{"id":24114,"artifact_id":11645,"version":1,"data":{"version":1,"artifact":{"chain":"tezos","title":"Round 2 hen symbols boogaloo! The FitnessGram™ Pacer Test is a multistage aerobic capacity test that progressively gets more difficult as it continues. The 20 meter pacer test will begin in 30 seconds. Line up at the start. The running speed starts slowly, but gets faster each minute after you hear this signal. [beep] A single lap should be completed each time you hear this sound. [ding] Remember to run in a straight line, and run as long as possible. The second time you fail to complete a lap before the sound, your test is over. The test will begin on the word start. On your mark, get ready, start. :: Procedural Symbols (H=N) #505/1000","artist":"tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4","tokenId":"326350","description":"Created by tz1R6mtcAQwBTK9YpSqRL9y2a6JZWgDkBm6M on 18 September 2021 at 1:21:49 PM :: Generated procedurally at art-o-matic.xyz","contractAddress":"KT1RJ6PbjHpwc3M5rw5s2Nbmefwbuwbdxton"},"snapshot":{"net":[{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","host":"ipfs.arkivo.art","path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T","type":"http","query":"?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","method":"GET","headers":{"sec-ch-ua":"\"HeadlessChrome\";v=\"119\", \"Chromium\";v=\"119\", \"Not?A_Brand\";v=\"24\"","user-agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/119.0.6045.9 Safari/537.36","sec-ch-ua-mobile":"?0","sec-ch-ua-platform":"\"Linux\"","upgrade-insecure-requests":"1"},"fragment":"","postData":null,"protocol":"https:"},"type":1,"external":false,"timestamp":1723948516763},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","body":"","status":301,"headers":{"date":"Sun, 18 Aug 2024 02:35:16 GMT","server":"nginx/1.27.0","location":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","connection":"keep-alive","x-ipfs-path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T","content-type":"text/html; charset=utf-8","x-ipfs-roots":"QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T","content-length":"806","access-control-allow-origin":"*","access-control-allow-headers":"Content-Type\nRange\nUser-Agent\nX-Requested-With","access-control-allow-methods":"GET\nHEAD\nOPTIONS","access-control-expose-headers":"Content-Length\nContent-Range\nX-Chunked-Output\nX-Ipfs-Path\nX-Ipfs-Roots\nX-Stream-Output"}},"type":2,"external":false,"timestamp":1723948516793},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","host":"ipfs.arkivo.art","path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/","type":"http","query":"?