy2KN0i3ok0e0Auua5lFB+EhFoAo5pnC6I8irKr8yT5b8d3tne8b+lbFT5tZztQzLgzmsGgh86RGMQXGfcIj1gOicLIbGTLYqjSyCptK+kL6vgOZbj0clyLe5oc22p2gcyY9DqJk32uvbI/tbjMIAOoJ9iEN0CJk0tMDdkgURq26pEx6TV32zWIY+93QO6aMEWgrHMI9UDEUmPr84T1M8ojv01WWbF93POBYDIgieInsiwNDdz49s6wgOHk8yDMu9hADgJsMB43TPf3legpQmuU7n0LxFUKFc2JKhgCWUO39uzvfjay6HaZjijUSi4cAW65+K5Y/1ySg0Q5ua4LPMajwqQxoD7iLbp055Xq921fkXmfRnWnGaRR0tuqa9DDALsj6IvZCyjDCirdLzQmtHlxfSCL2EZTu8yearyWa4p86TKFhp26WhEOZPKtz29Cr9ytliaE3tginUgdaEN432aJW6DYOdzxkHk9Qy0Y11xptTjOxeHEvkFFA3X3/bbagNseFKfLUM9KjWzJlfZjJm+gi5UFFD5D6+C2MOmdwe/M9uzV0B7tkVpz3+PAuDLMuID/3X4BNA/cITKGOwcB+8Iwv7XoTXgmrRfCYJ/x3hdKbNWUv8s7dwNin8liH4qb+i/3hUmypPt9iBT1g+G/FXbJCupwbBnr5y3dRdGgw+i99hKPdJS1HeD+pdqji5ql37EZ0UBzqDIOw+xJgxORJeRGTxWpnfcDdeCkkYG9G3DIwqbAtwL8T2r4UXkj2Yq4UAzRgexrqqj8wO7q2XL1iFQlSm7UiDn+1jMSJd4dN5VwIPJYTqkvnSVhQmXad6cdFbwgkc1DNd61OZrlWjNtIuOGEyVFoylxOc+Zajb/P8j/frAKDrWszOimC3uySWHmHPQW/B8vsJdZ/WxbdF/a06nKo0Z0zTIAgQP74iwPJkfzesmCDFyX7qATSgz9WDCe6wgAroIQvuGlTTJ78YX1Tp6yp79Nm8sAJ3C6jwaxfHWsUZ19NtYR+eG0b/OuDIOoPJe+iY4rXDcHL0uRKTMHEhHGQZOMZGibj7Z95YxECX049Fp2gi0iq2OLemHyBPKIBiLdkCE13TvY0+GTtxRX/eKtYmLh4AkOxGO/ybFraqrok0/ISSTidWgGbxZT1L+wABX8gM0MrfUWXzhnN6xTxXmizpFd9+Q1LyhLDI5dGsB8G7BpGDM6YleOokV70HXQznlnOUiE4A/T5qNvKRCfW+/TAepzO0Hjcfs21kvOwKIi27QOa1zaBA9QIZYPXIB/BrkMQbG7d3CsJVjqySlcc9vYvC0C4qmPkHZBjvaPKUGrrtIlwX3cvpfo7nEzwP4+V3rMa684D/oSR9O+IiJtu2PeDJMbKPry+BwldkiQXNZAAb1FBio3VPqMJvxj3TbpC3HiOXdJogO+sSm2U2bCij0H8+ropyWNHXZusBKsxUWWSQNenMQvSwKaQ9q2ykPbYUDOnvyOWcPX5Jlvl+EHmeyB92G1N94C9qifiJh1VfkikXpVLxht6G2m+m7RlVfFrybSPgxedn2FQB8eBZLQxY8jUWVQ9Qr9noWZZt0oVb+5kZCGtB/Rmo75JK+ABmVNKMwn5MNm9IMLKImXTKdQ6oUH9uVIRhE+URIoj09AWHGKji22WU7NGY9t4WgoeSJLNniEqWOArmM8EBFvkwBV6e+48UbYZHOWIF9O6VopPmmmUF27ufOdTm2ydHbYEBjzg8NBe100HMtF8Y89X5vX6UaulVjr4usD/yH4BNA/8AW7ioyP3e89b8PV/sRV5T/rfCTuHNhhOO9rcZvDEnA9Xv7vVOEOKS6qLR1tRzw717fXVEd7VmzVaNCV9Vlim5htutdVshjCqskVdMYRBNPv1O+DKDPF8tp6l2hq0otr3LeuHZcsl7Oiq88r/0OI1DYRTo6vL+GVfc+GjQ5ZW5LTRFGYN/HW3AIeBlo911GkmONlHPiVJXVtG6lxX6IRVwxSnJNe5J03od92Xy2T3bzuLKK8ntwRpDNp2qFvgvcH5zOkZq4HC4oW5y1j7EcOIMmD/BHtuJOqlijBg/033LAOO/VeqblzwCnfacc+4I0DfIieeb6R9oTeJekUaczlK91tLYpvBjkvm1p5Fk4KU47Sw/8sCXHg92u6eDzJ0zknN1X3Y845lIRop2CDzF9TDtiniZgSaQ7zDHo52mwkmGsLFTmx/yx7+ueAuheBsYxOvPmjpSUjiUR6gfbATkv2KtwfNmnMqTWxemjQ37rvB60OzL0VO027sJ+PMxd592LKX8liBP/28kvud0ICOl11/Ssn7gFGI5QT1BKjHVzQ34XO9ljwXvZFXcQh52DIPORb5vD3PMB5PNXOsJ9OkabYwM8y37QeDxNfokccm1SjgK6sek0ouFiMNz3CXCCJVce8M33KKtcX2i5vp+gE02mY3+h/KIdPXYgcny1MZTj9mrKNMbuJU8NO74dsvn36d4c8AFbm9sw5t6ebSpZZcYFwr6KzM1rXpz1s4VIX7f74XStQXTycsx+Ak0OorFOznk8HmEONXic7OTmWWy+BE7kOtZRlfNSAL3ELGMTy+0WUKuaxighQplFg98eRD+k/lptRF6hXxO3V0BKHHwylA735XhXrr+Nxyn3O9BFrkaZdwIv48JO9MyEalwLHl3bX18HoRvx24wVrHRHeTviYpJTNnxDMAjuh92TwPBXIrOok10+b5JfO96q8j/LLse/ymH1D0VCe9yrfDWUSS/5rzJWIz4p8HcqKBdVDfdjD3W3j4SkO63t2rzu38Sxo3I+8Fqs6j7BqS/nDIOZEegSbXELorf2e4HC9dZdg6/6oTtpGeFwtoZ/PsjxtlzDPenygQ8gfALo/3H4juO2fyKYm5x0RSD0TvrfBnf7Lzkmb+a/exT8d3zbZPfuJ8fvVHZ1FPw5CF0oApfbcB7LL8+3Q/DhQpYtiMKKZkAXgK+fjdKRNCpl1b2P98WTRgHPD/E7adF5MF/EXYnTWDXFXR2czqBCp42ozHfHc6+x5z6N/OJmdTfhOn3W6TimCMbEXW6w747iG4RJnuRSoi2+rzC/9jGIbj6Ow/tr8FX5ckh8eL83WzqTNhm96OMieWTvY/Acr10AHXBOdRcDqtWKo7wZdC1xzfnHYxDxIH6M9VZ2ozwdf0NczQEDgfDOyQRtkQA6/iJO3qEz9JkY41gm4qNlrOCDtG2EtFDZ2Tk3bKwE6hwYZEkFdCkTOqmGC3Y7sPAyi5ufDfnbd3HBoE/zuNJzgkMA04a+6+YpE5njG4N2EhRRtIrguesrmz8xgI405NuUn0U46XdbfTEUX9JiM1ptfYmgvubYlW9JsvYRIyNR/OqpcqLliOrpM0riPVdlRh+7X0yPtV4Qtkd5gXwFitYnl31kBa+KNFvhE+/Z0/hxrGXeFHLDsb3EDrJeMdy912ay7IryC/lAxKSs0h6o/OKQLgpWVhk0v4X+iCXRIKInC49jhyMGvy0ontGs5GVaaApleZllv5XzWNo73PVBfmkj9wG5rt+drVMn0Ue76TLGuDDn0Elc71mL9lddV1c8fCYMZdJO7nLVbpRnlbyIE8bre7JTb7IIDDzAZ8CcfPMLmo32iSSA7hYxh0AEFLOHjbhZsyxIoMM4HB+E6i7iV9cr9FUyrFU+nJWl84hD/vVsZHzuSE+ZT4FTZnw2uk5+GPSoSzjA3SnrTX0jPbvrz0ryyxd5nunhJKdL9l1oU9XE0+JpkFfyAHlv0ArqqusHfYXit6EZNJeAtvCfx2MQP4meREQPoodG1X3gnMj7arLeEttEaqtl2UVJz9gvXk6l+zK68dNxqV/HZPnB9TlzByp0PNv3vCj7fxb/f9FxtaiiwMTG/OqUzH3XCHooj+MMXfOCYf64eymWlTLn2CNdrkSl/LrFgYliv6RFVW8mi3NQHKuOaUqBBa9HwaoyL9vJmzN8b/984HfCJ4D+gdvwle9uf+Aa3FmE0H3D+2+E72zDb+ufnaPTB4vQOror2H8TeC1y1PordW3txu+uapjLGdWPc3mMKoHemENav0kGjlB2BpcYSRPvpe5SUfAHvgovLbKRsdrvY5AV7biYot9FrBmONf/Ns/sutNO/TCnzabSJKxdZFVx0z1rszg43C4jKPeYl5yB5yNn5/5vFPsag54OJnw968rNw/oZgOThfugC6OqMx3Qp0mi/C8x8td11jP4WCLXdBx0y0Fg5ZHdVE+OLeoALAw3Jgn1WSItZ2qCsEt0o/aTbRyTl7TKZXTjh1T3csY2Cq7HCrHEBaj8opGwstSXbmrOu5IAwKQvpSp43Irz8jw76rtuTg+iKgFie93u5s+0o9MIfzTkwmlE8DF/wJXkA08FSfYK+8A/Wv9XDlONM/3w6VjuBm4ohPPQcy3aGSguZQzOwY+fGuB1uOZwgUb3TRzCJRQeDxsMD5WDLsMQY9+UHyLW35Rra0Ah26Y9BaBLbBWt/lRV5RZpksM5nm+6uoJQYtoO3p+GzOM8DDtfl7hRovqIe3yq51yYP82pWNR1lHmnUMAfjDKEcg4ENuLHOBMF+UHmW85gNZMDCWrLJvzPsFzbG8MRYtqR32vdKrHpM/DbHfawyz/Nqnfzc2qK/gpzaqOHK+Yfj9Wf3kX4K4MCevGfBMrKKMEe6+YzTC2nqn88rv40HE/CDZjc4PpkeQXyu54TpA1phBVUKUfSS/w/K67E4uRZnfVHTkrwvqSbF99DfAyUeTM4wgtgp+4PQKOvedZYo/6b37XvgavPjN8Fxp4IKD4aQJT9M2n/5LPO79NtoHPnAVPgH0D9yCT/D85+BKED0eR/4n+n9HE6/szL4Dp902u/Kv7gD/7qD+9SD6vwCVwlq+KZ8QgRl8Y1iqVYvtsIoijN9SgrTiRjT7XDw7UtN0PspRre6bp6hkj0H/TaX3O4DLS4RzD18ZA/t+sTjAMXCadmximZeC6Duj8N+jkXs7omA+IqDDPien4Jq4XPe1IHqBCFTPw+p5PB7z07EjOmz+B4HzgH4MoNMgH0BJGdRJow6fkduqwYZQx/zpHDYdpxJJNRYbDEG4K3L2JdIuvKeHcjrauV5Tll8cK0Yez+Gh3p65/kzSfDMTnGdxR0+owpAIEQ3bR1YF69h2x1aReKDFeHrKO6ArqeGs3wLfGUSXJ/zGIPpeT5Wgw7pmgm+AhpTVfEW62OFww6l5pWdjGt0311bxs3ryPfqoeDA+r6j7WiC9h51tER8WIzdIHbZzB/mDBqEMs+A5reADBr1U9qz8krdqcgykpqA5FJqDrtYf1bsKMm2RLibBZ3lRybmsU/oy7UY9PJdTW0/xsO1SfiX+Dpcov2TqYUAqoYDh1XquapzAlVDZY17fcydhOyMw7I5Wcce6SCjuQM76zrhCMl8GxfNXQNXgHsMsv1zP/xA27H45GucJknQ74vB7xuf3QdXTxiLgbThZpcr9HdOtNDVgkSA9HmB3icxiqj4FsbIqpt5mqtpRtBhtNbmOrCbZAoPCg6709CTByfb6y4n9tn7uZFSQL016lGipqOpJg5KenMKFjHT5dlxoKe0uN9b7A0Ls18D72/rh/x+4A58A+gcuw28/9vxfhO1RVb9gPO4ed47wrsB0F4T+7cFzrKP+pvbpWz1/N1w3CCRC5g2Nuz3S7jzX96HWpU2NoGKDHQR+GVS9JF2hqLtYeu0I/MAX4M3B8xgQwF3mEjyXcc7Bc7n3joXXguj/Io0c+qGTG/eKgWSjvN7DjvdecWtPo1l8uMz/W84c+9ZeopvhL+Tv9PPG1eYxD6SlTR+Ooi+G4fsaSCh58btv1U8aJO+IyncFLrX/iorFd1+9vtTVfQrn0NOkMT18c3sQPeB92oHucF5HMc+oUoHSIKOzn+NNlRP/O+HddUUHzSAK3+F8sdwNrzT24vnO4Cln7ASVdwVCzkH0K31a6Yf7rvrz9hDCfdvhRAiFMz69uUGzzQ70qtpBM3jOKyApQQjRhewXS/JyJe8QrxAGmZf4G7afqKSQK/yIYw/ZvYvRXu2frpqb6QW195qcZ+aiO9GrekciE8Ovk18uvU+E1ZRB9KKoQBpFH3m7kMaUbXq8+7ZTkUZ/Bt7A7t+Exe7dPoju77/eokvYJP7S3Y/m+XVc/vz4/EbIemLxNE3QMqb9TrSg2hai72jQ0otZiUt9bWw4l59YuswrhrscbYeF8o9wUcL/48Hz16HXnc6pibqQe7cATHMte0r8vXv9cMeDw9xa5PA95zn8Vvi+tn74/weuwieA/oESTt8kvAu/Idj7KlSC7id34r/Sd+/G70qgvCu3UhZO96dvEEe4257zdyJ/FhL+TCTbOXZoTh/E1baM8pKIVlBnb/RkBDflX0DhNvzwOoJKkcq7gHB8ouHu78VftPyOep2PijJzLmPU4cL+8thPcX7l8q/3NZfkgDS9Xwgk6ZvSU9nRscnuMX4nsUKVaAUtwvNzc3OfyRFw53zoRTQHg3P6uRhqXabM9x28IntOC5CYL3VQj9PJaP2BhUq4o1Tao0fUNse1piN2S1K/xnvn2DEsvIhOfJ8+5R5+/HOPeZq/RCtfZcihP2ZvMb62tEXtmkeZgH+XypYFBCCvzNmFaN2Q7ZXu4llKwHhTTiXHu9e1H+Y69HEgeGb0m+fgnADpyEsiDapMp4+UUfBUV2f9+Yo27Bn5S8rXwNopW42XXd7R7ZLwJWELwjV0R1U1n45VdQnMeUtk/P9KX+g8kPsrp0+VcnRIC+/lLVQFT0bACUZ8HvI2C0/iZZoubsyN2ejCkJ3+EfMilDR8ePIm8bV33gHPE55FtPR/yT/lGpDVEbaB4mIcxpAjsxe2Fb/lmDfLryrdiVZ28mxO10bvIwqKJOdHhP2fZdtOK6+7uvj2Zmkfr/ejQLOATh+O/cUrccbBZfMZKv7eIoKFXki/cDT9II7VFcNlP0NiPTO1/Y3AcKG1j5oHp0wNP8npN/OrSc+x/E3u3j7a4bdTPuJcvkeQcUFoaTpEf0+DSYHNBbAcV9lykl9bn0rQo8pK7gmENBVD3Wlh6x2autD/J4Tuj8G+bNOv5NniuiMwp0sV1/pbp6OIbosLgYxGN/KjOnVjC/d0hOvBc/zdC42jX7DT6y71+5uUHlItu373VuL7c4Cyr5t+mQ8REfc6uqYPDPTkM3sn5Kp2suVduPQS45LtvxPvrxDcD/b3B34PfALoH/h2+E2ByrvwJ49E/+3H4eO3qF7J+6fb99uC6Ags/7ja2TFB3QLNFoHhUhK5M/BK/eOKAyPjcXyO+hQXjy8bTeraKt0oRyMdnY6xhKIbq/qZR+Ho6qxNrt4mfE5ghp1XTMuNFWhf3Z5e0P+XOvhQWpjjub1xfKJRnR2Y/i7TCx7FhkH0K93h03hDVeaaBczz9/e+CtVCCnsBtwFD9/zNC7dcmV0ndgbTT7H35Eyq51XqXqZ1jHHAH37SZrULeHTmY8cumsLIU6PsqDJ8fT2LP7i54B3HFb3g8eMzVro65TqiLdbej9o7I9nfAn82R5h+51Sf4WgCP7TbC8gGuumcUOG6Lb6bvzgm2Cljlcee7nbFu2LHPJrygthaPz1y7Dp3PWfINRHNEwgEJ7vn5hDk4Y9CH1GANu1mRwl5fHby8wrldvEJ+9bqQCqEo4Cb8jpcijmgPYZjw777Y/zDlS+8y9XD6uQtdXNRIbQdw/mLD807Qpx71QH4d2XUCNeRV2TVC/qYgQ5HIc+Qtisd7rvskxOfcXM6pi04EJQ35cOreNcLYGI1jqZ2/A6TrW93TuyDhMRbYzY6lidp5N9fkV+mN1oKm+lyFcmi47SlHrautGkjtdq9J6Jan491Jf5b4BdxZmtXRepHyMW6GuMBJQadQFy5gzzpTq449noxdUnbXY21J7go30E8hwvDcybuFI4at0vSyukKB2WiVsbDdU7j/Uu7Ce/LQ/4Ua/L4olxrMKnYWHhU88OeTr4KsTd+1j9ltVfjvlsUnlKXdPMNbUkDBnRxQZFoyfuaOtziVPFBdxsrvkpKHD7q0yp88r6Rc2WFWd5tENnc4Yt6nm4YehjT2u/gViq/ga5g739FTkWG5sXF+drZDcdxzSW5xNkN68ff8cciv73x45P6pxm+P/F53T3veT+PPtR+rcad/v1L4wEf+J3wCaB/4FvhtwYor8Cf/p74bwgyfyf8hvbd+cb8nXxvAfGoMJeCnVGbmljNvyufqePL0Gf5Pjco9KkZsZ6Nc6BBuU0bFUwiqnfPbxxgT3ijhtbwqc3jXpeaHAfDO3K2Q5udjG0gnfzzjhVa+zHIYE8YgmOyazDXHUug2kmxS48tqPw0rBRWN6SA/c7mgqYPPqPKJOwNZnbO5N3mpLLkoq+YZGzePf/3XoMq8NBhsMPsijRGBxsTWYB58ZA4v9DF5unvC56Qi3oD1t07KJA/PP1zRjRZn0VPnh/ymn6jAWb8aAT8tg0JD5F+ebGBOQY5cODxGwVNG45+MvjYRcM3Q/tqLCujGuZoUa57oqxY2ujHaL4a4cQUo0+G27qOjHuSE0EmVeMaeUB9ikhZWXaErP7uHKSJ2mSB3JXgeQF++layJPLTxmNDRE8K4wBkOCRwDklc35pAbvAs6HcjT2JvZLm8+m3g+7CTO8wWhnwdT8rcoOEPsb+hs5DGEG2PWzj+OsyLscroaEJ0iUGcdrBrmnGZ9Ral57IU0duaQ18Lbx+Q8htcwCG605xiqI8xJTKRopVOX8D6wmKcKn2mgyw3MOz61GcLTwZ+0vR2p39pfyQkTX55Ei5a0zVQxwS1hB3DhFS4CPPp5bcbfifHKxQyH2P/B14Xcg4c4DuKRj4gcgI/bjLZTkW49+de5CmCkS52iDzGXe3nJBc3jiaHT2fqkR/fVttXMVDzbwXh79vO4TCu2O4mX1p46a+Ug6D8oqHzi0i+t557tror0DxA/VkEz1ebnLs5qmkuYhLKsttipmzkD2oK9YOKRmJ5JsVm+peEVQvVXMhyfZc2Y1uXVUMaEqTpkYPou9ND3muhdnMoXDr/5bUyE54yb5O9lSHuYo/skDF71bnHAckPcH1W/dEJucycz+Pj82V5t0FOX5lD7NpMuNFm3HAjj52COFaQeGf97akw0+8XZOJrwhPqJvNxXC8kPTH7ohpHDlXvZVqm50jc5+FMn2hyNsM9DtXJ8DZ9VCJCdVfPdIgyBwqgW5zuwiLsqknv5aUf+FfgE0D/wLfBJ3j+dfgNQeYKvrL7/APXgUuDtNKcBtEABxVsZ5BjgGgstyJudSiM2FzXBYWeCloonDvu9VLGB+KyqQedIpJsBvng4UjxH3PAyK3DMziySgdy8d1G6tob8D2AL8P62oZojSvPdmyPJ6diOOFBNVXd6FYJQvewGk0x0XVIx9N1/O3Qn1d4j1szznQIose6C+OIvmf3wyw7Pjg7bIiAri/WsTXZ4gIuIjg2m4jckc6F04TAKBLj+shjXoPS+E7jFltcXKvDBvY5A86+hIr+fT/4XZ8j8Ju7gBN43a2AUD3uYWzgveCob9dkSDTh2aGj92q8A5ZlC7rAe8TcVg4N82jAiSpSDy6CwvltBV3AqwtyhXEsjWwmdR5dDTpieXMcPd6VgzSNDdDTVaoangL8DDg5sDrCwCcp8MtLjs75VH3zT7+7S1QIbF+b++xCwDkvdtjJCPt8gpXLaxoUfD3oIxWW2d8mPKSiCftedIVfJXKW2If8OYjekX+1MFFOUOmCjER0mZ5D0Ts3txZcBh1uVpbnBC1+KOPkf2URHYt+DI7NxJvwUuUeU6kA3oSrn8GKMhihlGbMehoFEmQ8+YEoz5f5jJQumSkMPsoTEDoV/cRHVZIR9W+pI2fghZzjd2APycGmg3z2naThkLBvTlWKyN3IDwb8RViTYgyiNW91Prsufo22sv3h8aoXRKDiwLTnBFXxUF7kj8X8rvVNn2qrTydmVM9VLQeYaOSnZT2pOGvfGEBfvOaOk9G4LOLQDqrlQQ0D6JyDvMvlXPUP9ZsBivoTejmYn6a7rdooi5NXnX26xdfp1FbHd9pj+SS/Bhxq+53EJ/urK1fukf5OJ/IobX6D7RUB5ejxhBJvkBz6o7a3tHgWXTKfJrMTVZ75d4WfnzOh/6oRgHGB546dJXtx3/bYjgMHykxxm3yQC6JHf53qo5KmKref4JkfRXpOGa7h3fDDkv8lvrKnN0vYQ+STuw0jIWeLWvWg5b8A1YJlfzIjalBH6jk8OOMTySFocKcCm/I2AmeTf/vpog984ALQXfdHAAAgAElEQVR8Auj/cUirkxZcDnI08N3fTD99Q/su/MYgtcB3BNHfFfhGAZ0cpG/C5+6R9t/VX7tvKr7/+BxTjKPTtU0/iMwlIs4bJosa4u4jr3U3prUliHV1WHRGb7b6xfpZ72L/JO9IcoMRDQ3y2a48Kr5vzaY8JoeRlaW3IYBBpUOZc78VN1cMms7G5O66sVXSaG2Gj7evs0Vmhjg6mBrH51U7ZxaynzuJDHLa/puxwXAdI8Z/N9AnwOOkHdlyfNDkj7wg3cYHQdYFDDtHDQIX767vQOGAw2Zex0o7W6aqo6sbc6X54h17mVce+IpLORbvWKG1Ye4wDfilFfeIKrtfqX3DLd1ld5ICTMJVfkF2obYBt64HV/8wGZ11smkQ4KQV5RlY0iGOScjfgfGYsf4fM1A+xsQRguu4A51D/zS3JVwKonNus/Bh29WKb4ryZmH6q8/QSbvkN/o84zHmcrJMWUvyru/lt5OnpXzdQCJVm4c2TQRTj7GbE5sJIi23I9UlIavjtDvu1N2DjoCfcdGTJ9g74XeLCFJtCX+gy/C80uO6xRlStNc9/CdE/PD2yyRqEpe5X+OyC6J7dnHPDnMnN3BYSHKASNmVjdoef+v0u0Z+pWkS5d415DzP9DRLBd6WFHhNwXMEhmUIaWzHs/m8kb/UtpqvP+KHc7cIxsb8+rjo1ySPev6kWI9wJoSTX1LKboyStuAfb/o5FyPBTC7akHnyDLiOieG6VjmG4/QFW7wLosu7GGSRILP2fJA/XWdAd5EfRMgw5BMzw+XLPVRUUgu0wAwRocyjHd9rxnVDvibz8X2l70E/5QDumZ76QHroH+ZSlikal3bmF12lPKB6H4jgIMOqpuhChqSPDbjN8isV5MoMOAIP11NuUgnssnRwDOCcFniraBHd4iADJXupN3j+FClD63mdZZTQ0yRebk4XcPpylIHrt2X3QUAQuU0fS0ko63UyvwrgF9UVyLfPr8mGa4NR9omO5UkWFG1if3MVi8u0g84SCJ7baC35fHSonPhTlv/2rsM75okWccFPXBFFPzCZfn1R7TuB16NzP+z0qYxiPXYxjfnnfPlqT+mJTOu+6oibsJ8CnIYOrdq7C6DyCWby5oLFX9pb5/rrFEAkMYj/Zv78gd8JnwD6Bz7wy+Gqg+knFwF0gfM7eNw9Pv1KIB0V+a/2R7UTbRdEP5V1f1GB/rmsZGiAWJ01tAJBYzn7H1PsVzpmxoCyYio6SKXJiWksil61owVwXc4kpsroLFocDAVTCAl2GWVdBhJTv95xZP1rrPQl/vl4JZfX3AR9P5fdMnvDbEcbg2imRHJKwZba+nZ2VzG6ZT6m7EuagQnrt+vxWNvZfAzAhgdX9dLUFiINmoy4svoSWO+3OBzsyC5w3jpcmsB5vH9VV8eV+7ZLtB6Svrd8oy+vJt4ABsrUGcN4rwl1RITP8HruUTz3FM6coU5vsvsx2zbESVw0M8qLIdcl33cNAV4SgxQ7fJs30f4f5PoRHXBu0Vu6Kpgb12+6dPlV5N8RfT8GIsfGY9B4POY/jovAlLknnhXr9rd4H/qd2QJa0ZG2VjAMoRG3864eGUen0j/D8gzNajsVsTx8b+Nb1DVyvvbI5CTD4lkDbS3FEHveOMs1B5vuUuHhx25zbH1NQj4QOarxdrgZXrroYvh7Lp0f2ekTL+f8pjRdoqOUw40Pv/nGB4osOmH1zBim59TkXzrudrwFd+fPe+Fnco84+Hy7+1zPRMnt8KaiqTFfSDNQWIn8Wu8qSh8cF7uEUhPRjfC7BwzOzmvPb2OA3PKtX+E1K11sxwjXXCawILr7XTaA8C3ZjY8TyPidFKwTxSGqmCX55eVfasBNcIsBovyCsvPobOQXYb/t5VksV4PnaRI1GITFX+PxoMd4ED1minEIDiWI/CXdG/dVfQjpDfpQ0BNsRySuqnpXDfsXSmu2CFH++uUOTQVtFwzjFxUyem84HQPKmwdeAsqCW8Ff5gTbPEptgwJLHfECZoEmO79H61NINF3rlHU/QXuCAGzt/hjINzIMJTvhkuRXCUFe3gE4C2aTonzc3dTpdLiN2i/h58RXsL+CLKqoLJfnF5C9vvs8yjG47sYDeI0E0VN5JTI9L43yy6cabkqaPLzGAxIGTmYFqrnLTxyiI3xqKejcrmxZuF0iWNcZLs7sBeboJdoQGvK27xgLz3gi0g3IC/XkOeLpbeOK/pyVooRQ8+QUsAZSnXMP5HIJhWWykV1Of4qQ7Mp0ke8OZO0oDU+aQl6jaZd1+OL4XcMJZE+q5zIRWo6tbnlhzl+QJ0expGjfx/8D/xZ8Augf+MAvhnfvtH8nxBXQV3C7kuYUOL+qHF8JWl89VrG6r44m/So+IcdyqD2PSjwR6o5LpXwMGuMxXwwiehAoVOOS/N8esxSdgC6A7p04iKPmEecSiTLX1KNPRLGdiDOJE3WVXDlapF5wFtWfOEKDHh0I7NNXSm5yFGCpZVNamE1hypWuxq32+kCnmBDBiBq5/s1o6gNsYgxQjNC4ysl/ZXoivSR3Z5xzWvkFdTVFVKLzaEBXNhNgYzxVyrdzw1yY3u8KpEsfXuEoresCDPzCNEzpY5ctE6yu4/aCIQ7XEkygZWyCAV39Aq9p49YVnvrQBxlozLEayE8lTXIIsxrE/YkI2jjnUEltWI+JujY0i3fQ2VE0FIMzfhiB8go2LBw6sr6aVip6XI5FQRondNmE9fwxtP8HP+gh9Q5xVYrzBhlcL0eQ58zL6trGQZ2CKMOC/C8D6BVLUV5U9xrSm8pwGORqd75UV5VmRXiuEiSEq0P6R8WgJrnCeLEvSXGc18vbNlgX81kNTESZ8zkxI+K4kL0ssn89d70b5dJYMhLoiGh9HqXi7VG0VXLJPfet8PRe9L1AEoAhfZoqEroZidwyeXHZbzUC5OaTHHWexFXBXG7tPF+XOha6iDI3IGJcyZgpl6B3k9MaS6vwTAKtxtmVVPQl2/MovxzvrYLogdds+cSuXcL/1/zT4K3wKn22+BeWkuSDTpTc+kBTuPMwB1BcJc2LqrEix4bHL9avMmq4bvAyMk6uLM/gJdU04fuHqKMOwdn3/+N/RM8H0WM8gNvEM7ECD6mZguoL/prhHujoCboTjs2wftPpe6J5tlpSB6quNAqejf2CrY1yLPTFMD7kkal4te+HEqCojhSte2SeDlN8G8XSL3ormtLVVA7v0Hf4uvIfbP0XRf4yUXpU8OA434lsboagRrIJo/xY/ai8eot/w0tiplKBNdne5gsPj2pOYV9KJqGV6qMIreS1oQbRM6xc37VH/PyncQ6JS8h8xf962WRkgbLLyinld6PvhIbQWO3hEfUL/ykF7KYSt7apXv7isySfi0Ijp4516g5tRZItlVanna36eoNsh/qe5wXl/87CApxT7gSVx9CXQr9Xbf3Kn1jr9TYeJrPqRTwqR82cID8p7YJDRsdfBhkjb9tTUHTLn6QNvXXj0TsIJC13Pa6IMgy4sj/O0066iTFRakZi3j1uxYNEp6lbSw4B+ff0WgfDO+XjWF3iHyPwe794ERaGf+A/CZ8A+gc+8JfAbwqeI7xzh3zt1Pb3d/phF7S+Gzzvyv6uIPp0fjyJ+HnEJao/E69B40Gm9PKDiDgpBZ38Tz4KDDIUibxzi4mfOWCTcCQZz5OSCQq1tll2FC3lftNFdop9o/BCWdqmztCrlF0ukp6t8VwNOuuWUWBGgxkt1u2ixJHrF3mAtsDJdCr1Tc4+g+Tr2uirvqxKQfd4lcevIdkVferpmV0HcTAazd4btS/shn1pJV5MeXcxVBM4d/dh18EdULqTgMMgkm+AbYsM41D7pO7JqsT3eTp9YyBTnADZqUMpAKAz4YSrojz5kAbMRww2PEhZ6ZAmyor1uAPDiMvReCHf/AIAyvzSMYia71jjxKkUGh2DMxyyzQbXfXRwJGVkPGNwO4Fg7Ejfxjas5w8LQDz+N589HgP6ltdl8BKtQnLwwQeu4okBJPJL0j6fKsNwV6jUr8FzdAJ3uobWD+VEx+2w9iLO+N4CM9hnuc7ZO7Kb3QuyihZd/+hfoIfjfI5lDdu5t/oLPy+Du9Jr14017czejNcXmDh5hfJQ6QC92FHv4FBe4QDs8LA6fSFLsge+FBxHqyDjJ4b37BPrP5gOvgxOJRZQjavpGST101l+XQuiI0pjkQe7+VPJ6225sfBG39RnldwPBTacsAcZZ9rIryfTk5nmglgbY8nDzPR8Lr5TtHqcsIJG6cKj8I/cNbl/Xj4w2Teta5njFwuQthF1dJ8nTtADTQ5PU4qfdB7Wg/MDegj72CHTohIEqspSP5YoZ0aR0weTpywjmpvPeQyih/AAXnMZ66/lV9zhm+QXhb5ZdqOzw1COwQIF05NGT2COxh0iqzgLstSnSwEDI5yfUifn1D6yb80vZJf8ZukKDypSbjJ4uen1DgyqH2XUpj+rJpj8zYVu/QepbZzlVygrZdz1T5jvTl9Evr0TkWTtsg0RlWxI4vgCxEKGMfzqdXhwjJnFBDJfnI42ZfMtxBcpXba/LpT3GiBfFNoBuyvxQM1lMk5kAJQRcdssmfBJl45tn8KQxrHJL0ib+eGxtW7iOtuxsNN8xtg03x/TJ8U6nijvtfxF4MyBNZUOm6K2zXsHWDgXtHUajiFj8SB6PIieNBc3S5EbkeEwDBVH/hNlCtIV0hzjfFMcox6M+iDUQfEx6IoyVteMjlrpxsLN0GiL2MqyXGFRQJG24KX6I2KLhN8IH67rVFsFy2qbFce3LPBALJbgdf88yrPIpyCZtJ/MDqnqkEVJPnhOJItjNh9V+8A/Dp8A+gfeAq868b+rvrMz5x7Di/X9dDC7q+/V4PB/Ca70xU/2VxlIjOPI8x8zET05aCOFoJ+lQIFE40HTWUePqSgwL0sNVibWxQV8rRaOWkgyNEKgqzC4DEFRVom66DcXdTkDXrR3UIRLxZVpKjvi1E/TRgwacPLsFMTiXZ+8t8xN3zdngmUBnIoizAEH94CJOcDbVnRoLf0fcSqOR23o5zSV0ADKfVavKTWlGp5o+6S9vsGJVumC/q6pqqdGf9PX0QfOjjbpG+VTPLrPcL2Ik3N8MVVk3uYd6aKp4pox5JzxsnAInTPAW5AfsTxju7bdvIZhb5pawK8OoD/oQU+i8aDnI7RWjCvEsW5kkQd+kV8CZjbPVt/UHhwzhIfuT7VGQ/nOiQ7FqCO0wznfxgY6KzWdLsIYPBf6rOe7LQAzhzyvRWCCf30ijR9lLL3cyQBjZ2WJI/A5d+/xc76GNDr/F32wm6/VXACHkB9dIrKFZMh3XbfKYIpDEeiiro0oBkhsaOIEt8B57Mqje+D0YuHNsOBA/x08bxVfOwGysCieSnkYnWXQP5kdet4YMvmyk0wM82jtoDIXTC6Yq3wi61FtGrFRbZMcYlcXf+ZAOVGSLV+yhyJn3nHq90Akq5NTv2XpoBPob5BXKMvcgpxZgPLEJz/z+4jjdsoAT2gC6BjkdCeqLP5mdQtPHHkiaZ+APMK2PqvE0F9Cw1WhhLJrEB55gwF05OXGw+KCIQqylPJAxikN71W+aNAUZKdOvoZSF4/W/qbHDIw9eMkP0NsdC+rlF9KK9If9giwTXEV2BRmG+jLKHcGlJDI2XFCOoI6NizT6OWz2FfsnKdkqNceTYrGMeDlu7cvPYrVJKDdQ0TC8SeTYKXLUzJsExXvPv61/57tDgTFvJ7aUd0GmAy5BGurndHROQJ07UNpjzjK4RKPmJ4oHkRsLP5Sl8XwAX1gxHXz5jm/08qIEpzOc+66CcgGeu+/7Tx+hTAJdXfitl22+kGibuQA72udc4FK1Z/FcWVxkOz25GE9J62XxJQD5UPqqIr5l0fk9LzyH7EDHupCPI86NwyY35zSWIFjwfZyjmzap/BV8B81FX0ojxnPv6eloY9R0pHW68YBrtv6FjGveyWSt+RneMrSFtb2iWF9pSujnF95zuD9UKB2+Sb9HXvk1pKqltJWhWO4ypH4uOh7y1y1tFc09x7jwvqyL5ScgFLow8gNfNvWfDf3APw+fAPoH/jpIAZMfqu9vLf+3wN1xqxSz7xjzu/3/s4snomQ/pTUlhHntyl4rYZn1stQxk9++UnTRoAjKLyq7GnBwSi86M2aaZfpQfa46w1+r36oTpXmWrDHvNJ6rZvweq0vilUVnPDQ4ZSWwG5u9M1j7JAau1HZZIYzltPG7PMS/KK5Iv1o0dcOJbAM9SKAIcXHFFM06GQStnopGJUn4t/OI5OITHXBOkzEZFLBQDMuxBdrXXGj43oKrVtqFkkp6z3WklhZODu8wQCvibehKJTpX9RecCVXwQYxqxFWxVacOuXLwSMOiVYaR7BYQ3qU2qux2eNKTHvR4PGme5LGGnsCBSD44LU4RnUeu+Vz/qpMDKM1Nmg0vEVJUw9D4gzrWiT1HAh7ONKRR6Z3HvetH6GiYj44eXZk9g1I+vLL4hRPS3ip/nLmBrtH5F3lOcNTM3ZQW1MI+wV6c/Yy90vOQWteY/TS/Sxy+yc32noY4nte1BJYq7+4QTEAuYnGIoZvzQrckkkd/Y1sURrpYt8NdaxBPTxZ4bB3dd3U/G6LQ/9w4taPjG9JLCazj7XWmVPdCQH5DiU2eNd4xvc4/tl+NmCOSqgBsarBykNYF7p6g1KtFvHkJSRx27k+691dNgZAmyo1riL8CnMZbggpl0Fyun/jOytJpiLgXDZ+LLoSDF6MOn/6ROcyDQwD9QeOx0j9XIarfGe+TwWJaR+UKrh5lJ2uTgzu2AcZr6C0kUuFFpMtKgPTFniBa/ZCUvKnf+2+2R9oKdZbsmFVu+3aLMGryeuWKnDhl1v61KuZ4eX0rI+RkGPY3+T7A8ol5nmRQ6E9W3JJiOHelo3a2oGs7jNEaWPlUhva8Y2950WnbjcHuSP0S6Yc9binwfhUWnhwe4e76uVPx4S2IYuFbLjc2onhU9bXqU1jMid9Gvl9Vn+dCkkcdssx6elXG/QJsZEacCblcn5eJLBj/0xCQS4ve2nx2kXXSGBT6nnYlfVrkGMH14i05gG44W35Pb1GvPNn0Hi+hAguk79ti+BxCaoq6yod17dpgr8s8+cXwl6waXsjKvhwnxzxN69W2OXFeWv2X0rfFhvm0xn4sZq8bCIp0RLTR533gvLbnrT6R+XFsnF09iPTkBySdrvVp7Alsf6adP1LBBbJz+ikzaDMOlQwr6olzhrv0Yz/uiC8sCLvMN+tmlsncvfTvMX9MwFSTfpZZdXEXeUCqkpd4OTEc+i62/IG/BD4B9A/8VdCubPyB+n66/N96ZPsdwPZVK6iv7H75znHu+v/39b1XMhUSnqKsL8WdiczROg2her9TrW+Ybm9KvjfIIZTAaGQtXNRhA0bEulDn8c4z7XDxaVRXFIeNKL3BEz6TiJLIaQVmrJuJpmLZ4VFqdRX+nUOscCTHcRyWn2nR48OXOn89nlwshcTuUCW7Qdu1TR2X0l9cZQGHf6r6yD/dWw6GFe3mYRiz1bYxgA5amgILa7t81OYcGm0OEi3dga9r4H3wXBPs3pI5HYEnuEmKhjFdPq6twdY7B8Gp65wztJ49MQCxc84HQwvpF2XN+ou2sZ8bPjDqDPFBRPQknoewauCBiez7u2DsG2qzDz3bNmRzm2rnlG9YAOWBFW8J7Zmda45zIl8fhfhDZhDFZexjebTqNgEhjQ4NgPmql+Zc1wCECwJwnR+qnU9gDit9gUySYvS50OHTjiN+Pgu0ffCh6gsPnPInRjwWP4fmKK5jyUvZ5add1O89Etmgu9dxRAONVWPNJHUemibFk80x9CWStGk87PuJ40E0nvNISCJ1yrnCQtkWQEDJXfC3zMhc38eTSnJqcn3P2EcbcaSOZaffyp+c3vD39O/W96Fz1RXjtQD/HOuRkV20XLT7qo59VIkvOOLy0OR54W83YwTvZ7eHAHTV7Xx1sUAzox3eIK90l+96psHyJxzdjvhlvurorYB5YsFMbKM+HPlU/NqC6GsBmByhMta7dRyrC4JDUewFgquL9dfPlaxPeMHhuRSk8+qGEx1O7otYcfaF6HSIboG7FsHl8/kS5nDRjnKMgEHYQjbgCW7+ibOebJHbztEutAHj4wMS0A9SV6BJnSts7VKOu5B51o2Ow5fGVNri9J0iHb4b2lGxrQEFR99Z1rp+i5c7fTU2LfFXSDrILV6mtaiSHiuIvuRXtizZ4X/npAudW5pXcLkikFdeLCO/DnXHDgkJKtRZdOYOn9ethe5cFkPPL63QYP5P+m6ifOrkVdOnOJdYedyl8O+XoVqMk2wxrp7DKOD81p8Dz704H2I59tmsrj0rcUe/XXq5DvpRKR+4vXH3urFBxzLYYSF75Gl4Wb6rqq8LJFiBVryPc7zWH/Gd2Dy6cAZ0d+7yrremL1jqGEDXrE4fifITsoT2jXW5HSoq6IuSlbSHJfSGVJjKrx57m8+n6eoEieimTyAQNRyaSSInfkZscPWbs9s2qGD+/rUfZyJYjNkUEGi0HO8dVPwX6bSq1lUJdUVb4SeY8gf+KvgE0D/w10BU+DAg+xt2Jr+z/N8XwL0PyZgonHRXxu639MXP4xE07YpeOoMRnk/DZ0gM3RTFhvzMvwzKrJbDblzRyE27UHiDN+0NrR6yMmV6Yy5PFChnXKuyvzHfhndtp9qTUhf3SUTHts+fyk4B9JB/LI+nBBykjCFDDZpv8GdoKUvRH3rsfcCtcOrOfN6kSL3WjF87/g29mhFrhtBsYz1KudgZPNdvwpd4xZ6fc6NT5CtD770Leioqu5izMFB3t21+MExTlgK91zDOwXNmXkdkb/49eR5tKzylcmoEGI0VKDwCjbg8XWzSuGOWH4Me/KAnMz14bd2DIK9lYjDY5HE9LnWb2L8Pz7DYWKasBfEnUyi39/2BTovO6UfeoEwv14MR7pyBj3wG5lJwT/tLWehkmJeyB+lJIdTHoT/x3wgFzW8To6PwqfRplXnaCYiUwG2aiLe1Gxup/SA74IgIF3ixCWxXuhZZUIzDqXHY5vz7uec/mRDm2Bg0HkwPehDRg4YEz58WRNc88m3vIMBsx3197HnWNyEz4ngYLy0bHMjIKXJvDqArmp/cgX5ohiDjrfO3Hs8md5BfNmtsGrDn8UW5J1vqsqjr9FFBzSWNfCcl2GVP8isF0AHxEfJdld1xLmIZ8d/zCcFyWfy1fnMA3Yq93LXKOyGIGOSZR9foionX50vn3Hs8HlOu0SB6UqANrgRj6geZX6K3aZ1s6VSmNqSMR5kL79ZPkay5YDtc5zOlbpmWWE/VZ7tpdJpjA5KkfigLNIf+wH4EuULsbBH8XniHTgyg++D5qlfklPQJHN/ueLxNG/WZs9VStA1k6K7tyINADkvZOhOdemb3J2e8rygEYYoMJh+PBRYZs47IDwyeDye/pG1T1tXya172vAfHXm0NeKFyPxFJtB3JzYmzH8t/vzymL23LDvGETpcp5G82AlRJU0gy7oTdyaB3QtI39vIqPsm6LGf5/E3tiEFzAr7i/2W5youHRR5x9dvm1+eD8URMUntWhtG8G4cN7QstKT9k95uzV7JkxwiDYHPZ2P8WRZ1t3ZShRqWd/8Xzrf7G5RwTfarlM2LPLRqvFm4YOmE81PZCObdvXxr9XR+G/ueauGImbZfbuHNKX9CBcvZIZ5reP48lMKbfCTox5oogOhHqXJUvrAfk7rHWyv5SnbMqIBQc6b+2UskKOPDjk1yoyldbYUtDdKvPPvDvwCeA/h+HTuj96aBlrP8opG/CV8v5ruD61W+a/+ld9++sHx1al7/z9Y2Qv/n456VjGn//Mj4BI3qtkBSjZzlvOGYn0y2ibu8U3fDSK3Cb4PnWyK4afHhvbo0LSQFLUKLga4upYo3FNyty+fBMdryXuEV9N+BlZQZllonoyesIzmhRctBkiw5eRZaGmdxz0Z+JvHY9bkSUjdkTeMPcxwUYUoVcKhu6MT3XW9uStaEXZZEeg4t5CxT8cMeBHWH4b/RbGrNgFIa0LlXVr3G8mWxC6LOC3+xR1MKywyYeb2vBcwlMzDJ6A8qjm9MNcYoyJQqpSl0jYmU9pdy1C30Q9Al42Zex7wquLEwwEEtDL15v6B+r2KVR3BgT9XRW8Ql0Co/wTL60rVksDpLYR6x1+MlhQQiULUt+eTlEqT5fD/TxKkMDna4Ao0n9fYZ7qCCub4rgh7RiLiTk6O67Qpzswt3abud2qrhElGPaZl5xu3OlmF+SvqiT9dmDeO1xZAw+CP9yEY/YDpm3NoetfN9+HU4K7dvYDwP+ak7hQ0rEDPQswgmInMlohvy0Vw4VRTwZLc6SWvdwACSY6MTzc8Yv1EFa1m5xOngVYM6+p0LGpMD/xhEb7svRTA4xq5fx/WrbZG+JYbUOOgeHjxhymGMpcM4QQIfguQum43iHKXUyMZA+Z9Bh3Ye50OE+xqDnk+lBc849n88VDKS1IAX6F/o1lOQuk/wK9LzlS1hi1J2kzW4Hn2tQKrOaNVmuNn3V6RWhUNNF6+RYnvLO1bF+EcA+qNm9ivqRzgXsDxZeZCeopPo86yibk3Eo5lWVr3ovevMIFaLTvoU0UeGZD6LHLG08oet6DBRHmTnG+uTBYoSPx1wo9SDYibnSNvJLyzro9jacrDw8vYwzpmT/QB9VlSi/VtnIo6IvZiBNF/X09ueVBUub+QB0rvJM2zD0u747nT7VzuVlmz6nKXih3Ea5ZS+OeXr9JPDkKJ/LXBk8S26C5npyhU9T8fzK7jrZVhN9SxX1kZjTz3Hz3bhUQrexkbuegfYYHpRlDkfsmvkE7ycL6BhQjYu/b4VAU6KnrXGj6qqOcv64QrP/w7ILP/D6oMgs4zFFf8tYM5k8c2nlx9/nc7iuySufYPT9XqUl8SSc8hzepzp3vHDzcKvDett8FO+8PO7l18Yt7AAAACAASURBVBWcGMYRx+JKb2EhURTHcR1FiYn/ruFqfUQHAVDx5LxY6JWJ9oG/HT4B9A/8FdB9q+83BDf/RjgbcXuj5/SeKCtW8uw3QcTxVfr6jnaKqnxJp2vy6zHuYvwu48ebISu9GAqDQMktDAs1nlCJZS0/ObhebcC2ZdZC97gLQjBnhZ7y111d+TE4oUVebE9pGOZqzPEQ0sNZrkxE40lEDzNARHVU4+ZQ3QkPc9hQbvdIyRsAlTY5BWwxhy1iGBaDAPqUKl1dxZxKQW1Ch1ZOb05QLt/H9uFKfBwMXp2NwQfX/cVY+EcxwQyC3GIbaEwXRpjz2VIYi4PRcFqJnJp3ifZC8FwcNRAox8C5/xdQ1bqu7XuYw31tgmi3hUqf/Jy70CH4QMBD0qKh+drbtWwXzjiMDbzJM4Xu00kbKcC6/iALbaDa5Yt5nHwh0qN+8QQAng+MPLr68nQg/Wga8CTclQBdGb7EIDuIyX7BGW3OwJl5hLI9H8TuAyR3pMTtjX+U2tx0DvAzXKgTxUcsQ3khOL5cUzAlU+aHLT7FoyF813Nt11R+Ej8fRPSkJxE9Hg/tbzvCfdi4xzrHbEF5hLuOdXDQFc7AFAGQpyiTCHk/kxusIXJrzX0INCQHfwH4VUyUK/L95nJHsZtDqxf0uImqFsPFOcC1LZCSvR7c2VpJnYk8GeT8ekB5HDld61/G8cyBdNFFs7zD+SwoxGAPZ/oOaF2Svdp/ILNWoNwF0DWojjRk6DpUr1RLqK2PS/LMBQeIiehJT37Q4/mcvGTYt9GNHiVPT8PqilVSivI5DMaJr0n7gtxCO8X3RF1G1BePC+4P7YwMVkXSJahpX3WZbd2Ln6CgJc+P0jxWuUj268YztOmy/CoedGirnGrSusGR9DZqNUp9h8f+uZE1p1N8BLlYDH6qjIjouYLnj9nHujO8kV8X8UC5MMfOFt+4+H5Vvokn012cTAzJx5I3Ku+s7nmPc2vpVCL7yHiAs+8a1K74i3IebYSTrezGiQ27xTsG6r6nOuCvt852O6rDvGxkVmaJOC+xJkABsXEG/jvB8FVdOtpkwKv4yV6WbHjqZVSvjg/0l+Pv0i/6L9joelkRfkgWdJI4bgGjDX8MThK1X/Jrl63pzuT/aKEgnm+hm1UwD110N3URTuudZ1Ib42vBc5hXTs+CNhGM19vad6fTIK0d9RaSdPgd5FV6eQEf7PSdz0Z1q5necfaxuN1X5RdUpePGgXcQ6rF0JHKv5vu5edoYjrjM4Qqf+HDMJMK3TJ4P/GPwCaB/4K+BzrHzX4Z39kdeubVMtc2u+D/9DfMKyhVjm7q7d1/B921t7oyAI0Tn59oFwaDCxH4aNN0Ezr5Cg5UdPmLUoJHrMrs6OiviLsS+4P1r904U2yKgQJW+mwvbG1dlIX168TbEQsG/v6iIdGc183LiSQiXnNPxqHPH9zo83pDGlzLk10ZuwAJWvwBj8gILEg8SG8Q70RyqS2m+cvqIOFz1G/cnI714b90RnAqJzuR76yCXVt0DC4u2VbhLe6dD8CSh3/BoeWd37KarGbDoaLCBMDyG/C8D4BsBt6l5B9oT9oB8xR15K8e1uwC6b6PuvFu4NpKpqV+O998FHTrcZ2c+n096jId+V5bIHHfSSOlfXdB9tbIwti2WzTwQA9E4bfTARQNeuEsEc5CmIHpp0K5y2PJZMcNVu+Uh1XyRKSr9KvyJA78AXqk7hcF4xwC64I18lIA2Cf/5wslFUCZjyghv23hBXqWdvL4z4u4fJ8Mif7iCU4eblbpB1l75BWl2xeuOn0Qk32Cmp9Er6CU2PwthyfJT0WOQX8i/XbtGaA7yFgkmrnntyiOjZ0wL/B4dRUSBN2vtQxea4OIvwG4WkXxhQBPoAHLCBusm6wPhp05Ps5PzEc3j55UqGtH5LfJEHvgFBlknxD6zwDjSrC12MVnQBnnH8qa7vkOBBbgUcFIXHP9gCTQ86clPev7flGHP53MFzf23z4W+TeSK+/kA0E49TUruC3nGIW+kSXo+6TkeNNbOWf2ms2UIdOtp0z0J/DFRBue8Nf2s9mgQEmsftItaR04RVdtSb4wN6PheoZ8nPVCTViPJZE5tEIIgv1BEM+ODUB/QvtpZQfdzZTNDlZzbLJdpfhdt2L1HOawEkuVFbRattiZ7x/IOnMxMxPaV9gxfEF+uASNiYbjJmiV60tL/lz3GS1vaya8DKH+mWR7JCRb8tOcj07jVMBy5ih6aFlFohrH+QXnCb1x60wHj8bsoX5P9E9tXyRMvxNI7Ft4f5bFHb2Im+pE8AobeDn3kdSj/qAiiJ/6E84xAflmteunkB+RR7MAwJmnHrn9eAZEdvFAqgudgf5n8SkUktG5jeUEeCw2oi6PkwGI3A69MyLaqkg6QzfUNo2j4n74cI6T1/M1P4B1DCjh3qU+4VtPtVNEORKSJzCI5vabTQThcgn5epMF5YyIO5lhM++WpURLD9by7M99P9tQlu+wkRwL9dZ/zcWmH8RXxYRE18uteB7vxivoKFbwYbsC8sub4i5xXWGa5uWYmYmtqWGjPjtxOky1VoXrdO/nzB/4m+ATQP/BXQc0o7wi9fw++EkTvguZE1te78q8G0X8K3kUL7+jPLwXg0Zj+IsgYLZOJiKvvdRMo/PhNz2iwsukNZIEIW1FKphhqvmh9vdovb5rnDY2cMOtrD0bTFYeNvi+MyKQsWiiLmFYgYo1D3Gl6J4gebBE0qM0xVpmiNRg+K73Qhdxr0NFwdGiIYRUdMhyM5p3RTaROWFxx6ubi0VNuhaU5IMF5/d46zi9wSjuEdlXkILpziCOqHa9GJ6YzWIWHSPARdngT8Kcx1M+7WhdwDo2A23uzme0/DUBA8DwchSv06GuRIELvdNvV364aL3ImWbI+ff4czxU844UPW3qwyNBH3kF2LPv5tnufGwDjymyLUzSgZbj1wmXA1SDjPCE953LUyepWePu5dqSXyD9lnkn7RL4ATwCJS7KDV+et8EzNg7yNTBZCGuVBnfPQTVdo30n3uKqbHMYYUaGEzpUPWGD5RepLK/TrcoXmZHTSGEkQnR9z3g8b2ykWwi6BCvVCvurQuWP3kd+BwEkRG6PbAbJCv1v9DP01JO1jfU4FiwuyAuRoFVpwAYhBpEFRlu/pusSqm4ms7colsrnidTlrb1TTKn3fXUc6SGSx2iFOPLezBdoAbXe4ko2dvgf5pSeV8DPVPdWKOSblopZy0cELoCxi0dVz7TLX4PnT5BfL4jAbXyLyQcFDXZH5zKYMuDenp+sS4Y+M/SzwJHoO062ibkQxjywpUe0gdMiFtkDZu3uUX87riTB83qDKpuf14ksu+jcn8fLrakNjPcNoJujX1kaH8cyJOnjMr0IX7LFCfpGTXwX+cW7kDmhv8/hJk5p+qsqfSr7dhzHJ6kss5Joe/wo++TWveAkTPQbxU+Ye67Ad5VeHStBJLKj5JDlOW3upMBd1DuCCLva0gzCIbAUVhTkS5IL0i9t5vn7lP8kjfOJe83dMOcqv6I+A2V8tnN7qEof5QEFuh/SIh/PXKA9dbeM8rpX+atXKSW3SvPv0dAkYguhV8DycBIY2tHxKRwNYL+NQZ466yewCDPYRvsAnYd4abZYbdLm9qXGtkIzPukVJamgAvjdESpJzV+wJ7N9XxFcoDBfJ4liA24eqARWZ5eZvpw9weKfJq/4uq7sIX+4Qj0A3Hqn/v1LvaUA3HQL8BP2JiGeWX9c72NkW8p/Td/bt9sFtq50iKagwXPw+6HfyOUcitiFhmv5HOD2B43gIIW/ap69dsi8R4Qf+YvgE0D9QwikQeTc4+J1B1M+O9MJACn1yJbBcBdOv9O0rAfzPmB0gag5b2PQlGmE8CmO6MUCrFMGhE3IHpdc0F1WshpngJ/vh9jdmjq8P/AyK6Rxyu1ze0X0nL5WKd6kaq4JpjnkbE3A8guPe8jZGnZQR/nkjP2LTKPAhiC+r3I1WYCfDUoB3/rupJ7Pt8N0EqmL3x2P8NMit3WPfMS932bE3ADL/nFQycQxehGhEH/Tr/Dry4ZghjH1BCzp23AVSFo4y52kaT51vv6MAw79vpDp8BY/iiPYnh+A50I60qpUZcZFFxTsP45G7uJiT6DBbdCPHn0khbizG3rmP9Xp7zPPju6A0rR4OX1sZTLhiAA5awVGKjB/SvEOu7z1qyJt0qGEKutY549sHxgcJT5KEHHND9Tae0e9Q4rlryxWI/LtIEr8RbOznJIBwvNnydvz1ijwThwZ3snbxSynvycTDggTizJ/kKvIL+i7u/I/4oezSb04/1TFsTY6c1tqPR1rPbliBW+bcZYPmIjaZDAPSaeHCG/xJDliM5yniJC52Fgd5ZWXVzsrosMQA+iwDp9SA++rodr5FxisMmk4w9ZPRZMLUJ3MQHZ1g4uTX00rIo8SDaDwehEcSbxDUUwAEBvzN6YVDNHLruXahC72hfJMFHVpPIWBxwZ3qy9BfaYLHxmMifBRlotG70JqXi1afm8Naf/PFTxb534PnyftFPqqbzIHS3CmOjfrOFRmm8ovlhpwu/SIkejuTn+Guc2vxiTj3tHX+P8k/3Fh5+YV3cUGExx768cWuyOrAWX4Zc2CfCvkQc86rbbluqV0DwyeVmmjPLzLHZMlecTj3oAuGIs8GfdjJ6TDyA2mahF9R3YcLJykvB8+jDhBlDhuBBVYxivxxQZbJIL8I2VXpi0YRT4vpeL7d6c1xLE4QdI/ceyjnjV+jzEV8ov3ldVco/fFobZyIQSH1z+1S3l/pBc/mubVn6syVgRifcR44l9wXYNR6wJ5r27201SKGTlbkxLf68wqiESTCLAaEK4frwOEGvJ6c370X+hJ1Lupfz5N3G69CIW5nMD5P6Snwi6ivvANujUdM3Ogr1wqbUHbbrsCkENaA3b6Gap6KBXNkFEH0ViDmGjVgjjbZBflXrZWc5dXtEJyZPJ21dSmtorbKjXjYc9wkr+7KmA/8E/AJoH/gA/9BqBTQvyWovcO3VagLA+3d+HQ4vQ4DfjsF5Hp9YrDt9Cv5tm9yKIrRB87Z8hhKZ6yzU7CjIZ9VlMo4+xlAFVTwOqMCuaIOe6vG61lYDDDzVOh4id0/fSgXynYGChjWKwAxn0uaqocWhPq9P0xwHZTaXHSBZmUi922myli8sriHyI72Y/xu/Nq9V/BBdG6gQyviIA6g9O3nW8N6lwbCXKoMFHgn8y85RAo2MPyfe2jRMktwmT/Md0dfEGjQ754XRtZ0EtDaRU0a3HJ8R4IP2YObEHQ7AIu2d2zRyZtlrFtAzI5Ds+CEOQQOn5KvKnPX8YvPd0EclZK9dAbqb5yjrI8Ui4f4gBbdy9wujdbc+GNfpDkt7rVFP0LLTw0lKMpyuoXbKQNBYSnj+XwSrTn/WGkc28I5xWx91skvGe+Ff9/GHZXdh+S4dy9rP2ceb1dg4Xy+hVEus3rHvCaHdyonCZEvGtyAJjSAad+hloDrLCqf96EwaOKlzn4Z2jXThQ/RojNtlgpmK1H7cr6bMxlkS9WOdDIGk56+MEgd2FedhRgwjwH0WfaDiCQQdP68RYIDOZvsDe1UPkl5nqF8UjxBBj/ZZB7WM6biM1h6+J4MUw4On5hhAjnp+rD43IjQnfzH6JgTeWWyS5+2/ILhR679zs6YE4dD5xLIeaSf+d7+YrWOvgCNUp4hflfggiM1ZCCVAUpK7N5qmR39Ii90+o0It+HaYXw1Njbrv+fguX8gc4LHsFN2RI8Yw9Y0DuAyqE/JvGCkj3khm6FxTtX2GGbEZ769x4UoUR+mG5SA/Q35Ebed093o4L6uukdqI2sca16dveQLPR5efmHfXLLFpDiwwfCf2CYS3IBsRKIrywQF/kquqw2qBaXIUGNTZfceSLB+eHI/mh4ag+fGc3PQXmgYZYH5HxK4xcAXdc2X+JFcsc03lRVh3q0/OG9Z3wVJrgyu1oG/Cij7vTzrg+YeC9R/TLZ15B3bOMKvlWHPk/wiP9IiU2MQ/dRwkV+pK8vh39DEXXI55udbZcpJd0QbqsCxc51d1X+sEYq1kxE85xYe4fF0pYwBaMHIcvQRBikb5wgZn9gGZZPpWfXWe+0xInJ9j6rvmwqnnoBfkIXS5YOXbjf54ZQlL5ykgnzQyTLPrzv6zc9PyzKrUooCQQ6L/lUlqVyUqUjoEvEnpnK7hegf+OfgE0D/wAc+8NcAOwWlVp5xtXPM++4geqfEvaseU/Gy8+a+wsS66jArvF5x0b9pZR84Z6aHxzlaROmFn6BHbNy/g9RJ/WPA8ZJDTwc3UsItFHBr3K8rvapKOmsyHK28+s8CW4BwQ6cuQI4G9FPGGis1BTE5XaHTgj8S6u+cjeKIUDS0NnMAo1G46POKgyoY8AxXMYiutaijAxwOVPETO253FrkzON5A1HFCVY7ScK2/0pbkVIV+ifPvBXsMjwWTHp1duHHWxB3pgJ2ujiaYiYLiiOEINuOebbcEktmOVCpz2i9MIDe3JOzqj0PzxhkGMErf2NHIqvnlLS5TOSbLAmWOcvHOHGiLUIDXyKTv2oLY1mX7m1G8M9SFJwmtPFf1YzzWRmY5HQDk0hhEz9kXM4BO9BhE/AjV6Bgu/rduGcYXZZykVqcDkfGnY18U/fEiIE6VpiAPRnoQ8Llt9J/aM8Lj1Vtrro+1E52eTxlE/ef0D8gf1An9lW9Sa/D8aTuEUdTiaSzWV5OmacgRf+bwY0ysc38Djk8PZQKxC3wvdSUaDe6C53HhqHeE5wC6zKH//W9x7TWHe+lVv9l9ApLkFTTcaYqK09PJMpQXIj+ivLBipUcG6bH3hnSDUdMWmvIrsPxVxxrDhUMKnmN/u/7IRGNyzGjc1xvlPGbPy1Zxvh+Gg2IQnfRaZNmpgMODb3EacnFV1CUCt8xq/SUnV7MoPVh+qSNEjtrMklLAR/RQJ4NvDC959ZCTOFTO2ojPEVvBVPmshJASk86X1HRnj3k6w97C2TP1rgunObjOghMKLpDBVtdyeO3q/6q8inBgZmHXmenUTyJ6uOROfh2qs0U3DCeosA+gLx3LjZmKx2H0332P+AUbxJmHEmip3rsacU6NkNZOP4m/1iZZ1AVa2OpmkwsZZMogBscWt9HfE12ZPCCxWVjkfLw22sbFL87mlDp50MOpwW+wG7Uu0AXkP11wSOlfmgsFX8Qgeh4XJB5KfV367mKthUCLwXP2xBMTO2zO7KKTH1+FoqAXy3Yt9MLM+ESb+VRprwHOCkjHxOtflBYo9D5QK0D9Ervag17rX+X22EL3M/t93R5j99Onigl2tuGNett3F0tmtiENvFce3guiQ38oE7FrP06LciI/0LetBYuIFjk3eBHZHGnaM3uv60OkQUHBB87d58j22H/gH4FPAP0DH/iPQlRCf/sO9O2KwwK63ejvglZ5eyuMYENcNg0dcHXhigGHHBhwUd2b+tD8JttDsCtQyatEzXGzCaEvf/PJQ/0mKI3/aPqbe1FfbvW1qwrn1QKrKszr4DY6EPnvHh/6UccGnb/LoNZnOm4QkBQnTrGLYVDhe9j2x8JTCwmviNUgskYWCuvFVeg0/HHfVRDdNwoD6R7D2WfDTcn7o3kRYKykbmecREMFHbWQPhqs0qbZjxasfrURYF8bDuau6XeeM/l/ZEgMdNTI093OPe/1MyfzF0dGnGE+kOX39JU+fbx2D47Wdw/HprzqsKkp2HZ3z8rVwc65WKOvCkmQZiM+h9/CWYcOVKFpCULM4MOcj5EVSDCdieybxcxz15h6WYSRMqHDU2jXzafC8cmBHtW4Lnqg7Y+bUOofxXggDtpcK+SmvEpY0L6V8/2Aa16O4rF0iflddDjCPfzanxg8V4WCNADxDDwmfkNWySzSm/CK6GTZ0KVndoF3QSL3Td3nemxzyZUrTKI4y5CJj+SCepfIbeH5GEC3NGwkIF1wgxxE5+h0qeqpJMcxQznmfqVN7h8pD5B+4ceDHsAb9m3oadbz6yAnBS88pv1pnx/xixZ8L1lA1GTavEA6kMkLk1hY5UIMTxeKLXBzh/NpO64dHjuikWVX1zfWR1HYvcbHLsOV8qPAXWBmji2sGtpmaz/qLnUPh4Ldqx3RDTe8RFNuPRf9EEnwnOnxP1Mkx6IZVBmExowz+SO4RyGjbC7BtbxdDEBabLL9YhDddUJzzH8AxW4nrwqdW3Q/V9At8XU7Q8gemCXo1URPGvSweXKyTzhcox7/LE5QifSPdhHxsm1gXJMM46Lvhscl4hTazvgcF6K5hfb4Kk9IbEble0LZJfze6q8D6LMrRmrid4FRJuiHjPiaXVMF0WU8ed0PoSn59w2N8GLUy9lKfkk3p2+fu2emb6MvQttcTfBQZnpHQdZAuUZDjd8Sia+gk/3sj/KsTXgf3lVWXPwJnY8yofd77rjzNZqbohH8eXIv9nkYl3ZDk/4LNAID7tgR5O+u/YmqRHek1yqBLg/WUchVCb6bQV2Tb2Mlnak5cWn9fMrVILrwN+QjsLBUZQd22irXSwf7pIwh+0J/VfIM63Xlrz9LpF9dNKA6Nsh56TsnJz/wz8IngP6BEpKRHRjKTwUmf3tQ97fCK8Hm74RXvpF+pw3vps/dgoLvpH2Fgf/8sW2lgvSm8TN9HIzzpW2h0XRXO3CG1TdAbSptE1wqs+zV4oUrni+q7c7J0LyKT0S5A2cGjoY4tHXZBTpJFD20fMyYroxqLYPm2FldngbcDiZ9aDingBJLeeOo7yu+gezMwBbjcUA3VU4W67f4HVnn7Cj6BB32gJj21Vf5p0e3IVYcN2eoPN1Y6nvNhu/qMifNgEkb6OZO69g1qHbQRANLF2sU5WnQdsB1X7NdJr/hNeNyW/RYdCsBLo2I9wwm1XrFusrEtk1+5DdtdqGN4Z8V9DykJnGMAHvxi3piXm8if8mBTUJaZ4aODhzdkX7Eza5xvghNO7t8/blCVfE9p7eedjM78DnK1r8qWgve1sqf8lHBV5Ra1nt01A9S/oVBCMtpC3mYF18aNgZSjP5hCt+dfkLwnMOO5VXHwoPjPeBHKk+GxipSL2z4Nvs/Osyxt1F+YeBqN57+1B8jUi+/njNAB/2AC04woO4Wntxlk6EPKlk24hOVU08i2M1tdJED6CztY3J0wERwdPuiB45BmTD1NwTv5desU+UTyK7n03aiP59syPjsng/Ni9QnVjNwGIejT32bg7btlT4OyTkkS3yzydDWH+dGaE8q/sTMNvyQiTp+FXtRZZdosGtRmEeol18mi1LJB9xHPSZgf+mR7pJjCA0Norjdz5CxYgNf5UDTUbaNggGgxRdbsG1efNSM5x2R1ep8ZSGn/vdJchGb/CoblkXEuJDQf4pkjtvw41CggrILF4HRE4LJCT9OFNn1p/KdyAh1og+gh9ynafwGuUCD8tvJjKG5lW6cPx1Y0QfKpycsWKp8kxOVPD9fgqgPVbSLNvL6ZIzgTGhLsvVdsrvDtdscHFjEiT1G/lnPN5GPTF72C84mf7Y+LuVR1ctIOH0xezhn3AbRDyXXsvdStd8Cd6tFPQKf6Xety8EBanLNLeTXbX/GOX8/RuFkpTBP5mUjP6JeEWhBFx7GfGVpDT4J36/BpZ79UnWFNGvH0xY+IK9Bfs5oDx0QVFGFPIUzzzaBZf44vF9I6zN3L9kBpWknnoGLsoT5DvLt7b1MwW/J7BbQ/0h84AO/Aj4B9A9cgncECa7W84EPEGXDqrrH31MZd+m3Whn9xyAY4S8Xg+WBQ28QOm3QSTNhOlghEEF9f56UU1TVBjwe+t9NSBW+2k/e2M+HZb4ZakvuXnoWJ01Ighfskq8Lc8yoYyIeRUoFyblyxZIO98SeXuPq6JXHvqmHLzY7WEL7nQFNp6CDWpbm2EKHkbZVHAsSfLAAhHkOrP4WuZcArdraaaP1osMtGirs2wNZzTkWnGm1L4TJGTF3+SfhKvUukI5OHDIDSqsTXiOl5h3GSuPOByRBoTUuDv+LYwW4r5rtV5zdOAca2vt+rekdkCZXGm9dQMPovjV6qwH7Z9NJl/BbRQ0yulXZRTSPcJ//TEaRpRtD3zMzPUbY/Qn0CheTFokIDz+WoC4BTUT5dX3cOfxUDNtDWbawuE1Nb1Xhb7G8JrE4m5+8TsCdegd+haQSQdlJLYGHpwYeiAvaTPIr8jipYOk/HLIV+Pji+7dOXgzjTzLVkEePYge6yEyVPyjbGepePFVk1/P/nnOXq/BaQ4h0kdzKrd9CJHaU3LbKiUCVpKGTsE5FMHzn1wfOcfFeDERg2W6uuUpA51jtqU6nOIH16aQp2zWcdSbRqTzJBV05BNEpjiEEYAAJ2BkTW+6S1W24aTf8jJlzi3m8oTZZmAL96LpZFQcAr++1JyURnfUjDr80aeIxiAb9j4gGPR5TPo3Hgx5inw3QO1SGDeInHBcuejDR/BRGJELVX6x60WFw4anKLqXRvjltI5EPxbYXybdVNLrp26jmVRJcqxomv2QTI4SLcr382mk+k9WhTgyfIlEdK+IqTCEWBM/YanY7CbmRUpeYvNRN9s1cCKL7hvpWI+sy2w3LH04UY+BcbDDhu0RE9Fh9zuv76rjqjgiVv65hRVO9fPRdEObUkgn+EyQir2DhA8iw+aSXY8qG9BQaGTP6EuFHW4uZ8gJmtn6vAPlEUQPwOPb9BXQ3nK51t0GsbSEymfrVk8X+WkB9oJAvGSBxYkh3CQxlxKILsKecL7EqNq1mnNwznTB/UEY8zzXeNwCvu/A2P2/hs/21GwJhvtpocJjvjX5ExlecHCM+DR/UX/CD+Azk23zFfgqMwAl2laeyyU7biXw6N9frk6s8Bn2FT/V/4J+ATwD9A5fhK0H0T2D8NfiJneG/eWy6oHl335XxKnQro79a7kvwxSC6Hgc44JcI7sWJIlqBempXgGI5b3gFLQj6wKwvxbHqO3HNaungy/CJ8AAAIABJREFUrHnJEEpV3Ouf7Cga+f0l1/mL0BV56oql8LK7N3xdrMoixamQbESzOm1aUnPlDspIAJ2GQK0LpA/SILo7ZjT4QRBxF4NA3gDtFTry6JtZgIqz25UjzgMWR7k4sjDQsNr7WL6OqpO+4OzQQLK0UdsGq3hlnOCIR5l3Lg3iE/tjjUly3KwyZG46Q+OG04PhDwbHn2zf/YyOG595tR8maLuqXitbdLueDfReusLd5KiqLXHZAtdJR3P9OyF0VmfUEpraIbsD73Bjt833Ig6hbBdMmBczx5JNM4g+pROiPgatwPlzHpW7dFmRY1hRFajLMPTngThNoXh9rENfcEdIliCh4CTnKF63BWwLvQa9T+WcFRzuA+cxU5QIK1CRRkp36GHw3AIQDanFqS9VO6ciyItNcy+1M5Wx+FNVnooYds9kUaM7UpktXaQb2YH//L8nPZ//N3dIE8irMTQAon2krHFeuPiMFx59OwGn0pklQQZmt9MSv/tLa+wolFf5s4xb2DGKTgeV4AOJw+16EB3bo7JKd0IajU3xa+0SNGL8BnlW1jtZ24vzwHRwz4thZhxbcWxnEPEdvF9+fUFRerk2WaAHs8+UFQ/RJpF52X5y6Lp+RDRoPKD8tbhrjEHj8bDAOeAgMo7oQU8KzI3zwtMrdr3brTesvsvNqOSXf7C/nzXb31LFK/jJu+Cu/NKOQT1JfvwYIH9iN3fJ05zwDZVhT78ALPJnLIk9fXpFVIXrSjrcrnGXdMlif7IJ4AhPNY6xyoo2WBdwmexsOHPUhb90Mdkg0cNsAXP45BONFWNeQTf53MCFz7+1/iSxmdy8gnbAtS10WsHzp9gdMZC+8nDuScVBC5//JDizBD/Uf25b02JrH8peZ39dC3YhL3JlU9ZBAjNSuhvFs8stuYDjPw2xzzhdZEiL9UTmRKK8Lo/VPzBEboBuI89UjuQyrQnKIeHTgzH1XikZsIjd6VcvwNt94Shf31vym2FxY6cLgScNZAbm8bfer0PLZ3a5Tzf+homOCjIi0OVZfFmLf9+yvWMQXeQlANpbLvuwIDoRyMNV9n+eV/0H4BNA/8At+Kmd6B+gH+vnvy2Ijs9/EiIOv3ouIFqgVUznyFJ4QxC93Vm+LN6Z7UEz/sDhWPnrzhtUKQfUd7sn7yjaHR6bSrMaHl1UfwicligGPRg18DxeThhO0XXBWFH8rjRTlO1O6cUArCi3MJfNweSD54rl8HSUXDlSjiszfO/TmuwunKNrKc7mSIAdD7ADXRw74rzJkQd6ySkgZWi/Y5vFpsSgAI5XtwNdgiBVVWm+zaBM+mozjN0rbZKm4GpkFzgRenNOqRrduKNYa1g0aEF6sjIS/mZ8WTv7fkqBG/CdZkfjHn6plChgb4K63kqORgShMXP66YkTx4VgGQd9MgWGyi8aY+0kt90OKMsEpswaxPyg//2PiJ/PWVSHgfC2xVeFvzLJqQbQRkebXwien3SwxAC9rL7u+nKSuqjkC9R6zO4TWJPX3Fy/LngesRR+nxzAK3gu/EXr61BZuGwWdkyZRcZqKnwUrarhwMvjeK9dZvYtZsGjRxl3jhZVaD0iw57PJ/3f/z01vfzKKQy2WM52BDoVIor2ArkB5UoQIWUPfNrvPofj9hnkmWULFXqat3pYY0jG+0nH9444M8kudAY09sTTaVBn4oCvCQy3Az3paN7h6OkwzBcS/rsZJHlzQTBhX+zSf5/8+iK/uVkXK8/khrgWoBMeOkgWsbxkBthw20Krke0xb4shSvLuQY/HU3UdXrhJT05SDDIaBhdPbbKHILGvDkey/yIjatoPEHHw7xThbb1vhZvkONmL73tnWxTPNC/oGEl2CT884gcPop6qeprVrkF0/3hlQzusxNiZPHrUbQiuVDJiFrnsQNGf17UhYgERhj4ROTb7TGQVEfOAoAUE4Hb6a+fDUd6NclUbBI2WX1xMZfxbZarIuchnmsk1WGxKsvTOZqFwfRWcJCv0Jf+sA7+7NyPAjjCo5DuQ2AudSwyHwy/c/j3G1XsA7Vn3vEjr+naYMfMmcJtxBu5Ah/c+x+Zemco9HKWu1b4Rnl+F7/SB/zoSDQuHvE0uC3XXa5HSSd6TpQ98RVng3S7d8QO01zSITo5/T3Fy0wZP+kW89Q9Q3uGiLZEfchpQJwc/8O/AJ4D+gX8SMLjyr0EU9O9o42/vp7v4xfTfvUDgq/33dfwCTVQqxJB/6LiZafHaAkTeIp952HR3NcYz7lG91+/puGfWb6n7Nv1xdNSgVWU+TLNhizLzs6/Oh9N4Bvq8lJrhSoyNeTfk7xoPGb92ZLj5h+9635Z/Ujl6llIryq1T0JUWwo4NdXhLsex+U/lk6Qb2S4Vw2KkRg/i4mKDaIb2aiU0rnQ/+OMNgpOxAjY7Q/+jDQScNszuuswyid33GuBjAegENJb7jSI3tsButwxlW6syxJHf5X+XeKxMVz2zWuD/3INj9W3ZRvYtVHtp/NeDTPUjToUsvjroUOeOUtIYN07g0aF0tw13JvyrwgHJFS1vzUeXeQ3ZCbfigq37xMxJuK2NiOy/gJ7WD8yO9SUOPDy7OwZRsO+CngWDiA8VE/SK1L53F6He/zSShbyKjZSLZNewiESsN7nSQXXt+l1qN+0RnhNchPcgtcdgjLx6YTYlRijY+K7IldQ/003ztuFINmmQAK4d5CdfPFeSVgPST/Yiy/Ad9hYGJ2Y7Z9+YvMv6NKIls0t9K/gT5pou/8B/5QATmZdevUvlw3SLlD5xTw/fXrmtLnqjswOsDORCBgtqXq9fg2Iv+byTv3cws1FkqeQg0oUArz+5tpS8oArdEasVvAgqhwJO8i19AcLR/0jV0nEYcQFIn7qGByenaaNBzx3kMnPsFYBiMmLvQiZ5P0zMTNpv2KZ25uZNll+dGoTVpaicBluvlA13fITHn7P8GqHRCt+gFArbE6rBHyhhk/RLHh91F5iO6iIiobmdB/I7enTyZD5xMGqbnW4tALoX+1dH3iJMEc6/o7rpoA2w/sQMryrDFy74/olyfiyLJxc3VToOxwbw4LiLftW+kAMHL/dq1jBOeFGBygNP4qT3o8G90ZWZb50vzwp3ax33WCkylRRlM0I6oL9WAPCzO144j5qnKWpJ1Kbu33w2vmLUR7uKZtelTCXssv+QvvMQ/TxoD2D/oS1Q7CGkFv1Mv/HPVkT7rVV/HVOorarDMMdEotOoa54P7fXvb//ud8ouaNuGYKD8iUrch2FZ49taSclaOlbLqUgbjeOFWD9mRV5Uv2mtggDm5tfJzzEM9lYld3+ITHhgtS1mTn+Li5qs89QN/N3wC6B+4BT8ZaP2vHxefGPU/0q6/Fbrj5L9lTnx1qIOR1YGuLB52DW6+AyJLeRHjTKwyyO1SR39Uk+5UX3jUPCg6YBSK22+FgL7fIbYMDz0LTzxsDEqlGf2qCAcd1K2WV+W3x+EtzWJxP0060yP4wtwy9PGvQWWQXll3iv3iyuU6eI41opI+wtgk1nzXySeGR/HtXqF6C5Kb0YJBpGy4YN/ZzhMxmNCNoTtT1MG2ejQYXhV4Z6thjU4ao0V4TkKHuTDc8ZDqU3K33WBKS1qI7KpH/hzGMOEM7Qh9GNt6BZZ/4ZznT/OkVH/G+MgKypdhr+Q72skNLgP+VcjAONjU9HNmvwNnZsRQj/KbK2NMpB3A+gcaVVyWSLC/fQ1+gODiIFWO+wE8CZ6TyCUi4rUbfU1kkmAok/FK/S0dN6e2JkQNF7f4i0De+lxyze7CeFvlLLW+kIIuCFtIiz5+uZ+/K2gPO6OrHhg2WYiZ6PlkPaVBTljQ4QiKROn8xXn0NH1CeSngpzIhnqKC8xEQUE6Mji6cCzqhV9lPpvGAvjz077BpnNQfdv/F9od+KDs6nFWC91qhl0cDaIgKHjNC+gqMv51mQE9zl0+Ginzzp+XZt1fv5/2XymjBBJgLZEcTZtju8RRUTDKMIZ89Ge51fc7WrglRh451dRDp9ec8SW+AKAfwyHAyJ371q/mDouAW3cBJUsbLv4QwpR5GXV7xMR4xQi5PSRUysx+uDGRVfuTv8MjZYNgP3tfiJfBMi/IrnEeGsnjpI65w6X+4VlmFyBV6I4uwpyy/3K/TT/0YMfP6VA3ZJktpZyO+uq5X2lM5oBrV+nuduHaBc61p6XK6xHQ9thObROMYrbxt4Y0M/a/iOe+Arf1+eQTqoilaeItaQ/Bcfq/7r02XQ6EbWxG/pHLZDcvlpavrnwSghSnGFj9yDCdILugSVaOBm3MsX983OvLLuFMgAHjA4v2LC22zfHkjRhkN6KxPAP2/AZ8A+gdK+FM7kv/8Tt7fBWn3Ctz/xl3jvxGnd8KPHndfVXNH5xVj/2A2YCDA/RJRXiEa8RDXIiqfXFbpHDehyh6q3Q/XOyC5h75kM/wwbwlDN/Vfdr4Pc8qgo+FJeUvCMAc/PnZBBxnH1sIweHmas/oR1KwOQQfQ3QMSe2fNOYhujpbkLHcOG++8sY1HGIBdBoSm8w57/3mDyiXlKp9v1jd8zREa5pTMt+gwRadPLtp6R0llEo+5NUiNK2bB3RwjO4juLER31UrihHK7JR2tWT8TGU3sguipfq3cjEFZIS/vR0xaQFzEUTbU5yCKVIcOhJS2yP4CvGdaVg6DvoSzJKnzcySKl2DRCbEemUpE9KDZ3bpYgg4kW+xajc7QHeydiRXagYvhfaoKdLv0F14kgXhn1H9QhhWoOf2VCBbrkHUIo/wCp8gg27S2eAfDDrUkx24herExQf/Y5VykBRqMD45p9zi9aT//Mj3NPyw8FmTSMxyHPlEQGbbKAN5s15rYtzDw9PhCA+FrTLQDhM+zjD/MNScbAFfRB6L9E9HC+SzlQ5utO+t+3e6kE4cgBEjK3bZaX8f3izms9S/lwn5mqQGxdDxpCzZ+d2ZAZ7eZvhNKlMvYHz/IXqr6vlw9OJhPBdavan48n9Y5RuALkU8YamJ7ooMbfjHAl+ZoI0v6WytKL32Zu53nRW19HV+CLxl0l0F57xRaRPr9Uwmiu5R6NU2bdeWjosZXJM3i3/j861h7/d5jufAhs4eUxhZfatFABQoTnZSiEMRBkGPaZzL8PMb8VwXmYrHOFhvWPkOVfSYCCkIdkGEccG6h7QW2jeBs/RHSl/rDoolo5PMcEbORAUlvZm4Axo+tfd68ORPZtcOQDbm5699wNXuzxndri1F4yVoDXeUkrT+ymmA/Lbt+Chpmcq+5yjFIOAbqkd4Qn79d19viilA8/tsBTG9f9wWIPK2syzG0quq/F9B+GHAKWymfyDYoyHg5w1kAjnC/xFVexZ2MXwJziMHzLT95Iyrtzeqr98jwD/xm+ATQP/Br4F8Pvn4VqmOsflOf/SZcvhN2htzPIEA3tYGDwTGsHfn750RtEF2KFkcjOkB3NV7usmKF4w3Y1n9buflD2pAbOgk0LuPY7egTpwQa7FiGpTFHnIyXOApoGanf0FqOt/iNJXJWFXfZxnmXeRtEB6cVLSU78tMqeK7ZNbqLe/fI5dN6eLVH87ct8g4Z/fbhOhoQyre03jHDoQxfdOp00h0BrI/UST6dVOKAsm85vcrhNECClRVd4dEUZwv8ypsqKqF9LfjatxBd3lAe+qNsmKDP4S9sYO9aai/b4DnW+n1wfbyiB+Md5RdesnIOvAMQE6n30PJhtG6lLB4YHKdl9g1bqbBL9NQEBXvY8LJkwf9S3QtRUx5pzl1zxi05JHkCvcydZWPmfYwlulbwfPFNWkHbt1EaBBLciSIhuDCkaRpUsewssnVYW3GapJELgY6A0MwvPqQQlM6fHln/oIRBU5bBwbaQ1nbxKXZIa8LLK++RyC9+6nH6eU5Z0NzJepVl8I6i3JMG4DhgJy75BXN5iO7qOzj2eAIstl5YkJufyh555g6XLvic3VH5FBbgUZCJvjbkMtpl608/F878ov5+6WZ2fa9oO9b35erLeVeXuq+rprH51Od0Gspib5eD51owLuzgrGdhXdeb6J7jvO92udcF/IRc+n69SmHxeeLFWjSILq31p9RoV8EOP/3cFPBvXADG5QC+rIXnvCrP5L3nJfGb4IoJMKxeFe7ll9YR5KlSLvDYGUCHhXEA9qkDrJJJPjci6eEcrVWPyBwrz4m3oAfOxcxrUbNUhL84J6QG1F1c8Bx/gYPr7s/5WMiLyBY8V1rgZWpwdAXtVAyuzRsvC6p5vXrSN8chu1ukFbHAbqRw7U9I7LnMLd/cT8uuPwxZCl3vAJNjMrDrB/lD0/W2QMfoJFftdUTE0g006NnXED8FzzsFz3wG/xSIDWY7RFYjQRo4/jbB94OkA5nFYWDfLp5tTFBGDaVKVnughbf77cE+WPj8a5s5P5DhE0D/j0OlnH4H/FeCq69Cx2zdN3V/Mfy28b3TXxXuv62/MzZRBR6btxvl78qwoQK0PDy6C1DfeaP0OhQaWkoSXlZpR3nZP/uj5Fqtktx0wNRy7Zbh2+JE5jyuSgLbHR20YlhPvVeU3xtjmBy8pxzsL2Gl6BB8tGhOOfHbebtTICSIivTqyzdijoFzvE5B3dXE2Mq0qInNcdM1Pz2IAbwnOI0ap00sP++cBicJ2kai6I/h6CV+E8teRLxfAF79Cv85VCs41Nv5gc3ILlLE9iiZcEak4/8X5Zz5EsT4jnXcdFokht7jUQ3bJV+BKz8kjOTlEwF91Rh5/OPc4CyDjwJs2EEQo0tTwyCqj++squscQenJRo7BHOb4TAvEUMqF+m6w2z3c6DS4OalH4iQzXIBAdLyRRw0ies50z2G8yFIQPR6z9rW5Gb8/6oOw58b3+p3xep+eHP7mrum7Wv1IxKRH/q467uqnKF/0u+kiB4S/4j+y4PmAcmLDxOEfd6FrVyS+KPnwFBeTX/wE+eWOJWZNBxUHPAQXV5GJswEJdfcMPAdbaQbSpc/va6SIHS4Es36NkszgqkqNd6gxTPFVSzg7MSZiHJP2DPSKCIv82KarXATi4HRxDw765G35hUUVGRje+HQ19NO1nf0lFu42RcxRnlYMqC9O61yT5RbFx3ne6kIwNzfNK+XXtxtgLyiMCFklCflhdiL5u117i99yo/8Pz8KQd6sNcEDzKv6+vSuMLGMXdB+xBxJP1vdTlg9sZys+QzlqdOrh3ouXGC1hPSJ/cEGBdz8gH0ObGPGyHNFWtMW8heyGOstfyJcJxl+kBS0uKTv7i4SEFo3MH6SrNwHIVV3IhvL+CzB1ai0+y48SmU3j3JhdxQDuCnabEmzbHefCu/nVXTj1wrvwE/rY9+cZjhZoSv2yLlVkzkMbdZU7NF/Yp3+cHjycW9MLCDvdw2Sc8QTgpamkqAOCfl9qWBt89+pfX4Lms4Vrc5ExyjfOBbKf0So29g+MDjr5Ae+u2KEf+LvhE0D/wAf+AkBD4Fu/vf2BXwx3BDMaKJejAHVJwbBPLjRUKo6GyU2IZR2K/v0z4kUMoxK47qfDZl07Jzu5vnK36gRjn+hmUO8a3pQ0b1EyN/75dG+LBtDlUlQXdeXlh8AH6OCqdqET1Q6/9MjZDuZkOjvtXUcQ/o0KufutHJcUHsX+0bEmO7EAitehAQfO0bnRgGHZhRYywkP+MNy/goIs6mn5j7ilZPztOU4borNDqVtwZcfxVs6jYc5WYvM4jXpM/wjc1idgkJh0J1ZYqVPkwVubd50+k0hB6fgFXjrsx7PJAddvGhA0spGmGvr63S4agTNWSQ7JTTi+drmJXSBaxyBOyjGIns8p50DfwF3W5kt5sw6C+AuWcFKHVkuecoD1ku5OJ9/e2Qxhft45I3SuixHW913FuemC5ysfBtCtyOHmjD5D+RMC6CJrtWGAMCNdSwO1rEpmMXQEvnPFantUgkX51x0vucoYqw266JjuzyGtF3AcY8r0OjHCazsFUUs/Uu1saI3CNvPsDRl7IbWO5aMYs9N3lJjJBQ6ZLyL/vVChsO9/TyG4CHUPkX5RgnTJo9LTQS8DNYWwtxGfIX+4MRhNUtuxuxI5hnYH+3fD9xJaLp0zM0FhNYR25oPM3RzTAkXb654+5ft7Undjg+y1l7yO9PX4M1yw+zSSsMioz1HdT3pp8gv7yi9g9jJxSBEiw1r92+aA6PrEF/1kECx38qxksDX9leKt6B6tb9ieSekL0Z+xG99JCTVqX2PeEny7b8p4Oqx6tyKxVamnibroPYRNCO3iiH8Von616a9Ej9Wir30RJUy1dvY92mJaIxJVV/glpQkv/yPjq3Bur/hFfHrPF3wpg0b7Lud9GwRxGl9MVbTAq/DLJOxQ2BX4dxt3XB1yz1EP+MC/CJ8A+gc+8AZ4xel+F3A3+ieI/hrgOP2VffcGqTzoettbuk5K7/uhPMLTELjwhK4ZUj8GX0SkWUlZOg1bw51scx/Dv28Cr5ibUw53zcfq3X3Yea9BakwZxlicixi7mWUBDut5DKRn6I8jS4FqdTK53DmPU9QXwuK4SQO3mwOVQ4TDC8SRXfDJbTiH3SXOgD3A7enVNWfon3uFh2DZnh8xkSyeGE2X7vjdASp0k3tBt5nwnw06vEv2Cf+ReTkoHz9siTVPXVQOoqeUGsyBR3SBTPC/FYSdp1UMsnGRIemI4z643U+vBM7fKr9eadO9ylMb8TZ+Y29m8O4aJggwQBljCi4eg8baia5ObyhLy7mF9QYcKrbHwfN4S5qzW/RgNj0s2EH5HQLpdsrPZNTz+6LWOs2/5Ib9SjlL/kyFD3oUAxiL1vm5xND/Jq66kKyQXxFfYpNrDM9RpsUFEU2fodjK4nB14uwc3REpfAOHal6fJw+qVHE8ShpaOkOeyjf2uQNamkfGHPBoM7NLucd3C1cwHv5adAS3+Gvh8ifl2QJEYdu6Sj+Su61shN72bMB03VEkdxiesNu8g67W+6+Iq1oRW+/WH+Er+KxA7GfMrLsNjVjt8+e37C/D2Kq+A2OgUwQTorIt8szJAY/zGBWP+TpombF+6qcv6ncEC7iczIkZQj+Jem98OfL6IMf8Ch4XtMvfP5dTycj1m8g+WTjAfkSKTsG3nDuj6JzIPWLwPI1t1H1UnsM3z7XtviPvqOy2pHCAYoXv/p+961p0JdWxwvf/P3nMPBSSlhLBrp1OW937uAJBgFAEqmiQQXVdoY4FyC9X3xTPSTplP93gY04hmBaOCbKUPC9h4v6w/HoVVuG6up8m/G1SWjTXN8ckQewyC65xiEOgtlkKy/ECujfyLOLxb8ImQbMs4/4Z41FLenjHaVNd5yuEmPmxz5n/Z8yy8J+6YsPdzinAqLMXquUH/kH4BNA/8IE/Bp/g+Wvw245lP4PMGjsH6w57k3680os7MN/s63nwPEFlWtgqwXfATQgYjy8bftjf9fGB6MfR/Ik2evMOPnFg+GBHsaIz22kPhUn7WGnlaTHfeR7tsFnwXHks8NnEoYJ93Tp/R7xBkvgNPshsCsUdeOT7agFYVO/mqQvIaUcJWcgjxBZTbNStLXDvKtzVaXHRxhszxPGd2RH/3CYfzzG0VFazwBB5X5kWJyI7uAqj/reDJ2f+Fmi6K2SPn/sdpDY7Ouua0A7B011QmcXXauzfYva7+VuV14prW9bs5TZCL+Q5q3SpXw0Hh9m5KvVAIH0ws26yjcUZD7p2oo8X5hjcr4LR/+KAwzDtlNfwXCcp4PLtjC++j4VTco2Lm4jsYie+d3WF4Lk+lABC9s1YvOlERE8ai780GJ7Kve7yMRPoo+Cgt3WTx+BurlX2WUdnInRHJEZ2oPNiPOjPneC56Y/mUJ1m8Cnsbhya1byB1g7/yfa5rsDuOq8XBm6UZJH8ZfLrfVZpxxZe6G+PY6Dv2mIQm/u9A3T3eWIB5JDyLdaPOiRxJ0KktX8HnBJZhtWJdE/S+fnLww2yIQ3Uet1QXjhbjkjeX8nvnljAP/2bynZvyG9tcB8/fxWmSnO3Xa8tRkxrlve3UXdDfbJgWroDHfHmn8mM8Iu98A/ToDwLV9gKfTkTX6ZsDkC1LIhOQ4bn6M+gj7w5GXdNk8DLvqEDc8aoyOWvp0W4fNv/6W2x/xAYHcs9z7pVnjczr/jK/u6CI85ZEL3ixVOAuVq195+Gw8aCfYJ+NQuOl45TS6S+vuC3N0Fe+hhfP58Lf2Jc7J1sRpradwlOCx/SB/4t+ATQP3AL3B3M9Uxrt/y78MhWuf4k/PZg+Wn/fDW9nL73sCs4d8uN3xSct593Se559KY1D7W2kRyGdmvfc/jBK7ngZKYE/bemUzOXsTXO/Eub6x4Gp8EcwVDkaZ/eyU6yoHpoH7HfRHZMGHDDV3xR3SQ/QzEzgMB5QBTbENqUFDHes8+j+ZfeiRPyx7LtAiVLa+g4lcC4OBvtbnvMl+9ERedN5k0wXpxYrq1in6SwI+S6spzfhT3M3mJJSfGhOO/d2iyyQuu9noI+cYEbRWCMh/rQbqx/A9L+WtTKJNQ78I958amvJluA0NroDv32+YmTr9793eDoUp0UNnjonaO7AQqsJ46xOIgDRlnC1cND/cbnnk7AiFMI4L2jHwvdYMlNXvHTBnPFO2miD9R684N49zgEcZnITyzPBz4aUdiVCx81tT4c5fty/Hzv2g9cHQfCR8Cd5aVQqeCU7P7gwIMLnptWQH7+0RNisKUxv3EWsfwqg+dOvlG4TUBCCYpfhsSQrebY9t6vsWClYEe0VfgAYU35zSv6X5ElRUWGqE/SteJ5hGojjjzebc5UfmlFR72T9uUZv9s/jv01WEqAlU6S2i3z/GmBbdhz5vMwyblHTuV0yr7n5iFNNQuzb8PuyS8PfXobK16VN5dnawa0j4C1ObrLDQocB0mNfgN6Xue5klHXYYeU/Ox66WeHkoWdt/xMPukBXYefduv2H324sL80h92BzunEApvwV7sD3RUs3V8HdUT2irCAAgo68fpOSLUhvqAwlTNf4Ju5LlE3qdLeAF7QsTaGAAAgAElEQVSOuOc62sn7g7ZHvpNq1/Xtit0silvB+715pk+vgpaRjCflT3STL7dDYRE84hjwD+M376/ZNPwS3/q78QKvLFyFTupbPqgKj0X1CQE4v0TgWQXfO+2NtfybtKF3a896HJOxsf65q76T4HmF5Qf+bfgE0D/w6+Cng9UfuBey4yBn3zz9LfCKAN0td5mG5l+Y2avIOenFGiVwbL05BlLwcOAMR8EUqiBvWn6L6UedwdmXenjWVaSw43S9DQ7G99U5g45MWdnOYwbfBf/J1diZojtznIw0aJvH3fdJGa0iGNyVlQQN2MnCDiT3TcAMGsyzPv67yopOyuCA2gC0U66hG98A7NiG7nLsQSeyJ46DcZTz72imXn7BOoizD2N3VQPc+EKjCy+XHe8QX630dpGV4fzD+o/lthNcHLvf7ZuXWsdyZgQNmpEFi/o6zjnnJB3xB901D8da54Udo83O6shammmW1uEK+FG4G4EzF5ywHFnMhH0G+qQ8Axftu2zhGIY8JTKylVCXgwvZ9CZBl070hOKY7aD+XMhE+yjvU8sqrdzxmyJRbikeio9IryR4LvPopf5XzVeOt80WpZ0CCzN37PsWRl8lv0BljoG33VJdHURUcu4OtkfQb/0DS7+bCIxnb8y4GwQsalb3s8/V0dp5jU0C3byjVmXZTp24WMVJsFFru06A2bJZ7dyHsz/S1qh+meHq9V9HQ38RZv1XmRJb4L/h3UCHciGw2+2ww9lQ2V7juVkExs8p4zm2HINF0pfII3VxSIUi1pa0L9w2wyGN6GLdsNPYUTmZ57NhkQnDdlizn/V6hSF11oHwUb6wDRGRkwImtBQttlPcOpSvfXhWhi1LVaRY0Ld8KOKn2dYxrVgfw9uQs3lSftWUGP1irdXGIKMUsuFIts+Fngrq7P52r80sI6XaEld+/tOEQBT9EO/i9O78sfzYfE6B5UKjcWLYC7zgLjjwJWbBc/+ciEL+apro9P1x4/0DXwyfAPoHDPx0YPMTPFf47QHmDKbfCXGB9O+ktVfruTuIfoJHVJdOXZGkUh4d0KL8xjyoZ6TN5jE078Z4+m8iZmAM7dqor5VyxL3ZtG2U+Y6xanC9oYytSjbh3eB5U4fNNURDydUwxc1OmxfgJBrnnIry2A8c8hle4UwUxraNhy176dBjBzMfm2nK4dx+Ze5zZANnjYy/eXYGaO7xjJDvWZkUzk7drYBJg7jMHf6tPECpa2VyJFWb3SV2XC9bDfts1nkVP5qgby82IKbdknGGeDOEvoAJVTtr3HXqG8cgDPUjtrRL3tr96hwyO2r5b1Wf3ynETlPEpPGc57lcOG/AaZy3J1tMo2XLvJFm4bcER33fInN24WZE0gU3O9m8nHf6wINws7c6377oO7IzELrq6kAXvQTTMQ0aksKg88hLZFSe2GMs2+FeZLzL4epEnLwMw3pt+7QBcnwv/DUac6679JvAeHeiEciw/WfG8wV9CKfXfBHY9Wu4wAvTQUpK/HdXG5FmXiBW2yFScjf3lOMeeM0J8/mCifWyLegdoPCmKjOT76iPVTVNXre0v51u2PCvGh9Dpe65/hq6HPo8NSS0TJ+0z7zmnHMY++w6DUSUAZfK0uMPWxPnMB3gOJYnEDgNy/3muc4Cj5fhULkAptX9c/8M7qPOlfDZsWLLm1ooxzR27ugvKf9KDxbQWKTC/0GpYB+KQaa+KbEpKYfieaYnd1icLs8mMyIdGVAhvA20DqJzqYnwiSleApXTWMhBaYGIpgz2ZviF3GnNjh04nkQHQfQDU9PMU6NfTrPl1fYecfREWBGll++HY4gLQuXZxIeRc7rvggyvd2bruxPI9p3xqRER+9mEl9IPz7CNIHoWPA8sqJkEVjPzC0jg/e+x4z/wVfAJoH8gwE8F0T/Bc4V/IXheHcNvjlz84QUbO/BVO9HP4FRRxBv1wFqdJyqTRBu2u6w25jKGASu+maKAPCLvsa3BOW1CoDNxuL4Nhz6H88I34Y7gOTkDog2DC1aRJ27jnwFc2Z60PeyAgGfZge7IZy5fYzN+BfzmeTbg2cpU+eZktktrMl74vVf97epQehEY9S7lRCesOuqwpjmRy1t25kxW85pasp0PabY5vYXvykM/6fUL9OrlVY2g7a+0/ZP+y2TchnPgu+GYOyPBfSXgTiQzTwWJTej6113uNvgensZhsnb7S1l/2V2mrhHSX8J+HW/mzv55XYPodqH3YvA8LP7SzoOxGxygkeoA3z2Zuq9xuLcdC+7w9vp/7ERn2cXOxcszPZ6N9ju+Y4+5bERcH8p6TqEVK20Dwm18/5w44NAyZ6Nqd/I3Auf4DXLG5h3n4zVV1EZAnS/9xMMOwPya2xysBY1AfkNn4cvVyp3diT4W8yX8ZVVmlF/c40h0lhYCQoHBo3ZwXdfyq+CRr8AXBM/l4XSRn7vtSrlVPXlJWR3wjBd/MRPDRUHGrPGDY1EwuiPUfdGp0pYm6b4AuDuU+DIFUG61Ov148zvk2QZ8afC8mcFGftJASETn/TfoVy8A85+O90S6qCp5HhYxs87VyfAXa5PZjs4/heVhPjh6Ghjh2i/S0DpLt/egDX5idr1SHuCsMPazUfFr6ftQqj9d7gvgUlWiTrGVsb41cL+PMKntp6fZsQGWw1YQ/YW2ok4W9O8kkGiq2+lua4yR+SxJVuabA5YvnrQ1NPj3e2Gtn95X3nn+EDznaw6iiw3zw/JrFkRfBM9TO4lIFmWy3t4z2l/Mhw/8G/AJoH8ghZXR8+43wn/bN8Y9nH5T+10Fb5Z/9q5GM1HSb1JCX/3eeOW42gmiz+rkXWknNHTaF+/Q6x39Pm3f1EGkx8bJN9AXTo87IGA67S9rJWRBzIZX7j37kbtR1m5sX2rErMrP3vfy7Zl7ri2qL/puhtIL9u8UQuB05iIgemW8jGvQBM9VIdbqm6Yrldv8Kfq2/YpVH9dI/ewwdyVwwotQGM/eL3uRAxGklUZf9Ypa8idpTztS2huF3bHyeEbnr7Z/r4rMHx77J0IoboPQ63lTTSR9HoP+yTdZe3Gd1XbsRKmrkgR+GArI2J+nb6L37OSsPHHMDCezSLDhWD0Rq5dj1zyBipsQ0e4OjnV/2YmVto+UL4lhLnRjazhQ89YIEsGp2OAMyLHVWyzTOUZm+km6+8yn2SJwdIRYvOrmnkx0zLaQX+4jmukO7hk4uXuVoUI4sslu+pz7u97FGuvi4LyXjQH/ZsejnBMQPO/Pp3km71J8fN0F3lw/63dyX9An1V1wOziaK20YbhzwSD+9s+Yv2+E7baKjbp2A0uwDv7fx7W+KL2ToquzVLD6VPdm+odlR5lkJ8QofAF9FpbCB9TU1w2YcLZlXlwCh8J1joTUvT3Y6rOWmhpcdXqEkqyc3JysyOFYdgr44GbPEYX7i2H/Ffk+6ZJHuNstrE1b1eSXb8rHt0iGfniZVfLPcFB/rsWuM0A5jmy+jRy03tBhOBNPP+xA/hHljhbU9xQVwKfqGp6beV30YdbG6xNWzbl8lppi9X+g7HsLirazQWf69ZIZ/moeL8gL5Wvn17mxbToPTCm6e/tmpITbBjP8ltpUPlGbXrsbwZGXjytVaOs1TJPbFbLxa1l9EHLzPLKQVHA/nsYyZzPf0/Tz/WfXzxBlrPC3x1umQBdFjInfX7eMGt7JIYDxOBNm32SEf+FF4/DQCH/jAX4PvDPbfufKSDYXs7yT/Ks1uWa/km8Fv28nuv514zyKLtTN6vLj+b1cas1lg4cxSYMPUOUNhB4Umm4zfcmixjxbpquZnjp5fB9Fpd38ea9x4AxQND9zthl9WjPsKfgimNpJtm9+hXGar+m/QcB5csA4WywfjEdYtMTCVTN286Z36c/z1J/X+pCc/k+C5cdXXjVu8ziiJ+zBz2shOI3iRHYG2woVpS6hrdKU89/6oojAZG/RtzSqegXiw0UZSWpKWB+N61ni3gjl1MlX45F6hL+VpNxeeiaeYBo5iLwuBW/5XZFdm+I9x7Hqt93PdovMcNHyQX17/ZLGqHPK5YXzCRh+A32ZI8gdh4qycOdVo8D2nZ+wEz2tUoIOwa2Vc+O9J9OxE/UnCXIKTu6pjF5l5YTtuRLzOdnDsfephksYttur8H/eT46Hmb7TCDDfw+zbe6hgMnZCD5+OX/55DjkkwnfHqdn6pvJ39MXYJtATvqn8SXWEGKq9A3nfpVe0D1JMndII6A5edVLhHuqW+A9Lbzb+dXfTSgs47NLt5Z1J6Ifxr7C/DgDaSg5w/lF9TUwr4vdhuyCN9lmJ+e7tb5iH6eHFem8ynWnwmf7MH87lkH/+gHTEL9iT3YanyWzQNQl2npQHmn8ijLc/8nr47baW3G3w/hfJeaAfaYnyNv9fffrm5hs26wphjz6faXvzM2B04oRy/x3ETpHfxa45MGr6B62bm4HzcUC6Ro6kuv3uLaXZsmRPdblXWSITy68D2xMWIy3q+0Z97DF8pUtmPhzr7rEJvs7n7e3rxXQF22GFF8t9hi/0WQL3RzUHH71h3VH9xcqrKLwR7AqUf+h55RKpzF68/8M/CZwf6B34F/LbgZwU7CrvfefYqfNWO8WoX+KvlvQrpLr2NNusRyjHtq8etn564cJLu/XHk/Bys23EKwYXLY235hQkW7RCfQn7yXUrbiBa+rszTZNNr71zXv1t58Rie0MYqbeLESBw31ri0Tgm78v43gW/766NtAsNcDFxXQXRN5HFA2rXGBhYd0MUAEPe7RpcBX6jv5bFxsz2ZViV1SZPOnYsaJO9yJ04baSb/e3Ds1eA3+6ZLUnJyRByvLCZqgdfu8XE1GLNdolPsHH18i0YU2JH38O6U0SRto07pZtysnNWuMfjzi9HeBtiBMQtAdHcTj/Or5RNXEwUXXCSvfo7zVni6Z55eXHCnLv6F8WvNc64LWGbh9ROd3hu9eIwOCou8uKzWcOQ499n4bePZVAc1Vc85dioiwLmFepqMFzhRdX1kExLF031MOyHwwNfNO5y6u9hekRJfGC220Gv9dZ5/h59joNstaAuBdOKO2qSrvqCmFbURVRTndZG9UwqcvsO06fqoPGVi++EprObx6INduyhkt33TeBe3x+JUfkmB/NvcuPi/HPZtWW99edlG665M7YcJv1s0/yKhH7QjMgSdvLru+aaPIbtJzwhsGsrNFleawMMX6QFeFgGk3GSS/srUQltE783KO0RvFkSfQWtN5Jhnf4loFLlldYfRBqzP1433ogeHGhKKapp93Cq5NPNrc5BLtYBgt3q79nq053vrZD8/4nA6HexIOvpi/DR3fwLxHJWIYvtJ/oTwEsvZz5SPLeszs3IcE2N9/FiXX+i23tA6LOKCQ5wq+2bU9bO22G+BDa3a2NGgh0Rz+teBHePsDnm9F040nQe/ve0feB8+AfQPfGATToPnfP+KEfmVx62H49XeKOtdOA2i747BTxju2djfXMP43WubfDeU8BhcW1INJ2a8BsReVRveDZ7zdXaK4e+DV1TzDWcd3jUY6dx20jEzznV6AbcvhtSTrANt5/te3wbDX6aWKsn1KRlYF5Rp/KHJau1unZx9lNmf6pBvwxnPxr/QtFR739iY3WnVL7fFTbi94Pn4lbjJaCc7bYKFtRFSGN8UbJs55vgxrSSuKXZ887MXeLk/stK9hArRk9QEM8T09VZugHRD5nBOqsf7EJyJdH4lm+A/C8o0lmNDljXS38K41+J2Vr+zwxTSohMVpnw0tGv5ZBqQpMGdvb7YxCf9DeAF7CIp4icB4SL9wtGQ1wGu09mCT5RdPG5fEjyXms8yZ8Fz/uUgw0sDXjmz6JKLFHVgWcQkgfBCNxhCLAQe/LhDf199D0H0bHqE4MMbRF6Qa+nuw36nE37Oux0l0jD8vdD20abW29A/+4TeiyBEoW7PqC32HvZCXAA2I9tQFsgskV9JYCiF9op+u4VVAb5h/v4Al5TQ5/SS2poNLobsoobXnlat/CpZQtccciM8EAoIc61E3yOsd8vg+RfqJO/CSdBXuhK1ypvqL+wwq/YOq0t04+zkqRthFRTfTK9qo8qape9lo+4sCQbP44aQqqT8hZndKMOAp1/8z/HfsPCruG/7dOQ1Sb9c0Pw2n2oOHa+6+2WfDan8eiuIbpp6zv9Rt2YWbFr5CqvpdNmK1aK2DovYSnvst8IdvJf7umprIVfbnP5qnSWpp1ev++RdBqf2xeIZTszfTgrfAZnDFUBssPGb+3d+J6gcW+heRDPi/sB/ED4B9P84VArTj64cTmBnF/VJfg/vfIN7BTsB3d++A/8rd9K/uhN9Vt4daRh2cPma8avKvEFZfCVRthhj+QDL7+bO3jgHTkxwCBkilfZ3Tts+Ryh55cPziy1OKl/lXSi71uHmnDVVMOvH+FNSryGlwsLJFN1U+W0hie8DswNhOHGWu28mKAd5IEGfUTbWRcMxr9ilYxTxWRJg7cw6dbClwO3R397pOp6+J8cJ0wGNuXHElqUlSEA3vnVaBVzNnTd+CFaoB/1lgkVRgKtwkXzJUQ74bfCQwd6ObE6NxSLbkOhH6kRLku+XTDhvpymMYzHH0Y5BM+9W4mr23eYUn/Aw8yrzj3dUrGXfmjvMe/mKkYGLdhqw8PJ+xTxbna7DCHHglsguzqE4Xbb4/gwll3q1s0kzxjZY8VV4a44YTKQLpGJzdDiOmXDFBMdK7A7kTRsk6KDXHdI0AvllZKnmT1iIa1JC+1+qknB7iOQ432cfn1fRI5dZnjE+bXji5uhp/3BTPDTo4V6mSmRfofutZWuuR+EiMJPa60iIQ/JGvk+sBaT5S1gkQMkddYOGxCr/1vJrByFIvrVgu5hQBXj10D8rcpFB3BDHRH4FvDJ+8HWTLfZdJoPfsJcyaM30TzM6TjsZ/vd0ZSO/aDLY9/b/XP4H5nFr3TuQb/xAyujm+R5/M6XZV43GN9G7/DFrCJgk9Go/zdU3hksZT9QkNvp7c0zUxEK7CxYxg4yz36efnXbYCXctr+QXFSlncyzuvn+dBq+F6bP3Sf2hOq+zhByHWB06EHq4uA3yg9jfm/Ovuot387UFj75bXs3R8vbX+zWEk3+C/jtP/62QKCurz0IUpuwXQaLghfl1gEHKor+1QR/4JfD5BvoHjuG7mfVqF/UHZvCDgpV+B628A9vfS/yFNKp+UzbKT/Nb5/S0InSMmtW8mLBSZA6cw75quFjvgk8MupfH6IfGdjd4ToTWM/wh3vY4vN/FUUHJDbtcJ/4DCBaQbapNhjUtHZnd3acpp/3HjtzsG5pYvZiFMGb4PT45RnY5Wov3HfCF68CzTohCpj/vFCEbeOhPCTo8nxqUMOk3K6xT5S786w8dSD22lXlR889ehZ3MfW5/f7sM2Www0qHhL3TOSJL0Mu2Er3db9kYd3dGj5mOXEZcpFcmCj6ySVBeYBsbXfWlq4D71wSl0qps+xpNf0hIPoJLZE3hFt6sis228C46jirQczwJ6/B2mAcosEWSWtexONSIChno9g0ZqOQnvM8FzfYafccn0pqoPr2FqOlYizxKsJZg+eL/7tuz2UfspWJyrUl5j30JJgvvz2a/vuj+fIr+eIMuenkWhfA0B3XitCNfCx6tx5Q6fl22u5v4iDopJcj8dym+alLtNv1N+peXbuswCkyxNjSbp3O3+hZUN47ebRiBfvy8wNwdHD7Vysxk8P6iT6EB+LR+sC0j7q+XvQlNhDEH3/Vm/wSR4jgvbyo038Ro/fWFkdlJFBUL/XbQe934uBzyoygGfB5qvKlB5BtfB93EEirPQgOh1RZknJDr4jZG5sghMF3+ZXzKsZIH5CmyQPbDYSmx8t8vylvn23XP2C+vzcmpR9RFJTuXfoAycUxM0bieTTDlbdvMcx78NSQ8nPNHzdLQtfh42gudpujm8qqV84N+Czw70DxzBbwqIvrpTGY+buhve3T19N1wLz7MVhmftf+Wkgq/oh2y1/x0G5x24ZmNf4fbVNNKJzA6L3omaP1dzq6BF34aA5cLoQ1p8J3h+5oeCxFnq1Au5U9hmupsgC55X8xIvZsuvRxpxCvwKKJy3B87RcSH05o8pM99+nRaDAZnu3unz3pv1DlR+Nb4cTigshlGU4F6OkL6Vo8zL1QTJOy6jkbRt7BiO/OtN+h4OJt6193yOwPkIRoxGDGyGTC4NnIiRwS4LXHZr5hyT90tNj0GPPKSfX7b4WBA3O0JWbbkB9yX0ayc6E+5LVVbtuASWsC8TO+6101X3xncpxpRJBG/BVYmB84lD9NI/+Ma/tA+n/WHGHW/muk1Paecdvu2o7lQvcTv55h6vjOd6fSAksH1iJgiM2bj1fq+f0cQb0ILKMr8OrLssSn7I5/sQYxiFRT49CXSaoNoozQ0Pz5eevQNykFfX0QMaP5d37dIvg4ONiOjpphTOwyz4noEveNSMx23LHLZ0MemhpAbgASb48NSg+fNJ//d8juo0CPgk3ZHQGuNVc/8yRWsy7iEvdmS3eSKc2Hfp0+RZMsAZH0pVamhtyTPWelkJp7zLya9ZtbssLlYBR+FTV5vsWLVK+jYJooseX8mwENTt9btXwOioHUg1oVlImaFjYJdHHMsvj1N44NLn8ywTXV5yJw9DQCkEIaTa75Bkbt9wkDHuujg9JTexXxgbV14mWqK2zVd8/SAzPghDPLem15c4UfnRu1c5jJTY0vZT8POiQc/zd+je1l54KY0uUjbBcwii994dDSstnFiXEZL5lC52eIPvz6pewa0+jzvG7Ifrw+4Ic3boWwVh7GKiCydzfS0iUsOCW5+DYcc9f1Gk/9uwmn+5bhea7w2wH4XEQH97unz3HP/Ab4bPDvQP/Fq4+yhun/6rVvr+9M5jD9ZuGQGLmwyyqpyvNPh+0wIFD79m7MGBYlc1b2ZHoxWchESgPuBSZa5vVYmxyWfjeDrGE6cRJIkP3h2vbxrvg+B5gMxOQaf6uP8dwIq8/y1SL7tg5rib5Or2ty5g3/Br5j8XXoHgnscDd553+C91XE/xc9eBFlzFJ9Cdw7TH3d567O1Td6BL2zKnylmLqnRdmpPgxOk8nb0kYvJMqSM1vMCbopwVf3sLXpWpXfjKMQtZpNdjubmCJE9ShqUmO9Ymn+DdeaKBY6eGhhNXHpJ5uN+bSA+OUsK9xfse+eVweAUS/TKmSfg4R2ClP2PHBjebsPOuNNdhh6ZTQb5fqgEDAY/0VE5Blix4ft3MWpIUDsE0kfOOf2TBmhhgx2qG7TCiDo2K01R4oEAGaDD6KYuodMxeGaXufjP8E511UZreK+66y3zsQIdAOu5ERx6TY7fTAsDY8RQcR1a5DQeY7F7fg+b+KozhfksHmSXZ15+m8LJNaDtyWfsJejC/XrELdX463p/JDAyenyDq9ex3oAiew8PkQc17vg1C03eNDTdPmp0/+RlTCuYUkG/wS83B6S4+eM68aNfkZH07UXdt++ZtDfK+1qadvFuBjpHKsDzQrtPOzedUV9wfOyuqUHb0mOaF6cm6Eeq59U50in8bzdnva8XpLq11s8oavmSefffcvbG+rCiUJ+497klY6lcTvTLkNc7HNXyFN7hawOgS/Vtw2JGG98qimB0l6jsgNdBfyJeB03M+8J+Fzw70D6Sw912vs/Jm8E5dvyZoCfBdK4jLnVi9uXRTlWV75zSm3d3J/84pAXeW+V2Q4f4z+J441JL+dpaOOkIpGKpRkajGLxrhKWa9Hzl1ViwgvF/S13bVV3E+/7sFnpYXAuxxR5lA1zI7r+EtdhNUEMbbG1fL9n7nfOg0ohNa9SF97dWiR+BdPCBxODUNQPTs2MAU9+yaDrpwNq7cN857cotDFZxa4m+a8IUKXCDBJ+3wqLvXxgHHCTZqznfja5nN4ZTOf5PGOf7kdsjQIxVG9rKVcDx6PsMhPpGpt6SMWaEtvBefbRqx3sOquwdh4cQk7yxBm9BjWp6bU6XTCNPXrxN6DgzY4evz0/T9MbTyJi/b4+eCf8w3IlUkLKSNPdS8cysdN6ffVvJLkvn0C8gbafKf9HHqmOGGv6RPr97DAqdnv+yFRtR6o+6r4242Q9bGA97PnlX8Au+fY02Wb4xZ3SsaOC++c3ngGNxpUYCXJ1g3Uzwn7Srsg4GLTPABPyoIdHbSh0mXJ9sGx+2SUNZX6ouuryjqr5fK2DMxpYLK9zEvOGm7pyxUuPEVL+rQ+Xq9cMFzuV+VaPGU2yzPofxamYMz+dVdDRV1I9wrv9YlxhOsEn3AIOkIJ5FhFZPObKlz9vZuD900/wwdHUjFiRJwzVcC/njpAlc1Vx1ZfzUic4DJFJVsYUpzvxajKf7p+GHfiB3Gmurr/a8BfwriUfCoVOxCHzLlJ2+93j2HddvWgaqKh+U23LvB83nuTH4t4K3pldlfeHndvOcnf3/+iw/AP/eJyKdb2Y0b8sjZ60dul433Zd+2Ar9V8XNzzp5IleCzhBlC4dipnUqYkWYKUoQlKd6p7n2Z6ojz7j0e/YG/CZ8A+gdK8EH03xy0/MD3ANLAziKLv0Izv+3ofYZGTZWlE6sEdnzpDqEzh64YWbDiWoKDbNeJ8Vk7AKZoThHoUXP8dfAL8Cuc93nXsYGiim4bY9fReD+BN53VK4feNO8xzXXxuMixdWV9idPEve/USANzOleeTLp9gwey86LwcUvcxDntxH/z1hzJ80aXsqYtY0WJV1N2K7q/R2HQLv2Yq6GSS7/zMsGzJW4O4Dm8CAK7F3zU1PyRtEUUQntt38D8k6AEae8ZJOLW7XvjxeN3Gd2Q6+6LZ2HP2vpYZvkTEDrR8yky7a3h2Jp6AzsOwOQe9jeg8EpNHcL4vn2Z+V+W6epPc6TOpw6OcuV9UhzPw5OuvX06tpSheXeL/LMSMw7eXqAJ7Nz67McO8f6k9qQx/4Z4qnT9lWhz/Jagvjbkw10qXpBZ2slL/T7lyoY+dZfiY2O/2gcAACAASURBVPCm/mjXTvohmZVHcZv095XWaMwGwwcOUy+cRGFopKuyivqFHw2X/3KBhhlMgwdKtmNn8WH6r4e8BW3Qry4cSbzc3Y4UyzE+sQF57ZYNJjwCZdhTFoGlwfKJLfaW3zrIr3uhm4sz2+/XuK+RZzScJUg4XXRjXGdrZ9awzX6gVTUffCl3kcwuAp1/Xm5d5qXG6e5qejD/vHqzPCnxegt1F/r7GKDrkyMwNiLq7x8n0yMT+2IFzIIuUwx0abJTTHbhM8t6C3vAW2Rwil1M38yFez6raJXe2RdvBtH/AjQzx+pPw4zETo7IP1yA7WK4nQ8PKrj2RCLy11zKqQ6/gjfmz7fAb0HNMARyY2AfBNW+j8Wzv2luHesrm3THvodBV9eCrd8yiB/4LvgE0D8whd8YVLwL/uW2fQVk/fUv9eGvDKI7P1iQ7f5Bgx/+h+3DplnUgbNSfa2TjHdBkPlr7jf8XDi5arZ6Ol1JOsudukLr4k/xyZH5OVihgApkd2MkDl51Altn7Qa8qSdPnTXb3WtLqfV3dmJdbZS5PhzPp01hm0w+fz6C6M/e6SF2elO/tnF8JwWmpKsOm5AtCwDfANaHgfzhdGU9u5Y4wEDU2uOiuYcaKuK6gqCpeWGLK3E2d4H/OMNwUpw9WWXsbE3TkRmb7NuFxn7bILC/b4LFQVOWrW5hIgJHeczfjLOvCW0IQPBcHhF0PzKAznNTj630wfOwoxx3OCWBJRzXOF49uRztFBq5Cyy/bvbVnJguJgi37VYf07IYV3+cN80lV/4teo2kbyQu+U7Ud/v4xqGQojb5VK9eIDiZ0Klb8jGLfU6QJJkwvTczP9rzefHrx6U0tvZIygelcqozK70jbZngg5nHJwNS1Nvtkf6cckXamfhlzDTY30SGNepXEB3khR4D3KDUNfaWFtThnG18zPpb2cxQNqTtrlUur9JSHw7xoTwZwdWAJ1r98d0JtJ37O4SiabM+NOtKx7hLhkFnOvebjgHILS+/qrXBaoN2k1aOsHaLwRSxbH52KVMfx0rT6Ytyq0NCEbL3geeDUt3hAuo75ddLRRSZhB+wDQD6pNAWaTj56uKf0QKn9phPW8oc0LpbYosF3W0WgCglZl7tkGEPkAEyJdNMTeZzVrpXTS/9AmQX8IcNDGvgRVljUbfXbe+wDJi9YQD98SB6PhkFtxDs0NoLAHwrwWSaTy58506zugRpeuCtvynQtw37MjecktFV72Lo2NdEqjtwRqaDpteazsLFtzzPdgrMEFUsstKWoJ3kEqS2zlR+BQSzGotCXgPUjo4z/gzbvyCTten8gTuU18RBZaWBHz0dONXnDmALddWJP0H0/x58Augf+E/CrwuU/nL4r/TXrwqiiyIJBjc61SQNXMNzWU3MCnBIxFAJfXXABMdNJ7vBJblO7GZd+Zy3eA1b+smekRHw2yna1PGLAQx867jzTtArzWVLqiN4S/F9UzeO2Vt6meaNXpkrWyPqPY5/4yRtLBbAANnUgzhpZGc7j4MQOFegbm+nM3rbJHRl4Dl8D+XlpQha2FenxWbOftj58ODFCi4tO3BS9HaRwAUgExquijPuujFXZkaR9RcIQeTpcXfghK7+pAmWiZfgBBy7xSUgPf5Jx6mJU5Ee44+djK6q0F84dZPgw7M/iXc+hGUzbmhMeDoRYLkbCdKbV+wUarcN8FKGbRPTiaPyqLTXcji+wYsd3BIMAkFHRBCIMGNYwI2+HcEKGRjyBe8O76xbbRTeuJSuR6qb3cZv6OfM5zmI/uz0bCOATg96PF7Tif28Z2d44Aepg+6gUzxIcAY8ezhvj4JyQ962qzeoXbvPu/Ahi6vu4MN8R9gDQWgAKKORaQskg/a7eSf33VJmH4tQJFDqKlvIL3yz08M/6FqNkCJs6VODnUhLI7NT+AwbaKQBCKyn6KgONKB/12jJIjDYvRfnGkGeULihh/lU6LYAbu8Xya/3fO1NyvsRH3ZWX3Mv+qVNd446uAV5dtbuCLB74aSatX1o+WJIj/aX2J8zepzXJ7vP+1WQXEtgY82XNJSe87dgm8g8x3E8XICetmUmH2YvLVi7s4ENZvnaJeMJfEVX+remEOjdb4EnimX7dzpoV8f4rbDGP35iAq5nvglMyPyL1R95bhWDaHPwmPk5zz992Old5urOcKS2zimRfrFs6O76uKqfMv5ftR/YpB1l8KlwaJf8SBD9lY73g7fMctE5LnrsIkXON+R84O/BJ4D+gVvg1wQdF/BTeJ4KkXfx9NlX1b8r5Cp8q3JX7fvq/pqVv+MwTL9LdoDzTto2HGiQq0hYmDveAeavDT4FEpnW2ok4UFX10rJ1+faLVa5FebXToQxipmUt7nfAlx1Wvk4KXfqnIoI5ubZk7K+O8PTLNH+R3I7DfNKBbUd57O7OMyzGt8fkG3O9JVexbKymm9chi6dN4yQtvWeQvDoCdwQVeeUupHeN1n9DICKbOiuHU8TW9AUGz18w6hr+oePmQXZ3DTQTA+ivum+2OEhLzt3o9qLDnOJAhi1Cc6eL7kegtDdYgiBBM3XTcfruZkDV5WHHANNFMn0iHDi+fdKEtab4uXdbpJPQMyLSPDVk87cI6EjwnP+D4IP4sdPch7BVCNbmWuwFFHt85T53RtXI4N3OoFucTr85aZ7u6mKrdAmPlW6WSdeIj6bkFPK9XuYrVHdX2cqA2mKCOUYZtKNTfTatAmSAK1OdiZaLdEzH/AdRJp8HyjvAlVrjT6CrngHhCFtbQvvGgbWeTJU2dbFeLqsnKV8D3H3+eHQieshCuT6OoJH+d/p4HJdZS8ZTCP6kymzMYEtkGUTAV0CgeVlz4Twcf2P+8Kzy9NYdPRFXZcrMdlBmdk8zP0lz0vdz6XMfTIN6nmyz99T2+WFSN17jn17c0WoeK6+T7+e/+sLLr26S2MIz/TbW+ErPCQ8wBc1LctpUjkRJk7HsVB8bfWJ2gQ4akbUYRH7WjSn8xihn7GKRxUkWfbKJRhjdyj+Uo7dALjt1Z63blq8vI+W6bEkQ3fFzW1Yy9vTinPQLvfBvyUNmNV6LgIe2RK01s/OccZZ2uq7c0R8zvT/DYxdMfrPgll+68agMhBSfhM/0eYq1+JnVt1VAilcNK352sPR9dqKIL2J3CAt+pfYYOdk5lwXH8ylfGaCFmXYkjXL5g/gK6V9BssAhYYrR/+Szv6ZjVHmX/nn5h0R35LWVvEZc2OebvnKpxNd/AD1cJMW+PYZYxf266Ad+Hzx+GoEPfOC3w48eQ/JL4F/uA3Mc3hswUzqOy0cjsasjMAvmrIvSsnTnE5aX5orV9HgZ0Jk5lPKiFHaUwCJJ6vhYFB/usyJe1ktfpKeGban+ELcTBEdQcOygwiJf2t2cjddbC3+6/Z36BGYDVZjvo79C1iJ47udKLBC6sjV6PJr5lT8eURcolNHk56OwmXPmvf7NoNt/u36gAV7skzM667k97u/xaPR4PCCoDrsiGp6WcQLN/Q4cgjNU7yv2xn0hjuoN8BSEfFpOJSBLS36HxoTd/ghk9ffFe+PUH86/9NjZIzy6o8fERHUsQ/q/mywUsnSiXgzCNqbOGS4PAv0lNIr3Pv2WOLTcIjh6j+bSK403len8gvlf/vk8AZ2ZY0/5icivpu+u3ymyb8j2BLoSoNDTC3SfyQcc12x3M8+1a7oJ9xL+xXynk52XXElrdPHg8fd4PMYfH1fOMszqII3x4DEgv9RldU8w9u+Nh+E30P7e7ftTcYa0pLJq9E/jP5RhcNzphLQnFcJP01+PT4Gn4XWe8a0WCZoboJ+Mjl10N+vXTgf9fARVp96ne6r8hraLJBp/Ir5jK3GNoKznMPe6oOt6lvfUkm2EBDjGO/pjJp9I5rNJn9obE9pcEn+UVYbDbPHxXag70r5x7U0ZMveL8r5tMHbX4OwivxqUvyhmu76YuqA0dwXy7EW9bTZLjb3Z83kQfRXK39MyKbc1PE/2aphIJZStoFPUfX2jAuH5abf8s9JhJwUSEU7BZnSm1E4dNhjOwvOFzNyHXOdhdpo086D9qIPZAhJ5WNDUi1W/AXcqpNG+HA9jmu3y9J8o9xb81dtZ5rnXW5J0r8CW8pWnMfJnu75cmt47qjfDW4F3+KNm5nx7ce7fBuAw2KKf1Bm8yIKJjg2LD/wL8NmB/oEPTOBfDhyfwq863vwm8AbbK+3jPLKLt3SGnJaPDiv55wg6qS4g17KiGd96XFWx7cm9qaC+teDantbu+2e2i0GeXW1JPpmUouA3StSJF4Utoe7fusqZ0+iOuXetRjfldRo7ZcXs3vDccRGQ9g7eoER63ZqxmrlkenwULvPgeZ+0IfiLZXg6XesP2QnmnBMQVGBboo/y+RtRHdKbHeiGSGFUvoz3ciObHEmvOx94xjdJuYsF21adCPqF6DnODGwdeOVI+F4LG+nyZ4IC61JT/4J0/djX2vf63/YSSV7kv9eFzLLQn4jPnEPP24FlzJ/O5/mpY0nkC7zTfpuVVrVyjKeQYQ/9OiqRzuLatx2Q3rlj0gFvScY/nGaLDsuBr9BjoEX3XNLn1afQKHwvVVFIZIkvO4Drh2Mn0o0OKUrovyW70ts4OJU/d+N1hrL/mu3vd9nrkKO8/SLzqQQegpPcsMJkTJPg+VUB7HdvSOt20Q7qpU1+r/68vpJwya1rgRMHinVBE4tlKYUDXhBMunahc3pODPmn/NiNxwmwHCcan1ThzzOMa9F5IYvDBHlAwz8MLrRrgcHz+bw6bcjJBvL6fSnN85aP7N+TAqzBRf1c+Zf5PmVSqmUPugO+kaWfK3F+aoqfTjvDOeH+Ll3C00yG3ZKqNNoCVceaud8r86IeczLGKMR/EgbtxkxWZqq4HeOu8rH7l4iS5z1ZX8GzNmyqqd5d1dEjQaQoOXsZeU1RxesQKd6ixrSV8Ogb6ySwCew1yo41L1ypBhmvXWl7OKO7m8l9ogc3J3ej9RL1klCK8UvwIyu7eA6xTSHlwZ9ZnAu8mz9RgRiy2kicprENxHzP9/KKGJajkoK1DYaNPub1pRbyp0lO4Srr6tpBazB+jwdRfzoVNUXsrM7rX6an/UJsP3hVvB19nkF2YU8WGXmanRV9UPUb8Br9VPDeMfpNGp1zzqg9+H3vmQ4cnnQs0T6f87eN0YgOH3w5Sd/DTuotGGxbrg+yfgl8kc+o+avGn8rAnejwuZKfAB6/I/5NOgWLsZ9z4e/hEh/4HfDZgf6BDxTwCZ5H+PSJBTRGdr59eASifc68IpPsYIT0xLjNNpOkSBTvjXJ8h7I7y1f6epreTJ2zh6jcpgMdjJs0xbhv4e8EnBljigKHAztwoM7jpktZd4AS0sTstXVPABV9k7TKF4IN7hukziK0vhsNPOCuaqDQQaLWgaQ7JKp+fHVX9gF0NrbdDvQ0XfLYBWfQWca0hbvNH6OPvLPLdNhLgPnP5k2Xf+BBsiNmWYZmsP2JWyIpkFJZ1jsSd533XrqqaEOPOz4vkPvP7ERfIIBjaZ2vZBJ0opjBXa7423DFxj+WRzrxsVD4wfQU69rx2VKcd2neRvnzCk4WUuF19le9W6LgcBj5kGe0Gd/Y6b8bpoE6K/XodL97N/+MR46nkfwmWI2VdvnjOXbxHN2RntXbTQUQaJDd54+wQ40RDPyd8WpwzylR1rXNjn51LKAfKOE3GT8FKb9ASRfGcRCdFxo8OGjzeOSq28swdLONQrZkRVe69PmK5NCXHR+qnlTgwdd3y65leW/P48TVDzSltti+LmDkP99PFllr0pPe6/Vtxmd3jaAyaLfBVFH+zVICj7C8ZQPFY6hoH+QTPvI2wwvyK9pfwA8b6/96fy6kE0iyrqgJZzSSuZcf9YlcNaUEeREq112tyl6sLbbcgS596e0KlU9MzcZa4f5Hfgt5zsfjxXHjhTDG5kSD61VuOvrB2WB4AhgvnouE+g4NJnNqAkt7X+TXPgqWWhzfTuh4b458NXwJ4zsEwEEFGOm/RPmThS7S0Y7z9hcMiZnnSX+8TJeTuWwdRNvyK63ihWy3w1f7jETnJ+ChYKPcIMbegZxXLGbw0p84eQ+0u1PVB/4+fHagf+AWON1d+9WB2HcDDqf4+fTv12/v18X5BGf4nH6/25f33eOf1f+vgT0u0LfPrfRMvrHdyI6LftvwBFqqDM4ccXyd1VO+c+PZsPyWfFPb6bqZ/2jWzvP5qelZ+Tcl+PpN+Z38zpi8enbK7DlNbwE2Evrl5JEFo35++XyZQ96U+w7+3ffu25AFz9V46zaRcWL6grQMDZo/jMMGd+1xFpwv/KbTlT/lXNPmt0jzJ99ITsfGzRjwFfNKbFz9P+O3Bi0uGRxRj8fYddR9IiJZvlw2o1ufUgrN9Ydrb+GEK0F2xiAWsb9xXK9qLT1heXNprdmlW3ziiYHuaQ3nc+S71z9LY7O1YkJwUldfBSaB45EmXZN+lx2lshN9MR6hKN3dd5300GBngXPiZG1M5KaXL34nepOH1+Sp+yTkCg3IaaPFibYLmeDyNj/2b/etjb4mech0lvGYpA/XkppRKPTZjM9msJhwM1bvU+R1WN6ZcIgj8HGcUNNorCUBr5lMqA4c6I9wbLsPnCtOyCc8bxGd0/OKJHgXhmOlT9gCzFhHzZepaiKjet1LZqFO4xNiRvrWqD2I6Hlh0alTf3Qtr7kdtb2HAew9ad9UXkd98B17J/AuU7+WW4mvTI/ZuTfQXJpsED1aidqT8g7RI/BZJb+Q8a3nzQmTwW/Id5BZ+K35jE/OPq+lLLaN+a9ctISCxRq1i5MEvk/pfA0FZUQO1Xt0QhHvOvurBULywFF8Kp/0Nz3pIGnn7iyMepeTk0KfBYEFfC0TOeUG8/RKMJjuyMdTNUMuHHPB9jekf0vfgU1AEBhPTMlkmJ5UA9jwKQuMgj52SKP+XPTBjCdnWRaDpqIDJ7DyjknOKQ7NKKsixa47zyYTXft6fEhxpT/BK57pbXjnZXu+LpF7b8GBWJ55v0AoD3JXAjybp0QUTkZZTqMkfWWbZFmO1YME71S37tCvKssCWpNqmsgulpHzvMIikuJU10j4ta0W+ipqhoavJbwrWOzO38JtKmFif2xI8FBQ4u61t6Y9b8rWFI2qoys9a5X/RP9fQ/AHeH/skcHsINHHIwLvtuADfwE+AfQPvA3+6Op/7ZjvD0TYCaL/i0Htb4dOuhrc6Hh4OCB5e5pYAUbnjSiRrcUCHVQGvxYPJhDuToFf40hzhlhw3KRI1MqYOnzGP3BUUPdpboTursvyTyvnFZysnGVOKWcjmFXqHrmAT+E0woICDe3BPbN8o8OyNgB9eLuHldxtYyLto1HqGA9cZWt363EQXQPpAbfxjKfza4YN7KQ3DS48ViarZkSDuMOzDDqRHCFI1J0DBhP6HQIjfdFOCWyO8sTJPDxH10//M7ZIoODFIoMV/2MHWlaKOam+KD9WODJV+UJlzuh0NJ3hZVx9IehJg8cMWqvOY3RO1evoSvz+bEKrWVFm2l83j0ejTg/q/XkdXYm7m3z9cK30P8qD/reuTXhiVp5M0PULd6SMuGO0ah9kvAcCLyzGSuQvGd5onM4oy4Z8Y55C5I/5g+spe4wz6LT53f1WNWR5dmDFkaX+CSKWnnjeNJtB+CWndgvQpJt03kjw/H8P+l8ixx6Ph6QTfHsXd/uyTWT7TvW1teOtLt3pRd2nbvKn+xx197ChlnY4liO6IuzzMQobf3xU7EXXeq1oVtxy2mBaU1Fe5B0QYtCFk7Mt7vPCSQNWxXtzycfZQ8ap+pTpiSmf9ZVaek+L9op4lh+CofK0j6P+jQyuNQF7rDv/XoFCoueQP9yJXWgRT0/Cd0YPE7lqMTDN2nGGL3QJn1tVw4Sz3q3nmS6daVpN5JK1vwBPI8+GvIFFM2hDpQ0JDPGix/jZt/1O6EUffzlkAVX4V9PZR/6EPs8fOcDdYMGhIT+3kAMXK+Pir2oRmPZxg5m51gNio6pXlu/PymhEyfHGTr7hdCXSQP+U+W3IFKbxBHd7ybXtE9m30+IE6gPF8VGHy/kCkVXbspzdXFn+e+wnL/gxqs55cx1nT6v1fUXKo/i9LDzuYy6ivKvKNQ0wTcFsqCPZBRyKv2Xndg7sVV/LM9QLrwnShcFu0/Shqsb13g2lv2uH3nadLZU/8QZnzY/ykAn+Qhq7Rd2Bzwd+NXwC6B/YglUw9BM8/+9BFUSv0mZwsjP+q2nrlfLDDu+b4fKJsGeE6HKgqErJaiymJ/b0YeA8lLrR1jSvvkOlV4NnMF4GJzJK19Rx4+pZKr0m99MaRRX6xfNVvqN0MzvXIDK0Mo2gQz9lRg871Gj0e4POmBi7swD0Rp+lRR6k3SttwQ8ooasAQFXW45KXCQG77FupMhZjXBqRHHvXHvrNWP5TQ9UazFPYMr7gqEF5hOO9UUgD/JhPpDOwmz/hNKvvWgVywrGIs9UsvOuEfmfyHCJdgA+ImKHOnFBbK6Np2oXRKePeZ3lbfJnxP5N2gsqY/VLAbNo/OY8LntsWVPSEuCvGfNQ/FfiZZ46viMu+QZkusCHXvY/486A7035MSxLgsv3nOpOIiB5Ej351THsSNaLnk+lL25UuzAF52t07Q9nYZ7xIIKXdyO26b2ExrnEmEUmg3nbN6+B4Yb7bpJlfEWEaTR9vuV+apdmO3KhTteCgQFDSv77fez7hz0vd1K18BUlFDf6VqwYYA+o6VPrdUUPB0v0gvyBY/r///Y8e/3tcn9aAoMOVpW0Fz7MmeYki99mcr1U959xUpy5+M7iZxA4ZqZ/nVZxBdduUaYaRbTS+l0vE31oXVqmK71VzEiSLQeqk9k37Yjk2W/bNZC50m8brYTw8lv+7NsEgXbI+zhc7I3G8lB81xqeVw+3qHfk7UYcaIo917YeAGNfcRffGp6ZEqE/xjrIC66zfcu1X0x/0eDypPx/0bE+S7zp3NzdTWnP83C0K09bgA9e7ZQe7ZzK/nqYP85aNf0GRqdIf82ODb6a7AQHh7yBm0bf9L7HO4fWgTshbAi7Jqx4uygcR5uLrbfC6DkNEVb99axIc4KfB8w75sr7safCc/3Anus3P4wb0+CSltxTPqgf4kZVj86Y2+2NOQiJDY7wGUV65BS+VoDQYomh1q5U6ge9uqFzh5BiyJDsNpJeCu+2l24EDtUqry+ozmtFGerJ8s6rLvRcOjBMcfGpbJ0J6H8JkoWGkYctLm5lXWr7Vf/Lx6oNIZPF8d2kX4kubkUi/4HtCOov0iLiZBZ519RaRqT8RhUDPUID32ePJHKmKuhF88LyNX3xWQXf0tYRkEcO78NX9k1Y4IRqzuO2NxTUf+DfhE0D/wMtQHat4epz3B/4uvDvWs/zhWMcvpKt32/Bl0K8/dRb1a6dRszqrKutDDeaACShFeRtrDSIoX5gLVlurrpsru7Navc2d1lYpdWZ3wMwI/jmoFmoqsMHMxj1JhhiE0PToMLuGmhV3toY3EMoMl5O2HaW+D+bzza6M1kDqBo9hJ4VzLIrPrI1j24mPDbwCDnYHuh7tbupgGna03Bm3juOWtc97+eD5wmjT9o8/XP7tZl02B69nzHdmO9CLanGCNniBi+6w772jhziAY6vwbtmAu8PR5y9hkbAMooc8tQGe8T/zggqWR2T8s7FPcpRw2iN95w7lQU8tVoSLJ6TsiKZpgCyQIA4+tIHPcFk4hxDuymoSUOVjkl1tvgOdQES+yvHx3i+H0LM34p269jvpWkfwN3Xtf/YjYezenY55/WOjxFBYQkMgV33yNC2CBGvI+qDeASCccn4xS7kYnziuVZaxvtK0T8jNdyG7cbOtU8GAHLTY9u82Zzgo3cmPpO6IR56eCOhY+lK7SMuA+ZTJL1LZxN/t/h8Hz8NJKhYLu0tyH0xPOH1GrrtvfSVImtLYePxkueQbGzqd53dTRzLgGPDu4E6uFDim6UG3rTPPyo4ljbIgXxBmUbddVY/BcmxeCJ7HInW2YGpzj6SXib+UX6O+5uhZ+JgWjMEkLDKTfXbXNetbqmP0ik92rV9oZwTFRX6NhPgZHimrDy0B7DArvzJNK4Ldhc7wIGrPUe81L1BiTHczQ1kd7hGbGjPUDfLXeM30MKNMvyteyinmxlvQnXzmugAPPD0FZZqmARk2+CwvLoJZXssv09GsPGR7oeetNSN8t/hyEPj3Cp+kgPQ0sKQQCew6ulEZdl3o50c4eI7yKx7djtj1TF+YK1rF40SOlQEoUBrxWvjfeDBlCV2TV/asFAs6LMuNkEVGZUztLn4dbcY1aTqeAFLUm0Gs8kS3mxW0AYX88k9Oi1611eh3no6N7bXAwY8x0FgMOvtrkJ0ivyLtxEVU9oh2U7L7jtv5kDSx+bRYletMb9VCvQy8f21rPEt/ov3t8s8JgIz0uJ4W9Q7MgucF77hsihkPSyChx1fhW/snVFzXbhYTfz02H/hD8Amgf+BWMM7PzcDoT8ApDrNvlX0NeGfGinXPcFnjubuTPC09GevT/KdwV9+/SqOrgPs9gf42HBFiaRHqv2q28z2BQe52qy7JZ65ApItl+I8dAJkzxGYyv2LsrZxhLsAixYEjrQ9Hl7gewCYlc8l9WsA2WVmjIz7jR3bnJP8j4wjKunVkNXnG5YTqpRAwboZHRQJdaIyAA9I0Fe6njpDinaOMSc6vgTs4gfFr+QdEdDkbIADx4CBE/AZ6nPtK0fjt74j3NYYdBkJwajDkRMbI4dXhptyE/yC9EaYBK9TTm+0G5kHRQNwxWsMOVjTUnNEGcVPS/e/Yxvmoz04qz/GDjHifpMnH98LqBFJeNykmTeuzFY4VQ4MNgmzjV5xu3vvjeHNIMsVn1OmMeG13C21C/hPpdVKZrdiABuzx4YNa6zJf++NBlCzSyNrEfJxlrJ+bnu3WhXmkmD/0so85gGr4gEnZRBxApjlUDoSMzlF+hXvAAmQsByKMWEoKegAAIABJREFUPKNm2y9R9Ou6SwHddwDgzIV3CXhq3zeTjFw25CCYvvBkhtxLWBHSCTT3m0An0gMIRCHCNrFsusagPR7Xd2Mx8MC7z4mPQLf9hVeGxhPc8Gwks0CCh9jzfqkCeJRrHzWb1HzFfOiiTRJZXVTL4xN7dgcnH0j/zUxZ5NVH0RI0HegNNCVUFhYNuLZCzZ76MsyZx+UniERc06p9waHpeV8gvkQHXWsK6MLX8LmV+Uo7ovuzA1czRHSbPTth1o9SdSNRQuRTWa4vmZ+tZLKyPC/QNsHJaSIiejyo9U7t0ah3OKaaHtTac4/1JHbYHj7ZQ5jcZOVYMntG9V4mcF6i8vMuadWbBMftTXRdlFkq3xEDtL01n8owpr0hj0IQosdLF3Ttoykr/YrllaHjF8gqlvli3qT/F/tq0/qVf4AuoAUSwTz0R7Rnf1faudCs2m3GD8RUqne5cbyyVD2AwrzzxIPmjXazbyXDWeS7RQGSLAfU9st8rIz9VZUd6H1SXpbWiZbpuIVXu/rZXH5NARf35EjEWmROez3H6rqlDPE8f2IXZDOwI+EOyvVc1etZV1kZ722Ec/AVuIYdT9Ak6ZOGPL8pD/Ba6BQnVCPJPKrnOVw1XihCTfQ2kV9Jlygp4LgiXhMwg9Dz52UmRy/NtjO79r7Xuoom+nKYo56xhHbXNBnCF0EctuyVVjXH+gX59Y7EmyjNwiI3aOADfx4+AfQPvAyrXQnvBlZfhe/a/f7qrozX4MCgfEs4fOBXAPta2nVMNPWHfTegh4uRhx2K/OeUzHN8EoPwoTiZXTdJYADLkUt4bBWvxNlgoA9DsumutU6q9Ca2GVGD2FilCSOa8WE+q3qiHUohIT/q++qYG2aCeLKI8BtMBA7DAgMxxHV3zXDkIOZdjajQKnEm1KFJ//zLuExFo0EJt58NCPgsjAb//WNdfa8GJ1fM/gx10IwARIu79UYOUufvNSZKn10cjJf104wTDQ1936ZGYPSy4Q0Rim7OBIROa0xv4JjheQrlIe/AdJ0Gnc7mtseVbTCkX5M9yjR9Yvd590CnOUh+mC/GiA75mzYzLQ0L1V1JppfFbm62glU/deuqmLgJ9H2z/Mu4yoXcvEF7rfzv/aJKpO6L1eixw93mIh4HLQ12uC3a5wMOcgf5yrFsjYgDeo/H9Sd0Oa22KK7ZeF2ja/72BzUiejyvw+55B+ncGch8W285dfdOhuQWSwknYDie5OvT8QTHQ7Ppgu2ejIPh8xnOrm6+NHOSyx18cbA31QV43hOMu+Mf2kxd9IXOmyCrYEpeCHUh5D50gZWc6snzWrtu7npD6jU/Dl73GnIYx7oz5o0JQ8rB+Y5j1lmWXIXIDlkOZHl3aQw8QNCcj7xteUdI33b3h32DdMZDOPLxcbUNKrByEwKcZoy1bOFekg/ax7zhoTyDn+kClyv9SWxOq3+B6QDwscRIo6sSkUfjswunROe4lINLDwgZCOQ8/8MMkSsDvYBGm001Hms3OxdTw9adzCTgQ1ZW87h10yf4e9XPhHP1tdJch/Isb690asQVN4hev1avsPiDnMa5JvNL50lete1jLwWuYeL586BHI6IHjfUandoTTvYIJawh4437KyK6oM9z/3pqR4plAbclp2nHTyjpb0HvpI1K0yKjBHuoARZmNJYxLOibjgWnVVkMHYA6PYp5bowEibrhlSv5hc/ORjeHZRleBEJO6XqWX1O1KY5gytvkbvQy8C35dXJM7bA5VxWZCbILSJVUACKHYTnNepfduS1tczpL6Apvj4pDAoiKf0VJVV6pcutUgGnbnMgF5knDrhy6CdklAHufv9I+yKrge49TdqlI1ckjPTUjQzRtoi8QHfC1PRA9rLg3djToadnpakQsz/0wxT7pIRNf4ng088M3hsU6vcvIQJlrOveMj2ATjAmAOseDiPqD6NmvT2yJDqKtx37keWKlQxzP1QijnuRPWagkqHSX1wNW9rAbg9qOrrCuy0e9AMfP9Nno9EqXDZ4BMTILTcIvdPK2q6OnDOedZ2/DJo3u1T2XYXrfqfQLf+CfgU8A/QNvwSpY/d27zd8Nnp9+c/u7gvUXZIqzU1hdd38regWkK5R/A2IAO3T6vThfBhQrqjV2aCxYB0UIoouB2Wz2lisPaH/o0bVO/Xo8hi+gy68hOrO6ctZ/bIwvjHDnibiUXlVaorLboqOk4VsHj+t5hnO070ZwKXyzda7ochIere4SsCJvvp/LDhfj8AEch4WNAVTwbdgKQgE23bbRkdy/PUO8nQd07dX4asyNg3PTaeN8CREHmEOP9rh2nze76zwsVgnYdv3Pkzk7TeSbrhZHPJa3EcUdfEyLJm/T/vP8wfcTkQk6ZPCa28YaY1fRffi425hv5Kf1yOmC6DIP4g4rxEvygxPUv+NcjfvdlMGUpfOKOJnw0ZGeg8+SzVj1oSvZqYIvw+IAeY9GMDu/mrHLdG6rMzMEX8eiGnFe6BtoB5QDzy36dgaKnOG2JKx7S2R62ft4XGi3RuTnmNCwxyzRMRJq1V1ndAUgBv3hJ0kwkI0OsLQpZizcOBacNPD94HiYSGMzn6/r5pJoA31am6YNeWuC/itFAJMwSs22RRYiEZnvdvqjxSWLucZZiEFV4NSOEbFovMZt7ZjpybPsvqAgkzLSu+vsZEyQNsynA2xBioFHorM04Xtw9XVwgkNW5h0SOOejbscu9JZ8+9xDCKJD3dffVafKofE78tmjEFkvs/xHx0YHWfme7VvOf6VpKrvMn5bXRue7z2nP4WKfgKvOgSx7eM7k8hwLRBqN7+7CrngjPyx/7VigoxUdWzsZutCA40PAD7zE40G46ito2BApIKYCN2VdNjvwMTdXzYJDKFekMfAV034pgIN4Yx7wbjKCBW+VneeJoWVzvwCQ11b3Gn9joaXqDj543hxaBY6kvLYRXQur6dJD+7NR789hO3RrjyGOeaFhIRdhXp/cY+rT4bg6YSGyQuRCMyQmEw5Gl+d/QIADUjgvCpwN7XE1/M6NvZnD3YUSm5UAmczAIHp3fZvt4mVa59OpqqHKZFiOg8FmCrO8OlWbuZd8gji0K1Q8wQC7InNcOX1B2JcL5DU4sh1pJT3ZAOQXwS+gMwaYZdgEWB6kgqDKCVwLj4xpo83kg5NN8gypzgjSanQtBryIdszBRBfzC+58EJ3h2Z8T4ddC29OeKFA3vMV8b5tf2v42Y9xpLMKs+sVxrkwXXfgBfY4qdb4QlkiDkmQUi+xUASP6WWeZ1c06o9EHtqUYycI7JEumQUOTeb3b1bCOkmV7XPU3mX9KTw0LyEu+8HaKRff5ASzvYY8D5yNimwJrCAvzg5HfE74QeaiMk5EPpPRbNdMrgMVjaZvjoUsKN35H236kD9YZrTBSpp5xz6zuOT5vwgZtqq6ywiThF/4eHwS/8Af+NfgE0D/wgQHf+c3t18GoVfZNIgBYYf4p+A3H9d8F300Pl67dwPHSnb4Sd5zyLiIMnosCTM5RIcUUxgTB40by7WPr3iDq4zhBdmYYhaTNgv+azgb/vOrFuAd1ZfzfpDpUeBX3liq+NPrX6rnW+Ch3okswm8fgBEYrw5igTwLWueMxkhyg8DCMEjYM0TFfKXkteTibrknvp2lumyHgDOErrlOdIbOsE4XXBQCuyzGmQLeeNvDY9ui8yS0a9tHon46K7OI0K58p/WUcTNCS28ABwCaFak9I0FAdMXyvUwT4RbNOHOkHdvoX/CJtfFM/gaLbPEplCWrS4nf59oDHlx3v2p88ryiZ436uEaGDS1ff8zgO3oKRaeE/idFs5i94KhLeh0ceM9+NDlyct115IFc8ClF3BPRo98cHAsGSHmen6GYLlAicKzDW+jKMMTotMkeejIkJ8K2D6B68AxBP+miNrgUjRPQY/BK/X8xBiDnBQc91HL85X7KzHEoKwY7Rp9SwQyEIQaShsuuBdiXmjXTIOBPxAjQcuANoviWkwRtor+dXTmshmXcXYV6BB+rUOdhI9pcLHZyBcN5UI5a9z9KiVM67xNbn68C24nV3CXXuVsRSy69UvjMPGPyuwRzm4tqQX37nns6tOQmw/Mo+NUDc4qGLGN6EhMC8gvvYKiKD/JVmza7zBhg2KLQBnzALwbRwxkPk+0yMWU8Y8bes/adBsuyG/8lUVh2+QxpDX06+oRyo6C1zarchs2xNilPUaVUOtaa01UyfK8K4uGEwy0F6lwAIDme8geLMqSedsXV05foj4yuatpPqVkN2+TTYT4iMaafTi1wZWB+CwbnhHLMLmO1C5lOGq3hfMvIxBNrYPYdyrCNvD1I+hXAqk2un1ReIbIBhVrLKKpHD0rfN0EgjPw5Nr6G7/CKB2SldmgkuE7GIY9yUYciYApq2j1xLWS76nc7I9xvoZzvyy7+b9za0Y6OsANI3LS9AZDFgHgqsxyITeZ6udPy7ygxnozT89Ij8ZTzuKkfqdeMi162RMvlO9FRc2f5ojbkLqTyjKMfNndHBhLuMn65tYlkHOjWmHexW8Sv6OB9b5e8+8Cx4dTI6A9oMk4IVRZ4nLwSjghnA42XkPKZ3AoX0GG4/Xy24fsN5vMAdcwY+6J57XnrZoSQDKCYjfnYFysHudMQUEWNeCvpAc++o5Ff4uitfBJrMNgq8A9IVdkDJOEpYIdrE39i9TLFuXILmYxSuTqy7ksurpSrGmf9O2sFvYL7rY9ee0i5KEV6qDKF/nK8yfIc+gPIlmX8JfRtChfaIYFjgtSO/vhoqXS5C7K/Qnt/YwA98KXwC6B/Ygt8WSE6/yXxjeSuIq1u/k1smwunN+r870H26K/030l+F0yu72XN6GsoaO0lYIQNF0oT5wACLu2Ktcv0SDO0Od0FAA8C6VIuzU58uxPPGwjzhCvdmbSwwuvke3zWX1ajz4rBRY4EVcn4uYwRjUqLu8aR8KKQoNp7RWCd7HQsojI5ogUWkfFnZ/CTG50ovC+htq2KeUGXRV2gELiAjtxPalnUnicGcmReNiw/zSg3MK13Vj2oY9k5ETw609cSZo84LxaklWFmcGVPJ1yCP6RsItKETwv9N6soor4TWlK6lSpcjKVAMVnY4NKLWYOeeK7+OWl790IZzQE5MBN6IBCXmtz3XnHjBhOcd3hGA9jPnIyhT5zI7eoabqo86IQotc8qVJeTLv4w+kesf5DV+4YKdsZElOFpoTXZ7+XkAHhHgT/lcvmihJ/KCcbz+HvCJhAcHxSoIyNdJjfzib5932JlEBE6cMRYpbalcaK3LnL6odrJ7KXMIZdE8luecp5EdC5NOcbJjDc6uMMcuXC+6UTo/1gSFgPycvnYNM32onGhAuF0J2AN+L7HoH0QASDDfhARkxsedG93EEO64TTvDcUAvf0x/54RoqEPEMzCnEhKEnHjXhTFuAQkBz0v+LL5YIMnc8H8E8ouniQmeE6mD0BXtg9F9JELt1mZsyTOVy/invCv2X32IpccFqhp8+Yp3Qf7CjsFdUK0xPVrnszqoScfQjaU2tZk5etGnBox8Qy+9uxmeJotrU+2mq4xRD7rmI5VXYXc7L9Dy8iv0iyAea2fSJ9ZxjbIAZVicsD2h+5AeIjrQ9xic1Xlg3kHZ0lbQGZiVScJGxJ/5eTx8EH0OtaTx6Nu5LYv9MAiBgQjGPwmmy65U6JtU5iH+BavCbjBX2L/Sr5k84x9HrzL20A4YBzztJKAN+Eb8FGtkxRaZJHXoM8Gaeto52TNHXQv6wPYlnDotOcDMP4H11wXor0fIdl6ZE0hS603xyonM+zV0UUpRrxTdZVGD34XOegbLMiI47YnfV+MDuhOmsy0CHBsuG2n6Z+QXUdamlLJqZdMiSINvoK7XoACfHOYiLxIWXuH4D+K3ErA2cOqSIx3xZ304j0wX4B6AR0iXIcgVgN5m/FROfodigJ11qVR5D8uH3McX5bXXcZvJQ5CHIk4P7geQc15G2sJqYmFxBvjOAudKo6hvKx9dQSP45rjPA7LV+BPZ/5ZAkM3m5YK3VvZXh7ah/OL3oU1whXIM8sswjLbp0PJYurmIaJZ8MoHQ3jbkH/ssK+Qx2I796fS7ULwIZrIGWD6RzPwp8M+5X1pcLKsV11kxrl+RzjFpzx5+4D8LnwD6B/4JEKfRJLD5X4Sf7otgmE/gr43dV7arwT98rXokK/yXMqO2DhtfifJ7ZZT824CKkvevgAsEnVeNHRqCU26MSNGgLF+7CBIleaOr65PUIXA0NDdveAVl1+RrYsuR2p7STvJlVWhIU6DnEsVOimq2fi3LK/p0KeLNmuQ8FvZgqpE79VUoDy3b41BGg8si5BLB0/yLX1z2Pm2mCzk25yQbb1d/t4EXFEOU7rRuxHOL5K9CmZ0pfQTNJfDwRKcNXHunhppSWnln+omTMjprtBzbcjCieECxQTJZ3O+bMLP9bGCGwL8x+o7GOLUHPR6OEZkWOl4zm5eNxx4drz3ULU4B6A/lW4kdCRfWeLaOvFGDWH661iIfUy3Xtrnbf2IO52yqe0R6wDhRpAw3eCGAntXewGEAbefTMkz/kpbDQXMNpDfBfUt+Ca+uw2WGj8GY8skDHIDi78dXMFoy0vF8VjT8KNpxy2TdQL65XEyvgqulr5nsSvEWuQs4Zvw8spr4DlBnrtyYrwAu6nNrhmSMmjHGQBYOdjgxIUFA6cudIDBBtXTcJPLYP2Ba0PkIUtf3R1GcOLBwjMa4V7u9MlnAup1d69MN3Xv9M8qwfIYYeeQC508IPvRnJ+rPS64NqcczGp2PuDCskfITCZwavg8Zx69pAXd1e4z+HI3JPkNi+MVG8LwQUg3HxuchHR894n70BQv01q+AKj3AX2vngRdf0OLwAPV6lV+2HSJPuc8Dn+DR8k8hbXNpe8w9FB2gFd87sSXBxw3/KD8wTBDwCW+Jd5/jggHDLxPQgLy2WfrCt7/bMR4XoYVYd2vjUz/j01A675RGDe8r8KyA8TYym8th/o56bBL4Ep7Ute/iEcRYA4DwZsCJkmtH68qPXEApsFDJgMXI6POR9TgHZvM7t1e4fQZVU7/MM+QtzFfD5Evoje0wkY+ufcQioMOR9Dkz8HJsxc80cTd0kaBtLqpyhZ1RXKSFhRpembWjCVeScph/AMrmPY+9UA/oiyuseSpki8BCEN3r4ImOq7SU6+tOWzbXV5v8wh38gzxOft0CmcAgpTnUQbrcwRzN5KtRW9ecDHmrIz2pV3Rw6ItmC8Hcboh84bal8YfbDnO0u/SxBVJ+yceN/tWgjxKMHCMNiwE8n4WOs/pE5KcsX82COF8mygbmd3DtF7Cd+GtmgH4nxDfwOsNf8jIa8Ge156wPFN8bmZgYJZ6kfDlet3ZYubwwLp1MnFltAldKHED7fsMHafEFBCpcx051DaKP/pXPS8Ysyqz5PesQg9tl+C0EWEH6eVrXn6GAonwpd0cRn5Qw3EGgUO3k/8Bfhk8A/QMf+EfhtwSjMzyMgQIOj78eRDcr14o27sOlxLDJ2OAbRaynoAprnOxkA+lEUfHbgU6JniX1XeVlOhDuKOF7l9PshBDt0R1JbxDJHuDzR902UfcbWSPMGWRG93FGQvppoqQ/UyMKagiBDkwfFEDENZaG7RB7QB6JRh7tZWeIGeNtFoTOdPsieVdExj2a4YBRaJcdEetugvnFKZl0+EmGf9Z38kmCrnMKkXdje5EOzKvSDOZFQ/DXddfD1IHTsTZbOZd22VC1gq/LM6I1MUwZHYMGcwKdRJlBeQNfbsnwxICF8rlg4j1a2CEnRm1wdhSGKCkfbs32Ewcb1BCqdxIL7Y074cOCXmJlMqLSNggiy/QDuTEz5Eb5D31A/jLsGABMO/zr6/V5wvNRv8yHtK+b6yOuo5k2SwCHywFnTWvtGnOuD9otZVb4MTuw7j/iInABmFwgU+lDHvVu+GreH8M57pyvOr4FjkSOL0L7LOMzfX5dDnnv+r6ZDL420s4ZzpqTWW3o0Q8u96jj+5YGfYkPmL9u3x4GgPB5WGAwuNqgpQblRJp2Y06IcNLebm/0RAzNZj4J4Uv1jnjEY6R/8LvRXKXdBe1IfVcJMp9R7yqD5w2CDoxOpAQNpJHIKb8QrPfndfoCBiEQSZz/rlxN6O/JjW/UnHQujHmAwfNAmwEVRSjwpwkkAgzHGaX+EPvEAQjB9cHjoEWKgA+Q0G/TcZRxc13YSRfthXkV5qyfn27eCv24dnd4xnxc6nTyxd9DuUHGAH+xAYSW8A/NI4sRAdJd36Db2aDD7BrbjHTi5LPrP/sHZS5l2FTrENzTI1kbEfWmi4iQZgt7hWkY+bDO5VwHQR0pH5ZELglJ+bGfjG2YxwPjRrKIPLRlVlIxz3pIOPAKdTs8kvmnNEAEx13pkfqYBrKi/pDLL4uf77IZ+8IFZoz7tuy3Ig/QaCDAOM3Av9cLjiR/k54ZIi/mkACqo/MQPEdWEQoho0ssg+geSYAnYGGPgKaknzy96Hg34lO1GHknu7wMu8UvBtQWZAaZqS6B84wfd9see6E3nuf7xRa4KMIDjw3TEQbRTTqmt/bwRUz8bZkMZ/3RYR7kHLQQ+X1RU9CxK5yA75p8Vly7sqF2Jy+9vG+DZyqvGfNT0jt+jfPL8+sW078Mhtd2xjQ0G+lsqMdQAOhYKOtcUN7Wq+/neLkbo5I4b56nzaDuFOVg2ypRzfmlzEGjfh46qN9XT5r2MflfK29tZjcwPG9duzF3cNn25FbFvT7rSaaCjyTF+mFIIC7mqvLLTb9yHX/R8wN/Fj4B9A/8M/DZha7wV9rvg8x/ZfxmCwCqtEdtGsoAGhi9NxDQuVI4VXpfBK/MIo6ICe8cM4pW9/lrg1B2/kmtFolg8ni/kXf4DU0LFdK4G9/hFJoXMe/uHtthlGlXnndj+jpYSd0FP6xsRqgZAlh45dJVJN8PnBkUWTlQXtBpGzsrGN/mHBSJMj6/dahEZKZB9FjA9SOBdAoOHH5G7PzmmsV5nfUHeFH6cARQDJynx+F6BFtOF8vmNdkHqjgTiRuCvysr7WDnzchrfv31m4A2Lu504i6QYA0R0BX3BeA7HsPPKDSr9PoH/LXU8B7r6uqUGcjBnaXf5q9HN1bOHusV8I5qgo4ZDizBKTYq7AZAQ9k7OhyvttXZ+q2DqOaNYRGCMyqzrHZnG/BpGR+cWxB4eJX+smqgDTpPxpPhpJVdC/1ahc/pS9LqYDiHwINzynbzk+JkyxnvQHbFILovX3laDkk+j4/nreLEyDAPCOh7kbFWSHj6Qv2BxrU4qFKG52iZ4g70Ri/oXzgHYP5du1iUHlh2eSzMZSGKLGttWg/1y/HE2ymqhVIwSI0dV9RNF6M+7Y9n1jmrgT3TAsP+WH5d18/nFTx/juA5nqhCIsbQ+SsTI+FlxaxyOHn5xf/yXJCdxkaOYfbJ2Ms47WlfqOdLXxORl+VdnisOPIf9HJs6o5lX8nzFgFFzfNaNP55+g7LqSmo5ItOB5ecFkwDcjOwwstv+cvBQ+AjTIfB7BRdwTvhVt/8MOrXzPcgwPw+wicYZXskv/sWRR7Cyy1yP1++BcDVuAqjsXDjbiU0VqgXvM6ctwZjKoohEMRcs5B+Vk3kl8IOyjBtikzn9j1/aNkY+sdnFga26YPJMCJpXzd5DuS1L14myJefal3YRQ3mSSkab/NjpF4I3+1akzIL3YoFG8/VIjMtB50wn4g8gDX4GMPJLaxC8przY6j86h+e8SvlxbX+FBUfJvOFyzAMiZPQUtE3RzZu2UXhf0zQN64z574E47izN5Bf4W8d8rp+zPsL5m9M65G/yJACOjbdjMxLhNAanIFdsi/0dnixiMGfZBvrYdGMKvLO79bN24rXFyxdbsR+7SNLOAx0PwLeTHp9+YlveSoe+Thq6b5Tz6T2nv3LLzJK+Z59WBRtykavBuhXf2CdCC8wL/VTbqS+U5yrXAYQ55uqHLKHGIKC0Bw0eXXecmzGp2qCK3ZS+yh37AVlL7OJHvJo+a6HDy5VVQWhXJkhn+a9/Mpn9gX8TPgH0DxDR2nlwKjhnTPMVmOGXBVxP66+Cn1Udq7QruFsR+emA867z6a+Db+dM+XyvT8AAaJQrUkW904DKm5CqPo3U2G8tKJyFupQUjlaRKwUUOHbQ4gMMnpv+79YRJg47KSIaG6KopfhajdjPu5DDlJ0ok6s+WYDxDQJ2jRZDHpTyBgZF8C5ZQzSzKMxwdEl/FQkr2Q19dJfRls2GcwhZJkaxxhp4VbW3XAB1cRTiw+Fohmx+MQrTjvGFgtPRmjJcQcUDZnTk+hmCSFlpYX6ZojwvsG0i+Ytpc9w2ZQ3yngFdiEDlrV0wpQPiaVlwH2M/DaDnCCmpNUavBfyuOrvucr/eQFzb79oB1470n70vkQyBVnwFwQDz+rrR4EIVaHD948Z/lCQ4VLJqJjugOtfe/J5lBLcvlNeatAl586luE1JXNvYgMJEX4PxVWSSMBbPEeoCv2WCVBo8MSt3TERfTQjrzLqH/cgcn6Xj35GXw+WUYofwaTiE9iqUYFxGg/v0gFt8mk6TF/KWjK0wo4gAE968f+j1KgvnOPiF51smSrqdj6Ok+gu3wnXfLmrFzWV6qw1h2XxXfHMT50kmD2o/Ockf5kdkJS8hLEW8rF8PuOuHdBIsdrl5uRLrTRUhT56/QTZBhkUaiKARaZ6SlPY9rGwv3Leh/vgqUfdX7LFzFKIiOS5X8st3lPwGDQenIKyNKgUUiT4R+CtMfxo8D6BlwcNTiwAuWLL5T6KrfScAVAzAGn5GQMHgOMkxaP/CBca3qlrIRF98eymgPaRXqknfZmHKbGjyNBaa6iqTJmxITzexHfX/RoKl+JfKSF5Da8M6u40omiZRXYTeDbCdjKud7jTNIXKh0RauKIMsJg/FybJw9kojepkmJ6Y78M/vguuKAj7HDeOFQ8ima4tafaNOH7CHkVxHbALLIUYVggCBapjqxAAAgAElEQVTDeDEy1DUlxjE/xaan7JM5HfgD8r3aeg706qVOK/x9zm5R3qN6eF5nrmkoLzIlOntSeYXlu7YsCmUZlKdrDqx9dZUptnlXHuKPbebyg4yDeZve0+AdRW8JTwb8ryfcb3p8O/N2OzIDLzcvgvwIfWlT4p2hWUNbo084jeEhCe9CWYblzEWY1INMqpLtKEOl+IT/eYrs6Q3nz+msel6FCQNfrgD6r5s+vR5kO6c9RcXRdwrNfFI4GeBfxwHD9GkAHRUK/kwZoLMhYEKaXKY3yhbXLm3lMCWjbWXmoJ/Fs+IN06BCaNf0GfNkhfh2VxUp+NNQiQqTMuk7bXuugaSwRukD/wh8AugfuB2+M5iKO5oqZ8YunAbRZ/h8YA7eAcXPfhsEB7aDWdBg53oGw7cETs+hMDptgA2gd+q6BZzR4czQ3UIoVZpsNQqgCclKeDRq0KEmBirJP5lOu1xsI0cTFcZh8SDnH9bceGW0bJGRPuaZSf1Pw9Hd/BJgn77Ir/ioytl8YNna8DGzS6c7YMzQBmPdOE8LHlz1ijSh845frtA65dHpoYWqQx1rMD6zy9K/xqW163uYTyJqj+GQt4YQGugRd+sQN/SbThs16Jox6qMDRycHZm/lvbYvPAl9cKUDcwTmggYuxtVlpY7maHtNELjpL3ZBCcIj6vRjmBz9D/o1bUkGaNxqN655MO9oDUvuCfQaX6Wr2wbtm60bx9I4I9RA5lNN0nPHHI+M4xmqAbxiQg4oKV+IFWrQA+n2KmNrYeIyxSyv1okGdqNmuifU4fDS8Qb3XjDgM+dt5GtciuDX4m+Gv8cW+YfF1VSU4mTw44BuiukoJnF8hfeJLGQO6vlrxnNMeeCzIZRhtHStUJ7IOiY16OeHuipd0wb55WuCiuzpDDTyRSeZ0T3YCUhE/XEFz3XHuZb9eDR6PB7X5xAeg/cHrGN/qG6usqK1Bz0eT+r0GI5OzoP5u8pPLD9t02R8PX0D3T8Yn0cj5B2CMFRi8rqyxWHYkiAVJMQFokZ+AW+8rpvILxxL4aeIJ2m+rDeCuuQc8qUcGzZBGkBX9kSBuIgc7y0qgayyaJYXVLhybYDA4hHHBeceXCd9RkNu2fne075WasjnbHNXVn6Nn1Ful0W5VrdVtIH/yXitMKiwmtlC2XtGQR3fGBTyJRAlsoj11SG/rv/teK7MyqUcdnOxClYwOeXzstDDDsDEWHaKYRlIPZJkweRni+LMZGxt7K67xhU/MVVL23l9OFZBvgjSE8BFJzNSdGlyXp8UAJ2IJ6Xo75WPZc8lx5r4RGzVc9uV5wL3z+PxoOfzeb1DXwEuQHAKUq2C5i+cBNLrC5khh62+y6lDbzmC81MmTKGgN3iZg8FyL88a6UIGXNBgBVVzN66GUTEIxxm+VM3zjJdeLVp+POLA/5X7j539Z2Sbk5O2YsB7Ve8omj/H0V25kB8XoPn8WUX+CUqMmb98tRj6KisuOHRL0KiaF0sAnYIbqHIA+n9Rxcqnz2ksVNp6TL/Xd3I1xWMFvqr08y1Qf3izfpCWYx9OEMSxQvvZ6R9lcQ6dsDim8fRDHXHehk4UFrJa3PI8F274iYOKhnLa+YSB/hvwCaB/4Fb4jgDyV9axE0T/wD3w7oKHr4bM4CyDphOl6p32YeCOZXk0hGpciKKN/z3ARmr+Dp3SRGpjXenBqYCQIR88j279a4sqPVp60cDJDYWrvC5J5g6N2qmVPJ3UfAaVou4dKCUKfSiNJwH4WJ19vBPI8EMYnDCxhCqALvdGr57VDsb45fGGFe9gyMo8ZCeDqz84xbq5Q2O4EY3voLbhtAGHTQF2umQOuOwdvB/1o0OZkLeEQUhui7ZXEJNF4yq8bfbbU3bsefbC/F0E69Chgc1Me63zTspYwMncxGmY5mYcOieK9Jk6hjg9F+Mq8rzNVInyiYuDYGjehrysFZiaoAgTWF2u+o91N2Vk50hVgFMVp4BOWpG7GXRNnOBV7z5Z795I8MQ0q3uXETijK7jbpCsneSN3OgOF9sdpn7yv9CiPQvQaxTxcvGhHDWRInS8f3HqkS7LLsogz3gcR5hBkdK9p5aobAugmeB711sZB9NZoeO7pEkFetkoTQl2P1ogeRM/ng+jR6X/9cq7PZJiOKeziL9J5wOAWBltl117TxWAJw3DlF/Kr2fcRifGTBG1CdeO4Sx+MES5rI8IB1awZkDl9n42X31nICdM+zujT9HeGFBE1d7qGyG75R9qWzx1tdOBZHteMkY7FG83g301fp7ymR/orxxVw45MgUO566Wlx9vTi0m/hUQgonyMdHkWWA+oZiMM9WZmpxTJPKVl3htVWgtBLEACYl9UMrUUZN5XaAx7bMbbU/pup4gs70NrAMBeGnsd2GMqzFJ8JYNvKUxMKsCeQ1BqEQ8ri5u/5GfKVpn0h640uY+xahNZtAL2xHAIZpkVbXuYXTLVu+f/j8VCZ2Rql7grTvH1ZDs1HFMaFBs8NPU3mBWQ1JZYqUiEndC7HvJ7fcIBurvs0c2k8MN0hnAYcMTnQPJfXgW82LB16qFiQWsnMMkvw/zL/9JkpjlUusGLVzDrCwlsis102sbf9wsgVmLYr+9IRTvzdJ/5KDKLXiw/fsNcSu7Uk7KKacgH7pkKfysdJufqeiBKOsjJjl9JLyGNOCxXd+Qer+tS+Mv8oPj5hUlY5BkTQII+d44nd0XOSKfDbMnhe06Sh6bYgriQ31/MW3X/gT8AngP6B2+Cng+d37EInypWKD3wN/Na+RidkpjjtrDysnm23t13WoQS5vD5RGABJhfqevkass3ET8UlTDqfahU29IjBXlHedMxMTpsAvGizmbfU9NwNnBs5Z2o3SJsUt55r026nBEevRTOYnra+4Fft7x9FoFPFpodqOLAguR2ajodpInDfkPDZcb1y17vFQQ/5BJLtM7Hes2JmCOF3lmRJZOa8GO9vhwuUOPDBQ6XFPDarEGV3N7Sk65Aw/aXYzj2YOO8TDLAiYoJPvpFNn2OW7aGUrZrO0wpRLK+dkCxdpjVOeaF7N+Jx7169xiAfS61UR66mdaclAmbHaKsTiaul+yOQ6IvMaeL7n+zvhUzLvEcfVYg6AZQB9NswpLdu8uKOTqKJRK6v40xvzoIB/Bg7NSVBc3m+MW6m7B2dIPt/wp2tiey/PsMF29+sWTJLZXXRUtn1XrsadokALw/lsj+22QX8OnnPsIang+sEK+Ar4f6NroeOVnI/p1bFhOeedbZUsnzf6apcJNOAvyqVORdkuP7TJQNonhBvCrkdG3l80pM7vRH6px7OsLNd/LXKzMYt5bdDDzHRfDoyTVx1wzGPVMTiRqSaZ/Nq2XVKcm9CbhMt1okulFe6GyvGnlF/j1u1urTT9qhXCbYAe8HuZE+ldvplBuZB6EhDIx4XI22nLuo8wtTjYMmp5KPKKU6a8JRv9eh5OcaMd+y/WrQET39+FSPD6CJHwQZOssEfrgBEUdgDZoq6QJsynog6caKlvZOSWX/W/4CJmPkVlNX52FyPLgAjLhbhQnrbDF5Kkr0zS8Q8G0atyhT94cVXpWznDg9tIl7asJnN+xq8hOebUPq5OA6iCUi0+4uc8OiLrbbWORlGDKXCgev6Vp2HM4AV/c2uuwdLdUXhyWv9pA4Sad/ONZsGaT33lUe9e5a8GdpHrtE8Pq8l3nmeFvojPIk9GfxcJzPntsY0ygU6UrN/P7CHuXmczZlgYOl4MyEqpSER16Z/0uJTBc04dUdGqPN84l5ndLzT/wD8HnwD6B7bg7iDn+bEqa5jlWa0ee2cV3iuwdRzpJg6/+Qh0hlkg+d3FDhms+nen/09ofjd4vlsXHqd1/bmyKu9N9tg5TOL79CnVSsO8XanjxqPfWYHMHYPbvrStBCt8bdrKMF8fpTcZlDkGL+SZlFYU912nPTSvdVPWQu8NsJd9aPbXtZ4BYKDbPDkhuSyuD2Ss+3U8KwcDUPnt5Jw3G11Y7uoT43/QCjgHEnTV0XIVap5BA7BiazRgUalT2RsK9Tpyc185Z9N6i9KK6cI41rsa/fit8cmnGBpXvaShVVk8NtmucR7V/WlnJ0Kef1FYyc/1NR+77E3cQB8T3hzEY1rYZG7OwDvJxvykyTjtl81lBtIfP3FOhDuI28i9S6R9CPQuNB15ZInuQVtjoFB5zFSdmYmuJbmtZCJpX++05SRKM/N5dTsG1xGvkMXlr04XqSuPlwKdZAehCVx0m+hi1ye0jJ+0GJXLfOwqv8a9Bl7g6FvQLbXYrCMTomiGsqAvbZnN/jMcdX2Mw1FzVQ648bHBtub89QkjMs2I7QoVj6x+7vjgeSh7lFfaNwun6pm8GJgIglE2mqeetY1nFW+o5GsFuWqS73Rc1VlbH01wFhps5i2UhQQJly74yHgXaw+XPNDiFwF5TxtyLI6Yxbk+MSp20Ew9iF3fvJoIPCV2gLWHIk7LrqkSlM0zI7jZ9zPrDBSWlI7X8gtCCvZVfaulF8Uf2WOZrMPjniFZVeFp4CXwL0ew5oSTgaAuNiobbet3tMWLslSGkdhisviLdBHwli3mFx7M+O/4x+PPO88jv/H5myO37mRHjsfFE7TcufSKQxz9mXUBLJF1zq87sQo2+zrGSC15ZrTsLK3x4ph4hkcQLlKSztQNeS+8uMZR86ZP1xmXsOEvcrzQBgAPZLK7OfdURXqp5FMuKea1Tf19lY8XS8XF1VD5Pe6u9wqZ+ajtYnFZ2sIP7qi+qBuKbljZvEK/uN2kNPiukd+Wf0mSyJ9PuykTqPelv+yRI0vnA38QPgH0D/wp2FP2vkDi/ACsBIxXYP5CIB3hZPf5ncG/k+B6lTYoPwl+1bO7ILWpZ+k5KLWnK61elnW8V8Ki/OMEZ4r7SpGfj9+pUsZ57oP38F+VvTCcVlbzTh1QFp9QoP5qZ5rtVgUO72sXiauv4ZtmsvCTRho8b4jnJgpdsD7rf0NRPqjons/yS84G12lh3wiL6ZLv+EGn00FdmYXFsb3JnDhhJ7454kxa4Rl4ZurxWiNw8LqROhta5eFbQHDIZn18F301gm/QnubNXTrk8PfNSW5S/pSCMA6hAj0uv/QteJdTO+q/bJetuQx9B/g30qPZnf9mXmda2hns0nezNeA3Ytfl0vh+O6kEkOMykadwH2wSWoXu6M/LSYv1kbShWjy4rDLMsSbBoUbaLF4Qxv3Ep6hoEH2ncsaVOJqRNdVdJDgT8pt1eszod/76edGg3F36O3K4lYU6ive3h4sFlFOc4bV/otW6zdiEQ7HlSlnXuaL9Sp7yHZ+g0qr2L8u3yMX4ap8yuIzfTdiBzkuia67yghIMRLqg2nRkNwil0hWX8ssmJ+5vI792qHuGY1L91qkQkBYXjmiwssiUBNHegoQe7IWvvhhrDv6sqnPyT+WHnbGFtnMMzcnAYH55fFa8q1rAIN0Qdz57fDiAfio4eUf7da3WGJerC2jz/KK/dW9BUsBFLMkxXwxPzZqPi3zeV6D2cy1VHKdvbalEr+CSFZqM/0bNd4TEdtXR92EhUA7rzsbnTvR9+X4hmK/vZXI2ddYtKMt/udITib5Z4gx/Lw/I+Tvu6MAvhIDeIb56qsKiklfBEawTt5Txt0WB7r6Xt53tlg/80/AJoH+AiOaMnujewN9XwWo38l8JLCP8tp3zd8NJgPmOIPorO9OzZ2J0bQTRvxJ2fFgCHQzB3fK9z2Hl8NjB7RBOd2ghBidZ9xfnTPovfB92UWCtg23B6XSIK7FtjcF8cPSdljHB6YT8fakckFcf2aZrd/hfokMLHUxXIu/YYEdniNE3CDxgkGUDMpNs7YcAR2ooUIMlAR4Pm87kb+Qe/DwscDkIJ6wh8cvtHPq5flElifynnju1Y9E8COzFyZtlEUANftX+FGp67MWLQgTVL1d5x+TEXXKr0fN30/6pFqjMkJwGIUZ5EERXGtz3vE/nwIweknHNnPChLOHzdbVb6Gw5A5P6qzJcotU3YkNRDXZ4dCIOnhu2gHw1C2At2tQcftdQM9/lQMlVv/bvin5Gqqmjid1vikEngmPz9dhb+TONqgcbgw8ekTbqngyTPhqJzLhN+rAHIezSJcG2eRA98soliW8FDIxXOda4HeA+l3Yl5Sx4Spmz7atZIdGh6jtPmfEgy587B7MM/b1ubxm9lcjNpHHlh/ukfCJds0M6N7dtqCrd0XjZ4naC6KLHDD7Wh/y6RTebFbFpj9kg+oWbFD6LsOyIjXXXHIEZa6d/MddbVRhPC2iOmdXlvb74kOm2e6K0uxlHnSlvrfxz8hoJWWeg2dXe+HfYYxXePXKEIMeI50AiSxJogznmJ01ZWWY4FbxCHNI6d6ZjyPA67AXRMX3tL3iNH+SVv+rmyxddpwnxJ75I39XleFgdHqLpvNDcHfzCVgiPu/l5F9B86ONBvszLyuoKoj/xEB9yTVuyzzAASYn3wK4/MZ7ksY/Oy/7lyJyn1a1OG5B04YFLH8Sf95HcOx5o76rcnJfftwmqHqs9Wf6Bvw6fAPoH/gS8Gjj1u4n/WoDZA37nHZ8RaR/95Xaudsm+07YTZePVnfH39T2aoDeNJRsNW9/yzufcZXBNDEBb1dtw3pdgfB9kPatnYuXiq50iE4fctgl1Ryf7VZpQfzhNAPjLLj57q9Z3/WjjInpsFMy0qY6Sq1znV+tLxz4a3ZvObnXevDjIDjuLSIIDDkLa+dWupv+Iss9D3+EeoBzT47kWx2Z1lG9NUQPpYK/l7p+S/RT1lzv4ErC2546TpL/M39K6m3X62/JyfuXLqOTXK+yUOUbpCCQ9MpuHsfd8PBUgwLiq3NWlN1OOqnW0hJ36RYBzLOoUq8HeEWATgpZAa3dO/UV6kvQjeO7pwS1eSnl3Jh88/anCJU+kvoUTR94gLi5ZEg9QR30js9uVC7iC542Y/hqXUaBgv+PeY4XLFsREeNJBDDy09Frw2dFbUyxfmN3bjGpCFETJwCUFnwbPeTwOgh/bsJkt8teCpx2eWNTT+ZvJ0+u57B4d6XYDKFWP60hypMDJmzeEGOZnPXJ5VPtOoW9BMWNG//pj8Fv3tP4FuuOBcRN9Bs1eBnqa8PdQOG03r1zfUOVP9a81/Xp7qDruOitv1x7T0v2DSK9RLtnPfMygE0tFSO12qpsraCfPn1X5XCRRd7+vAAQMd/T38GgiJzDPN5pjJzThkVPJ9woT2qn0vNztIHqS7zDDWfKMPELf3z34X0BMKL9obv8si0L74w11Zav2dxxUh3DiT3znZMh3T5U0Zd1URkXOlfujpv/3MHJSfm8hMnk8d/Dp+e0fjcF8YB8+AfQPfDl8RTD33R3z7wqdV9r0F3bx3wXrXar2vT/a7Dv7yi88eLfuL1nAcIiSr93rKMFYOCg/DTxsN9c6XjL9tdJz92GdeGUsreub9F/ux1ikr7+JuMTkbAAAB6vZVvX7wPlybnPxBr+dHJP09uywusLEp2tqYCeQr3nLiqu/QTbnGZlz8szAslisyoIOcWOb5Sd634Y8zR6dc99obOz415f4JExrEkcMzrZyzIoSCpLPU1dfj99w3nmQifJCXtMhIN8lsDfJNtmJ4WUGuFO3wPPLjH0uR384kCSYwivd/URr7r7vkPqG/IoT6KgEg2bWH1TLg6SE5PXEhbla+LMqXhwhTh6VAkxxwrr02FbIALip/HJjGxlwWh0+EVyT9EtocXRkiqA8So6kj+Xks2V2ehL/G+ZcWGhRBUqL8Wl5ObPAuS6CyN/DA4dEihqkXwStFtnjmHp6nugvd8ML+qA/rjmWh2mz8qOMsgXMg272XRbg2teO7aHJHX7mPL/G9uT9Wrnw+c2pIPYnzbv1YoEG9mYlvrBYU3wLLUiqO9MIT4NXAc+MoKYkA/ZWbnCYhRwZT9+FktaD/eV43Aw6pF/aY82Kr5fYjxZQnvQo9WU4xNQqqVh31v645FumLLUUB7uIxleV66FcnrXpMtwXGtGJ/PKy0L2v8YxYmdQlv9yDM3unJfq3u39T3nrYUZkthnWOVAP6YpE8g0Q6wpMVTe7Bamfw6mXI3tw7V8HJ6L7i74vkc/VZFZCf0vc3+B5W3X/qL64++1LVEnysPukCwR38rNehLdllHKeJBEl0Ey1wY/oCfe539a7OGZgPhU+lfuCfhE8A/QNLuOO7uT8FGBD9Tbi8UwaW5b+Zhr//IrzTtp2gPvZp1r/VrtyvBe8U3XcmvVdtX1pDr2JwKbqq9FZp/kuwctyled7pI+c0Td0Enr/MAiNk6WGvPa99B/aNCu+BTvZI4DwJ+cDDKcyC5znv+akO+UD0jJ/wx0ngi42xMN65XFDXS7fJMn57RB6uvrCTNiszBrYMXim0RXdkGRPX/+ykilHBe/LLiUfzjWtzmDcmerHGFWS0sHaseLiTe1wkZ2XM20LdO8XwJKaln2O0CAIBYTedu+7+ZfeJb/3IRIRZ4Rk+s3sDnai3IcNU301SbTu7s8M8m+9Qwib9P3vXtSA7jkJR//8vb7EPFnBIkl2hwx0zc7scFBBCRNkehYx8nZqlhVImY9arxJeiUyV/HC7pnFg3RDZne7lII/S56BwTY/H6cAdaTruHDRxTc9VtlY131yv95ZHO64DDfbjOBXfsJuCsUL3wpoqroJQcNPeqgSzAtdLqzj8AG3bZcdNqT8lbIPlfB0anuhx0+k1yUOW1mXuRnvvy4cpyAhjKD3cFS+z81T1GC4ug0CcftgZ+Pfzk6M/w38/gJ3ptFS3I5d/Z9/b+OUPoxX4/R/1VPPG/Fkc0+N74z5lvuIe9ypfevlDe/bjz9Urw7m2I3PBL4U6g37CEv5w8F/gteBDVQbsrdau2qiT6vwjvHlu5izlsuKiezPm5jQohwERh13Ub3DrftjuUpyrLpwFfdxUlGOd3Iv6R4MyH4IrJ9gz7pSrQSBcmduFNfHowBCcqdMqcQ9H3FtqiIWSCHX5geR6xRXE6h34PclV+BVe+eXUsl/WrwTkdfMaJ2n4T6w/qoeufcagu867EAqooBsrlKglUBfc53wUZyxI5L3EsEtGr+4xlNnwm8gKQyvlI4FemPN4ztpN0omhVTzxrB/v2ShhZPcI3roeWckh9GKoQ8mb+AM7I76swiPQbr5crNjj5cvFtIlVGa4JmjOZpsvdqNFKMRw8LJDtideIicsjq0a6uXbeIQlIGTnOa4Uh6xhTDEJq6J9AX/fenxT2xnQPOHVxhPt6kn5z8LGRkwjLefXuU+SVQ0Qv2+lns6id2WW28uo50uMDoyqNuSk6YC1AQHQ+u8TiZMKDZRqcvm7b8p9NmmfnLU7aMjCyFSueBw8lLPp4HUI/Hub5bPmuvBqHfDxsFttNv734bXu1/IY+HNZz6Bsk0+OUk+tkHj1t3IsZGLiWsK/qHK7skOvsFF4s66R2a7TFawchnZ+ybjy2bn9FJv0cLelit5+/Hea5rtb/muQ+ClHVe7fN0WbSZ+Fo84joa79VfEep44n8d3hv/2XFr5p913y8l0cd5TnqeAp+Jn93wb8CdQL+hhX8hef4b4RmnrKPnf4XO7xjns0+gY0L9e5PnIdhJdYLEvdbyqVfthi71mCUCfilQehVGcij+2wbLGQq8JXne3O/yDyn0PIYGTHaB81QGg71PxxgrDPm9zFmAxeG5TvJBuRW8mjxvv/F88uon4HelGM7D++T5QevnW8sy39/mBb+FREBIPuhT0yFom19R2eGzwlk7zbfxzRWYIIm6bMoT5xnjeE8lz6GMZJiSE4/jeY1jfTwoflP7LV1chNjZhp8mnJHfz8Kz9U8nA8MZd0GbQAZv750M2ug149FovpzVX/mb6WRP7F/hlyqpEZLoDlIieYTbXm6kk1KhU3VBK2OiQUrtXgXs+trB29Tbbr38Dg3nn/R5Ez7Tvqh80/NdnJM3VfEyOR2u45Nmdu1Cf6lzUgT6b5FX+InOY78Bh6cew4Fc0V8lfoDIO3y83CocQGzCBkF/2i/boL4b2buS6P2MeZvRyz+U5VFfjLlt47kk+qk1XSu/vgHwCa/i0145lUTPeMZQxrvh98TefodO+i3Qsez3QvZxdBW7DHq0xV7v80rZ41XTJl+Y5AlujCm+C6fP6K8Iv2ZZ/hp4j+6uyLpv+USJJN5P+GPjO9f0H7Z9bvgo3An0G56CV43Hq/V/j7H6WTg7zle/Af9uuPrN80+3t7pf3Uuv8qySUxfbfAn4+MfMLj9hgZtQGN9CMN3qK10dB5zsBLWlQ4DW71qN+MQG8IQ3Fm5sCB2R1yBSyF2UccDmidf60GbDQV92UfQJPEa8cKEuLQme2KFsYH1pdDfIApGrFq7TqJ2ZHpEFSJ7PTlaFmwTMsvvn5y8HkuIFLos6nq9jducAPaKGNBzajjmvFX+0fcb2m7MKp7je10mE+NmBHABJ6yMkpWLzCfuliJSwqe8a57kK3FTgg691yQEM/Gjb8fgdF33igAV3x2ewAUfK66PdTeIhxl+A35x+nIppzKSGG09MMrPdVVxdh0Rex1Jm0sRD0tdJKOREhF2oTfDK7LtuOfHrOCljy0LL1XeqoSwfd4LA6g/aJDx2+qXUX3X/o6hwsONmPCsokujvtuY9evvW98VX47No1zPqJOqvSk/JNwft1zWwfHGHkwZgzPYsFGxH6SNeaKsX8iQ9qWwH29kp9XnUBYEGIQJZJ+FyG3X/xYWNucUQRB84h9pfkOfQjBf9uNY7/UVZ/9qdArnoGwyPnW4GO3SZ22B9HAhyc3xBD8dNYqDnbCh5NsaYep8pG0yt/oLFcMJ+ceQGOlz5pmdtBdUg8rPj8mzjnICdkgyQi+1twaSvtvrpvP8xYp9iDy1bL5Wa3o1vynJrSPpA7MKbUEZ8s0QnrhTfixprS56Nfc/tzSdhPZ9Xwj3Zt3BnQRcxXG7WRNrQ0c39eUKc8eH7t45VheXnwiIseYBDK7kvnIusijhdl1G3/sIAACAASURBVA2TF02gFjpxU+kw1LOj9G/2b/Wr+rpsZavumldVpww3FyI2eLHJtKYj2GNw8+CV0FbFPpWjWRLjvF9QnZ6o8TSg7kKydP2dn+trcCaWmdf/eQFXlTwnny60utBfRFn/pvjK5kn4PYk2Cmqnv274J+FOoN/QwrtfX3XDDT8JZ5Lcu1e4f8dGDp5PLYiBy48jhnMk08HoRbd5WELFnuTrYCSFj09UoEV3BGw4eCnO41vbChi0kUhmiOhZyzHQtGr4mhPrm5PwmXcWJCjWN8zuJyKSzMT0BKhGzI7reRrO212Vw/kTEAf9G3DaeSTv7OeE/1aHNvBFz891yWldVofRgWwCwYorp/m0KR45cBsg2Qw7hg5B/HT5DImmTImBwLKNEh8JdNh5+zDaFLLDNS59101zORu+8JkAViyQ+oS+2mEOckxkfJifECcKy1tZIy+wGLa3GyDdVX8hvaEvfcNLpG8N+qSEvDq90o/DeFfjVW2Liz5Rj029ePzvBWBcP0rqKwHXtvPNuioDcohfN/I4BjqFLz6FjdA8MOfLnOvi++EyUh8YRdoEsiv/VCcnG+8CpLGJTXvF7aS/oGwlxaJeSUlzZhLZXdmQWXYXpstQS7VIzG7opUHnFR3Ytya2Y6CDk39tczZQduemv7yM9TpD1u+g6q0N2PbCwFuJlF25ZP8HXekSEOMIgiajGZRaga9KNreJq8G5HYfJX8Qp6rNBU38Nm0+wDjJuY6jfpnaY02FWZxDNJ9sHuQfwHaN7onuJrpNubRDoL2gzkQeJdoZ2rfuUrYf0XXugt6aaotpb4RD9kV3Z5Zq+9iT1e2E1ISfquGv9/U/o4Ksxw7fSuGgsSbZ54dOhnGjfYt9ygnLb6TO7TLhi8ua8fk6DRbeE0xvunf4Sq18IerGtiF7pm2IB35iZuwvbvuDF9KauJ8HoXIy3sE+0mMjgdp3YpuLKjqlso2okzjsLfCP6S/UNif46xqNv4aSpp7pNasGYSvx8dKZlmQjiiQv5VtoL1QlTZUdgIxUNvwM4L80lHiv0luRYCLJ/K3/TEfSGG34G7gT6DUu4k+g3/GXovl8uUD9pOPTed7/5wCWyp+H6oMPo9EYvQQB/rlPBfRRPL8jfQUQ0n8rDfqVPFyw52lruKN+JBg1SsCX2IdCv39uMjZ2QOfzke3xso20OOh33vUPosCvQSk+YNOAePFEn60ykETsL0d8PsecliV86NidaejvuBVN/evluCLV2ip5PottJ8erHOt7gZAvDL+5EP3IQ1kBanyW6IoOmzEQ0LpoOIzrDO/LAZiGUL+pqjRFy/l1AC2nA6bpPvsDvdOCPwEDAF4Mnqfc66NVfyAVEjkjCB8eQGqqWpQadMJDBbv59c83GAlMrvnGglfAZRR0GUlgS6AfPjdx+6JQlUaFs7RMQFgya5UNbqvMCPVJvGNQfknwYqf2a/gu9kS81V63yA869Toex+EdNEyKJ8wa2V1fzIh63XEBUsF1bWNVa+g7xrB11gGhfROYZ2b0Cx4/uout0ff9yj+sGMzrBno6ydWUvMxX5z04ietnsr7P9yiZTDQTLeY3CgLVM1eEAacr+Fxrwg9L60dcIHTj5YPLE/2akNnvWSOweeR2r6i+3Mc7EGCbO8TdiOzE2+UpERI96XZcyE9rp6gysq1rMziDJNNoVZwjKJopwRxHAN3oZIsOVwesD7tsGjfDvMeXn1F1fU0coJwUDjWeTLBvGoH3UjUoFXTdj1rH2yifD3f08Hh5Gdx7TBo3rODV7VtDEtoq6jp/C2mLSp8WqZs4shXjBuXNuOQItl0+lnrCnPgKjF2SrOtv7hb5/E3xb8vxkxfz2ErA/Nupq3XCNQHWVa6bStVtvBMPrBwxilQNqu6OvRqS+iPa1MSesbpR9+TAuByb28nsqGX3CWvB0S7xXDOp/zRMGP7VCbKgsnGt8eP1Q2VNb9tzxA4fDgbQbrgxPe2THq/pEfCBw1F3hsEdMrxh9HBpqMz2Imemh+uuYM9RJ8iBPbplAXiNucVM+kwW+pHCUa4WmqcZpBkyyIXVTc0eT1cQr3wamPyucmBU350Ju6mf7dsDf0ooBfMW28A9LPS1P/wxcmZgbbvgs3An0G7ZwJ9Fv+IvQJc8xQX6lvsCn1kLcGasOhISuHnwYvWLwEun39iSwgrtxXdsSzhnkkmLOjIUEB5GMv2rMexFLashO02noWZJLAkyc52MXRNa22QdBzgA4qoJbDMs5u3bEuoAfJuqWfbJz7o59CWAmj2wy79pyyH5LMOcMVIg0FHo7zg0j/iB9zkiJZ5PoZT8VCSa7xOQ57jy3wC2pcy2ES6++SqjONTTMj/Qy5dpYxDF3juiqPG4cCslzuaZBpxRMY3fs/xH5oIbXHxL0GCmBbzi7JLEGnRbjXl7IBYxWoCVUZ0gxCJArYWTQoR/giYwwBGEcUQCXyICik0S+Px70CElurQPJBxfAqcihQcQjKCM8wEE/Cg9ooGHW9YEk1DlDxxPHh+OhGWQ6dC4QFnXLidWfRNOIPJoDQhh0YVmfGn9xkay6zyJJRHGqV7iCHjcsj3lou0V1xX5T4sfF8xn58wQC35I87wpeMBdeabA2w/yMpfnbZSWYuk/WFvprL6+Jg9x+ENjNNXRJ9Kh7uteI79aZf2OVtBzlA/Sl+kR0C6sd73RZAvbHMxgugXHJJSv+IAM1UK59Hjdwg0OZyGlo+54Euo0pJtFVTq1YK+qViABbGUNigeiwDV3S/vHvAfzG9OAj9K5lh2wCE3wz0sfmry+iL4//0ebDxsA2bPXxlP/I67CiK597ivhNWdy+Dv6aPjN/qgaXMIjNTVutTITEBMEFuadcJHInrD2Zo7ihHGvna7/G4XoSzGZ8L1xr8xMY+PYrfRb010ZdXesvnFcKTu+ZnLMNM3CsusfqiX/BgVnV75I1lPBYadUDOv+j0tOCkmxe1YR5lNEDygEu1avL05s94Dg/cU8akz7EGbQXJtPbDDaCUnWXRkkBqk5l/HIeeUs2AUz6aILU3vjin0QvdFfEv7VtkkAl3XAR4mssuD0eU389dJ5sA5jfPJZ6mzLT3IcxcfMb0Q1fPmJeA0nE8MN4ZcGkh/7CuOEQ2kz6GztI+4tJZfiV+Rvh+grQT5ZPrJi5twXP25wkc5ptxQvipgR+7n8Czi7UG274LNwJ9BtOwaefxL3a/uWdrpvyuyeVX4V3J11/+4aGn/xG+2ouq3tnnjR3O30/sBaqXZ6QfzkM0wc+oYDJ6GHOQ3oMkrxxWPVtSLgAk9TIfqCLsCiuCVyQXdCYwXdERzsyxykjV8PV770b/mKq9t/fc7gpLvBEAxPFT8N1/en4NdUEzl4x9xWgoyhPQUrx5LyFNlKAc5VkSeiLg9xWWYN6mLHNvPmhDH7Gyqs+mnvrkHpu/rp4ahyd+vTocgAvcESC/T6JC/hAvDzU9Rty1JHGQAX78rlxQR7GUZe8jDdW0kC+j+jnMEFMaotcRLku8o/Jjd+6m1dnMAET6D5A4tvVoLbgIesSnO/8VEmGRD+NSnTEk0D1TLagXIDxYICnXLuxY01AQFAAjt2TMq6ZkeSgcjZErTWB/ni49qQN+hr0CEkLRU3ahKCdJtoHbAR5gA5DvVglYVCX8qEJUsJDoiHHZJNmtYjh3Ojh5NcV5kccOwj6URJtGuxc6SPRXYhX12eHd6Cjsl3gI63u9KbNX9QnQrIRhcoCpzVlkWdD3dRuON/d18tGQye1l+t20eyVIPdCLBelZ/MbBbm5xk4/cTaLiJLC8dqMNDaJMrXqfZV4OO6zyiqRJ3EDWJfmlfbdxjAnIBnK8THWPYL5vsgR0T2KN8xFSKAfy2tAUsB0TT9/1rYldB+uL8f+UV+6Y1YRaUOB9ufY8pLZ2NCU51jqWSIXy0ifx7H0e+jcQV8z6yziyOEKfOB6dvyxW/TIDqZfXfIcfDGhjSQfHoG2iX/l+ngQkSXR2W1+YEBdhC2uOtI1oDxVGGImiwsZr5H+UdStdb0bhCPY0WZlC8Q6FS8nWZIGoChdBtU30L6npuff3AfoS0AkJgYR8oaSODHL03zvKUO6aVfWMJjWalvUxRPkKd6t/6v4X9FfRf/L00q3xT4LHh3N3Y3u7vRZTBB7H4yLuj0NeCYwO1+sTcRtWw7lorwl8GOnDBooTwqxFRtSvcKZLj6BbhtWMWaHJqy/HmWHyLRucNrN+j6M38uAwCOIv1wHEVLrzZBERzpF+2EFbif3bJfI01hshUfBv9FvCiUG58+A6GYBtBXCPJfaEMcr9SJCweeo2ks6JPhLCa6IpKWARr7P9uKym8mXlR7yxTwvaxyCyPlUp/qkyhxY66vdhuEdT9YycN1m2xaZPvf91+1VNM3j+az+uuHfhDuBfsMNN/wzcOaV7RiQ+u0bESSIRxwcCo7Go6SSBxgY3trkMQ3fzkjDABSZOSdGWjZ0jz9lgBGjW2qIH46ePIFuMR/wapzzID/+fCJnRvwM3GjQsrWN2F08gpVMFvHhVCpXM4of9KQ+6RGcH8zlIU12jju2oUFXa0i7ikn0q5CnMRjl26WyKbAk7H8P1AEiouRajkzvMxt3fIADWRN3hjdBCgkyOJzKXtSplU0ocKcPhm6gXrbmYKsoBAfKv4HDktnxugbPIXjl+ippQZ6g0q4ky6UvIpA/5Kay0jORwvnVcV5OZSpJoHom0TH4CcEH26Qiso7o66uIQEg9DciHDQSCj9CefWVJgBx9TTopQg9tw4I2XAuTmU+IuBk/GWHt6CjIRGmDmYvdic6XQAfyE6qXqOOU6kdwBFWR6i4NVDH8sLvWgdOvA99gUISa2LfJwAukuITG8SCtbwt+Vf1Bx0o/szPI/TVeCPWw9WFB3kO+zZoa54OxhODkOSjsBmTXppxBp8e7C1MOdOp7lIdPw7Pa/VUty46PircXRXuPCm7yywdK7XD1Cg37zjpM7nUjXlFw3mNyQdCr7kHwNoz3nM6dF10CXWSMJdD1Ce1qHbggc6PL2XT90Y1PyEsf+hpvkbdOnIHdkPrtkgAFugWd5Furqp+l5Mh9q13/ZfoG5YeT5Ri4R/0rtE9jYJW5NnaT7tbGIyXOtc0ReB6XRDV9evAgenxZ+1NHOp9o4o9bfrURlOmOZpna1SWV0HgbBuF0WTkAbHOoT4I6wfpixdnN6TFAURLauNvIV3SdyJqyAl4WqLslWtu5YN0TfDC/6M8CftX6RF32LGR9T+58D1EnZ0JG9nxVV/xtCPwW2alYQkXtZR3k7SqBLnK7bnnFT71uu578KVqF9Zuww3XAZHEm9ytDGJmvq9/Zn0+gi6khupr1LVBHEdmE5svjvKI8Tw4GDvosfRZ2at4AgCCykkBOBL8LjVek/2b9xzcDRN0d9VdkUpHgDEdpbDCn2stUwl53kylBrBB3v2lDYDO5e1zId4xPms52SrhoLF1C3TOi3N75BMBbA56yJxxeP1/sSFKv4Sr+qXYckf8s5rI3368nZ+i7FyeXISf3he+vdRK0YMWVpDZ8LPWmsdxwA8KdQL/hhl8CzzzZnHY+P9HGvwJn3yLw25PmRAQGs+3qpMIg7wJY1fWYXE9mpdrShcOGNAPDEA1+3xxYaBpgnXWmnTuk2QHHFNsLzg8ak2OQ/6gmJMRjNCu14bccYNAugzh2SJOYvkjEsTMNWh5Go8aIBumuVSRb1TeROEbsXuE4XN3RGuF9q/GG55qKJnsRY/iVPUP9x8PKV+0+K8668f026Vi7A94JwN31ewjc6OpgQDTIE86Oa81LwI8Nq+38xv2cRnkijj85XCWpOYhc0lxfUwrXj2YOWVpunpptV0GKmHTQ19uJvBFcyNMDg+Dd1LFEpwCPkh7ayzFyc9ZBHsCYTPwyyIUvxaN6jaLKf6QzyHcMfE0sFC95GNsnIdjRPCYfUpCd6EiiD1L5rWpDnpZ7QKxD0NcIH/4TFQFPPAuu5MdR0aGMoYRgoGqPpBulf7Zz8kVi0Nqepj+esfRPAAwYEztcRzx4BFSCLlV0QEXGzQGlVOL66Sa1I4p34HL6i2o56t15ZVxMohfBP6M/Gc0EHrSAjXxlX2rEC8dFmxMc9Kuap+jKwS7O92y3cU5bQeYVViCJZ8NEoPo0dTH74YnHIVPgddqnBps5ON5jrji9rtbOalhLorsQ1zHfnEFRb41jLRznwY9RPR1WV2j/KOITxv6paPJJ+nJASNO8QQGD7AsCNOSRV8zC20bMtFb87Zfp6+vr2I/1JX1iIt38JOcjOR1EptNMcUzaEMzp1Ksgu1F/PR6mKKWI7sPFfwDR31It9CCicSi1uAHMNzB5kj2hUL3ExJQStdgkrJK4ugVt6AbuCJW6BP7lYfOjHUweNRRsA7LpJbjvbNLYYfBfq4RMwpWVfAPWBK4ncvPE9ssHz6KjWj3p6j9PciWJbgLejSLQ4Jo8D7qRm+tw3KuqE+NYIbdD/Jsds44WB6z8V/THmrb7XtsYQ72BOZbtZG1/v+WYUR5GteVaQF1SDZ5Bn2jDU/bYG8VgdQU/LG7Utf4KO0FlFtuEQCLdDQL1lrs0G0KR6AdfA4d13tip6wT67DIlPtlwa/wvJ0O1IWsvJyxJ5w39Ouf3W8GAn6jKKc+1LOpIHTD0hXKcjA+0qSDPrQm76ASTt4FSwhhwd9oR6BfB8fFkBbT87O0xhf0lZUKD8fMKvmvPj7EBZvGJPG8lrIWI5szrMUc+THaEv+X5No41DvA6pAcH4vlFjVbViBLvhhu+C+4E+g03/AJ4R/Jcrv0Xk+jPvIL/1yfSNZjycEZp2jRB/unzmDyvXrFVOVYaLPE25dGmZjK0tDPuBd8Shpm0/ufowducHO5TNrrEgJ6/Ax20aAXH9uC6vAJfXykv9O0tYAfyvSNbc8FxCc7i0Y09gU+MibCKfEV7Y7gdp96XwGTZ6/IEk3ECqzhVh3fn0Frb0Wkb7v47xdkbfIL3QUnIwEcFvdeyDUfo+VhorY69OukcOhmOp6r2hrtXUHUnCpb4K8bzwBz++KShLF19kg2P51pB+cc8v/kWuouytVoLLomuCQChh49IeVnTTXWUqZkGrviU7kSSyJ9PoAOO/tfmbYxBX1+SuMnzabIfNlToMdDDBUl8+/Ql82sRRv+KZUukS+9j5O++aZsUvm8/K5kIF+Fg40aclTNx45HwAwYCnZrBtYBP0lmDuOeptCFAH8aEN8OvWwpjEH3Z4/c+8I5JHwvICW5O57slj8E43792q7is9ZdgRfAWG7/yizCG8CEZvn4+jgv4KQt9YkkkzMqebfQV9s+uWK/LPXRCygcMOy1n0UwJGi+a/CCcGuqqPu/Oix6CgZC4KrPZqSSTymdBBNb6Y8oXx4mnjYZqcrLdU8G6B5NxqL8e8okJx0v21PnBM/ZkNg0ibw+ZPFkmIJyctrrpKXShGdJrMq3j9crXdPq/Hn8Hx2YZsL+nX2L9mzx3OvrLcNFNqRLIn0X9hsCoz0jnw2mdiQN9mf+g9pHYTA/7xnww0Ur9JU5JtZk5UY5tvM4em/VF35q/QToWodUcsB1DAgA3u5HDppCJSX/hRV/GXf2yD7rLGozzg7aEJttQj0ee03mIOEqdYB8Q6XVfxzUMVIHX4Gq5SaM47umoxsT5Kpl2KYme1DcS2du918DstI4krmiUz2fQf1XZ/AjUPF0oKF+s0V9rEnh+8pupvJwr8UN/zD00UNUxe2oHsRk//XAEfkD2bVjjEqzxGHvN93Cfzwr1sG3XKE25S7Ze3WvJ2d4ydghzqncCaWOpX5SPVu0cI6d1DueiW/cJdNF3oLfn2ERHoQxey8PZr8gb0eEPGxP6z+Vmq0lDs9fl8yomXz13TV8UaIC/ju5u6qp4YoOT3QQ8R1+OoNnQXl5e4AMOjJ4Cyo5HpLzvq8tBe/ldjMMGNH9m/xOfxDfeIHP87zaCregD+BHU7QvQQtasoUueR6yuWOrL6w1pf8D1uuE/AncC/YZfAT+ZzHx3wvkdY6lePf7O/v9akn2H78qg7cqvzn8LaDAlGaekxo0ZUD64TZWjHx2V1GFxISbcXRlwudpYGns7zPk50al31qahkK1twq0C2qQEnHITlQeXAr4WqPXGagTHWcnYLQxfDVgSJHIOhNOu1Q1EmxZt5ur8uLbuICb7sS0irkh1AjqHtsPB+tiNx9fr28+bTSL7VsG28+1H18Oc1dRI34HrH9YSEVEIKndLLFRqGucsP0KbFZ0HLtzgyI5QiaFoREWK1XI5Jqe8zBOn3xLofhWIDHSvp4WEurVjAfGM9NqJNzcazlS+8Jrdo0goivSF5ZXty0oqZ20ye++3TIhosCYH9iJd2HVkaDMT0YOJKCTP46tvyfSRBtELKpT8znAT0FCeAZkvT5pRLt7rMewc1vOK/KlNnkgq7WaDSTUN7fp4Reyg9GTHKII3MkbZgFDJ78pmEEyY9InJWqZk3RsDS25+2mCWxwvXZ7RfPILk6u2gGr+yAvBAyWcMczOJvLc3/bkOh21ObBzd64Ez7m2wr71IO6VQtr+COJ/ZVk4dHHXAQIhrTTfWhMW4QT1jpvTJtZyeStdqWM1zZe+4DUKx/RgwhPUv+st0MDZ8MIqz46sE+uTNNnGuXbJ07XkfoVpjC/PhWtLuhLITmY9jq2zW2XeVhDR5guVh/aj+ysnzNCLOaghtBff69ofn8WSszrvytpLV8GkQSQIFNz2YMUzKD9o2jNnaW/gRSmdYfKW+NZmv9UBfH10HW0/oPRNo2rwMC+en6nF+Wma1doQ2EUp2BTw43cRxCF9hOWtxtWZ2sYYqiR6Nt8TNcckA0aJPei1W0Wl3TqWOto8jr47z6ivZDPHtoMLdoViv89V5i1nLd5Tl4q7JRk10m2MuAaybWDmpp7E8TfdqXIb9HTj3Jtei3Ubzmkvmyn0CO5vJOtbE8CgRRV+g8sei/jpUlCTTh5/D8Ca/orPmWhwtILCASNvqyW9pKcqhQTivyFzsxx7pDbKgAosvWafqp826DG1loQMDE/mI8UQoJuNwrYD+imUASaqTw1L6xOqpcA/9al/4KxB5R+uOwF+zn2JzFyLDLUHsuLfBbcyyiZmj4VnYcAPbEXpuNhY4nILtt0+iX5NqbTxx4he4/jJ0dUZxtMPvyr2j706q7gI0N/xrcCfQb/hPw29Mnp+Fzmj7rwEGZolsTuP5vwBu56YEId3wwDRBx4wsgXsFxAD332ZNSPmuVwHbdSa0rkPBOBn+jlYnCdoADVzcKAeOnOEZjWTGa9nFAl8jIuvry5jkiYxZ6wiMpQH9KHSJiHivOlfQxKpz1bcgtDi7XBnom4+xTauAb/BVJwQLDdiB3LTf4kNIs+ggnnBqIgAR8VWX8ZtXUhi/5ZkbBUcP5MLK4UC5mV5nZtFj7TKthSAzApkdyJsTJMhtdOeC9joQ8CGHBQaGTOtxIq9ZN+eNfTOGRKLBCsK2oFW+ummA9+Vt0siCRPj0oGFh4kru2ZOMmpApO2RY5ES6wYDlVkOv0Abz8UmGMf43UYekOVTWJzXwGNadBrY0y1t3bAE143c3hcwW2Icgg/+W6VC1UMZJUAYAvsXwobIPXEX8d2+Q0KSCr6RjjRTp5LDwuw/AsLESHW9SkPfvqy5y6tB4A9m71H9P21lZeFxdSloPdFabSAwy2uhnY3d8mTazrofiX4fdj8LrFwZ65zbdZafgjntHV17OprWAvwVm7r7DhesxA19UgLYN4qf6TCyhIDjbJVbo1uPNGoN4sbuoW29Vwj2VIRtfublMbjAGPoEHVQbacUUxJ2MHWVBT+MktemOGqMvqUCvPo6h0yb3toWSMrUrcFGhu22YBCvKZ7El0sX0E96DD4qvttTuRefArdkWHrd55EGlCm/wmMsEJTSHFVI5NiZEmjqKeZ5RvoL+i/+OC4qR8EfsWhOwDL8cC824YvqEM6yVCePmIYx++ns4bheHN4R7mCvt+gEisBgaF+wT3YcxwrvbeXHP+DQpAM8Y61sfxulw/D2jTbmGnoJ5VYFTIOafLTLaYXK65ejh9sEBGWEp1n2vkBMI2PWo7NuXwIJxuu/L+6ELu6DoH/V/iEjYlrgDXmzspJrodSNZfUn5MvB3/hyeq/acuHDZNb/uUjjbFpJu39BjWvvMHgGDephAf7qDJIdsJNvYYP6J97KTyYi7WYwF5ewmS9DpfC2QbJiFtw4FB9MNGVhjKs2Ii2C/QaadukaGDTmS4NrGCv3ZQxRMrcWYbYYNMsmoLJJGX4RfnsIih5GabOY+6NMLAtxdkOSnxgysf4ehYKW5ohg7ctUMGj3QvzxsZ3xHwofNrL+L6RkBMfTzxuMvhPNVnL+9eid9fqen9sRq3sh7h1osb/ktwJ9D/4xCNuX8p2biDd4z1pxPY3Riu4lXu8P4DvBCdzVUi/RPwypsCnu8UgmExNnEg4S9AEoL9Dd9s9KCDcUcSosFkRxy/N598NxDoITQ4wMBMxqIOs3YesV8XCNQdk8EgL5LofUSczYFReCg+YoN6R4kiWcM5BrAtlf588gHhfeu1C1bEBPtWfwzvgGT3jYorZ8dhASRjITXPy3bSznk8GuLw2/o4ZVTPOefp5JZJ351cSPeHrXPh+QF8UvigxzK3hHHG2TvguhpHvSyI/HwOGkRfuUxyxP3lsq3cD1vgVVCFxIPMRRubU2dzfhKBeD70s9uQ0QUlTvIg8tMYdHkpc3tSFGOV5RbswrC4D14MOmj+pQGbihbopEsfcodjsRY7W3bgIJfy84AB84LJcxdOwm+OyxpzbUzyo6xPqFliC7UeJvGVLhykBuijzNuwDhVfsqQDeVkk61h0X8rWu2U910IhS6WEznaQM+61uJr8sbVhcywM4snmVzJbO4TywnjGYqNAYw3ubGQeEfmA2fCnVM5o3xT8uoQD8CDaF36DBzncY+LcbMkdFo2dwu5HL6L+YqC1Ai7VZAAAIABJREFU2iqxUrJd5s+gkKwy/rJlDe1Tpi/qL5W/voEESM9IArXaRv49bk9uB7RND8WZj2uKwLT7ou41sVo0zMdmD4t18LXmQWcHM7unv3D9HKegK1BuNP3zXGdeB8tfaGu1zgZBQroAhvpCoxPLti6z01/aiY4gvyFk6jWVlTT5ZiYe1F5pxsSeGpKEMANxMSSwM7RotHEBWXv9fW+5asI6bgRD0c9yWzpmUubGRRp4hlFvYiJ7rqEhY0pJE5PmbiFwGC/Igbx+Rpi3OGpSWxrEAZFuDoNEUdDqquZUJtrcyNqKyfMDx2Ccog4Uqo2h9sRhKwaWcHzVrM2zCuqqAhOc3SmH36PhpDcCzn59eJ8g4dgBtNEWA2WCG072ejIX8HqgJlzV9sEGbtGqLovyIOO9tlKQd8VXIrSfYvnoSKX4UNE+Js1sCDBnZlOYP7jAlt0ZRVqzQws3QNsTx1ZWdNecX5LjakA4NweN3IPhoO8dNhteOb+ERJBehTMKr67lNuOKHRniZ6gb/GZmuBlpIjJer+xwLHSLs3lDK4GNqniitWftuNsQa3X9mgFjCgnUn5QZw8o4HUG4DsK4nb0wiEbCSuX+cWj1K5lSyhlRXs4pg3IqA6w70aURnThv/ZPooJndpoTNvEf5hX7tDp7RTyeajMc1Lx4HMU62HG9r88n9c8V7uBDvC7dwFv5C3uSG98CdQL/BQX6dx78J/0Ly/NPw23mhS55/1xPonUH2Fr7AeAvLhWD0RpsugnNcsJ3KzAHjDe+CEeFCX5J1C4i4YBC7RgzT4VrSMmpoOacEBqgOpFkw2TUUu7D0btVR3Rumx78cgPLOhLNBtXnvyFpV1iDS8b0jaeMdL/95nzyrnvTyhqX9uiT60PRQQk02C7j+oOzV3aaYnMrBpNjT8GXV0Q04EDmHn7GOGzsw5awUnzLziXzKjmAeUL4GgWP5ppwl0Y+FNmZgR7loMMkTrCmwVjgEMTBqY6zn5JooreTjoqw6g0jj4zgGClvnhmY5mUzyST0XoLsipxFvVnR9EZUtZ+n0jJ44Opcnymy+q8DikTz/+vpq1lWUnhZ4dIHrJZpw8/HwKosKnAjnYfTJByaS6LawfZxydmXJzbNHcWKTAu5HecEFZbqryyDvMdgT1QIG7GMgHPCTzQwW72PrX/pS/eDHg4kLDYrNvkVOxPnyelU6EL4Z8xvE899XeAOHDiXqK6EpQYDUnii9FMcUYYynxfG+HZ7TIHMGPEz+F/89HqK//Bx9fQ06krNiT667d7nrMq3kz6Le8smHg/AuYL4Kqg1cS0EeuDVtaxw/cVHqr6TLYHglHkkAwXofZh8MCaybLel9jTrhg5ukFI8huu5gxIF6YsS1I21n8rkhdEZ2GmdcnSYrDnxRLLDK19yOnT7wHTk6DLCXMSF5Vn8kodaA8N0p5fWM7pJ6ICfIdDHKZ50H4WuQm6vkufyaDIYE6gLlyMvV07+2ri3phPZuRkv015SXUYEpLSodi4qvkuuwKQWD5kI6JuIHJIi5kt+2/gqCmO7nYxuArR9by45WI9Qf8pRflI1EYpthklNoGberMc4j0hB0udjE0Z5F+WVdyxO/Uw7Gse/Y/4pSulDWcYazdaP+Qpr4MUpLsl6+9Lv01RwvkDkjA9gfypKLtvqugbhBI8ZQvH6icA+Xfdb7qvc63FWnZHBic65hHiKPZX1CeeBFsxGNN53PAjrKPclM4kcYPcSf0U2Yq7kp+S3aVqz4ulLyuu5Af7eRTn00GAOUS8jIkg36vsbuHXBlcb6xNyfvwhghToYJ9GqjgrO50Z+Qzjo8CrsC7csIbr0FNE+NN3ea1VuU+QS6lAh0yiwU+tf1l3zQOT5ZE+4WK15uI5jgXs0Ltsv+cGg/EUR/GT7KAzhdIGe6dYOjkjG7NYjlV7aPxh0bnf6NgDaHzQfeN11e+WdJNkHsNncEx7bUruELzpLhmRP8Jsc8LyOe/3pe6AaDO4F+Q4IzAuCnE6tXn/zd4Xt1PFeF5Kfb/zT89HyfAVG8UQG/eyPAM7x0lT9ZvI7DY6IjmCpl5V7sBA4Hh+vDFUrxyXZIaPBORw7sBldNHS00jnQwNs5pCKFxXBrKW0NQHFnSwNGBIoZYg2FJYS4geLOCFESWBEdyEM2stspaSZHModfNeh++xo7HM74TyQKSsyyEZI9XmTjneU4HTWgmZEbAlyDQAZec01mtXe8M2iULRvvkqguYqTeCYzgnW40ENka7g8a2hVnqJEjFD8adZd8cgsjS7e54Qgoq4aiiQ1DU6xLm10Ro4XKu4j6ThzSJy+RomZM4gapxSCYMiCfzSaLl+PUyYIdsWq2c77hpKXi9QHAP2lBYExqUq5PnLYufmcOi7nLNII+jLGm61kB8uma1wrLN05voC6+nTU42u0WhAS6cw6Hcp3U0ifiYSa2vLxoPIpaYdNBVmHg8E8Rgq0qiE/C7uSq+YEyeutLfA9WglQVcdOOP9CU6k5UCpNmOMCaN6g13K+ZCXIICokUeL9H9KuePu1HmMdg7pj73+stwBh0BOiHqicfD5m0MGYskpb7o6+sxSYh9x+COkE0Sv6AToDwGxGzug+54MD2cvcQU+cyNXTHySkHxDTpMg+FkegZxQHoQ6LFqPgylLHx1c89MuOn8wjFPOWYJhMT1ZT8o+VF+iC7ug1gnhJ92f0VQ5gRP3ICw118SbMz4WN1RFJiVErqZR2vci/JctXcNEpZRWQ9I4era58AfgoZpCstFeIOypApbkZwgr5FLa7TS41F/jYJcwRhotWejV8cI6wDlKQv/TEX0oISAyj0yXjRzmPUtSwN5KvDtylasx0Ludc36PVkiYkRwQLsom3EjAKgdGw/e8GQ55iHgjLqYVCqZfpknKenpxmRzV/pbTl+hLcjGrKJzPamKvo7rpZ/lrvt7ycaXny+ix+MBSXQBwSvyJegvNQz8mLsBIC6Px4POgenp5TesJ56VLyCiCnWa6X7Qe5R9buMLrick+aHnhKKT0u4ExruqW4h53Yi2w6FTEXCbpEgYUqSh/jPUoXCQpzs5IeMWfe9v9YiKvL+kkKq5iucX5Bpl/THgyJkLYss0cv2oYnPp6bagy1J/5VooKxLeKGf1NNgL3ZpIWHbQ2HFB7+r6RR9i0s/poqJ+5R9pMdDjp6Er6uQkriCGH7Nh8A2GrmkntwI/XcQ/2be4rs4kcYt4opurEfTZleWicpUIfYjYjviklW8GiGjduNnIdAdNG6ywKbUz95NwlX69fskJ9LxmrXy18euGfxvuBPoNN9zwT8BKYb0rif5dShHjeBjPer77lQMYnGa8HM6d8TCNxaEGkxjdYvhaOayDv9lQLCw1sEfdqw4TruwPYzAA+8W+Zrudk9Y6h0hSNaJxCLXDjlVXs+ImWwxz4GM03Krz2HX81qgZiGI8ggGpTgO7eU+JajA4g29kcc+BToUboBb0PidSR1HI5xrktAALOjsSJLONDa6xir3d5hBn0CsNgMeHhAZtM4glKaBVNy7fX75sfWY//GBUfBqdqUhAgBNf40FWlsAfAV44rg/HN+i7uJbMv1lC69TJ/D0eITAobdcyweWWYnw2X2j7/huQ1273GkmbfgiwBofZEk7StrXLwuaO7xucuvmhjJp7wrQqkFvP6HVlGTbgNPfDhbmWZtBYlg/IFAziENHxhP3XoPH4Mt2COMq/DZ6IA4d7Egwec73pK11iAj0GmHQI/l0fGR021qlYCuuGABYmRLDt3TmMKH+TXrCWc5TXI7QX+FjniXTq4J/h3iXPk6whieEf/cjHWo5u3eo5/qrchFe7EiQAAwOnAFHUX5C8VsoEGkRwXYCu1TDPpIXoR9SRupFlQDnUX2rDiRwQXCr+iroNdBQsLxFOmsDS17wePM7Df1ez6ifztCkw5AnkDXzrhM6XFPOtWN2k0MK84ZhI6Pfw84j8F1A2/SXry+bb4YMb2ip8dJD0J0Boll5jG8oMN39FQZhEpR1uAJkCOfJLXJd4A8333OXQQC3eb8m+mpPK7igTtIzsTboWmYjGY66ZAhFm4gcTTX5UdFjkQ4EkCtCIGpQXm9PLhpigZJWnrK8lI9CzdKwVp18iRqx1TH4U/INjhhmUxKnZsyDjRQ4UEizpL6evgr81Ge/4kXEAPYGJ9ktU6E+Kd06iT9qqfYwJJhNoPJjG43gC/fF4ONsr8X171cZusnXObFo6AVcpF/o4DoDCgvKA14cHQpnuiuP1eEvd5S9R5tJy4OT4huTpbLk+ZY9sYPV6H56oV4aDwZQ6zBVIOGjbqldPVS8LRHpJPaUT22+yB1ZNN0z0LyaSyrVsispfjrIKbAvd+Kv2Ypj/rvMWK39/xDkp/MDPQNArZpGG9TtXlfD59A+E3yis9zh2GZ6uy1h+iWKW/aBySHVYOa4s58ymzV15OXUCL7CBnd6p7NJAu1l424c+La9Fcc6mTFbs9+BkhM6F4I/6S1CY1wsZXc6h4iz0OXo9RCxsPh/wJogOz4AM6tecQJdarZYMOFdvgLzhX4Q7gX7DDTeU8FcM3yuvfX5lTN9Njy55fgqL1vLug4L6VEip+M04f2CZEV7NrUEvdM6gxONBhDvixWk4a2uEoERE0TnJ0nZIMLvxuLrVHLO14y4P84+Brp503E5WfMrQFdT4gveEfOIhBHKKc7wmzeXvY0N5Jue0MBRKwYgZnFKHO/RxGLHwHxiX8Wdp5iprMEwFb37lj3xTd8dcw7VvyQdLPKix7ngBnqQjSvQAqujPCHdWoLSMPKX4DtIkOllg0zlf2FjuISRS41zi/ZB80CYjP2EyqRpTXEeYrDmevjwCvgz8WdPHJyGEtshf1eLz9PwbGk6gkt+hRBZrto6HvUKZiHSevFMr1wo5XnWQpZeHlPwZKdZfD6Q46fQvyEX/StdczvH3mI4u7GhPZaHOmE+gS+IizYcGBAKNAi46H2GNDmkCswXST0ygEzn8PDaNjg+XYhz2CM6SyjOTZRNP9vvvY6JhkMwDjgFlqiXRsRDmS7WHIXHn4ZPIRRDXZHVOOpxPpBPomkPuHv0NGl9Cflk3omd94nyiAcGTIFedPgn6lT0+SNd2vcTNBIIJy7qXcZk+TwmrITTHckYIlPGxr04W6JmwrtzBABjJumNdg0Oe/G833Bmt3ACwX1zfWJO9/rIYWSiP8qqQIzJ3Wp7tesd7Wi8OaZD7BrgOCSa8lngN3VeJlV8CnM4qWWWBYpUSLLarLy8rAPmfSOZpXgg2TUbIX4sylAnZwH8CoCM3ytDcdujekHNJRvNXA/62ANV2SzF1It1MgIaUJiiGvYrdBdBFNuAiS0hzpjOOWWoyQfJcBIFJkbRGgEb1KvaXIjeYnpGhSNsmN0xkjIRxkm94LnMD/pcE8eXV3ppIB3tliEBu2lb+ZUk2kNnBTh+A7yFllYaeKNrlfAJdP38gPQbbGG2HgtpeR4ltmIjEMAYu+V/FU2WA10R3ugbblrnM1ZAObL9VV/nAo6Z+TrZTXI+QRPdcacdo0jVUToB+5bGhUt5SdK6JVoMCDlGH6a/QGuyUU1gDbn8lfvgsVNorF4r6JtsUuHnU+Bb1V+g0YVGdeiVVmB4bG+M94HSY432GSyhP/ZqXNqxB+ZPl145Hy/WQF7SVRhnkugR9Cr9u9YO9oGMjOuKfbZ9Ar2Ls1UYMpNWhgoaTsUnfxPqaiJb7XmDbJ8bcaKikJnu6TK2lcth0mI3HygM/rLWR70v0p337LNE3fZLC1QfeCXIw4rsXumKLxXo3/KtwJ9BvuOGGBP+q8ftsEv3b6RGCj5eS50uIDh7emuZL2KXqi1ggtnpSSMrENh08HjYgjqEqALT14hCc1SeOud0/gvDqAYd2goHVHKDh14M40JTHqjbgsCgg4BHdbV8Hrw0wdq89gR75Xfw3Cbqg0egTENJeTqalRHEYt/qI8r1uCYRiMBAegUR83JN7wcEyZz4YubOM3psV5fW3NgWZq6vXqFkfq7EK7mHsgG8Gc7RWxWy6cnJT+Iyl7/JJ9HP45CfMq7VsTlVKPmiZyIdFQBfWkXecDL/Hw/Pf3mGZ4wgnOs8LH0/P62K/GCLGwgPkyKUyetLT5uOLbM3BvIEDafEB9lOQ+GM9P0lnLvRKBSqr2a5UT53pLyYdYiSUjbdcwEOSCKlz1joKore+vlxgyKUxdyy7c+SJLIktyQ4ZA4XmdTzkcme+xShMV7iR7uI/mvfrNW7oU3znmT6vUMTLTN/NdC3ogvjqbXk1rgRv5Ikr319gTTJ5fcxzfhI4jsnrOWzr6HPQY/KszLWsGzmegfw5Fh9INwydjpW3bOANxcfWXEpGuU0vWsldELw18A62mm0kgPEKz6BadnSqnimN8nLBVLMNNxbgZ/nWq9Jw0lgvVk26E7Mh8C4GVH0dk3v+G5N6m4jl9fPCs8a5USZwpFn35Dn2U4iaQWR5RQxRypzj6BxdCnn8i5Po1YzWJAmU5yj3i7WAtd0a8mssFOyRHfkwzsczkLg1yR7Tx4fdLGuask5iw8a1ouxquo5AL1b+nbbCqbVZIDhjA+gcxmCbGqA9ZfIwHzKeoL8Sjf2uF8AFZCDq9akQ3IahEapEdnC0KFZX8L9UvmAincjdt7drxAFJH95+0P+4kiV+PlHfCcLKJ2MQP1iT56a/2OnbK7DSmV63FImSSYeDPljRjx79MU0kat8yXjI6NDSFk3S9G3UnHsz/CTcHYM5G22gX4HsOyoRdTKgKrux/9bMWQe93kNeRrUenH1GPYZ9gP1wC9MEo+wGV3Pv7UMnHUKSaN3VVddZtmjoB1V2A04o7wrL7vJkgcojNhmIYYFrBBU8kXmn4RuyEDtIbAFy3JvnVHlaDGDAJcjz5FCLj1IeK9ukGgF7ePlVBZOvfoWbnotZEVuQu+rch5FOWxgiulKPJti67f9FWljJODilfuNF5vOMaAmWN/iPq8sr3w/F4Odgk+RcwQA8cdX6pAX7D2+FOoN/wEWi/6fEfheRkvjkh+yp9d/js2v90grmi37N9Vkn037xhQO05h+LV+cYGoukqjuUgisYZllInHs/7gEMyfAf0lIyYUFdtTzQLfbMWqCir+/5HKMP+0AVUhOBnSKzOEoeLRPboHLQ1BysbP+MnTv0gfKAm0nmVSI9J9KI5Z9SarbtIoMdfaIT9H0cKeQMxswWnkR8RX38sDVhfLnjDFmrB8jg+Z9sm3zUG9wPe4PCVDsCKQRbyslxhgJ9V9TPu84LOXcqOxQYVn0gArJKclfqSsKcQOMJ+8LuSxYgLJyvO69XkeRjV9aCA4BD1QXQsL7Q3UUm4rev1RXLfFpQbZSGbJ+USGA7+cghqS1OJzzvhqZcy37jzXKNov6B37KqjU9QnUkwY2DnzfgXWb1wBkR2ccmL3zoegTe048ZCcF0GEEVrQZEeJmZe9OD/aliiYk4yraxenOgU4PAwr5gJyjANiGw/jzEDQSvUhkmcGow69fTTS2RnCr0eC+vh1m3HmN1nrJPrRQmQBJiZ6ED2+aL5w4EBKg+K6+ciCNhhAT6FrZoej9Qm6K+o3ILLMD74BpNJfyJPMQruQbAG2CaYVyGalQkSl1l8lo2XZ4ssPh8NhJ1jSZwmwaeGQh9YuDk/XFwQk9Zh9Dft0wOQ3nWMbMWO7yDtOfxXJ8w10ox3h2MaG8xQKMpFtUvHFJlK5UtgIOIqjFVQ6Cg/z/bA+woGZGMc4DppaAq58U5Q7851uk+el/spjbyys/aXR39L+0Z4fNiWiot2GgGD7Yic6lcHQF01TvfXAteXmwC9QFkEscgpkmKxnJtywJ7gEH04xksVj161kVCongHH9J6E+22eP9qwnm3jipjoWVERk6XDNYB9E/tWxwyeGq0nHjQZT/B//wkacx0MFjMpzmv3IOKI8iPxutj7oJ7VVw2Rl9RXsc68jjLZZf602D5U2jjIApNGDvhb5ewmSfbiuj6bbua6QczfWbizCfr04/g0yTPhsh5TagLFf0Vf6S46+ykuJzqG/OJdN0qjS4yurwJCNp5saaRPC8/zxFkjqhYmnD1FyyIYoCb18oajVa/FsomZZubpwhlo+4Wlyy635Bd0zCpyPNd5Q3AttDbkHejaPajQTNO97MRv6JZKAnn/Aocerg5Q8h2MOgqmKZ6826ui9GF/E05Bkjx99qTgA5YnqMv1X6QSV8Imuctue5j4lNZZQJtBBh5W+IPBIFLv5jZ+dh3rDvwp3Av2GG2644bdBpYP3vtmmseS5+Z/BLol+Bq8Y4PM30egZ9pd5+c1xMVTXryMK3xo7AUsTTG1njrHEHtA5wNbNO6g7nU7q0t1Gay0mlyGoeNwO98NxQpe8sRiDI5J8kHbQ6ba24LgkTUETpe+AmBw8eTgDZq4uOPKCgnP08R6WTyTsX32fBoFBuGRgvwOC2yY4tk7t0HLI7piQc8kUnGiFJvQbeAZ/MZCp3ypL/qDxRkw44DAsKON/K956BRwJk7hbybWCZiUdlz0+B8rYza2qitBZdrxryIgVbV1FKAvkZxBVyXPCuSjxOjlPTI6hj1PekKrRT6agiDAoEfkV1sNRvNZl58KcPgg58JqMo3kC1gc66nmNUC79K2xV8K5teONEyliWZO1CISd3iezJB+AvmefjFaMHzho4IvkB+U7QnszE5EWXgNYnOUzg9MsZdBczPR749Ln/zq7KGrZR9mIBkqPCcjLWEZImwz6PoPPucGWdE7dJCGWik4eKgspcv20DKenLQ+ohB41ilYJ9e2p4/vB3uhqg30KWAJNxqSaK3ioIH5hBOZYDXXTY8GYDsoCgC96p/UtqhyB6LoHENk+2Icf+a+ECvQ87GRJxO7t8hA6iwSDXKmTeoMbqPrph2lqvNp2Ivli9DavpHPor+KHAr2mmYDJ28fArOB3tFfYFBf1FpMJV+VTxne0k+2xWC5NorsLAQvgDuNmprdthPIW2QrT9FW2T7GfBNtTOM1MqVO4u7tgXbRzOeB7F2ZrkjGWFPcsFp49UQGgFeQOU+rXCu4t1xTAA538lX+x47S/KOOVq5O8g4o18Rz+2CevgFUz4u6f3Et2H9q+6K/Ak2vVexMxRDuw/vAEJij9AHld+XbcZYQkXyyP7LM1/9VMJ9IXfWJk3WEpdL0g8q4JOghvqX+n6WKBGpBtlzAzG5LnXzajDDN2rhG7wKK++G96pwHLL+zJxzuVqjRpeQh4pLMfc/+lARE+TSr2t27kOLl4lrbiYy7rdhFqMial7BRtQuianPC77xTYv8pGLK/lGqX0zZY0gqU7p9Fjhz6J932KP7aE9GM6dvDsV+8hjsOQ5p38V3k7WVS0qGkZPl7A2p9UGD7jjJewv6hWTjQR6B5E49BYRkhMfCHKd3PAfgTuBfsMNN9zwG0Gtb/nn7YUDUkSkaqQ/Z7iGTxhU4QWx487gXuDngzaakgstOu972iRmLFsJdMYrw6XGsonXJryOU6H7upbDG+mph4V1z3XLO6fBOdThmnsFLpE71m6D/xIN3oczeONu9ejaraFMohNpIMr9kgRuBhjMHnHn7LM4+9nxz3gZDuVnB1zMAJy9eK8cJF1cENGRCE053ALfjMBemjwPjoKLl+4jvjHJwgkHlpYmNpGvQDZ1O4bFKRF+U8J6HnuHD+Kwv9Jg5TR29Yvxzxvn+4tV8+mp6gelbQ58gWJMKt+rBeMWw5NYIXJcnC5o5L7BFvuG8BTKguPAfV95FWyIGOxmrHwadg4m6R8vtMi+/zqDavNpaMHRc9HIbNUg5y53Tx9wnN9iHoU/UO5BxAHlvood0dyTBkO+lTfmPRcclvGDGkNsjDxKS5FoqCPqEWDQY+qwx/HvEV7h7vVJ1BUVf/s3cxxTCa9IHyJbWfXwINKnGDOdTceaLut+pd/hDt3eEYcpLhXfhlzvkrphiRJRZMBYPgqsJHCKXsweIapEp08yKEuSaB2wExfrwyUHRBGK+YnzxlWSiIxOxrJe+qBtFO0R+WWr1ErNK+I0BvOWZWmO11ZqlqELZJieCJrGpuIKPVl11nVJ0CdwYWusRumSPUBxcUweMQmWMSz8Jux7IavjhuFo71f45/4RuzUJh+gn/E55xB2E9O7by8fwrszZ7HvyqdZMOmd2vPHHJIngdH8wsM3n5DR7hZeG5i9RJJNWmCkwlS1yG7fqNAA6utrEHDeAoe5C+Q5DdMfxbQOaJId7Lnle+IxOj4AdL/hz83sQAXxRIsKUspHP5JRXuX4Or4jNkiBniqflFtZbXL8g7Mtkudo3nQ2ZEUibBGSJsPhX0+6QtTl8fT0UW2EyLerHaG/4DfE7BXYF4jp7S6NtX5f9rxMtru/7zXhqW5xtIHkiQHv9F3TIJejLV+ptqb/KRhb3K/0161yZJS+PrSZ6Badem632J3wSJXb0BPu4V3hjkyPIj+3cwUIPdRTfMn7FSuukGSFGZEa1KTD0cXBzE7Z7BvxT53Xy3PNC9HUiwOyqKsHYEtRr5Kj6HRlZUKG2SctUbKFveNpLgwgT6ceaD93e8J+BO4F+ww033PArgUvbwtsLK6vvqvErBskmUtJAwmIdOSBvCBV9qp3HJSn8EyzX8CxHJ8ZkeFJqDYyeatFebIRTEQ2aSWDDHh3xRmxIDlXfRD+TRJfryeDdfcNzRZAuaUA2d87PqJLo8j3v4Azh03P52O9uzdiFb9JBoDIGKsrxtowVeOQU/4W5z5Z9sbahr3Bqhn69dsaQpbxfHzh2t8NXQl7gJRxPm0r5gL/QWWnrHUDmTOe6ratQZVYiPU/Ak4H73PfJoqHrK+sLA2rRrz78ZAjKO7ws6Db8NEVkXvcIAzmO09hmsZY6WuD6jThCQNg5yQ0sZ2nSuy8jch/0Dwa5SRxtkOOIM8EwcY5e/YZxlNVcHUNZp2NMtjpc4xqXa5g8J+C3oQWg3tBEjc4MBJf16TSSb2PD939HlYbwwV/TX48t7GF4AAAgAElEQVSUPO8TEIZaS0bRYYK+BpsmfhKTGoP0tY0xqC3kEPknOlH1Fzl+tUTz0Zay1rAg/TDucfVmk+S5PyoOf9hLrKhXSoHV3o8BMjNjoryKgstjdaiwqYuW68PPt0k7n8qKmzKKZqQ1mHfyvLTQY5kS3whuMot5v9bAtWpRfsi95Xz5p8+d7UpiVtc2bI8HwXpC3npiVkpy8OI2Xqn1V1bWhf56At+Ipq6ecIMDj+Azk65cPCpEJxGaJtGfO4PrsJ+gz1nxrzpGAcaKhNo90I6zFaAbAvlq/Xl/DJDLupINv6PfMU2Cqb/Y22cRvL12/Pd41MnzZOsUUN1h/2c2kV85H5PoQInQlk80HLqsl4MOxjAbwZGPQ9ub5MpVWXASKn8sl0HfOpYWfRGeQg80bdGXuQ4Lzd6KAvJSeA1txozQlCcxeS7zJNdsbIuhvwAqyd/Z6Kav97R0rlxOosc86A6qzReZHd9Pv8v66wo+cv9JfSZwbjax7XWNVj45Pn2GhwKPx/HjtR4767sq29VXnQObE6r44SH4D/4M9mGpry6RgvVf7XtF2l/jh6VOmPLR+88F8kHnOl8p2A2pi+nsib0ayJn85e+Qdjf8LNwJ9BsuwxlntldS9f2r36DetX8VXsXnmf5+8rvbFf1+83fAEcrvKn0j7u/mvaYX+8uUnqSU1ylr2Q1KmTqrClcCIBcLsDfb7FXuOF62Ag7VLniKRidcWyTCl/hzdGVyfYYnJ1KAB41Yu+T7F4c3xGQInG4XbItj0fr+9efuGiTRm4HawMSQZApONkPZlhxpgNVzF1jkGK4YvAxjIj85zsD1eIqhXo5xENkGC/LJ8zC/vYGPSPvxFA9prE5POk7ULOU1LxPZ2xj0piwuEhbirR+XgivwZFKazyG0suCMBIc6GjJTmq9t0K2F4X6K0RRHJ6Fa/1H2VPzu5HGUVWsGeU2lVPLarh3zii94NdmFq5vZJMIOnfWT/YF+jTgPXwk9Hbdx81Pg4Xmp4JORpVNioyhzq/aHxuBtDYSBd2/JX4ZpmHLSuKL3wAOczEj/htkksJueauBwyKmJETa14XhYrshTUhrAIZD1ptcSDm5j2LGWuu0QthGM7bhInmf5Ese4E+gxxQQ6SYeCmylqXJ3+KvTsQW45hqf1YFOIXtV+QGYzymOAAcgWt+My2euvtQCrZsuWVOYnfQVywUlyfGzkinEyK+v5oBqgcGbPTxFcyaMDEhvpuBT0l8wvdtsRxBVYwyX1EMXQidojrdGs77ed5h9oc4tCXUFkhBp/x2/ZZBZbcOESBf0crkQv3HZPormu4QkwxKUL1DpbrfB1e7TXiOqluf4An4467aofPvFc+Tv+WrpAzqYKSz76BioX3cTaZ0PQ50o4l8auHbCMB2WwPrkXlHzyx0yfHckzsjfhwBN/K/YzuUWqE1LyPMrXZ+1lN3xrw4bWx6XMFcREA+gbkH1Rp1f+l9uHoO03+ishspFPG/Jk8iWF1LZf0R71/qGbo01Fas9Un6yQLpWU7JOy3lo+/sq2l4HxB5iDMf+YuCnsDbjnx27nFTec5j5OB7uC9d3qNiDmN8Sxva47Fz0FV1ZXblvsmKJRmdsRPrixc7526317O/BiVbXRXy86p6/XXzdubkOjAdregUey/qqU/loXt/1U+jUoyKO7sw4wZZoGf2oZP0z8GWURJtEPPXzGXlbzuFK3nQ8KGNDiyrmck/hgWqts2Zt2Xm+1tpmj72FD4XRFMfc9OYIbfhruBPoNl+AdicpbuBzw00n0CL8Nnwp+Gr/v491o8BTu1qtPq/0AoG/GkKBz9+NJGQSCsVdPZxKFb+4+QahVoGsGRo7jU2Z0aloD7elVwMHodeML45iMITuf/RMQIXBX4KDBGzEkYayf5HUfTMfEa2H0RqPUBVoaPGV+YHe+Bm8w+Pcd6/k7upjj1W8RTwPf56uGBlVyfU50Zn01ZQ4G+XIuelPGtjAo9nry/CdgLW91/RE5x/Oc2Hlu/CYehp5755HM6SP0bvHVbQxzj56gCqeL+EEbtaiCc57FRl3gTF+fhBh4iIEQPQc6oXM+9I9dlE1NIoNKGT/rk389XCfH5+znIEcTtNDpCUHuGup7PodgSV73BAQF/q/0tZIuBNe15zrYfHTrn1hzSXQ4PgfXmC/kR0yHr0JNEqjhOd6dHFT7BZIPKGNjR2+Xo539895+dA5hwwSR/36svAUFE1T4REjkAwuKIaGuybKZ7gA8oX0q5o1pNfu/GpzvxwQbeC4L5UsQRZo/R7kKG1jY/ZDoME/7q3oLu2VroitS3MakF2Bm5VFornyLd0LRp1prbd/DlXOjHeHSQF9s47NyaEN7G1QnmWUd52tHRc8IkjRzWHS+QRiWyVeC+e/4vzKgafphBE9Zs77WvbUb0V5QP0zkDImJ9hmYolZme+uHSR1FfJE8lzK4SQM3Fshtwq7SZL9voMvzk00s5xCTTgTjnXac6jJ8a57o8mmDscy9rFNlbPKvbh/TJOBsvoGQTJs3g8gp/Wcm+tAkvB/cnIQJirb7h6CUDFOO1JtnxUe3JKcl+7P1oOcvqLMKSnauaPabfXOO7I12Xiq6ZoczvLLhqe0UpYVHUUHGC+cBfbltEr3vI8bliMjHJRf1RFmtNy5/FvwUFXg7Uef1lpuXrmGn03zTf0Vs3vA+uBPoN5TwqUTl3wiWfx909LhK/37X8DV6f/eT+Ffgnbj8RT7M5hWTT95KKYCRDn4M1NHUCxiilKApgAaPidKNgb9Nf0SQgEBv/RSieuzDTlhOkiDP8dJhi7GOT8NvraHeefCCzgwwE7yScfc0gdRnWxOnDN/u9gU2sziVBGKQB0Iqgq0SQ+Uc25dGidLjamAEl+h/QiR8p5gRZ0C9dyIKPGFvfJhVgIBMlkw9WBKS53F3OvBMpqaVRadymXz4EbjadyVv4a7bwCBrey2jXmcQ37gm9bBlnsn9Oa8idzRIS1Xo5hmQiAYGCILGgvmWwPvuaT/KzSzLHm2/Cdz6OP5WeU6lenKooXAM8BfJ86VPDrJNWsIANGpTh3eNcLkx5qyKlGaGdZzG4hv1J35cckeejDCLwPSiD4YY2jmp6ZPnDZOUsZIrG0hZEwDs6J/BvcJV8FrJQUjg6FoVGlTfLD4dXH1iVaR2X5MT0bTxdoisIQneVUl0n6A6EglTp2MCokWzJpZ/6jeWJ9J138zbX/QnImgCeJKoEN97uBDoj2tt3ZfNbfk03XLOL0BMJiX3isPt6JHx0kxfv7nlQxB1WNJpCPC5HkeKuT6mPSPTfPDLwibCdqBdeRrX6CfbNR6uY7Rh7DzgJ3rVlVkhhHrS2sBvgtvNKw7NbBndDvkmMs8xFrJP7TD2+otK2/rNwEgC88OG82kHqW8x65gdVCfRrX3TZS4JYc2+Z922EBt/obOCHfxytqQTETnNpatFNwNCwr3wR20Tw2wHkufCT0bK+pNkhkfB7/ob1/of02PRkIwL7IPxy9jyYa8Od15+DXFOrbylQWzbrclyQbeegVq9Fbr1l4JQzTC29WL3ofxcKzKo5IfRCYmP9GmeSI86NtZ3kvWsfX0lwT9/n30gzsUviE4m0qVs1d53yBSwGfQQP18XS5HpK1RCF1EVH/CG/ybcCfQbvg3+hSDDXwP//aXr8FueSv8NOPwGyAYeXqmsl1ThR8Alz8FZ8w7mBDccMQpp2r4QsNmOKzwFceaJ0LPJc2z/8usufXfiRFv9qoEzBvQkE7y2/MCvcSQlaEP5abin4Ql+w2SIPCld0dw92UAFrin4qVEsnftWnn1CNX2zuvMxEHB28Mk9Mhqktw0IP4QEW/4uou2id5stht3HIwv0+Hn7W8lzrNdHyI9AsyX51kn058e/eHC5SIJa4iG+uvE47pzfK5Gb4Iha44Zk6ECc16d0+0+sraAPZLg1KsOXm2vvCKoN4xE4JuhjVLRUvVjwk5w/yOgcgjWdvMSm9Im5k4C4IqfEYCLkSfq2ZmPxiyi+LetFEg8+eW6/Oyap7l61d238kwJhUwLKTpOxjRys5mfqwwG6zL+thhIP1qv16hrj8BuPn4eYR/Gtz3HCPPskOuixWfzYYMAqf02H2dfPI4XsSUsv/zp5iuv/X0yeCzDB9+Eh2XOJf06oi23y3Iz2LO+8oSNmiy4t3/WLWQccejHPsrUl1YkoFM21QfYPgd8saf2DtIK3gs077O+TM6enRivt6UKmqQlpQX5pNiBS2hLtOgvjaOX3itzM3j4WPB2cXANsfMHwxPChs4aTfTokBhkmyfNv54/jt30NLsyJS54r/Rf4gtC3J/2