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","method":"GET","headers":{"sec-ch-ua":"\"HeadlessChrome\";v=\"119\", \"Chromium\";v=\"119\", \"Not?A_Brand\";v=\"24\"","user-agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/119.0.6045.9 Safari/537.36","sec-ch-ua-mobile":"?0","sec-ch-ua-platform":"\"Linux\"","upgrade-insecure-requests":"1"},"fragment":"","postData":null,"protocol":"https:"},"type":1,"external":false,"timestamp":1723948516794},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","body":"","status":200,"headers":{"date":"Sun, 18 Aug 2024 02:35:16 GMT","etag":"\"QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/","content-type":"text/html","x-ipfs-roots":"QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"2456","access-control-allow-origin":"*","access-control-allow-headers":"Content-Type\nRange\nUser-Agent\nX-Requested-With","access-control-allow-methods":"GET\nHEAD\nOPTIONS","access-control-expose-headers":"Content-Length\nContent-Range\nX-Chunked-Output\nX-Ipfs-Path\nX-Ipfs-Roots\nX-Stream-Output"}},"type":2,"external":false,"timestamp":1723948516805},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/main.db1360d8d45918a02d3e.js","host":"ipfs.arkivo.art","path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/main.db1360d8d45918a02d3e.js","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","sec-ch-ua":"\"HeadlessChrome\";v=\"119\", \"Chromium\";v=\"119\", \"Not?A_Brand\";v=\"24\"","user-agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/119.0.6045.9 Safari/537.36","sec-ch-ua-mobile":"?0","sec-ch-ua-platform":"\"Linux\""},"fragment":"","postData":null,"protocol":"https:"},"type":1,"external":false,"timestamp":1723948516831},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/main.db1360d8d45918a02d3e.js","body":"","status":200,"headers":{"date":"Sun, 18 Aug 2024 02:35:16 GMT","etag":"\"QmXfWBvDUCgD4XKsrjADiJbgEm8dacSVZczzQeqKFG9P2X\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/main.db1360d8d45918a02d3e.js","content-type":"text/javascript; charset=utf-8","x-ipfs-roots":"QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T,QmXfWBvDUCgD4XKsrjADiJbgEm8dacSVZczzQeqKFG9P2X","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"717122","access-control-allow-origin":"*","access-control-allow-headers":"Content-Type, Range, User-Agent, X-Requested-With","access-control-allow-methods":"GET, HEAD, OPTIONS","access-control-expose-headers":"Content-Length, Content-Range, X-Chunked-Output, X-Ipfs-Path, X-Ipfs-Roots, X-Stream-Output"}},"type":2,"external":false,"timestamp":1723948516842},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/778580a9c620426f25872a6c8aab148c.glb","host":"ipfs.arkivo.art","path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/778580a9c620426f25872a6c8aab148c.glb","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","sec-ch-ua":"\"HeadlessChrome\";v=\"119\", \"Chromium\";v=\"119\", \"Not?A_Brand\";v=\"24\"","user-agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/119.0.6045.9 Safari/537.36","sec-ch-ua-mobile":"?0","sec-ch-ua-platform":"\"Linux\""},"fragment":"","postData":null,"protocol":"https:"},"type":1,"external":false,"timestamp":1723948517130},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/778580a9c620426f25872a6c8aab148c.glb","body":"","status":200,"headers":{"date":"Sun, 18 Aug 2024 02:35:17 GMT","etag":"\"QmWgA4YNv84JiUa2cgc6NYFTRsXWQLiTUoayvmSAQTNyr7\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/778580a9c620426f25872a6c8aab148c.glb","content-type":"model/gltf-binary","x-ipfs-roots":"QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T,QmWgA4YNv84JiUa2cgc6NYFTRsXWQLiTUoayvmSAQTNyr7","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"6264","access-control-allow-origin":"*","access-control-allow-headers":"Content-Type, Range, User-Agent, X-Requested-With","access-control-allow-methods":"GET, HEAD, OPTIONS","access-control-expose-headers":"Content-Length, Content-Range, X-Chunked-Output, X-Ipfs-Path, X-Ipfs-Roots, X-Stream-Output"}},"type":2,"external":false,"timestamp":1723948517350},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/80104b2ea160a6606db0730155d4ff1a.glb","host":"ipfs.arkivo.art","path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/80104b2ea160a6606db0730155d4ff1a.glb","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","sec-ch-ua":"\"HeadlessChrome\";v=\"119\", \"Chromium\";v=\"119\", \"Not?A_Brand\";v=\"24\"","user-agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/119.0.6045.9 Safari/537.36","sec-ch-ua-mobile":"?0","sec-ch-ua-platform":"\"Linux\""},"fragment":"","postData":null,"protocol":"https:"},"type":1,"external":false,"timestamp":1723948517351},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/80104b2ea160a6606db0730155d4ff1a.glb","body":"","status":200,"headers":{"date":"Sun, 18 Aug 2024 02:35:17 GMT","etag":"\"QmbkiHJ99dQYCnmFrCA4C9ii3eYk4uU74wXAuvy9JrFAPc\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/80104b2ea160a6606db0730155d4ff1a.glb","content-type":"model/gltf-binary","x-ipfs-roots":"QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T,QmbkiHJ99dQYCnmFrCA4C9ii3eYk4uU74wXAuvy9JrFAPc","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"4816","access-control-allow-origin":"*","access-control-allow-headers":"Content-Type, Range, User-Agent, X-Requested-With","access-control-allow-methods":"GET, HEAD, OPTIONS","access-control-expose-headers":"Content-Length, Content-Range, X-Chunked-Output, X-Ipfs-Path, X-Ipfs-Roots, X-Stream-Output"}},"type":2,"external":false,"timestamp":1723948517458},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/5cabef233649c2602adedd574b0b908d.glb","host":"ipfs.arkivo.art","path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/5cabef233649c2602adedd574b0b908d.glb","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","sec-ch-ua":"\"HeadlessChrome\";v=\"119\", \"Chromium\";v=\"119\", \"Not?A_Brand\";v=\"24\"","user-agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/119.0.6045.9 Safari/537.36","sec-ch-ua-mobile":"?0","sec-ch-ua-platform":"\"Linux\""},"fragment":"","postData":null,"protocol":"https:"},"type":1,"external":false,"timestamp":1723948517458},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/5cabef233649c2602adedd574b0b908d.glb","body":"","status":200,"headers":{"date":"Sun, 18 Aug 2024 02:35:17 GMT","etag":"\"QmUoMRjymJFaGh4FHWqAxc7vDgvSFnYQy63MaB2iGsQWRN\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/5cabef233649c2602adedd574b0b908d.glb","content-type":"model/gltf-binary","x-ipfs-roots":"QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T,QmUoMRjymJFaGh4FHWqAxc7vDgvSFnYQy63MaB2iGsQWRN","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"4880","access-control-allow-origin":"*","access-control-allow-headers":"Content-Type, Range, User-Agent, X-Requested-With","access-control-allow-methods":"GET, HEAD, OPTIONS","access-control-expose-headers":"Content-Length, Content-Range, X-Chunked-Output, X-Ipfs-Path, X-Ipfs-Roots, X-Stream-Output"}},"type":2,"external":false,"timestamp":1723948517526},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/bf44783fe4bb98617dc523d54b855cda.glb","host":"ipfs.arkivo.art","path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/bf44783fe4bb98617dc523d54b855cda.glb","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/?seed=Round+2+hen+symbols+boogaloo%21+The+FitnessGram%E2%84%A2+Pacer+Test+is+a+multistage+aerobic+capacity+test+that+progressively+gets+more+difficult+as+it+continues.+The+20+meter+pacer+test+will+begin+in+30+seconds.+Line+up+at+the+start.+The+running+speed+starts+slowly%2C+but+gets+faster+each+minute+after+you+hear+this+signal.+%5Bbeep%5D+A+single+lap+should+be+completed+each+time+you+hear+this+sound.+%5Bding%5D+Remember+to+run+in+a+straight+line%2C+and+run+as+long+as+possible.+The+second+time+you+fail+to+complete+a+lap+before+the+sound%2C+your+test+is+over.+The+test+will+begin+on+the+word+start.+On+your+mark%2C+get+ready%2C+start.