hCzz/GLyhA1jA9fRYAcmB41t1SDTSMBtGn0SO/pTSFfSgewKdoEWpUki/iC/bVPpl9g/osajEP5REvyQZhP5oy8i8k20WtFIwEy+qrx049ba5/5sA7bFwlfAxHHd/Ch1dPzTnIG7yJjq30a3hrXbKEr4foG9Ioic8L3RYJdLl6fSqERNb36+7ahC5O+Wxv6Xr0Ou3VXMFben3rpEbPg93Av2Gt8DvEJg9XA6MvTie2Ner7e3qr8b2E0n0q0+yv/vJ99/Oj5ehiEMQkRmFm7q7neyXyF0YgqmhaK2Ew2z4jnC0gSpm5bxCK8bzID7FtoTgbdYjhp3f5GP8m1iNK+9e/dbXcnhj0tn1TWLfBeOZK8pa0OYoyu73aXjBotSkI7ZFQM8u2bDCI/3muldHvA4WhVNMqOif94E4kw5chsKnEdITkdpOeOJl8o57HRhZQAcdJQm869MRRC4OK82d5rHd/av64a3qYM3gWV/mp5Z7eBNzHFGA2e+c+RmZcRsolA9OtNef+gsih5vEOd46bhdJiCjfI3snDDZ0cyKlXv87ymv6XJVN8V3skOzxciskgmKgZ5NIxcQW6xqzYLSr5hIXmwArnAz83l1FENBtuLxrew1KhgB6xE3lItft4RNZ1i7rscmic/ohJ1UdSkG8jPOBzBhcSQkkL//O6Fr7WiaEYK8rrNhoQjsVDHaBq/5Ejqrurzo3veMMuHkPp0LUUnptpMq/mXwYPhHElOcgJfXDhaNZJrQHu/nbqq9Yfl286OBqhStNgzwubKZT1tOrakxsD2k/zHGNAqz/gFrWVxUBQa6guG541TiyentBVAIr+u3hHP4n22rmklV/zcFzN9cwtlKOBBkMDs+Y55asNs8vbPfqcV6M/VSsI7EIZ38Jy6nhDPo9icmgV4d8Ez0m0aups43lrVxJdc4qJCn7LLQLKPD1Yk60CnuZ2vnLVVN746y9eM6fvUDPYl0EboUxk9oztglMPnUzpmlUrLJg7+BawTfe5L5J9WbciOimMk1bXG8JJQ9bltppuE8qMFjD8/yDve0B8EHfUDf5Qbyjw7PFv9NjgQS+Sv4CtsFwP8u+c62noF2fI3mF6/JWgioPMaquBUJh3eT+an1RaYKiDfR5uvJHJ0sc3D0MLHHWZyUt3KnIpty3DfEM1o2efmEBvmxKFgI7rbgL+IkNU7d3w38J7gT6Df88YKDkfpL5M/Bu2sb2/stzF/3NHwU0LpdJuzWM7iwOEuZ84K/FeFwgSwJtWk7jFvI0tlT2beN4zLdkF9QwO2w6PhDysSenzwRHp4EfYjUj/qJzCwFg51tfTOSpY8EWtJGyV2A11a+s0ytVE53j03/4O4ndfE73PZAjGR83rBv32b4RO/HA7xNnZ4qVJ5TfmSxpHoOSmJAD50Q+ISAOW34TqOnh/wrkZNw39Dn/+m8lzjcGhMBnGdZqgmqxBzuN88pwvQuCvEKX8GaRS7Wkf5Tpoi8syN21vQiRkCgb2/HuP6XhHrjTBQIyS9ceq4xXGSb3JL9BsClGyc5ulCjnu4St0hEjs3q+JMJRV4KBUCXlG1CGxKSkjLuVzfCUlmlbrStj829R2MsX09exbDJAvCKJJk/VcAU6UI+fK71QqkLD9m0ysavy6oUVA7yoOK/6vWD7VZilc7Fd2PRK2bouobAZUOWf2FrImeTKaVPA+io3icjCzaAfK8T/QYhPWOchv4kIFV/POTvdAwo+0EXn2BLeWjF/B6/7fkYHnYKdbY9+SmFjtjJpuQkC9d+UryJvoA0po32AbIgyOL5FxZ7EPVZVWJEq0IMVkfVZJyPDuFIywNGNHKFY8JPEPrQ3nDIL7UQEcqNELoluHTt6BfnloGXglZKGMrucB5Y+w9DBx/JaeYmJL1ctoLfJVL+exVZar60z9Kx6OlGGq8+R+PnOm4NEuYmtNaXxKlEHVd2LRBBXt+BueAe0ukBkXkiiE6FNu1ignd2zwkTMk9m0iwAB73yzW5qAgx5zMOyTGmf1F1TWvxwuj0iQ2S4XfaBfJhSzYtOnJnJPq5djmWPgsG5tGUYdW19PeLlrRNvgFvpfZTxxVZe8gxeaFVkbUXv5QcSXar8ffhs+N/ws3An0G0ponZQ/lsRMAcN/ZFy/Ee4k+gcgOD8/PfoZ4wDjsk5m+IB3BeBOd0mLYq7dFfMvSZIO7qlKSQq4GAK4+5yf3M8Y+3GafwIlhyJheYgCnOgZll4JZrN1OchKRKeZZ53GaI6BT7yex/mckVvFzK+uz9Ea7pWTcMJtapLoRODEnhnubhhNG2UQrHOEnoQV+uicjdm3loclGVenS36yXXNPnjdJEg0KsX2jFnHx1f57QRsk2bvVV9aRcG8Ge/V1+0QuGBBaOv6xvIegi9wkDznhY+VmyLDYBCVVL9MjBCt2uYZcndOvLU8mklesurZ9gMuJcexcZNko7mF5Dk0Oa5kfFkRVDTlAT4D+kXmVLtc77WWstYYbQTj4T6BKEBcDSmSbcuTJcoIYy5gYsvEhQTkP8/og96TeEZA5ntCxYOCQOyT86qXeefmSk+jJiskBSC0+4nQnOCXyoiAGYZnaLTYgtH1ie+7uaAoWLSl5jb5L/f5EEj2pSnfCk94HQ/p8A7tKB5pTcqn+kdeRs9K5wi4+fWNVZgLVdQz68T+iy75tw1tQCFHaxifQ+0/xmJzaYc7S7zyLSfTZUZ+cPQkdHtnn2bQO8tNvHIInG7GFYX4OQxt6b4HMiGVKNXf0Jm99YKDhVE3QszQw9SysoEHCZ4tJC/O/AhPTQSa5YxhINEam3jK9CuVcBzi67I9N6lBOogs62aaIYz450voe6Kfmy1jXbLCU4K0tyeo6EVHaAJbwiRdeWWns9JfK9WWTK3que+uvW/LcveFHe/TX4mZl10pMKi561Y2WznzFfhrkb3gKmAJ/Y4ys2IwUJHXRWj7cYcAwx95faPA92/SHgLmxopBWnf5CUJqO+rLci+qssaldXyrQeMqPobgf5mmY7wUs3zwVxylP4McEPZzZcKLTauXLOQYb2TW83ZwbNlSiXdxXegqu8eaudE3vXSvJ5nsqaHHDvwp3Av2GS/CXkpj/pSfdfgvcSfT3QR3s+zmjV4zd9PrnkEQ/8xo9fRqvG0wK7oDZ5pwUUttRgqfS9xeRBd0bR52JXODJ3dU4mh+nT4SbU2ux3twexStsZS1QYwkHSxPYU2eJphpsW3MF7pb1CEyqsS/7XdAnzws4YexqUXC6UtkPGsD5tYsR59dX72p2Um8QaMan6dw382J5F2QZXt52zq4uRf+tdWvX4/Nfhk+wnz1hXnRG8F1Tt943c3FmqkKgT3lKE4AYOIJwu2MOOr8k2uTviaohQHmwOusxzeDmGBHXHFypI8MSQK/6Jqe/Bt6wDDMxMz1Ufx0r9UtWLch/Fw+lOuQr+srG63WjW9cgHyQHgEEcW8DzD5y6JDrZfBx8zjrEUn8l7D39tA34BrhtKrNq7Pj6GWgmtLhjOj6hW7bgAkyw7mJcz0dqCp6TOgsBUg4/lT+3YjTxgAlLQfRDG8FqHhYeIE+nahgY7NRirPZf8cxr7k/mdtYltOdcIPPWZR8BsXWJKCxzYUco2viChzigfhMYtMvGUJb4RclK0773kXfkpFdWQ66/aC3oWP0n9ybtFC+xg5WegWuDDqglHqyLJPCmfSF2BtkmZr3CWIV10xJ+VMhWJOc5h1/8txL22h6MX2gm45YxE4W3JhGITAb5MUI9x18y2oJGU70PPRB9b6OzjQNuhBegkml5NstSl5jXLb624dalx7onEsB27bSBCOjNuXH6i6Ydsht3ryOug3C2Jc/LJ9HJ1nQxnHnObl13GGJohIhVf3n6vDCkG9agyUk7Js5POfdxTAZ75XSnya/zWqzt6UfiiRpLJG9XOdjpL9rgHo1sVOE7G1r8wqnPVJpOPeD8nYuLqUuiO70tOMB5u/l56BFVM+qugPBLb4zTQg1VZ0NdvAHjPL/+yfOT8cSSoh+MId7wt+BOoN9wGd6RxHx3/VcE9icSsvsE4hr/dycbrn6D/BWo+OOV9s8k0T+dnKna3313flf/IgbuCFNU4hiuq6/7z7e9kY/GbkqgQyMa6B9dOMbaHMW1LUjbGJmJ0RY9Ge7M4eCabAwiF7DlfLmJARyB1zfJFHG8IInB5J8M3j1JQkTOMcBrSJf8+rjPwVXypETW4mm3QcAbBM6P3J+8w65OHPEVBIvkzeX1PjHIsY66vYDeqrdDXhK5pznburgZ5jhSvpAgauog4LQI7pyFXf397MQ1waHRi0GyhTy76u5V4iaeX6WfS9TRMdfISzLvFmSJ66eQIcGvjrI+4Rvm/QguUPws+DZqYzrnHBWkb2cjhCMWuayJBwnicKCdrEP5Rmsf7BKO2G0EcnpOuzjWuj6RloRxUTlgqcmmRn9Vb4xIXC98PexOCrggB1RyqQtGMfZXzSUyWbBn4NIIzCMS3T1tDMkHmdfzMBM9ZxPNvLjXAoZisgBOARpEQ6rLocz76b4jvkXNk40Z79F1Eiy6WusvUfd5IwmHcmabYtt5E1hez2hfka7/NpC91KF1u+7q1gBq8MPbLyhZ1/o7bNWdut1Ap1tEXZkM4WX8AaRAgeBilmZHHPlGE6NhTU6ZX2JR6YriyVPp2PNbWNsuGWPjMh1G9JiyD21k3NjU+Z7DyX68sTyd49FFSZBtJop0ysM18jj9VZcv4awvju1XdYHWqxXAUDb3z2boHJgExKIXCgNla8snlIr+N5Dcg49+q6rwxy7Dxi5JZf1YzsVTOJ0NnIIVeaI9/spQtf/w1qAgEzo2jei08Qrphb1kOvTfDreLAvxlepyRx4vaH05gvav1pNdcHPOK6h3uJ/lfL8xHXAqVPwNa6FQbHrdcj0l0WL2h+5T+grL5xkaJtfI8YmlHnaaoaif76uwEVX7cidjtPvy701926nVWiWSKN9hxp/+vMWiiNMe5iCj5KxvrmfI7hXocS/vnVM0b/nW4E+g3/LNw7knYzxpiN7wHfuOT6N+DQxEsgIPDVnwvDpYwM8PPG7zy1IPHSb+51bSLtHLH55DyBmDocCQyDf1Xv8x8DVl2DPs7zMm41i4abT6gbUYhPmkvVbzxKIG0aiOCGb9gBcfNHNokzwBe3jF6ziiX3xy028Fp59GR7IwjkgMz3Xk0oZ+LSV+oIRGclFF8DYMrCDB+X6BwKo2/nhArb43ZfYAWqcl39PEb7IcYXCQ6JlEE47BrrhqsJxVsvtkBa8+exIuBYMYqIOFG1aQ/Hl6Ker0Qkg6b9d/ZejxxlGSDJljZ9FrUo26ZaiZXRxXwtmuuT48cuUSD6K/weugvqTumkhnHMQttONAj4I339HWfREkmj9m+zZHgJjUqPQX4Dn9b5IW2a1kSi6tERUVsTDC19JjjteROqCKtsp8/TCidhZg0k41Gx7FtNrLkKyk/6hNlnSgXlEv9FeddMdqKo8v6KzLmaYA1HVWGFy1PtvocHGv1IHqea9YyB67D13PreNtRepNKW/TlAs9Ax0NXm/mc/npVuzpbhPx8o/24VAsOiaidbDUXWk35Z0chI+FaGCR9hgCJdBNIxx+0+d0xm+yTCscTrUcZl99GHQun3ocw/FtN6jbmcSK+Uwuj4oCh7Y9RVGrIYyvROw79a/ypnosx1vcFLxF0NIpxAi7yy8Pxo2OFyk8jm098WppYlKXptx2UCSomsre32DWP9zhvs1f2ynLh1fO+7aK98wxMuwL1LuK3U94fAMWCaT55Dvyo+itXcuvlWk+nSpbwqgDfwsc7+CHw8iEmL+Mnt8p5HQRvLHieSmeXthxVyXNfssckrbAibnX8GF1YbGqoLLre668CZ7TPnrFjCl8KZ85/kmP6J1f7SEpOWs+6a7jyC1zXHfo6Y3Mu+PCs+7UgZcMbYodYk2wTjhPfQDbjZ1uF/Q0Yvya6RZ/9k/Lnhu+CO4F+wz8NMRH200nXG56H35pEF/gcLjlAYcfv6zM54sz0CPf1FbPR4PUhDipMw+PoauI84DMbMcNMHY3aqIbY9/n+nMPNegkKzP8dARyOvVnWGcjz9yt0xk3Irdit4EJhTbDYuTQat5lJdPkPjOHI0tEedk5SsWO4XxLyKr16ZkYeWApkWdyhoFARG2n81H0SwvdWFuiG2Qciqfec9xicghonnK91J+38xPghVmcMHJ5EtIUPODjJj30xPNF5eN8GHgE/p7JhoteTefRBPmOBED+dXeQ2GxnfY0Benrq7+yR6HHM6YwtUP1gCNyBDAot7lvcjGIDnOthUwCJ56nRJQ5NDZOTxb2HWSfMiierxNTt4zH7Y9EtubD3kMXEEGaHzF2wGDMrHTRRIW9ThCDq37JNJOL+erhE4/AppffI820XzZ1gSHYafwW38C/MX7IZ6pG4k4epCf13lz9Q3pz0fWoZngCuph73+elVE2quTZ4+OpOzKpSfxtlpxtklUG0CbetcLZKh6rJupZcn5jj7vO72qwUVK2yaXRUfdBbQfA0ZBvblPMJXNxutBXudaUbsukuiKo+klSzYQWdL8uOmSD9A1mmelDSx6Rcpe4gPoz23AG/XwabQMUK5GnZARToM8J7Mz7BW3RNbZgsbb4UKBKnlu33iwfhKUppYAACAASURBVKYgFKx3fq7zXXRur28E695ceKAseqzjxykRowLpQNbGIM+ncWS1+joFK3v0GVD95XxquTntnM+LQQdeVbEzD/rCp9RRUflF/fWqAN/Cxzv4ZthPUJ5HoUFDCxA52sayf9ajHaD8x7/rGkXvjTxA/wuKqS4j+CUepoMpcm8+Uh8m9vcMYGxR20Yknkmew2GY7xi7HkshQIs3Fl0ccbs7R9pa2TKb5sxoIbBc1vVXDc5NrKu6Z+ek9stI4yMlDmmN3nCDhzuBfsM/D1eejLzhd8NvTKILfCcu5cbGFyAmQvUYyujTe5xfE4ZRm+wcyDUf8HgBWZJGj7hFCMW4RwGgGp0gV3isJQa87Mk9IohAEWGpM9GPaPWXiWRWByRVxt3riAYBfbfB3/AKXKZsS5Kb2uDQF+GTszus3f2TpjBuSeb1zuwycLgoG2NI7Qxe9FdSW46gHXEyBlcdw8RJqwbcBOd67fx0vrSUvuLh/AS4YO0TFD43dT8G5sBiEjAjZ5/d0Av+u26BTtskAFSrjvV84G/PKKskOibOYhINgzdMRPyQDWDkxwtBfvluOw4bAzVjExzfUwUCzNqB0HWOVmIpHUlQZux06bAn0X3AadD4mrpsJtCZiY4dBo9T89tN2fEEnvCc6BWR26TjVT02I2aD7B/SAbvzsrROnrsidZrG67181yXP8Qn0UEyT6ARFPN+HuUI6JP2+Douu7iX99ZTc5fJQVmAuzqeT6PsRnkfNgYmC2h5p5v9Md279fxM81ddT6uv7RvW0SpQ1oiafyfzWbFoiIsziMcIzXTt8orl0cs4g6PRn9Rao+KaUB4vdrqVg0yLKVXARJr2c/BedG8yYS/Pk/DA4Dm0lWaQ6gOr8ZSCZWR1wgWhutBra1uBqo0XhOzWgNGyNZ9BX0rY6RVOmwxN8Sz9X/C2yOYabJ/GO/MJwTGRPoGeexzYcbRcCT1lc5o+LVywrPVZ4r+EtJrQ2gLZVUeaHkugOjW6wK9/qfOuXayT4uE/zi5ymdwLDTxsXUaeLKhrIRphr9GnstbKoaY7zfHIOH7dJeZ6LeGB3Pv2TGNMK+gsxFNoNOzHMzpIKCsZ2tEj0hc9CmlsiZ3PA5q/602MZx76jzRrvDCbnd6SPgq7brLpRW6WLW+4aqH2Mla36qnQz7YCL9U2N3/DPw51Av6GEV7+Z/elE4tVvSv+WJKvAp7/ZfRbO4vHT841QJdF/Ep/fALvRcrLhMOEL5TAxMfC6723oEwGkQRN5BWt89aEau8ObaRuMN/fBshZcV7tRYzK94pnjBgTa8I7w3Bwr7mCoEvVuF+NmzKvbJRnE6Y8W3nCG+bYZuaeODgRgoOW6bt8ivgr3OCeKg4z3t3mg07135OTlaUTgSn+7EjuO34XGOF2hFJV8SdptBqfzs3Io0q7dhdPzDtW3jS9yuB3XQww+Fn1AlbjUIr8G8Vg0eG2GcunrYTN/Ni7S/doKqAMQ5pTKqwjP8EeFxu4JjJxID6tmsd5Vh4kOwSQz6qzqiYEO7UjseB43A7mkOLmgdrX+N+ya+q1eF5hftz6Iv4jGYxQ6cAHDOne9sPwTPmA/7qjHJv09TjXgfi/7jqLcYyeqcoLiHKy+wbh6svm5uMuLwaYRT3f6f8FPKbB4/DmDYfUgDa5HxPAtoCJmYY9QTqKf2iDStfctvts1/eWul7fyhpS3woYk3+6PxfVQxEe7SsrzF+Z57deM+bpmgKQewPae60WWjcq4gKl4YAPk50D9FX2BYWNLr6eP+uGM/sJ7abeTfhRk+lUBeWw6XmZ/JdpWQsqsv44CamtQlD1CDyuXYMmmU18V1nlqxtkXIjsbKcyiw+zp88x6m+9YV5uHnCsb5ElS1KM9Td0GEtjpBR8obXQL5S/4r65EpRYnEa74jLv+rkiGU3BBpVT2xcZaeo/PdQkW8oIoz3/B76GBdyD1PJSLYA9OUhRi8mzXu+l7mTo7fyacl7nOcBN9rxhbqtuP+grlteHg365YeMrVUM4ugDBJtV97thnvhUSobKIU1xb/0BeyTgzLDULdheCbzeaiTk21V/REnw8urVXrqr1KTwd/a2WfVOfBx7m8vkJ/aX38x/IP/1W4E+g33HDDDW+ATwSJ6ljYM/00ZkIKdHrbwIxWIp6BAAncYCDG4t8jG7oYvHsbifZh6jjinQHHRBhxcBX9a3vdDZIbLmA0xrnAfXAOJjI7bMuyju4rh9UmsWjNmCA9XVbYqJ3dux/BlTFiHQqdrg3Z800H7/ZZbzej5CHa9WeaSsnp7we3V0WmjuFmW5F8bO5TgZxn2GnZGBG5J0vxSdNNRycG+Qp7bdvOIWk4heCEbpY6MSlOmO4DyDVeL0zRQtjYy+I4BWuIpuyeTPvlEqIQKJkyfgzTYbjxSzeJjXWq5DR0DCB9Ugz7d+0Q8Ci0vQAMCslTiNYrEX3JK93Z9GLXZlQzctkZESON16+nZZNrAJ5MOZ+rbVXNx80NJ1rv+6z015sgonNq11PVzjoJwuFCJw61rP25kiN4O4jeuvztdmZbXwV/vRte5tkWKf895D8D7H4O6MZwTkT1BX8BMOovcB/wW+UsB3JMtoFZgt9Of83y9sR55cs8gWhnL4cEBLuDRZPSjr9SAOosf010NEsWevbrdanpvpRWVVv7FeIgVoZXfJJURONZbtzZjBWJX30rXlnTTdHvXUsRKv3lfPim9HfI/cvwBgfi9Dh+eMCyAeSvPRRzjmzmTC/LX9nQehHeStUyeW69mL0om1PJ64vgi5Q67BN4fwDqjaPk+Hj1tki50s76W3mio+aeyunNXyHBrw/oBN/5V8hRIvqllvwNfwDuBPoNL4N9d+nfEBj/2nhu+Cx8hk8az/plxx4aTfHcaqeyD7oNwqcpBhjEZi5gsAcDG99mUMQdpFegCOC0KRNNsAwtLckJdrtGIWjCvr6WGcPi3USUHrk8CfiK+W0LcajznxrDM4ku5SoqfH8SPfRPJxNNZ+BMEn1H2NW92NSZtYwOKZDrxzQTZtLlvCpWyBkPZ0ZwcQ1cZaey+bAo+CLBLzi0n0yizx6oWbWuRH3yHKA+UDFC/B75XwobTmeyViT4IoEXe+gZ8bD5lSREjGl4ffZNALohxmG8CgEedYXqyUxjMKU9f4DGj8dMPBqj+kBJ0y7LjBdBFRhElT8X/WmysQ5ih6ZwC4XiYLWl7dAhN0mU2L76A4rhbDCvr8xZ3Rp8V9AmMIbTX03X27YK2zMm8GhhF7kWw/z9uEs1iYIR3grck0C+rOfFhX64Etzs1OVW/TQGCbufOZw3BfWCDfsJONa0fX6j72bKms5dOtnfaoX69d/VeH0945ir5gbR8Ypw+irrywpN+iv4YG+zOU4aMCrJK1bFyQ07uK2oYN45IsPpeu2MmY7PkUwdVsyyyv9qw/F2bDXHDTxSncG9r8TrJ4Tzd8377ksSn+Lfuq2MTInglRYuwjMyqyemp8+u3fz2mXdp7bdA4tE9dpen6ocH7Pb9v7gZ5DtA3nZz7Q03HH4RgGOfTJh+9xs6D/2VtzHLzxeReYRNAEd11TxBD+w3ssDKnJS3da6mzotm8xxIeL7wZ7TsS5u+mglI6NRv4tqBjy+sv2n+MxDG1JjTb2n7hn8O7gT6DS9B/HbybzdwdvCvjeeGz8Kn+KPbvfi+DsIvwffj5hX1/eWJhnmOqeFq9HpthP2iHyFVcLBfmI/2te6LpuXpRCwbXX4xhKW8xHJqTOX1s2eCN6EM4iFJ9PjkedVMc4sE77hBIMBrSfSzIBFSH2ST/t+XjzgROHumvzRVZ5IP/ldPfkglae48OHUf6u35amfoc7p5SLiMDXs8gfI7k+ingzarbMGmB+P9RlY2YznIBy9TjgLyCRqwO2Z9es8eGoUn82afKQlKhz6zZEP4darlAwuvenIvygrFs6hOlliIib6qDXcO/VbnqrceD7ep1H8/Po+H6QpP2+Sj3vKY9spFWRGOO1Z2T71DobMBz2OqlsrbYe0Q1Z/i+Gn9VVRyAoXp/CPXJwg4wfPKHr20J/Gn9BfRfApdpNBqoPlere6aAb1LN56i1xxLMBgc2VV3v6hv4rA+NZ8V/QZ0P6B75rB+u7mNjLgrn1H6aDgA5i+S1T7NRJTlj/c/Wp8lydY3wAWitFSecgf9pKKAo4l8TiuNeoB98XjQka55ZBva4RWkNdq3F409wyZZEjACq+tebVyKc39fv2veYIU95bbO8++22HIj47u57IqQ2a/jQWSJnAuoftLbeRp0Us/Jr2ttP4XR2+APvdzAAaMgf6p+qPqCr71Ken5CF/Cqz3HIxVGrr66KHv36UHyjZFpydAHFGE8EwZ1ielLnJejqw8Y0At8P8Qqw5dLPPzXwJKBD+OnY1g3/CtwJ9Bs+Aq9+MzvWfzV4+e723gn6BOvK2LmI71/7Lnj65tU3K7Dv5o+39ac7EytjLJb1ddylWFWMXUlCDDRl95AC9uHCbnZjgHNffg2nDLtV+2enZ0g4fmjEdrDMD7dtlVP17Bo4mZzVf1XA1RXefH9vdvmSqxZ3+gcni9PBuouXVm9h5HdLSc7iefpm9lWMBukrZ3PQOidw0vq91tvl9ZXk16rtKhb+5BsWtM3NzcvyZukzzcl0T+KeQvMU7H3KfcJuDUXQoujC91cIha74G+CUPmQLsuOve7qV4ZuwR0MuqK5hCLc241+i+MXnjE+94kZz9+MQBWQKsuifUOnga329noxzMuXApwYwiX4WnS2ctSaqgD3+W/c/VjcLLNb4c6GgogZoeIajtlgnYtpyqwFGgZIisovxoY14wSbNI10psOvSY2+/Bf8h9hiMifhN6oQRX+HhXHg74qRAFjThNLyXYbU5nEt7b43fOqP3DPKTbwL79E0ljyOcb2ZTZdyZ8sXqPDmdaNe7Nz1RI8mc7rKA9u5p4r3+quEp/XXZXr7SdtNguuZ1vumt4/qAthhPnkCofeDvCp/DhF+3JW2sOl/R/9nJr8SvfhGX4h91g/4G32e4n0WHF4E9ftu2l+XrFbNt84Ows2BGvOz0+7Xnnc8gsGsxbTppy52E5IBVdgP0t3q4qdzg+W6P5Qz4MSzFQ6U/rkxq3ESxqNv5VhkBV6BuetqWfXcDjjr9tYd+OlcK4nm4Kg2uT9dJfONm5ln3enw82P9TPCoWH14ebpYq5ZICNisGhhYrebir3zW5wucqfHsA4IafgDuBfsNTIEIchfm7ko7fkTztDLBPjGcF8Xsonxx7HPOn+voNiforbw/46WR9D29Q4hARYfDWcwLMrCkJpA+ac/mW6dxF2Sq4apZS4zxJW6uuZtBl1WyISUuQYriMHUb75NQHk9sATHuxL1cmZvVxo4zSLjC8DKzvSFjU7xLHRk+lYIqH5S4xcLPE9hshvzbY0X0UxydAP5WgCUG7cw6rnwkZxI7/zkbeoU/3dHx1rPniC+MfJfR5+ZufpMVXYZ+YFAluUPEKbings9WUVn28xFbapMF+QPYUmBXneV2/qcbWgfnRw/oBHXZmrtZYXV3AMSC4KKddsNWrbFPy5MXQ1KFiPC0c9kwHf5MEZI6nsZnsaTueOlAbEd0lfQ46F6wtIu/5oQlv9x72x9Cul5Qu9BnPgxK3J2Jsp0wIMQJAfzmRz2FbIxueDtl3CMmXBD7gRGYb4qv7Lz85MhkGbaPvUgU/rXLK9Uef1sdgY07DNElwZ7Sufc23PSj0ZCNDBQ4dQxMZQZ6OIJ3szjx9N70vBf+LCUe9hXLA9NiYdt/x3LQlz73+8s2eHOV3PvnVMftyYQ6VoqWGiXYlTVts0oPFThbaQocHK02mWOEgPtWCTnnJDOBPLFc8xR7lPiDDC939FFx028U+wFrZlc46C22w90LFRN21iJPMO7zx6Elw8UD6zEifgR/z7z4JwWaO8dAjXAD2RLSvEH6QQCrJcBcL+GHDTN2kyxjq73fB5J69sZv9s5cfRMNj8BXyG2BMX7rji3LpW+FFnjnr8h19BX28sbVVh1UdRP9mM8c1jl65Kv/uvOIsfj1a79jcg9Cgk3IbfVGs5H9vuOEi3An0G54GTKK/C74zmblKon8H7BL4n4BP0/c3JM8FzvDm702eHxBN4uv96RHESbNRY/atWPb+yQeICj+BBeBweRS927p0nk4WdkGPK0n0ygBue4BASdeeqxLCFmlDT/zt4MxcZSOyrXVi+q4E93wS3ZxH36U5aUeLPjj2cVgGHovXTmKQLCQAl/QrA472NO0zy+4TMYSOHNye/CXAJHoNEriVY8sshpbeQvgccNiSVsUNfgtVgja1XMHKR5I1NbbAj2H8fq1iKx2seBTDn5I4t38ZFQ1OadCmCohbMPQ6XFxRm4jKsqXNgh9wpNSf0xVmA9oksjcLzLkjCPIn3adCd5abx8unAwr5vWShQZeialVb3FyP5XX8V+ZQ/yzah07SGoOCHH4jfq9CObTNeIPuwqdi02aOSvhr84UMJHuzAQa7P6kedm131LiKUy+zrvf9PoDNT9OuSi96EXEdEhUVvJxzfVUJ2jAWYmLo30EEm3HonK9yIuo9ymMfrK3K4oSr1cr2qRGCX6lsYyDwwfoNYJde5PMdSXSRsY0NFS2KpJkH9S+/mc0ePOGcMZJLub7ZUGq1LdWX+b/S6NL7FLsKsmKqJilN1yUo+32q0XMSj+Pbeyj7X0l/fRSqwfL6NLqHu83HJ+g5cF7fnRB6AT6vT34AiiR6zszZOUud2Izc/GYC4SYv70eJbI8lXUF1J+NbC/sOI31Cz3C71fOhdgdmvppMwI2rUtcnzgsfzAn937Ka3gMDyL8dWWlPc57TeV5yQ7qAdM6z6Tc8BV2XGPLc4mGO0/iGOX1i3Z5Koi9kyQ03XIWvn0bghr8NfzV5/pN9Eq3p9puS0H8d1k9Z/A3lOei5XdQudjyNXWamhzzF54y02c8YNL4GfY15PELU6mXefIbmXdgstlv9O9/qaK67Xly8+eij5qPgFZ1qfdlKmK5o9EbkghW/jButvj/4LJw3vgtM9MxNoybOvnndruY30Zwdvlj0KmDSE3etX4FPUOqPiM0noXnCTOQlJnEJ+fG83DmLh/2NVzc1B74qD+Q4APsKvuVtvDWkFMroPgqco/16RAtqQYBGyjETPZhUh8nXb+VpKdFhX19f7hc3Ebz2TNJ7mH/5+slVvXCcz6sUz2x6/uF5xpNwDLzt/mFLsbMSOQjIYCAD1owvjjrsTAd+MJFSblx2oa58BsQmAuxWWIoONZEg+oAD8VF3fIcwbfoIuovjdT5pF3S3Qe5gkulT3s1ZSn6K4mfa/fhsjyABXFAU+dHWeNyc5PB9FuE3+LD6CanhPiZFXsq5CuH3JA67HYGzW9tI3LfbBrglcc5Cb9Fh81fmRpfJ9MG+vvR3fHndtUGlQfCDHOgVTAudJ6SjE5nR9GHiXfwv6dzbZ2YUnJHeiIgPwtfQ6TJoHzcjLX0Btr9sr/M/2XULgwjsHv+va9j5V6K30J/5dv21aJ/9ieKOpHbs2OnBc5gIb/6m6Nw/6YpFBt3J8dZupV9AIPh8FthCY1AxLpB7e1UD1daRrMr/66Ajl60lsRlI/V/zxaQ++FqFD7bG/RfAqzxThOb6vjgfVzq60i9LHDo/ux7cUB3pS1w3F1htnL63z0GzBXyeRNnw48Lhhj8O9xPoN5Rw5cnyqtwuOfmbkpfPPEX/jm+Sf1f7n/ge+k8n+a98Q7ya35+cj1Plk8+/SIBUVzgfVr6FaxUCRdWOUcWxDDjt1nvoOTWxGx+l+y5dEwJecVy5u3AFx8aLV4NVUPkv7lXQ8/jE0y4JR/4/e1e24DquaiHn/z/5RvfBAhaDBjtJVXa16d4VDxJCE6MkW00xKDb0hLSmz62ovTKnyubQSBsp5JmsacHodypCI9z821Tz6PiNNnhVJr6fBRgHT8ryhz4aT/WZ8XWcSrKTsk70JnvwJKz4gcd6arwU6dfFn2kFnLuLMvqO9Rk72SruRCtXKStqHQsHR6oj8CIE6Vs80YMIh/nRXB9wkb6ZDYK9BEe49z/ooKoWDHDkh2d3ISf62gaDSVWZ4we+TUlf6RVs4p4aIWUi7ryS+zGSEBj1jjlx4i3GaNcHJBZxxi2i1KJDiSFIov0UiABH3UYB9bOob6S2WjGYdfFDcMFoCnOtt8po/injiM/nRaaTW2L6uFW1uj3FEvbnkJ5UJkUw43CuCVqVflKNOgtRd0rdsePUr6npbTDPvtJv5pmDnjkTZ6Jf4vRr8VNf0IZbbXll8ozzVDbKWTgt7ZiIy8+5GDOzN82ZNC0klSAehMlNhukvKS9U+8stQOk6E3aVY+wb81tvcp+vFa75g2yPoY2XO2whcg751YhYZH+R106amVHS+Q8B/9EJuDEqRjYb9s/jMbTH3nFC4wXp9ar48iVE+dWUixWZ08UWZP3ZjaaUIJ1uneR+c+9aGO/5o2FBf53ZIz8iv2x8rmbPq/ZdCStz9+wA+0l/b9W1Z+l9k38zcpn3YF3jWfKHmb+0wlDY04lPOLxh8w3IApNfZiRn9KsBmKjJesLsfoXeydYkUZYEDY9bn8GgT/RUWodzU34h3oADbWZIrFdO7zueLIu6Ps3nGc/47+NYKG2bGD84Sc8KvmuZ1Q2fgjuAfsMQ3n08+zfDJ4LMq/J+om2/aaHCfx1+/Lj4yR2RjW8NOhAcf6iJfPq31eGKUVOhmOKRumwUJG3RmneOovbFpnQeP92JEttMisTvUaITWZTYUIw3AI40zGzHFhIouwwGSqfDfAfOtXfKqYHBqU2X5kswxSTEN6HnxNibVaBE86rVPTJoOh4ZrPbRxrcZ6WsaXsNYwRum79dCtYCjhM5b6m7cbKFFkt1h4nq+wYOBVwF5uezkLkpf/MZ0kajgRCgWqZSuCPURNE3YBqU4fjh5Js91IctqwdeAtmGKsqNG7YVJIB8uflLs6ISaUKRFWPqD3fiFDCIOXYCGHzCAomea+//wbdpZYAnDGxxaSYL2ECDycgycd9GB7nAbft8GTX+tXMH46tdQL0AD2XV6QeVZ8fAh+YVON/dLQfk6LXBPrye8Au8Ssal2XywAz+nohe5Kr6gn72+UnaZONcbhXCxgmWeOONjuz9DgpsdAFoCeL7fKFzWJvJOgRSdsqu5t9MP2GN4bT8ZjF4hR3uWXVj0ejcOmMkPlSEWqW4DAXq/AdpyA2msoV6UOTn4F3Qb6dDwfsa3M7gIkXSR3ecY57DuCt7GnInj+EbhAsOs9NvNqaN+5z9YQXVlI6cr/uPyqFqF+qdD5Gviu9lkPjx2hsrC/Pq1ENfczZNvKH5HvDvSLnvAttGOrvNb7Q8MZYK8EkRveLi9kv2BE+QHXXn6hLU2E/sVkfg1wNbjWX7CXs7+0+FzadFRDjeNw/a2pmdwVH54vWuh38aIb3g93AP2GKZzZ6fvX4NN1/1QQ/TeD5j9Zp39hLH66L9bYMTSyaEN1EIwdRqiEXVFEWrwJZZztUXEwCG0OS1IGNwCDLo2owff8BB3DBeMLo8jKT0ru0CsESUChVcwx+CA0+Dpqe7xgnMyD6O+bcw7T0Olhv46eq16kaZOcD0K4wFLlkFNHDb4HB+JJHrbu1rVTcLusxfu/aCJsB8+JyDhlMff1fuZI3qSpIIHDvHdFpqIx3azQK+NmkWcxvqe2eSN6EvUhbUfgmmPdnADCN+tv7ln/sDpPjVc6nztc5d6D47mFQOe8j/cV3qLekC9xn5lMRmJcAQ+lFbmBSkcmays+jgZGUkxegTxFOdhPXShqEtqsB9HZHGm6yxICEK4cbY5qXBn20fhH3SRPgR/kWBpraHB9rvRLQXRbbUfX6+tlCO5+OfpPHGR9XDj+Nxe4UTp9IgjxKbMg1e4LBaC3N1YNm/VHj+tsW9a8b5V0Bis0cfSdRrak83oHo20il7G4w0RAmYUnxcQlP2IDHLV2vDrRPSKosMEwW8p3bnI27RBYsKQsKUhTN/mbJhRZ4fpWxyLIAOrtJelV4IWBq0JU2ipKRUufbLB0jzT2ihUB9IPmaJfugfuUAs7nkxOyjxKK7X6CEvt9M48eFneS1CRPqCBVT1wQ+TiSXxfK0yE8wnG94ao5c8MMfretZiMgcJNzlLbw697tCNr1GBymCMIiF3fMIWefyL8dGCmAFZ8r0u1a69vtDfIr54r6Um054pNDRIuN1tNAPWo7NbwbMZ1DeSDvXxpAEaxPtnKhC8opA07vL1BXXZj5cDBP3gGr4Z0GyE8IslHhN/w1uAPoN5yCv74rfRao/UTd343zG3ac/+Tu+m8ei78dPHehgaCAsbvloETRXBcTdCe9n2XKoKe+au5r3oljcAhpLDXixtS4QYDGcGMgHZD4NgEll1s/SjCuJi1pYFcZK599usrOIPJKOlFS9X+bS6x7Rpw2LzpvTnlYY4bqPoMPok9Qxl18F+Engujfy1U/B6eC53EeHjfzPC7/CcJOIMgUVOnGhVsbrH7j9etQrXQXFuBpY2h+6wflnGXfHPmOnz4hBw6Z0exvVZ4UNG9hgm62Uc/ndZooCyLP7x6JyN0lECNB9JbR6A70h8mUBmidIEUZRtSD5yEAAYQ1lI2dEi2T4HhiIhoHHxxFip9XDu+wIOI8N38PNJFbDQIp+ucEntOiInqpztZ4wMNkfHadyDsZo5CdC9w0Ys+pkVP4tDmQWvOnBtQGnA6eu99X4f2NsDskxunQ/vm8xltJE+SpyhMCKB/UH+GT+rbKQbojfap2sLtcf1rv1Tlk/MdPDW/PEFE/7Yusb1hkhbwXmuWRVdafoCLypNliHyKfpvWTxbA8pO3IQFiKPgsLHOS5LETzdStaxJWH827ReYHOitvuwRUm9Sb76yxcIFVbsF949Qv0MF3MPpNfJ8qT+6n8mk7OaRk3nIHfbbFV6TjCbOHPCir5dcX+ujYGfRYfPPcczfR7t/t8V5DsCMY1mAAAIABJREFUKoAh3WfYUsUfiJINJs8WVBymU88TA+maKLfTyB97fE4LyhTbLJKGeIsgvegcHN8PIOsNTdHJJ+zwczQz8/ftKvOoGxLJPynIbvgvwB1Av+E07AQuf/qb06/i+2Swc+d78N8cCCZ6f39cKf+VPvrpkxReHk/N/rVGE6N/kD9Zef1Ps+/D1N+KLRTFURmTgGBZ+0L5BXVunjekWfeeVxpP9TY6XMRhHHBb8Dxnrxxpjqwmbe1CQq4NPX7vENJrT9IQyliEyzg3BNa8E2mGMh2OKYpC2R08vwKlDyg8iUGHcB+/2R3hZW7iJ0TGH2xM5mJ6O3y+T3P9FxS/WKFUXngQx8PL4jd256LAWD07nnqQv0azDTnfaw08OpI6ulcY/i4QQublbElPyu+OrcrrMBQv4f7gkQ34jfFCt6OZAs9iqf9gkk0HH8NUkraczSZwWkB0IwUTJpAcDFHWcGjphs+Ptqhq5PwpQfZbyU0DPbbrIMsahnoRyq60AMwCDSLjqgUOyV4INWB9vp45SZqxXVR5NVjvVJ5Y5wX/aH6ECbV+QQrsB6yavgQ8tnlSvnvYxwRDq71Ffh14GmfeE+ud8HPx1MmzaC/6BK+Khxr/CczReRymYJJnYRQu27cIljlYyY+Yf6rvnZU+VeqXNZ4AVV8fZdiu5iobyG1JN1dnQxmjBwvYSB95kCzGNd5q6VCGpTVFI4ZRfQ4oBmsxr+5aq2QrYo7cti24T57/mX8iTdBBLVSU5cc+t1J2Pcr7gVI2lRVIQ3ruy/CL9IKsk8tROQNw6laXjysluIqHHMgy71jqqaMEIxIibaPuXaDZSq/yGFKd9R+WT208n+aAUX6dsmdwPl2E0wZ0fD2b8fn2ZfDmVIbN8kb5vX58Xj5lffM1GI+o2nJ6tbmHi7131Zmz/sSkzxy8DywAn3qi2yuZyaExIP6s75fzfDvXvzP5JddCb5AjbBIrWpumcqoBG5i6CWaNCaTBUrR35E1VwHwSTE/XH4ZSoi/Y0xJH4r8tPjiDfkzXCEEs7uea84ZfhDuAfsMNE3g10PrTO8Lf+p3qL4NYt9MrHf9BELfsFaV71i6x7dw3+LwneVaAOW+iMkxUGN3cdURQLdGx8qoZA44kVUAFf9Q4V8B87JA4PF/9EXf/D+B19Qm0rAux5KJ4YzCot0902rxufM0o8Yr/fI6Jc7+P0jb6HvRZApv73ToKccMBtSiUVkH06bg5M3wvtlGaZssi3zCnFrDFl75BHC23Vk3aah3NmOA8k/4ENHKBrEY2T2zHaw+k6ukXmZzaxeBXlO8GI85088jl5aioFgk1vwtZ5JXzpTtnR/J8UAo6LOgikQEaABFKg/yKsiwF0fd59yG/iI7j2AU313WDcnU3CHU3UF8IJqFbbR8M4MC4abB9QEgvT1MPesLhtAdZwTFwjtfnHTfa4735k7oh4hJ0RIY/jlzQT0S/8oVcARi9KL5a70vq8/XyGYYbxMUkumt8M7/Miw8Bzu8+lRdM47z8eodzukR6CYz+l+laIZjqP6/06QdkF9GwPqBOejuhzWuBOrhf3FPkmyBqqwTyemMau2Ntsb7hvnPFI4juGXzis/5dE8bb6apkmhHatB3HgYqUtxN6TnpZ9dwv2DQqv4lgAx0rD5d73x+xIXOZROT4v9ZU5VqDF5CiCJyjLZaD6NtNUVA5m6sAMKdRz5kVjmN+3lqbAOPlHJ7zvDuXvdLZTwIvfjeyx5F4noC9XG+VY/+6P3BG/xf5/oRTCr9szewyCYai+rfbx2fk1y6dtFN2GK71glvj48InUU6c8tlEv2HkyZWvMRLM4V7pPAdxU1u3nrw81kVYUF98HXQWtU2SXTuQZ33Bm+JZ6EBR1usH5sIis9mx8Weh6grXjYFp7shOqevbpvYl/vei/PqIIXLDt8EdQL/hBgDngAscfKYMfFPQ+i8HlP/yAoEI5hAgU54K/YMndx4TET0eOX9cnTh11EGCyQ50h8+8GN1piuVghQoc05XTeRyg3lIqvTPAOvQ6MYXvPjllNBwXW4zLstTRQ20PDo4auS/ovOBgrsjB7xHGckb8xMW5WczGFwP8s51YK4eKM66u8IhGbumoO+5PcL6bt57DeS2I/lmIm578y48XPwVH2pUgeqJ/ZXwCjk83faMjoIuPGvKkvnPMfSetg9D+fGqezDvj/CtJyPdhQHBOAQ51TVamLoWdfosbymB0FAx4Pt5GudWK7nJs1oLnujPOyS8vO/W4dwiiq7slypkIcZwyVDbxfnTe+DTKjxvQC4Ht2FcSPHeLFKnYcV8xHVlUpr9SlgQfTG5e1U/VD9MVoqZeFtb/HK0iM5WFe+WpckpV7OsEdwahGPFI8HyBcRkIHeUtyk0Ou9/36uDQ0ak8lRHnBcq2g3gHXpZfVsGXW3+FoBw7kwos5uHH7chQH1mMidxHnpympAcsiJ4ElpRvjlLU5++8cnhvP1yw5Uxpg8ePlMzkBqMcwzSDyh9sne1mpI84/bU/q4IU6b4RLhaz7lrwICWOiB4P5dFKbpBt9omRfKSsLAA7MocBE+VoXABGG/pxFTjXWy5kGJFv01DfAQytms4EmVvZffjt2RhEr089KQp+YRo3/bOJyjX4svWhoCLdzLdQ4qjoQZ74Oj9L8uslDHN4i7T+131l/0jwXMDPSJM3LbgSYt9u99Ii4RJPC5cFK/NmT9XGNgMe+Ji99WZ3WPGBHYrvKpkEtpTHABKJIb3QicI3Z/NQ+J6ytYUCv6fosqmyXd1sb/7zjW4jjivnoFuKcKcZgawcQ8crslb9iTt5XwNktyWn0+ar/fhOPTvB+ofwEv+7xuGt7BeKvuGfgDuAfsMNASrHwV8OSv9rsDoe6O+ArWIl6rpHUMR97cNd4dQZtlfhvMhpQhlBsU15zeMNiiBR+VHWMiPR3ACuFZz0SQSuW2sKGFAGLxnuoFOHHypplRI+bNNIo7WHlsOSf4Zj3yAf5T78OOzo5067W4kbdrniLtX0iblXQAyl1J4vh+hXBZNSL067d+1EH2Y75yo5H0T/IMSCsSq/bEDMSLuEAGHHgJXrT4LY8I0kpGhz0i304f57FtSKL4tO18HBwYThj4Ak8ukkv7h6HJoeTr2AgGnOBM8Y6d0z0ps2g3k24re+qaI37kDnMA6nAdPAesogOhaZ5alb1CSyRBw3FS+HALqJ9dh/ndHP5JcGHh6wsIESfdZG+9AojCQO/8iPHbcTtMKF06VgElcc2Q1/tQAbC3MZMhsT+9S0Ujcb5f85gZLQnyrvnL7zYe67CUbzyzS9q1K/HTwXAPml8klVSpuY0nqnWIUbKlH21Ldob2UUQX6yc6nTSFBNJFxPBhg4XAz6oeG7aHtF+c8c1vVE/WBQpnaG8az58PNz0+Xk/icEqX3xsc69fVtfeO30Kg/e8d4cNYzP29Fjhxwv6i7XbH1T7ULvCC+zSVuy6Nl9WFugV77oTf5PJuZPT2fRda7Au+THaoG+Szujp2jU+HsCXq/eD8mwfz14PoMv9/vZouS2HL4t/Mbn22UuafL33DPN/Ik4Ukt/YsZoOSuePdNtUZ75AjVfg2tvfxRlyf3uPChoc77EKJvVrmhQ3wKt6BQdf7J5Qdw5/Uebobn7SQXCdf8XfLtJt7sgx7aaNAhgtyO+/6Lv9A9zqxv+KNwB9BtK+O1vkP/2N9NX8Mou6B1ad/HvHmO+wvdtgej8zcK/JV73+qtWynIAMR6d7RVL/yo7deI7jyy4k9goSA5a5qS/xkDfgRFocEEPdSmEjF5htjLk29QtPAe9TfDyxNFFNNQIcYeU6oPd6JBynJMcAN1A9iCbKKpcY3BDdd/jovyO1JmV9TNDoldM+uPyXANlWY6ttVfnjnefU7B2K5QbGrbLa9ZX2uGGYcfcyF8hDvwsXLzOfnl6e9qZUiWf0tjKS7lN5JxBTcGQpYk8cGT4NGKwjb4R7VAgHlhIY8fxHTxvwDXSUc2J3Kv9XdW7CR/qC646bTxa0T8AdJacIWFuBEejPvD1/tgHOU0OjUjXxyjPSvll79EJr5TIC/lMR8inHBZlncrmsOhM/Sq267v3CmkNozyWHXbh2UGW4W+xLCmwB3FMEtR8JvVLDyag/Mo6uFS55TpGlxsEGdz36GPwAbKY+IoPrB5bfpouJ/U/maee4AFYC7UGY0P5TW/fJM92cFOeLLHYDRB+ZE0YOFvBb51TTmV/0kguw7vY2RDDVH7BJErMqM4/E38rLWpHFO6LVwkSVzroqLSqdJNJkYiIQYLTaTxP5EJ9hOkg7QbFkcaIQChP3Vk6nc9D0u8cSXW7JQAHe+YtIDmi498jcdzayT5AU8mzMAPG9Bblq8rS6NiUX8lK5PENMpW2VwHQjlu9FYKjR5G+TXXBWmslUie7ggwz1d1TpPYWVgjaYyq/iqBOeq4FoTwb6UYynrjfM8zTKn0sotkvkib9B+l87qiIBLz6Zw+WSaNucRYX1M+36k7hBb9epX+/gPPomKe2CsIxjufvl09TfbzUO9s+2wJv1I4ybcqGzbgr+28qvwbFWv5h1p7/NR2pCd9pct/cP0aeFwmtReTwwR6lM4mRZZQXSTx6VWCI9gn8Aq+M1JSaRvQBE7Dc6Gt0gjMSx7nDKyEVZcckaey0nKYVV/kec6oOFIoYqbiGpNBDujixWL/oAUUDFf1RFuyyiA55QvddyRsoNpvEvpDTm2he5OeJH+ROWBR4w1+EO4B+ww0/CN8WqP6X4U+3JSqIUE/2SchrtKCwUlZCxg+Ld4XjxxMwPhJIjYNGpN+rBX3Ck+vxqiKHClPUqBr8woeGGqTFo//UP++pTujKpy0rT+pcQMcNUaFCjQJAWGfbxcgPH4DgWT+StPPEsA6vrF/MaSPfZXUHZ4YgugYd0VlT/B6ByR48JPIn9fcAxfaUPaWZC6FCb/3i1N51GVtku3emx+/KoJh5nhbZeZFG0/6Wbh5p26ADm+Uqu8ZxNgui2y3O3QMkEGjjGHf1+HnhAhGjeTAMUJsZzP3Y70snJhRjWOixIZaN9Abv24M6nSOcZCKjkX1eQ08MgXLlqiNPba3ocl39DmYvy1hkAMgyvefDC5DGDS4cUvEHctC8BukHg9UQTyLA4vI6DitO6OAIwvxYfZEN3GTsVPXoJRSLEHhy7dCkO+6yiciNE+hTu+9lt6InWeZtaE9NAkF9zrKrHPdBxfBxUd8Hq6Obj/JgEd1qmqGeQLLYxK4Z+L0uHCALeDWOY2SDWQ9STXNqo/hTWEr52cpLuJe+hcDdiBEH/jcFGLoEvHUHBuL5IzDvofAJnpg2zQl4daa+qh9FylxXGzUD3qo8blV20MusLOu02afKkG591+XDnPdMoIH8GtTPdIVOp4oFsydGIKIL5RfpM1+ANUs9Y9A+OX6y/AJx5YKrlhdOJ1H5gETBq0J2VAFuJ4scnZOxgPmFz8fFYs7uszd4HPowGIzv+eBR1JqOFeWlkG82axpksPlQz4tqOGDNdDioBdLHBtYEdAbXj3g/gekn5aJdjOnQdlM9cQ1eNsmz0D7S3mKXQrCuv6bhhK7KhHzaj20y7OL8PmGwZNnQtYA4+DU1h/vN8hYDcjZO3yauyjqdg63so4myJ76WuIezMU7bfmPjxjfAKGjmf00Hmsuvd1Uwox0F01p4YPJsLGMj61Ue1exJpiG2eNXQVVkDGtwFyF0nu+hEc2J6z2Njqkwym88QEh78hrvusyozQOU/ZLmQJKZz2HizbDvyq2x+7BqQlTImxP6QRM7t6WtWl4E2Cdpp3O8Z7bB5B6b+WPjgYhDdbTCgrj8S+BZDI6ZTLIm0PQxfLWdePYlyKr9SWTfcUMMdQL/hhh+CPx3w/TD8a233Kr1i/JsC1LyyhAndNToC5AeU2GTEU3lvlw+HKzq8PS1BQUbluwBXm2hIOMcMk+mZzWt6aNEL9OC5rO5Et9dMGUoGSXTwtZCqNZe0YXv3iqBDhygYj+Lc0QAEWQBC+3o1jibtOzBIVcGF4Pnwm0SbwfOjCSAYr74q2G/DG0H0K4FzR0F+5t+v56X3/zSYO34eJvQvQmHXpe79qeD5qJi0M2ORHl+cMVosT5yD9T065cM0PZ71cZdpCGZjgzFULRCRa8mFgfQIK4t7CsFJIo4bDUDU791ob+xPjcYcPbpqJ2A0oxV+pRRzBsnDFtoY6kyeb1VX7ptx8sP6x66BFzonhJQS+KkhCs+U32IbPbIInFNdyk/vECSVR0f84egzqIHiadjI4FDAlAz3HN5BYfrw6VI0fed28rlC7L1VQ6i1IHpuDNipR+SD5+HagkEZUe37lDlmL+uhdowh7rTX6kbk+cgvIu+I/KW7f0Svio5L0DHGVBZvpCtKcme7y2WxwByQ/3npTHkMrJyqW6X18bIRVG7xelOelcNkL6vnlItMbXKX0u7UNzgHnerQ7L37FM6I3s6jo6OSiNS5PC7fmDomnQUAUzmNyo3zJRS8zHYJ23s/HmA+ciP5wmpU7/UhXPYsPmAey/fEJDmPeNU2CTzLvvl6tGeOPeOiItG1Ox7QjX0V4oNCloHthy070f7tChzaqM4azXbXoBAm31cOu/QlDqYwoXXENa1+1LZKfd8FhAs7o7Rle3qUm6JhRHkpddR+kt8ot4iC/BrwypVSa5NNqyUn1By02IlFO9MLeQaayaLfKOtgOCmObEyb/AonJRVsYMYBS30+ZjjFb0fvmutbp4NEKboSCqXQ3U+a5NerUPCrES2XYNXA+4I+Zwf98bjKMstzedZ82fWEC9VjGZinwXQCvqZZkSG/WMEApYyOVY5yr1ZKHdiCAH0yEHqhrJ6pSoW6fBrDas/GPIEBsSRaMCYIPrvMUYbN6Kye4jwXx0OhgHCZR8RRVroURVIWZGzZcx2S3V7jR1HGoE6megEupw+CYCzG0tKqSHJJhZqzpd2zBaQkk0zoG0TfytpHBXUt/DdQAGUDFF5vbU4YM9ilP2owt264QeAOoN9www/AvxYAvuH3QY51UwduTgDXR1rv1O6JZkNvEkSnIr+oIzMFfaWpcXUXyRDlpf+yKJskDr9kpWVlR/V6zgVU6QmNwFakCkdMNl+wHJvXf4pKgbnPsPPcOW+MV6x4xi5LGRmcbnUoEbkAYYF8Fjw/HhztJ8fTidkQTyQ4FUTfDajreFkmpNmEKB0kZkUREcNxziHnHgFTEtIrePBTwfMZnHJJDBxyu/lnnxIQ540LQsDcjV1j485+kZIUSAD+E+mJR7m3igdSNDDPy38cTsfO8kYuMKvpvPEt/EePDIwd0ccvQ1rZBeWSOrseguihX7zPxbdpfG9UhuCDyC3uC8b4OJEDndnZoDXngBVUOG5C26PssvtI64YMg/JiapFZ6uQuxii1JhFv50AYOWXGjpXs8KE4PuQZ9ql2aKwYqTPNuSh8h1l/peB5x5B0iTmU5XT6y/nFTHFFj/ZLZAAUA4XFPAoiR4Ln3B1c2v44HjWIXtA3ejhpC+y1Wp6MEVQpnc7SK5aO/XZBsAHPxSKFBP1t2mczXpdk64vybOwaG8DnEtcYyoC2NbfwZ0mLDteWMhGRLgKbyxMOZWMQ/cjPJHrZtL8q+XVKAbBW1Lo+B/LLpW9EjYkeNiFHRSqrJzlNqeMIgwO5YzxppsLn5BMuVFA8QaagLFFeSCC/4DQaV27kkSfkl8issnGyPLMghMc/6trWyNlhDqQ/i3Emc1tUZGUVvVsTuaJHCR7/x41fR7/QkWpNFjwW+RXV9W5X24kp5OSZe4a/VyD2X2cCxw69TgtI2h2+hm0S+YYWp/c2ap1El/7YZHWR7S9TL5j8rFhQh3w69i9bGtcblUnyi4YVwldJfr0LTguyTfgETkENU7KWNVn/QJsLg1d2qle/d/pWWCRCwK8KX0UL4/tdQXQXPHdBv3yiSsPKdS/LdvQyMrMJr5vZx0f+Wm5meV98wxt5YXiXdROrqy+wwDkjN10gDqZqnkZZ6MRp18+RVrXV+3hT28z5c0JBTs9nxzYqQDZU+hRGiatXlKrcH3L56/y/0HafCD+gboi+PaHcdDJorS5zjmucR0SxHY7pO/avqPxaU5pwL6Hqq5PwQfZ7w5fAHUC/4UdgKezfjP/lHcDRibegP6Z/pfxPtNWqPu9uv7PttZP/nYsQ3l3fjwHXtGVlk1XpNeP/+IMOEu+Jn+8gT/m75sg5CTlMK0V5y5hgUGztV1VbUd6eT1TXtJ7O+RErhY/BKmuq3eVyy3qBh0jKY3wX0xL59xAcsgBEr4trzkE9pmDjG6uA+Bo3HV8uOEjkMlQG8jS4SbGJo5M276Q7O/umxsssARHRYOWq+aGyIk8kY9zvurnCNUrSmgWJ9L17gE6CCkl0XLwLwqIRwvaonhelI7/RKebbb26MDgzMqiFaNPAhLWxRa3QshIjOGMNtGWN9jS3Mg+jewEzen0GNJ9DIAi9QUW0HzqE8jrwZJkh2AE2L7i4tc6gLr0r8FtrC8+Hiu9SaEPgh56BsY7Zdb27sREc34Evl53HmTvpQFKkn67uZc0LHW+8n53Hs756N2uN5+Pj6P/UjiuPKE5vqpvPDCfmm8lHTi8MoVCTKbZPnUNNClqm8YyZ+9J2i2mfYnuxxYdNtwih8pjvPcbyQFusgz+9xeTKetQtp/v3NKO8WlSnLkmv9bSGRyx9yAX912YKszvKlt1fUhROF5DxVQcvShyNeGiFKzhmPR3qTvFl1YrqMwiEgrgXzsIgqAJ10J7xn2REaSmi+s6P2YVPa8+pjfIID01Esi6dIZZiV3boshl+SeVvXz2gcN9ZyDggrNAqhS4L2wGQLFSmNFq2v7WoGnOPiLUU15kF2RLnBwENLjoS8OcguerBNWyL9tJSr11X5BRecnwYez37azuQXUZddUm/2z5mJnnbeCRMRPR7JJkOb1GQaEAvj0d9TMV2LsZf0LhjHwR5zuUFGWcA8LnqQrLmBzvoL/A567vqT2Vo2fKTfa/zVgi+olV5hbuQNx/uW2uNcbXypHO4DOYVAo+mY1ucyX1RnwsTeLzGkv8HPINFI/sQh6VEGKTkXeROutJHZJd1Pu8QPMmA0lnyZSakq9Q2fJpLhj3iWJEm2978a4Azv4pjzvM+YK/cVIq3h+0BYfDWqQwM5E4J/eZEP8LQSLw5oFsG4BZWOEeW2g8I2dbSWNoDn21ynVl5WllPxyB2+yUUZs+SD9+6zRURmQ3acsoBJntcnpAANyLNGNAX82D7utJZxbfRnWutCPygXfimfjDrBa5D9567q6iumNO/kWdzwMmmXlrW60/ZX6thQxCRrJb7OYbjhr8IdQL/hPw/vCFhf3WX2Ki3vKvebYNQGf7GuMxiOBA4X6ghhcN7IW/bJDqsCkdRtGpUuosOBFwnjeF0ZDZwfecT5GTgY1OQBg0+1tccDdkkcf6x5HqQraF05nJqhkd0rLlSeOzxKer3hkBar9DwpV1B41XXCIc0HQVeJgvM9rdwlckrslEONjBl09LJgOemEItGDfVtGHTwZsxQDd+Oj/PMKeitYDCJ0ODuYKenqqIDxW40TRFc00Uo67EiP3cVJs10u5EjDthhRIHXGJNHQ9081wCtoI2s5rN+jOd2ogEJCn1ifqosm7cBBXpKD9LKjoM96WYzBNsbMYDUnizZv0adnjj2WOumnEkIKKdoCimy2vwSgn09/Ep44hvqv+HLiPynJH5lIWt/4myA5drBCwA9jAGLq0A7lTXin8g+RE84ID1wFcA6lVyFj7VXAiF4FWcjx6J+8aK3LsKa71nuD6C58gr5Eh5bIDiLhsUS6wxTLVSeLq6Cjr7yOdY/ti32EeWV++EI/AH3ugRPJ7bhTpw7uZJpwyQGpOYa0qYs6p5m1Bz4B1urpS3KsXoygKcAhHZ8pXg3eEA4gI3dYkWPMNlSSwpbS1KyRn9dYtx1buGhoB7A1xBEf26SS2UlT8wIpur7HNIf+iOOgybVrp84fNAGb3h3LUCd+w9z9fefnrTiBROrI1a+UOapo73MoDOdbOX6K9g2hl4I+m8sP7jJMUrdnxwH8W/kmYu2yDKZgJb+IZBiDHNIE+bqsI/CdFDyH58e0aTrvPDv2cmQkv+aTwPqGCfsJrpMuZX2PY1XpjY5/CT48Hkc6aXu5jk78Qp57kWJ7+/yJH6JriQwLdQR68MlqMTfDH9Udiv7/rO2FMvqQ2Wq3O/l1guEJ2vmDA7SfhrO25I2aHXKVvMnd+BRcpW3hvt+57JCmPklq0VYuadNxPLZZO70o9yfp5mWf7MeUvbnfCuXWcG3N97jqA9bZ42C6zNIariwqlDEu/Sy2nNLhgmd+kOgizYa2l51XJHLGazeFrBG6g5rmnhV5sp/B7gQFdzrkZCaWd73CDWhqzvrKmBtB2wR6TJUDnluTjrVwP0TQpoXtNcQXBt70BCI0hKu2daIBb7gkoC5J+HfofZnzRF6+SYJHlzPVXO1tonYYli7DB3kJ4HdUoSyN7VbgnANDs3gZdqDHUZgv3w9MeMLksUChONnuDYCbF0rGhzoDzuvT9gNlnnnDDR3uAPoN/yS8a4fyO3d7r47D+xTs4P5XAs/L3SuD9/9K/QTWfRZUr1i9pFh6BwU6ymPT4LF2tVZaK8zi/An+s0TXUN1O+SZ9FpRbZyBgELK3YwyiGzHQPqhkQvFlOUOy1ARygRtnvMQ8g/px+A3YPht3oG4EynfQpZnEsVKs+txAuEgQW/eKWsqaM2I+LvIiD9WbaxuscLzahbZCR6AmkSCNde7jcqvtKuUfHSSHN2HQRLUhHRPvBx1K15AFscGZYTsaZT41nKBj/NgRWCZjEjM6Mah7POiBQyxCp3LFIH1fOXxCcvMtmfoeysd1+DL38Vd3MNW1Nwrhxp3+EAdo1XXaAJ5ebH511qjzw5A2evYAaxgnUN+aeun7UBeWxkA5hC8L+t21NoSTX9npLtMtzzeDVekvAAAgAElEQVQnb6o5jk4L6fSh6wVkRBjPHFIuBEUfLd3Jq7yikZ6bqpGdQ47pbudmIw5ll3ew+90VRmF02ZiTTtuOQz0J23VRL1dFLuRYlK87jryrcLStLCbBneiiqxB0/QETZlgQ6nSDwK63pRf7fon6Bj4fxc5lmjk2C9M14nEyCB12zVy2LLzEd9dQuLY+Zls5f4p2FX4eRZxDusRi70SwuyHuZn8iAOWXBPn8jsY8v4+x1J+E9nC75nBOU+5jIdrXqc999wQ7wORMS4MkLwJJfRzq3prxbl9Pz+dEdqEMG8ksXBqEwfCjOZkc2UFAueA5yjF9T4n3iyw7CjDZjURJAF0WDFQaGMovHyCGhlEneQ2xr/QG88K1O0VFAj2AP+MrdAiUX73OzTVuJgUrlfGlCvhXPX8L93EBSWmDtVbbDkVAhohIPip/TAkYD0hm8+OqqmdcAFKBownlFN7Dr5H+fgmmtIiMhNPAvPyKnx4psQCu+oFPiV+HH9StkgMhB/oBkvyJeWB+17UploO2+AZSp88xrQD4DJGN3dC3bnFN7xvX/FGWBWJ33HwTdGVq5PmzE+DKT6Ox9TQuIMN+5DTGZnWpeE6uxaheq5Mv8dZ/EqIqtynfUHGNciRRlHG4usvcn/RhXvzlqHdj+AHzWWQrClQ5Bc3JcGGnYGg1pPxZ932vjMnPYQWqNw3yRFlWyMOkl0SZU5fJUsd+d/AP0OdivxW82JW75Mu9TqIDBl3xkP3AB1ojZ5NhOhM4+XdATtYKLSEP77N+UTR3XU/J6ggZ+yTeAc5/wciX+zvUtRF2WPYCJtJLqMsF4SPOOJLsai29WzXnG6p2wz8CdwD9hj8DZ3cof/pY+RvOwd0fANHKqrQFdYhzV/DAQZEcKUU207i2SNINR6MVmsShTM5JiKwynN+k9BLQjRUQBxh4nJmiQcs+j1DINV2q8EbvDVlbeifL3GDZGc2jnZWfVHoF/xFfsOC57rAmbAswYmlSpw2CD/S2QvUKOAdO8U7KsX6rdkwjTQNzuJk5bPGHZs48NboKxM7h6QqDhmf/jAr+J/0xsBRGjihJHAOiZxad+d3n5oyXa6KjbcXpR0TjuKTrsGDUMKknjjvNaHg1cCDJinILXCQbNnSHldXwTyOHv1fYOwH1cXYs2Zxv7vchvgcpuUnbyLgB2sDAFJ5yBE85NZFvOtll0eHpfBLE8p8GHuyfr7vn/eIHF9eB/YMd6RKcwIAc9TJZ2sSeh2ZDwRPu4VcdTijL2I0zhLjKfshXrBscX6vSuWNU4wBLiQevPFVesPS+sID5cd+af+Yo1PYQ+lixG8PuvLWPKhHYskvLySpoZ+uzqr6RkP7Mzb9abn0ydK6FN79YBIP6R7PKrvwNXANwMqf5OlZO+GEBTNSgVRxJDeYa8CnX/oPhaHLPy+oUvBUdCfhL0gUFfxD4SoopgeE3tzEHnlYNo8mtf6dzxOrJKIcT6pn8alIZLfVoF5BDLbeNyiJwuOcGs+c52AHtJU+iLgo41bkOvEvboDeK/Ka2hLLDqDD8vUAmnD+ds0j93eCHYRE+g4NBPz29KI4H8vKOWqMnxXHjeYnNbbJeUGEOvK4CaDfxi4tMEwJlGRIu3MryC/k20CiTUeclyi2rQBk4dpjYo6zkCjAx0aOJYuDLy1NbMDUTimNIbzksAoBJEoPnGBjSIYTynKz5lDe2Rm6M9JzYwyhvGNpZMHJgkDo/Yn0qRkq+qT6+KF/kFzX9HjvalSa/chA9Bnoz7xzRrlzkaGsYS7vQyLdTG/waf1L1JIzzAodjZbHOiYpTtEdZGG2wOpgbfIpQXGWuLWmIZdBsnOXg+WwnerKtmdM8lEVkEaoxlqnJgJRX9fC6kz++PX5iJFVIyqze69w5UokuEBdwgUTPtAs/A3nVYn87Qny+49rGSQa0wbwME4Upto+fQ3mstPQ08rVCzgR7LWeMNgDw1ZJf5/z+dj4fVRtC/SaC2iVFgiH6kR4gukIvH/xcSi/6ZuDImsRdnA1b27vOjyb8u6DO7ewHO3YgmvIoTvqVz/dTm8pwTh9NyP236fvhJhUazc4NqPxpjjCyDizUJKSloiHKs8xXCpL2KL/hj8AdQL+hhPyNi3PM+NPB0B2F7zfhp2lb9de3tdVNzx6UThCnw9l750Q2BIUjxN9Ep0MFrRsth6Jhmok3oIyeuAqyY5ESq4rk8kb09+fxGB91BoBWrr3K5JwT2Ts4gl5jVXatfeMOvDW0UsPa461nlWGvElY2FTO5oN7jwfJZw4JGr68iwjy+etli/BORmhCM6dn6RVJqt8O32LEsMGCSYYPGT8P+DTt/guOkVOCZbGfjsKKDZwEKv483asExGiz10OgF7vScCY+A3d2Bnp1T3qCvkMTZI/3lj/I7yscgxFE1MbqOp+64MxcICvMv/fr5UznZtC6N6NnIxogsiHDOtFDfMDhcWWyvmbCtLZMzvqQ/dMwd45Q10EnmaPTFQj83qKP0dQiCPJi4f76ikgnHmBYnDi3GMDQAk9LZG4OYH7LVQmlwcxrxKw+Osuv4k4KgXZ5YIDuSxpDdJ4jJXdAhvBc54pxF4kzS61kTFe+j1U2xqe30D/t2iIyfOGd7H6sHLsr4gFu7zI8PrEscF1pfJ4sPh6whLipFVfvsyNUJIH+eJQNScOw/6EGt9ZMWJLDT9YWG0eNIe0Fy3twW9BKcWzJ5m72P/aKLTQh7hUwmMOlx/t3jbcwDnGxKnK1+S446cyZnGWC6mqaQ0e7q6XiQ/kq5/rcMDug4R36OiWYSJpTdWhoSxntTauX59gzK8mpF77rjIfJz1h33Mj0jAcAbpxXxerYG/3AuJzZnweJDFssYPsYxBixtIVggA3lBIqn3vWeGnc2bzlFWR7qeJRAH46/qU0depzmQpLo1Ez0eD3oUMgyGrJA7U49KvU7njLY/pXJEh8XFemaLBCe3s8Hkl/V3Lj+Y0uvC5vGbA7ocK+a8Kw9slrWMLwAQl7qdiBdBobp3nFym81DRHrvyld2jo04WdCb/SzJ/afy92nWRb4ND/uATVCpl7Lcuv5jas88PmefsxzouMj1QGA9JZQs3kzno9Nm6/e1UMrGAvB6BF05vxdN2cCw0+M573UDYHHBlPIgjowde4NQUUYgqGebGq8lyDdJGRuKYCwNJJhMQZn64kY8JfSvueZna45mqSK25sZ8W2BFI+yS7RVpXvSGs0/igSyd90rD+pntZcwbGLfTF59U9AvAolrrECVMA6g5BBNaDtMCjTwY8iruN9EC5Usy3isLym9lhDkS+X8qbSJsTXnZpckJkF1Flf2XyC/5R1dEFrmGZlARaieC9FHTGvzYCdnN7vtCjN/DIBkE+5a6pj2/IatiQVaX8hifeRxrDUsHIDzOJH4RcuMi4d5QfcbhuCP1YjXcWPoN8ICKKfAuLYHLmDZbt+8D7D3E83/D34Q6g3/DPQgyinw3yf3sQfhfq45z+W98L/4vA6HTQhymRPUbHTZEma1t7wXOhRVH0PD4Xm0KStDwoLyHeK39IkxiJjUhXo1dWkXN6ocKa+Udua1TUvEI/m2MJT4ttM4b3KKIDDRuIYvZpHw/boWXOW1I8tuM/oSpuWv/fmycubdJaLS9jXxKZ08zlMweOBBzQWLLdZlCqDGWYJ2WfYwAZ2kDvedIMhEeVEviwjZaI8rg1VVxCykN7HuppqLrWvwAdkmmghf5VciHwU/CgVYlmLtf32BBgThMx0YMfvRhv1KPzz42BUK6OwUb0kIBDd+7hWLcdERMjKBhd/jmUGarlsKkBaBlxdvhgd75yxUL9+dEdNT2A/njwEYh4PHq6fIRs5gNIZuvzD9I8SOepOIWYH0eZJH0EQQEZ+NadhTzDed37VfIAn83SSxuhbJvYTjLUjyoJEwiLMzjw99nIvqBvwizV4HnrvMaCIcdzSw204PhzPBC5hNxjXqNZU4GzzTlxtGmkHz2uPcgzfAuwTSfOz5ieH0QPehx6QHfW6tyHgLSXaYinroP3vvu57eev8Pt+7zwqMH9Y5onkDQWD/Goqz5rWKxKt4znSFOrQ4DpKLXT0ucpJQBkd74iLMIjj00gb4CdiIrRIS8UrsToFb5d2d/RnEaZITIbhOIOfVMb47uiUHd7z0H4xmeUDt1mGZj3G5NbxVnckyhjHexjjw9lbyDJpRxnNrotwHPDBv7BeWMqgy6rWcX2ii2C4y60uw0Sm9KbLdDPyKyP3eN6wNOtv9n3A/XvlDykE24w1t+ZNBLi26Hyg7NvcBtVlwt91O5XlItOklbWc0B/DwhdjNzIF9g/sZAmhq8/IkA8XiGgbFvNG7DmvaPpvGHNML2OBIYVcQxC4rvd6dL4TUJzZeLVdw8xMjwcR0UO/G9tI9NSDXv0F8uOiHt+0KsypAb7jDerTmdeJBaIzwQ0lnxcRKG1OljXAS0G0mq2H+JP2W8huPL7daoUlteKaVEYRtqfShZhEqlctlB4VgejxaOOQsBqNWRaGgM2MdaxFUwlpkRjge4C+I7/jBWC+34isfZw8k3un74BeMvBlelWnrqyUk3uP7LSU1vK4i+y9qle/sL6AduhyRG0ylPOFrGeifrId2ekureoJL+OcXkG+nEQ7smF/ExEaH032wXXw/nYvo+QUN0+qydS3wMSeUNpkbFPXL5kLBQroBPrsZDih3jhHVV59P66rznxkKG9qmmuQFIQwNm3Bp/dp9IXjx43q8Q5zqJeTf3GcsI6gQEtMD/2x0kWEUuFdQQeu0w+Iv+HPwh1Av+ESfEvg+VXB/u4g+k8Hrme030H0fxjAifAgGitKqIwn5/8Ap394hqhuRE1wTBTe/GqiLG6M27iileBKUD9K+hY0FAqa3HF+uKRVZyj7J8koS8b4O3SxoennjK8eT+w0sDNsJV8DJbLU3Z33Upw1E4PckxPapxtPsEPTHDbBcSvlokOpEZlDGXb0Yf3dhXd8enxYnwaBRV+RytiNwQcpz+6fSfFHfIGUDIgfaEFcyB9mOCoMkSzmPPtd6mlXj4PoOaAF3zRWxwDZMzDs0Yi1BgPnnRAGQ8CCahJ4sPHybGL8YvUHDgeoNzonn5r9OW4TNOKqe5eW4Qf6FdpFHTYpgC7t5Xct2VCvdSALCsIT7vmgH6xsdn3m28vX041M9R2Y/GKf0KOKbVK1VwFux0DAgThz2TOnBuBAXjfMwuYDYT8j1NYHAVaRkEZIKXODM0MvPN64WxFTxyD8CvIYSnsmrISNtk10BfwYcGEiag8ibkfwQec0yiCd/5FnRrzkeAXWDY8d9YGhSb80u3QOT3Go6gsTOMq7WqP2RBnWUjtoWxQBJYcL5KJ3zoagRGiRNvqN7YgXErw6LmcCzNPpEHFxG+d8L0vqkdFavTh+11l+OOb29LUJ+b0MOzWkaVn2W8mvQ5amBUdCF4xZ6R83hslkFqncOsaKOx5XCcSaugaEhoqBOoFnCMa3PqY54w24vRzwcgufM0ngnDVo/mAfQIfiUhWOKho/FV4aF9jLc9EhMXCOOwYZx0ac31F+uUtoE5BrDg6v7indvpZJfWeyo2ZA0whvkB2Jh/fGLCSnnsyQLTAarBX2T5Ld5Oy5kKeoi4yjKP6UHraWqW0p1mJJa/BZwBgOiK/++yCiYxGz11+97FIddkFvnB8iS+S/uHhO08vCKZLxj3PIUnrehf0SFq9FG6w16BvIG/wXCFh3OeGi9XnkdrCS70UJkFqKyBc9r9OAibwucGbhivlznwRp1m/qY52nfcpsx5RDZus9nzdqObEGmMNqVKTX7gHbu7DNYnqPyssWL8tsnOgY7fyj8mHW/hZcVOIXmKS50ttOxpTnOVFxALkzhJ6gsFHFJnObYRz91pFH3/r540iRNzBfcRFRtI0jb/QsdFAj1xa+4iP+eQaqukf+8WoZUyyhEmkDXstybUxCfIGSsL8v3CWDkPrAJorzkd3QzMk+L8M8iB4i3MT7E2N8RTU00Je5WF1bqQYHL8i2SuwmawppU5lL1h8yg5SXUY3I2UxCCAU+H5SLxxnF7oZ/Gu4A+g3/efhXg+g7NN9B9H8XzMEzUrooaRojA9RDadLNaYE/pYOjwH6ernMg4zruovW2nDcC0EAe0Rj12Ihju92G+nehHZJ3ruCr9zabN5tdkIWJ5BiqHDg3a84Mz4jXgwvCDx0+deBZ/0aHjRi0XBiMUDNnjLem32g8KiP/WI1eDSxJICIg9Du8ZEdFdDT7lmjutwFt+AuOhNCE3TShvIMGoOX2QweduwBZsCE5oG7YH5kTeYeUGR0DrGNepilIdzeJY905JNy/YJS7uT4KCJD2of0jDUJA9DsYaIEPwJi2MU7Unk9q+H7YQYFgsjaunrkAELM+YyIXbJCAAwbQbd6ztTGWkSxWst2jhMFC7why/yRwj05VxwPjfajlkN8m0gY4JsDoEKkl2IgPDVHGNmPS9hqQ4C7cEYaF3LFbmbPBo1YIhkdw2CTn+KDuNb7YMnV7qAO7kF+URtqw9DUUBajjpju/uPnFXw3oq+Zj7CvH+ruY8Luk+j+VF6E6jpf3xY8iagh/+1yRxS1BfxF+1NrTgqJPu0ekOB8J8WHVJMj6fJp3S9tHiPTagQYfMAihzefzulY8GHjaeT4YPaFL4R6iBPI3fvP2uJP+sWcJeuMfor4UtCUNQznJ9p71r6U+7K5Hp5mVH/tA+gOeZcZouoZR4nWIZmPzefTtk4/fVogd4cnRh60y7NmI6NnFHwQhVMcIgQlqwLbr3kU5IAtFmKVrIWCG8uNhi7+OdrMTVMqiWu/Cjtc+rYItgPO1j4MHyi3RLeQ0lTC3fIVGtYWfwcB3Cv2I/w1GXSo78KChzjVCV0jhyheCqoN73OVSk3EgrW7tpf3bCZnqnVG3HOoDsQWqG09fOfZJusPk209sDEExJu0tfKE1oAPkVRlE1zqY/B2B6reyoLM8PYKM3xMO49DevTt0AdADAhB9HDThG8U/OJ/+KJJsnAjO2Jdab2dT2j22SZwOPoiexCKUAW1NOOxRQARhEcbLdPwUPgqpu7ZExbexRBkkbPOX4/xqLeVzQafInzpPWgbP2QLoUX5RQOkA5VcIQCF9rT3pqQs8ZN56pCNf5tF3gBPHBcormEvOLi6xikAp5ABZftNNopzP/3wdut4ABjtLvYn1FAqomvY/93mmAXQsB+Ssm9+umwadFcfGRyHz4wo+yZKTvFM5tg/WN+QukFe6AsbUDJ55vSelcrL5N07VPWjEIPrRt62zli6HUTNo+d5hTHK6UVPbDvwX0L7aDcLr9QXqcliG+U8ozU0pt1Me5Jku3oYaqx5bVeCGPwl3AP2GfwI+HQRe4a/e/+Yu/DNlvyOIvirvXwvSv1qfs31/Fp/uTgKHG7y9UF52Jp3Bl1KmLAOnxgjPifk0XHHcZu9H5RLNKEyGEhiQRcoXwFu06CRNKVvWx9ZVjoqg7/8jf9L8zT7vyrAcM0jEh9LL8buQ43JR2RSjsL9xBuHWeCHvMHBGKRg9ZpBLoCMG0WVHMBiZQfGtlGiW4GprpB+Kl8Zy2roQbN9fPBT6IxDu/ZDdgMZnMD5HTj+jq7n2Aztc22n26/ohgRlA+kR4kVgjYlyoEeSD37K6GB0z0bgY9T4GZWVHtQuaE/v72GeE3z3G4crWdgTjpPcvP22Vc9X+Rj8EWdBB+HzS8/FwVr/5b6yDKnceE3yrLYxphjTEeSEBBhtwBzo6bhqx7WCJDQ70ujnFx/do1dgNjqD4LwWEKPfNkl8X9M2k1wo43dRzaqEBbrwTx2XkBfn2mCd9vmzKL+48OIvv2L54XTsGMm4Pbfo2Fr9y2pREz0sID1JMB+aQaxemznOsfWcBdIKZWKlM6EBxfMLRAjTypKbyjiWA1+dslz9SLyLgKU82GcbPLnq6V1XGMfLAHgCM9SA6cBy6xlN3tavXHSLdbnx2+XXIOiL7mHlPpXIgVzotuvGtQaZfwD3OnlIWAv+xynnUiR5ID3w1koNBK9bfIrBg1VJch0jw7W68EI4gfwTe3Y94JVcnk18WJEq19TKMex/xs/ex1+0YGpVjnQFHa0SE+lKvln7auLV0HH+Dv1CKe6cBae2EWnbIArAHZ7k/BPZBB+sTyd9pCOMJdYwy2IE6IRa3xa8HHHWQd5ffVvRU2c7JyyC/lAfVSIzfxfRtTJv0/5KWLK95I2Ms1emck/6SMfGqL+eKfV+1H8prHdP6SySfJ2HAa3nm5R/FPeC6yDPsP5dEacyBO1Ka5ZvX3Jo/GeNJvT9FfgO+Pucd7T0N8iRZEP10thgSafJfWHP8pm2yxcKxCVgfxOvnC3DsNhgHQbZnfVjqJ8Tm7Po+5EdZeOj1vR5Cj1DJOJ9RHlrtKrlY6fp5EXPBnx3BhwQg9AWoTdJbrzVq7TiBQeRQnjNAe+hutMEOWRXldh+PjJY4vg03geVEDfagX2RaZYcFXaXs+z4/2Pt/RLfVT1AwEY4L3ycE5YA+SME3UvDvMexwaQ8z/rkjL2MS73c4Tc6BY1SWluH57yncM/oKdpFLOFPmUvi59l/bYxnliutn+6uYPxX/K/iZPFdTAuiZaj66oERsklWekN3R7/lafEYkspW6vG225qsxJeYqdKx01Rv+FNwB9BtuuAhbguoPlv2NcGaRwKvt9u52X+OLSvc7YR/fp9WCakyvnB/v7Aox0LTEH9eDKtPus+WZ0Ubm8Oj1LoPnoolWMRHFSQ6nn5vRab5PKRqDGEBVpw1hYAOuJJ7ZiBr9zxn2anSCMZzK7vV4aFC+4wLncwIJWsTrkB7s5sLwMgduRG4oqiC4ORmkflav3PaIK1VDCex4IL+rBRpDzepdjWau7qLdxUToPJcggw+gk/ZhLsOOa/VWXGEqMh1B/9637IxRj99GsdX7qHJ36D0e9GhPdVLir2+repZ7J5Z34OtRgJUjq3831q6DY4vZffMvFxza5UH0aA9vnIf5kseXdgig9bJrOe/fbHxyuvmk/OxG/kZqJoLFNSeLc/zC81uX9McNeeTCH5JiMH6dtOxzuOl1vVDkaHckr3MKaEud47IICr5VK8HVK/XzPJ3cXHZlY789pF5Pau2Y342byTp0+jA4UJFJs/XJQ/gRU+fTTQPHHmCBUOBzx6++0fT44+nSmjn8irZabEQm6/UO+Iwf2lZ2coRLExga/HFkqawDutyvo80u6lmGwYWHc3S76zIvjG1I4+rRnZW4UIz79aOPj1Iuur4Ide1BjOcDgl0SwJdxI+NlA6z/pM5efiVZ1uVWXjB35Hd8ZUCCcSA+FicQ7BaKcxz6QmWs6pRe9lr7/TRPhbIPAj6BFa6j7jPJGey1d/gkorzeCZ7/q7BqPww2HsHZOKfx3bI0IjqOh4+LSs/R7OmPwVMfdAZ6H/22HXwg2RyOt/s+18U73GUx2GD/4/8Zjwooj0uQXVH3TmLP83k//6PgIMMF+kC257wNt1rsMJ4+Lb33ejilupn9GULJwAorCaQLE6FvUV4Ng+ZKGBCouhrZ98Z7Pj+a8/jEekuaZLtCpZroLM1wRNkl6XDZQETm/ByhnVRmg96m8jwujgvttwbkvwfeBzG1RwsjM+qSUVb9bPB8iu2X5eVQb6P3yKuyULz8o7KrBGhw5dVkCy7tqPbOywb6b91kxi2El7B7B1otvkMmw7n/8be6FrkbOUaTP0zEMGcdT/0v9f1/FO4A+g03vAB3EP17YCeI/s8FzzldvBHWOH9a/z2rcION9pbyfl3p7UGVHyyQVAHtlbeV7qZ9hr1hkzZi1yexf64Ez7U4MAjjby+5F0KE301Xp0sZ/GBFHp1Dvhua1qW1/5E5nwuvfXjkAuZlsMB5XGDKQ3A/pNUARvbY6LUFHMZGQsbpn08dNlqnUI8YgJBEZccHB4lWo3K0Q720/yOgS6aPWteGTYMPkpyJj2dk/RPJ9aZfvDFnzaMHIXC3Kjr4cJfjDPz4zoEGu4djNENbsdR9d8KB4cnE+i245BAEmeRRx7bmYbpBpS8DF1ev4rxW6oJHxgF0QYBh++dyrvHXtwF31qty4xNl2Gx0O4SFHzSajnkZos0/8apWkzlAXR6zOWFpws6AZ+Yhj/yNujOW3bzTqSZ8u3MxejyOq9aoPSSiYMgdb06Mq8s/WTvWLOjg+PSIj6NMa81S4HWAo9iCHufYN/lZSTALOkjdsiyTPEiJm05RPuamsaQt1Bvax8Owxo5050TvfS3tgQubRiBBKHekshQPOo/oZu3RQ8yPUYMWoFU2OfU/lFu4cxTGzJ4dxK7vUtDcHZ3un+HCEsXRK74jOxv3mN3/In8FLTbKMwhExPvPs9S6hM/y8gr5mQJt8YbmTnrzSQrc/CwVvI/CT/tUqvYTiAuPfWNAQCGqPCz5/bNDR71ev1zOiB9z3Mx9PGXYJezembGIem+zrL0ygkOC6F12AN92kgB4GwkKGsi6dFXNfayU2V648Arx2PgN8nnQb1XQuA4kGz21SeVldHOPPZ7I2dDOTwH0TjTTuO/TfEW7sytNSTSJGkxE7eL8Uz0C7Cz7J3ZXXjDoShK2j4OXyY3JSp6ZfUZp4fLan2XaCxLBWH7xjWin+qMeaEQ7un+ajxLt1P0HaFi9vzjetqr2+9X/eYDhfMxptjXlLHwp6rPr9nf2EIcTwPqdnigQ6Rncu/lRlCU70K1SNumO0yEqJdvbeDf8bbgD6Dfc8CLcgezvgVkQ/Z8Lngt8RBFd4/wC/XcLLsQger7s9PwKuFqh6wWSCyd4D+PWwhTLawag7WgXPNfbmAvFN14fhZCuIJdmFFrUdG9B8Q0aL/q2bSGA7AYRhz8626Gv0Emj9yHg4DxboZ5Yy8NT4RR6/9vLAoMFsWggFazxVftHJwvebxni0B7q16oMG00O404MGnTaBEdE6nsHHC4Lx3eLyWwMjGZcGF7l3FRnFfx7tkaPpw+iW5/tGo1VcIGhtEkAACAASURBVMEfz/6QY2rBkVPO1z6gK32FMU1/0EM+vr22J3B0GrpSquRvgIUz761wsSx0MJDfQXqu1DwXv8Fh1b0LUMfxvHpXWRZER37ey0bZFYgpWwscjuroZzkSnihw+wGsnd1zPmbPm9TP8f7BjujktEU+3kcbLuDp3eR37wXcLcqyFtjfuDUscEzKe9S132lQ5za2RJLtOQBRDfWh7Mr+aaCxwkG+jXJEvszj+heCv263XgzSjgB4pksZ5Jem4Ik9wZ5OT7z+SfLp+Wz0fDz1Ou1KX0IdcHjApwvqXXteBzBSu/yinSA6ET0e9EjP5zqMjsTYX78An2Xna+Sj8q3rTb/3QeA98yWhH/DHn4bfDqLjcyIvww57pmACmsdfe7RiE70nYDTTN1j/Nij3QDQ8wUWnXM/d/HxsEEQnkfnApxWSDAObpHwPyoojh00fCDQe2Qb6fOsJT8iuClCe5T5b4TH5Huvr7TFv3bgz3Co7jOb9PgXOJTp51nmt0rfkPxFRfweLvEb/pG1c7eM4AF3woKdbRFFePeS51WEVQPf9OdCSVVcY80PUl3Aa3MHzffgIv/93qv9+cDYuwSd/hK+Htt71LXZcyo+jD2N3zEU9Y5SskL+Iwy3yyqhv+A/AHUC/oYQVM6re/5eDyGcVhpj+k213RZn5l/uyEnj/UvBcVvt2F9xrRothnb99EX/O/tp8iFAZkNPyo5Gc0sb8q/IjjveqTon80/Qs8OcGWlCAhuzVvhw7esbpz+CvXppSjHzAOZNS/nos+YC/1IVJvqOmZUB+dfKQ4dASJAgyqKejAhztowD64bhhkqBGDpTnYOqs7Y4gkfVZvF/lF9qsbQDzoGvT0XTorCmcEFX5yQiKTi8orfYEuh9K40FyQ0CtgrjTnJ+NnvzU7zVasCgEoSpZoO2AQZhH2oGe/0n2Wv6JbTvqR3w63GEUxqOWoX9cNUoca74QxsU0bXYSZXF0kodNHyz4R5EkLZpJ7XRCn47VreRZRhYLrHFfhFh6A/l48L4RPWny1fhTe/rC/XwfOD7aYP6nsioeI46gmcsl1OkEfnUuKarWd78fnS3yi/kIJM5KmAY2uP6mrlUhSye/w68IWFAr5h+rDFN+Ibkb/Ep5Rd+M5MBUhoVARqI10jkZV36nWhsnLKAKPqBML/MAUcMazlSfUbuAPpMA5T3IrkNGPHXxBrP/LElElu+wr7KcmgXPTX/J1TAVbrxzNz7blV9VfobrM5AwT4taB9VO6+CnUu/kwLYuxElwJjO3eZ05Xq4E+M9CnIE7y6am+Bb+iJn89478g7ppWZKfBuruSXtrnH8CQX45K0LrMLCDQF5YSQ3ydJnYyJVxFNsc/zzubXzGb8gLrUZXpgMX2fpsou97XqToLsiviF9wD/X1oV3v5TumGi1oVr0CZHEMno9tK0QYFdRKH/UvsK8zvxa6/X0S7I36qQS8DqCTxyn4Sr1SxXeXUUmeHUSpvJjJb6jjSn6N3o3mb+ltAdoppR7DWXfnlXjBPP258leQ5fHK/3WuAb5twUCSNy/LL3+fWi+eksCFNZQn8CnY8yZuQKlbjuXzKJA+oue7RsINn4Q7gH7D2+CnV+7esIZvE+w3zMGcbfrnhotQmej3dNiHK/w8BjvjzhSiaPayu1sZLmf4WWmkpgBBbazLtWXvOx8gz06AxuHgo35qbAycxJi5ak/uePDbvJasvq6C0NkIOuhv4T7ROO0DLEcc8lz5VI46VIG/ItCwuwhgDsX4Gnkcirvl4gPCPqLu5INvNPaAjgSQCH5KUskvJkCHTXTkoNOmct9ozZltBXjVt+EmOg+ZfD+4EwSSRamDb1DJd8BPM/RY3ni8vFxS5F/r4n8HflXnj3M68Ank91XkJ2KL/DaOb4CMqXZsure7c4FJAwQE01X23xLVVfE8yjIfIsNOPOiro0hmNLYRBxmp41Cmszuf1wIannzjWx4vyiw7jtcEFdIujy2wWtezU5IcXIOlBpHWQZdIO2U80jELiA51qUui4XM8BAvLPnQv31G/aK1Rezx08ddDnumihFkA3QqP/VfKMZVlmHZQHeCJUz0A27pXPrHO5GQetP2fkl+vw2Rdlx8Ha3VeRuYbqHoBvtRltWe/hDzh2vNxn9YWTu03wLbuHeTXIX4O2YU2VSzby9/K/up5GqVv6EY+rQsIwqA8vmnb2yquMqjk2AY/On7lmXGSzNMGvDiALIhGfoxlRhp6LsVvrF3kbJWeIJ+1h34yxMkOmKlT2uftdRaiPZ4ZjIGc1iMkNPnHx1j3i5fjSTqAJ6k0grNamO4XqZ/1T9Rzr8YRdaA4fwSduRv+Pdlyw9+BPF3X9tfH8b0wJSp7fLUM44a/DXcA/Ya3wh1Efw/MjvSKz3ZXMt7w3ZCcn3dXvgyo5NxT4zyos73DzH0z2wV05O3PpuIhGoWvdRqDkq0BxFP5I21UO3Anuxvl8ZGNXQOcWXkuuDD+aYGImWNlgCvcu2+tQn2iY3m8O4fpAWemioOO425UzTfui8NXsKL/ytiA8bXwBgkNtbupSnu8lEDX/2DH3uGziYGvyUQIDhlx5FW/RwBdU83rQ6Gf45gpbmZY3TsZ5w7PJ5nuTzP0WN6k7d5VopvwC3J+A75C169HW1ow0u9x3vnQ+4LHwPiOZckb5fFY3JDaQGuREBelmNOfk99/DEh/57gQPMdULohOlOyKdMQpQfsEWuw5JpYASg+GyHcEGwe9gkPWHEAva8qx9xl+2pBWhEN+sQbOlddWeN3TajlF4MtQn5L+MVljmAknju3Yk6j+MLYnNYgOsivKsVGxnjyzY6qdmKz3Is8KgkOZS50wtLPdhntF3crnnzcYvoGBn4O4YzNC1inHuOre+GH4BvE1gdp+cQbZIKP8FFLKBXohMeWp/dIU6PJL1ws30gVUidARCkaaREoBrzio7k/xScFuMRgvD2bjE+0P2vhshMhptXsgd6VYL3AhH57ZdhXeWJ7gK8vS1mihXSO+xYx981TWYHUoYyR9/MI+Q2KLNtbBc8MXFRq3dFjbtwqcjxb31TCxlBb+hAOxH/NUNMENN/wWZH2As5A5gy+o4o1LhuATjYi5VP58UfUN/y24A+g3vB3uIPpnYHSU00jJvuHfgbvvPgcbvtcbZgDe9ZEjYWf8qh9j5vSFAt82J7rSnvwol9EVHumd+g8c6LvHn7lvAJLtdPY70LPzZFVOdKO1UB8JQLlgrubFMLgPdFQOOrlLLorhtqY1/QmWHdw9exOmII5835Qrl++Bl6nvRtEd+OAA3R18C+eb/uXaSbqHutjpP0wMMI4gHo9/ZMXSTzP05Jmbvn1v0cCAf6TAXfguHX/UQ9lpY+1pvKho0NX4FvyQAR3Vcfhf6jIne3t5wUm6a2pZANlq3IANxlG2uzi30q/8woNCfjWGHWP5JBKH6WTwIUoX/ayI8MoJCjwBql46xXbp3mw6yHfqst+h9TNYXVEtPHC6QoXC9RfKrzYUYv5JIU8qGdZpc6lPTJJyPE4E2HCEBTw/w9W+goG/AHutVEgufX7DJiT7JQiFYVcM+HWYlPGUsBdP2k0k6Gn+fXq3NiW6pBd3VLu8PYji5CGN+FrNp1bVVLsnLPSKfrda7s9P1FiUfCGIPsGW0sfWCHzwnYspTkIZPJd3oyeFAig93EDR2fdN7+kkaE+dgZy8ru/UnKr0w1NU3HDDzwHTC0H0an7LAq2pDJwvlDpPBsiBc6Lshj8GdwD9hh+BZKSeZKCvBuT/tQDl2UUIP12/3aCPwKcXVHxT/24FE0/TO/TaCsJT2F7f2btKkQjcSF+nuTR2Tjfvoow0nhOCXPyIhhZTv8HFlJr7c/ONN7TGmVOSlw/04Xug5b55OYjubuDY86v4tnmGBM+jYymmHVKbnh1Yi0BJ4UnDQER9RO7YcT+laGpUVY71iTNo6JhIg86XP4GVkz266f0xjvI9woq2qrDq0diZU9GXA66D/MUOih36pqUVqFYhl0G24dsluYv3O9LIpcdI4/HA3ecFIXhZ1f5FDjQvsFiTFGrcfMiypGazkfI3sTfy1qiGD2ouswcrfj9ytg/JCROZKQYhzkkYWF4zTeHKC7Qu1ZfRc2H1MZjQ5DvYG3IpFBAwdfxBfqnsGOt9iLFyNnvwvP2Qi2Fnov5U8iRgX9U7ig+a2WsZ1xQ783L07PPfAX/f0Klxd50tQtjrr51H/vWyQ6bF5VNxThWf0sb8O/JrWkoMfu0QsSxvAssBVI2gicGyfDQucNSe49LanvkCdXDy9KQynuXXedl8lf9egaM9E8OdljeVf2mh1EmCWv8zyJddFasdwBny7LEAxiF/2d1Xg2A25rZ0TzZ7p/4+/cTeObtIB4Lx8XSxVwPpO7BaE74qctm/SX6u0p8flF4m2Ji51l5nrJNqzE/GxgJBbTeO539V0rv9r0leL+XVSYkc6D3TnldgZT6vWm/Vvkv1NeE7l34NcwQn3Z/LBplr50tylgkyvrMWXhhfJ+dHVLHv/aL/TXisk9xwwzm4d5+/B35CUb7hvfBrffT1c26HvsJN9UP1encpTf/kF+vg+bfDv0Jz+wfmxSuww2te4EfJ6cvOWT0Knr+rvLfgTE6Uz8DbRtlPio8vUye+eaZakLPBA7inEbuvgg9ngyFVRHxY4AjJflJMMPtHg+D5l0Hug1MNd6nE3afzUjfl16kk+/W8Il2q4Pn8yYVg7DbA0eldbu0Ez6/SsjpW92/ArD68eP8B2A6SvhNG2L6cESKUfGXxrM3STYqaPo/WUPV0hGAR2C/kVcz/juD5T8NXUYiG7paqc4H6Fn4vtsA1zjSyHz7N5/z3tokO+fJen+Bfk00r+L767lDU6I+7MS7AS37Bf7ExZyT/c9X5MoJPk/Nl9N/wa3DvQL/hrXAHz98LnwjIxiOnbrgOnwuYt7BkemMF89cf4z9eA771XeAPw2yF+mV8aSXrvz7nvoz+LR4maa707tuXAr8Ifj/P/KSSfVqHKasgerh/64h4K//62YDGlH9svviR0TWQKb8D0YFe0/TzlFYB53CSgZ6lfSI8eSV4jshP7gTIied6REY/KeAtEz/SdJbfztPvBc9HtFyBcTBhVfo4xUR+ba2CsKuztfPSJr/L9/OdVu74YWJyH8n9BMjxvlD5+AmSkwjDvc8vp418A7y1VeOWm+3EH2yMkxV8i36/7NzB+2+0y8ptpslgCZfvCZ7v4Nzqr8VWvbgzPY3MVvOA8721qul7+v/XWcsiIP6WgPks+6snURYo56lnGM5hOw+CP36i69020q+PqiG82yezru/P8end4LleV+z6PwyXPlv6LcrZFXjZ/vsG+DKC7+D5DS/AvQP9hrfBHZD9fpgdBXXDOfho+12cSt8/B7+bvndT5zdEfHfd1/Bl9G85M1u4P1XA5rOfhp1dCB9YePU1wc0d+B2qzo2OO3i+9+xboAUe3s45ZF4JnkORr8EcgXfYNWOh1b+3QQu/I4p23mHA+Ezw/EyaT0FF70R+nQieb2cpYEe6nOMmYSffT7Ai3IHuHr9aeLG3/gtY6++QUO1A/xAlF9G+NLu/3ra6ALM6fTh4/hkcwP8L+SXVPYLnUZ5/N/w6pavg+TrDW8u7CnusY3XSxs9A9Nd9xuf0BQJrAu8f96P6flfwvIRfZwLfBaf8nX9Bfr/izvp1+DKC7+D5DS/CvQP9hhKW3/R48RvXlSL4/cG/z8FKMf62trm0+u8fgrPj/yy+ZX+Hf2dk9yf6JmE7Gwso7kYkvn+o44rxmiJ8697E70GfgArfzGHDC/rq55yfwiJrvyusKL0ohvsf9+pE/VmSb2weVKwJ/7sGAeLpDaMV3HELhnnbcTR7sICf4ZHr+X7u/elvXiX0g+DwbnOcjBWtvoG6HI71tLLXJz4S1gp6Fs1TFFgRNYMri0OA5pPfcBvtFLf3Nb69ceBpW7fdAMXkwbK1JuNf63ZVNoS+XcdBTX7JZ6RPOf7dppv5Dpz49pLeGZCoPDCs8EYLyjgqdPmi3+GYWciS2Ykd3LGJmAgB3pYp0v5UaYL9M67WGDRRimAlmNd0t+/Wu9A+K8Wqb5yfx+HuTsivK0F0jz/vOj8rP88G8k5z+1e+8UhFGy2azBfHkzm3hy8XQGFeTiR8oUusPwk/n0kf1+rebAOVzc+zl2Naktb8qqydwJozrXPE73vnILrl1DyIT1G6jBRHQWUTiAyp5nf+bvsJS2RnPoudA2JxmgvaYiRnt+lb5YXGGo6WMvuI0b7G39L7JX+I6T/HET5zCqW/b8HgP7+x980MKxcwflU8y0fdv8bB1yckxvJODqCzpl7SL97Hc7fg5SH5PgrPjj3h+ycz+FsaN8FUnqjNuMoBbzutJatb8fRdKMwV1j/j5qraPklgh2OH2vNSf0bPJHF+tM4U7vM8//jcu+Fr4A6g3/A1MD+O9oZvg78eRH8XvDymJ76hfxneNdUFTz0U29D4UafgTMGDtj+jMBeYkCJPg5ZfO/pXrrzgyyU8EvUgP+KB+8LB3+QCXycHEqUK66chhC52L31iQQXerLS78yRYcG6k9bfuQZvjnzl0nIEhjcUaahkQ9F64ReQ1uMJGf5f1Xjckh+AqFOfz9wmZn5pTl6Ahd91sPuA9yFuBjQT8gW+Xw2EheRy/LkY0vI9vS2fTrgcp4NDapDr4IDU6blLwoZTlbc7SneOp8BTFdP1GvkFqMZTaWa96g8iwFIiwBtsaIy5N025rFT8oHLUryQbUjMdEp2M3uHyKT94C7IZ3QFJHV4zppWL+HlyoWLJIEo4x/8l2WAg6leW1UfILYLZg83/IX/k8SoJmdlZAzuJkV2V/BfyKMrRrgbqiuwKGP+wFai1CsW1c/QY6x6W+yLarryi2xU5+GrYTjy/eAH+UI3zA3Pg0/GPknoK/XLffgg3Waf7EKu/kflwWCrBZrjnGcpEfyLPo/8r+xI0yOp1uzdjQzguyvvJXOn9klCUjwbKwcWbQWtHum1kHz+MyuZE6YnL1nrn/FbgD6Dd8FdxB9M9BFex+tb396u5v8m5fg7M7xc/iO4+Avito8EUQnQ7HPUP8VN5Fp7kEettAwQtjwGMZBmjTe8iP46CBmtq4EUP5RjIoozGvKPjdMaIKnQSH2at4zkXkmiI7R0ITAQ2erqqqrT+QcHITBzxLPgs0S730F7w6w5WqPJ8KTb93WvdLfjdAmIwexPPU50eNLLQivaoLLj4wd39LNJZBLHDMfR+LmrkrM8wCRTtN/rn67xjdJ0svuvK4KfjeL8r0rw6eE/BQue/yZyeXXLaUv8piL56CghM3zXlETAlVMFScg0SFAmsQXUAlk4s8QFUivoDTOxU6bx/wYJEVTR/nuqUgTHTaxKYIweg9x0pvWeZDnvEhW5JMAGeNyOXj2ODBYgEu5hS2hcivGBP3f1x66otYUU9wOufEC6i6xyCIrvrJm4LoUZf5SVjtC3n9KPdfgmqyzpJXPJ7oh/l81q2uY0HtNmnqClf795fUrR+A2HojmDEQb4/slOBMMlaNGVKKvSAFwNkCKG8u+y1aYEH1WIn82/H3UZ1ZiTPLi3FcUsn/rA2j7cPux5NUyGN4cMgukansjZGUtYFobJNFzXvx6MI8GNAacWG7Tjh2FDSpudh0iAvq8Rz+LkcgorW58UvwhSS9BNOxXUHU5f/rMJU5ABPxlfIGHbtMOuOJwZ9ktk4hY7iYaHoL/skCnLxsgV48YoWi3VbYBwGzlgz1YEQRwNh1yw+9kUk+6YgGe87RzzrcqAK6QAsytOivLejCq7BADe9gIv41XnXDGO4A+g1fB3cQ/f0wCwS/q73/9R3pVRu8Uqd7DM9h1Dw7zd2cQoj5GrWGak9wmKBy1QPOzN6BgEtQkwLFTDwIbsf3rkiy8dAc/rjDrqV0rhxwKInCLE75Y6wSuQUBBbhxOdqxFp34LV4gDZiFe/EWeGBQ+c05ddDRmgVVsJ4VVa5q6eXR7o08rwu6NDi2OvXNviuHjqwKlDIdMwxjRBrBFkS0NztwvoKdxLn0iVUCNwRYebWu9cFQPsFJEtwa/WxwpZOwfPC7EPkKvhnrC97JoGHWLEL68+hggdX1TXhrwwy+GAjkKl9sKvaMBnV4GE8rqW/N0a1LpSCA63djGzEaWEb5ahFl4+0oz6oxj3hRB6jqL/Wwc+8RwRyYiPlxtNlDnFJerkpdVX5J+zT4tm7QNxhpKhajNbegwNc7XkqAX59j8F7mbdWEfXEFtxggz3wET8jZgREnKnWlG16D2JwLMVDaN/MsH4CkQFzHEhfPBL6kcLGCf3207k1HlP+F/Cr4UvkE0mMQXXmegOrPzfGzRs3Lm2qx0ABUvy/zBB4M9pjZX8DXnfyqy6EuDxkFLZZY5e8ywy0wwwh0UAHrhQv2gKX8BxPRA+jgkMPwtCDDNAWQo/bXjo3OTOnkbEdHM3lPUCYUOKxixTqa6CLCB+jNuutf5wgdvjSI/udhs81/Xmb/G1A2X1bb67xoS4R03ryaSbnDflLVXvxbnceaeJj426syAv1YnqMJFtR6eWt81eySWL7w437d2y2ygpqde8KsjIkd3MJ9BPFnSr16OWprQjpCuxRkmFIy6LepbGiHj68R5/4PMmhjeN3wR+EOoN/wFviXA6e/Ae/a6TwzIDk410ZllN8xCWlPf2fmRWfZqn3ePd5m9F4Joq/q/+o31s8GGF7eSb/xZBfBKufRNDN6QYV0iq8431FhlMtMAIZ1AZlL11iUX0vjFcqgDA4CTqNV/Ti2XJAh0RwDzOYgUGcNkQVVCvA6q+Fx9dZ6FvmCg8MZcqpzgxOJ+VBCcVd6qLsEXbySX1Lc69kLS84Tb0Tk+gIOIgv8StBIk1QmQnDAUehmaAh1wJUBipTctcUuf95lrR7dWf5dPZSfWCcx5Pwzf0cW0NmJyRTOsa8AoWNRgYrceXdUo6JOjEN9K/dZWRx5WMnTXu2Qc/JoKe9Oi6PsQFj3T79q4Ykxpv5+KeEcHuF5g4NNvMwAXpn8nC1dBLqbd96onwGZo5dnEb9zuPdgR0N52+RXK+flVgpASPBcgiN2rQ+q+ikZ2BnFUe4ahPCyC/OExPbzONrr2KUdIgdSntQX6obPEL8Ei0aqmPDIJILTeGggX9naS8pOdRX55uuO/XdGvy5HN7CIPHUi/8pyfQf2uOMa1DEHGPU0oglSb0+dLHQBb49ZxP6b2TdEedHnyl5oregP1KPGZVfya1pUxDjiT+5pFI7ndKiX+4Knt+vKr+zHSZusIJk5VVlR/leFKZtZzWeUXceFqBS42FkW/zpZB+Urv0r6UCXvPP0tpnVBasua7BP5BfvLnbqH2SGAjjItN0fR3lGGkPAbaSjL14Z4mrs6ZNeDmJ9ZDrosE/nVIs6OZzV32XDUepUOAB1rqbzYlWV1Wz2XoL5xH+HIv+CH/IRfnrbHijH5QvqrvrUkv97oQnu7/Aq4KeH3POiMvFvBdncijPwRZfI2pnsbrulQu3BaXp2E891T8IUTWbNOso/bnjW4zwmFXzfnTyIYqrX8GtO1oFnrBXOBUcYFGWYCtcbHfLBjkDnKJrhqslY/izzepRnLrJQODQo1cXJQ3bI0V+fKBhuWUb4n5x/0dTuAW3Ny/lM88IbvhDuAfsMNfwyiozSuwI6B9X8Bvml3+7fQsQu/Tm0rLy8jGimwqtBtKqG2E2uQYOnjau43Pg8PI/auDLIG6W1HdgPFcGLIE8FueO5+DR4v/CwQZEdcK5XTWI+kQHctu5GsgO0KOZE6lEpUzVboRgcKFNTLkABsZRF1VwkX5kmsItBs7ZUprExgfzwuWyCja/kuuMykBpP/PryzCRzuKW+OBtOgflK2GHIMz7Zgat9JX9lKZ8MbjfoYlGzd0yKLPjbp+UYIHbgjn6o+X6eojHvhOz4YF3PPZTuXl5+Ey8V8eqAILxvxqcLhgF0hfGutF9ROD+UJoX/L7NFhIBkHtCcUwt6F949wDspHJ0KfynJF7dm8DMuZu6zFd7DcC+uAPHnkQB/wwcqpozctJkR5wULGQZf0aWpbcZR1NNguqe7QtgP57G7jDouyHpbW7UJP9enY4QxGV1tmH0TXtKOAxPRBH1uQfxLwuWJ36CILfLaVMUtykdaEGIfIui5T2E/vhNNBiDMZ2E7oqWAtm3byHNqPf+TnAuruUX5V+Ld0HYDvVCl+Qn5tJos88kI0wskp5YGN6s7MvMf4pQ1gDKbnhTiSjt2Y82PJ6MFxg1NE5LTX4T2pyaaLgeTAh/0cYGMlJ3iE0hjK1jZFeiMvG/WfNtn/dVrG9Dj5RbiDr5cCbPKYs/h+Uimks7wh21HY65nQio3h6AWC2Gxg3bXo2t7GzgqW8RTXD2EU7Eyj8Gm1QSn5utVvz4L4G5I+9Sb2dFp+beLcwr/qvE2Y0y/8RXjLxpga4CjhEw34x+At7urmL2qcdUGl77Gzl9ZXpSQNvhtcq9OcWsvzPdFbDp/m3iOdYpPE9wMCDBvYPMd9XWSbPUzjOZZfangKh77Kyd+n8iLRX8jt1YQCvlFWEXUMT/ZxCfLH6ysFwhv+HNwB9Btu+CNQOUJngfR/Db4hiP7j5Q+Ce6ey/yJcH2qFmlgpryn5qkALslsggcjptqVuVqmtzSttRuQ2WabmQQDi2TRD7P5xeA2OwR31+sgvHv0LRbAfn5dOJGjU6OBIRaOzpGg/Z9dHuqySBbR8ArH3/+Qc1W5HHAhOcQfrRFYbkxxRP25zpuLILubU7AfqatwXBlu+TGn0S46Mz7LLexsiGQ2C6IMM7hUzjBPpzrlRqVn3qXwLnokr2D9AR+FmEH36IJ55WWTodjq55RqjOUvk5mMiLzR/868uw9vkzg8Ez7V1mg+iH0PV8zm8SH6OYf+jowacHCNECECMBSDaKEm/Xzlq4BcCCnvH4rZc/z6X2/NJ7dno2Z5eDgI5mSwu7gb0C9YabgAAIABJREFUj+RXQWL9GCtO1qbacF0/FocXE7VZW0rW/sfatflEQifLYqqaXOfGsaiKpcEBiLsch3NEnE9s9YdxxLqDXYLoVMfPmfSzJPisgtrBiHVo8fEapEkmPE5xzvAk3Qy+VYz5yylsO1/iGrotWKVrluyERPYZVmVgEL0oxOlOs8Ac5lkKtJy2inVMd3wO39i82kp8At4ndX5OflWltZS2XW4jPFXEeF8r3g/oaZAeByHbY4sXs3uPmHC2psVLkaZQfAyg62Kpbn+JPWLtZGXUMowplZb45zzU5vuo4J3RbzMLoqsy0O2T0qg1jQFFipMPQdlhwcm2wzJS7208ylDynEnLhB3qROSD+7LwfLl4kP3Crgks+RnIz7X6FvNmebOZc0RchhkD6PqHDgrh92/imVL8u9CNVMAh/hNB9Es0On2P3Olyu2NgtHZn/vAGIq8/CJTsbYpE//iFYIOyiszuFnmBnHSBi4qNtIEdEXC0OMhSWkoNoKcewvsk61TAYta5kejUyoGKNfIdDB9UbV7WVxYaA79yr0d9Bu0QGTS7n5iR0uLPTGl4wr5Kirzpuxv+NtwB9Btu+AMwC57PdqDf8O0wd4Z/M7xznQY6ZrOjJphV6I1xSLwCKo4a+wb6fEeMpwecLUFJHTlxDLV3aAu+I4B+BCF0L09XkHVXRnQWNFHX8m7wCPlx0IqHgYJC2QXFsbubyHawZfwtPNI2ik4IbLeEjq38EaDemu2dQZ5u4mgA3RxMgSQSc0eDbUzHJwYbmZOmsPKHx7PTrNljBcbG+Ah3DH743fC7DTQpwwUNRwik0+FoSrUx+jcvf4DHvVpE6bwJHXhqkVfVXIgvdb+fhzI/Rs1X7QJ2u/5Y5qylkADLPypyTkML1+5Ithiwi8byiRKccT+YuHmRjZ+7Sd4QjMlmu6XdKRgjqlpTBwsGzt1xtaP6VL6d1uj5fOo/ScMwvJhhqRF4vrB9p054yFOc7ldkyDRjEN0FXyjz/1VfoyiqZD5iaT14qU+KOdtSHaJ8DP2e5BVO5D4ymF0+Zyf0o9uPIDqlBSRWEPm2pz2o5Fdsp2UjA/mqR01kaSxvQaHpLZh/oEC0LrcwGHPCZ78Np4MQJ8sf4p/IEkwzkk/TbGmRTlfnJvJyC33Me7rx/mEoWPGwexqpvRHz7Awf90kOvSzmM5HrE6GnIe8r5KpkO8bFRieqjPInf0zlFwYWCHnokfr5fIId1qCurcutaB9mOlPJ1e62wY43xEqI2fFLkF+YTifUkJKAPeo+MjBgfkIqOd2LWtU31p8gJvzbWXeW87+XVwTPdQGYMCuRW1NmbIJsn1+HvnWLP7DN9vE1OuF/u+JAmfHn1l+K/Ork/7r8GuC4hP8TArnjLXWXpbD0pMW3/xU761WogudEJ9sw8Dd/Pc1UPs4LaRrYbCLU5qidPSK/VSUFP7AclncM7wqbDivoTjiMnxcMctmxkbIexcPVfMB293+KtDUjK+lxInLcZ9P9Hs4aQLQjPl/IelRq7jjLn4c7gH7DV8Kng7yrXdivlv/qN8Sv4psdx4mB9He37yfwnWmzd7fv90BXJJxUb2lR3nKH0MTJoeW8ALPm3+mbreNvEZfTnAsHg1xzVociXu+0GdBRZEUXRVrpWThxEorgBGrtCcqvD0ofDg2G5173RNyHfRxL8wdLnfKBNsiNP6GOLZVQNppPPyMgGvhtwwHRLO029HHiDYdwEBf0lfzVGj6J4ta9cnYB3fjN0WkTVJZjaYQUEBccjAKDEcFu0wV8GQGMMnAa+lFinzDAp8Mii3Kav51lSGRWbcCwy7BmH2Fut14MytdJsYnU0mKdZdh4PRn/yhYjuwu8S3uMYRyW22fHZVVzVXiHS5cz5jzTBys4yQ8wV+RzUZQSbRjLjdBhsqWvTMSRo48sSCG02PUoB4U6QfAhOF3q3PigWeCh/yPqnycB+nz+8KSQY6U4Ea9RFwxbzlpXlwaPLPhS1m2GssgQ5ZnWXZz8em/Oa6IwBbUhRjwVy28adVrpLyYWfQ9oPTBY0RrRg+lYGYZY5BMpvC9fg+N5LM8GEANWTMOyy6dLOm0EzbH2ssOKpSzPCNpxVeREpnuMOT/RnMeX9Pix7xIDs1iK0SiuX7S9KriMcWgXe3nm39V5Rnx9KGsh6XJRYCjzHA9bJC3yNveuQXtQ0k2JkvabyCiPOBcdb1S3RR3Kk1UquaplAj2CvgpACA2RFwHdGniQRcxOLmR8MchvdESh0CBQP3lGoT8i7bEgrE/1bojDZETsJcvu+RCH9zvmV67EpO+TnS4oAndtXsbOlvlV9pfZ0oXWMHWHwFg3QeqTreYn2j+bc3kbt5YRM8L9oNPsxIddPRbxVnTFXlkpsAupW46LRXsUvpd5/74gb6DM6etzyMYZ1cYcY1fe/sJCjcybEiFnUa6IOJG/OZYR1RmiYtxkoQjloA/wJL3FXNMFPiN8ZR7y4zbK0Ch3yTg55k2LyEAesrMLWWl1bKPwSzH8jYRr6sR7FtKs6rQCf76qH5wwRwZ2sSHeIm2EXAAZ6w1/Fu4A+g03/OMwOoIzBsy/4Qj0M3A2iP4noZEPzqHHYOWg+YK+fmv/BSXyys7VkcN9OkeWbV3/prKi4R8c+1pE1/BE0UWFD8mo6jIms1fC1SVUrKpnVYBZty8piRo8nZQVyfkI/0LHJ/vHjcb3R3O13ATF3PNxgL06uICW4IXfraZnG1lq0sQd48kWbLkvEt5w1PWgbCuVu81mO0uOWEQjDUiY9ThEt1NlZ/gVrFON5/7HpS+MzB0ec7Dpkzw31heOVvwMDJxRyrfC+JK/na5hjC7yNS0t7Ibmcf9FtPZ5gDfIsSLAMUwKyeKKfz9+Rsg8Bv8j+PZ55tEOhsPGZY1DZSORbhYb7xnuZ4e08G9JlP6x9hH6mOjBTMK8mYxnv2VYu+ZtWk5+iWkQtFGggWIDb0JIK/qIOtBi8sJz8zkNzbcFTl0czxxHo8y3JxE9nkRPJno8Eo6dBSMuoNWajv8svwbyxgtNFSezEZrqsoCjTlbQTJZxH9et79o3BOwvZ4sDXAdMS4REnp94tbHmJnqyCMqwqjykZXacSUlaqOdGPs4jLqPdLP4gAT8jE/grjK9D1xQaBuWA3Dv68uCzg4P+a8JF16BmO9G4/lzPAlui6zSEIF9z8y6eU7LTgV4/iAHpbVkt/VBN+9bpDHo4rKKFYQzlxrE9oqWFX5J2Qdnnj/xmsvk9qp2qKh71XEsIEemJamV1qgo9BVkmyB2exHY8yczrZ10KR4uwu4ttIg9hYbn0/SOg6wx69zh347c4zopFd7uG2MKcmPGjgGlZVEYqfJ1V39GFwoziYTaHB3LthH7tsKEvKyL9wYFW8aCDhh8jwRce9KIz5Hhx7vlLnWE0dv1I/QZ3YpJf7Ro/8mZug/tW6ugjQBMiFRD9CPoOL61zR+pZWSYWJeU163mh61DnvPUX/Wccrk/zGiRkmbjCflG3uQg/y1V+ecLc8HG4A+g33PBHoTrK/V8Oov823b9afqXormR0K47k/EFYfVP1UnuChSDf7vQO9URE0vzjJw3i3CjpbUTeWS+esieZlZM9QsH1CXpudhIdVTFrVpT5upVkTpyxX/uAcR6elpOsACrl2utCd3JshEl5HxnHi+KzQwwdwHk3gzsCusK3GPNmOxc7QpsY1NnIRoLBDehxDwJZ2eG8B1pOdG5CKXZEeHfcoJNemo5bH4Y7bbNBpA5ztvtEdWFAczwG0hjsLAipVyn/KLl3RAGG7tvaN+CvvvX0HBfeUUgw75r+9fizQ20YHBnayuCkoeBrwCC6Jj/tpfM0ls5Ff5OmVghSybiJzhbWMgaORrK5u5pz7qi9ML+5N1RLLy0D8gA5WhCoJOiwoeO2hNZcA2EQVLnLw0riqH8MnMJrKNqU+wKN8IkKhHq0WBuY/Do3rri4ksVgHDzlEfOOf/osFR7Jfl1kLLusjYgejej5OPry+ey8m4npoce9HyRkaaI/eKKOk2OgE56os6lglbzBOg30wNAuGneta0BaUv+jgXN+kC5q7ZMeY7geQvu05mdgyjTqU//Ky65ci2OhmsnZ4pORHjcRuW+CTCHKr3FfVvrOzCI5zxcoy61CP2pdobY+N4HkxYB/pqmw7SF5qolrzh6ixsB8aI9lfXcDpIN0UUb4I/ThlCujcK+8UK6F47OQdeIb/h5qoLeJdDjj9GJO/aJFYz/Hy8r2cylB9+vjhEVWtkOOedkVKQgQdJxK7rlHIhuxfwrtfAbjTQbndcjWGzyfxTXO6fW1Nb374Edm/R7LLdriSSmIrvo1+zoOS4hBc5RjNJA1s5oMZE6qDEG6oAD6/HHALWxP5l7/aq72dJs8J50gp9MN9TH7nE/SFXC+B/072lHrzzqc5FtaVsE33D2PUV8rckIMnHKHPCyQpzyRAsmxHUv+UkNdFT8+vi2IznIy4zZRcbNDpT8NDcQS1FxPMkx0Qrb9T6KHrNAuhrmwLv9Jt+L8R7AVI83T+mykK8ENl7FOOC7xBRiNAWijuS2YMr5I0A3/BbgD6Dfc8I9CdVx7eXwZCpHf1oAuwDfQ/Cs0qOI10VxXPo9fCqKvgufy7ky7JkfdYWlRvQzUFbTU/MsFJhFlXLmOdCwUY3TXqTFO3rBm/TWjbfBFHm83n9JBizpcHRy9XOb1rqIy7wgKDf7T43c2PGLzalCqd4Tz4fHYJHBFFAW2eN3kWMlnduQQ/MZ8afh6R1j8xrPLvWHfOayc96mYv0TeyXd2walPfd6ynxuB8AH4AcLhqd6wc10B/7DSNBBBbN8A1l/S+TgNQmqZzZy9w91PhdELDiZxDKxGvEN/YQ5XR42i8X/8gyOyGfurHuGJ50vbsQ9yZq/02EmTZMQZL04ZSKM9mx2cHeYbiW2GfHpRBnb71jivX7pv1oPTpJKzegIARgrdaTaAJzgaytKb/EM55FMy24zT4HkMgOwGhVbQg6ISqKqwTqeG7DAVx/tZIZMcU92p2XFFdMthe0qOrwQop2t0mcejIJ0uxa3vPPc70CU1OnD9fEScTYPnIr9aa0RPGGvgDN2ucZI39THG1TPAAnytLkskR2PI83h0GUb9t5n+k4SPK8WVjhSnusfvUpbVsHYbnWpx8In+78FWUZifebBB/+84FqP8wkpqkoGOX8ivl7iC042a41PWm3lmIC1xXB7p7dvPlY7baGIb9n7xi6Hsfq3mvMYn8xz38ll28Pm96KO+F0FobZRkD/IPGemTsXFMH9ZAiNBYVZvDvG/YtyqXyNModQ6L8EQuynjRtkFZztivnHEWEMfXEnrZPFTm9vr/XSf1Walerx7qIpzvy+PR3wROfhWUudN35GERRM88sLLFGsWAuf4+W5pLIzA6gasPWWuQXeHesi3Gx4AfHTJLVoXYXI2f2ln3XtMf5CvDHe1Yn8ALUc82zN5nFWkqa3dWd6MgM91AQpzSTq+XNycmBs/9og0i4xNqoyZiQs8F/nJtVvr5ccb8eifUvu4uv7b8iL72qEu1MH55vNqwBCbSk4ecnBWdo9u/0+C5iNBE6ahAq0iUX5IIVNdQ1ryEl7r3vPiik4bPORAbb1juDTdchzuA/h+Hb9nd+22Qvsd1sn1++ujx5Q7ak/Bp+t/9jfh3w6vz4T31A8fCrAwxQvDdkUAKz7til/S80B+g3B0/IwP8XTynUo6Dpj9Sopx9N5g/YhTika8hSQwqtaFRQ9b2jcgF+Ry9FbG9jGQnieNglD8f1+g2GY3s8OhCGfoJM4I03Oqso4JfhlTegp8fvYDGchtldfUFO4zgEMFUBXwSnegl7RB8OAIPx0p+933i0tNYPS48XWX+Vg2vORRWmuYHB6QFz+Vfz8eZvC0Ceh/F1g7D/nCVwtRUNwUEb5ybSmjW3RoNrl2VzNGh1R3J4Nje3nGk+XtZrlZpLhjPd+M0ttkguIeNU/mMSAJe1NtOylQeeDgEygUgOC6xDYDPedqlPr6u6gsQx0/r3EtZah4g0yGj5U8Sp9f+aL9Ux06v7gZvzTfJogzHOJRG76iKmXQxwopBQvujVNJAup6d2/TtzElZcDvnKPJ5rJ/kXvoy7pg4BZU8AxEb+SkOMfcmLsaQ965Js0OuxV25ky7gSj9I6Yv6Q59n+TXHlxeaEOGiF0mDv4q2N1YTfikvn0TtQcTPJz2470avCCnlSP/3fFJrTwucyy/wht2RoH0KHe+HhePkA+TmTB45GNOoloSNjmC08r/jnV+gOppFWAegMzWnLNaq9XWTIE31gWouirw9FrE8SIQXy1wpV10y4YJUY9HR+VvLrwhx/jE+hYe1YznIrzSBRuFsGV/U2wR4XdI/Iltp+KNv1Z7IZNHoSPosv/z9GXDlb+fJMkvGivl8RFTEk+k2J+W0Hll+WoBCS/FoRBzpg8y7MF80jqsRHfNO69GkSJBhQeELKk5ZztKnVgUStQwhxGWY4ivrF8cpVHEFmS+eX4C/avIsDpcCk9xcnghI4e0ox5jJBdL1nfDBAb06XxrKr6cbe+sgehiZw8Ys+Gka93GU78hjefWgxnaajF/wcgUGi13IuqmU0Z1GkVvI31pMJ/8ibquUpS/oSMwG6Yn0Nf9r+mwxPvogMwtpPkP2T57rP8IHZdwhLhHRVIytpL2YfKp62XGcpPTbWy+/RtjGcN7/ifLLcPhTI0fya6+8Oolwj0z7qAdXsz9o1TTkN9Nnk1Im8ismIaIJj/DjxJtErUjpUaJSVfGw8RzYlkrX3p72M2d6VuOprttVvnrDvwJ3AP0GIqIkgG54H3xqkUJ1NPusH8WhcsO/Ac6h2VQ7cg5p71CEvET+GKzK4v8I0aT0qvFJWQFhMKKW37oFBTY5ykM2p9yD0xFdgqg/4k5iDYwnQ6LXS3dSBkvLKrXlOWDCgMv+d5zirou4gvoIrlCqQNNfMPOynZDLkxZLHgl2ab4N8gKIDRrFlwDpK5u5vEeLo0mrrXKD0c0xVesE9X/P57HrgcSgPsrJLmX6f/bOsM12TQfAOvf//+S7ez50adEgISE073n2mZm1WpSIENG4XQMZP5x7oumi+jjBXzFcOsb/7z11v49G9juwfwvX/njZ+9Xnx3PP8/8K0T3w5O5OO1IHT99JF3gvR8ivXIEj3UcdXs8SLDxldJF/bHjy++ibsDw+f+dc4Eh3t1pKn/Va93rLD5546f/w9RA4t1JHwl0X6RGYkbpJHDphX/KOpvsxnvdRput493H4v/vuDgo8b1FswzpGzN9vXRm2kde14Zjh+RXtandYl1e71a3W48Es0vfQbeHYmrZVIEO3PIXj6O+5Qp1+y0NhUTICGu9ezx8sst4LgklRnS9XRp5DIQ3G3vP8xU69NkM98lvrGumGCDRIeUKndf843/dD7XArm6ccbyfY1anC20Hnuf95hJ/9vvh3ff7v75/7+/d3He3uSdo/9d8/EehnfIpKEMFXJKoXr8/f4xes/V2mHZ4KO90Z7+tJrj8DvXMdd3069/9nM5h3nB+/Me1d2uS3I77iVc7QDgZsmLDlnvpNZPhOyo9VPzvbl9l/B8r9IzPRiQ7vDuvCfg1uKnKZ8cydcT+nvHM9fUaXqctQzwTjma+P8B32Z2yARCne96eZ3g+afhzo7sO9X3MQzOGw9DgrIseUlxX3dshcRSzPJ38pP2Ohc68GuJr50sv++lT3+HEy/f78DUiv+USiZ+P5XXiRfxD3yO6rD8W/+OI/6yZ3Avf3oTH32ALvZwufMXpe5xLF+NhH0KYQcPLpdTNGZ44CevbcF0CbXvVeSv9J7Yg+CmSmWLzz7fdMotEfPQjYHX7sunXJM4Y94xcwVsePGf0GiWuUb25gKDb7y1hwOQVzHafux4Vfxvd8rHZ3uQR+/hC/Eucp/13K2/h0Qd1eF8VP8htIACf6c8kB9qMo99cDhWWKyxeZl+5pNdA5Ho4b942NA5mLaiuSuWg+dmfjx+nrg9eqTyBP/8Ij9NM8vT2QPs99wW2Y+IJVOi0XyRjsnvHL/+5/QpvWsdHot7kVzYSDq85YGF5XJKra2wtPrV21m9Nf5VKC1k3m0vtBHOQ8f/EaR87442g9BLgdTNO598lFcaXd4+Fd7ko5p4AYv7DJqHw+gxNzoBs3FCd6246cb5HWUW9UewnM+80x+YVl/EIbYp43fWf2iDwjo+a2yIDjtkJHQ5qC/26UE91PSrzdFE6U0kt/ZbkXKXJOdESdx5ck09ZoDpos4JzARa/1i9DgTY4j9veHC5I5J3qYhnv6KaY50si9ezp1F/s3ITj9Aul7AnJfmaxyv9dwEp31+iVYIVUI2XketrmXXz+jhNYvjuTvM/7dH+X1tp7T5YHgWHBIXIIFnDsK/fy1eTihBtI+w7YKr/j9D1y3Az8o6yY/RQTWx67//+rRH9UZLtrcu9nDSV+mvp9fj+Tz302ZThSXLXZYewf6HcHnfP8OneUuWmwPF3P8+0PvjJJFFKiLgBtgfHsGi0HecfMcCf3Uw/OkXo8klUTivXQQLd6EzxcsaD0LbkdUrqc+nnv/JWPd6Vyk+5Lu9yw4n+HmKp/A74q0aEWSiwuy78esu5V+bXOGbeVcsGTly3WNKdA7+arlS2U+0ldxdM6dWaTfA1mKr3r0hJetO9XDve/43RfYCqmzMimFv8EVnzIco8LxNqnT+5pScsnnVx+M7Z909CKZbJB8lIpSkCdUMvfjQ4rPX1N6gHcBXhsCgKSzdmyg9l9H8f5z7t/f6f7+ne/3yjrnwg0avtzR+PVyoAf3RkXIP+/pMrZVXIvvsmWuv38Dxy93K17fry9ZP57x5tZnYX7vBczsAverWH4cTNr0LstTOq+TYid66Ag53PEXRKGnY1hYjuQhnij15LJwwDufct3tfjw26JXVeddROEwHI4I7UhkmDmXhIzy6JXZ8RQo9cKJfZXwe8iU/fixI+5Qv988R5Ufru6V/XeceJ8O5gTvj9k3r5F0IbFX8igyPH4+tE4/toQVwiV7f676uKs5srnhyCYuYjA3Opc/sx9R4Y8D7untoDDaNPAXJ3fPYXXca76eKFUWs5oDy/urT64fM+ASv1wB1k3ycf8XYq+Bi4DdO55Tr0x3Lt6f2KZw72G3Cvpdc+DIz/FQivCzQIbc+SedicO5BokERXjZ8fDssJZl77iuTa/9lyhNtzgqEPG2AI15fwpKecPgEfiQljdr/BPq0T+CnJ0MnevgsQRnzFsGT1PMZpB/T36+UgenGk//pfmOAC/R5MJZR+yK0bhTI3ZP8+bTfnZ1/siOukFC3Po8Vpf/UZTJ+ufS5XCxDOWjDVTGBcOzy3z2O9LuDR3dTj3J/njuYsyVzX3BudScF5BeN95nsw/ktUCLnHpuiSNAmUdvlAO2DoHCBuNyvsgOKD6ftorlpZHeFH+XGrwBx1wN6Ytgh0N19wdCOOdCNCItE5wE6Qs0TOmQ5jgrninCHHP47ywLmecO/OY7HR9fxbcg8/w+nDdfRxAdo5ASJj3Oip8b6GUbJwHX2LCgG5UnLGn4eXA4n+Ta+w1ujdxxB8997MnLE6ZxhG1xO9PQ54rnXu4CREe4n64hmAPXIXZ54cuQj0J93Q4EJRhlHfwITuJjjmcClKFATTZHnzqVN7vxMP737mbcVJgD3XBeR9y0HyUTV/3qe7jz/3U4IF8ji1XBPMlBxXotvfn5dm5NFhSgs8CU5vpL9OWHuSdNdjtDxcLgzeY5XnkF1P9FrQSdCtXO8mBzrJ1/cONI8jES/Hel/15G48brsebfjvUYVZR1OIH2f/emgoD2jiIDT/fTMEamle9L9y+ias/bp9ONXD+GCoTvjhYsr88OvUAd1FS69vHVVuAB0j1P3gtizIexZs0kiz+9J+fHUm2+T6pMBV0SZJVcGi7W3Y/pMnsX/fK87uvSdfHFPCcYvl25bAIoZ5PVEx4UphGVM0np12Wf8cmH9/u5/yhNUTLTgmozhrz6XWeg54zHKRxnCnz/JZB0EyfNdzfDYP686DfpZkR57KCNPmPvO+BfgmkqCvm9konjTSLBSaufrD9/nfrL+U0Ln3+9c9x+Hc6+NFr4PnPf49T7G/b43TCcpTaR+qouJ7z7p3Ms9m7/3lZ+7ddTp8/d2X6inE4dD6Eg4gv875+KTVl5NFtpWaU24oH4fp+6/M6hnn/+dttfXv4yO9DUqQYG8UXDc2zvvzNN+dYuGe3S7rz3/nk8/hJ4+mv2ux/dzv+cnDtNgL/yI8O98ZCzdDBbl5f+FXcTn6+d5twyHsg0b78/45YKTYU4/YPsKc48cAc/7Em+KQonHgXCz3hnJyXs+9mzmTDY0x4lHvSQaz5J58RnKR/Az3eT/2D5BioAKP6K0ggxeV7p7bHpOOAt1Uzwip10OHAbuIsZjbWgb5ea3PuLuGZ8y12Tn/8E47QHWIA5IlkZRFFFoPE4+ytW7/xK4Hdsr7vr39fLngHei/05BOh+b8vjdFG5idj/H+TMXC+Q/l386tp/Rj+62Akf1gi0RjdPAGPYMT0Fd5DI/XPytt3lD29c/fjT/Cf4fzMHCcl9tEHTO8JVRocPwjNe+oEd/97u3jnz1J6+PjnQED/J3fjzxN4Sl6LEn4zHrmY9d+Vwnubmn40TjlnPefo421p5ezwSPHzxbOOeKxq9Qp/qylZzotOEKevioGvzYdf3tx7FwPDl/RXmPK/UjtX9pOJeaXEEZ0g4L/RlHv5/phUf6wf1wcVmB+VXJ4g03G9/tShK7dH7/HlYvkTuL4xeQbNDpTvim13x19KCFpVugjc0xB7qBgvud1b33rwLHc9bSmOHknu1Y/4z8/Yzge3HM/QxH95tAlEwbv4gQLprjTaGnAHGi4PdRdQITI8hmOp/bg1+C8gUXhBOx8/V5oeShDRdOOoJyhk8WT4Vio9gv5MBvvEyWGm+jOHin5S/xaL4FVydQGGDykhjNfjJFHNKFAAAgAElEQVSczm3fxKuYvpQvx/ArjTCzI/8V1yrOEf14gCY7qPIHCR/J3/Us3veUZu5hWie43nAnCTnTTuf70JV8KldRlGtuLgvUw+nq85VYrOCL8RoksRvCDPziA/QA4a3BPD5UF0EXqxDriqD7R3UbLbaFNyQL7T/tG7dbMGmE582JNgkWAqCFwvey0KMQAhfHlU6gK+5lkVvo3H2PTyXOK5jMu7g+wiq4bg4zC6+JDvx9Uk0cENAS02sdyLdPsn52uuSm22USlbRMrr/eTRKk5tvnTDZe/H6eLg3EfVr3lqOkfM86fhBFEclGktpdf0/LH+n3YYG9vjxztZFom2yVPQ51r4fCzQxnoERK8UphXz/ThvbHiwNFvEfYXL8GxqWXCrnzha9PdfmtE4/4qZ5LXgNmtly1pbvoolxaFb32jAe5HNPrU0MhLozvTbnnDlV2KEDvvh/r2VjHBhXkZToZsqM0wozhgkMXva7HDBHZ/Ap2Qqwb/YdpboFiTseWjMxGH8UVHnz2Lvs9P/Bq2n/rTyaKdNSvQL4v/r5J2xNUEb8x8NabkYMyfFaf969Hp3/f5TmC0rtH6d8kYx5UpDP595O6aMOac68Tu+IqD+rhl44L0gu3F0T3ncfz+qTz2WB7Pa539Pj0A+UMjEdn/D8iT/s6P345FzsfXCI/3gkRtEdoL4RJ386YcCwL5SAp+z1e3pc+Y0r03BlH1lWSoEsFzxSNd8Bd56+lYqsreMZwc166ASnpo2fYpxPD7kzvBQHGkyCtSDfe3/nMoQeM88zp9veJTf4GqDSY54gvLxMUPJX3yl1wHqm99y5OqceAWvn3v/C0FT+niFSaC8ewX26YusIMPL7waCpGQeHrW7MnspOqISiI9JV1IvdvKyCTRvB3qubC+r2/C8bV21EZbe6MLzyfJIJUYUV7hj9/v6dylJ17HC5YfwvyOcJEQ3sn7gSpaIeb0UK1mIyscV16HXhHpL+duefvf1Fd+7L/6u8e1V4GXvicLql3oLULnRM/roVjRzDm+PEnuP8pin/u645oQ9eRNJ0LxxBfpGdcDlKPr4Ef65Ve7olSCUxE20EazI8LZ5LC0xbBbf5ryKa8k/9VWFSAZ5yJ1ldeSeUVywFc4teo8TwNBd1V0+9kovncIyvvXB1YN++rgIon6XVjRcyBbkTMdozuRro7m1q/Ix29HBHWu3AGxih3FHpIVR7CBcw72uW4DbvjXpQCCIzdx8g5XdZh9U4g89l7QnK+fgkNViDV3/98as/rltLyQYZsauzmiBeCTih5l6STTKjijQHuN9nJzSGO+5muP4/Xvffn4d8vfpMIPzlyV8GfedgtBS+L9wjyPcB6ylmpwSQAsSCUs3LZnOc+SUAU4Cxy5U8bKV1Uwpc3vjydiGRuCHbOn+k9P1mEj/v+XX/8Xdf+BbPQM8i2VnxIPtDkrsbqv+Jqzu8ZjqgqXxKUdKF7unK4pz6LOjRuoNOfPhF4GaMFgt9PX7ZbVxyHu3pUuNQcTOsCvQI7MJ+Z7jN+BLPf+3mOOCrKudC/ESuwaOIXvm8zyD35+6Uz7qTPQN/9xpy7eNHM+E7Ji2Ps3gj07emiNrv05nHXT5QS0E2fTT3B8lzQ/6DlhujX3Ew8c1v00b3olDi+/RXn/XroYEOUdxTFCT/jyRn8eJ4ZjCD/fR1f+9484VxYvspCQ3Xwg7567I9QXB8VFuYILSL8FraiczSf3+ux+EG6B/gpnLVzgQGSSzIdC36/gOoE0PfAdXj9GnaCnBCCf7xzycl09HiUce9JwF/6e9t3PIb9fokdcu4W3Kv//z3j4N/vxtPdspq1Q5Jfk8LD1+eojg+VpIr3P7KZmgJh/3mSSce7JK2XXHoHT5Dq4Z4+dab6M+4rZzCm+THmcL5POhc6Qp53lyfFKuqII7osGpcDO+c9LAWD3CuPM5C55+8iwWatS/zCMd+5225w8Rwq2oSXOGXO8H4f+Zc0XrxMfMRtcQRjw633knEyaVpg1GjiTMaax5ESO7/DDRPP+jrwXuE0vaiITxu+xuTgsxO6CEjjIoyKDWTlDFqmON7Fm7+eeVOiBwMD/JXOEf9yRk7te/BOHySXSOVrcABDJJtP/ypt3D+fzphJED2Ana/qfOfuKtcgs4v67yuHpytlEjv8l6kOdC5Wdj9d4FXBM1Qdzh1/1wd/9wBXLX/RFmvmiH7LSG50bahxXuVNxptqe2Tk7vx9FDnS0/7zMkyCyj6S0gbJRxGwYeT0nS4chR5eE37ylNn//ZyIdqZFfAnVo/+vey7dFLdDUpp0bAvsquiyQOau53bOuT93bwY7kmdJO8MR/3zSOYLyvot0y8VLBftTZZIr707iYLLVkNFnr8aLx5dn49bvuYL+7ueUr/0UaXHOKOW4zt+jVvILDDheBPbUeRcoKPvr/px8Xr9Ha4AucUqnffFlt533cPW64Egst4I6fyyn9zPD+uRKs3ZY5Ql8WjK1IzMKQy6ttD8WgoHCSrnLDY43r8pHFtJYGXOgGzfmPJeh9m5t59w0x3Vahq870THH1ve0G/XI/dvcPp7fIyOsaFE8xm5g1xSux4K7HzIaQ4PST10iw+1VvveUuWjgHqmhlbzjD7zvNxG7Jx/n83fu2bLfZUzQcIaSu+y+AjKSf98A+T4RPS5q69sURzWXtwpL10DlCj863p+nySbfv3xHtRWJIM1yRhjo5X0uyUxa0tuSiTjoRAfuOX/XnsfhTr94k05I00WHCqVnagOYEEcrA6gUglsfPZfnSHYDH2WZuRdZ/P+DxY6gPuNi/+65dcmRXBBPetN+Brzi9JfNESiZoDy3KAVlhRYEMgrs9Eciey/F8V42hf56VdsZ1M+9OpFe9I45jhykQUZXUeNp9/30Z9wyT2r/fhcGtVFa8AWe7LUQENVHniiFULRTx3eYz5kcjViQ3jQ9KM3rw9/iSfKVHymPVGmeya/FhYPXCBNfAo6pyfj4Sybsg8CPZwEpHPsAYwAcn8ACIt/zdycf5plIRbr4UU0TfkayLg3lpHRvo52Wa/9nbA71JW7R57ot2FR0vrp1JonjXgQ+/o7ke0geOChquL77wXqLry+J8omRM2jB3lddKBOB8i01RTh+3e13X3BEuus+sha0MTOZJGV+6d7fB2ck98d9TG5+B2GYYa6+k1v8ZqdbN71ttPDzuC5+HwMKMG239NIj8xyh8/yp5rLAn/H/uokd3sE4lgjNa2wBxvOnaMmmJ+zYl45T2UnU89qaeLR9ffjSd+kU4RmDXpIZjGfpXa/i+MSCv8+fKGM2gGF4y+pTJKAfIFXbu50wOg2ZcrFbJnrqzqU66MHdHqifx95+bsjZB/f4FwQkvC58DUmBLezO59//zufxKwZJaPrAX5Y43/cm4wOYBFh/7+Z63wulhij8S79mLr2PyfeyEfbNd5pv8Tqi28J7EgkolDz8/nThJCvuHgd4T0psvx9JaXJleE4riZKPIsWDlAK5jVNJPzgAve7zSEefwCF6JvIQqMP0jMZ7xAznKK8Chdfknu/5PH5HfXBdlNz5KusZlyhOxOf5L9MWd55AH4OuL/BSU6ET3R2vhNLI7Hj0CRvwJwNQ/8gWIP4i2jDwF16e9JMzkjhAP6R31ThffTgtLHXEue45Qad8/npgQH26fFwKqLypbjuTrnjkaobHKjB0Yw50wznnzHk+GA31Db3v25zo7hV9XnKqt9QVqu0zi1KwEZjjuWCItFUm469q8rbrmZqUxWTKRThv2z6ZZOEWOkqO8WcdBp5+Are42IQr35MtYThJBy7xqb76c5hu9eGhCwrlLS2MhMIKJRF8H06Gq2s5xXkEVV81lDf6s71HpfPM8M9nrcan/3fJW+a9mfELBfJU1nk6OJN2wWQCy9qdTDGJeMIcRbxV8gQdeuGvgACGeV3z4iN2JEY5xL/cU+FIeYcxt3Ei8VJFoItyyv+3wBEt5B+/JQWoSs53HrBz2a9sQIs2TyLw4sk7s2h5yetn9yycRAskLvwwdKJnypjkl8rGvcRClX1QZcZ53Efznum6VUUXRfUC9Z+gDtJyRKfJvH5BZf+6I5Evv5ADVfm98JBby0n74/1r1VgJgPvHHcGLvD4wMN75pmlV5QM/FmaJ6g0nI/Ef5YGx4I9yfqXncAfC/szbAo+Oe9ozf3WgR2pjOgsvhZP+InB//QF8f7pT82N3tuJynQvILxhrno8yOjr6+3jGGK8n/T3AePMuat7ugIaC4LafDgsyeZU1boA0vi9X5+FpHeFzQtxa9nSPbXW+r4HH6Pg1GHfPgHTMmbZNvvxxEi0dIy5xOL7khuf7TJNfZWRF/ozLjp3yhkPa6VwSyf6kF5U+bIqykRF9HNlbv1+eMgNy8Bo2g4IG14Sbk5+Ln4bFnaJSIzMWFXU64rrSPdHnDQZSMX+KxghvA2y1I7nXN9NPHx6Roy7nRH/bSLg2+/Xue3PqT6oCvSkLZB/iOOL/ubDv0kqdH+Hjq2AdeFvxr/PQ/a9XZRJHaVSZyvgNErcwJV9X0nuZC2GoxvMNpCsPny8w7kRXBe0H1e9Lv2VUHdxemb8z5Xm9isSXKtXRd4Wkz3fGGw5+m6TPwCA6o+vy+GH73rfmo9Cdl7NHl2eTSh31jaT2HVUMz9fvR/Jpbe5RssSOp8OHc32oC953QSsqneODy/dwdBucj54gDXeRwZ1vp5q5n4pzfH3WYDI2xhzoHwcTHd3yfS+97/1O7x/tsNbgIC+hvX1np0ehd8MB1aHuoZh/tSt7+1ucCb0uwDvO7DcvfPnytyQLYaT2eu59T/WAxZUEfE5H3ng76vnkU4XTjetAQB/UbqE+UnEewaCvSukP0udnNJFxQb9PDf9EJjGRCf471DoWVmph2codAXrfU8obk2sUSYKxB9Ksj+f/hKZ9kqnflFeHRJ2RUWrhO079FYeDdBTcntH1wGY6+P70Hab4qWxcH5jR63zKVlmgBZ/vdNlj/aj2I1w6l32WJnugUJ9heu86qZ+aA2YF/lH7OD9Ghfe8y3NAP577MPoh84z+GEewrF7Kq2PRAP0eZFEVjyP+o3wykn83aCm9wHEepHPrUX8qUphepYCla87gupxuKZWZvFwXLo5Btg4qlRYbK66/7FXJhthcPvVy5lb9wo9wLr10LKOa700zntc4/PsYrL8z+D8iaUiHZNoyvpK6sJuMjdkCXf8Dn6wiL23rF7T6uvK57kjtqZejpnF+Gw5pZ/QTtkf8L+/nLeUP2xfP1whbLTQQU9l0tfrnfnEVfb7X6wqi2g8v+zLJn71GgGN2Dwf4RCp2rCeyp9C7QYK5GPHx2l/diJtfIUvxu5eS/3Nf/vvguuKY9nyfps81v87pr9d8JnVQVsYJ7HyqNlcLCkRa30rLmWsfn2TPelEO0vNlro2v8xO0hr7o0vluvYy09NsrLrWpX2lCfQR5FCPpdbD3KXJH/Bl4bfhr3f4vr+8kCVbKCn0D5h/OW4qly2WEvx98PlKXoo8Rxnr8zS6AYXDz5ehpLFZHfIg7zwXu3Y1R8rxTne/0LLuROke5sCY3PC39v0Uu/btpWzAdZbaaB94kIaMnJaGWlesZS/e39DPMPSWHxrhNae36ZwTc5aOktZN+lZJhbqjO8x3wTvOc87ydfeT367TIfe94smNf007JjvsKOz0v9lly7R7+W52R9u1K9bVSWQ0Di0WgG1thihpPGtWiue6oC/YezUYMR9m+ftx+COb99T3stNjo2fGZVkeqP1tTr0+rE4yjn78i3hFRcmmkD6Ucppt022QzKEY9I+Vrply1Os9b76fQ+joirL0NfVePZOmjFGmoQb/06MdaejU0PD83lJNFSteynMjVkO6O+v4VdZiFWqf7ye8X6ZV5TtuWO10jhsN+24Udnhd1UpfYeoauusvZt5JjukabNscO8m4YIRaBbmzDjpNPaVaM4CkxcsGxB05DwoySh68Y68aeNB0tiMDEd324I0hby5CLGuBcTDF9q9d2WZmVneezylHD1ynHBh7O9gnnNq36ShLuSLyvO88xYGRVitnyNgN8fzPn+ReZ2Sdqa19f7K+SWH2+WblOOOZ7rRHo2uwX6c3rWLTLk/byGQYFi0A3tgcT+UCFa+cXVwR4z/FXmHtHGyzSkTalPDiOAsO+i6snz9L9kpE8GFZaqIaQjgRqfyca7v6VdqZqZHZ98TtLU32Ez4+D3E5sTEQYZufy7hMzqjyM7P/UneXcJ8S0RA9xRz2NlD+qbTEaqTbF5Ks1yiG3sRPzjtYaEvZsWhZu+7XUfzD6rIfa87SMvbNPguq1N2v6jNv+n1lXI/QT5/iwv7Mf83w1+Y3/li4+xp6lpseRziyk+7tEhPhsne3RUIYao8vI3R+49S9n+ah2m4bTEmatF2iB097FpEepi9opD5h8Jesfsr9Hn0LyxZOADH4sAt3YBglHOZaZTrvWvHccJGqLy7V31FCM1t2i9409MHncF43OISwtk0TTsTyM2JA2A41ywVUmjH2ysj7gAjoVIRfRokFeOMvQas9CZYF07e76FyMzWHoXVVvS+AK97bIyO8kD/CzrPt9ObbMi0rp6RPt+Sa9JB5HsBtamXRnIfpU6JWa3upPG+qNhlLEIdGMrZi/mjo4kphoFaaSH1oidHkq76qDPatFAnh3riopFNuumRx84Z+05k7gtIF01rixS1HY2174z+Wynp/5y7dYayVlj1cUO7nKPOhqwNXq5Fjk84mQcqk07M4JHynkefpazZzGbQ0sO8931L4dcUCN3dq5PDlLZ/NLJSyuXPUfcP9Z/vh57dsf2HU3N/sBAWQNqBTsmcDyPZlZ4JmlZwOQdskKd9VDaBNobCb3qPDLH6Mh87ScBcPHFfmf0YxHohsHIyAVUKrlj+b4wQNYWorH1nNbZF+rOozWiy7jodZ63pGHwUKv3nWx5m5jMY1SEpekRWTQ4fOs6SzbCthShs3PUjnN0exZT7zvZtDVHBDayq6UubHyTg6qPVpXlnWXoerZ9no9yah3le4NGr66e3edy63PGODTU+ddsWQ8l8AnDrnU1Wk/N1ouz2FV+DD4sAt0YAlUZSSvtlsU/Stqc5Q/TwtSjv17zACBdNq76hxbiJGRn9g64np2GGHmnRqJhr29dvKixWiQLh/N8J1qOrqXq2Z786/e/PulKz7l0caYzOWFq/Y9TB3O2uxRUeZKK5A/HQE2Lj6MZLSetmxc42gWSl57+xx3VkKY3I1Ka83kkbMG0TjgdxtB9kLy06tlWxwjGiY7Nv7YhgdtebO1vXO1HvX5kf2vRR5g0OWlNr9WJANmzrfdzkpNLun2bli9tf1q5tNp5HNR0HWa+w21vt5xgRMm/Nd3c9bXn514DklyP5Mh/NFzrQ6OQKs8MW9bny3kttz3UUgZOpO0fLvnnKid1fXc0s/u/8U0sAt0wNiJd1Ib+Dv+tgJadl5hJFDbSB/M82hbpV5GXFdAgzxBfa+PawuMuUB5Nuh5a0pde4K3lvbNstODrLWdHfE2POKdDf2gog3O0BaCcHVX6l17z9/cXfT4SiiPW/wx/b0mrhd6IyN7NiqP1Ppc9+0VdRkWL3kn5Wttxb4zRS/vzjNosMUP2ejdaSKKtL86yF1ZjP92RR4MslNZoR5RPenPjjlidGcb3sAh0w9iEdEIA7TQOP1+B2ZFFKaW6wzpjwt+pOyul21I6ssZ4mCnP2tpRww58HyWhrW64OM/6UfCtDh2pSBJJJPQ1d1lWq6/0eozTbvX+NqONZssFtu9It+1s2aHqS0ifjGxL7kg+7sjlmfZsbUPsbFnjRMLpZ/asHnJRxq39WWf9no56MhNWX3PZsyP1O6WNZs13JOuj5zl0yvd8ZtuZM8jZDJLyleahJfIcYy+F14wqs8Zxqmd8nYHpvDo7rE8YclgEumFsALSbthQdtkIkuiZjo0ZrHfYsQI6oH62ysQsryfhupBPAXFTgTpQeTToakiM9rjJRneez0KZ/JWwHDfXcysplH0Fv/eRkrRadPoJW53kpAl0To6OdZtuzrd/thGZ5NMpAOoWio9Zs+/bIv97n5d5c2gPFnp0935Goj9Y0v6LXW1hTH8gxsj40Os/Dz2acoIRBc/6zyxZieg+PpnYzdGER6AYId6QCN7MjFrnS793diLkPusYGBRrckdjhzjbqLjeJtitF6kjIj/ROTenIKWp+tbR7j+rqPcmAysjxQaOxz12f/e1BuzbNbvbiIlSfM8coSiQphp7+jY3kHkVaHrMv6tQiYUdH5qZw6th0PJsR5cZxTYmeyPPws1mnntTkjVoeqM2x6WFkm8P+Ks21uCPpe9NP6dUHlOslNrpxz2+57S8ofY12JwecY0lr+9SLQCljv/7guj9nz67GSvoKQ219Y3Z71cqgbT2Was/W7qcyu724mT3WcNoHHGNnz/jeu6aOqQtpexaTd2kOvlr/4B4vRven1evfaMMi0A1DAaZw38w2Kku0tNfsnd+G4VlF9iR1QHpqR+8mCIMXybYf3V7a5ENbebhZ/fl2K//qz9NLLnpeCy3ttZo9S91Yoal9ODnP8/VvdTifIZTnleoodwqdATO7brg3rWHz45jvaGOF/lmjdxMbN7Pz18gOcoZlxEZUCK467lmj1Qp1bP+CLaC9zYx9sQh0w1DCzrveW9GwOzhHS3tpfZZVkeozuXbaqX9y1Z1UXWmLWqxh+psfaSf66COfNcnHiPLMHL9Xfz5t8kJldiT6SDCRmNqjE1vaK3Q2zoqmp4Dpr5rL34NWueMCkj3OkwK0y3bIKuWczah6GpEPRT53lI+V+mcObeXXvP42i94I55Wg2LUccMsapZy1jaCz2xvK/8v2rHP727SGbiwC3TAUYQPCmx0MgLBdw4gGa+9+Rtbhbu0lebQhxzFV0uygWwxDMzP72Ah9vdNJCdzkIpulFuC0kVv0Sv9pARuJntqz0E+taKrvUUDzD+3t1AIkl7nvMWmldaW9zr4o28bDl50phgwmMzDax4LVkK5PzFqV1HpWL6U++NX+af3PmI1FoBssaFNm1J3n1HdYYActSr2EESq59GtRLNragQsuI2Hm7sKetultV+l3EtXKp00uMZEq2socwn1k5WwjnDt/iv4fcYJBVx6ncyfpnZAQMuMbF5id7uFns4475Io+kOxzpbadkSe3Hk2jZGu05E+tp9p4wj32j7RnobGQcmQsFNmMZebpBVxQdBv23loaI9ThCu2Ihdp/qf2LSmt6lFMOesaC0fYBp6xpsHepUO1ZaXnsqb8rqTP5O4a7eaT7ay+89VuWbw1rHVzrB1zrcFLrf7OQtLk50medHzOBLZPE+DF6fU8iv5nrm7OR7m+j7++lt3/3zKdbnn12fRlrYhHohqGE1Y2IVlaNhmg1CsKooxUG7pa2WbE9U6BIsRXaaySYhZov1Rn7xiYW57mhhVqEnJY0a0hsIOTMdyU0j5UtOjyM5pCI3NRqL/py/fv3z/37968a6atRlikbkyQ340i2L0faGuWvRDrngH43YsJ6+aItW6JVr2Oc50YfM2SUe3zvTVuyPMY3SE8ggezZr9gSUB2krLQhL5e/hL27gj0rjbZ1CcPgwCLQDWMiXBFtq5IaF1rrQVO5RtZX765STfU2Eu4dupqZHe2gjVz/JPcH7zw/o48iPli9bMySzXDM79WRkPMcOz5w7HLPnRAgwY66hBJBP/tUCEp7Q2XmlPVcHrOBFsuwfXC2fdB7qkfPAiPlc4m8WtPSJHsYOCObZsurBKmOy9VXz6kSu+DlH/vM3nkeXx7+sVZf0shMfcShDzmc55LlMfZnZHS8dvmilq/XiS5ZH6Mjk0fMV7TLTwinvbya3W3siUWgG8Ykaovfu1Pa4bkrUFQDBc4J5gi0l68EdwT614y+rz0vRHN/RTjPr/Tay/ZlNMhm75iPsR9GR7+a8xwPxXmOvZ6LlhMGcnYcxzNA+fSmyU2vLTtTxnuc5z12UUl+VpgPaC9fSK8927vBYhWoTnPqNTvB5zyH/jZWQ1vk90r62dBJza7lsGk1s4otVoIydnOcNrPCfMUwjD4sAt1Ykto7MqiMHtRq+VHLU7t+9MSeqz5L5eZts9TxkJbDuXCHfE91ckcnQ/dS25tb3tJrR0TKU6JCeheMpcntVpXSU9Rd16stFErKN3C3O8+njtK2bEn7dU+gj6DkeptnlNxxQZXfmk6q7YbviVII5YEaxZXLnxPoWVaTB26o9pV0NEWNFnnijBav5dX6fboQxVVGapk4I3kx+ddJ7de54zPG5sIuKkrIIrejh9qe3JGR2u1ZKty6E2PPhnn22A8jTp+SsBeoUfU5+/Z9v3Nv/QTpB3/dATjaU/kGsxrGbvYPlz0LpVVLE7peevPZbHt2dv7SjH4+bvusN3/sd5rRVG66PujLDzP+Y77LzVcotkYLvW2nqf9gsJNGjBlYBLphNDB7cXSlKI0cvdG99EHzDH5SFyDC+8fS0s7SBppGOCbis1ilnEaNJ8rmalOG6Evg70cfmdxAYOq6tjO8ZRGRcl0YwdCq22t5U6PmvjJWjIBjE9LItqnJFcYpSLXlqLasFlnNOYhzzy8zvp/JT8p9vBt4Ubl2zFm+aM/mWNFW7BnfRkGdg67YDiUgfQ8/4xlcn9oz5Y3omZydi6LTz+Sfc3QdtzbNcwUmmWy1Z0v6fcb8/OtjxVeRkiuMPO2wNuscb0S2LHrWQXo2B3PntQq7PIfxPSwC3TAa6YmM4Di+ewd6jwWkRHq9L3vvbAfuCu4/3HFg7uGhZRLLbeTOjqSjMrustV32pfqUjPrrofcUCEn5pEY7yOIXAX2ZjujvMOIYmVzmkEu/gHkEUTsp+uRoNLXIQMyJALTxpdy2ocM8TTv9vZZG7u+07KW/0884+szI8WK2rsdQqw9MfY1ynEP6CVO2nDMZmy91fNAyRkL9vdZ3qZGw5fxRl6V33ffVbFnu8svNeXEAACAASURBVPo0Z0G1VUI0ydxoek7OCcHI0+jng3QdR6Rsq7zMlj/8M57uOMI5sXOpvftOB/w0+v26JnfS27i5twZa54OcTnSKPespnUxQKhu13BwbFDF5rGBnGm841lO+vKEqRIv98+ZMftcfOY2Z53PkswK7PpfxDSwC3TA6mLFYvMPuxpDWCPTw/hpPXcEuqcxdmb/l6x3b3tQosRb0Gs+6wNZTr0N6JL2LFJLyqauuUue5/z2N0EGWu+I8f/LUVAf6SPVo+h2m/jgmulDbh/mXypn7vNd5TvmewojxYiW5H1n3VCC5a13IpthxYV5pP1ipbUOgemhp2z57tnhX5MRCDUNM+nF2G/c4z7Uw03me/i7BTOe5/7v0jLs9f413Pz2jf97efS6J7d04LVLOQR6U+fp+zJYJij0bfoexZzH55NjNnjVkoGx+9rREXOfW62b33150yz68sWtY7ou37Wys/ozVsQj0j4Pd8Txy53hLJFbKrIG/tR4oR17OILfLeES+LbJHq6f3zsVrdz0hiQqt/ceMDBlGyjO1DUOZT3/Hpsn1PBy7uCXS5O4X/dFVxW9dql/e+VX0QzFvTH3ixvkcY44kzuebcx7TnE3576kLcrVImtbIIWy0n0Tk20obe1Ko9TFKp2lx3LX2X+x1LScJQX26FK3W02a1tLmo9V9fjpr+gH4v4S+Dqii0ZdPfcWnz6cf02cLF6p42aXHAtMr2CFpsxpDevuLTaLU/W/KD/tZsx9by47x+1vy7jLdrT3eeB/A5Uy6vtutPf6Q922oXhNdSy8spHyPs2dH0z/dk+2OvfU+VF+h7ykkcLdfMhNp/etZnsXOr0ma13vGhpz2w+osiLzrGrzc9Ml9Lr5SG1vpoJSd/o/QCtz5ryc/YH3OgG9OpLTZhr5+BxoEPMshGLyBwUjIOW2QhXUAsLbJLLOZQCMuQ7oxNF2MhA3zVNl8RKb0ktXBZyzNd/NCui1sZ+Qx5PVxaFAzLdyR/GytRG1OkxumSLZXr560LH9z9aZUxrOY0xOpPyuYQTrTYDLWFDmr5wsWbEc/WuvmlPb/8d4+N635OrjNwnB/RNZKEzticPVtyakvIJqSLWxwj0DW9GwJmAW1w4LQ/MRsrpMi19YiNNSPheoa3DFNsT6w9qwOp/jp7LJUGo7NnUBrrqXZEaYPPzpQ2Ha6ynjiqjC39oLaBdDXG9wtoPBpXf9Qxo2T7zi7bF7D6MLgxB7oxjZphmu6Ar90za8FREyUjd0UDLScT7emln9Aia2aQ25kK9Y/0GokyhOiMjJAHs5t0ZESVBBiH2urwP1N9kTE/ZkGLjr4N0jyMVanpSCmbprYhsRZpWIpIhK7nYLXxpPT81MidEfYa1Z6aYW/n5LNlMwenvdKyoay0KaVlwwrGeR7/fdz3jO5akL06wnatlclTc/BT22e1Rcw0Ski6/DPrpuUZV2hLifE370Sv9dW8PdtL6+a+Ehzyvpq9woHWZ8auHZbK/1Xnuaf0/NrrgrpBYtS62W6Ocy5ozuj7N5GyYGlxoo9iNftzVayOv4s50I0pYAyxcEEDGgxmGiKrGDwrO9FzCzqrlJ+bWqTLjMXIUv5fhT/CbO4mhdn5SyFn+OIjdd76LFx0NMP864wc73KOylqUpkFbWMRuRvOfjXCiQ79DZUn/5o4ILgHJJ6W8uWtanqHlnpb+1F6+tu+k6bEXR20mqW1Y3RFINqkRdZR8SnlItTNmgz72Xo1IlRF2omMZZ8/OXhvYZV60E9DaIdWOSO/7KtAY4ZxOuW85XYBDf2DsuVLes3VYDz32wsp9q9UuXLWdV2WEPWt8C3OgGyikFEXr7u/Riot7sJMePKFIMUokKSVKbhSSRmaaXu3xpKN4KM+Xc6z3QJkkcSxAf80QwfavUfXSE9VXuo/iLMLei0F6EwN32m8nOu1+597RdCG1upztHOjVB6P1iYTzp7SRkJuSfJScKK2LjbMjTVOkFgFb20rCiYpNXwJM/VKjPyF7Nre5llrWWfYIpm3p7Q9dy6uvavVV+l7CXl0NafmS3NTKNf+Stqkw13DbPRKLtJR8ctT1GxQtHn6XpkfJvXQ/fk2CgrQ926sfe9PnZrb+7W2rFnsWsimkyjca7ucZvR5BZcR6Kmd+Nee51nrWwFVFc/XjCptISqw2n0zhrO+VN60Yc/mbXQBDJ6MUJLdjbld8XWCihXLG7uxBj0r6zBzy8KTlnHMHkwN8fzldTXZ2YYTjSWvbai1XnXHlxkSM1eDUr0Y72uofu1EmtTeg+2Y5SzjypaRBXVjnSHMUnGNRasfmdFCq39J/K0Gx4fFppr9z2bSGczzj60r4vjhC50htpMC2kxa9OptLlzr3tltP55z/bh3Mnt2fFl28g9N4dlm0bYTthdcWo69XapSxVkZsjFxc3IyJzN7EaOyHRaAbWUbtzOHKY3VjrkZL9LVkJMJIOMvPWxdr1ysF26n30BNZzZUXB9qNQO3le5OLQBLIKZl8c5zOMTsSncKOuki6/nPyIRE5jc27B2ykoYeaf0u96LVV6tTaSOrkn1K+mEXG1XQBX3kPdxxn8DtTspvRExncejrEKuNojpXm/p5REeBUtMpCvEHEBbrk+Qy2aWXqkzuybyV71qCxs+4tgd3YKsVsXcqNxPNg5lglu3bVOpYs96JVIsrqkfCjWT3y3tCFRaAbRVZRGF8ZOErPiYnEWqU9PWaQ6WI1+RnNSnrI2pKb8ZHnUIRcbwTWCjK8QhlbGX0cIQbMMdOtaY+E6vD/IiNPn8JEnod/n+fp/v37t2QEunNSfftw5jxvQ+qEitVkM4w8T/+twmp1rpGwCq/6HF+nrbp9ZXvWaEOqz69izxq6oG7oWPU0pdGYCn+zg925Ela3RopFoBtVWiKHqMoGu0CLuR5T1tqCXSvYeqrlR30+zmPrMEfxcA8mpfRldojGf88eG6n1O3NRANP21P4sDdfOw9b+Q6U1DerEP9fPqDqm96SL2fJO7X/l7zF1gf1uT6Mdc9Q1ZQzgtjeoaMtf4lQfzjLXyit96gZvf3/TYs/2RFiPtmdbjkMtOTgw+p/rNCXZTZn1+trBoVPrv9KOjZq+GL1RZrY9K5l/eEoEV1pYWvRMa14UeuWNOxKKtz84F9qdUJ97P8NzCsYb6DPc4v/oU8/SZ5TMBzOfKt0vibQ+o9pbtcCRlvqg3FOzPaj2N3f9SkeitqSn+cSg3vbptWcpZWlJQ7r/cq1XfsUpid0gnLueQiibOdutZw0X29aSbdvr7+ixKyn5GHtjEejGVuyiyHp2YEOTaWy97FJ/Nd7V+w1DbhbhTtvVdtyuVFYKobMd0y6cukF6IZUCr857Lzymv1dKg7sK0PU5/Y9JB/v5SDSUAUOLbHLKM5djIxd9CP3OvdC8q46lkHOCrNIPavRGFnJEx+5SlxCjuhBndGhrmqYvxqO970D2rAYg+1ragSaRblqnuDzptmhqb1DgtGdHb9o1LqRkuWTbQvZsT1/Vontmsrt897Rxbr6lUU9pQFt30lDnIzZRUddtpTbcG4ZGLALdaEKjgbibwu7Zfd0S0bVb/dU4zzQS/XSUCX/7PYZzbTuUR++01ajneoEWCCgbbDijG0dH7kBl4OOMonf884U7csv50RcL0zS5Nznk2mfUjnJOeZOgp2wSkWhctMhUb1la6kNCPmbKW4vdphGoDlsiE6D6SCMsvrY5NI6yvX/7feeA72TypoKJuqRGBWpo055ontGRirk0Z9h/nKTO85C/v3FxImn9cMp7De7x03/sbdpUf0P2Z5I6qSzStMiutLxr7U+zkKiLWU4dLePTTHaX7157CPqbYwP8jrzXa+eiQbY1lMEDyeLo9VrDGIlFoBtbsKsh0TLhC3/HLjDuWn81eCLRzSjA0hOJjjHQONnR2IOc59T2mKkr9LZJ7Dx3Do5gyBe/f6OUhom3RLpax6bZkddSi42liN9RGycocDshtKBV7lvpiQoN5e/v748csbNLXab1V6pOblEe0Tc09T8MnAvorddQ4DqtRCM9cwtOUkdzqUwa5B1qT2/LhjZtLgIdfoY97FnptEekvwqjnOcUe5ZjU+jXMfnOk8qh1VUZ605vpGSGEoH+tXmYYThnEeifBxsVMtsQ/LLipUYMjHY0cpA+I3XnWun6d9rOhRP8987GelR5rTq1OyKl4Y4s1hqpuTJpH5kpj5SdtDPKmpavHrlzRhE6cSR6WX9c1/nFy+v39/dxJBD0PQapqH6qPdHb/6njQ+37kfaQRNR+z/fhNTlbAmo/zHPkZDZ3HZbVdrrPdoyNcArk9aP8eF+jJi+l8of3jjgBopYPR2TO+368o/76fm5/q0X6aoPqHNToeNWKlE3Tcg92TBw9HuDs2cf2DHUMZgw/IrP1Z69GOiW2a0Obtsee1QJ1PQPexLBvH6fM9zjav9We5YjwbD0ZApNuy3czWLEPc7La81PXnLnye7LI58Vh71KYsd40e/5b0y099cGhU3vp9S8YhnPmQDcMY2NmD9QlsM6EneBeVNLcvtpJHbv+s9nlGQllMpA6TmJHdrggeEbXPD+dOw5oc87x/P/O4/hd64Dr4/KkC6EY3uWf64ScvYFjRVoX9Uu8ZRbn7ORabDT2QZM8tC5iUzf6jCDV1zOKVGrX3sW12vfUzZlS9GwSpchjzzNA4zw2Dw2y3kLqLKP2/Xf/6qsHrfVYsmff/cxv6HzujTeKPnroTvdwzp3B3MLbyBknSY8NiLFXtIxFWDSNnxJAmzikwMgHZPdS7ODR7C4fhi64+4CXXQ0yjNkwr63/a2KUPUvF2s2QxBzohnPueztgZ7P6JG+18msZSKEJ4wyn4Ux6nHza0LTA3ltHGvrHjDJQF4/ri43w58fh3HkeicMj/DtwpAe/nS5e0E3L3bPoGN7P2cda7AktOlozPXYaVe9inOK5xcbZmBzpQFM79DrRNT3LRf2kpCGlKESyUuqsdSMbldaxqZcWJzpXvj33zZJ7rraVzrNEqxO/ldZ8SvYsVCXXdc45FzvPk1QB9QRd+JazlnaQtD9mrY9psaekKNUrd51T5EO789yzu3zMYpXgjZxsSq3PanjmWWjWAxoYZc9S2WlzqKELewe6kcWUzHhWr3NN5X/vcNR1zOR5jn9P35cNYG6gupxVv635ckXZfInjeL+z7PrsWmwM9U78O5TW/Zs7XLK8+PsgzC9Xjh58OaX1kclYH6XImfAf5d4cmOgAqA+05GUYmuHSs71otN3ScQOycTGMqt/Z7Uipn1mLjakdoGXRs0bYti3tvIvtQ+lzqd2Q2rNxuqmtmDrXj8zvPr/cP7gcLXp3pKx+RWeNhtOOTanJB6RDtNe/9vLtipZ6p+g8bWXWZtOmayGt9uxX0WbPGoYkFoFuNKFlIG5lN2XONbHgaFctpxm8d+c+iwLvIqYf1CJS8NfnHK1p5Cel7rG7qKF7MDvypHfgrrpzelSZKRP9FmqRdZTn5Nh5mpPVGWD6Ahx1649dD2UbG1XXV2ZOKDutc+1ElQcOeZa8nvv+FIyjGguXbk0jdijjSU+eELMXqznbx+AFkneqTaVp/MnlT+nXb+dXqm/T7+m2J1TnkL7AlLk05rTon9E6k2JDpc8KPfts+fNlWFG3tTi+anO02rW5MlDyo1CS15a5XJhmbM8659zprpOTzp+eqJ98MVNs5sgt1BZ9EfVRSoTn4Zi7S29c6OkfGF1dSp9zrQsL93wnZdX1FC40jp8rQ5UnXnl+b956422/XHkqdxPEo8WezaXBdW2tviXsWQhIl2q1Zw2DG3OgG0W+bpiNZkRdp4bA7u37NgbmRgOE9Z4aHs7lJwO9k9ra7sBRi47hAlft/tUW8VYua0/UTupQXhGo3PRn8bL9/tv/42I1vY0Zby75gb5ZU6Z64Yqk4+iXpbEs9/3urKrrdgGyJbjlsGR/zZgfxVFybWmcJ/1eqK/nnOjhd1h7trbwJh0NVHNKUjf3lO7RaifVNlZqJ7VBW5yJ0IJ5z+K5FJB8cdj0QE638zxMDrJne/Kr2Rf6OJOf0Pdj+9CKfZYKl0zk1l+48xmFrdWOZcW6pjrFpZ9RSl+V7NvcI2HWIp2TLDNv0MpIfaDVnjUMScyBblQxxcjPLOOLqy25dzBL8ZSDNpmFHg/zSFgjDPq7tkhDNeAwzo3azsEavTtVMTsVV1nQ016+Er0Rx/671SbxvU7z/KaBUO/4v69/LRFSHsoi46ry2Kp7d4NLPsLvWjZh1aLwOPs7NB5qRXv5dqfFVqGSynltvBi14JjfaITBO79LkT75CB/qQiPFnqXYz9C1vX2S6kQv2bM1e0jroqPGMlHoiTzPbQipyXBPGXoo5UOxbcO+iJfL2J5todVpzhEh3b+hEHVVmmtXniVW77cYpDbHSeYxklr/NvpYuR7TTY8YfbFyJDHkRE+LTxnXWzbRUU/aqNmX6bWjI9G51xcMY2XMgW4YxgfoH9hrUTtU53nu+5yhBkVE1NI6z/g9PpioHyqcTtMVFxydW3PxgmMRCrpmlbrgitapRW1deoMv2j/3N3S9lraoR4fmPtdR/tFwO8/Da1qd6NIROqVoVm1oLddXGOE8b2HUBrL25zmj30tO9Npi4wx7tvQ7Vxu3tiE0xq+4qXAXehevw7arbSLTRs/G0NiedS62wfwx7td1PskR9iw3PfbFU1ZqmWWi0r9gj0jLh+b+bMxnZfmA5t8jAmZK6eTh3JD9rNlinef5tOiBPKU6zo1/3AFDXPZsT1qGsSPmQDdYqClVbgOfml9v+Sg7w0YgXd/9u7PL9dXrbO69nnsSy/k8XA7k3O5qCdnt7W/pQugqRhpH5HYLrelhyttb1lYnnSSYnboceYTPfj1TvMjIFSHAXV+jx2cKYdGwk0vq+DN7POceb2vXUusD42ygIH397PakIKH7VrNnRyP5/Drsl/R5SpEj9EgdbnsW2x455zk33PPHmkz06kPu/jtiPOLucyV66362fZYyYgPRcTgXvvv8OGLnby06jsKI+uLQWTxleetXaeaPR2V61k9aNreMmAdT0t7N/ho9P119c8VKkd6YzdR98oy5l6LLoc/a6xe6lxopXnOec8Npz2LGUm3yK23P7qa/DRx/swtgGFS0KecZtNYBdSJiQKxRT749w5/p71wOvVFoLZcR89V2CvtT2Mc4dauWupUvh998QFsgy20c2hUJ5/LMCeN5nt0LCpztPXIhdRazyzFjE4EUs+uyxnmOd+BIkI6vI9o7Hd9b7/W0yIp++cKVz+t56N8otNclF20bCI7752OHvfvayM1/PWBPgZIrTzj/bk8F6iM7y/GoNSup8aNXp43Wib2sVNavkK4FGjoZactysEo5e8BusJxpxxpzsAh0Yym+rpSgCIzeaM8vDIJ8zKurnnZqMaC5o9W50kqj1Q2dcMvPKkC7fSVkfyRc+WKib+K66tvZXbt+dSQjs2v1lduJ3qOfuR3fWhb3KU6lEMpmB45nHd0/sBHFlHJJb+7oibzMfT+q3sPsTyDyXDupzmnRLyNP54LKW3J+zY6060VL+bSUoxfOuQ7VXrry9DrjOUmJa7zB5M/NnP6VOs393yd5I1M6XobP8zX7VuJZe/VzSqm9JO6frfdm56+N2fbezuwsaivJRzoGQZ+viukzo4RFoBvLYMrsIt3dZPWyP63GCBQpQIna4XOcye3uNvRi7SOzcWRlStWBdZ57qOPgLnXonM5n6YmMyt27+qaRnvwoDlmO8s6o69V27efK2Oo8N2iktis1En220651A4Z2+aGWzyJ2ykhEGdPHi+Nlr3FFyGlrb3nn+eFim7Z/c+HOkeijneeYtHvsWen7Z7f97Py1oa0+dopCV1a13Yw+SWkE2uSfSkv5zZ79FhaB/nFad8hpWFykgHlvB4XeyK+WnajQZIlrsOV4R0qPcS8ZSTeCWn30HJvLGTEDpYXp6xzHVaZpStIrTy3yrwmOY5p3YURdSMuDtH4s9fGWhaB3Ukf08/o+H22bOtKpY0spkheKoKqlr62/r9R3R9Rfqb1b7pfOj5K/RP1h+kcPmPG05IjutR8w+fc8c489yxnB6aHaL7kyldKv2bPYPDWeatQLdfxsSb/newyS/YGaf22+jplv9ZSp5cSLmesLsmm/nejjy0BLr3f8f6fXUqrUef6klXv81kV7at/ltl+o48/szWY9+rq3bFDeVMc693gvZb9yrWnVykt9Hur11PQk7C9Kfr3Pk0K1Z7Wv57as10qtz45Kc2T60nDM/3rSx7B6HRt1LALd+AyrKzTt5ddevtG0OJ2p0TQ7QjFeZtWPL+NKjqyUEXU3W35n578SvRET8X2Yq66InFTPQVHolN3z2DJTFho19fPZZZHaYV3aZJju7K7t9OZstxG7yUty3aLDZiwYrAbmmTnHj1SOVqtzzKJsboNmrz0rvYFEIs0WvTHTXhktj5BcpL9T06ulz01tc7IxB6pDsn5N7Yrj9e84YOc59LMX7uf9ApzzHUm47U+Nz8gNdcP1bnA6e7F1uXq9Yu1bW5/FbWz8ki3r+bJcfBGLQDc+Re/OdE1oVNIc9VvbCbgSPTvhJJ59RDRgD9SdhTPxdVmLbuth9k7UUVE8EszOn4KWMYl3oQZeIMw1y7u9+Cb7lB36PZGx0syUE6zDUVpnSETw1vLyv0vmCdUdZlGHS14xkU2z5Z+DUH4wddQTbQ1dq0GPtILRm7lreusRkvWeupRoB6xTRkv7p3Ot1jrBRnO2OMV750ypXHKNobnNIlJjdIvNgrlXAg32LEaWaXq87vCOvz+Az153OOfyZaA4wrifdxTabdqR+ZbsL47xSmP7S4GxZ3cmJy+UcRDjPKfa05qhyEuvPbsiUpuOJeyXHlnE2rMtaRj7YBHoxudYXbFp3+HUUzZogWwnapFmI3awaa1TbYtAGCTrUsPzaokYWy1/4yLtHmGzlPVdfuLPMbnJRSjX0vjiYl+ady0CXHrsKkWep9eGP1vywnw2G+4oaej30me9+YzU1dDzSbYp1G9G5T2aVI9j7FmOtu+pQ+m219y+ubGPs8yliCRsRFevjEBy2UttHseN2bNtcEeilm457mjzNAK9dD2PPYu5R6Mu0lgm53TZJxJpfwXJ+lwBqgMYey9kK+xq04a/j7BntbJiu3KXudTuo9bvDT1YBLrxQirytScf7t1eOyk4bc+iYaCVqhOO6DfMvb07Z0uREC3515Buc20yHtIaxaaJkrxhomo4Fjlz+XOjOSJsFXojreL6rr9js5ZV62JjWA4N45YUXPoJW0ctkYYc+bZCkedcZAvnQjgVKSd67nsOfT9rkVoTnNG+kvf2RubU7IseNEbl7TyWUJF2WGOu9zqLY/7Wmn/P/Smj51vS+Y3chAfll1KyB96R6LH9+jjSw79p+dfKVoJb1npt/Rlwyy+1DjDyK7VRqSVt7vXZHsctN6Psb+qayShaxryRZW+1gSWjgWv2aa89q0k+nNNtr3LY95w656tzVeONRaAbEbN2W7bwRUUG7eLXBHebanu+lZCI5piFZgPPWAPtEWFcjOrjuIki+Gn0O6a4Uo90nqf79++fmGOYE4qTW0rOsVGDEvlC+WPvoeSR+7sGVO89i9mzHYvSzCgfdyQqNe/ePqO9TaXZZX7A7eRqYXZdrnLChyGLZJvLbzYK7Vf/e9l5jk2bMn+vnQpEyQP6Xko3rKS/ucsK2QGS9smMoIgZc4VZzB5Pa/TOTSAgee3ZeNGa94qsXv4RWB0ZmrEIdONmhrLqiZL1131t0q1hUNE66V0RyeddpS6hckIG/yrPY8wFc/xY6yIWNh8KlHxK0QLcTjfqyQPxTuz0WufqzvNc+cceZ4hdvCzVt8QYGeZXc0Dspi+9rSc9XmKiCUp9cObG0NXae4b9jrE1OPPiOvFklbaVLucK9SBhz0r0ldl1OaPv77ReoPUUD6w9O8p+7ks3V0Yo8jz/N3R/mjbW/sBQi+rHOs9zZeOipitHnRqBobcOIPu99FxhfhzPT7Fnoc81bc7WCGf/lUC6/45ynodprDyer15+SbT1HcNIsQh0wzm3trJauezGtzHZzTNyodvYnzQyg+NYeg1RW1xQHcSlNOqLiVC6mPomFQcFJgq9pW5GO5KkZUNDNAm2HD0bSlqfa/YJF6vaEquWG0soi639ZpU6WqWcMzB7Vge7yKhERKEBUbdVH5mC7d9sysB1vU7zXCQ6xbGnpY9Q5mujaK0baEMCdo6psT1K5Ox0Lc8hyReeEWK081wirRmsXn4JrE6MFbAIdMM517YbPr1/Jrsr3N7nq+0kpX7Pjbb2690Z2Ouc0xCVVWJmf++NQtToGA3B1C13+WbrbyrUnfG159stWjeFu79QnM0jqpUa/UvV77vLRw5s9AvGXpCsP2r7S9IiK732Vik/DXVCtTd74RofuKK/qNF/VFrbGPt8tRNdtNmzKdrmqyEcY8vo+u+pzxFjg3T7cusvbnsWur5nY9hu0OWXOj8eY/emYO3amjxgvq+Vo5b/SFrmByG9/b0WZZ7SO1+VHO841l8k19Z60uQah7jrX3p8SOmVf21zZen66EVbfY2GU59yQGnv0Wsdhh4sAt242XGiZMB8ua2xkWKSi9KlI+y+2DajnlmzYRPK5RdloIdeB4L/Hfq79m8kmuUXIl9cqN4wC3+46zCkkaH1vGH5yF2naRGfewFHO1/So9qd59LM6Gua4Chb7/hp9qwBMdteWhUOe5YjTUlnlXPr2bMhtaLXq+5ks2fDeixF/GLs1/T7mX03fa6wbF+hNM/4Gl98ZsMwdGL66NtYBLoRIR0Zoo2vPW/IF6Pq0gkkZidlKTpptcgJzUjL4wqynsqnc2uUWwOt8pPWs/YxoSdyZCT1YpzuPNP3oGOd6NSywFEeuboq7SquyYs0pfwkxysu2Rq1EOrLW6uvlWmJXhpRhlFQ7bnevLTJy+jIgcDZYgAAIABJREFUMmp+X7Znvw60qUJb/9FMrz3rnL6TF1aN1sIX8XRhtDpmLkFpklLbYu3Rkv2qsS1KNrqG8mLs2VqbYOYh0PPm0tVQLz3M1lPGHGbLs3ZdaMzHdJPhsQh0o8jOysJ2dX7reVvbWyrCCxO98zWk6kC7MVyLhDbkwUQUa4jKqKGhTJQFR0xxuSJ1QrCR508ZyhHoI2Rk5njFcX+KtF7GLibvwpec5xC7tWcJ6ehQan5mzxqeUAbCMVCrzaQVbeN1D5rKIsuZ/Ay+eelGfJ2k9VdyNuUi0NP7S2muMOeZXRbpV7OkzH5ew5Bitmxj9avxXUwmjBCLQDeqYHZ6Ut9rM3vhrbZQJBFZPPuZc2guWw5qeSXbm2NQpRpv2iPfud6pSYkQpeQvTUv5IBlofX4q0u9wrEWeUJ6n5dlrRxmG11CjZLijakY7RsZQqo8rEj26Grhc6hFqfRGSD+3HSUqeUgDp5546kNZxLc/LGbk+eyySwNdpqyxJvsOxtb258ofS678/tQ2o6SWpFe6H6q9mn1Kvr6Hdvm2FXy7mgKnPmfYslZo8U+/vuReyL2qOulIaHHUrqa8l6G3POrX0SvPb+Of1e99Gv5I8pLbMDHuWujGLcrKOtvWr3e3Z3L3adACWsD9ok6Uc0uOVvo0h6fe08ajXvufWz9Jwt++qfbuVnTYuGnJYBLrBxgqGxwxs971hGDVSp9RIfTpDL7VENHCVU8PRxxAaysDBJo8BLjzOQjL/Ec/2jr4qM0L/lfLgPq5+F0qRabvbuHs9WxgFybNgtFf9GD3MtGcpcMtsjz3b2o8gB+hX+yL03P0L4l23BxzJzzHsMN/RqD+kyi+hMyXqL0xTY/vUgOZ3u9uwu8PZdi0bBQ3D+AYWgW6wQo1E35ncrt90B7DxXVbZ8WqMZYZMzJTFkk4c4TjsjahszXdnzpNylLsRMmtDy6jIemwEhaQ9iennPfmP0iMjI4BKi4szxg7p+QaUPjZibj1O1+PYCcdQg4a2CCZupMrfW2+tsoqNSMOcXCQZWSsfia2LWqRz38k7vfYsb923PIsG3dxThp7xRerZKfbA7PGRM3/oGWc/H4WS/rV12jWRPj2D+6QqwzDWxSLQDXbM4Hg7zyFjzQZfwzmTA+Nhtu4cKYuYqMUZkbHWH/lYuSqhiITdZUP6OVvSlY6ckch/9OkhI53n2iLPpet69pgsw5n8ZEp1c/1o0JDsO73RYRKR51hdOMue2Ll/jogWbL891w/a+kfvK3hWlr9VNw54sOWXOrlD+mSlleylVF/bOq1RwuTCMAyPRaAbTdQiBaXfQdi7s3qUkZcOuNgox9I1UrvsStFno9unBjX9eva1SAb85HlEhFJv/UpHvFBlFJvfKkZrT/+R0E2Yesu9E08qv9x9aUQlpezY76l9lBJ1udICQiuU3flQ5E5anbXvsVAXp578ylEI1PRXRnohukW/SL+jDWPPSupsbeMapn9A9qxEFHJN15TKhk2jlFYNHTohLXfafsTUhB2PVL3K3T+k++vq9ixnuUbYsyV7DhpvqPPXVkrz6loEpBY0lcXTa3/05e3ccaTy17v+UEZqPY26xqRlvjN6vOCG2/7FOLQp9iw1/5CcPTaTFnuWMk+hPB92/bcEx3qHJugqhPY8EvOR2WmskD913BlF6/r0yNPeDP1YBLrBxgyn9AqUdjiWjE1okUDy2TkXDXYEI967PrvRxwpyMbqMOOerXJTjcRzRv/CznjR3Z6Ysj8o7lYdURlrSMvLMlKnScZuY63pZYWxI4YzUgXQ8pO8h/S/t6K2lo7dvY5+dPgYXU0OO6SsjXX5uO2f1+m5Fmz0b6kzK5lDsdRgb1mwXHrg2JI20Z6F//ruedCXQpLM0lYVK2D4j7FmNznMKmPVZzvR70xl9rxw8smjjlWEYo7AIdIMV7uiTFJ2DPx+YBULOBT1oV2rv8WA780Sihwu704pjLERv35IAG5mHTSelded8btE+HF9yUaOUZ+FsD21tK8Gu+r01cp16/WqRASPh0I/ckTVpelLR1dJwRjmWond60yl9j9n9P9Ke1a/vT1dbmLzs2fCadrvWnOcwuQjkWvoc+lDKAeDR2Ack7exUv6SUTjIpbYwv3VuKpIfy57LpNbatJs6TFjmpYf7H6URticqj2E8a6mvl8SqnnzjsWc6NPy1w2rNQ2j22I7d858YcCZt7LoejRpaDqRT0Ues6lfFQsnEM40tYBLrBzhd2pWLITZRrP0vpURcde8pHZbX2aSUU7488ssGEpj4CRQ9KL7i23H+ep/v379/Loc4V1QFFZVCxCZgsM/oNFIXOkV7tM6MP7jqVityZPRb0Lpz2jBlpOtA/6B6s87y3fLX71um3GKcGcNe9SRR3Asw69dFOr/Mc+rs3/RIj0putw1Koc+qWtHN/Y8uV608YexbrpDR7dgxU8ZKaZ2HIRaC3phX+TH/H3KsdbbqNQqmOdz1ZScPGVup91PXclWVyNLZZnZ9VdLdhjMAi0A0QigGGobZzvdcxXNqNRxk4uSMSazvWPdRJMpUWw641csKgw+FoLAFNmma0WS46YvRuc+5np5R9xs76We2doyeSt+XoQY4xQFP9SdMz+YT6eM3xorVusTKmrfyS+iXXZj2b90pRdj11i9200Jtnzb6tXU+9v3QvlA5V/2P6K0YPS9iNrfdQoopm92fe/E/XekQmphgSuqZlE5xkm/UsqHPIW8+zYZ2urWlosGfDvo2dc1Ogzq84NluU0qY8V0vEmHSbUuuzl56oufpY6Bxmo5K/B3Kit/a/lnrC1IW0Pt3dudWyHqnZOaVt/Y/Lnh11P2fauTlSz7oFdyS7ZllOkZgPpszoHyWo/Xnkxs8anLaVZJ7G/pgD3SDBtfgkMUHjXnztIbdYJ10+joGitJht7MNMpyp1EuC/H0HOyb86qUOT6gzpzbOFv7+/O1InF+0wqp1K/WV3XZl79tJGK8wke8eJSag/0n7mP0+vXRHO9oPqKfc9Jq0cHJs/e+G0j0dvDs2NE9hNFaN1JNQXS5v4jJDDHccZOdF7otek6rd1k4gkNX1W+pyzDDtTcqKn13HkxXV/SU4lyt7KV23akNrGkZ2B6ifdiIbRc9rAzu97x5PWTZjS9blKO9Xg1MmY76F6m6UfS/1vl/klN1B/3nl84yS3AXkF57lhSGEOdAMN94KelBNdC5SIF+f6Fxu5d9tTy/9FjgMXpaMVjU70WeQW/7l2+WuCe5OMtOMds0t4BLs40TkXA1r7LPa+VerUufcGAshh1xMRMHPCmuuDNadp6X7oPqwzFkqT4jzntmcx9NrHM8dHrD2Y20Qz056EbGvJxfGVdFaZw+UeZUb/qZVBmxPdubGnrOQ2H3la5VKrPOc2hc4GKke6UVWrDll9/l+bt1FsllzaaXrYa3NorWOsE30VIPvcubod2WrTYtJI05Ksz5XaagRUG6Zkz86Ym1Hml9b2DqwvA8dIfd86HlubGiMxB7qBQsNiyYrkJtLQ79B12AFBYuDI7TozYsyJ3o4W2YL6JLeTeTbQIoHmCUW6uKFlfNnFiZ6CKTtFV3C0Vy6/Veq4FiFAZaSupmxwwFyL7Rs1+yjnNOF2nnPT0m6cC3SlZ+bYzOLTKLXfKHsyJzfQItAqukQTmueD2pw6s/R1zpm+q7xzjrO1PDjuzcnpzDbKbQBcRWZyDlJPuoGBw56treHkWKVOMU70FaBuaMDIR+n5qXpfeh6uaUzkgMOepaQD2bezbQ3s/HK3tu9hFX2lEU36XpvtZHwPc6AbKDgNRaMfbYPE7PLUd6Klf5cmRe3lGFUP0pFpIw0Ribxa66O2AIPNjxKl1wLG0YlJo7TIVPpsRvSM9MJCS1tD984YD7n1AbVPUhcRa+WVXgwf2UZpXfY6KzGLNhLPl5MJqbyw5Whx3re2SSs96XNtRJFMH5tublFaerxM85Zu+xnjY5naM/ZH2EWpMT8/RV6w+mAnJOz/kBH9k5Jf773S8ycs0OYoDvubm9X7C1X3S9lXoT3LuTkul48k1A0IJaTGGUo6s8tQS6825lFsmtX782j7CXKe+78ly4LRD7W5DQcc6wkl0uL2iifXBopZ9I73kv0bI1+ayjsifeObmAPdAIGUpCmhfqCFCepihSFHi4jv2i2kd0RrAtpxnkZAU1h1J+SKZW4Fmgw7N8fZpIV0gS/3PTW9lnLUHJ6Ssqqh/2ooQ8p5nt2LjSOfqRShUbO7du/rzsk+I8YRNBJtfUkr2sS+ZzPNF+ZWJYcL1/NrHIuMN5jNitT0cuPiTHnAymM6/od9gmOT9Ypwtt/qegGa7+TsltntXqvr1duCC85NFSmYYANjHVZsPw3jrwbMd2LMxhzoRhYzyPrBGHNa61hruTiImyX8gxoZw1EaPfQ6FXaWGSqr6c+VytpDKMOYDU3UNEtgI685qUU3Ye/BPqNUVMjonfaci9EtUSWl+3oopZkrD+WemrxwL/LXwDrOZy+QtlDSJyMi7LXaA18Zy1LezZF+4DcFYu+fS080eeooazl9QLscYcrPteC6mj1LoWXc04bf3BaS2rOtm4FLn5f60wj7DGtvcDhBJaKNpfsUpf040+dIm0qr/GFkRIsTPeSLmz5LjOzfu46FmonHsvAbelus2H7p+EddP1jxmUtw2reGQcUc6EYRKIInxRQXDNWYg+pxlkH8nTZN6/d0WGNs17kKtDCBnTyuvMgGLbB+ZdFxhTJyAC3AlRbYJfIvjafc+UMReZRxhrpoJL3AONqJ7tx7gZi7fUZHZNe+x0zK/XWlPqNhwTEkN9FedZGhVOcjngG7cL7yBoWVqDvP/WdryHePvIRje+pA3MWebd2015un1vqQQNsYlsPLeSj3OR3MtQkQMz+UtM9Gb+yU3IQm1adqm4VH5D9KX1DkL7eJczX9tlp5JZHs31bH83mvZeQ3gtbYpT1L/X/UeDyb3Z7HWAdzoBtVOBZde5XcakpScidjS12sVn8p1J2278kiJbf6ImOteWdEFlLyo8oD1YmWS19qt7u0fPfs9J5htErL1+r6JF1sLLHKs/a0OWUBtHdRudfZillAbY20ym2qyJUzF32dK/POtEY85+RBilL7pd+PgvN5Z+srnz9Wb2DK22tP9drY2u01nPM8/I53ziGxcUoLoxxcXPdhHIs9zyNtz87WXykjyiOxaTK3MRQzP4M2XubA6AbK82FtKC455LJneza0cNVRjtJcp2bTQp9p0s/OtQWr5OQJ2nwiKR+9NqgGp9js/EfKY8uG0NH2K/f949N/O8spHMfaAU6Sm0FG+Gu4oY4/tetX3TRv6OJvdgEM48tQBzJT9IYkPqrQ/ws/+wJQ1IaxF2lUBhS9I0Haj6B+Jb05qnQtZuEs5xzDpt+bf4hkRJDn379/7t+/fy8Z4UKbjim1azoecC1eG2uCkZX0byl7dnc5oumdhVcOmYB0VSqDO8qMhP0qMe7l2LFNRgLZspBDvReoD3HYBBj7UML+aNnEhbHna2mEpHORHpsT2syYysTo+c4MKPMNibLW9HHLPMqQAdN3bX1oHXZsHvMH9KNt85exLhaBbhiTKE3eajuCDQ72doa0kpsk9O7EXoVd2tHIU1qggqIQeshNejgWNLnHDuqCU0tEKbS4h703RWqchBYduRdPaou3o3VtyyKydH6GLL2yF+qA2uIOt14tlWVHcHXX9/xHELkzs39y6dewztKfYcThDlA3oGFINxtKyoSNB31ADtGSfqZQki0uexZrf3D1V6w9W7on/IxzgwI30IYKD+e4jKkfLjiidrnbqmcDBXTtLmPTKqR1XpNnzPXGPEJ7dhdMxtoxfWpwYg50w5jAzlEQa2DO85DVy28YNWrHWoVIOM9rjnTNSC6ucT0/1yJgKTqHWy5qGxY0Rf6Z83wvpDcI5a5dQd9pZcRxrVfye/TPkmyGjqPVZXJ1fbp6+bVQcqJLjN+QfdsbMU25trXfStizvfZ8y2ZUavq5iHbJ+gj/5rT1KWUZgemwPcjpy9KGUA3H6BswOzrRDcOYjznQDTIShkLLO4w001u+2v2rL/iMhru6tLVPWp5S/i3OktETVmr+KTXHF0f/5HgvGhfS9cVNb3lTest/HPCxkNiNTmmkVnpPzalUSq8VbP6l/LD1yB3dlCLd16AogpE6nLs/pGmHMtnSVySd51xpc8oItz5Kv5ttv0rln9OXtSgdTfbs7LbxZcjVySU/5BS7vtc+P5Oeb42mVx9x6TOsnaut/kYzcvyolQPr/MHmR42sxthPo+cXI+/XYM/OZkT7ckb+crd3b3l611tG2lgcGzJ6y8a9Hkedo2hbD6yhrTw13tVLXd9pv5eDHvugZTzRPkZI6LdWtNeVoRd7B7pBwpSNYazLbguNWCQmDKvWxRfAGOj+39/fX/R36kintHOa7wwnbE/5V6YUFdWSVigbf39/kZz0pO0cHCmWK0cPuTrJbRjJwRHpVdqgwkHLppncfVJ9Btvuxhw06UpNZTG+RW68MPQC2Sy97QZtDKWUR5qdZBKzebfleVN7L7VluW3aUcxoe0n7FZOflrQ8Zscaa7HWeLHT+KaB0frb2BuLQDfQmLIxjHXh6r8z9QA2IgZCIvLPdKJecu2dLkiV3pNKzS/82ZoONU/oeUbkPRJq9BPlntz1kGxwLTSmaVPK5dOg3uf/xsgHlH6r/hw5ac2l3XqsLMcCYTmS+Ht9VLoMM4/15YZLBg2daG7fdLww9IJ1vo7WcSPkW6PebqVkK7XaXqkNm9p/XE5zjE3LLQ/SG0B78tSYH2f9p/PdnfqhsSNryaf1JxmsXg0uzIFuoDClYxjrslP/1bzoaOiitKBTW0BqdaKPXlCAnOhfhKMOas7e3roNF51mOJJr39XoKbcmueRYPMZQG6d2caJreoYW+0BT+VPM3tkb7e2ruW8YD9z2LOQgaxmvtMu3Vjid59Am4VJ+FKgbhk0e5sJR/9Bm8V1sWWNH1pJL60eGoR9zoH8cU9RzyTlbtE0wtL1jhbu+0tulH6+n/K1RixS0Rw1IP99s+aZQi7J2rv+d6BxloqTf8t7FWqTniDZtiZR2jr+/1dLnyo8z4pcj3xXSnjG2c8obZqFMm/7UVp6QHRcesfpdihZnkWadUu+/qX5P73fF73uh6hfu+qam12sP9eq/Wnqz3qGtBelxEps2h4y2zJ1rz5+TF86IXKgMWOcrtn5r5e6dR1AZZc/S5Aq6Nv1s7ny2ZVNFiHZ9RZVDaf2espv9qJ3Z9ivVvtYuH7XqfH9fez7e56X235H6bYTuHD0OczN7o7yxJ+ZANwzj09jYZ6yK9olRCz1H8M4yZDGbGEaxo0xIMkJkfJvkjoRfjR2dvkY7FHnQutiwi0wrrd4bqfbHth/Xaxl2kBWNhOOjVl2Bpaf8WuxZ7lN4IKw/5dBZJ2FU+w6nX5n8tRHqKKs/Q4LFTYAmRtqyhmG0YQ50wzA+i3b7g3o8Wk/6UnloYbdnm/E80vIiHfkuyYiFRmoZetl9YWm0/t9hsdGzu2xwsKoTCGpXjqjiUqTWSFmCnqX1iGJNaBe1XL3nvutNXzISaHVZ0UjNhpLQpSN0UKusjJKvnL4v5W+2pjQyp6xx6dvd2srkrw2rswcNtv5OGxoUVOc0IH2kQb4MHDv0P6PM3+wCGIZhzEC7LSJtLEHp72qg7WbMaHCe5z7jTH8lfDTG39+f+/v7u/9eXfZWb5ccM5znu8iEZ1fZ4GSXtu6NiKgdczpblqD3eq6E9mLPeG1O+o5WyfQNeaQ3bErYs6vKSGqvhHaL5EYDwzlp53n6ews5+VjZ3jH5M1rRIDvS9s5IFi8+Czu155dYeQw08FgEujEF7ne8jX7H006DWcvOW2r99y6ecbf3zMhDCVaTR2p5d+5/LZT67OiFYsxO2dnvUJIeL3r1pyTaHFUcpI+QVn/9EcfWwWj5T/sk9Z15PXm1ptFDLf/W8nFHa+XSqemnlca/2ZETEpHM3OnxOwJZk2vIX7a+qFB0Hza9Ut+lyntr/8hFl+2kP3opnXKAvV+zPTcjv5CW00ko8jei/ldb4H4/3tz+O9vek0xfIhKd+3m1yy9VH1BPaqI+f+/8q/dVHCPzk0ivpr9XX5/lZrfAktHrtaP9O7X8UzD6RLuONvqxCHTD+DCr75LfGewAzNl2uw76O8o3NiL8PM/pzz87/xRtE1QufFuH/9Lvv4Gu55xR76u09SrlNHiRWKReRZZWKScnq9uWmsq/q/zk7JbwO/977n7u8hjzoJxoYsDk+k2vk9kwONE0vrYAlX/1ZzIMow0bI/fHItAN40Nw7/w2ZBkZubh72+8o35QFJih6CXPUHxetkSWl8vaUk1setMmXGfCnwx6F+VTVU2c7vONz9k7uGiaj6yDRVmHkETVKFPNd73gjibbxYgS1SG7tUCPlJNEoPz19r5QW9Jn0yQKlfHrtTizU12a0lmvkPCBNf3Q05pdI+wun/tKof4y10TS+ttBqz+agzt9Wrz/DMIxVsAh0w/gIGMPKjK91MOc5na/Id7pwAi08rhIVWypv7zPsErFUizz/LpR6kI/Wn90us/MP0VQWo4xkW3G9N5XrxI2RcvnFPpC292rjlSZbWVO99fQ9yH4p2a2cdo7UZlGO9KnO5RXtWU39aSegpltRPoxvsbo+4LRnMZ9B+RuGYRiyWAS60cSX3qnmnPzz1XYaSjmKKFGpIb3vPO6Fqz2w5ZSWd23v3NPWv6n9g/rOytUnHaXJFqVucunNjtSmRNpTy9C7Yzy9nyNiabX+Nz6/dOE4TSG8/kS8I12ufrXJx2xZ4i7Dirqb2p+kF76p8lTTmZjn45TZ2vjQO95IyhhUvtb2XrEvjIC7f1HTk3xHOkW+pXS/5JiS2rGpcxoTPU2tbwlaZYx6H0YeSvIlYa9QGb0eIq3fU97P87qreD0mj57yYO6nyIf0Rmft7yzfHW3tM3q9buTGFIrt3bu20crs9dEUbvkcPV+bnX9v/Wlbz+pl9fIbPFgEumEYTZP0VVm57AaeLy8mQ4uNuQgebf1Buky5jQUtOjCtX211uSLj6/AtBzkZIaUKyMeuzHq22Y6jXF699pRmWRm9eZGaFlT/tQVJzfVdY+WyQ+z2PM71P5OX75Y+s5MdnNqsJRtWixy1lgO7aYiq77B5rq4XNTC3/vLy0ZSazXcMYziU8W2H/rjDMxi8mEwYGrEIdMMwnHP0SJ2WyJ7Z2ED8Lb74TqhSxI5Ha79NF2iwEY4e6s5cKJqp5128Wut1FVr6angLvfrz8uBlgdJ/SosaLfK1EqOfTeP7rUv6C+MQSa/XJisSkSVS4zOmPrHjjVZ2s212e56QXvlqGT9Wk+cctQ2fuXfPzrbPeuUZ60T3v3ONH+G9UL0aMbr0Frxpk2N8g/qTyYccVqeypPN/bdT6ry69089uz2PwseL8zNgbi0A3DOOmN3JKMyuV1eDjS0YX5DyHImpXiR7g1EeUiB5KPl+KNJak13kO/V25u5o/pUzQ5gxILnaWj1HP1vu6BQlK8oPNlyuSUAKpsow8PrempzXVd42Vyopht+eB6H3GL9myJXJ2bfo7dN8uYPRXi/2SmyPsVHf7IjO+5eY7Jh9ymK6XRbOtnWOFMray87MZhrEfFoFuOOfqg1frOxJHUdtpLr1wQa2/GhKRPtj0JXZ6zZ4MSMsjVv5m1wMW7vri7h+1+0dHnmDra8aRw9QoWkx5uN8ZVcu7dH+6i5yj7rBOdGgSPvJ9mrP0yWj98OZwqQO8nP79Gzn/lp3/3JE/2Lw0oK08zsERdSGS79hr2QREiZxuAZseV1uW+sAI24xyEkCKtI5tSV+6/an2mrbIqN42x6Tfcy9HJLokVHt29jtBQ1rKMnNelrZnb131jB+hYzQcL6XfQTsbzo26uPuvn75aj4O2+bNn/a3VnoA2VIw4VUm77EiAne+23K+B3v7WM96MWh/YCS32xqj8Z9sz0v6MWn7SjJ4vcM/5ZsuroQOLQDdQmMLIs+JORg+349K4WEkGnJMt72p1sQPhwuZxHO7v7y/6mX6vGcxigl/cSf9JAS14SkVjrDy+yHDcP1PR0CDKJdmAZIUrLwMGU+fa6lFDeSDdypEe5rMWPd7znug0jdzf3Ggfe1vR8K5uqT6koW9+FYw9uxKlcnPas9QNf7nPJPhmf4I2cfCnyUUqC9x2LCbfL9G7oVFbvUnqLko6ufUCbeTGhdXGN4MHjTJqGF/HItANNNI7TVckN8n0v4+MRgwZ8Z48k4Uyq/UXifKa4TePHSZfWOe559+/f6/7SvXQIp+5BUZoVy135I71p7Q+D3cc1GgGvtK804YXoqFIHYp8WLu3Ues/XO+MlWBGeUqOlFSGuSOnS99RIwI4HLgrOs81yXBLpDRHdHVOXjlYTQ9rkodesP1T8uQBznRzTnPop7/et2er7i1FfqUOplnRxbvIa53TpfYsNRL9SSdGQuelzkZbL5AFmi+EP52rz4819aWW8nDLw2j56slvhP7lZtYpU19gNVkwjN0xB7pBwpT4g1bn+QhMBnCs1l9WK68BU3Igp6w8uYEWdSBKO7opz19a4Ayv4ehD5jzHgj/OfYbz3P/kPBLV4KFnU8Nu5OQXWrCVXDjHLhBDtDpgd3Cee1aX4R4nOuTgWb0+etnh+Sn2bHqfRrup5vhK9S+X3k3tkPDz9Heo/3DK0red53loTvQxEeAj1rc09tPZhH3Q/w19X7tfC7M2DXPZl615tqJ1/ILQJGe7oq0/G3lW6bdGO+ZA/zitEXjalfjonYu9hg7mXs46L+1+50pvJ1ojp/z33JGokoxe2OCOZGsB078l8+ci5wgolX/ErmHJ+gp1b/o79p7WPFv1PvWe3vqryS9V/kdznuUjLt/PR0uf+/lGy8dKYOoaM6a2pJtLa0TUYgh1PJkdiTMqcqj1Pkif79yHamAW1infrb5ELq1+AAAgAElEQVTRJH2mlTdItDBav0hD2RRa0wej2wqTH8U+peo77HUUp702e1YaacfWu8519U9zno+jd31pxPyD0h8xtsMMG7wEd3laxi/OMnHrz159UHtG6fmPNnutxAzbW0v9jBonVpvfGHMwB7rRhCmYN+lubYlJRm8EZYmVdjty0SvHlEWLr0XDjN4UsgIrtf8MfUBxgNe+w/xsWShInfW1fAwOTnee/rj21nrNLaA3FypJ53gtfJh8xGiP+NDETPnIRXxybX7IpdPzzFD/w5RnBiPsgJY8cs5zKL2RkalYejfGldAoRzlGbYJdzZ6dkScl4rHUn47jfXR7qpt7NyDVNuBq1Fmz4JgfaX9eSC7S3zWXfydWGn+04uVVwl6Z4dTUIhPa9VgIZoOoYfTKhMnT/pgD/eP07Mq2QedCYhHJ0+tMql0D7cTTYpSN4mvPKwmlLjXqDspiF0ceOVrz5i5/bxotO32xedYWD6mRPlhy+v7LjtExXE507wiPq7kesQM1M3dT5RxM4Xdfko8vPWsPmuqpx57FRjZLLTqm/S/3mQZGOdE57y9tEOJ4Ho724ahTTXLCxcyNBS157tIGFHsWshnSdivZEVSHPbZcIxm1+YMDLif6L7UgXdSdXfliqW3qgH43+lhd92mTBUhupWyjUh/hRtN67Qr+gN6TEUahpRxfR0vfMnRiDnSjC02DzgwkJxDpgiP3zknn8o4nGzj42T0KfSfnuf9bYzlLaJKvETt9Mfq3dipIq77LpWVI8kSgn5Vj3aO7JgxnX5cPDQvvni/Vew899myP81yifcKF//Azs21xYE8S4HKiW7vwkzuRYQV9yN1XsZvIZ1KL+C19VkqjNW9snl+GT04ppyuNl9neIA7D0AAkq9T+W7Jna+sN3GiyaTXbFlrqyDCMPTAHutGN5kEzB+fi4AzS8vcee5imQTXKatfOlg/O+hqBtvLVonu1lTeFe7exZjgmiKOp6QcO/dZ7jUawu961tz+N90Jjffzpc6KvFinqmSXX0vYVlzyv0u97o0el9QE2PelNaqUI9FlHbUog354999Zv5i4vtT6kx8PWU2240sulsYPsO8dbv5ocEFxwjROrsJq9mxYvrfb3fJs3f+32bC69VeWzBnW82rUePFLPVzvdgwoU5MQBJh3J9doeNOpehUWaSu96vfb1fsMYwd/sAhiGAQPtQpc+Dij92wZC46uY7PcxKgL3PE/wn7EzLScGCBTD6Mb6apkd6ie1X82ezaOnvWXqSs/z7c/KRyyPkhNN8pg6ZMye1Q/P5haGgmzK12X/68/PCRQ53gJkv44eX0ceFb8HVj+GYfBhEeiG0QjlSLhVdoSXIni+SfrsPJGwNinSxbdlXA6OXd45sEfMGrtyvROd0sRhJLqJxnxsHCyjoX647NkZrxfBRKTPJK0P+TJR7dkje01LO2qo86+xkg00Wj40yaMvS8nJs1JbfgFO+TlP546Dcoz7/mjqnzP4+vNLwHl61ew1htR23PE0FV547VnDML6LRaAbRgMz3qc2w5n+baMCevY1NkIYhhYk9EgpUieM2LHJ5O6c5Oid4zDnuQasb+pH8qjt2fasFpts3FjVas/ynCRj/d0oYc5z2Hlukeg6kWiLK0lrY+d09c8ZfP35V0CLDencmFOd9mDMyYiGYeyNRaAbZDQMNtR3Xo14x1wPve8MrTn0e3ayQ7saqfXN/U7AfkrvxMtdeyZ/r8vs/tCbPlU+SjtzMUeNS9fH7Hf4UeVhdDQ5132z3hWtfXFY+/OX5e/tRJeWT453fGuJXHCu/53Bs9+x3ds+s8dDKtre+UwB0zaSG1QxUTqSGwdk8qPZ879co3vDIlyXhGXqsw9m2zNa5D93Gg/3KT2z5+izxwOt7Y9FerzrZZS9Pjtdjvxw14aRpD4SHf7eufnyrX19QBtc81Qsq9mzVHrXe6mU+luLPVtbT529vjLbfvBgTmfKzxXCa5zrsWd3ozYHkl2vgctDyX93/WasgUWgGyS0DKxGHzbAvIEjE4/M78ZqjHon94pIGtOGwc0OMrnDM4xgJeewMR7qiSNfkxcfef8+CeZwoU1btn0NTr4mg6NZrX7T6MH0pIyvnwa3Wnt68OXeywFutGNtY5gMvLnGv/hfaUw0e7bMl+0Jw+DAItANNKZw66z0DprZ7++ZyfPYkFM1f995Ut8haWhC8p3cqwPpA+26bCV9a7zp2Xm/w/g160SEVZB0nq9Qx9zjFVXeuPSrVF33RHblfg/pjTwaRcmefa55267X4+Sc6OfP3rXxVQLK+DXjlWFSjOpDq9sHvuwrPYdk22quB55+eLqRTh7N9flVVtTnXwQzHvf2LWr//ILsxNUB1U26npB8a/ZsBCbC3zAMGItAN1CYoY1npbr69qCZHotWdp77a0ppGPr5ejTHbtROFvi2jtML1C6jjzo09CLZtivpf67xqrU+tdZV7hjM3HNiHOaUe/Tpnvcxv+Xo1ZpcHT97V2f778DoVxnNRn8fmkfuHbartLG1LQcWif5VrC3Wh/s95C126r6kEei5awopmD2bZRU7wzC0YBHohjrCndc5tBsM6TOMfmcPBY112RuZCDnHY2rf58E40Wc7gqTfaa1RZnqQjrymvgPLoKHd+O/V/9qfj4r02F7avc8RVYu9f1S7zdTfEs84OrKcw5FVi2IubRjR3r+p9uxsOMvHpY9KlNofvrfsZOuzZ32+4fc0+4hbv6/qVMTQGwmKGc9G91fp/HY/eah3PJe+f/W6133S1nv9omZb9PQHyn1fsGdnwF3+2fZseB02v1w6HHCvv5SPDqf3kVJ9r3gyYAmo7PU6wzjG89deWZ7BtX31ySkvLfe32Hsr2cwrldX4LhaBbqAYNWCn7/4yDIjzPLP/flfUUkjSEymmYRiGIQTd8VS/T4JdbRltz4U96ljCnq2dhNEqq1zstkmz9Xm4ZIGzPuv2bP3++G/ncNGMJR2JypoEhxxo0zmctNTPyovpvRsHpNL+EivJz0plHc1Iebe+pQtt9qxUmXZmdNT6DNrLxvFM39ZZM+VCs0waRisWgW6gkX5nUs5gM+XbTm/9rV33753cpe/PU2bR0DBms9M7NEeg+cQQ4wLTBqWIiNG2xW62jLY+gFnQS1/twP0MYRtT7Vlp+7qWf0sZalFKPWnn0k37NKVPtTrPZ8j6u2xH0T59y7dzxyEXiUYFc3qBOUVpp1JoH096I6Nr7CQPM9pSu/xArFjmUYy0MXezZ1dHmz3ry5RL13izy3qtTDlq67kYDsf9mozWUxdmIG2P1fLWXj81TJ8ZIRaBbpCQGqC5j8QxHrgidTRSj9ixSHTDyGG61VgRk9u5aKt/bHlGRaK32rMaItFbo56l7klpPc57RNv3Uo48P6v2KRyJ3gdHX8c4zzHff4nV60p7+TRhznODC222mTEObfasQWfn9dp+dEWirzCnKDG6vKvVT8jKZTdksAj0j9P6vkhuo6mUZoviGr17v/cdNTN3hrXQ8n4jvQMQNRI9/LL8Hqhsjp3y8SpRp7xI9oWWPLmPR62lr1c2aXXRokfCXc9SOyyp7yDjzq/G6vpae8Q8FDkaQqn/nANNcx+u0evUlL5/tvyk1KJiwmugeyUj0WsRpBjHGLU8o6PBqM49zvpuiXiiXEcdM/XBe7LS6I0SHKcgjDgpTWpeWkNifkGFas+F93DMzan2A7ddO9qepTJbN2mfX/WWh9Oehe7fDe3yMBtu+1OTPctZhln3U9Pjlnfu8u+ub8rI2rNQ/5tho86yTz2l+Tc3LfPlEhzrUcb+WAS6oQZIaY0ytLkdmr1wpt+aFsdAEKYxYmB554HJk1IuvoF3R1o2Vkiyent81Rhbvd2MN9zjSfq39KYJQwdY5+cMp0VYtpo9K2mXQSfzlKKbtdmzIxdfQrDOc+y1vJSPcHfOO8p5yhXKSk1+uMG2P7YsXG01Wr+k+mLVMWten9Exzmsog8GLhE7hwGTN4KJkr2Ls3VZ6HVxf7APfWCvqfUY9cqFpLjMr/5WA1p7Mef5tLALdUMUMw6cUfVk7blNSYXKkz73TmnovZ3q5PPI7ZHHOc3wV44z60s70nWl5VolIrl0mT9Ci48jF69myK61fw3w8s595dzjGk9pxghyLK1wRa6Nk+CtQI4e5xxeK7Pi804jVnvJQojepUZDa7Nn0eo76K9Gy4MQ9NtciG8v3OkezZ6/rH+ZtYIbIyUvP+MEdGcodeYrZ3DI6mqmF0skgI+1ZTXMBswX2o9e+GOU8N3t2XST1JcfGRkl7rDT2YSLjV5BVqfXQ/eBxnmuqHy69nGO2/O8mjyW71vgeFoFufJpadM5s5d+TP1fZWx2jnOnV8mpznlOOtqQ7z6G/d6WnTUccG7QaOWehtLEmtaNcK1/trzPpGU9m76pukQ+TKR6oznPMd1z5++8h/ZlG8kqS2rGjI4e5SettpvN8RBphOnTnOcWede5t08IL9SvLTw/c8x7MtbUN26u2wQx7VmNdaSyT0YeWBfRRtqnJ8Dgk9WVvO84ajyiR79plVaJ8WvQRL/s5z7/CnvKY8zsYX8Ii0I1P0BMpgNnJKDkwz87fufGDYG9+msY1jp2wpZ18uSgdLU5tKD1qdNxseiONatdrf/5eRk9ceqLoJXauz2zfFWSL2r9m6pMe+ZjVFtTxYzQcpwaUmH2Szwxy0UKtdTE6kj+N3OdEg8yX4Fw4h6qPcpIBJ63RdC3jQa8zuxVM1E1L5GfP9TV54rZne1hB146OnOduv15W058po9dLeu3ZHNjrSjppRXuWG+7+1GvPYjaEzgyuod7PISfQZnesHVPbmFb7jGO85qwD6sk4o5md/yiknjOVWe7xauT4OMOeq+nz2esJxh5YBLqxJRQFGSpDTTs8V2blXaFaaY1YqZ2ysAu7PldIbrLX265QhNBsI3F2/jugsQ4t6mUOOx8/pkE+tNRlqMtTvY6N1C/ZDNBihET9cy96SKOhfGkReopEkZ3W9L8WgVxC0jbXUhfQyQbQ3xzzFS36OKR148rXN+BqRkvfqmEysg6hHszxtfaUsEdadC1XXjM3QBj62WHNdtVy18A8167PbjxYBLqxLZgdin5n7qhjPr8EVK/a6uc8eaPVMdEnXOl/bQLlnD75kSbsQ5hJdQ/cupCa9wyk++tMNOqHXet6FXYbP1L9WNokMEL2apFevdT0c6jDS+3cejJH6TOJsUObvpCODOnndOfJ36+p7UpxFHLUZy7ia5Y9U2PGBuOeusiViUOPlDbn9KJp/tl76gNW9xvjWK2+TUb24qvtKXWCi3Rdckf2arRtNMPdX0baF5rn7V/UQSv4NwxZLALd+CzckRWmPN9ILo5wwV0saQMHG7mzW+T56uVvJY3MST/nbF+Nxrk0Oz6zxmficiAafUhHfo6mZGPMOFEDyod74ayULxSBnisXJq/c2PLVvii9ka0fuQVCTiA9JHECmN52ilnRRu+NooN0t+R8ZeZGTWMvVuurHpPFNcCOX19qTzuxJmbFMs+GS4akT3TLre1Zm+uh1C7WTvtjEejGJ+A2QkfvPOpNv3dgb8k/F/mVixYZS9p+lauP83VP+XredxSNHoy5+0tv+an3974DR/ukVPqUg9mM1q/S+nHEphrK95T65NDXtfyo7dt7Pbd+pubPnR/1+VrSzqUZ5r3rZkRqFDvkGBz5TLNPGshtIuipAwmZbs0fu6CFKTNGtuj9O00rvR5vz448Vcn/zc1ofVJ7hp3sUUwkHHb8b20nSv4SryKQHH8hpKMPta2XUKP3Z6/HcK/XSJ/MQKVVPqTahUv/rAr3CTGY9tVsz1L7T6sNJzVeUZghu+Ptkdozzl1fSa9dTZ9wl7e2yXsnbHP5d7EIdMMwRGgdWPQOsmnZZRf9etFYplXQaABpLNMsTLb5eO90fv7tIHM7PMMMoJ3vI+SjZ3Fds14YXbbRm3a4T3RKmd2PUz3JESU7TnZTh+37M87IdQ1o1gUGTK4/zO77Obh0Xks6FvGUB9bTpX/Gd8jJg0FhtBNYy0ZQDjQ43ndix7HPn9DEcZKYYRj8WAS6sTW1ndor7BabGUnUi8RO87mUd6pqk6XZkWgrIx3lUctbMxoipjD9bWYbrkDqBDoO55536NaiGPWjvR9p5x1ZF8qHfH41KAsLMyM1RuUNRfOOPK2EGinYc5IFpu019//cEZByZY6jzs/Tn6y0PqPHeA32z66U+vJoh0Zt7SD9e0Tk8wobC2aSq5NSVVl3/QaP4zyUB3i+E8vEPs7bHlLdw6nzIP0+yp6dUdet41nudKfWMtTSXoXd13p2fjbDWBGLQDe2Z+XFjpHHkhl7ku5gNIwvYXoTBorQeSIToTqbV4+2aDyWXOR5LB96Inc0O8/D30dtLCr9PSpfDD3tMjpqiTMCneKY4wWKRDcMA2LkUaTYMcLsnzw5HZ2PRDe+w3Nq0vPv+TyViZndTON6zegTh2r57sBMXb7j0dOrlz8kF4FuGIYOLAL948yK3Bg5SZQYfCjl6zmWjYsr2qR0BfSOxPT7dYyT+s7KWnRlfaFxpFEj3V963xnVE0mGKc9sek9SKN3PtQu5h9n63pCl3L5ncbHoaroj+RsvL++0qX2JdDkKqv6ara+k9UmU9h2hU3IS+sWz645ahM6shY1Z+WrTd5zl0fZszpWjT+CoJRl7tnbaD1fd9UXb0JzoLRsVJO0lifSo40EtEk77Qq62k8F624sC9d7dI9tGMLY/wPasb8JrLSRoT8CepZusfc+3UySoBmDnoP8XRjS/I9GvU1l47dnVxoPV5Y/bfuhJv3YKFfT5O3/e9VlueeQYvzlt457vobK02Es9dVzbNDJan3A/P/fzcNuz0vrD2AOLQDfY0WQszlZks/N/KDtJcMgf3apJdmpwRSMZelndsfw1x5WBoxSdU574UPN5fUK6X83wuQh9+uS8nOen/y34L4rWCX/OY/SpBFp0GqaNucYV6eif7s0eQZvkFyizuZPyyh25XipXi8xg7+lzIsYOBd+/3/90yLxG9Mzt3qz4SgMMoxdac/dJ1OPqbTOTesR5YLGEXePgWNWwdsMyT2cC9mzw018jkrPyfq29fCtDecVUSFuT9PctbBm1jX+Q7cqdBxXN9uEIvv78xv5YBLrBiiZjTFOEMHcebe/BOV34/tK2Iudu0tPuELWqwdaF5M5JQyfxjvUxkXycC6CzZNYid7STHmV44XcPv51nhZSyYomTVxOTflj6mm/IZDUijtLxshFH6mCj0VvAPJuEvtFkzzpHa2Ou90VK6fCaQ5rqSIb0Vj0Jmj2rbcNb7npcOdN75WW9JfJEwn7hSpOrj0mQK5uUPVtKj7OOqOXnyvutW/rHG62yM5OekzVSe9ZHGD/mShx5jpCetHSV740abWtXPfzkIdxUEc533PESDQf83ZSz8v498iQPLcx8pRHFXrj1Fi3XNBV02aiMmW+FJ52hU/mlxVKkLjTbhyMIn9/WAo3dsAh0gw1NA8Vuypov6iiM2OkokADao9BLRzBZJPo34GrbVv20m14z5hFHH0L6K1yobsqBo5gGgn69EMbhpJHnPorrieZ65x+nNQspR43RR+r0wkRzt74W5vlJLSUvVHt2rLw9dfTW//VInhYoEfx3KQfWSWteK9tknPU7ox5q5eeWH85IdBtf3vTIUKzL/jnvUL++K0Sh51OsfGbtp5/YqnXpWOdC+/a53pzncvfOZKbzvKUM/dW8rm1yQd9QKmW/trKyfchBbr5nGKtjEegfh3N3tvHA9Y4PmYEHEyWWLmbWyk8vpyaZwUTvz4T7HZMpHEcjcspqrTzUvKjPn/5NjTyRlG2Nu1pL9YX5vpXWI8dGv9OTCrf859N5dro/Ex2f9vFbSGrJq10+JU55GL3QLkkuqpC2MHMCi4RcdRAmzDtOYWgZi7S1P7e+6tUn0vXJH8nyyiHJ774yV6KGPM/msZnf0Ye+kim/Pn1PuR+z0QIj76Vreu1ZaoT76JMNaic9aFvwLEUxjTp5JLQlpF8foq3+Z4Odn3t7NgdPrdbbO24+/rURbpmbKW8cz0JO47giz4/kGAKueuCev422B7nBln90uah6nDOAIp9WunYCbeig2LO091E/+eKfVVZfxSenjkBaDkv2TIs9S43ynj3fperH3o2L3Ovns+vP0IFFoBuGMYXSQpgNUHhGOdsw5dghCn/lsmth1dMkNECdyFN3+N73Hs6543DH39+dRvjPX/QkLa9HbOG4TM3pQ0njdXnwt19cPP4O9/f35/4SGXHOvX76O9/5oYq1PVKynRtvtejgXucq4ermfDgI+0NOJ89ui5R3GXMLs/1wROL3nlJASesdmd+/yXQkUv2/pm+40dJnwnJwlGllW4fTucLLpXe9vfKyW45ATxODCFrL80U4dD03h5eNI5nvuHisXrlffgEpmRnd7nB+GspQ/04raZE1PkLLZobW9AzDkMMi0A3DEKMnElUisqCdsREizuGMKS3OcwjqrkgNSCw2elaqhy+gS79cSEfyRfL4i764gsyvyHMfcd4bQdOCtrbQAFUeavrmvZP7nUYYlXO9HzLW4/nFRnOeS1OKfhylzygbHbkdTe/0xuuMUsQO5sQLbQtekjKT6qOajGKdlC0bxrDRPrnyYMqPLQu1HFqo6RtJ+3kWofykfby33TSeJoUF8/xDHaS3ffIHlg3vOI/ucu2ndKzRp6Xo0Q88p2Jk1poO547Tz32gTaCGVqT1CUUfc9m2Tzp6nOfQNblNc9r6jrLiRMxynq9udxqGRsyBbhiGCLkFK+ru9a8O8qs9e25zxGrPwQV07NCX6sE/r+bn1lS2UceG3fgFpNAhGv5/YLVoaQNNcEQ8ckRo5tKoOc8NmF6nSahXa99x6xTIKTHaSTJrwdHnX/tO05gyk5z90+p4q+mjWjqUdsk58rXbMx6J/r/KAjonkPyYEx3HjGd6NoACbRI4TImpOroTfd8+QQG7qYyaFuJq8FMfcQ41z856bAdG6RPqRnSe/NiSQ+fZcs8XbYARzIo8t7YzjHbMgW40seOEjxOu4/5K0S4l+if1aX7U+8sLjdxO9Hpkey1yqVYemlOJu31G9reWyHFOwxqz+5xykgE2jxyYSE4qo+WjN1KI+zQB7vrrjQrrfa5SZKhztEg3CcA+9YQZw5+T0uvVr32MlmfuSacOeyqMLG+7Twppe2c1uCOcOfVpKX2KPYvbuHF/Wsy/156lwLFBIpduIVdUGk9a8X215oac4aWy9S5AczgVuRYY079b5i8p3PYsN9zPJ83M8XPHReje8Xam8xxx5euTM7VPX8Wn2bMjx5sZUOQjtzYwElr/hK6llbe3f2jsXzPpfd7etSxp3sXjHU/WG49b1w/a7FnNTFkbKlTgCHtPW/toK4+hA3sHumEoQSpqaHesvng4z/jdhqPrNc1fA7stjLWAaZPZ9TR7AXV2GZrzP+I/2iJ0dPXZGrPbaS9KE+2BxTCGUHOkYu5pzWsVJJznvem+0+q5d1wkWCupHds6RnNsrNPGCFtN43NTaDntYBdWb7s3R/KvwmKPP3revJ98hGA2Dw8ohnJ20Yst9qzRh8Z1Pq1oqycN5dFQBsNwziLQDcNYmC8PphIRNuFnvcdVthyXmeY/k9n5a4AaqT/bkT17p3X496iyNNd59kjL8LNa2mvpXxsvqJQiAXLRxNC1xi6yN2uxXkafthzPm4erbnI2UJx+64kRPi36fTMiB1ujobnK2ip3kNN+tk05Mn8Oe4zbpuxpi9ltN4LZY1S7zDC1zWJDdKrvpGV0tnz007shiqkYGzB7vs8F9hm4N0auYM+GcK837nhyS42wz2BPmaAEsIyq01ltt4O+MfbBItANQwFaohiNNZA6nhJagGzJq/VdkzMj4EO+ZthDrKiLNEViqK4/0HkORehYP9gBHud5+Jk5zymo1gVCcD+zXB3qei0J3gb6hkwdR/xOY8y4W9oYOtpG+HLEFcdzS702qFa2MAr9C/MBLTLKV4408rwSga7j8dWiRT7aMee50YaE7Gu3Z0Okg3W+BMae6LFVpeo0LdPotvuirBi6sQh0AyRVVtLvuPjCBHUuvfVLeyeNDXY0uN95RXknZauDXFNkDRfQc4S7O3tpja7nWpznguud6tj0oe9zaUC7Y3c7ipU/eqr2fl3K85ccr/k2o6U5V5579TEVqr3Ur49r8sDLLGdrb3RpLh3OU1R60qC8c7yH8fqRez6SpJ5JvjdaqaUtcdEe1JNC+OzNks3EkT6W0FHd2/+027O99tfI6EHOSPRSmanv7SzdS82n155thbKxJESbPcsPxn4J6uDE27jH4dx59tmz7/Gmrz+nUGVUmzzI2q+Y79PNNm2RvdrqFYvk+ixGZ9Xm77PrtWX+XS6zbnujl5rueddn2v/K6dffeQ6nqwXKeoOWV/BIzEsp+XOUwzB6sAh048Vs42RFuOosHAxsYNBKZSf7QrQsSHG+HzCVd0j+Z/YD6480RtaX+iPSlaQvCyHCpwu5OmpxAI1khnxoFsnZEZ2SJ7Jw3deLRP1q6lM1ZoiXXP3kFqnDfHF5c29M4wITtT+6rN6eDf+NLkfJnh5VjpF2Wu5fK1rlHaL1lVncrGPPpvVVr79HZ7bnOqt6tMjuOvKRMq7+tNWRxPrmSDTUp5b+tzu7VHNrpLf0Zr3cOq002tdpjO9hEehGhAZDY1U4dto7Z4MChZGRFFezhG2T35W8QhvmonVKZYcWlLh2y0NRQ1qc5+Fnq+nI1qid1mtHLxC3TjAw93EuvnKnr5F85Cbu/nIk6Ol6FrEkovRGn9QzkvPUtxiROsqofWzmSRRUXTXbhtBnz46tD43yT4d6cohs5AkXueNAtTjPoXwh+3qEfi/Z09L2rES9j4721iDvWGrtKXHyyGh55iXVeWn/SK8/o++ojxvXz3g5nT1/XU8+Utoi0VvI2f3OYLQAACAASURBVF9QHY6KSpWMOpWGy57tIe5/64wrq7DQUI0iXKPF6ncKuetLdjTn6WpUZvdfwwixCHTjZn3jdj5Wh+MZMajuNm637m6E4Kr/WTsbc2Vp+U4bXEdRa37m1k0AnMdItZRp7bHiHXlOiWSEgKqDq4okFp1yThwuNMiHgiJ0kdZhT52ObA/N+nYOsyKXxufJ1/aljXPOXTqbKavJpBtrRh95WaIUfT4rGn1WGUbAEXm+MtRF8V4455JzyPUL/LUY3vXDV18SG6GNHPPqb9U+pkXmNNRf7zzZ2B/MiUq99JyKpqU/G8ZMLALdcM7pMCxK9L7DrKbwqQMCdZc3d/61PN+RfGmZas6jruKQqbUXf9TB2vKeXtdSX35XI7TYSKlP7kjeEUf1aDYAW8pGbf+etKH0W3a+cpWx5MhsbWfpY7N6n713PKRE2sDpQ2mVdtb/x967B9t2FIX/s66RmCfkYSA8vkiAQBIoCVjF08QSxRKQlxCqtIyFCpZgoFAELfUPH1iCYolVVIqg//CQR0FUDOBPwBKQSIWEECEgCCQY5BEEEhJCgnD3749z1zmzZ8+je7p7pmet/tw695y991rznp6e6e61S44c6ev3IkFl5yt2/pTWf+nycq+Xucth7T/Pt/0c8lcr1zdDWpcXO4bo/c/jaJXLY1Qgkejc4wO/nuy8k0sdUoJkGtCoOAzcDk4UQ3VNWSj7k5p6to7CpiItnyD5Y/bs0vocpCycfdhbn8XOqdbrbfl8ZjtyvHze4oLP+dfXvXzgUYnhPl+bYcaHqkOnqjbN/4dJ71w/bf+awov06Lc1kama9dkWeyeq7KG2Z3m/XZJHwd2M608N0PPG1Gf8FCd4Nn/p85lauM5nqW3e+jwmpPf5QW95aujAItANY5GMLdBtQcJBOeCePQqhUbPhj8FHa0cBacceybS1jD8Oh4f2cLXblPibl4N+7muoapkHtxNTPb3Hahno4UzPeYeN1LN1Noe1Rx2Y8S/jyIh1DoXg67CHDh0q6rQxPdbmGS81h72c6YXXa1oLUuSepIBBY91CljLXtFUj9ZStFuO/p9MHDEr59M2pEeb5DORpUL3rsxSZJEntutQiMAZQis75w/B1lkOHDu3rtP5nMTifuOanYfPiAK1jxmiPRaAbi0CjMubTJ2Jg43op/Rz1bRHJh6dfm5bItVfKy7J3+8ai39eKVP39dEvt3boPOCJdoGMoVV/K5oAaJdd3Y5KWZbFiwaKL05GLVCCRoNz0HB/Y/GXk+ZH0SkVo1C+59kjVv7fRHHPgUbq2xRoR5gm5Dpo2r7xrp4txPi2ltEbJrQkxHTAuU2GyHg8lUipnDJqv1aBDSkQQG9vEomox93HD6VgSjp/UeII4v2o/+G51LqL3fIh3DSvJyHBMtNZvsfnxRq1ytLPc/iYG9kxHGr88NeMmd0/L+miXi1oJHbxq5r8cE0Cf3buuF5jzztq24hzb1P5eGmuvv7GNRaAbi8WUJOdGj9TR2Ycay7RHbdRO+BNLlztiR8JbclRaKWY5L1btymFsvEDHENawbuyy17SQtpJqz82RMtDlBKbPe48PPZHoOsAYpDXgy6nwQCJ2bXhf6v4eUA1W/HNJX3+X6ONMG6Yp5dSQRvqxmBh91k+TMwK9NL/XAnf0eZhu6rV0/lKk1ofUeBqlXlQk5xB9rjMVRGANw+x3asdS6/tocObZtvzanD8kIlLXIs9GprRf6Yuvz3YsRgbseSdWlzUMoy0WgW445/orML0XYmykTfh57/LnPXs3brMJN0262rt0bWnT1779cYeg+ozF4fimlE9vVH4KfYYAXP7YQ3jpyHNseaD1wb5v7IFvn3D949uI7so+yF3pSI+YEb23/uJDjdJ1Tn58p9OvaMcJct9sIMAnH80SGanN8SQATnL9yx3Zww0kL6n5eJC3n/6m+GQKaPOk0uFuXkgkev7+nXfI5dnOn5Rch/XZ9FkMWPnYuj9LkYrSxmRuJ5el6av9998lcPrsFKib4aXb95bruptX28hlaXrq2yJ5Z7pnVm9z46d2/EOfzkN/qslyxp5z/OcVlPMUnnLgzmdL2YefS+pzHPst7BlBWd/n1WelwTr0915vsfaS0v3S6NdXjBGxCHRjFXAfWFKQ8OB0rrSIjb1g2IIXp79hl3Kvcq12RSxlfnE+SnPthE05v56m0rxPReFtihvjIEfMxSgwB/DYp3rU3stB8wjfquy0OZMZFDC6NV9f842ZXsOv7bjfMQnlr0YUTZ9zKJRYZJ9zNUJttIhnQw8lZ4E1w1n/nD6790fqzs3O37MTpxZ9FgOHvO4l40XnQ+QhLf5ygM2a6tRkrImx9dn+Oh+fPiuFzW/DWBYWgW6shpinXE/P+lIUSg15j9bxIit8JNqLit/EtUWjehf3ahOObDV4U/qs8TGJMxrnFwYOZxJNY1ED2004bb2OR/XsGs9pbdo3cidV9trHqkvOL7m0Y20wVaoSdYe3qbqNNF9HKiuE2OOFU1//IlQCR9VnOYoGecRq6pq2a27YXrH28/sU71zEEYmXSo+vnVIy3TnO/ZEGXWrN+qxz+nVajPFce5QXB9J9ldNnj7wViIeYA+hy9FnKGGk9t2h5leo5bf3a/zPidFGO/q1vU23nIUZLdOiz9Xn3Xmvp+qw0/vzuXRYI2uQRx3mMYXBhEejGqkh9p1jrvFsQX1T0LIajE3ZnTff2HI8UOPUVLcrPuJFUfIxa595PYlg+kcPGHbiN5wd5LwWp+dV8vDNkx9EWo8xzal2hj/psRai39CuTrkcZ1tyrJxJ9txyYskk+VauN8ZyGX1YNcsn02T201tuM59u0nTMZfXb//bzxvL6J+8gGCXnQapw1f7Le/n+RzzJFWZNOa0gwntzWBZ8+K4UW/RCKlrJq6DvD8LEIdKOOtKOXSAKcQhwiiKmPX8JuVrDfKUKLpJePROf8zuYY2PaiLr7p+3VGxpXnC7Z88/XxdMPssNXnPiCS+s5aLcokFu7IQOqTPDgNSqXPOIxPWPkCHSfzdZD1IpUmrW9nI06pTQupiMs73fMOMx8kPPVzadLn/uaIxhBGr27lkr2fln8eSFvuzk9cHpsN7oZS+tLrCKR9IWXAys55HNbKwzrk9VkMsbqWIjn6tpesIYW6/kbbYieZTf7j8OrNnDYiTwJt+7eMtvKElOZL2ydd7CLVfinZQc1LW/+WgOpTtY+/xziD7uUT5psvR7m9sfoE7XwE+zlWny3dz03t/nMz/7+z3wnuH2y+hIxWfGnZTR2Pa9ZnncOvt1R5OE3Yr8fYyj3/afdIeTzU6UGtbm8HPrnzex56P9nY6INFoBvGQjEh3pYaJWX2RtTslbgXYXbwWmkxyfRs/x5zFXJYNxpaItEl+lN6jNSnn4tq1EluXLSYi3rHxybyM3+yOWJKd4gu5qkn/4acNTkA+uQqxUk0/Hv0dYMLjGNXT6B9T5WTmuo8o3FbND/FIfVTg8a2x4At/2j6O9aBCXrPqGg5dC85s0KStbMXXvja09NnhcaHYawBaSc2qaVuyWuoYRjtsAh0w1gYptC3Zcn62NrGUs/v/OnhGTvadzLl0HbYKBVpPFObdi4NTPrhIy2PvBtNqzdQZ5Hw0dSS6B0f+39tvT8d+d7z2Yg+bSYXf9xpuWx15eJtr72nLrAlB2By2pxLUn2Se5pBuF6kDpSlo3i5aRGl0VO/CCnNp9RnPSIOucg3PW+UmgY0jbcasOUfTX/H6F+jzDEM0nsPrD6UN47ioiJb7+eWOD58cO0JjEhnHR94RoyG1YT2J6nkGHldnomtt5wyfZp4HR57P7lmjSzlfNE5k9fGNhaBbhgLwpSBttSupWHk+QiR6Gthbe2/hDG3hsNGDjAHQPnPnBvFeF5iLmtL47lW9uq9HXm+/5nbjobcIIzBXO05fiT6+MRkbWwN4eyrJRjPa66VButAMbJcHMF4zhF5HqJpvNWw9Eh0n7nsa9BnY/qWpHzBPtacYjyH5snFEsdHa2jjQy5fI06s3UZpy1HKCUFaV5QUbUvqB40s8UxlKfUw6FgEuuGcgz6Oz78h9+Hu57vJh56D+bxL5ZPeQJQ8HVuXD+uV3xpq+Xp/5wo3WE9ZaiRF/N5UnjX5hOO/IgkE2LbgOsiqzUt6vnN/p5f0/bXl7xGRLwHVC1fS0x7iVVtraMdc4wORj5j8SgfS3OXDgh0fPfWh0nipkS2Y+tTI29w9sazD5GDfyeeXcTuf1P01EeCQ+0tQ5YmksTyVn0QetdMEO/+45ffu7fX9URNVIS1fi/n73xNa2FvG39mm9RZJmz6rff9EXe/D61qvj5jy1xjPW/cf9Tyk93jD6rOpy6G6L1aflTLWpvLDXs/vyEhbT6Hpc+jXNYbb2vmCqbd/aXgZ7Gliaab9/2BIR4aX+ofjfBarm2PI6bOU9LX60dD1F6aCVOePH09YHTySSupqcLqtaLH/w+bf8uywtz5j9MEi0A0wkjKCmnbvDaQWRotm1l4+DmrHCn/bxMpRVgQPxtHUXZHtTRgh1EIO9JY1reppxEm1vYaxN8q4kD6Q5Eb6gJ8zrdbyEEt+/mAc/Yo55e4+cj+PgwQ3XPPDH7epaMpatDyxp7czby/meuuZ45vIxrFoKj/4S2E3xebPiOTGiobxo6EMEDQaz6lwlVfCUW+0thyVlvot3ZBVlxblnho2seWQK+39/yrvH/B8liOwp5R+b13WqAPST/S+xJ/XaqOnPmtruSGNRaAbO6Q945zbbOSMaJsN7VCjJpKCQuv8cuVwbrwDl9HKG9LicCP0ZCxF4pWpL8/g3TUEoUzprQT6+WuRd7X0bssaNJRZQxk4iM2t3uM5VwaJqFtsZM1cjlHJHabute9edPkuqT6JH1IevJeOJMzdH6O3PlubP/XQJNRnW0e751ir8ZyLWn02H6FTHg/b3aK7j1qMoV6yXpMuoWH9n+F6MpF2OMpLTWO0NlsqLfTb3gZv6bG2vZY659y0r1/SRNtm65ebnNu4ibRy9tZna/DHKFVGa1lrWqGtvtzlgcgvqozL2WJGoec4WOKZhqEHi0A3tsgfYjjnKr8LqhUjejpy5z+CR6PWckFpGRmQOkiWbMO4Z6z/sy5ikZZSEZdaIr20Rg/VMGq5ISy5btxojETXXIbco3BbycNaSn09R6Bji1y/7OIjsnvrs5T8KcbzUrqaddslwqmT8OmzuCdIGGUkjEda9NkYGssEZeSy17LGOhswtOn2LY3ne69Dh3dqBuHfG/Jy21ufrYGia4YBCLF0RzivxaKtHj3LUz92mAtiGAYrFoFu0PHXh0gkTvmm2Gc0r60e3mYj0TuSRov3P7RPsWXlHist8tfQHxqY22E3WrH+UXCYttXQD6VoMA1lzIEd/9QoR0p7cOQlJcdSSK6F0s5JkEhbjsiFME9OcvKo99zE1lVCF4EZYuc/6PlRya0XvfXZEXQJ7jGkLQqNO4ql1B6Y/GrWI+r42E5/42L7yTkiL55/LnXaUxec62+88eHQZ6lI54Vtf1+mxiIEselx9D90TkCdjDD3UMsvHUmMoUYejazPxu7vrQNioeqzWON5jbzAkLteR98U6iMorqH7LWwbalpzuaHO79brL5WW5y8QpM+8UvX13849RWnt9o7RymssA4tAN7bICeL5QGLrEoDchso1P33KgiC10MUfySmTF9di0GNRkTyY5YIaPTfiYj3X8fDhw+7w4cM7dc55y66F3CFazENYQnGtSRszlmsOA7R59y8FzEFPOP50HMSUoRpj1gRGBkPkk3ZaOvJFn6gyeY+lBOqdGNHHEbmS18l59eSRxo/UGkQ1VtfqlFRK+l3p3hp6OpvMEXeHD2+O1HfvZ45M38xRcw4zZ8cZ/xB66rP+kwaoDoacTijh7/DzXkDy711GKtLyoqU8qnFkMNJI6yOpJ59w08p4viu7Q3k//8GWZTItiQABbFtp1GexTlnQ99YGt4MRRxoS/bK7d5h/2kek9547WEYrrzE+FoFu7FA2os8vymnhhP7uZl6bJ5pfph5ebxBPxN6GaY7rW3g0pg5mMJEAHAfkNXn710O9p1MHR2FafmTGVNyF0SJfe28OSu0dRgJC7uEsC8WzMlZeyvwMx7u0V26pPDGgkQUalO3SfJyRdtqQpKWBdClQHQ60ylpoGTjGRC6NzWazZyyf17TtXwd/RIqqoAl3KNa1cG+4TnDolFC5q02f1TBHavDXktpoJch6Lr3/Kek72/V0bs9QfnDAGBoQ9t6b7/Wdv5e57vTWZ3O6ClaXTR1Yc5a31V4eyqjyx0dK59OgS5rRXJaW52sScBvPS2tyXP/3X6CzzADXDXLXoHJErhkaxw9FP1/CehDiny+WyDmUY/s3dn6FRbI/Qt3Wr14vvZVy/tgDLXPeWAdmQDfASBrPDw7vcGXqQWsvZ4zC0RPt5fMpRQi1MKJzpZdTcmIHqymngTlvXBkmBzWiR+/uqKDVejhLlLe0Sa6JJAsdIbi8cHspqdAN1wjyEmo89xltc6DhwHNNUA5qWqDl8Hk/D/+AIni9/6ZX5Bp9tjfYQ82WTqEaxqQPpTytos5KZWjhFNrSSTnPZj/SPizXgfHc12c3bqmGc+f667Ocjn6xg/O4Yy8uvdw+Cb/3MUKkZLoGXVKL/rJ0pByzpNKekdIBoDJp5xLOqnYc1zVG9CWgTT/moMahLmU4r9UDNBuFt3X4A5l1UO72U1FzexlGT8yAbjjnKjbfwetQvObl7bR9v6DCfFAe2gZMcgEpHWT0WLy4Ij1HoOSxWjM2IPOpdJgjQXjAWptPcFTmNgUjeq5OLRQ0ySgb5/CexLH5g/E0lzQma5jLUsYMLmrlH/S62gPi2vRq1ktKO5cO21ust5j8eh/KlOZxa+M5tg2xZeAeD8X+2/k4jH4kpk+Ekn7NeK+91s+PU5/FjnuOaBNsfi2BzjWJqDdsWrXlgKZ95FXw6eS9D8k7v6OlOCVAwK4/rfXZkv4quV/x/26lz2Lvwer/Idztp83ghFnPW+grsfHMmW/v85He+ixkv0tJt7WTV2l8tHKgg6ZFzjKbgP9ZXT/WOnul0HBmUUPOOIy5b4n0csbqzUH59nTXbX08rs+GVdqdL7r12dLn3PYb7vR6nw8ZfbDvQDcaEwialQueltE/qXzXyjRNyR//Gsn8OQArhNPedDuo55HpJzwU/OgP7cprTyTahvsgsMWYtTEyBr0jFWvQWCYONMyZodu2f/Oh8CMVOPsee9AQokGfLUWbtqSmDajtFtNjselzt52EwXNbh50OfravgqQELptPOAcl5qNWoA6c3O1C0WfX0C9Yhl6zmRlRnzXa0WMt10fZUTemQ5rsxbG8cYMn9tSI2N/a26pmD7VXpbl+/md85QpZsz5rGDVYBLrBR1HO5o3nytdBdmILf8vHpfh51US2LYHcgW8Pz3wsqEgD59xmmtw0T9RZAXVbL4P06+dl7PDKHgeUhxI9hon4y0UdUSPYoMQi3dY2NkafD60je7DlWROckaPO0Q8MqVHnzQmd+4nDtmV9OCN9a+crhz7LPYZbOYRpSodLp5XoC/ZIMk+Hnab59+7BYyYBXH5uvOgTKX2Oe3xg8nUOHiXUKjp0NCTqvmZ9Vlskv7ELVWal+n8NcqT2aTa1162hTXNAZWmr8xputD0lRQL8Hni+bwLqr0ZrOPfaxthYBLrBgxnPUeSErybBvIYNWiz6XFMfpMD3zZGvTjgSqTNHo89vpfOhlc33YlzDeOJCImqrdH/PRw2udWyMIGugpIxovfJeG1xziNuQ1yI/FjbB70pa1UdLlACnPtuyLr3bjYvYoU5PZ4oWefkG872/DyLQpeZfrIxa5mAM6hMlqHlLRjJBnmJkxvM4IzxZTQNQfbaXs/2S2roVVDm0xjavcVZKrZVQNK6n2ui5vlPAPGUo977muVhrPHdu13jeopoWeV7GzisNH4tAN6roLTtKUQDcwq2Ufq+oBC5vqJy3IyZSVLNCk6PmkBfziEzuyBu4AjpHkU/OuY3buIMI9Gl2aqlQ1nZyTxQnVDjmcSZ9qC4R2S8ZGdd63nC1J4f8aaGIYsvHHimnLL8SlPkZW0uwBjaO9SxVvhb03FzV5F1qb+r4lNRPeNhE/xTJieiQVroO0ta99dne65+PRCRtT/lDiRSrGTu59LD5Q9nTa+eDxr1HR2D02Xx2uKivvTzykf6aDtskImg01Q8Ct6MJFen9Tes6co9/7vUCo89g9VnJckHvaems0oPe+6+SPioZrV1D694r1aX3+Wzpfq70ez2hRcOa5sP11Aepp6ZAkHf+2NZnKUjr39xQ9YXe5e+dv9EHi0A3GhEKGPghBeYxNj0E2VKEpzalqyVcylGLNoSU9aAc298TOUedT0fCd6bJO3h029+9U10+0t38cPXJUua5BNY2ehjJe3jNa46BY/yxsjliuMvrqhhdNozE6BV1HBocekSdjxCVwkWujqH8pzi/lAzDpfsghkpM32/rtfPPIe9vrD4L2Zduz0fptbW0fnPqsxr1BC5jq/87NR+07Nc0MUJ5RyijsWykne7ECKYOdSotfS6uQZ/UjOT40vKUtFAnSefFX4be+qxhjIoZ0I2G4I3ooFTNeF5N7QHZEsE4avj4h3fSYA8bDw4Qp/3//X/b1++kgC/fVlnRt7PDZVDoJWNa5scdJWK0Z6RHTK15ramBqz9H3tBuGcoarrt88BnPZ7RGkvYwovt5jzUu9qD2O9bwKmE8D6/P9UXt0zJm3XaaJndomtyh6VAx8jxd/o33E/usHaX1m1uf9V/7PxJgn1xAdeThKA+V0dbZkco7UlkNOVrJrxjDGdHZjef+37DERtp/tNQhJZ7ENjqSjoRcT/vgYtZnZ0U21JslspZ+UkSL86gect8wnDMDutEcmBEdepAYu84EKQ4zoo8B5bFAfuR5zPjgR/Zs/0aUb6usFUVVSEyuLNGIzmmcM4wStsbgkJifNldbstlfE6UeT2dzahm6rMS8pD7yubYdS5HyJEJd1sWcaihPJeiv+3ETM5y3oLXxvNRfZjzfZbTyGoaGMTuMEZ3ZeB5bH1F3K+g7LeT6fEQdVpoexnOuvDMpu4PzWmhEujya52lYNs1lNZaHfQe60YGN2zbQha/loTzWkIPNhvd7akrlpR6gSeJ/xw0H0l51EpS+AwZb5u3k8tE/cc/Xnauz+YWfTtO8QZv2P9W0EdA4BnKMVF5u2ZbKIwY00q0039YO93pCpdR/rfMP4S6PtvFYW565Xajt13q+ch4u5t7jqAckcoX7oCE2HznlPqV8oT7JoV9qkzfQazQQa//Sa7wBf3Mkn72/j9x15F5IKeFOKr3XopCe44DLQF1bB8p9GOcO6fMCzidHxO7J1XcUOUKhtz5L1V+413NpGdZzf4XVJZ2jl496vobtD8h6GH85OxYVbidS0x6UPpDQZ6XyqkmD+4w0lj4WTHly1464/nDLt/C8dl6vofps+B5nk47mbMixD03Jg966vqELi0A3VAIVVLHHeI4i5EZUHLjhXJj8iIpY25YiLmrKMspYi+E/LujIO5yp70S+b+fbD8y801RuSXo7FGHosYEdhVHGq+SBs5FmlPHBSZt6lscjpBwxHYQ7OkVi7mh4UguUUR735z+aMPbjX5NihDnO0xf+4eIUeU1Mfdp+WpPUvrOUHsRwhhkPLcZHD92ytu1SSBoAWski7FjRzgiyzZAFK89szNTC74AS6ro91qYUKR1WSl5C0pVqj9p0a+9L6bGx6/zrR2EEfXY/l4geG35OTZ+a1mj9b6wHi0A3FsEoinEsMmaUskPA1CemMNcslLHD2/Dv2PVLanc4fp03RyLFOQ7+0nn1bO9wPOY2RFJK5CikIsX8KNLebaHNU1Ujo9SJ2v5L7T9p1tRmbeu6cVzGOv937LNa5CP3N9V6XOtIBwn5kdM1oNdDdFgJeulnfMzzZjtihxPNBufYuJGQIRi0O2ZijejckWc1+xHO/EZhLTqL6bR4as+bDCy7+u3e+dH8d1nvKxnJNfURRZcN0+C6ljsSncNACi1PyRlhCeeyo+mzW7kpc9BwTn6/ZhgULALdUE3OqBV6T+U8qTSQUhhG3dSmaOlNmYp8Cj0c/fdj92KjzzWPszRhmfc8G6Wr0nteQr2JlzYPueh1oJ8rh+Y0DTijRG8ZBow+kegaoOiz2usGgTsaLqXPpvRbTNrU63VzELHDmmqw5+yt1/rk9jlaaVFGSCQ6BkldeIQ+M+SxccCPFjk9Ppvgd/2Z2Qh9wjEXueeztnaDlCeln5TOae2MzjkJfTaly2oaW0t7Yo6xPCwC3YiyK0jzgqu3XCspZ6WFWPoxNiXBn/s89plE5Izk4iS9MLdyRoAqi6XxJ98emHwmF87v1uUNwXoyY9PTZLiraVusPKH0X2wslxxOevQf5RFRXGlJIRkpmfocuybVwjEXsZFhveVba6gGtdoog5q8uNJFliLMEZX/dh14ItHT6ZepbS/MYWitfEgdjOTyxs5XaX02lh/l8xCMPsuxHufShNzfWn7SI5tx7cE9/6TWn5iepK1vnBv7YJxjjZOu/5L1m5q6tNRnR0hvaUhH0krvZ/nBnd/uEl4f6rfI0nQ2nlP2GDW6U5jnaPMXq19B94s5BzSMrkLVa7DzmfvJM5Ecg/y2P+09flrZU1LphZ+F+53W+mQq31b5GzqwCHRjESxVYHErdTmWsMnOedRJHNSnFm7qeFxCX4xGjzZvlae0QUUa6Nxd6jrQAy19z42NET1oHWOtyqW1/hCw0Z0p+RxGo0CA6Fkx3a82or+VzIgdREF+oOlRykJh5HGeo6aNpB2V/TFR65wZ/mDylwZaprANKG0iTczYYnrKLpyOwJrB9P3axwlXv440PkZHkwP2DIfRLzQQS5zT+ow2ZkP9mxL9bOc9/GjTZzUy2pwz5LAIdGMx9PC2hwKNag/mdwAAIABJREFUDCltpMPPsYeA2iJ3KPnXRgLEPERL6dYcUlLHY+++WDJSET+Y9HtE9WPy1CZLY/MhJhs1rwOt4YjMmMkZv6D5ltKQ7jeTp9tgIo5jUNqzZk2tOWSpHVOt1t+RZVVJJsfIyQCs/lfS58LPKeNh1HWFIl85I0tifTuKjstVxpZ1lXAYxuQnMVdCAwV2/dI2f1Pjf1RZIwlHe0D0GMz+X1KfhYyBEWSnJNxzRCpqmEufpTO5mghycOoV+hsF7vEPKX9ufnPoS6XzyRBpGcNNqc3Ca1P7i1wUMLRO3GcPps8uG9PJDB+LQDdU0vJQXROh0bx0OLnESPSagx9MdE6Nt2Mta1Mw1oSU8UgD2svnUxsttXQkD5ecq3dgyqUh2X82NraRPJCWus885PWBOayKRej471P0WcghtbYD21S6OX22NmInlk/r+2OMpGtQkJRDNWMjtvbW6lItjOcxSmXknPtSmJG0jJbxFCKtz+but3EhS4sx16cPZeulda5CwTj2xvTWmJ5bQ6ux0VuOlHSXnPMSpexSZw9a9QzDMHixCHQjCt6TjmejkMqH4/B+FCAekKGnLGbRhlyf8+6rATueOPu7VBdTeMYi5RThIy0fJDyfJdMvgTmIhJDzxLX5tgv14A77ORWqPMYeDEobviTGvySl9ZQ6PjDrdWuvew3ReVQdrLe8x9KivHMbSvcvhyyhRgdxG2qocEROcaKtPFRKUVal90rrJbZ9uPWNnpTqD2nfVLpQpNpHw1pXA6d80l7/Gn02lgbl/ti12DOhXHnWtv60REJ+c6TH2Qfc/Usdf6XxjF1/W7P0865QplLHM7W9tO/PNPW/hGOv9HqwpvXG4MMi0A1xYp5ivQXmKFg78BHbFNrCPBZLaE9IHbg3r7kIv5ae3Fz1CiOLWsxlw9CA9BzWflhQA+eBmy9LQ9laG0m9BkqH8vNriiPCiHA4h4bvQR2ROfIz6uEyJHDIG64o8h5jpGTgqGmf1vXw5V+NLFwiy40ClmeUerXckxp7cDsQrQXo2c3a5bZP7TjKRaX713BhfUbH2tBYExaBbogSPsoGE7XTOrJJK7Yo8SFp1ONOd81jX9L7mTt9DFjjgOQjACGfU2ntoLIEWUnxvJZkzfJIC9yRiJj0R0cymi/2BKVYfj11Wg19W4osoRyUaZKVUDge9dnicJEjPQ3jTxO17ZlqRw751vv+HNgns4X31LQPNRLOqN9/jWg813Zmpf0pYNL6LAVN/ShBaqy2bPfefVxDrLwx/V8in9HQ+iSSJbStNpbepinbwdLXCSONRaAbTcFGohuGFJKeonbYqANrxwPCaKXR2yacv0tQ4LWuj1rKsWY0PaZtVLgj9cModEge2iI0WyNh8B1d9nNFEMd+ODB9lhdu4/nSgdabwyElpGU0+NL1WSgjGs9nltBvLdAsyzSXTZIeZwRrbescJkNk9VmDl6X3SynQ01gnFoFuOOf4vzOklBcmEp0jf2r6pfapTR8qfHPl0yDANZQhB3YBbP2VA9Tv5KFG4mKvl/5OJOznrY1LJfkI9UjmekwmdfxQ88fCWV6Ox9GV2rN3JISm+QFJq3X7UfsXm37r8ZIzDNREc0k/2UIzkIi42id3aImoqS1/7RN6sDKYe13MtXvNI2K59Hvo/SUwc37+LKeDaHLGGUGWUPsX+zl1P1q6Hgs2P2x9ONcnifHUcn/UQp+tyZNC7MyHM3/KfJDQZ0ePTOupz+bykxqnpUh4Kq11Qs1jT6ItpOWb5vOBGnqfp4VI67Pc56XS8iJE0h5Dode411L/FKPJA6MOi0A3okhE6tSmr1FYaimTRTLQ4Dis4LoHmpb1XVtGbu+lRbSsAch62WtMtnackWLUuVATideC2JgtXT8iOWNsbd/06CsoIz02scZQrgWJSHFKmpJjVCJKeA20jAo0DC6w45bDmKFBTxpVx2yJdlmmvXwUwnmZ+h3+DU03hs0JfpY8Rkc7v1pyX0jR27nPMGqxCHQjCXc0TcwLeaQDupCW0UZSXpu5dJeuDEgZz/17uT3rl94nnHC01RLa2xTQMSmtl62jXWMHKxz59zSijzS/w/aHRBH0jvwv3TuibIodLELr0ns972U899OUrPNI89m57fagtk3p6QHYtCXWm9TcCRlRLqwd7X2GKZ+2CL2lUNIduSMBsU/44x7DrXXMkXRayH6ip44otd8ZgVi7Q/rCjOc8pNpRayRyCoo84tZnpTF9Fo8Zz42RsQh0Iwv1gJSSXu/DvjWQamNtygk3rcYL5/xZep9wYsZzYzQg62XvyHMt5Vkrc6Q3NuJbkrBMS4xEl4huXpvxvEXaI9LKCakmH055DzWeG7toby/tc1p7+ZZIaay2WD9LBvbwGon51XrsjTTWITpjD5m39P0OJOo8vJbCSGNSM9KySoKavpfSZ6XQrp9pxNrKGB2LQDfYWJJAXFJdSvTw8g3bF5v/aJ7W1O84zKFJkaylNB44+1r6yQOQdKkRLlTPTe7DK+n6SMM9/tYUwYSJTJivo7ZPzfegcVLyMm/tWd1jvFEOPUuRrZrWtNThCEUHkR6rYdmWJG84wPYdVV9tHYXImX84P1vrs71lfQnoU7yknvalSVbOcDvec69v1Plck1cqj9Zrc6wsvfcTWLCyOxXNmDIYUvXZluMrRqk83Pu3NTncSZyXpdpX6smTKVqdq2nrUyw9I8E16T4pwnFE7e/W7S193jjq+IeeX0LT0ULv9doYE4tAN7JwRUf4P7G0e3twmbwcj9qxyfkov5aE8yicT0tCSg6M0F7ajc1GG2LrZWr9bFGW1nli6W3UamEUxawB0n01wpigkjLm+HWP9UNvfdY52vcHrmGN0TRuKXOppp9b1r10YJ+TZZr6KAamfBKRfL2cQaUiM2vTybVDTRtJ1CcWaTuKnJWMzO4xx3vp0cYBKdmvoW+wY3PEeZwycC75XMloxxrH0Gj6ay095V2LvCnO1cZ6sAh0I0mt8G/pTcnJNDmHkYXa67MGsB6zlANKWyjpYKIwuD29NTpOxKK7StcvHU7PZW5KxgAOSpswbW2iiVxUUQukPZlLh4u9DxxnlianoFGRufbnfooFNA0/agCyvvj6ztJlzej1wxobsOOBypKfpFRTXo71obXRPpd2qLtytEktsfGMbSuO+pTS1rw25tqvtj2gzg1c6x32+jWsc1ggY1Siv3LjQXsfjTSOcvpsrh6lOrbQKYxxWON4GEUGUOkh71o/6aFUv7WNbWMbi0A3onAaA6AejX7UjmYjinM6y7RWWvVF7z7HRB9qpPfhmlag0YprUNY0R+i07p9wfvee7z0jhjBoKp9U5FZM/veO5FoaMbmcWoNjczOlz0Lo5TjmnC6ZuyYo8lWrc2CuDKPqsc7xtaG0gVsaqr6mTdZw6p/h+lGzDrQE4ngo9WjbXsZzrrzXCOfevKTL9tRttTgsUYGeM1CNRjafDB8bD8tlzV9dYOe1hkWgG6xoERplJQ+donNuyryWhaq01m4uofn3RnP9WhyIlg46JCMhY/mVro99nkqjpm+klfZS+4ab1djnYXQHJr8ckHQ5jCpS0TocUOez1P3+oQxmjkp7wmLTl+vr9CEudLxpW6tiZeU2qKY+54p6KxnDKJGm0LFUGxUVa39of+gZS/N6Ev90rzqpdiwbRvL35+/lvj52T23/1V5forV+1Rpq/nrmjX4koj17RupIOY2VysBFqG/Upk2Jvmu9/86lX9u/nDJsNKNdrv9Se0IoEmOh9X6pd39pKG9J55zlB0QWYHVoSCS5LOF5VZh/fVqQs9mSvNsrQ7v9JXd7Y8+Tes/H0cHqJ9Ln+doN25r1WY78e5fXaINFoBtRKALD97TmECQyG4bsp4nXfh3D12WFzFgfLRTTEcaXxCFhLzgMArXplGjZhrFNAbchd5QxUcOS6xajxmlt9+Axv+am3gt/WtPzANw5PWONY37H+jOlb3LoobX6rO8sQ2l/yK0H+qhfvr3XB0Xe1WN37y/lA7uGe66NoONQ4TK2SeVjHNDDiKiF2LzWMqY4n2rAVaeRn7SwZKi6QU1Xps7Jau439EGZ3+F4iI1PzvNUKX2Dp4yQz0L9du+9zf7/Nfnuzs/ee8fR0eCsYvBgfWMYB1gEupGk5KU4XxP7u4ZU9BAv20bwbc/q7c/D63fvn9w0HXg7QrxFpQ5eKF6phgxmPN8GIk+kI1moUA0x0MgSyacW5K6jHOhwRbuOLLcgY9wnjFIaue4xtqtTU7f5sGcvrb011/t0IMc17NjgTp8SEccBxyNTKYdYmPZPOWL4bVjz1Bv8YVLpilAfDd87eJ3Xb6f9Obb16Wb3u3t7jSHp+dOSnm1o8AAdjyPqtJDou7D+S5qfM1TdzJedbc43DElo+uyBA9vBWgvX/2Prb+/5tsQ5P9PK8Jc6Q/Uj0KlyInYOmYpwzyFvPE+fz8bSD3XabffRjZsAc9RksBxmPF8ea9Jjlry+GXQsAt2oBuotCRGubYRUOmINZjzfTW9Hgcs4FLReZJa6qI2AGc/j1ETwaYHT+5sbDuM5Jp0Y5qG9R+2mUdt4p0I9bJybca89w9eFuxORBL2RLoOGOsbgHuO56BDOqOdc2rl82szpXX11t3xQ/XYTee8gHUjbWsROW5a2XozI6AfEmPKnnIpq0+MkjPKWiPqm1C1VBm3jYS3U6ApUZ9B5Dfb1Wej8SZVXw/qqoQzc9JDrfh9L67NhfjrIry/xsR83noNzNH1WDGsrYwnYODZSWAT6yikJh6V4ToflLUexYQ4WyulR26t39Jg02Lr1OrhqdeAxWl9jvrNvRK8+zv4o1T/2Wcv2kpD3pfHB6dnOFQkfSxNanlT9Yn2PTStWHirc8oaneKl1GZ64RjmaKlMp6i/3OTYSsDT/uOc7B5BDrLnupflXUz//3t7rF12f5Z0X2p1DtTuuLF2fxVJqD03lxsqDGvnDPT4k9VlMe2jqR04w6yn0KQZcfVbT5i10UE506bOpsuzpspT5owXM+MDqs7X5t7iXi5yDRGrujzxmdquT1+lL73H34GjnVyPot5T5Lq0PUvfD3O2PPR9bOi31WQ7W3l9rwSLQjR3CQ0qIF15vgVFSeHbeq0yrJ73bWAta+0cz1mZjMPoc711+P//eZfEJPf9ja6mE4xUn8mXZPUQ6aLODzzHExoOmceFT6v/c56m+ibelnjEFhdNASY0kafl0Gb+Y89+7ZS87FeReQ+6pRetc00RtW0PvG22+txyfBpxR5/JSxgpH+3P2YelMCJtWzWdSeTLl4NzWUwrpUcVh/2mek7Fzw1p9Vmp89JYNOf0ca7TjmIdS5MuFq0dNFbW2yxrIjWfsmDcMw9CCRaAbW8QUup5KOsbzOubJllXE3G4sG24Bb98umPbQvLmqxRSsejR6zhoHSPSN9JMrNI2nVOS+JplB9XSWRi7/emPPwXt1Y02rU0UMiqd7Sr6XDi0xZeLw9Id8z6cEoT7bQr/164ut23zvthF913geyyt1PaYMYXrY8ks9hUD7HMZAMZ5D2oE691tDGZ8GHqx+pE2fKjFSWSFok8c+kMCKnP6LPb+hlIsOVJ/dvdZ3jqvpkiXJPIw+yzU+WsqE0n4vds38HnZ9l3jyGrZcufUhfm9aP433N668/ikvVZ818FD2H9i0DcMwWmIR6MY+OcUH6t0oZQSCgj0w8q/Qbjzfzxn4yLelYQoTHWtDnUjOV6m0NckY7CPxexCLxNAUNdC7HJC1m1JELeOgFxyHjZIH2q2i0CCRUDFqxw9ljufLmXM2wfadX7d0VBQUaacE4wDIfBqhzbQbQ5YKdq6Oso4ufWxgvzaAm1Cfja1zJRmEvb6mjL3Yy7u0fi53jELGBySN1Gvt60VuvKfqRSlfq71kKQ+4g2xZP93ub1j5IrnupLf0tUEDtXMddG5v/WcYRmcsAt0Qg2vTRlW6dwiKFXESLoCvF3fkuFQkgPRhci3cddWmgJXKQy0v1vNWi0G3hVc1phwS16cip32oG2tsOtRHBZau54yULAE5uCvVV0rWUoxyLcEemkgVD9pctU53NfdrhF1nIt7f6jvM/Mf0Q9ZU7PrS42sA8H2JS3+3LvgneVAdmCj9X6MjlOQ/JL9Smi2YxzD3fOce35Llo6yjULjTp+7fSvdjxzdk/vppYue7pPyvuVeiP31662cj6S/h/K3R17n1F57I1zx7WUw7Oq30fjBeFl1PwvLhGB81eVLSwzqDzvLc/x37HJq3dJANVV6HWeOTm5w/xwqr2+47BH0Wcr30/NHk0Bqj9/oXwjl/OT4voVkex+j9ZCJse1Hbd7T+MWQwA7qxD5cQpBpffNgFU7Yo20pZRQL5OwHtiz3I620MXSK2GMphY3Ebi9SThfvQgUJ4EG1zIeRg/Y0dJO39PVW1W40Bx/pnl15tkjpYDK8Jf9fKwJyxSNogDCemr07Jz/faI7h6pyrputa0p/QTqWrKx2GsT33WOsJNz1jUm79WascLh3zD5gXNz/TZdpSMdFAnk9p2jY2H3FrJOV6l9TPu9A/q7hvM57/j6xkGjfpq2N+tnQ4585Ns31C3DedM+H7NHKLqs22IGbq3/96uOv68VkoeGQe0dh7QZqxf65iy+WSsDTOgG1tghSCXF18TwTs5N+1+67n3/5GLJIvQOJJBj3Ksg9JGaAkKgAYDnY27Mtwb/JrPltxPc717G9GxhvNStMWySRvRDwzo83UH1OospbWAcqAZUpOWZOQelt6yomREjx00UvVZiOG+J2mjyP4VwfXOHWi7cDnkv9dzPUkZz2PvQSLVMPlBr8esN9JI5cFZR+iBJEVv1zx/MX2UM35IR6XO76XyaaHPUtpqCWDXspIRnTtSrvRZavzUGgVHMqLv6a57RvT5tXN8ASYa93mlNTqEY97793DKR4nxBt0L+vMGUqecjK45H+Laz6SIJxUbO5uIER2ahz59dmmY8Xxt5zXbmBHdWBP2HejGDlClIaVU+V6Taogaz498MDjq2lo5nJs0bUA31EZfWszZzab8nWhLHSNY47kUqWgCyPWx1+tgt81yxnMM85zwx0et80lN3hggfd9qfGgZh/54CH/mz/1rw/dylAxDNXqtP974DVzVd7oa43nps5ZjpGZutIqeh9zXQq70XvsgYPSTEepTA9e84Y6YxXzWSp+df0Nk6tLGCzXyNHwt2T4160cNrQ02FKbpwAl01mU52kJSx+CkZv9DhXsfKNW+Ob02p3/WOuVyjTtepuAnfk1N0bXrs0YZ7cZzYw+bN8ZasAj0lZPyZmwZSRLmzZ024A7CYSQPNQezlPsl2x+SX4gmZYjD21YiGqRlG1HHVwnseKCOH87xzhGBg/Vmx5QfG5UAiUyRjvSQIjZv/HpT0oHcE7ufKqtnJA9zwvQp8mcufur2g/r5F6QPUFJpQMsXXlvbH6W5lRp3tYdePhy6Gqa9Yq+5xgc2/9ZpUO+tnfeUMpQup3QVRD/Crret9dES1DHXuj5rMiTW0FufDWnZJzV1Lcms1oekMYe33DrMsd/E6vM9abk/lFqPS/sqjKNQTNfC6mv+fbi9mnMxPXVOPkwK0xblvPHOLal7OMtQugaiz0KiqjH3hflB9VnIfhmSXy3Q/QvHOUWpHC3v81JgPa/VqM9CzmN66hBr02e162u9y1DSr0vOD9Q6Y/sHW94S2vavRhvMgG7sg12UpT3ea4SQhsXHGBfNCx9kfsYO7Nc4J7CHHtA0/d8poPlKltH/O2dAzhnRU+nGkDbiYYEYrsKDk9J8ga6Pqc0396YXkx70kDll9Mfmd3DP9t/h7dtlmJwrfqddLi/442XDemLygOSXSnd0WVw7PmplXcv2ksorNdZqHRh6UTrUalnOmvxaHzr2RkNdqW1u+iyOGuew2OFmyYDATWntmH/nnEND2TqnSdFNNY01qL6R03sx+ksuDwli5YGUF9pPkPajysxcMcr6Lyaf3Xbh1q9q9ztS5MZH+BnXfieVVi2j6rOlceIcv1OSNOF4ia0fLcti+myZpddX0/xYAlyGem26oKEDM6AbW2halLEKbE8Bp7WMeO9pPf3fgtHqCjWix/5eG1IGaqzRrJRe7b2ldGMG9PBAGmNE5yxbC0oHirH3S/WvNbam3qMf2NU7PYT9nSpv7RiNXVq+P/x8k/msJv16ag3iuXaWnguQ8VbjdOC/lxofEMNMLm0OeukzHAf60HQkgEaAtD50xK5XHE5Amokd/MaumekxnmJ5hjoI9H6M/FhSP89AxzwmvZTTZco4FcsDarDKEcsnpsPmHEKx+UIMqpr2UBB9D+P8oKluzsH075yTMHZuxMYSzBCY/KRwH06f3b0/vt5K6k+aoBj8ofsd//pSnjXlXAoxOcN5NsJJyTnL/7v1eYif/9qN6BB9tgelfsHos7V5GDhSZ7VmRDe4MAO6sQOH5ynHIlJ7yKKZHkLYjOhxRq0jx/w0cMzKWMmAPlPT9lTZ4B8mxf5OGcwxRgmqR6cmYxbl4BWTT+keqTbJHUj7n09T/jvxasoYT66mfSe3Z0TnkWWHDh3aeg2pF3Ve5g45pfufK7+a8aFFj6Cul9xOLhrapIaUcbanPmtG9O11PHw/da0mpPTZpfXzDFcfhvpszHg+00OfjaUX6t9+H6f02lQ5SmOjdL82uPVZrcx9gjWe59IqvQdMDXhNnT5bOydb6peS+dVQs9/xrw/TGAmJ/qmVKRplUUp+jCLvZ5am56T02VGoOy8ZZ7yNQOms1trb4MAM6CsnpSRqEDCci2iYzG71YvXVs4BzKxOtHRI4DqE52wCbVqv5wbXpwW62qW2r3cEFW75RlfeZ3k5HWEN8DumDDMxhSq/89RP2TUn+lOpcitTBzdecEwXHPOGWH0uTRyGlQ2/p9sTeWyOvUvnm0oMaA6j67DTtphFeQ4GqX9Xci9GdqPoQx/299FnOA+JWxjoOgy6GGn1x5HV8SetLD4ceTfTQV3qAkaG5+tbJ4lAe5T8v6bO763lfWcKdf6/xFnOeo6bhHP48SLs+q8rpZhPZTYLK5UeT7763daWwfip9nkYFO35r5Wxtmr3Wox4G19Qe0WfE9VkLErJNo73MaM+h8iWGgYPP6L3tIVibZ/QjUBH5hWKtJ7+xnEUq5xkHvd/QxezVDvVu5yRUEP3fsR//mtzfMVLXpqLdcq+xLGX+c5OSJ7GDo9Rvev7he/4rvf3WUpb6XtElD2nO/ML3ZkI54cM5Pkan1nhOSS+n+8ZuhxWxdOhfuBtw0FMD536h1fziOPxrYXTO6QCcaI24aSm/oG3QW39POZTk9MZelHRZiF4LddKqoSQHWq31a4Z7jGp3BsfQesxpGeOhHMDscUuMPj649+U1eaYvpLhwwtu95/iQupdCj3y1zxMfqTmvtQ20yHEOtOiyxvKwCHSDlZ6CNxYFkC3OxgF0rslxReX0NJ5D0hlhceGK3OE66Mbip1kTtbIkxUaaFuM5ZYSq8SDlkA/z/PB/p9KvjepKXReXv/XOTymDjcY5IG00oTqRzXlzR8pty7Nto9zeax1risYxI0XoUJOruz+fuPsq5dShZUxA6GE8z9+f/6xchFDm7zq/ZO9uMEao97UaX7XrnU9uLeVIpyatWrBzu9Va3tOIri2SqPYguKYNufY2Ob2l9B7GITQsQ8lBNEbJYW209S9EIvKKMidar0fa+m4NBrfatd7Xf7n6bbTxESJpPC+lFe2H0PGaXAr4eW24P+otyzjTqM239fjF6oA1azIXpfah1EUjo+sqzsX7ZPQ6GXowA7rBhoQyhk3TF/qgWxsZ0XsazzH5jbC4tDx4k85nlDYfjZZtGoveqUmDszzYzzgPGDBp1cwvrUZ0CC0Oc6CbPAlPe5gRb53U9BclD2g/p4wIlHKVIvOWtuZJGM9DRyjI7fj5N6GN6Fy0ig6XHGvb+w2da1LLQ8clzm0KWscHxLBLidrhdgzOlZGrDLl8IKSMUymj/GhIOMRpmhOjsYa2qzLKBvh7c+OAlsZz/7r9fmA3ns/gzmtbOVeMgGYjemztH7XNR5FFI+vzS3BYNHRjBvSVk1qAsIdQ1IWM/xAZkR7YiB7e5H0qYIygXK990aCUP3avtvpqjzzBRh9zl58eide/POHhIlc0GRc1h46pazB1wCitNZug1EEehZbjHyK/IAdHuc+oB8u0/CFGvPD+UvuX7sfBvX5S2kuamshQSJqcUMe/tvV/Bqpfl9PBXYs1opfmk3Skn2R/SuuLkPWI6lQmPb61zh8puPVP7H6FG+qYweiIrZyXwzwp+iwl79ZItC91P6rdIY6iv9ft/UpXlPSXwt3Kzgs044+/HsbQWJ7S5z+tz/+49aUp2O9hWycsDrZ5ufd32sGe33DnjXXiptJ7PeKm53lyrP9GnA8Unbb1+bgxBvYd6MYOJgzWi/a+116+EjWHP6PX2bn2dZDKLxeVE0acbDb133vIdeAjfdhYS+h4AC3XEubC0tEyxkZgjW3V2tlwnehtI0j/jdzHNcYp/2dk1ijPtBKOq9pDdGl9FoNWfda5dNkwkfyjz//RgEU+cufJm57RD03yB8tYZbdJMyKxp7CMyljzxTAMaSwC3dhC20I38mNaRkVDhLeGPpc0wtaUQUObUGgdqZDLrzbiHFqHVL9h+57D81Or4h8+2lRbBL+BB/JEhjVibbEHdXysSRbQxwzySUx7uTrJw0qpJ5looWekT4/8/P3Z2qK6lkBpf+1HfvvvpdLKwTWfNcsEv2yQaPk1z4Eedcc6Jvvdtfd3zZrq51F9q6EMzc48UMY6X9Wnzy4d7Fqv/UklWKhPjjJ4qG3bseSbMRpmQDf20SpoTAgardEw3pZkPJ8ZUYn2gR44zn/nPodQSm8J2KHi8hh5jhvymPE8D9/80XPoWNN/I+kL1AjfGYn6Ss4dm8s6gbZxSqcNH5teSg8yV0eaz1TssZ9pRjCe+2x3ZZ0nBVgYAAAgAElEQVQRfcXdvTiWYDyfGet8VY8+u3RqnqQEuWaUuWLG82WQ+jogw6BiBnTDOVdeAEqHPJLfsVUDXT7qWhB7e/ZRD/mkFQzqd5hQ8yuNf+hhClc7YctHBZM+ZrxKPgWA4tWYo+agMddfufSkjOvcbYNps1jfYA6D14C0PMN+TiP2dQj5O6jyvvehkdQ4lUq37/igUzteWjkv4Q7wsYfxNY+plX/MfuqacH2ERHJC80xd20ufhTrZSRvZpfVnaf1E27pf6j9t8hLiGIqhVp+tzQ+SFiZqjttAVur/2qj+VnCXozTeuPertPkX1r3UFvPnvpNU/g5s/bjbRzq93umU6L2/1LJ/L8lKNqbsywIxI3q43hQyFEJ6HLVaJyTP7yHrLRXqfo+aPvZ+CyJpC3Z8aN9vGH2w70A3xNlsxv9uP61wG14NYy2YEjQGJtvGoG4+9ZuDNv95aHX4mLuf0/hTIqbPUvJIGVHXCEWftfm8XCQMqr1olT92PnDMn95tG5J70kPqvfB96cN96TbTKhe1lmubWuM55FrD6A+3/qltDdCItZFhGMbYWAS6IUq4gR1j06QbaOSODzVixzBGAyJruCJRqR6N4TWtn6igFZNR+qkfi/3H8FrmkRSQ+cnZxjl5DYncpZLTZ2v0295PFtJAjT6boveTJQw5OOZD77HROn/sfIDKT4gzE0SfXdaTdMqY8XwbzfJ6t+0wxnP/PZ31Mwxu/VPrXO5F6Uks82vM01GMPaxtjBT29TlGCywC3TAGglPwa99cG0YtmLGtZR6YUmeMxsjGc4NGa+M5JM1SxCE32h/NvEa0rOcGPxYZh6fXfOj1qPZRGK28UmiU1zzGc+i9hmEsDY7Ifo2yUQO2dhqG0RuLQDeq4PoOED0KQtsFeW0Rpq2/84wKtjzY77SRiryoSZcSoUK9rhbq4ymp/RG7Hxplw/G9upDxKOnVLOmZDtl4jiYfuR+nKi0f+Tf6Fkm6JFKG49rvluP8TriacUOVxdRI9IpcC5/T2htcCqVzlCo/IPqClD7LOXa4+kdq/a2dq9zyoVQf6Uhpav6lJ4zV6muxcQ7VZ/3rSk8OgZQHqs/W9C8nrR0HeoCdf9T9lzZ9P6xuqXjc+qzkk3Vq4N6Pl2i9/0nJvNr7W85/fWetdKTaT6Nc5pAd2CeQah0rS9RnJdJt3X/S9gzu9RNzXgv5XKPcMOQxA7qBZokKWUukhG0pMqt3f5lRRAaLytEB9JHxmOtrmPs0ZthJXd9bNszliL22MbpObL0Yg9H7iOPxwlpkKIRR+ouqz0rLD6mDTSPP6I+VbVUeyvj0jeK59obos/5jainOTSXHid79DHWy7l1OI4+UTDZ9dgyW0kdYJ1eDF4jz2QxknZ2v4RqfJo8MDkbQZ6HpjebIZ/TFDOgGitiG1YQKHI4Dt9rIAg2HvNyHjmtXADmM55RIFUk09y30McLQe7iAROPk3pMuIzY6R/MYMOSR3uT3nKtLYMQoBp9c+UOZCDGQ1ERi9YhG0gq3PjuCEd2AAxkf1h8HUCMfKTI8di927wbRZ3Of93jyD2RNacEI6682Wjw5zeSTXkbtG+jTPezsrC2c+qxvROeCSx5Bnw5j0NF0Xtu6f7nHmRnMDQpmQDfAhAY3qJe6wQtFkdLQVxyRERxpjQ638Xx+3Xt8zOUYldihZekwMYQSqQP9XOoxVtD8S5+PPAYMPqRkvI0vOTSsISVKEYFQwzmVVjqMpvEeHgJJ6h2ajej2OEBeIM53vWSThn7FjFXsYSW38xCmvTgc+6nGc+rnnIyw/q6VNZ9ZaGZpfZI7rzV0AjWicyIpj0zW8aL1vHaJWLsaJcyAblQDjQAxduH2lK/1dNSiVFPyr1HSSpEZ0MOQ2vHd4lC+lhqlrGVkCyQ/auQNJ1jjOQRsfaDju0amc8h4zPzTEP2PHX/U9FqDlaml9ay3swZ3JB61v7jLxy0POeQTJtpFW//MaYyqv7aWJ1S5S11TpOdny/slDh1b62fSUPpbSr+FyDsN6zxkfGEP8Vvrs9A0oH0todOG5YDS40lVJaT1E0razvE7b4T01l9DqPlTzz+w+r3keOlBa327tv24DG7U867R4Jp/EkFOoxmle4yZ1vK6Jy32qdTz8FJ/aDqvdU6HPmvo51DvAhjjsuRFSRLpzVENLQ0+ve7lykPL4kgZJ6EDhWY2m42aNq8hVn7tcyAF5aCxtCmkptEKSPuPPF5nIG1dayigto+GcbBmYusH1aglcS2FVmNMo6yY1yz/J3aN/5sLjnbHOG9Qoa7lkLamlKv3+OqVf+s1IldP/7OaPtbiEJP6rKZ83OOz1lGVS/fklluaaDX+Wo5zzqd/9JaxBh2tc6+Gkc53tKF9Lvd2rkylkfvhwNcXsPoJJz3GR2k+c+xBau6rzXvJc0x73Qw+LALdQGNKWR6Kt2bPtq3xyu4RaSm5QI1iPJ/x+6zWC7/26QUUoO0YHjyOJnty5e81f2rhiNLJyRjKWG6FtHysLYNUe0HWBP9zzPimts9onvhLA7J+YCIBIONBor+55g4lsocrPUlisjk8ROGOjOO6VoolyB/JNRfiLAxtQ6gxNFyPWvYR5mDXl3c5nSh2PTQPSp/G8ivVD1s+qGOppH5DuT7W3rXjTYM8yyGhz/aWn7H+SumzJUbcn9bScg/SkiXtKWrOd5bKUsZra+M5pz7BDVY/4cozR0/5QT1PbC0roPnVrsdURjufNdpjEeiGwUi4IKU+WyOj119r+adpqlYsuA/9jQMgkTpYg6wUpYg9DuM5x7090TDue3o/Q8CObw1tatTDvcEcdTxwyzQtMjIWRRJ7HftbEg3tIxG5wwU0OkSy77gN41A4dRUuaqN1qPohtU+x4wPrQAC9FwNlP1STF+S9mnQ0IiGjeoNxACyhpU49WErdR5mLEJZUF27sfDZPjT7RWp9tuffg1Gdr4H6qBEVfrNVnsfSeoyYTjBwWgW6A4VwYpBU7iKfYmuA66Iamo92zcbSNsaSn5ZK8rp3TMbepkTrUPilFYkm3UenxiNjxTIlM5ThQ5zyI1kDLSN+SQ0aLtsHkUfNoz9J6hv2cG2r9S9dzj5cWnt+cMoWbsA24x0fN+IOWSVPUU+6gh+IYBP1cSztgKfUhtzzDypCa9DVDlaFUfRObdq7/uee/hr7LjW9I30nWocfemZpna3249KQHLKXxr5kW40VbG7R8ckdNetT2Kskn7P2GbrjXG6zuxZ0+t35CTaP1/rw1GEdHbbTeX2razxq6sAh0wxBE+2Lkw+VVVnvYuCRGquNIZS0xgqLjlzFX3lrDb8pTtXfb9Mhfg/Fcmt796sPlYNWLVuNjrfUfaXz0nlca2qA1tXUOI1+o0bLYvFujzemIg97zrQUx3S8XWaSxTWoPw0u62Cj1j9GrnEvUZzUxkr4CYZT5tDRGNlhJoLXO3OWSdkTXlJ5z8LOt2rLUyi+t4210avt7JChPvzKWjUWgG4Yw0t59NeSihyTS5UpfEgkFVfuCqrk/QiBR29rBKpylSPJc+jX3SwMpv0Q0KfSaEA55KPnILU1jvsYrvbfnuU/r8aFtfdBiPPfT7h3Z1eJJHZjDVU3jBQJXtApnxIu0TG4FpB7ckc1YJ75cWqn7RtJJa8jpgBiHyh5QI8lK+qj/uqa+1PsptB67ZjyXpbU+K43msq2B2PiQmo89HXqgddIwXySelhLWv0afrXkaD+aJQZJQjNyYcxxsnSh9XavPtmQkJz7KfS2p1UGNdWAR6IahjF4LsxnPx0mXA81lC1mC8dyH4tWIretokegS5et52CjxiDFttPYMH914zpkGBy0MxTVwPRVHMxKRGtJgHhHassyl6PNwPHEal3sANUq3zI9ajt76SStGi2zhGu+QSHRKfan3j4AZz2VZWqTj0ufDKPjjQ+tYoTKaPgt9YhGUlnNtaeNJ0iEbm75E/lJoKguE0cprGDEsAt1YBKmFMSWouaP5pBd+abCKBdaTVjr9EqVImpTnLHRc5cYTZKxh60sdQy0OQiXLgT2MhXgFU/KhUup/7kjy3P2QOlOjfCCRSBSk50erSIJRwbTPaJHFEk8qCaE6yUDywKQn3UfY9bM3vaIc/bx9OCO0c59T1ozc9b0cGDH7g9TnUP0O02+YcnNH1qTy9+djqv+45oPGPRKEWr2Su77cT+/gXj+w+qyUvKgdt5D65T6vzae2PC10llx5uOFKX2LdaaGvlMYt1Yg5qvzlQnJ8txhzVH2Qej6FSb+mPdY+Pqlg9X9M0AOHrsE9/kr3YtfzEtrXP2mnZ+n6Y/uHuz5S+p4xFhaBbqinlTDizEe7AO2pgJY8PmNla1FeiUOsHvlKMlJZfUYttw/3oWuveZbKS8vhu3bZPaPpEAeTHrfHPxZN7bYWatqtpd6HHb/U/Iw+zHPflwE18qAmerin4yFH3v48sTFMQ7L9RukjaScCDFwHrBr3GdrHgUZ66rNa9R6jjh7t3FKfrUmvpw7N0R8a5w10DapxnuUMbujB3Of+T/i5YRgGBotAN1SjRfGEKg1hZIpmZQMbxcp1COf/jTlEoUbdQuDIw/cOL40BzeMjZKSyxmgxfqSRiETvibb6aB0fEv3EvT5B0uu9Ptbkp3VM9KYmCoUrUloiAg07fqn5tUA6MkkbkPWD09jlGysh6UlH6pTy5o4cq4nMMXm6h8T6lzsY1jh3ufU/CtT+CPd7Gsa5hjKMCoc+2zpSriZdi0CXo+d+p4U+S0mP2h7U/USP/LnBrpc1xvNS/pB7oTo5Foq+4J/Tzq9NnzUMA4pFoBtqGXVhWmKkRm9FsSVcEYpLGgNr6n/taIrc4UBLfZYwT0dDe5trL18vqIcWGqAaE6Xzo1KKJMGko6nfSmAM2dxGdEw5Rlm3w/5P/Q1llHovDa1zWIv+xwH1yRaGLig6Anb97aEfaJUJS4BL/5Kip/Gcqwy979fANE1dnoCiZX3DlCMWgW76rGEYNVgE+spJLRhUjzGpyJWe3ukppKIDNaOtfNKRatA01+KRyP2dL9ye+pJKrUT/UtOcxx00nd6Rv63HCyYtqXskwUSRlDytc1FslPLkrp1cUJ7B96StD6c4nrxAiSbAlC82/qTXzVYHbVwR9hzRMaXPNB38tOh/avR0iZ6Pce65HmmIxKqtv1S5sfK6pz5LJVY2Ln0Wmp5EJH9uPeTeA1L1WW36aAmJxwzn9F0KWPkGKTv3fghThhb7Hen9e838go4P6bnEsV72NhyX5HNLedS7LWLU6rMQuRBr61b6QSsdlypvYuvp3E418rk1Wtdz6Dk795opfT93+r3Hj9EGi0A32OESZlQh1Msbr5dHYC2Q/pLoU60HjjXOErH+hxiptCpKIT2847nTqWlzzo1hy/Heqr+0jN/a+aSl/BLkNt+x9oo5YHC3D3jsC3TL0g+lqfje+bWOlRS06kqt9VmO/HwdJKWL5PrbX6sg+kwJSJ0oj3GMGbtiv8O61jiDxPIO1/aR9P8Y2P7HrL9rk6s5oG3BZRCTXM9Hc1ot5dPbKYVahrXNs5hs5zYkh4DG/Map0GedW9+Y8IGMD8720br2S57lUdLgoub8TgLpuvnjV/o8cQlPVgl12hw9daoRoe6jNDLqODfaYRHoBisSG/TW3j/z/SWlJJaPfy+nANYgzLnqlFLGWtcR6wleKl84bkYB6s3PPaZbeYJSD8VG7c/5dytv4d4yCuphvCZKB4ix9qIe2kLlZPFQcePIkegtjZZLo0eb9J6/4filrlGxqGfsoT6mPDkgeYf6GOeaD5UNWAN2bVli99e0b5hG73UwhYaD5RZzG6rPtsjXfx8SAVlyUsiNV4oxvqZ9WkejQccvVV76/cW958GWoyQPOeTXyMTmjrQTaEhqr7z3h/+ma6bP7pRjpfQeH711Aaw+i8WXT610txSxtTB3Rpu6F5tnSf/navPUOuivE9xtWnM+q+EclOP8EnJ9b/kK1R1bgDlPh5S1V9v2bkdjHCwC3WCjhfcb57Xc98ciUTTTe/HX4NUIPYDCjkFI5I601yiEXnn3yFeDQt/isDHmad+C3vJESxlGAhOxU5NmFshUIBRnhDVYE77siMmRVvTuN+y6DD0kKK0BkPywbZOKkJ7zC/s5LENMl6H0j0Qdc/nE5JvUuA7bpvc49qE4BnDps72M5y2A1BlSNojDTm3anPTQZyHzltOZZYT9Wc8x0JuYIUlCn9WCGc9xrG18pJCWYxTnKy569it2TaLkkaqnlD4b/t3yLJ4brj3MTG/Z0dpRDAK3s0hrtI1ZQzcWgW445+gCi3r/kjypJaKoct5wsby0LQTU8nCMr5qDvVS5tXsmUugxdrjnTC6tmvkCLRvU47kElyFTixxovaGV9MSe85AEM0Z7r90Qwu843+xYxjNl2JTt6FjPcm30Xh9LaVMihyUO2HrMPwySh91aZLoPpu/na6XkGTRN6jpRijzClocrb860uKKJWsncmByCtFVpfceW348IK433kNK4lDg4lTYCcOv2Egf5mDLW7MdL+8zc/hQzHnogLe8wc0iHPpuHe75JnDf1RFqflYa6X1xaf/YCulZInNn6ZdCSZkmfq13nWzgRUIjNR0qfjz6fsP3Ve79d0ulr9HNJRh8fBgyLQDfUY8Joj5g3/lLaBmvwhBB6TfZW4jSRapOebdQigqtXpE5vNHqrGjhSRiAjjrUXDqqs4nIeWirSkUC5PGOkIjJa6ZUS+izG0W0+QJPoF4o+2/IwUiKtHnIg1Bs5I42oZZLUa5e6nlHnSA0cRssaZ+za/NcCt7HHWAc2PtZDbP2fgeqV1KeV9DyfxZbddBAaGmRLj7PbHjrMGseXMQYWgW6oRoPw7B0Nlcur9UIuGdUaS5u7bSU9TbH0VsL8KBno9Zx5h2AjdShQxrE/fihRaK0J6yw5l3NlMOqx9sOxhvaiHNrHrqe0WU3E5VppNTZrvfdb9CNVn83pjNB1OlYODmr02VGN59D8JMc8V7Q8JW8fv/8ldK2c4wfHE1l6yG+/LJC5koosqwW7ftVEPtVGoi8RamQZtr1aR9a5yZUfn2QkwTjEpd5XPT4AYPSYNVNa/yFyXZP8xe7rWuz1YmdIuWu1k2sDiLFYqo7Qp9v0kAep/h/deG6y1cBiEeiGMQBhpEzs75ZlaZE29SDf/x37rCcayuAcvBytvBtbHNZTIs6gkdw9DdO5vHtGoo+woTKMkZCI1OOIRNeyvmkBu/ZAD6k4KEXsSBmXufTZ2D1a1hqsQbAV3PNT01OeNEWgS7UL11MTNB2Ac+nS1HJLjxuLRN+jFMFPNZ5CrmvS1uvoTna45I/68ZFBq16jGao+yx2JXpsOpQySQHSPkcapxnmfQlu5JPX+kfdDxjqwCHSDhVYCiCsfSDoYQ1TpXq7FIFQElyj4SxtrbFo1fdHzACWGpOdhLhocWh5ORhvTmHnY6pCwJLtKBhpqH3AcYubSkzIAaEqHw4FopiZSSpRN9iUKCWOjdP1rogV8MPWMySfq/JKO1JHQl5xrt7ZwzzfJQ79cntLtxanP1kaa5eZHKZoplh6kXJzzpYU+O5pO5gNZS7kjXcN7e1OS17VyUkqflXQMcE6+T7j1395IOYBgP6ulFHUqle8OYRaRYrVwnqPqG9j0Stf3NBSP5tAywrlf7/353EZS56WY/Q/H+RC2PNIszbFD+3zygawP8/upemH12dwZsea2a1XG0ce/UYdFoBuGcjiE89oEfKg4Uz1CueAwnvdAQxmohN6SmL7QFGGVYgl9ZBygeaxpwdrIMGTQbHSFGrax9zvHb1zgZGkHlyOhca2RKpOmMW4sjzXNJYx3qMZ2WTLa21t7+Uag9dNoJM8ZU3VoFXVuLAfN+zvu9G38GhJYBLphKIZy0BdLa00KOcT7zG9fjQqBpoVfcvy03hgsaR5oGiMGL9RI9CWypLlLxcaHLpagY9WUv0edc20NeaoO5MkMpTR6AI3ebN0nI7RdCHa+apS3o8sbH2pUlDEOHFFw3LDPbzOeq2WU9h6lnBpp+nSJAKm9QKpO2PywbcJZH64n1/REmx5YA/eTDmc4nwTI+TS62vKONC6NdlgEumEMSK1AnxeKngdtrUlFoLeM5llKG7dWGns/Cix2r6a+XIISb+TRNN56Y22xi7WJLkwmtyOmz6agzhPt/ar5Mbia207d15soQmu/rakPjLb93WNs2Xhui7X3uvCj0Jfy1JZWX3fUEq3lChmlnBC0y0Lt5UuxpDFixLEIdMM5V/b0se+QkAX6nTqxfoBE23B+rxZkLIx+KEX1SNNWHwwlz1ZI5BbXdyxCr20dyVDybOYeP9zykfu7gUYyTow4N6Uj3+THYyZq0m22Pt5Erh3tAJUi72roPaal5ZW2/Hu3dwmsp32NvobdL8Su99OBPikozKPFWCvl0Xq+Lw3J+UuN1ILmkUuTu36Y9LjWs5xMqdkPcerskhFE1LJrWotqy0LdL2DHPzYf6vUs8nuz88eRV5vwLXs6SIHWjvPc7YPVF0rl0dY/WtD0hMJQJ67VZyHlWfJ4WMJTvFqQCwaTOI/jPrPNXY+tT+/5ofHJVIY8FoFu7GOLlh6g0a7QPuN8pMrI+OUvGYG1IlnOlOFbyoCbej0a2HbiOkDV4E09yrxxTqas/pMt7CkWOCDG85ZomE9rJ7Y21LZfbr2XZA39TTkkCf+u6acaHSKWj9Sa0JqUPtti3Gsc7+G6nFunOQyiFDklBbTvYw7WkDai6D2t5qJz9eNTu2OotD4rRUvZ1BZPg91sosbz0dEo50ZixLbLlXnE+kjCpc9C8wr/bi1Trf/bEsrfVu2/pH6WqMuo9gSjHotAN7awSa+H2auJq0+oaY0+NqDR+5ppYTzPHRBy5g+JbNcGp6chx3z005BwcuBy4MHmK5G2tKFkbi+q926OWk9bnfNqPlzcxIN3IkWGRPr1OiwvMYJ8603OaFPbfr3aPLa+LQ3sfItFnFPkPdehIzbt1Ge99Zmehzga5VupD7H9lZNPHOOZE0j+qfmbagtMe0LL6LdXb302LFuvvCG00mel4D7f0MDG+2/+e9Zup5hCW0BbZFvL8bFEpPYmLcZIrL97GPI0469dnPosNDq9dj5Cn4iwhj2NVmqcPqkyWosuy0WoX0roZDYn1oNFoBuGYrgFvFbjgjSjl1+aFhG0uXxTrzWSGks92lA6wrLneODMu9X8b91e48q1+VgxYTyPvZ7fBm72MYzbjsslF/E4Cr3W1ZZQItHn1z3mX63xPIcmfaZHm2oZ56EeEUagx66LvYbm4edTkxY3nIbillHUvZ4YEsKRdyj7TZ/dZVl612b/957xfLP1RKXapystq43Wi5a1kUJqfVtC3TjRps9ysoY9jTZi+mzNvZQ8KWlpQlpu2Xq9HiwCfeVIeXuXKHk2UcsT3p/ynNT2yLgYko8AwuaRuj7W3i3bIJdXTVROqezcRpwRFBPJuSIVuSUlXzQh7fUIiajGRkZzy/cQ7uihmutTntoQeYSN6pQG2p/7JcGWKZb8NP+CpwVtt96bnJpIA0lGXq+0P1mGGiVdm0YrOOrXI23MPeEai1lzMbop5B5oGrVlouaxhsjEWp1gBrrmQ+7z3/cPOinR4JCySfVxiygeaLsaY0RtUZ4cAbl+N/1CeWPz5UChBcM1D1rPpxmt86q1fpUaf1y6a+snzWAptbeUPK4ZlzVrneT+qcX+JieDqecT0DQx10P0FMlI+V77M0g+NefdrdCwTsT6DvqEB8PwMQO6sQokD3Wwxnhp432O1gtV74NfzcqERmJ91roNR+ijuZ389prLDS0/9npMuaCs4bDbufp6UuQXJM8ltH1tG03OO4aMNMM0/x/5LJdny8N+LDlHCmMbDWuRBFzOQ5xOZ35bY9Lvrd+FSI4HiBG99Xgccfy3pmR0hlxLzQt6L+d8wsiEmB6LpVafLTmYtJAxo+nBNeXl0mW59SttawipPPO90772ukPMkG767HqocahbMinHMcm20KzP9nSi7q3PcjLamg4B6+hA1UdHJXY+O7+PTccwUpgB3VgNEguqL5wh6WOvp5RJwkCHpacRXeqwvaUXHcfBVk2emPcpaXLm0RpfSfPfg9yHub6mXCGQA5rebS+9kY6lxeFJDT38WoLxL4Tds9v7Pxew4+faen3hOtDUMu80k1v/Rmw3LuP5/DenET2WVy79nMFdEk36bO+yhGXgHF8jzq8Q3+jHqddKtY2EER2bPxaKPouNqJJc60c7cG+tz0rIeQ0GKx/J8mDaLVznsfdjMH0WDvXsx4zn25T2zhAH9No5m0u/x1qgof+XVoYlOQTM9A7KGEXOx85nsfcbRg77DnRjVUhv2LCexGugx0LU2nhe+ozCNPX7jlD/x9hFm/GcQk/51GpexQ6mqGg6gG8JW/v5v6cjEecHv4plyP1ww2GgCsu2Vr0ASmz9WcL84aC1PhsazVuPYw39rqkMnPMi1ddLIBWdo6EvQ3pGoLWMWKoZXxr7K0YrR5Qe+iyXfqVNvrBEnh9h1l2x+2e/XU2f1YUW5wpjG+6zvZhuK014LrTWc7dWxt8lwj1ewnHI7azXAjOeG5JYBLqRhSvatrUnWE9P/pp8ubyApajxemsZzUJNn10ZCJMTrf6GnAG2/TSNzR4H99Sxzd1+JeUWG5WOpadjUs+0KGXIeb9rBVy24LJNcrhPzrnNjvQqzg/hw1vq/IRsNntGvEnpY1B9MZW/HzGKoZQ+NL3aQ4KSIRNbH24ZQEkvFXmOzU9irHP1F2TcUtb81oexrcdb2By9x3sINWqHO3Kw9/qf0wcx5Uo5cpTArr+xuYdpp5rySfQP13kKJE3NaCtzsTxgfTYOVr70MOLN5Mqam3s99dkQdedBR4CuzVi9plbvhuZPRXIca5MlFFKOftx1lNZfsfsxiv6FBSKndsq/c6DbF259trfc1uSc1LstjHGwCHRDnF4KTrji/74AACAASURBVEoZwdKr/KMrhpoWolxbjt3OG7fZjF6HA7COKlzOKmuEEr3GfcCjSVa0InUItQxK9ZgP3ue/p10rTO5uxNMeuL2yue5f45jnQts80aTjUkjVg6N+2oyqWFrOV+gBGMcaoq2dqfSKHMMSO1QOo09bgjmU1bCOSeQbRtLWOmKtjeW3C8bwiNdnc+lJRqJSn2CiQQ6MQCrCeEbb/NFWnhQcT1DQAKc+NyI9HYa0M3qbzHrUCPWwNczAYBHohii9habvvVezWejtGVXjsa5pEZDwnqwl5nnIWbbJTRzB4AlSB9v+3zHPylT99IyREI4DYN9TXstGVdO8nKEeAIfzm5KeBlnR+jFVvesrS0kYzgZuavRj2+/J5o5O99EUxaMdbW0FjWygzHmOsV4rrznW0tHlXcs1qkUkOXdkNZVyZExY3rbrdW7+1YA10JbmIFV/KY05bQYzCX0t7N/RZZaP5F6o53rcpo9gm3uJJpBsV9Nn21CSJ9raqkV5cutNjRNhjXyryb/VmrCktUcajW1FjfTWVifMnkRb2Utokr3GGFgEuiGGFgEa8+AdwXi+FDTVNYww4GLyN9aNhn2s+Nt10jH/pIB6NWrwbtU0BzhZUoQO1xNLSmmP3EZ4IHWdIj8wcgf6o865dY2P9cFxYM1hPPdfYw9F1jxGtciVsC9Y9VkFxvPd92L1k9Hnc0hFhIbR56nIHUx/15Sz19NdOOAszyhRU1Ba6EdLaq84OYf03A8OP0pZ2xzDsvwxgWOkfm3RdzX77tQayKUL9dR/1qpjU+qtsa2oTxPQWCfn8LaTkj6rgRFksaEPi0A30PQ2PmtCwks9F1GbuoaqkGMjGbQvOLnycihoE3sENzVyCFu//DUtPI+dq5832MipUj6UR9dJ0HoDSMlPU5S/BLmxijE8YSLHelMb2bV/1WbjheJsnNtsy8yd9EvyKIw0dPn2o7ZnqX+4I1Gx44N7fnPLR0j6nJGU2mQOZ5QqJX/ua6WuxzoAQA9YU+m3Hi/S8ojXkS1S1k36o72yhPml9dMYufLGP/OjQeFOlPulYR4PXP0B2fth0kvdL3FPDq725ZIlmPWuhayQ1gel1qFY9CdkDGPlNxXqfN9E9dmtDEjlK9E6Ah2rD8bkHWYOtdZnuQnry5GeFrjrFgMqD6TOninjKSYDqWD1h97nB631BWwfl8vnn03EMkRlV6HP0tLvtb+p6ScOfbS3fOydv6EDi0A3ULRaqHsrBNJlSAngHoKZ6ik3AlQDoSbixdFVxhyaH0enAW3jLSQXFUVNtyctjIgavXDZyzOnFY4RZhnVcq7HDkkkDg00jg8p1lDHmSWsSzW07ONcBIuEo15P5NbbWkfC0n258saM75Drx9DpKXktQW5onUM5JB3il7S+hzqLhnphy1G81tdnvbRLUmrtaBwbkqyprr2RfgIKxeGNGxtL7YANJ32S3/RZGpIO58ZysQh0A4zUI79S6XJHedUgWYaUl27L6KWSp1zto0E1UuNJq61e+eL4UTk6MeN5Hm3jLcQvX0x+jTa/sLIWux5o9xzP9Sc1vSNvOOeORJCPPz13oOoH2seHNBLRGz1Zsz6bQ0qnxejQtfKtd59xkq8L9Sk8sUj0rdwjecSM57XXh2XJ0yKyjuOwERoh2uuxs7l8R5g7qTVIQh/i1rdS+TgHGw+U9SDmsNR7Dce2b22kY2k9S+Vaammp9bmlvEiVf65b7zHSipbneAY/qbEqtaa1ykuTvNYE3Hju/62n/UbRZ7XCoS8Y68Ii0A0QPaKxtdCi7rHNqIZ20VCGXmirO6w4usrcCu3KGQRt4y0EEtk3kidnTNZCylTrVBSLyOjZBtx5Z52xjjz2kjsK3bn+c782f+3jozVLqav2erSaL6102nCe5PLT3jdY+NZbqvEcXIrE37HXpevpaB0P2Ai7nmug1jaEUJIPnM5xEP2ZE2jaFKciTTqLtD6bqiMmV0hL99ZnKYRrb6zNRpYXOZLjY6H17Y10FHqMlsZzCZauD9dS3/y62k9rf46ypmltP0MnFoG+cqQioHoKTIgnH8YjF7LxpXxHB1Vo94o8WDL4+gX9n/10V2ErZRd+vnu97w2ZTmwvX/p4Ge2QhPs7Q2s8FVt/ryImL6r86lW3WjgPRiHXtG4Tan7o+7GXbzYoMYQ1vLeMdKlpa+z4KOkbWsF8d60P9HpoNAVVj+0p02q/95Giz0LgimRJfT+u5JgZZf7kwNSjvM/beaeuUCA2Cf3Ve7XJ6bP+6/kQnVAahvHAJR+0Gswh+uwS5pRzY+qzFFJ9y+lc0NJZsyX7Y2VLXh3ZjSemw+TK+/1YPjl6zb1Uuahr92iyJKVTYXWZWp2Kum60nk+1T1oYZZ0ZoYwzmL3DqIRV5K0e/jyoBKX9Nc0RLn22x3mpljY09GIR6MaioC48te9h88EYtSQOhqGMuIikPMdjny2DTfBbL2v2zO5RX848R5QF3NQc9IyyQSWVaTrymPYSYUCh4JRoEQ0lZTzXtKHkoMVXwYzWJhCo+ixkrHG0G1S/ShnLY685ZKSEnE1F1knk4/8O8w+vk2THhM2aZ2qMbhI/46BxneeiNC6l86PQI3oxllfvr7TKtSnm0fxLHOfZtSn4vUc4H+LpaldTaudZTgfAruu9dTkN47l3G/j0lL0xfYd7rQkdpmJjWasTCwYNZdR4Piubr555TEXD+GlF7yAYQz8Wgb5yUkJhREHJUWZsJBgl/ZinWMkzcxSDeS+j0foWve1onmnK1VfHnF5+n6SBHDzVROC1atOUfBrFSDzDadDL9VeuXSgHSZxty9YWk3PTZipGi++nEwQY7j0cA16vUvRL2C+Sa1vtvZTxocnTHAI06qQ2Cie8N8y7BzVRSDOxcYBpP0i+XMbzuW9zfVwa16m1sGX0RoneuktMftRGc6Hzds5NG7cvt3flT00Z8vJQNnKoDZSoPy4ZL3X4H5PVKfnNqc9yyHlfZkHS1+rQA0m3Vj5AItF7OCNA4OqvnfEcacr9t7audW6zmbZkVk03tNRpJNaR2vHRW7/FrKtQGT+yPsvRH9jzzpgBG1MGSvtBdCttMg9CzX5Eau8cOw/veXZczmdyOD13x/U0OK8dd/w4138/JM3S62fQsAh0YxH0MM5K3T9NU3TTMYrxPIX0YlTa6Pf2cpQgrMqCqrYKchtsrcp1i2hSDUgYbkK5jonykUCiL0GR6M7tBBRu9jIilScWqVC6pxcQ4/nSItGxLKF+NdEyqf7HjIdSvpxtW9KtaoznkM9a4teROwIql1f4Xu4aaTb7/4Vl4nHE2H29/bMEeTCzND2qNCc07tE5jDFLJxadGfa1NiO6qIPptPez/25CBG6OCMu5mTiN56XPSsSMIByOoSXnCi4D8qgsrT4c1IyJlBwKr6PSez2TpHf5Y23be37A8oe2W954Ds9PL73HkGH0xCLQDTSUCCGOPGN59/RW5YqcweZBgeoZi82LK/1W3m/lg+qdd0D3pTOMJpd7I8lctnhRDjaympS3sN2wZct5J2v31G8hu0rznePgsbTZ5DrwKeVFhSPtWERm7hBJ01ykkopA37jNrhg74tC91SaxjTWlPID5BRlfPfSeGGF9esiPFvnkIiU4o5la6kJQfNlBLQ/3+ChFm4f5cazJGOekuQy16eSAHta2GEPYaNscMX122rIS+YmF9252dM29/Hzjf758JefXOHxGO6p8Kzm6lNLnHj899QmJ9QhTH2z+MTmWei/3eSmPpVHSZzXVmcM4vPO+/1dgRN+r+rT/5o7hpLo0cUryoxR1yiH/UvudEpCzPc2k6hs6Ffh90Fq+t56LGnXqmVQUPFSmY51aKdREi9cQ21PGytGDmv3DbnvNr8v1iM3P3eymrVR3FdzS63R+GvTZGei+C6u/a5IHNbQ8jzT0YgZ0I0prgVCjVEIPkjkXE4xiEV4fe13KrxVSG15/E8F1IDxDbd91cfAoOf/gY6SFP7UhzTHaGPDnh7SRmLttUvNv1PFWQ3iAJLE5UssmbTzf/+zI7yMj4uCx7ZtNyuMHRcmo1+tgt/aAMXWwoe2AOgX2wDacO/PfkmWRANs/KQNOOGY5DyaghwCpA6xU/6TKMMJ4TeG3TU6+c4GRFy3bFZfVgRF9FvEQdoxNUaPUFLzuS+3+1f9NTU8jrfTZXL61lObbGvTZGYjswRwqjzK2k3XY7P232ey/cO6Iw9HkpiPq7MaFj3DHIjXGuORLab8zv+/nuyRiekH4OqfbSZVJ2/yq3X9Rxn+47uQMsZBxHEtDWztjCMdnrp2oYyqlz0Idf0amNHyXdj60NBlvGCnMgG6ooeQFl7pnJqb4cAtzjNE75tWo4RAshbTijWkPKCUj+rLZAA4mtw8aw+Yeub1K45ViwMDez0mr/oDOd0zblDZAa/Dc9DfupU1470PGWplf7LfN/Cs4YNrs/d64A4PI5Db7FpbNBH4AfJLw4KS38dwvV6wMpbbMGZs16A0zNXM5dXjDbTzP5T3DnRelf8Ix20JO1pQVI+tGImXUDA/MJRw9oLTKb18iT87lImlSd6eN6LE2zr+eq7yt0+ow0HAY0WP7x9Hp1SeYtTbXzhADTCn9pbBUGY/ttz1n0D0D+uwYOk0bd2BEd0eM53tGdOdcta9PzgGFQ8egEtMBliC7asZH7J7UeRd3G6Wc/DipXeMouixkfU8ZfWOflc6MwjpqPrOFkttDzr9jckZaH+E6vyOUQDR1v9ljXRAbZ7Fqj6JWLF3/STGSLDD4sO9AN7LMh0b+j3R+/m/Kva2FeUpRqxGun//8591NN920//ONb3zDveENb2ApZ45Ymz3taU9z3/jGN3Z+HvvYx4LS8sdNykuXQq7dUz/OOXfFFVfs1Ond7343uTxt8JXc0rX+OBzzAAQ7fjjq1FMZfOlLX+q+9rWv7fyceOKJrPnUGu8gQPpghLFXiy9rYq9LcI+/173udTvj6brrrhMb56HxPK5L7FpMJEpDOSzlJHUAHVufarnzne/snv3sZ7s3velN7qqrrnLXXXed+/KXv+w+97nPuY985CPu0ksvdSeffDIpj5CYXM79QK+JpU0pI4ce+z//8z/uf//3f7d+XvOa14iVEVLWnJ5Tew/08/nvWPpLIRyPsb7hlith23LKCHxhdv5A3/ymN73FffWr/+u++tV53nzNfeITn0zetduc23rsNI0bsZQaN2s9gJSCo20x822U8VcDdo1pfXaEgaMsG+fc4c1hd/jw4b3ffl2PXLGXzebgBgKptqbUhbNPSvrAnJ/WMeGDdqhA6LVSum2sLBJg0uY+k8XIV+z+O6VvUcuhlVjflM7XOM6D9JwLtevDUrPljOeGYejEItBXjoRSTiWWN9ZzUeowq9f9ztEUY6zhRkKB8T1Qe3o28qSfV4rK+QfRb4EyhzcjhddvG8shh+nZ1IXnE/UQQNuGplSf2vLOmzrO/sC2X82hda6/IfdrPWiBwNFf2PHSe730Ag/xbDbFneRc3tSm3F9rtCFZrqc+9anuT//0T6MG8hNPPNGdeOKJ7v/9v//njjvuOPf1r39dpAzO5evIUX/o/drWBSzQcVwjH6CfhfnHXmPhGv+hHskFZoy20D+way62LUr67P518//F6lLnd6Ecmfxr9Anu+QVp/9Q1LcdTrWEjvJ6iP9bkj6EmbUp/c+izreVJSK58LfSq0v5whHV94w7U4FxpU+ddpWtS12LRuH/WRmnMQz7PnbVC5+PI/ZQ6/8OClT853Sm3R8m9LlGSV9B8OfVkTmcNDefh1Xl7/++/BwxCOmCTecUBrnytzzmk85NwLKIwstw15DADupGl5rDssssuc495zGN23v+Jn/gJd+WVV7KVJeTGG290Rx999M77d7nLXarzXCqltuRSkiBKM8cGsAfhoaPUEhtWb/e1PiMRJzX141Tyw8PGNVGS/6Mqlm9729vcj/3Yj229953vfMedfvrpxXs/9KEPufvf//477z/kIQ9xN9xww877/iH1pZdeGs33bne72859XPK3F/682arLbH+ZZicffuNEbM3BeMBLItUnT3va09zFF1/sDh3S8WCpnOyI9UFKtnD1V+/5AKG2jNj1Dnq93wfa244bv87h3+F1sd9UWrf3jhE9VQ1m8blbzfANqClqDKTnt7RxliMKzRgXjPMa1dFKO4cOHdqp4/464D3OPQW2LaltKr2OQ2TPqMZgqBGdWz/A7Hdq0l8CWH1WuiwaSTnCQnRbDvq3yxQ1npPZOZAtXR46//MWxzCMNpgB3SgiZfisYbSDPM3lpRrRQ6/aGi/pUY3nM5MfaSkwH8x4von+nbs+abgjonkuS6JJ/nPxrW99a+e9W2+9NXl9bV3D8VLKl7tNpcYsJspqx3jufSfkBIpm3E0TWsaUER1yrwTQyEfsYdBJJ53kXvayl6kxns+kDOXQfpGYDy2pWYMosgaqj0HKFjtMG2H9y0X0peocey9nsJCK2uvdvsU6CU6fvarHjOfz71jmYxnVayK9MWOOajyvjZyDMLK+aOyR01+gclUjyXLu2EbSRsqYgTRbe0+0bVx5bpcCEaD0NoqN7ISdK2tJVtfUsybSWtMTBVoa9rH6rFQZNBPuD3IyhdJe/dshUp/E+yQyxvNYE+TPyJnKVMhnL6/l7V0MozVmQDeq6KmgjXKQNzNaeWuJ1VOy7mradNr/T5SSMX1pYI3n/rXUzSR3NFlt/lrRXr4SMUN27D0KsTGby1eqTXutP/4c9F9v1xNRrooqaBqnUOM5hLBez3zmM5NP2vniF7/o/umf/sl95Stfcccdd5y7xz3u4W6//fbqvGupcWRYAi0PNGNG3xqW3D+YaKXYISMkyqy2XH2R6/NS1eKfQ9tjDCN6Sp/FODLnxi51/MTuD/OuZcnyZC2U9BdNhjs2fAd5t+fwGRrRk85/uXSPGM33fztY+2k6SzIdY5uYjE455kGobV9t7aqhPGY83yXUb8PPloSI8TykYDxP3zRJxF41ZbSxbxgcmAHdiNJ7AS15vveIJOqZvzTc9cN6nkIjHaDvl7x/KZH320RUs4qmqztgnDMLP/QNFfiy1MDt8YhxxIBE1UAOJmpIlelud7ub++QnP7n/+oMf/KB74hOfSMorhzZ5GVKab9L5hfXHRqBT88/lceutt6I957GRYb0d3rZeH5FPG4zhg3mI9NYfsGO+VN6f/MmfjL7/D//wD+55z3ueu+OOO1D5Y2VtbXv2MjhSIjn/8A//0B111PbW6b/+67+qy1ICa5gY7TDjiiuucGecccb+61NPPZWcZiwanzLWpPTZ1OfS63c5vd3P73rXu7qPf/xj+68vv/xy95SnPAWc5+te91r3vve9zzl3UL/bbrvtSHm2ddzwdS1ccwHaH6kxUtJnsfObMzIckl8OSNk55l9Lck+x4EiLeo9Ue2D33Vhq9QeqPIXmE78pfFnhkB28prQmxSF8P39kZDOn82esPNTra8dDbXkwaaUciTmhtg9XPq3gdiSpeTKM5PWQ+2v00FR6UudjtfmV7g/ZnXM7V2ReMRAUDz4+YyXZNaiXkorpk5gzN6w+W8q/NZL6sBaZZ+jDDOiGOpYmsLQfaOYiD6iH1C3qrqp994eudJkmN02bI4pVzMDmXydcFAAc0QmxSBitsuJhD3tY9H1oeVWNaUF61bNFBLqmfLXgHz760TwGjQc+8IE77912223uN3/zN3eM50uh16b91a9+Nep6rWsUlrmtOdv8xBNPdPe5z33Y0gujfFNG9Bp9ZBR9VqqMD33oQwl3T+6yyy7bPwjcLeOszx44hIZ9Nf9IgO1bLn22pq849ejQMYTbsctH0oDUAkyfr0F/731oToGz7POIwKY2Oec2k3PT5kgcosJ54UdSL80I2wK/rtg2HGl+9SgrxQltJHJOTRR9thVDjGGEL//OrYnqxXQr/7d3ZeJvHFgjuk9PfZZKKsCEy4YRQ/N8M9phBnRDFUsTSkMoDwlqFqCSUsut8Kpq30R15iJiq1uu2mwcT3nb4/KTBqN0xK5rfQCXU8xKnHvuuaD0WiMduYSZ3zGDTKs2ihmtb7nlFhX5jn7Q7FxKFE670TwbnBHdjO67HHXUUe60007bef+KK65wN998c4cSlYFGRkDSUaUDBGifw6k1WToScebcc8+tbiPIGIodKGEOHSmHUjVoNZ47F9dpcGvVgXE89fk0HZxkptJeshFdOhIslreEIT8XMadZXseIHYKXrl0LoZFgJPyy10R4TnsXbb/eVGinU01Muzwxuds68nwUMOcaZkTnzbMWbe0KqQtVn43lqVmfbQrBiJ4iZUSfXwdXs+YXe52jhz5LRTJ9yPnlUtczA8ah3gUwjKWiXXmAlI/7YCWtPOBR1b5J4/nG7WlmG+ThHDZz/8dvZ0w6upGMQIrlVfPZDC1aS4aUQwAX4fiGPEIKcw8nWiPQVck0VnaN5wdvIzf9Ko8b+3H88cdH37/++usbl4ROjTyyTSwNzAELNzGjLISaPq+NoG9lwNXOuec+pEEu2xF7nPsFCTjmRKs65vQ/bBlq599o+k3MGadUh7meI9a3hpb7spbk+s43nh/suh3aGK611ZbYn1qoMXIavGiTyxAn1tTrlMMoJe/Vgmg+aFOHT6GI/eZcCSj7lZH0WclyQO/RJkeMtlgE+spJCQBspGJrYRmWh5I/JgIHiuSj8Hqkx4lEe5fQt9CFbUCdX/79/H1fkgctvY81j23n9sqXMwz45cce6scO5XqMbcmokxaenanvIuciVX6u716HHOJ2BdN/MSN6WPwpkDdEGcepP9TAmd+d7nSn6Puc47klkKg2zZG63HAduFLqTNVnU/fHHM2k5H/Lgx2ofJYqS0m+xcvnH/TthuM85CF8BvR4vecyTUcOJ7fbaO93qr1w4UPY/W14XajDYSPHe68/Yd7YqMjUa6hTdq8obuh5R006uad2aN+zlKidL1Dq5JVceUJS/TcFf2/2Lt6VRPM+b+vGAwP8aEju90efKxAg0Y2U65cGtf6t26fF+p7SZ2sj0SmM+hSSKA0i0YtFyAxXjv4tBbf01me59Y3cesUx9hcx7g00FoFuqEfSYJTcGBEUttGV2dmjXLtnuWTZ4H04G0Djn8a8D9sxrlFoFGKHife5z33cXe5yF9D1VHBPNYAf+oXXQK6rcYwJZU0rmaM1Ar02IswwQg4fPty7CEmWrD9hyUa6MR6E1RqtJPsj5WhWeyCaWk9i8rSXbI2VXVrew/rQj2Tafp3Tacp5Q68M6z4FP8WcgnxlDsxyaY8Il/Gcoxy92pVjrPhzeJQ9dC2a6tTTkLsJfjKJ8RRKEZJGQWM8oMEA0n2s8ckfXJG9OX22Fz30WTxS46HeabOmbWqfomXE21uHDcEYFYtAN1QRevP0MJ77n2M9tUaMBi05EehRgnaR9ISGe5YdGNFbL9JeLoXP84b+ndQIY2ltikPYVqnHt3Md3LaMJAwfD1YjMzWOB65IcIl8NcvbasIIHLfQejZA0ojREm36k3Pt2xJa31S5SmWPRcpiIiUl++O0005zp59+evJzSKRqqs65iIie86VHdK3/ebnu/np/8J3ktY9vx1d3L45zt5ip8b/zTj514p5vO+/2kSfceeYOv8PPOfeDUIedlu2bkyf+NanP5tca9V0INU8ZoThfcMC1F0KXLZZvKY1pqhGIqoHoJdS0jHq4ZSl1/cntXTjkJva8oiW15Ynp5FB9VroNxlrrBELLHS5wBNsX1EjxpYNtA19nwep6pXIY68MM6IY6Ugd9LY3nMe50pzu5s88+2/3QD/2Qu9vd7uaOPfZYN02Tu/32293Xv/51d8MNN7iPf/zj7qabbmIrZwmMwnj88ce7hz70oe6MM85wd7nLXdyhQ4fcrbfe6r70pS+5T37yk+4zn/lMiyKz84AHPMCdddZZ7h73uIc75phj3B133OFuvvlm99nPftZ97GMfc7fcckt12tgFer7+xBNPdA960IPcve51L3fKKae4Y445xn3ve99z3/72t92NN97obrjhBnfttde622+/vbpsWFqt8VKHSN///d/vzj77bHfWWWe5k046yR1zzDHu1ltvdTfddJO7/vrr3Uc/+lH3ne98hz1fLLXf60rlAQ94gDv77LPdaaed5o477jh3+PBh981vftN94QtfcNdcc437yle+Qs4jNx9OOukk95CHPMSdcsop7uSTT3bHH3+8u/32293NN9/sPv/5z7tPfepT7sYbb3TO8R681KA1At1naZujsGdjY2maJnfOOee4e9/73u7kk052J598snPOuW/d9i335S9/2V133XXuk5/8pPve977XqNS66DkmTjzxRPfgBz/Y3ete93Inn3yyO+aYY9zhw4fdbbfd5m688Ub33//93+4Tn/gEak3zx0DN3D/qqKPcwx72MHfWWWe5O9/5zu62225z1113nXv3u98Nzj9Vnt5M0+Tud7/7uQc/+MHu1FNPdSeccIK7/fbb3U033eS+/OUvu6uuusp985vfBBl+5tcQI/pRRx3lzjjjDHf/+9/fnXTSSe6EE07Y16u+9a1vua9+9avuM5/5jPvc5z7n/u///q+6filHs7A8tUb0kBNOOME96lGPcve+973dcccd52666SZ39dVXu2uuuQZX8EogkVml/klx3HHHubPPPtvd9773dSeddJI7+uij3c033+y+/vWvu+uvv95dc8017vDhw8jxvdk3oj/kIXidpn4p3zOilw47/fTnvdm9731vd9e73nVnb/aFL3zBXXvtte7mm28u5y6gv973vvfdmsff/va3d+YxFGgfft/3fZ8744wz3JlnnulOPvnk/Xl8++23u9tuuw00j/0xOb+WIvWEJC3yOEZKh/E/HwHpcmo2nlfdH09U9VjVjLUbP1K6bc7Rkvo0E245pG394CgPdi2WagNJfVYOGSO6BJA20za+e1BjIDMgMgAAIABJREFURIe8Tx23esa8IYUZ0I0o2jyLKcKIIgiPPfZYd8EFF7inPvWp7pGPfGTy+0Z9PvWpT7l3vvOd7rWvfa277rrrQPlIKI4zj33sY91zn/tcd/7557ujjkpP+S9+8YvubW97m7v44ovdl770JdbycHPSSSe55z73ue7nfu7n3N3vfvfkdd/97nfd5Zdf7i655BL3jne8oyovSN9M0+ROP/10d+GFF7onPvGJ7pxzzinOi+9+97vuqquucv/4j//oXv/6128doqXuveiii9wf/MEf7Lx/5plnuq9+9auRsufL/Tu/8zvuxS9+8c77H/7wh91P/dRPJe/LRaq94x3vcI961KO2Pv/Xf/1X95SnPGXrvRtuuMEdd9xxW+895znPcW9961u33jv77LPdRRdd5B7/+Me7E044IVmmO+64w73vfe9zf/VXf+Uuv/zyZPm4+ed//mf3Iz/yI9lrHv3oR7uvfe1r0c9mIyGE0HB46qmnuuc973nuggsuyEbzOefcxz/+cfeqV73KvelNb9r5rFaGn3POOe7nf/7n3fnnn+8e8IAHFNP59Kc/7d7+9re7173ude4LX/hCVZ4QSuUoRYLXeoqXHANi+d5yyy2oTUDNpgmy2cWm8Td/8zc7c9o55/7zP//T/czP/Iz7xje+cXBvJt1jjz3WPfWpT3VPeMIT3CMe8Qh34oknZstx6623ug984APujW98o3vXu94FelT5fe97X3fFFVfsvP/pT3/aPfKRj8zeizHwXnrppe68887bef+8885zn/jEJ/ZfU+TRv//7v7v73e9+xeue//znu+c///nRz84991x3ww03FMtz+umnu1/4hV9wT3jCE9Br2t/+7d+CDEOxvL/85S/v6Cq//Mu/7N7+9rfvX3/hhRe6l7zkJe6ud73rzv2nnHJKMV8oYZ2/8IUvuKOPPnrrvb/7u79zz372s7PpvOENb3CPe9zjtt577Wtf6174whdutcGpp57qfv3Xf9094xnPKEZo/8d//Ie75JJL3Nve9rattQErH0444QT3pCc9yT3taU9zj3jEI3bqF+OOO+5wH/zgB9073/lO9+Y3v9l9+9vf3ipbyO///u+7F7zgBcV0U+vkk570JPfBD35w//U0Te7hD394VK974AMfuJ/O0Ucf7X73d3/XPetZz3I/8AM/sHXd5Zdf7p785Cdvlfe0005z11577U6ar371q93v/d7vZcueim7YbDbuLW95i/vxH//xrfdvvPFGd8455+ykU+q/zWbjjjvuOPf0pz/dXXDBBe5hD3tYVre/5ZZb3Ac+8AH313/91+5973tfNm3n9nSahz3sYdlrHvWoR0V1Tuec+8Ef/MGd99785jcn6787XnJOE3u/jz32WPeMZzzDPfnJT3aPeMQjQHuzT3/60+5d73qXe8Mb3rC1Nwv3iDn99k1velN0Hv/Gb/zG1vWzbvb0pz8dPI/f+ta3gpzDUvKaex47F3+KRW849BnM/f687nEw2rPNMRF23OQcvXJQnjQh1dY1RkYo2DJD1hcJcusjp1O1pHyQnovckdgzuajl1jJN+ikq4ecUeRDLo9R+JSdVbPtT2wvSRpL0njPb+W+KD3Sfikb2aeuBI9jxUaK07pV0Mu75XaqfdH4S19uTGQwq9h3oBgkNm+kSNcLs0KFD7jnPeY679tpr3V/+5V+6888/H3RA49xeJOgLX/hCd9VVV7lLLrkkesDLRa79TznlFPeWt7zFve1tb3OPfexjswdszjl397vf3V100UXuyiuvdL/yK7+y/770Yobl6U9/uvvoRz/qXvSiF2WN587tRaidd9557vWvf7277LLL3L3udS/2ct75znd2L3/5y90111zjfvu3f9s96EEPAs2Lo446yj384Q93f/zHf+yuvfZa9+IXv7h44PXe9743+v6jH/3oqrKff/750ffPPfdcd/zxx6PTO+aYY6LG5FhE4G233bbznp/nne50J/fyl7/cvf/973fPfOYzs8Zz5/YOyh/3uMe5yy67zF1yySWgw8PR+O53v7v/9wUXXOCuuuoq94IXvKBoPHfOuQc96EHu4osvdv/yL//i7nnPe1blP4/r+9znPu6Nb3yje//73+9+9Vd/1T3wgQ8EjfkzzzzTvehFL3If/vCH3Utf+lJ37LHHVpUDUsYcsce1t4hAz+UbcxpLOZJhZBeXnPPb9U/+5E+ixvPrr7/e/ezP/uyW8TzHL/3SL7mPfOQj7pWvfKV73OMeVzSeO7cnI376p3/avfa1r3Xvf//73Y/+6I8W7/nsZz/r/u3f/m3n/TPPPDPr/JI7dAo55ZRTonL46quv3jKe1yB5+BpL88QTT3Qve9nL3NVXX+1e8pKXVK1pH/vYx9xv/dZvVcnh0Ijj3J7BbC7rH/3RH7m/+Iu/YNetSgcDFFLrnd/+v/iLv+g+8pGPuOc///lFmT5Nk/vhH/5h96pXvcq95z3vcfe4xz2y18fG0DRN7lnPepa78sor3Stf+Up3/vnng/vr6KOPdj/+4z/u/vzP/9x99KMfLToQcLPZbKJt6pzbd8w7+uij3aWXXup+7dd+bcd4Tsm3J9M0uQsvvNBdffXV7hWveIV7+MMfXtTtTzjhBPf4xz/eXXrppe69732vO+ussxqVlp9Dhw65Zz/72e6aa65xr3jFK9x5550H3pudeeaZ7gUveIH70Ic+5C6++OIt+QGZ69M0RfWEUFe+8MIL3ZVXXukuuugi1Dx+73vfW5zHqTSk5vGsh/jyI3xvfp/C7IAY/tTAPUdDPYBavtq8W8OVN2dABkRPrs1nROP5Uoi1jYTxnIK00YVzr5aSU1rPbKl9zbH+cKK1nUO0yyQph5KRwdZnlLHYgtRazK3PGsvHDOhGNUsVyieffLL7+7//e/eyl73MnXTSSdXpHDp0yF1wwQXu8ssvd495zGMYS7iNryTPi8A973lP9573vGcnUgLCscce6/7sz/7MvfSlL3XOuWSEH9eGB8OLXvQi95rXvAZkaAl59KMf7f6//5+9M4/zqfr/+OszmLEPRrZkpzCJQjT42bMvhWyVJFmSSNG31Dcl35KIQpGQ7DtZUox9TWTf9yXrmBnGLHx+f0z30/3ce86959x77vIZ99ljMnPuvWc/7/M+532W1atRrlw5APR08fDEE09g06ZNeO2115AlSxbD/uTIkQNDhgzB6tWrNY2bBw8eJJ4OYKR+5ciRg7rLSDKE8ELbCbRmzRqVvEhOTibGyefzIXv27Fi0aBF69OiBsDD+bqpdu3aYN28e8VvS5J/WO6QfJ/D7/UhOTobP58OQIUMwceJE3UUFJKpUqYLly5czGdFJA+/nnnsO69ev1zyhQI/w8HD06tULsbGxgfYoIl9Z+yTaTnCr0dv5TpuY1jKma2HFRHL//v3x+uuvq55dvnwZzz33HNNVAZGRkVi4cCG++OIL5M+f33B8ypcvj0WLFuH999/XbZ/Tpk0junfq1InozjvB2rJlS2TKlEnlPnPmTOo3PFgxCUvyq1KlSti4cSN69Ohhuk8bPHgwVq5cqWsUUk72kY6Bl4yibdq0Qe/evZn845HbUtmKNI7Iw6T1dxKffPIJRo8ebWjhWnR0NFavXh0wCNL6LHl8smTJgilTpmDkyJGmd+xHRUVhxIgRmD59OrMx0wjK9NCuC5Dydfjw4ahevbrQ8J0kZ86c+Omnn/DVV19xnVwjp3Llyli7di1efvllwbGznqioKCxcuBAjRowwPTZr164d1q9fH7ToiaXN67XjYcOG4auvvjLcjn/99VcUKlSI+Rsr2zFtkpFkUHcboieZ7TKYK8O0Kxwjixd44sdSHkaM5zz+a4Un+tQCKU6h0l7cgNlxdqgZz7XGezzfsOCE/KIhYk7FivZkhRGd9OOWeSXRYbrZP9p8dajK4wfFiC6yfLT0WZ7w9OaH3SRrPazDM6B7GCKjCoe8efNi+fLlmrva7t27hxMnTmDHjh3YsGGD7t16UVFRmD9/PnW3r2iyZ8+OefPmoWTJktR3EhMTcfDgQWzcuBG7d+8OOs5Vok+fPujZs2fQrlcldq7Y6tSpE95//33Nd86dO4edO3di8+bNOHz4sMpgVbhwYcyePRuRkZGa6WLhqaeeUu1qV3Lnzh0cPnwYmzdvxtatW3HkyBHNe7orVaqE5cuXa+5aWbduncrNyA70mJgYzZ1LLDs7lZCOLz579iyOHTumciflgzQROXnyZOrRyvHx8Ux3r9aqVUt1hLERI6RbSEpKgs/nQ/fu3YnH7gPpBlrSBK+S4sWLY8yYMUzhypXB7t27Y9KkSZqTw5cvX8auXbuwceNG7N+/H3FxcdR3S5cujV9++QWPPfYYU1xEcf78eZQsWTLox+gVD0bCLVGiROBn+fLlxHfdOLB74YUX8OGHH6rcb9y4geeeew5nz57V9SNv3rxYsWKFZn+YkpIS6J927NiBkydPUhc8+Xw+DBw4EKNGjdIMd9myZcTjodu2bavarael39CekXbkJyUlqa6kMIPVEwpPPfUUli5dqrm45s6dOzhy5Ag2b96Mbdu24ejRo7p92rJly7iMQiQZljNnToSHh2PYsGHM/iih5Z/ceC4aKUxSHkkncLzxxhvo27cv8fvbt28Td+QrKViwIMaOHasbD4nx48ejZcuWmn7Gx8cH+u+rV6/qHi/drFkz5n6FF1LfTTOg58yZE+XLl8eLL75oSVxEwtqms2bNigULFqBJkyamwwwPD8dXX32FV155xbRfdpEvXz4sWbJEc7GoNDbbuXMnNm7ciIMHD2peIxEVFYXZs2cH6bp6MoCke0rtuG/fvujTpw/xO1HtWIld7VhvQY5ZRO5Al2CNH084du9Adzuijeis34o0mllhPJegGfrcptuHOqFoPFf+rVc/eNtARpVTVvQ/Ek7mlZ0ywaqwrDJ2ivYzlOcCHxRE9pesRnEPD1a8O9AfcCRlwazgCIUjguRIq4TkhIWFYdq0adTjDXft2oUxY8Zgw4YNqkkZ6Ri+bt26oWvXrirDZNasWTFt2jTExMTgwoULYhOj4L///S81DXv27MGIESOwbt26oIkgvz9913qLFi0waNCgwK7AYcOG4aOPPtIMz45Op2jRohg5ciTxWUpKCr7++mvMmDFDZcDJkiULnn76afTu3RvNmjUDkH789CeffEI1oEsrRLUoWLAgZs2aRdwB7Pf7sWjRIkyePBk7d+4MCsfn8yFr1qyoWbMm+vXrh7p166q+L1asGH788Uc0b96cONH1+++/o3PnzkFujz32GKKioqj3h5JQGrBSUlKCdo+JMqD/9ttvxHdJE5HZsmXD66+/HjRJfOrUKUydOhWrV6/GqVOnkJqaCr/fj8jISFSpUgWdO3fG888/T9xtPnDgQHz//ffUo14Bsizgead79+5Bx8MuWbJEtQBi9+7d6NWrV+BvIzIyMTER0dHRgZMhgPRd0z/99BOWLVuG/fv3486dO/D7/ciWLRsqV66MFi1aoHv37sTjPBs0aID69etj7dq1TOE3btwYX3zxBTHuV65cweTJkzF37lzV3eY+ny9wV/pLL72kiku+fPkwa9Ys1KlTh+nOZEAtc4zkpzwsEQY0+USFlvyIj4/nkpks9dMspPgow6xfvz6+/vpr1XuJiYno0KEDjh49SvVf8itTpkyYOXMmdcHE6tWrMXnyZGzcuDFgcJTiljdvXjRs2BD9+/cn3hv8yiuv4OjRo/juu++IfqempmL27NkqQ2VkZCSaNWuGRYsWUeOvx0MPPYRnnnlG5b5s2TLhJxt06NAhqA3ly5cPK1asUL03ffp0jB8/nujHxYsXVW4FCxbEjBkzqH3a4sWLMWXKFOzatUslu7NmzYoaNWqgX79+xIURUp/WokULpjt+ScbmrFmzom3btqprW27cuIGzZ88iKSkJOXPm1Fw4KKVFD2XdFzF4p/V3lStXxtChQwNu8fHxmDp1Kn755RccOnQo0HdFRESgYsWKaNasGV599VViOdWvXx81a9bE1q1bqXH3+/149tln0bZtW2JcV61ahVmzZmHr1q24ceMGgGD5WKRIETzzzDN46aWXUKNGDdX3HTp0wKpVq7B06dIg9/Hjx2P27NmBv4cOHRrQyeTIF87J405a5ElbSJc1a1a8+OKLQTqB3+/HpUuXAv1Tnjx5kJKSYslEmlE/tOT8+PHjqScGxcbGYuHChdi+fTuuXLmCxMRE5M6dG4899hgaNWqEl19+mbhj+4svvsC+ffuwa9euIPdXX30V2bJlC/y9aNEi1QKYP//8k2os5oEl/zNlyoQpU6ZQ+40//vgDX3/9NTZu3IiEhIQgP6Sx2UsvvYQuXboQx2ZTpkzB//3f/xHlouSHBM2AXrlyZXzwwQcBt4SEBEydOhUrVqxQteMKFSqgWbNm6N69O7Ud16hRI9COafVCrx3Pnj07qB1L+SK145iYGN12vGTJEqoxRxor8e4cVr6vt2CN17Ak949FtzGD1niRFo7TE7Ui9Gej/hvRZ3nzy44yp4WjFQe34majlxX+a9VBO8pN9EJYltMzrArfDliMX4B9c8+88tNq45/bcDq9ZuuD3fHXq0+iy9/sPJdonK4vVvnlkbHxDOgepgkFgzkJpeL5+uuvE42Gfr8fgwcPxnfffaepdO/ZswdvvfUWpkyZgkWLFqmO08uTJw9GjRqFjh07ik2IjFKlSgXdXy5n2rRpGDhwoGonn9RhnD9/HhMnTsTPP/+MqVOnokGDBoiIiMA777xjWXxZef/994OOSZS4desWWrZsiX379hG/S01NxaZNm7Bp0yY0bdoUP/74IyIiItC1a1fNnbF6jB49GgUKFCDGp2PHjpoTX3fv3sW6deuwbt06dOrUCePGjVMZf6tXr45evXrh22+/VX2/du1a3L9/X/VNTEyMatJaC6WhY8mSJWjfvn3g70qVKiFXrlzMBqDcuXPjiSeeULnTDOgkQ0rx4sXx6quvAkivlyNHjsRXX30VZFCR6uutW7cQGxuL2NhYLF++HFOmTFEdoZwzZ060atUqaOKeBMuAmvSO3+9XTeyTFmYkJSWpduHzys3ExESMHDkysMhh1apVGDBgAK5cuaKKa1JSErZu3YotW7Zg2rRpWLZsGR566CGVnx06dMDatWt1B+FRUVH45ptviIsUVq5ciX79+uHmzZvUYwz37duHIUOGYNKkSZg5cybKlCkT9E6xYsXwzjvvBBmSeOCZzPVgQz6QePLJJ/Hjjz+qjA9JSUno3Lkz9uzZw+Tn22+/TTxSOSEhAf369cOyZctUz6TyjIuLw4IFC7BgwQK8++67ePfdd1Vl/f7772Px4sVBbULOtGnTiDt9O3XqFGRA551ga9WqFbFtiDq+XY5ykRipHwKAmzdvEk/+oDFq1CiiX/Hx8ejUqRO2bdtGzZO7d+8GZHHHjh0xduxYVX5Uq1YNr7/+OtWoL4dkpIqIiMBLL70U+Hvnzp347LPPsGHDBgDu10NJJyhky5YNo0aNChyV/8svv2DAgAGBhXDyNCUnJ2P37t3YvXs35syZg8WLFxPvgO/UqRO2bt2qaWh64403VM/S0tLQo0cP6okY0vcXLlzAvHnzMHfuXLzwwgsYPXq06tj2wYMHq3SR69evBy3woy2WktdZrckMn89HPfkgKioqyLA4Z84cjBkzhqs9uInWrVujVatWKve4uDj079+feHrKrVu3sH37dmzfvh0TJkzA5MmTVeObsLAwjBs3DjExMUH1U7kIjtQe79y5g2PHjgltd7Ty7tmzJ3Hnud/vx3vvvYfJkydr+rlnzx7s2bMHU6dOxfz584ljs5EjR6JLly66cSS146xZs2LkyJGBdrxixQoMHDhQtx3Pnj2b2o47d+4cGEfQ+iNSX6ZsxzSd7MKFC5g7d65uO16yZAk1L+T+8e5EZjWqGtmFFMp6oHzy36508IRjZMGRFelgWeiujIOWX2ZgNWIqF/bYRSi3B6ugjeedwsn6EYrI52Ws8NcJvDI3D6uc5+0/RIRvFXbJd69+suH1tw8G3hHuHqYIdSEhHduRO3duDBkyhPjO22+/Td3VRuKvv/5Cq1atiMf1NWnShLjaXxT9+/cn3sO6adMmDBw4UGW0JHX2CQkJ6Ny5M7Zt2wYA1Hv17FIUHn744SDDrjz8bt26UY3nSlauXIlu3boBSK+3Ru9QrF27NnHnVFJSElq3bh0wNLC0jVmzZmHgwIHEZ4MGDVItGvD7/YiLi8Off/6pep/nGPf8+fOjQoUKQW7Tp08POjo3U6ZMqFmzZqCN6JV3TEyMqu6lpKQEDBxKSP61adMmcDz4gAED8Pnnn6tOSiCxdOlS6iRqo0aNNOOt5Tdpsog1P4yEp0WpUqUCxsd58+aha9euROO5Mn5HjhyhHg8sv8dcKz5Dhgwh3lW9evVqvPzyy1TjuZITJ06gWbNmuHTpkupZz549UapUKV0/PNJhyW8R/XOpUqUwa9YslSxKTU3FK6+8gi1btjD5U6RIEdWVCkC68bVLly4qw51Shsp//+KLL4JOYpDImTOn5iKMEydOYPPmzSr3unXrqnZYssgDCdLx7adPn8amTZuocXETtWrVQtOmTVXuSUlJaNOmTUAXYJF/s2fPxqBBg4jP3n77beJCOCUkI1WxYsUC8m/hwoVo1aoVNm7cqNnXWr2zjgdSmipWrIgqVaoASDfyvvTSS7h27ZpueMeOHaNe49GoUSOV0UleXlFRUUQd9Pvvv9e9TkLp15w5c/DWW2+p3n/00UdRuXJlol9mUB5JSsufFi1aBE6FGTJkCPr27RuyxvMsWbLgk08+Ubmnpqbi5ZdfZrp65Nq1a+jcuTMOHTqkelauXDm0adOGexetKPTkSe7cuTF48GDis3fffVfTeK5k3759aNu2LXFs1rhxYzz99NO6frC045dffpnpNCitdty4ceOgv5X5Q2vH3333HZYtW6Zp6FS25dmzZ6N///4qv3jasdldV3r9LUm/1ao3obiTyMk4sxrCeb8x8i4rbpp/Ykmfk0dqh2J7sBqR43kR6NUPN9V3I4iYM5GXlWc895DDu0jKTeNDFrTiqxe22bjZXT955l/cSCjF1cMYngHdwwPpx7/mzp1b5f7rr7/ihx9+4PbvwIED1DtZ5Uc5iyQiIoJ6nN/7778fMJ6zKJ/Jycl46623dI9btaOT6NChA3FRwMqVKxEbG8vl16pVq7Bw4UJT8SFNNAHAiBEjsHfvXm7/pk+fTkxHZGQkXnjhhcDf8rwm7erWuhtSSZ06dYIUorS0NOzatUu1GEG5Y0mrvEnHt2/dulV1Dz2LX7NmzcJPP/1EfU6CtrMxOjqayx87MdJ+jh49iv79++P+/fuqtkzzb82aNTh8+LDKPU+ePHj44Yc141OwYMGgnZ8Sly9fRs+ePXHv3j0u5fr69evo16+fyj1LliwYMGAAsz9KrBpUuxGe/DZzjNlDDz2E+fPnqxZP3L9/H71796aeLkHizTffDLrqQOKzzz7TNMLTJpRGjx4dMOzK6dSpEx555BGqf1OnTlW5hYWFBclaCZbdb4UKFSIaXqzYfW4VpIUNAPC///1Ps0+j5clPP/2E9evXq9yVfRoNkt7RvHlz+Hw+HD58GP369aMe363ELRNTWnLp6NGjGDBgANekwS+//EI81jx//vwoUKAAdVK4XLlyxNMSjF5hMHfuXNUJFMnJydTjxkXh8/mo+mnz5s0BADNmzOAysLqRVq1aqa6EAYBvv/2WuBiIxp07d/D2228Tn7322mtEd5a2Y3V/261bN+Ix52vWrMGPP/7I7d/BgwcxevRo4jNaPsjRSu+xY8eoeUxDrx3TwtZqxyRjuR4i2rFIIzrNeG7GfzdDyws70+C0QdwIPDvnrTaYksrMLfoH4J4y8zCOm+qTEYzWQTOLd4z4byehXqZugNd4zvJMVPgiMWJEzwjGc5ZnHh524hnQPQAEr3y0Slj+9ttviIuLM/Rz69YtzZ+4uDjiPb+sdOrUiej+2WefaX6nzDd5/k2cOJFoPGzSpAmyZ88ufCBXu3ZtREZGqtxjY2ODJsFZy/fw4cOYO3eu7nukganZHznSZKiScePGMaVDybBhw3TTQ6NAgQKoX7++yv369ev4/vvvA3/T2hMtvbQJvXbt2hHz5Pfff1e9W758eeTJk4cpT5XHt+/fvx93797F7t27g9xpVxqQIBnQ16xZQ3xXi7t37xo6yvvMmTM4cuSIyr106dLInDmzaxUv3omd9957L2gHFWnShuQnbbFJ6dKlVfGR07Vr18DRpHKGDRuGxMRE7cRRWLdunereVQBo1qyZ6phwI/DIF5b3WcrGqok5Ef2x3qCL9JMrVy7MmzcPxYsXV30zcODAwEQ9Sx5lz56daDg9fvw4vvvuO8P5Rlqk5vP50KJFC+o3y5cvJ+4OfOGFF4hpIMVN/h7p+Pb79+9j1qxZvMlhxoy+pvy2YMGCqFevnuo9qU/TK19aexozZgwx/Oeff574vl77keTCBx98EHRSihWInGhnKZ+hQ4fi7t273H7T+lfaXdEA/cj/q1evcocv5c8HH3yAnj17okmTJqhYsSIefvhhQwtPldD0a708zZw5M+7cuYOPPvrItf2+HK3+5pVXXlG9n5SUhIkTJzJ9L0//9u3biSc2VatWDfny5bMk/mbzn3bl1f/+9z9qeHp15vvvvyeOzZ599llkz57dcFxp7VgvP2jtuHz58sT+CADxSh4AxFOJlHGhoWzHRYoUwQ8//MDVBnn7C73+1mz9saL989ZvFv2T53uz4fP257zxFY1evZOfSGIkj0TKL9L7Wv0Yb99G8o83fiLlsxFE9hOseahXxiLzQ89/s/WBt/xFpk9EeDxlIaJusMTXDLxx1yo/u0+ocIM8MIuIOs0yT8vbfxut36z1hxamWxHV1t1UXzNC+/EwhmdA93jgKVPF8hZtAAAgAElEQVSmDB599FGV+/79+4lHZbOSmJiIlStXqtyzZs2KunXrGvaXBsmACaTvupaQd7osSprZ3dpmyZUrF/EIwZs3b2L79u2G/Dxz5ozKUMxKs2bNiLs+5s2bZ2pSf+PGjcRjratXr448efKo3Hft2qW6w93n82ke4y7v2JUG9J07dwKAKl+io6OJizKUREVFoXz58ip32g5VLSVjwYIFuHnzpm6YJEgG9LCwMOLpEvK4SPGRx8uIImT1atajR49i7dq1gXdIShvtW1LeAPSJWAnSqRZ///035s+fr/mdXnymT5+ucsubNy9x0QaLf26FNDhixY6BNKkeZcmSBT/99BMef/xx1fsffvih7ukQyjTWq1ePuItw0qRJSEtLMxz3tWvXqu7rBUC8L1giJSUFc+bMUbmXK1cOVatWDfzNWk6k49vXrl1LlOdOQ6pPTZs2JfZp8+fPR3JyMpeMkbNx40ZcvnxZ5V6tWjVin8bCsWPHuE+dcRIpv7Xa8enTp1UGNNa6d/ToUaK7Vv7Sdu5rndqgx9atW7FgwQLs3LmTWOZWoZWvc+bMUelIZrBywp1Gnjx5UK1aNZV7bGxs0FH/PKxbtw737t3D9evXcezYMWzfvh2rVq0KnETjpt1QtLHZgQMHVLuleUhMTAwaF0lkzZpVpRuzcvr0aa4TWeTQ2rFc91bWM1q/KbVjIzotSzs2M8FPipP8mVbbCjW9jxWr08U6IS3hZPsXUd7eZPaDg5GdpV7dMI5ZuS8SkXLKLToP7/ysWbw24B68siDjZlnt1nh52INnQPcwRUYQILSjr0kTLLyQdgoDYLprj5cnn3yS6C5NOGut3KYRGxuLhIQErniInGh84okniMe3b9iwwVTdW7p0qaHvaMa91atXG46LxLp161RuYWFhxAnU+/fvE4/I1TvG3e/3o1ixYqpdpdJiBOWu4LCwMKa71ZVHwgPAuXPnqEZbLUiLTiT06ivpKEwAROMdQD8m0grjOc/KbRpaeaP37cWLF4nuWncSFy5cGBUqVFC5//bbb7rXO0hxoiEtBFDSoEEDQ/65EbcbzwH1hJLf78eECROIC7K+/PJLfPvtt8z+StDKVKs+s0KSm9WqVaO2eQCYNm0a0V15Eo1eP1akSBGifP75559Zo28btPpEk++rV68m1g0JlrpM69PkCxV4WLFihaHvWBEpX1jbL60NsMSFtHgEoPd3AHDhwgWie48ePQCQd3S5Eb14rVy5Unj87Z58r1u3LnFxy8aNGw37OXz4cBQoUADlypVDjRo10KxZM3Tt2hX79+93XVmzyiYj5UHTP0jynAUz40WR7Zh0DL0ZnZYmC4zsflS6s34XanofK24wntvlF6tsMVPepDpjVf0JpTpp98IvO2DdqS9HS5/VQmtOK9TzkRWzuoFnROcP38o4WS0fncbp8jTCgyhXtLBiAaWZk19oeGX1YOIZ0D1ME+rCo0qVKkT3HTt2mPabtoO9UqVKpv1WQjJ0JSUl4ciRI4ZW6gLpu5V47vVmmRThgbSrGYCp3SeA2lDMCqmu+P1+/PHHH6biA/DXFdLiDBZjN+n0g61btwIATpw4odp5orcjGCCffmB0N460G56GVn29c+cO0Z1kJKbtgjECq/Jl9jgx+Z3PvMo2LW+yZctG/YYmG82czCFx6dIlnD17VuVOO3441PqZUDCeS8gH0yNGjMBzzz2nemfSpEkYMWKEIX9Ji7uuXr1KNQLwQLoH3efzEXcuShw/fpx4f3Dbtm25roJp3bq1qqyuX78uZPGdSLTqE+mEF7/fj127dlEnpFmh9dOkkw1Y2LRpk6HveBAhZ3jar15/pwVNpmsdQ3306FHEx8er3Fu3bo1hw4YJuULDavTyNy0tjSgXRGDnBBdtUayZ/pe2c9mpCUetcHnGZrzlQZNNRsdmVrVjmuylteM2bdrgk08+MX1tEe1oWZIhnQbPePBBmzz2jOfWYXTBH6//oU6opoOnPmkd5y797qGN1SfrmSEUDaVKjM7PGsVq+eg0GaFOABmrTNyAiE1OEso25JXVg4dnQPcgwnsnTygPfmkT7YcPH1a58abvxIkTuH//vsq9TJky7BFkIFeuXMQ7DE+fPs30vVZZHz9+XPcbHnjyr0SJEkT3kydPmqpztDRpER4eTrwP+Pz589y79HniVLp0aWJaSQb06Oho3eNxlUdUnjp1Kmh3snJ3k96udoDPgK5VVrdu3VIdTUp6nyaPaBORpF1cIuE1jhpd+XjmzBnu8CRod+xq5Q1pUQ7ALlf0INV5LcMnDd581NtRYLY/0zOemw3Dqv72rbfeQq9evVTus2fPxpAhQwz7SyrTU6dOcZcD6YcmN/XqEWkXemRkJJo1a8acv6TrDebOnUs9JpsGbx1kLXO9dkHr0y5cuICEhARmGUWL67Fjx4jvk/o0lvw+fPiwobbDq8/ayfHjxw3HwUh/l5SUhJkzZxKf9enTBxs3bsSLL76oeTKJlYiQv+fOnaPmjR48BkH55InZ/oLkR+nSpYnvK0/aMVuH9Y67NYtRP8qVK0d0J43NlOHplcfJkyeJYzNanush74e00kuKF2s7lpdTUlISZs2aRfyub9++2Lx5M1566SXkzJmTKf60cFjeMStPzdYxUfKd9X3eNBp536w+aye8YTsRV1J9ZdU/9HQx0T96mP1ezy+jGNEVecITpa+J1vlo6WF1F1megP33aJPCp2FFe3c6vU6il3Yn8sZs/TbaX7pVPij9NmKotRK9MmHVZ53QPUSjp0tKZUdaYOrxYOH+rQYeGYb27dvr7mZWCiFJGLMI9AMHDnDtHpMoWrSoyu3+/fvU46B5SE1NxZUrV1CoUKEg98KFC5v2W47Sf4m///7btN+04wXlSINR6V9R0NJFup9PCpelI/v777+RmpqKLFmyMMelSJEixOPkSbtojUDL5yJFihDdL1y4gCNHjgQZinw+H5555hnNo26VO8qVR8Fv3rwZ7du3D/xdsWJF5M2bl3ov+cMPP4xSpUoFuaWmphKPmKe1Z4lbt24R32eBt+6R3jejBEn13wjy9qOF0bvhAb68lOIi3YuqpGbNmkHPtCbgtSDtfn/44YeRLVs2JCUlBbmLli1uQ17+ZuoSL9KgoGPHjvjoo49Uz5cvX45+/foZ9r9gwYJEOZsjRw507dpVM14syO+JlaNnCFm2bBlu3LihWnjWuXNnLFy4MMiNVB5FixbFU089pfJ3xowZLNFmRtmviqwjhQsXpvZpJL+Vk9B60E4YIOk/en1DcnIyLly4kOEGqlKfZ0S+GZWHI0eORLNmzVCsWDHVszJlyuCrr77CiBEjsGnTJmzYsAEbNmzA/v37Q0b+Gl3gpVe37OyD/H4/UYalpqYS9fpQ7R+14kwbm7GMSfSgjc1oYw494uLigmQ0aTxCS6tWHmjVyZEjR6Jp06bEdly2bFmMGTMGn3/+OTZt2oTY2Fhs3LiRqR2T9GKe8RVL3Gn+24GIvtPseMON7dWqvtUJfVbpRvrdDHpzU26dYDfSjkWGq/eO1cYrrb9FoVU3aGG6pX7wQitXN8q3jIZSrmnNZyn7cCvma0XidNysCF+vvNwETVdh0Wfdiuj+xa19vIc9eAZ0D9u4efMmrly5ovkOTTjzrIji5aGHHlK53bp1i7g7QQmr0Us5KZM5c2bkyZMHcXFxfJGlQNp9LoVtFhF+GIUlXSTDghJSGcXFxRHLngbt3Rs3bjD7oQUtn6Oioqjf/Pbbb6qdljExMVQDesWKFVXpUO44Vx5t7PP5EBMTg+XLlxP9JO0+37p1K27fvh3kJh9U0pTHhIQEW5UyoxODNMzEXT6oocVFaVRm8ZP0Owt+v586mfz2229z+cVLnjx5iGm1YtChHCjYDWlQK7nbER+fz4cGDRpg3LhxqvBOnTqFHj16MPWFcuR5WqBAAeI7FStWxNixY/kjzEjevHk1J3dSUlIwZ84c9O7dO+hZ3bp1UbhwYVy6dCnIXVkebdq0Ufn7xx9/4PDhw8JlCU1GmV3xnT9/fqL7jRs3dA3oLND6NHm4yslGWpqkk0ncPAFsBPnpNaL7IxpxcXHo0qUL5s+fj4IFCxLfiYiIQIMGDdCgQQMAQHx8PLZs2YJ169YhNjbW0Ck+dnH16lXub3iMfVYir2ck/VdLR3L7pBwvJPnEOjZjIS4ujjg2i4yMVC3m1CM+Pp642MmsTqhV3+Li4tC1a1fMmzfPUDtet24dTpw4oRsPO2RSqBrRlX7qve92I7pZaPq0Hfqslv9WhK3UVZS/y3erOaW3yKHFz4nwAXJesM7f8CJCn2VBT48l5btb6gcvvPKOFdZ6oQdPHQ81OUyrz1r1SKs87Kh3vHMtTvePIsPnLQ83IUqf5cUKuSh6vi+U5LWHWLwj3D1cCa+QNirEsmTJQty1TrpbjoZeXJWGRAmRR2TS7rykhc0Dq9FOPlgUhV66lANCnnrDa4ykHYUo4vh2gF5WWkcwko5x1zpyXXl8O6C+V/b48eOqHU5a96CTDOhr1qwJ+ptkJCFhVjkzUvf0JintRGRcRPijdZeulWjVeZFlZeXCLN7wSW3Djvg8+eSTmDp1KvHu45IlS6Jx48am/HdjHZIgHeMeFhaGF154gfi+vDxIx7f//PPPHDGko9WviaoTfr8fuXLlIj6TH98eFhYW+OFFT/dRTjZq9eFJSUm2tw07wiJNKtsxsD948CAaNmzIfFd47ty50aRJE3z++efYvn07tm7disGDBwu/jkgEZhaaiXjPKMq6QBoj0K5ikXCLLmMW2thMlL4NiB2bkQwndsgoM+14x44dmu2YJJNZ0iTJMJYfJ7FyhxnrO07ngcg46OnTVrYHO+uZUl/x+/24f/9+0L80OeAmg4ldcTEzTyMCeT0wo8/qQdNnlXVC/rf8O+XvGQGn5zNY8jPU8lxvoRDLQiL5v3Ybz0l/03C6f7R6LOZ0+miQxuROtBMr66fR9LhVn/WwF8+A/oBDGgiQfuyOjx6ihBbtyPe0tLSgOJkhJSWFK2wjsKTDKLT4a2FmMCt/biRdrOVFSxctfrS4kO67VbYflvygxSc8PJyahs2bN6smVB9//HHqscZKA/qRI0eIp0Js2bIl6O/atWtTy49ksKfdf87SVp2UPxJ2K0K88syuiUmtumclRu7t1MJM3jitFFtZ/yMiIjB79mxNg8G4cePwyCOPcPnLIsOthqUOHTt2TCXrAKBTp06a3xUvXhyVK1cOcrtz547q6HdWaHWMNulgVi5K39LaN+0Od972w9un6RnQpXd4cEN/4lYuXryI5s2bo3v37vjrr7+4vi1XrhzeffddbN++HdOnT0f58uUtiaMR+Xv37l3LjHh2TZiEhYURZaeeAR2wp88Smb+k9qmlb/OEoxW+lWMzUZOOLOm0qx2L6n/kiKir/9YdY9+KRGR6tMIQJYOslhVOL1J1Ar2FsW6Gtz6Y0a94FlBagR1GD5rMVNaLUKkfJMzKK1HyLBT1eyPzPaGGCB3IbPhm5JRRfdao/2bnA3lhTZP8XyOIGi+InO8ULTNCsX16GMMzoHu4HisVIprfSiEof49XQNJWutohtEn3m/JC2ploFcp0iEoXKa9508VaV4xipJ4kJyerDEBhYWGoWbOm6t1MmTLhmWeeCXJTHt8uoTzGvXz58sSj5EuXLq26J/vChQs4fPhwkJs8j9w+CJDi5uY46uH3y3+MTy6KOiqVF9Ld6BJW9ges8kcLKwdmoomIiKAe4y0RGRmJH374gVteSulxqg6x7nwn7UIvW7YsqlWrpnKX0kTafb5s2TKm3ZEs/YhdMsipPk0ZDo8hjCduoTaZJhpWubJkyRLUq1cPDRs2xLhx43DkyBGucJo3b46NGzdi1KhRmrKbl1Dug81Cm9jJlCkT8yLjUICWFhGySe9dO8ZmdiK1Y+lKFrPtmJR/1hgp2GW7pNe6lVCqOzwT57S/lf6JnNx2M8r0KXUZ+Xvyf92E2fGOkbpOyjMnsWIejsU45KY8kONmIzSrTDEzX2snbo6bnWR0fdat7UmOiLkvO9CbHzCK2DJyZ955iMW7A93D1Vjd8SQnJxPds2TJIiwMml+0sI1A2zGWNWtW036z7sawYpWhyHRJO8EleHeZWF1XaP7onQDw22+/oX79+kFuMTExWLVqVZBb1apVVUf20gzopF2ZtWrVwpIlS4LcSMe36+0+d7MyyapEGkmDsv4ZR8sPZbzkhnP+ONPqXvXq1TXvzuQZ4BrZsaAF7wS75KfdxnM3cubMGfh8PhQrVizI/amnnsJHH32EoUOHcvnn8/modWjevHno0aNHUP6TJiOtZunSpRgxYoTqvuFOnTph586dgb/lcSHdfz5jxgzdsPTqh7I+ipMZZIycesIDi+4jT7MepAlIwB3tzuqyMgNL3+vz+bBnzx7s2bMHw4YNQ7FixdCoUSPUr18fMTExusda+3w+dOvWDRUrVkT79u2RmJgoJM52YLQ/Eo28Lfj9fty+fVt1koa0QIGlvvG0LbdB07dZZRNL/bFjbOYEUjv++OOPA+24QYMG3O24Xbt21HasrFfm26sPgF8h14NC/Odvv+yZvD8wGTzMy/BQamuijecPEqRxg1R3tPRZpxE93pFgbTfKvHIaK+qzVt0gvUv63SmUepBWnJyWBaEwn6SF3tySHf2Q0/qhvI5lBH1WK25ukXlauL1NWV0/xG4ocHdZe5jH24Hu4VrsEOJpaWnE+xJz584trLPTumdUFLQ7H0UY0GnHgcux6ogep9MlJz4+nuieO3du03EBjNcT1nvQlce3+/1+1f3nEocPH8a1a9eC3Ej3oPMY0CW0VhG7VXEThfn0+XQmCuUP/aZ3oMfFxRHdaXWVFyeN5/Jv7Daea+1QcGqQtWXLFjRs2BCvvvoqceFS7969Dd2HTqtDktx0emdGSkoK5syZo3Jv27ZtwFgjj0upUqXw+OOPB7178uRJ4qIjI9g5qUbr00S1b9Y+jbf+u30iQond/RqvTCE9P3v2LH744Qd06dIFZcqUQevWrTF69Gjs379f069q1arh66+/Nh3/jAZrmuTvkXQ/1pM1eMN1G7SxGYtsYk2zyLGZW/NZasedO3fmbsdjx44NctM6BlWMjFPqYfKw//1XfrqSaIz6GUpjF9HGczfpsXahNJCTfpf+dhOixztGjvZ1Q55YfZIZrT7I3yH9Hgo4JetIsiXU8g5g25hhVx47nX+86XQ6vg8Cblv4xUMoxtkjNPEM6B6uwsj9JIA5oXn16lWVW+7cuYlH1iqVYpaBIuno66SkJCQmJgobaNKMFLxGYhIFCxY07YdR9NJldOCeM2dO7olIUj0ByOXLi9/vV+2AlCDdUS7nyJEjOH/+fJBbpUqVAotApB+lAf3AgQO4fv069cghpUGIZJRXuqWmpmL9+vWuNBCKxEzaaPnNLvvSjejyH3I4Khe6j5S00OqenlwhTbQale2Sf2bgDT9UJ0ON5u+MGTPQtm1b3LhxA7t378Ynn3xCDGf8+PEoUqQIl99adUg5EUIbuFktT0jHuEdGRqJBgwYqd9Lu85kzZ5qOgxxSvoiUnZJfWn2amfYqQevTrl69ajhNVvcfIvznkTci5CMrehO5NFJTU7F582YMHz4cdevWxZNPPomxY8dSd6e2bt0aderUMdQPiCpf0fnJUl+1nvMstJT8uXXrlupZzpw5VYbfjKZfSdDGZlmyZBGSTpJ8SkpKwu3bt0377cZyMNKOleMGMfiCfoL1WLoRnYSR9q3XXvR2ktkpswF1fK3Sp2l+ikyfUWOtFXnNqk9qPdcynBuZLxKBnXWTBZ700/KXBz29Q8SGD73xiFb5K+uJ2fQYhWc8zDt+1npfRHtwY/+aUbBTbvDKW7vipKcfWClf3dDeRMhhp7B6vogQIuj6rEdGxTOgezzQ+Hw+nD17luhevHhx00I3e/bsRAOr0uBpFpqRomjRoqb9LlGihGk/jGJVuoyk6eLFi8SdmaLyR3lsssS5c+d069/atWuD/s6UKRNq1KgR+DtbtmyqO31px7dLKO9BL1euHAoUKBD4u2LFiqq6vX37dlNHt1qppIWSAmgcYzvNaZw+fZroXrZsWXGBuBQ3TDzpYbZO+/1+fPDBB+jfvz/S0tIC7t9++y3WrFmjej9v3ryYPHkyMmXKxBzGzZs3iTudy5UrR514shpl2R47dgxbt25VvSfddS5///nnnw965969e5g9e7am/0awIx8uXbpE7NOKFy8uxH+tPk0JyyA3FIznNIzWCZGLJpT+GfX77NmzGDZsGGrVqoU9e/YQ33nttdcM+e1WzJaDlgGd5vfRo0eJ7rR2ldHQGptpwdLWaGOzCxcuBMLhxaiBxCnMtmN7+mqmt/55T5zOZpWh3C16pRPxcHNbMIKyT3VKnzULy4IRPUSkM5SNNjTsN+bYi5WLbeRo5RWpHep942EdRo20HmSc1BlCSZ/18LATz4Du8cAidQSHDh0iPq9QoULgPaPK7qOPPkp0P3LkSNDfZgfpV69eJR53KMKAXrFiRdN+GIU0gQYAjzzyiCl/jaTp3r17OH78uMq9UKFCyJs3r6n4APS6Ik2iatU/vWPca9asqbo7csOGDZrxURrQlX4aOb6dBSsHmSyDsNBFPon4rwwxsxpSTzYGQmZY8W/HIEB0GG7bySFHRH1NSEjAhAkTiM/69u2LS5cuqdyffvpp/Oc//+EK5/Dhwyq3fPnyoVChQo5NNirLk7QLvUmTJoHrQvx+Px5//HE89thjQe+sXbuWmE8iJpasllf37t3DiRMnVO529WlKnJxUZN0JxPu9GdlhVV6Iyufz58+jXbt2xJ3CtWvX5lpo4xbu379PdDdzbVCWLFl0jd6k8qD1v+XLl88A+oo+pH4DgEoGk9BrcyyyyUweh5KBhLUd2z2RStJnnUKEPsvzjV0LCe3cRZ8R0TKMhlKaSeUvd6PVD1FyLiMbz7WeudWobkQftkKGsC6oDcU2l5FRlo1ePffKTRunFrwpF4c5hVc/PNyGZ0D3eCCRC+M//viD+E7NmjVNC+3q1asT3WlhmuHYsWMqt/DwcJWxi4dixYo5ugOdlCYAqFy5sil/jR5LuGvXLqK7fLe3UczUlfXr1+PevXtBbnIDd926dYOe3b9/X/fO3gMHDuDmzZtBbnIDOulIdxEGdKshtenQV878in/FsHv3blW9AsiLJ1gIRSO6XX7zYEd9vX79Ol5//XWiQal///6oX78+s187d+4kutepU8fRiSN5eS5dulQl73LmzBl073v79u1VfsyYMUPXfzP1xmp5Retfnn76adN+K089kdi9ezf1GyfqgVVhukVeSFiRzri4OEydOlXlnjNnzqATa0IF0kJUgP/ucTmVKlVCREQE93cHDx4kupN0L1YiIyPRrVs31U+VKlUM+2kGrTpJk02s+rZW+6tatSrRXSmbeHZTuc0IwkNcXBxxEZmyHduVPvmOcnkx0oM239cGh69vXOYJy23GcxJO7B7NKJB2oYcaegZzu+pHKOadFm41ktNwk/Gc5x1vp2xo4pUVG06NJ50uH6fD9/Ag4RnQPQxhtTJo507G9evXE92bNm0KwJzy++yzzxLdN23aFPQ3q59a+UE7gq9WrVrMO0SV+duiRQumuJiFFr5WmmjorezNlCkTmjRpohkfWnnExsYS3aW6QkMvv8PDw4lGycTERPz555+afgPArVu3VMb9xx9/HDlz5gSgXjDw119/Ee/XVKI81rh27dqB8lFOYl68eJE64auEV2aIlgei5Zd9uzjYd5NL75pJZ3x8PLH+lSxZEtHR0ao0s5QPy6SkiJ0+dn+v9T5vfRNVP1nTQAtv8+bN+PLLL4nvT5gwAYUKFSJ+r/yh9bFt2rTR/dbqwZOUN8nJyaqj2KU4AulpfO6554KeXbt2DStXrtSt72Yxkh9a78vjqten0Qz4euWl1acp+3XW9DlRP0Tg5O4B0uS0/CdTpkym85O2U5rn3m8JFvlvRjbr+X/79m3ioiEzpx7p6Yc0Nm7cSLxioV69elzlJH+3Tp06GDVqVNDPl19+iXLlyhmKI2BeP6PVP9opSXr6OwvyhVFySCcv8aLXnnjyh7WOh4WxT+fQyommv+u1Y3a54fvnh49gr30y3db46UpytOqsXp3mHVMbaR9m3+dpnyL1b6vQi59ZfVLvfdpzFl1W9HhTRHmR/OZ5bvX4RmT+2VE+To5nzMAaPyvGOKJwQx7z6K9WvOdmRLQH3m9426HR/BTV7q2uv3r+m02HVeMBo5hpH07LEg/34hnQPYQQykLm8uXL2L59u8q9ZMmSpnZ6PPzww8SdzhcvXiTuZDabh7SJn1atWhnyz+fzoVOnTmaiZJqLFy8S72HOly8fsWxY8rB58+ZMx9OS/Pr1119x9+5dlXubNm2QK1cuXT9ptGrVijhJtWrVqqC7ibUg3YNeuXJlREZGIjo6OugZzaClRLnQo3Tp0ihUqBAeffRRVR6Gwu7zjI94ObxkyRKie58+fYL+lhRT2qQhidWrV2PWrFno3r07ihUr5trBn1vjZRVy2Tdy5EjiaRX58+fH999/zzRxv2HDBtXubgBo1KgRypQpYyquLVq0wPbt2zF8+HDUq1dPdVUFD9OnT1e5NW7cGNmzZ0ft2rVRuHDhoGdz5sxhls9uZc2aNcQ+rXXr1qb6tJYtWxK/X716dcjnmZVYqUsXL14czz//PD7++GMsXLgQx44dQ+/evU37Szuq/fr166b9NoJZeU1aXFi2bFlD4UZERKBr166G4hEfH09c4FK0aFE0b96cyy+pXjVs2JD4nHa6kpNcvnwZO3bsULmXLFkSMTExut/T2lKRIkWIi3suXbpkyelgoilevDjatWsXaMcnTpxQ6WNG5AitHV+7ds32CXpl9PWSI6VXlPyUp5U0AWuV8dsJRMbLiTS6NV893EUoz1O6FVeAt+sAACAASURBVL225+V56Mon0fEWWRcyer2iLdyy0n+PYLw88tDCM6B7CCOUhQ3tGNYhQ4YY9nPQoEHECYlZs2ZRFRMzefj7778Tj1uOiYkxdDzjCy+8oDK8OsGvv/5KdH/zzTeD/mbJu0yZMmHo0KHMYSv9TEhIwOLFi1Xv5cqVC3379mX2VxmngQMHEp/9/PPPzP6Q7kGvWrUqatWqpTJybdy4kclP0qKMZ555hng0r2dATx9wkHavmTn+lYf06uqT/Zhnzpw5RANbhw4dAnKFNtGoZURv3749qlWrhmeffRZffvkl9uzZg507d6JEiRKW7Kwwi9Ph240k++7fv4+ePXsSjWExMTF49913df1KS0vDrFmzVO6ZM2fGsGHDDMcxPDwc//nPf1C2bFn07t0bCxYswMmTJ/Hhhx8a8u/o0aPYtm1bkFv27NnRuHFjtGvXTvU+j3x2KwkJCcRFMmb7tAEDBhCfzZw505CfbsDOnQFWhNW5c2dMnDgRffr0Qe3atZEnTx5069bN1KITIP20GyUpKSm4du0a9RuaPBXVV5rZOUm6eztfvnx46qmnmP2QfgYPHoz8+fNzx0Uq/0WLFhGfDxo0CFmyZOHys2DBgmjbtq3Kfd++fTh+/Dj1O1Je2qXT0MZmev2OVvsZOHAgcWw2e/bskOjnu3TpgokTJ6Jv376oU6cO8uTJg1deeQURERGmdu0YacciURvNladnBH5D+k704F1KomWm3o4/nm+t3DUsAhFxcDIdbshDD/cSyvOTVmBHezeb5xmpTZvRR52WqyL6KivaX0Zv01aPBzN6/pFgrc8PYt548OEZ0D08AMydOxcXLlxQucfExKhW9rPQqFEjdOvWTeWelJSEiRMnan5rVHBfu3ZNtQtZYvTo0Vx3MJYtWxaffvqpoXiIZs6cOUT3xo0bBx2vy8KIESO4dzwq/R4zZgzRSDpgwADqna9afPDBByhfvrzKfe/evdTjdUns3r1btcuzSpUqeOaZZ4Lc0tLSVEez09i3b59qN1aNGjVU6UxLS2Pe1Z7RIRmbS5YsaZtCFhyMj/I7O9euXcNPP/1ECMeHadOmoUiRIgC0JwglpN8rV65MPBrc7/fj1KlT1Lg4PaB2OnynuHTpEtWY+vbbbxN38ymZMGEC8X7hZ599lskIr8Tn82Hs2LF49NFHg9yzZ8+OAwcOcPsnQbrPuW3btmjZsmWQ286dO4mGtlDk66+/pt51T7srWIv//Oc/eOyxx1Tue/fu9foJBqzqK5YtW6ZyK1GihKlFLFFRUejcubPKff369ZrpIPWTAFCqVCnDcTGDXLbv37+f+A7vWKBZs2Z44403uOMiz7dFixbh5MmTqneio6PxySefMPsZFhaG0aNHI0eOHKpnUv9O699IZVWiRAlbdJq5c+fi4sWLKveYmBjq6Qla8WrYsCFefvlllXtSUhImTZpkPKI2snTpUpVbiRIluOqDElo7jo2N1Z04/+abb3DmzBnVT/fu3bnjwWpE13vPDCyGb9K7Wt/zhOkUboiDh4doPGNIMKHUzkMprnrwpEX5bijng5XtL6O3bauvJMjo+SeHtQ09SHniYRzPgO5hG6JW01kh3FJSUqg7k4cPH45evXox+9WiRQvMmDGDGM+RI0fi6tWrhuNJQ8rTb7/9lvi8cuXKmDJlCtOdlDVq1MCiRYsQFRUFIP2+bBJaR/eKvMNk9+7dxCP2gfT00u6Zl5M9e3Z88cUXeO211wCkTwgeO3ZM9R7LccSHDx8mGlnCw8Mxf/581KxZU9cPID2PPvroI7z11luqZ9LOJVaknc/r1q0Lcn/iiSdQvXr1ILfdu3fjzp07zHcBKY3tNWrUUO3E2r59OxISEpjjq4XblBe9nSPy3dcAiEdV58mTB/Xr1xcQl/QfNT7FD+mZcUaMGEHcgVy0aFEsXbqUaGSjlWPbtm2xZMkS4vHOH330EXfc3FZfSPCu4NZ734ldTGvWrMGECRNU7mFhYZgwYQLy58+v2UYuXryIMWPGEP0ePHgwhg0bxrzIK3/+/Jg1axbat2+verZ3714sXLiQL3Eyli5dqmrDLVq0QGRkZJCblbvPRZQtz7dHjhzBtGnTVO7h4eGYN28eatSowRSmz+fD0KFD0b9/f2J83nvvPaZ486LXhz2IkMp///79xMVzr776Kr7++mvkyJGDqe5J7gULFsTPP/9M3GE9f/58APSyIfWTQHr/QJo8FCXzWPyhnabTunVrvPLKK7phhIWFoWfPnvjxxx8RFhaG1NRU4kJQpb5J0sdSU1OpY5MePXpg7NixCA8P18yTqKgoTJ8+nagrnzhxIujqCtL3NJ2mbt26lrev1NRU6okin376KV5//XXm8Ubz5s0xbdo04jujRo3ClStXXCcvSHHVasdjx45Fzpw5qf6R0leoUCHMnDmT2I7nzZunG8eIiAjkyJFD9cN7QkJ6/EiutJ3oxiaYrdKbWIzrbseKONupp4qAZcxnJj2hMGbhgXe8Itp/JaLv0NWLj1aceOsLKc5WG9FCrX3ajcj6JCKPRZeXVe2F1T9l+KLTZ3Q+xa72wJv/pHvJ3XJnuBM4XX6AX/Hj8SDgGdA9HMGoUBN5v5mSRYsWBSb9lIwYMQIrVqxAo0aNkC1bNtXz7Nmzo169epg3bx5++uknoiFgy5YtGDt2rKG4seD3+7Fu3TrqruXmzZtj8+bNePPNN1G6dGlkzpwZQHqeFihQAG3btsXUqVOxatUqPPzwwwDS72Ck7U5iMTaL4r///S8xX3LkyIE5c+Zg8uTJaNSoUZCRI1u2bKhUqRIGDRqEHTt2BIznQPpuyBMnTqj8Y03Thx9+SDTA586dG8uXL8f48ePx5JNPEv3Lnz8/OnTogC1bthCN50D6LnfaogEtlMe4Fy9eHJUrVw5yYz2+XUJ5jHuFChVUuwu1jm8PFSWMhJF4Hzx4kOg+ceJEdO7cGUWKFEHu3LlRrFgx1KtXj9k4JYsVd5wA/TsktYiLi0OvXr2Iu1RLlSqF1atXY/z48ahXrx4yZ86sUugLFSqEzp07Y9WqVfjhhx+IxvOFCxdixYoVOmlQTyzYiZWTMXrvGEF0fD/++GP8+eefKveCBQti4sSJuuGNHj2aevpF3759sWHDBvTq1Ut11ziQbsytWrUqPvnkE/zxxx9o1KiR6p2kpCT079/flLxJTk5WGbuU6bpz544pI70WtLhbLUP/+9//Evu0XLlyYenSpfjmm29QpUoVap/Wvn17bNq0iWg8B9J3uZPuMxY12OUxouv9nZEZOnQoUY537twZe/fuxWeffYZ69epRjx3PnTs36tSpg+HDh2Pbtm3ExVM7d+4MtA9a3h46dIjo3q9fP7z77rsoVaoUcuXKhSJFiqBatWpo1aoVaxIDGC3ntWvXEnc9A+mLYGfMmIFGjRohX758AfdMmTKhRIkS6NGjB9avX48RI0YEdOxx48Zh3759Kr9od04r+fXXX/HLL78Qn3Xu3Bk7d+7EkCFD8NRTT6FQoULImjUrHnroIdSpUweffvopduzYgSZNmqi+vXfvHgYNGoTU1NQgd2U+0cpq/Pjx6NixIwoXLhzQaerWrWtAp9Fm8eLFWLBgAfHZZ599huXLl6Nhw4bUsVndunUxZ84cTJs2jTg227p1K7755humuLhFVnzwwQfc7Vged5Z2vGPHjkC+W6dryQ3OWu9ZeycoyV+WiWqtOPDEL9SNqlLdMqLP6hkgWWDNPysWTBjRXUK9vM1g1XjHSUQYb0Qd2SzCQOsm3BYfHrSMtlq4WT6Ecnl4BBPqZRnq8fcIXTI7HQGPjAOvIPP7/Y4OMEnhv/nmmyhcuDBiYmJU79esWRM1a9ZESkoKTp8+jevXryNz5szIly8fihcvHpgsI3Hw4EG8+OKLSEtL042TkXQA/+bPm2++ifXr1yNv3ryqdx955BEMGzYMw4YNg9/vR0JCAnLmzEk1HA8aNAjnzp0jPjOyu8Ao27Ztw4QJE6hHaD7//PN4/vnnAaQbQO7du0e9o/HAgQP44osviLsptcpQTmJiIl544QWsWLEChQoVCnoWFhaGTp06oVOnToiPj8e5c+cQFxeHHDlyICoqCo888oim3/Pnzzd8FCPpHnRlmswa0EmTvmvWrCF+K6/PvO3dCG64c2vdunXEoyvz589PPCFi4sSJqnuX6bBOJhFdGcMg8/vvv2PQoEEYNWqUKp/DwsLQuXNndO7cGffu3cOVK1dw/fp1REREIH/+/ERZJOePP/5A3759Vf7KyyOjGs/lv+sZAY3EwWi8SW0hNTUVPXr0QGxsrGoRRN26dTFw4ECMGjWK6kdaWhq6du2KZcuWoUKFCir/y5Qpg+HDh2P48OFISEjA33//jeTk5IAhTUs+37t3D2+88Qb1xBQepk+frnnqzJIlS5CYmGg6HCW8E4tGy5b03e3bt9GlSxcsXbqU2Kd17NgRHTt2REJCAs6dO4ebN28iR44cyJ8/P4oWLaoZ3oIFC/Dpp59aPtiVp4s0Sa98rvU3Cb2JfjMywi55tnfvXnzwwQf47LPPVM8iIyPRs2dP9OzZE0B6nUhISEBycjLCw8ORK1cuzd2tQPqVH2+88QZx4lD+98aNG5GWlqZq05kyZcKQIUMwZMiQIPf9+/cTj67Ww8gktt/vx2effUY1qjZt2hRNmzYFkC4Tk5KSkCtXLmIZ7ty5E59//jm6dOmiesajQ/ft2xdFixbFE088oXpWpEgRDBo0CIMGDWL2D0i/R3zDhg3EZ/L6vG7dOuKVVPnz5yfm0Xfffceh07Dx1ltvoXDhwqoriYD0U5Fmz56NlJQUnDlzJjA2y5s3r+7Y7NChQ+jWrZvu2Axw12Td3r178f7772PEiBGqZ6R2HB8fj5SUFGTJkgW5c+dmasfStS1mjTn/fu+HXA/lz08fJB3YjrGEnkxn3S32IMKrz5Lep9UPkTqtUeQLBqQ4mZ3TcpN8sRqrxjtugVSWvLJEqlNGwxcnt8mYiZ8V8XEC1sU/evLNSPmLlo88uLU8PNgJ9f7GbfF3WXQ8LMbbge4hBDsnRkWijHdSUhI6dOigOVEXHh6OcuXKoWbNmqhWrVrQbm4S69atQ/PmzYlHIJtFqaD5/X6cOXMmMNGthc/nQ+7cuanG85EjR2Lu3Lm4ffs28TmrsVkUH374IZYsWaL7XkREBNV4fu7cOXTp0gV3794lpotnQvPkyZNo2rQpdccxkL7Lo2LFioiJiUHlypV1jefffPMNXn/9dcPt6fLly5r3/6akpHDvbN+7d69mXbp06RIxD4ysunUSUXFbuXIlzpw5I8QvcYiRn1OnTsWrr75KlQlAugGkcOHCiI6ORtmyZXWN58uXL0fLli2J92PTdvlkNOO5lhvPc1FohXP69GkMGDCA+Gzw4MGBKyxIxjO/348bN26gefPmWLt2rWYccuXKhTJlyqBixYooVqyYZn8THx+PTp06YdGiRZp+snLkyBFNA5B0Z7BIzCyeE8XJkyfRsmVL6o5TIL1cKlSoEOjT9Izn3377LXr16kWtD6J2oLPg1p3odsuzSZMm4eOPP8a9e/c038uRIwcKFSqE4sWLo3DhwrpGtzNnzqBZs2bE032UeXv16lXu9mrnOGP27NlMp0xIBklSGR46dAidOnVCWloa7ty5Q/yWldu3b6NNmza6cpOF5ORkDBw4kHgVEYnVq1fj7NmzpsM1Q1JSEjp27Ihly5ZR3wkPD0fZsmVRo0YNVK1aVXdsFhsbi1atWlkyNrMDnnZcuHBhFC9eHEWKFGFqx02aNCG2Y/MEGx75sfY446CQLD4qNaOgNCYr3fW+I/0tWtZbZTxX6i5mwnnQ6pRbxjsioNUFFr1W1CkWomHJfzvj57b6YGTTGO8zWv66IS/cEAcPY4R62bkt/i6LjocNeAb0BxyjA0GlUihaibJzoKoUxHfu3MHLL7+MPn364MqVK4b9vXbtGgYOHIjnnnuOet+jVWzbtg2NGjXSNKbSuH37Nt566y0MHz4cAHDr1i3ie/LjEvXKS0R53rt3D927d8fnn3/OtFtEyaZNm9CkSZOAcZOULilNrJP6p06dQoMGDTB69GjcvXuXO04SBw8eROvWrfHhhx8GVnYazS/SLnSJnTt3MsVTHrbf79c0upOObzcyUNB6HgoTV1Lc7t27h969exMNwtaFrXIJ+vH5zB3hLmfx4sWIiYnBypUrTflz9uxZdOvWDV27diUaFyRYd/mIrB9W1zfR7UMPIzsftFi0aBHRiJwpUyZ8//33uosm4uLi0K5dOwwcOBBXr17VfFeL+/fvY+bMmahevbrmNRK8+P1+qnHpxIkTKuO6sr7QjMO0/sTMYFD0QPLUqVNo3LgxxowZY6pPO3ToENq0aYMPP/xQddSwmfovGrcY0ZVx0Ksvenmo9zNu3Di0aNECe/fuNR3fu3fv4quvvkKdOnVw8uRJYnxIvPfee44bZrXo1asXvvvuO0PfLlq0CE2aNAno/qRFZ6TjxElIZZaQkIAOHTrgvffeQ1xcnKF47d69G02aNMG0adOYv0lLS0OfPn1s1WlI3LlzB6+88gr69u1remz2zjvvoH379sSxmdlFPXrfi9QvrGjHtWvXxqlTpyw0HOvlKVl/Jeux1hu2zfqvZ4jX8t9ImDzxJb3H2v+IWPQmov91YnxoNN168TQy3gmF8TENPf3YCX2MNz9pi0Np74ksL7vnR2lxMFMPecZLdi+6JYVpN3a3a7vlCW9/45byCEV5C9izEJmnf7IrPzNCf+nhHjwDuocwQkUQsXa6s2bNQqVKlfDGG28gNjYWKSkput8kJycjNjYW/fr1Q3R0NKZMmWJpZ0UabEscOnQItWvXRp8+fbBr1y7deFy8eBFff/01qlatGmQ8SEhIIE6k58iRw2Ts+bl//z7+97//oXr16pgyZYruJGJqairWr1+Prl27omXLlkH3WpIMN0bSlJSUhI8//hjR0dH49NNPsW/fPqYyv3XrFubPn4/27dujVq1a3Eer09DaobRp0yZDfm7ZsoX6TMtgH0qIlF9bt25Fy5YtsWfPHs33EhMTcf78eSFh2il+z549iy5duqBWrVqYOHEi9ZoHJTdu3MDSpUvRsWNHVKlSBYsXL7Y4ph5G0WsPQ4YMweHDh1XuRYoUIV6PQfJv6tSpeOKJJ/Dmm28iNjYWycnJuvG6d+8eDhw4gBEjRuCJJ55Av379TBlTaPzyyy/EO2Z//vln4WG5jaSkJHz66aeoXLkyhg8fztWnLViwAB06dNDs03gXdIiCdXL6QWHnzp1o0KABWrdujenTp3OdnJKUlITNmzdj0KBBiI6OxvDhw4OuNWBZYHvjxg08++yzWLp0qWb9SktLw4kTJzT1XSu4f/8+3n//fTRo0ADLli3TXOgFpOv/y5cvR7NmzdCjR4+g/KCd4mNE55w0aRKefPJJDB06lKltJiYmYtWqVejQoQMaNWpk6JqLbdu2oXXr1rbqNDTmzJmDKlWqBK6rYh2brV+/Hv3790flypXx448/umKxjAhEt2OtE4ZEIabpZmxZLZdvVi0MsNI/o4sNjH7L4q/V/jml22QkrNyc4wSi6rQo/Scj5KnTSHWUtJmMVt4i890NZeiGOLgBLx/sx2157rLoeNiAz59RRpAeRCZNmqT5/J133gGgvyKJZ7DAuoKU5VtWWIWp0n8exTY8PBzR0dEoVaoUChQogOzZs8Pv9+POnTu4fPkyTp06hQMHDiA1NdVwOkQ2R2Wa8uXLhypVqqBEiRKBo9tv374dOIL72LFjwsLSw2h9UxIWFoaKFSviscceQ8GCBZEtWzYkJycjLi4OJ06cwF9//aV7lL2R+NGQ4h0ZGYnHH38cxYoVQ1RUFLJmzYrU1FQkJibi4sWLOHr0KI4fP676Ti8+rPFyelWzqPLl9d8Nq7GVVKhQAVWrVkVUVBQyZcqEO3fu4O+//8bhw4dx+PBhopFOPTHIHi4pinYod4ULF0b58uXxyCOPIDIyEuHh4bhz5w5u3bqFuLg4HDx4EKdOnfonjuqjGnnKTm9g6rRaY3V8jOxIMorRHXh6z5R9r8/nQ5YsWVCxYkWULFkyIM/9fj/i4+MRHx+P8+fPY+/evSpDltn8JZVXs2bNMGPGjCD3lJQUREdH49q1a7rf84ZnFqsmniVy584d1KdFREQgLS0t0KcdO3Ys0KexpoemjykxkiaePNXLO5K80vJH+a7Z/lCrvvj9fqFlX6BAAZQoUQLFihVDnjx5kC1btoAsT0hIwM2bNwP6C7nvoqNV3tL91oUKFULWrFmRnJyMq1ev4tSpU9i7d69qcY3oOsHiX+bMmfH444+jTJkyiIyMRK5cuZCSkoK4uDgcO3YM+/fvpxofrdRN8ubNi+joaJQoUSLQ98bHx+PatWs4f/48/vzzT0OnNtHiXL58eTz11FPInz8/wsLCAjrNkSNHNHQaNaL02fDwcFSsWDEwNpP6DSlep0+fDozNzOCU3mmEhx56CCVKlEDx4sURGRmJ7NmzC2vHvGjlD1sVIL0kNy5zR0kRBzH9tcj6wdIXsUI7BYHVb7v0WaNzQlaPV2nvS8Yzefx5Fj3w1qOMilb9dINs1SsP3n5M9HwZS5ha/to9XtHTZ5XvuHFeR5l3pLI1MgbxUGP1/Imo+UpR9gun5k9Zw3O6PGiIipe5+bJ/f791y9gpYR6hgWdAz+A4YUAn+cc6UWqlAd1OJT2UOwA7wrNaQTCL1Qs5eL/zDOhs/ttRb4zUDf54GTegA+pJSbeNzUQPwD0Dutj3lRidYNSDt/+1asKRVF5LlixB7dq1g9znz5+Pnj17Mn3PG55ZQmnCkfZeKBjQtfy224BO2qllpvzNpl8PlvJmMfaIXhBktf5vd5sMlXGEXfqsKELJgM6KHbqS/vhGzwflC0p5wB0lRfjuMqAbNbyyvs87/+KkAZ0lPCcN6Mo48PTDngE9nQfBgG7GICx6fKP01y0GdJqccoseonyfRf+2YwFQRsdpg61nQA8NA7rZbyXM52/6v54BPWOT2ekIeLgDqztwpxUEfQVY5aL5vlXpkfwV3YE6nf9K3BYfVkirY0l/243T4fNgZVxp5cMbB7M71XgNDvp+8rZ3awbcElZP8Ng9wcAK6+pyK+PjNtlDwuhOIpHh8aCMW3R0tMp4DgA//PADU3g+n89U/TCbf25bUGIWIwZJN7YL44R2+fFgpNx4+is76kXGqnv88OoPRhccGDVYGtVvrCpX0QtsePw3Y+gz42fw+7pvKOIDzb+dan5ubfdWLKri+cZs/XNzvlqxIMtuA4lHMEbkHU+fwdvfWT0eZ42/W2uVnvznHQ+JbD9W6LNKzOoPD4q8ELlAWwve9p3R818vP8wuOOYd3/G2f/H6rEdGwLsD3eMBxswuFh2fPQmaoXFS4fH7/SGrcNnVLkI1fzxCBydkfCgYz2loxd1t7XXo0KEqtx07dmD79u3Mfogum1CZaOY19Mt/3Ipb42ZXvESFY2YXlkfGxG2y3414efRg4VR5i9Aveb5xQx9g9kQxue7CugEilHC7buYWSHkUSvlmNP5+P8sJIvxxMJN3djU/K8o3lOqMx79oneaQkfoDEXj54ZER8AzoHqYQKQjlfvkJP+bwEX7M4RnRH2ycVgKcDp8Xu9tDqOWPR+hhZ50OZeO5hJax1M5dAVo0adIEjRo1UrmPGTOG2y8njOhOkpFlrtldQlZh1wS3SCO62+uxh4fbyMiylR/SDIG42QI34KQR3aiMNmM8d6JPMJPHyjxycperVXgL3vgIlQWhElptkNV4TvrdbJxE5J2dRnQrFph6ZCxCQd7biZcfHqGOZ0D3MI0IQcjihyduPR5kQlnhcGpgEMp55hEaOGG8yqgDbafvhCxSpAjGjRunct+zZw9WrVplyE87jOhuqA9mdp6H2sSjklCMs4eHk3i6GT9enj1YZNTydoM+KypvtXQWp/XZUMXNp1NlNEhtkcl4TnLzisrjAURr9znpPY90vPzwCGW8O9A9LEHrTh09/IH/yT1U+88XH6ZQXYPZO1O8CV0+RHfkTt9hxrsaXi98p+uT6PIx65/1d2Rl7NMNrK5PZuv/g4bTV1IAfMdfWtH/FS5cGIsXL0ZUVJTq2XvvvacZvt3y0frwlJfMUp+IDzkE2qqp4yWhf/6Rnvf0CfvgSUyf6hdnsPoOQF55IKqOKWVXqKInz5zWZ0MNvfrmtD5rZXmI2T2ofR+v3vyC2+qbGTnh9/u5v3Pb/AD/fI3Y8audWKHPZnTs1medzG5Se3bb/JMehEOq//3Nz68/6C1A+Td/JPmv/F67TJ2+09xqeZwRr44wg+jxudvmkzL6Hevun5/18PB2oHtYiCFFI/A/0gMPDw+3I/oOILPH7LmNUN9t6RFMqA1O3ILf7w++toUxH63I77Zt22L9+vUoU6aM6tmsWbO47j5XkpHqh2c8Z0dKStAxl4p/0/H6gFAnlOttKMfdCZT9lp24XV908kobt/KgtK9QKQ+rcJM+6+FOWHequpGA7qpcDAa/K6ZnRYkfrbJ50GVcKODmtuXVn2Dcnh9uj5+Hs3g70D0shXsnuj/on3/9kRxDSJ65uSP3CH3c2Lnr7QoRvZNCCyfzx01lY+Y4PKd32roNZR3OiDJeniYrypu2G0/SFbTCNHyqzT/fVatWDTExMUhMTERERAQeeeQRNGzYEKVKlSJ+d/ToUbz77ruGwjQTXyPYs+vEHzAI+9IDNeZXiLYbPn3WTzGY/+vmc5lCm757iPYsNMvMLozoN04T6mVq5qQzIygNZE4YjN2028zp+s57dLbduCUeonG63N2EE/qsXcjj7/a4GoM40yjOd8HzIY6jWA0qN527YXpWbye6Hk4bz0OyTrgIliPUrcxfLX3UK9dg3JgfboyTh3vxDOgelsM6yaE12RhqZMzBhodTWG3UEgHrUXWs8Q9Vj7pXDwAAEhlJREFU4zkNJyb7SEepmdkZ4Q3w/s2DjCjjSZOBIstba4eOPF+tqmPR0dH48MMPmd69du0aXnrpJdy+fdtQWBnZeC65+bQsrhkUlrYfeO4PPX2WVKQZUdZZgdc/sqHUZ83qenbUTyf1IaXxXPrdyXbp1XNtPJmZ8TGjz4ZK/QiVePJDX9YoxHfB8yFOopqbVRjP3YRZIzrZT/vKKFTqhNvgmdey24julWcwbswPN8bJw914BnQPTczc3SUKYsgsnSV1Kw1h3Sln8pyUtVornuVuPDslee9QsfpORLN3zvDEz44Booj0ODmQFblzmUWBtTqtvKtEzcZHK71Oly0Jt8XHbvTkHWniTFQfyeKPVhsSXXaiVuXTji9044TBxYsX0bZtWxw7dozpfSvlA2v4PP29un7rhhD8uz/9o4ARXYkF/a9VCzlE+x0IQ/THPuULtDgrnnElTQrYvp1YrO+aKSPR+qPezjJWf0XVfbv7a9F3Qopufzz9txH/lM+Uhm2ziDipycwYyOidtRkRu40ndoTpxvbKqr8YibsV8wc8+qwb5tFEwZKXVtcP3Xf13wr61R+kM/HLUlqesOgCVox/XDemMjNfawCfzxo91ggs87V63ygxqx+I0ifd0k+5rT9j9Y9VL7VTnyX5bxZXySICbo+fhzvx7kD3YMJMB8XcGTO6cQQMlTIcgjuC5CgNN6S/5QM7qybWMoqBTVQ6nDDChxLKHUd6WJnWjFJ3WZDLBBHyIJTroBlYBjYi6hXvpLfo8hXtN80fUl/Fgh31b9asWahduzaz8dwtmCkr/dd9AcXJL+lQfj/g90P6T+Ejd3z16pyVcpunHprRZ0nP2SZ7/YF/VO7//PiD9F0/q+eOQ5MHIuQFT/gebDhhINbC6rIjTYDT9Fk36Uc8Czl4vnUSkfKZBTPlSTr9iRWn89+J8Fn0F7PGc5E6rdxvWv9kpg26Daf7SZbwA/mu69s/eR8wnktfkesFT7pFj3mMwuo/y3skXVX49UMB/VWuzxLiwrXYlw/ReglNPpCe8/rtIQa36bNKnC5rp/spp/sdDw8a3g50D2b8fhvuMPaBOvfHFrQ8PGnS1098qg7YOejKonpVtp5yL9/RanXHLsJ/O+KqFS4p743ERVR+aCFqt7KeH04rTVIcRCtOniLGhhvK320o27dSfpg9ftzoinS7VoHzpo82mUgzPrDCs9NayeXLl/H333/joYceQlhYGO7du4erV6/i4sWLiI2Nxfz583HkyBFTckJUf2IWI0Z03WhKfvr98P/zru+fX/z/7PrwBe3k0TfUkPQZ+ZHFdvSrrNjVfwRNA0tB+hR/ByDnTfouHGfyjUefZf2b9L3Ik5CM+EfSUczKN7NYKX9EpkeEfueE8ZyGHWUtr6NaRkbWRapa6XGT3JWj1b5464PW905PrDuR/0p5CNi/y1Cvfhv1m6Z/8qRTS5cl+ctykoMbx6R6ckHCzrrBWy9YtB+/7Belr8p6wVKeJCOpEnndsKKN84zX+OuebIIW6bq+tACBY3kQfR7Wr+2Tvk5rvi2R8otFnyW9x1IX5M95F1mZGQt7uE+fVeJ0mTqt/5kdn3l4WIlnQPfgwsgEOi++YB3tXzf9ECl/+4hPQwG5oi39LX9G+waw9ogoZfzMfC/KLyPhOq2gGMGtg24P9+D0RG9GRU8eG50UESVDzfpF8tvIxCDpe9qCA3mcefOOVxauXLkSK1euJPojAiflMuskj7YfdF3LL39J5hAwnPt9/6xZ9OvuTpHqBW3CkVQPrDam67Vfw/os1Lqn/u5zeR4rDenKr9S+//uKc0Z0Ekr5KbmRfif9LSFCtxXVVmn9gfS3nf2tpxeKw23Gc5Z4KOWniPGZm/VFlgUFNEjpctuCLSewe/5Az03kIn25vqEsa1Zjo5YRXf4uq7+hMp7XS6fV4RlZ0KGp/fj//TddzfIHOfPWfy19VkJZ1lYZz6XfRcozSY+VG80BacEsa/1leY/0jk/xnJQe+9uQVv/DssiG5IcRI3ooyA8PPh70Mn3Q0+/hfjwDuodpWFbBcQ+KOPU9dbhyJcuveqKMQ7oiQvOb/L7SjRwP8x2BGT9pCpbZlfukMOyEZWJV/jcPeoNdI9itDDilfISK0mOmfpgJzw086BOEZhFhqCT5Sfuet+6Q/CL5IWpi0sjOHdK3RicS9HaBSu84BcsuJAmjckmkfPH7jZlcWQzn2uGyT9DaVb6i9FldQ7nOc798ZYOu/PErdFZl25Ce0WPJYqQzilnjuej42OWn0fB4dkmy6Pqsz1gRkVdWt2de/3nrIk//zZJfPPFl8c/MeE+EEV4vPmYwkn4WP0XpY6GC2TkAOaLL10p9Vst/kruW4Zzmh91jLp6dsSzwvO86fRZGlxCyfsmmI0puQozZAufvrCE471SxU9ZHoh/BRnOfD/D7pcWhcr2RFLZc9+Xr63nRmp/V0m+1/OM1ovOi941Zozzrt6Jkotvms1jyV4T/bkm3yPRarc96eIjCM6B7cEHaFaSH9cKNZDwnufuCXJRGc3U0tYU0TcnwhDk7PJODEnqTrrSdBaRwrV4RbAVWDszchHIQIkrp9NqnhyhYZA0rrBOFoiAZsCV45LKWkVH+I/dbKy5yuRzqMo3HeC7Hqok2U34BSN9kTtqBArZNItBegKI1EW91fZD8NlrfhaPsr5Th6sgKvUmw4Ec8u4isQU8Xs7MuGMWsPinXUfQWE8ndjOjRRtDqM4z4RfNDa3GVWzFiGBcZptWGaiOEmq5Nyk9R9T1UMDLHo4SlvVrRFozoszwbQJS6LE+8tIzybodnMSsJN+qzsi3V6bfj+HwqtdUHhYPqjX8XK5LiavXCMC1Y9Vl+WOurOq/S/2ExnqufpBvP6fmt+tovhe+O9sVrRHS67zZqROdZNCBPJ03HdZt8FBEf0hwH7/jNDuzWaUXlrYeHHXgGdA9NWAceNHiFGb+6QzCe+2lP/apJ3fToKdNF81seS/sFdagZelkxujqNNphVKp80Y4xoI40dZaI9Ie680s2CVhr0dtoYWWQhImwPMk5OELgNt+zmExmemV1YSgM6r75Ak8+hMkAiTQzw9OE8abev3aXPNkrHtWvihzQz+a8TQ31zc/ly67M+0sJMjvC0/tapC/S4kvRdv+o5i0FOdFnpLa5hcTeDCD+N6ijKxUbycReLTqtf7nyYkf0iCBUjOqsORFowYCY9IheEilqcGsqQ2p38b7uxeiGM1eEb0d2srod6i5KU3L9/X+U3qf2ybKYghR3K7cbI4jC36bOB+Ub5GlC/7CER+RyUjv+U+VOr0sejP/MvBAH4jdGK9wk6j8bb/yC1MZrxXMpL5cP00vX9swrCibZGKw/WsbDT+g7veIxkPCfpubR06S0UtXrRFcv7Rp5pha03J+nmPsIK47mZhaBuziuPjIdnQPfQRa9To2FUmLEb0fWM5wRf/llpquWPMtr/DnZo4WoTioYVt0OabNTKZz0julmcNp7L33Fa6TaDUqnkUb5Z/KYRynnmFCyLVzI6GTmtrJN8WotVlIucfD4fdUCsNBjJ46AXltugrarnXbTlnsnWf8pD+s0HtuPaZUZ0UlkD6j7YyMICs7Ds1jGszxoxoksfUPJMFUDQp1qBpe/iIQUlPQ+eICaXk50TO6IW1bFiRx/GIjP1jD1aOi1LWFrYlX6WviUUjOhySAZ10fqsXv65PY/cBik/aTqIHThVflbKUquN53qwGM9J7VP+O814Lv2rJddJ8Qg1RC6qcIM+m74e1Bd8/ZCP+KbaB/lcowF91kojul4Y9hjPiZ5Q46BhmiR9/g9qfVb9nU/2u3HjnFF4x3xy3KDvsOr6NOM5zd1Iu7Bi3MGaxyKN5zxhO2FEt1uvZB0PeHi4Cc+A/oBj1SDR6KS7hGzKhPK9ykXxlxEF8V9/1JP85ncKaGGmE+UtO6cVMtFxoHW+rGE4kR9GVivyvMtSn3gQMSnLasDmnVQ1GzYLLEYdkeHxojeJbhbe+qeH3iCJN0zeOOjJUt5Bi5ULyoyEJRJSeHoDHuXAmeSncrEMLSwR2DVxwuKnHbKLP21+zT/TPZX+Ifit9TnD5JuRnQ5afYbo/s+0PqsXnF7aDU14kuKg3MXjkz1Lfw7KDnQrJr/doIuKwEw6lLJUtHE01Bfw6rV1OyDpv3bqs2bTbMWkM89zpxfCWalLAuL0WaMGL970sex8E+Wf04ZzlvBIcSQZfqTftRZG8hqbrMBq/83IK0f0Wa3HpMWg/qDH/14KyRh1s/qs3jO75bkSc/qseic5a+jy78j6LJBuVCd9yy6frFqga8RvEfqB2fQYCZ8mP+VuRhYXWNFfWDkfy+JXRhkH2YXT8s/DAwDCnI6AhzsIbQHCGncfg+b3j48uzA/aLhSzfoQaesqaG9LoxvrjZpzOL6fD90jHzEBTNFYvQjGC03kiodx9Q3qu9aP0Q+ku/9sqnJ5kFPWN2+DJVWV7p7V/klHRih0B1mF8l6mmDxz1hS1L6PJXa4LXqfwO9fbCazwnfevhPpwuGyfrj9NpN4oV8XaTPquEJt+NxjOU9R1S2mk6aVhYGLM+S9N9Q5FQLl8ziNJnVf4S+nzaQvxQlalqRBoe//2hY0z+WpXfGaE96MFiONear3V7XXd7/KyEdfyt9Z0WD0L78Mg4eDvQPQKYXQnlTMdCC5OQDh/pmfYkLK8RxY5JeSmMB9F4LiEpYbTJW57VvFbh5MpCt636Z8HpnUbeSlBnoS0Qsnr3kBZWrEQ3Gie31U3S6nHawJg0yajV3uyU0WawIp48O9bsQ3fLiez/nD4r0mtmoktZF83s9hCf//K9TNpxYPIhkDY2fTbdb5lfqqzhX6CptzNPNG6TgSLR2vEfqrDooe6Sc+JwWp+lYWU83JJGVqyMrxv1WSWsi6R4/LNjR6cVKHVSpT6ibM9K47nyW9F5S8PI5gE7y4MUVqjICbv0WRa9M2T1Ae6ypqXRT/ldCkK585xdn9XaIW2EkCwnARjZia5818wct9WEityyEqN5wNqe3FbmHh40vB3oHkGYEY72wxGmT/qfUjjrTRBqePn/7V3btsQQDOX/P9p5mOXUJXIhKmayXzrtEKrCJkk7WCDvxown8zdMSvLXTPHJ8i444ZLhtMe1P68zwMan2bHL6rP8pkgObJOQE7EDpbd6ry3cWFhjVdukETtYmtE5BycjqjnlfqgsZDyHzrGy5vI9+fHNMm3cpg8URpFn0ja0Os951Ik9PuvG8wenxiqrfFZLD2/WZyyCeBRNDvHZ9tobxnPo3HEOnOfezvscA+NVUDOe9/+VEeh9MTr6dl17G4F0bWBhr5aCpbrcCm9DxzfBI9AdHTgexKuv76C8c7s8nYhB+bE6BOgsnz/fSc+eiymkVMb45OuxytvO9VyP01GbaXh93wbNiZRa9M6UL1n4UDI4aa0TC4nRYmdZs1iJavxlYAshTM92R8qsbTRkWfIFnRa02wuLxNUAVl9q/hudc9Nz/8Owuz+upp/pz5rPmGqetqQ2OTBKoBIk/QmCJPJcMldzwOFxnbyU6hYR9MdsME/ttTpBUa+Ho34u4fXl6p+WDmn0Ww1+pgmaT/JlQf2I61zCkTmTn5Kh/SaPRxxugH5rPrAUNVxCOs7Nwhon1pxPb4iYXmt/+JvAK6D462nnQul4KOGzkBwqarK/Bn27GUvf5D7MZ6XyOFzuTT5LM9pOIpp/hc9ifBVqE8l4NdO2nPV91x4JvDpEucuaz+sE8H0/elZy3FRI6HkSh8+W+rsD1uaTEyj1AOOzbf+b4aa7+cruPU/JnsiM/FWsrDe44xe3zrNO8hhcXx0cuAHdwQL39RtQvhl5eoQGNp6HGEIEPBp7gzk0mJbEsk5HedlpLzR/baDHFhf1ZmMIAC1/FbM608ooYe15W9tYc+wDFO1grT/SiM3v+/uvFR3kzG/tpoz18c0yyo2Gs7pIm9NnsHtTSwKoLiLDSwwhJnnL4KNV/Deej8qOMTROoXA9OX0HMixI9df1u0XJZ0Oo1xYRPT7532nTFUPHLufhG7HDYJTl7XB0tTIG70AZ9bnyPOxyYYt1ugOc/Zz2KNGVz9ysW0ebfXCM1pHl31kQMCrb4bdzsMRnS+Q6tccQJvsT8x5BPlsd65RPXeqcI4dDsnwFPuugge3TQv9n2J1T74LFMYcDznh56705vgN/HA2+d+pgyyUAAAAASUVORK5CYII=","consoleMessages":[{"text":"Error 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ReadPixels","level":"warning","timestamp":1723912860022},{"text":"[.WebGL-0x397000379500]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels (this message will no longer repeat)","level":"warning","timestamp":1723912860059}],"screenshotDelay":10000},"timestamp":1723912858712},"created_at":"2024-08-17T16:41:10.333+00:00","updated_at":"2024-08-17T16:41:10.333+00:00"}