&creator=tz1TabsmU2JXWoD3QVPhcBFvFU8EvcR4Zqo4&viewer=&objkt=326350","sec-ch-ua":"\"HeadlessChrome\";v=\"119\", \"Chromium\";v=\"119\", \"Not?A_Brand\";v=\"24\"","user-agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/119.0.6045.9 Safari/537.36","sec-ch-ua-mobile":"?0","sec-ch-ua-platform":"\"Linux\""},"fragment":"","postData":null,"protocol":"https:"},"type":1,"external":false,"timestamp":1723948517526},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/bf44783fe4bb98617dc523d54b855cda.glb","body":"","status":200,"headers":{"date":"Sun, 18 Aug 2024 02:35:17 GMT","etag":"\"QmYu48GNxfGC28FiKobeUbJfXR3S4RVVYi17ub4164WLZK\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T/bf44783fe4bb98617dc523d54b855cda.glb","content-type":"model/gltf-binary","x-ipfs-roots":"QmPVSET5pHD7EwC7KXZy2Bzah9G8UusnzcbQ7ZdcHaGi1T,QmYu48GNxfGC28FiKobeUbJfXR3S4RVVYi17ub4164WLZK","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"5348","access-control-allow-origin":"*","access-control-allow-headers":"Content-Type, Range, User-Agent, X-Requested-With","access-control-allow-methods":"GET, HEAD, OPTIONS","access-control-expose-headers":"Content-Length, Content-Range, X-Chunked-Output, X-Ipfs-Path, X-Ipfs-Roots, X-Stream-Output"}},"type":2,"external":false,"timestamp":1723948517868},{"data":{"url":"blob:https://ipfs.arkivo.art/6a9fa717-a8ba-4894-9d9a-09b209bf7951","host":"","path":"https://ipfs.arkivo.art/6a9fa717-a8ba-4894-9d9a-09b209bf7951","type":"http","query":"","method":"GET","headers":{"origin":"https://ipfs.arkivo.art","referer":"","user-agent":"Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/119.0.6045.9 Safari/537.36"},"fragment":"","postData":null,"protocol":"blob:"},"type":1,"external":false,"timestamp":1723948517868},{"data":{"url":"blob:https://ipfs.arkivo.art/6a9fa717-a8ba-4894-9d9a-09b209bf7951","body":"\"�PNG\\r\\n\\u001a\\n\\u0000\\u0000\\u0000\\rIHDR\\u0000\\u0000\\u0001\\u0000\\u0000\\u0000\\u0000\\u0001\\b\\u0006\\u0000\\u0000\\u00001Ypw\\u0000\\u0000\\u0000\\u0001sRGB\\u0000��\\u001c�\\u0000\\u0000\\u0001�IDAT8��IK[\\u0001\\u0014��'Ak�\\b.�i1��(��\\u0011��(.��\\u0004\\u0017��B**\\u0015�\\t\\u0007�\\u0014A�E!\\u000e �Ԃ�B$\\u0001�M�'\\u0016���B�\\u0014,\\u0015���8=IL�U*��\\b��\\u000f\\u0014��,�w/��+�L&�{��2��\\u0010� ��|���S\\u0015X���uʫ���坣1��ku���*6<\\u001e\\u0006�\\u0012�\\u0013�̟��\\u001f�R��ּ��E\\u0014�;���2CZ��n홣�-\\u0017kc#\\u0011�#�~�eyQ\\u0006@��#;�\\u0000{ͅ8\\u001c\\u000e\\\\.\\u0017N�\\u0013���\\t���\\u0013+\\u0018\\u0018^�1ս̞σ��\\r�|z\\u0001E9�<I����[��\\u0000�!\\u0017��M��:���\\u0007��vF���\\u000f�c0�ӵTp��5X�Z`���%l����D:��Xk[(}�à����\\n���X�_��vB�O��F�H\\u0005B�k�\\\\ŐL���H}F�7;�(\\u0011�� �M�U=�Z\\u001dFy����D�3�\\u000f>�E\\u001f�a�}�>�\\nOH\\u0012�\\u0002�\\fEQ0��\\u0000H�$\\\\\\u0003�ђ\\u0002�*�U\\u0000\\u0000\\u0000\\u0000IEND�B`�\"","status":200,"headers":{"content-type":"image/png","content-length":"482"}},"type":2,"external":true,"timestamp":1723948518352}],"browser":{"name":"chromium","version":"119.0.6045.9"},"viewport":{"width":2000,"height":2000},"screenshot":"iVBORw0KGgoAAAANSUhEUgAAB9AAAAfQCAYAAACaOMR5AAAAAXNSR0IArs4c6QAAIABJREFUeJzs3X+s5XV95/EXd2ZkmBmGgWEYg25Eto3bH6lZjWRZwAiLbSoE1iZsRbomIppSDeraH7oxal3a9UdSqxbpVsRkLa2W3VqGttluWTD+WDawmGytq0YKGIXuMMzwY34Dc2f/GO+95957ft7zPd+fj8c/8z3f873nvhOGe+Z8n/fz/Z50yqVvPR4AAAAAAAAA6Li5qgcAAAAAAAAAgDoQ0AEAAAAAAAAgAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJAkWV/1AOOaf3p31SMAAAAAAAAAsAZzp+2seoSxWIEOAAAAAAAAABHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQJJkfdUDVG3utJ1VjwAAAAAAAABQC/NP7656hEpZgQ4AAAAAAAAAEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCTJ+qoHYHrzT++uegQAAAAAAADovLnTdlY9AlOyAh0AAAAAAAAAIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkiTrqx6A+pk7bWfVIwAAAAAAAMDMzT+9u+oRqBkr0AEAAAAAAAAgAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSJOurHgCKNv/07qpHAAAAAAAA6IS503ZWPQIUygp0AAAAAAAAAIiADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACBJsr7qAaCujt6/q+oRAAAAAAAAZuLkV11R9QhQS1agAwAAAAAAAEAEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAEBH7PzSs1WPANTc+qoHAAAAynPmZx7O3LadSZLH37ip4mkAAKijB9/0wrx067qBz6/7g0dLnAZO2HjBLydJTtq4ZdVzh//H58oeh5r6w4u35YO/+njVYwANJ6ADsCZnfeGZHD+yP3ve+qKqRwFgTGd+5uFlj8/6k0OrjhHVAQC668E3vXCs446940U5+8KHVu3f/YaTix4JkizF80FO+VdvSZL83vx/Xdx3/T1PzXQmqvOHF2+regSg5QR0AMZ21heeWbVvx2eXfutcTAeor5XxfJDrfmbzqn23fPtg0eMAtMK2D96Vp3770qrHACjEuPF8mJ1fPJpESKc4o8L5MDf3RFYxHYBJCOgADHXtT58IKX/5vn8ceayYDrPzexedln/3taerHoOGGjeeD9Ib1cV0oOu2ffCuZY9P/9Ddi9tPfuiSsscBmFoR4RyKNk04B4BpCegArLIQzachpsP0Pvnqpd+WP3b8eH7votMWH4vpjGvaeA7ACSvDeT8LMf1Dd78+7/yq92qg/sRz6kY4B6AOBHQAZm4hpgvpMJ7ecD6ImM44xHOA6YwTzQf55KuX3qvFdOri1Ld8Kvs/d0PVY1ADwjl1I5wDUCcCOtAY9161I0ny5NH5JMnrdu2tchzWwKp0GGycaD7Itg/8bZLkqQ+/tqhxaDjhvJ02XvTGExsbNq567sjdt5Y8DbTXNNF8kIWYLqRTplPf8qm++7dc85EcuO29JU9DXQjn1I1wzqTe8XNbqh4B6AABHaithWA+yF9fsT2JkN5UYjpMF837WQjpiZjeZeJ5Oy3G80HPX3LtsseCOkxuFuEcyjQomPez5ZqPJImQ3jHiOXUinANQZwI6UBujgvkgCyE9EdObSkyna4oO5/1s+8DfiugdJJ63z8cuOC0fmLts4q9bGdQTUR36Ec1pqkli+TDXvGxTbvveoUJei/oSzqkT4RyAJhDQgcqsNZgPc+bNjyRJnrj+nMJfm3K4XzptVUY0p9vE83b52AWnjT5oQlapwwmiOU1TVCwfRERvN/GcuhDOAWgSAR0ozSyC+SBCevNZlU4biOaURTxvl1nE836sUqdrhHOaYtbBvJ9rXrYpSYT0FhHOqQvhHIAmEtCBmSozmvcjpLeDmE7TCOdAU1mlTtuI5tRdFbGc9hPPqQvxHICmEtCBmag6nNNeYjp1JZoDbWSVOk0kmtMU4jlFE86pC+EcgKYT0AFoLPdLpw6Ec6BrRHXqSjgHuko4py6EcwDaQkAHoPGsSqdsojnAci79TlVEc6DrxHPqQDgHoG0EdABaRUxnVkRzgPFZpc4sieYAwjn1IJwD0FYCOgCt5RLvFEE4ByiGVepMSzgHOEE8p2rCOQBtJ6AD0HpWpTMp0Rxg9qxSZxyiOcAS4ZyqCecAdIWADh1071U7FrefPDqfJHndrr1VjQOlEtMZRjgHqJZV6iSiOeU59S2fWtw+fuRQDtz23gqngeHEc6oknAPQNQI6dEBvMB/kr6/YnkRIp1vEdBLRHKDOrFLvFuGcWeqN5YNsueYjIjq1I5xTJeEcgK4S0KGFxgnmgyyE9Df94gN54vpzihoJas/90rtFNAdoLqvU20U0Z1bGCeb9iOjUhXBOlYRzALpOQIcWmCaYD3PmzY8sbovpdIVV6e0mnNMEZ37m4cxt25kkefyNmyqeBurPKvXmEc0p2lpj+SDXvOzE++9t3ztU6OvCuMRzqiSeA4CADo00q2A+zEJMF9LpEjG9HURzmuTMzzy87PFZf7L6xP0Vv7Mjt3z7YFkjQSNZpV5PwjlFKDqWD3PNyzaJ6JRKOKdKwjkALBHQoSGqiOb9nHnzIyI6nSSmN4toThOtjOfDXPczm5c9/ouih4GWsUq9OqI50yozmPcjolMW8ZyqCOcAsJqADgATcr/0+hLOaapJ4jlQjIWoLqQXTzRnWlVHcyiTcE5VhHMAGExAB4A1siq9HkRzmkw4B9pEOAeYjHhOFYRzABhNQAeAAojp5RPOaTrxHGgD0RxgcsI5VRDOAWB8AjoAFExMB0YRz4EmE80B1kY4pwrCOQBMTkAHgBlyv3RgJfEcaDLxHGBtxHPKJpwDwNoJ6ABQAqvSgUQ8BwDoGuGcsgnnADC9uaoHAACALhDPAQC6RTynbOI5ABTDCnQAAJgx8RwAoDuEc8omnANAsaxABwAAAAAogHhO2cRzACieFegAAAAAACzac/hY9hw+NvD583a+oMRpAE54x89tqXoEoCMEdADW5Pkf/N3i9rqdL61wEgAAAKAIw6L5gste/uUTGw/e3/f5DT/xqiJHAgAonYAOwNh6o3mvY7uX7u0rpgMAAEDzjIrni+F8iH3vv7CocQAAKiOgAzDU3iMnPkCf/8GzkiRfu/auoccvxHQhHQAAAOpvolXnAwjnAECbCOgArLIQzfu56NZLF7eHxXSr0gEAAKC+igjniXgOALSPgA7AKnc8dGRx+8pzNw48TkwHgHIdP3IgOXIgSXLSqWdWPA0A0FQu1w4AMJiADsBQYjoA1MPxH4fzxcf7n1j2WFAHAEZxuXYAgNEEdADGJqYDQPlWhvOBx60I6omoDgCc4HLtAADjE9ABWBMxHQBma++R+STJu3LPsv2/P3fx2K8hqgMALtcOADAZAR2AqYnpAFCshXjez7vm71m1b5qoLqgDQDu5XDsAwNoI6AAUaiGmDwvpyVJMHxbSk6WYLqQD9PcXb//7qkegYL/5jaeTJL/1ylPH/ppporpV6gDQLi7XDgAwHQEdgJmwKp0ueuzg0omqszevq3ASukI8b7ePPrB/1T5RHcY3//gjSZK5s86peBJY7tS3fKrqEWgxl2unLo4/ezhJctILTql4EgCYnIAOFOLeq3ZUPQI1JqbTdr3hHMoinndT0VHd/dRpm4VoDnUhllMWl2unLhbCOQA0mYAOTEwsZxpiOm0hmlMl8Zxe00R191OnDURz6kIspwou105dCOcAtImADox0592vqnoEWkpMp2lEc6o2/9Ru8ZyxrIzqLv1O24jm1IFgTtVcrp06EM4BaCMBHVjl9JPnRHNKJ6ZTZ5OG85vP+0T+w7d/fUbT0FXzT+2uegQazP3UaYNJo/n19707SfKfLh8dkGAUsZw6cbl26mBUOF/49+Mn87oyxgGAQgnoQE4/ea7qEWCZWcV0IZ1JrCWaw6yI58yC+6nTFJOE84VoDtPYdeFHlj0+VWekRqw6p2rjhnMAaDIBHTpOPKfuJo3pVqUzDdGcOhLPKZP7qVMXojllO2njpqpHgKGEc6omnAPQJQI6AI2xENNd4p2iHTt+fOxjRXPKJJ5TB1VFdavUu0c0B1jN5dqpmnAOQBcJ6AA0jvulMys7Ny1dlWP3ofllzwnnlEk4p+5WRnX3U6cI63aemyQ5tvuhvs9PEs17/45uu3y6uQCqYtU5VSoinH/0gf3ZeEFREwFAeQR0ABpNTGdWFmL6hy/+L5nf84OxvuaZm69bevDqbbMYC6CW6nQ/dUG9+RZCepK87c4rx/66fn8PAZrIqnOqVFQ4B4AmE9ABaA0xnVmZ2/GSxe2VMX1ZNAdgkUu/U4SzNy9dHeaxg/N9j3GSHmgL4Zw6mNu6Y9W++Wf2COcAdIqADkArienMykJMf+rDr614EoDmEdWZRm9Mf+dXn65wEoDiuVw7dTa3dUfOmV/X97lHnjkmnAPQOgI6AK03q5gupAPA9Kq8n/rR+3eN/b0AYBasOqfpztnaP6wDQJMJ6AB0SpEx3ap0ACheGfdTF84BqJpwDgBQXwI6AJ01aUx3iXcAqEZRl353eVEA6sDl2gEA6k1AB4AsxXT3SweAZpg0qovnAFTNqnMAgGYQ0AGgx6zul56I6QAwayI5AHUknAMANIuADgADzCKmO+kBAADQHS7XDgDQPAI6AIxhmpjuZAcAAEC3WHUOANBcAjoATGhUTF983skOAACAThHOAQCaT0AHgCn0xnQAAAC67fzb9yx7fO9VOxa3Xa4dAKAZBHQAAAAAgBlYFtRvXx3Hz7jx60mEcwCAOhHQAQAAAAAqUNdw/uCbXpiXbl039Jh1f/BoSdMAAJRLQAdgTc76wjM5fmR/kmTPW19U8TQAAADAtB580wvHPnbnF48OfG73G04uYhwAgEoI6ACM7awvPNN3/47PLv3WuZgOAAAAzTJJOAcAaDsBHYCBrv3pzYvbf/m+fxzra8R0AAAAaA7xHABgOQEdgFV6w/k0xHQAAACoJ+EcAKA/AR2AUojpADC9jRe9MdmwcfHxkbtvrXAaAKCJhHMAgOEEdABKJ6YDwGQ2XvTG/vsvuXbVPlEdAOhHOAcAGI+ADkClxHQAGOxjF5yWD8xdNtHXiOoAwEriOQDA+AR0AGpDTAeAJR+74LTCXktUB4BuEs4BACYnoANQS2I6AF1VZDgfRlQHgPYSzgEA1k5AB6D2xHSAweb3PZq5M/xspBiiOgA0n3gOADAdAR0ozHeffH5x+5+d7scLsyGmA5wwv+/R0QdBAUR1gGIce+KHyx6vO/OfVDQJbSWcAwAUQ+EC1qw3mEMVxHSgq8RzqrYyqgvqAEtWhnKYNeEcAKBYAjowNsGcOhPTga4Qz6kjq9SBrhLLqZJwDgAwGwI6MJBgTlOJ6UBbiec0iagOtM00sfy13/r0qn13X/yxacah48RzAIDZEdCBJMXE8ve85s7F7b/6P6+f+vWgCGI60AbCOW0hqgNNUXQsh6II5wAAsyegQ8c9eXQ+uw/NT/x1vbEcmkJMB5pIPKftRHWgDtYazMVyyiKcAwCUR0AHsnPT3OL2oJgumNM2YjrQBOPE84tuvTTf+PXvlDANlEdUB8o2t2V7kmT+wN6Bx0wTy+946MiqfadevOaXo0OEcwCA8gnowDILMf1Xzruj4kmgPGI6UEfjxnPoClEdKMPclu2ZP7C38FgOayGeAwBUQ0AH+prb/uLF7fm9Pxp5/L73X7h8x1U7ih4JSiGmA3Uwt21n5rbtzPMPfbPv88I5nCCqA7Pw+u/elGyYy4HnRt/uTCxnFoRzAIBqCejASCtj+qpYDi0lpgNVW3/uK1btu+J3dmRPBbNAU4jqQFG2rIjoYjmzJpwDANSDgA5MpDemQ5eI6UCd7DhlXdUjQKOI6sBabdkwl9u+d6jqMegA8RwAoD4EdACYkJgOAM23ENWFdACqJJwDANSPgA4AUxDTAQAAmJRwDgBQXwI6ABRETAcAAGAY4RwAoP4EdACYATEdAACAXuI5AEAzCOgAMGNiOgAAQHcJ5wAAzSKgA0CJdnz2UREdAACgA4RzAIBmmqt6AAAAAACANhHPAQCaywp0AAAAAIACCOcAAM1nBToAAAAAAAAAREAHAAAAAAAAgCQCOgAAAAAAAB3x3Pfvq3oEoObcAx0AADpkft+jmd/36OLj9ee+osJpAACooz2Hj2XP4WMDn7/s5V/OhhLngSQ5/uzhZX/2mtu6o+xxqJmHn1n6mSWQA9MS0AGY2PM/+Ltlj9ftfGlFkwAwid5wvuD5h7657PHCidIdp6wrZSYAAOpjWDRfcNnLv5wkee7B+2c9DiTpH8xXuuGpP0uSPNLnuXO2+mzTNr2xHGAWBHQAxrIymvc6tvvhZY8FdYD66RfPV7ro1ksXt8c5eQrQZfOPLz9Fv27nuRVNAjC9ScL5MPvef2ER40CS8cL5u+bvGXnM9fc8VcQ4AHSIgA7AQHuPLH2A7o0qSfK1a+8a+HW9QV1Mh+k8dnD5iaydm+YqmoSmGiecJ6t/zvdzx0NHph0HoNFWRvNex3Y/VOIkAMUQzqmjUeF8nGj+0Qf2FzUOAB0koAOwyq3/92CS5MpzNw48pje0iOlQrJXRvNfuQ/PLHgvqDDPpqvNBhHOgy4ZF85Wuv+/dSZLHevadvdl7NVA/wjl1U9Rqc+EcgCII6EBjfPfJ5xe3BaNy9AYTMR1ma1g0H+Tm8z5xYmPPD5IkczteUuRINJx43j7Hjxw4sbHw54+ddOqZFUwD7baWaD7IYwfnhz4Ps3TsiR/23T+3ZXvJk1Ano+K5cE6ZhHMmtXnDSVWPAHSAgA7UVm8wX6l3BaaYXg4xHYo3VTTvY/7HIT0R07vMJdvb6fiKaL7suf1P9N0vrMNkiozmvZzQpwyDQvkg8wf2zmgS6qyIVefCOUURzgGoMwEdqIVhsXyUhZj+ntfcGSm9HGI6rF3R0byfZ26+buLvQTtYdd4+e4/M5525c/Hx789dPPbX9gvrojosJ5rTRJPG8l6v/danlz0+kGTLBp+k287l2qkT4RyAJhDQgUpME8yTE7G8n/m9P1rcntv+4qm+B+MR02E00ZwyiOftsvdI/0s+9zuZKKrD+CYJ5oloTvWKjOWDHHjuxHuOkN4+wjl1UkQ4915LUfxcA0YR0IFSzCqYD9Mb0ymHmA5LJo3mkwbzRDRnyb++6Wfz51f/zdBjxPPm+M1vPJ0k+a1XnjrW8YNONI4b1kV12m5Wq8wTJ/IpzjShPBk/lvfj/b99hHPq5Mg3vpSTX3XFwOetNqdsG37yvKpHABpAQAdm4vzb9+Tzl56+5q9fSzDv5UNe9dYS05PBQb03pieCOvW38AF/WAATzSnSL/3pLyRJbvn2wWX7h/0MXuDEeT31O1E4blRPplutLqrTJivfO7def8uyx6I5Vdn/uRuy6crfmOhrhHJGGRXPhXOqcPT+XYOfHPLvW++5jOulW9ctbn/wVx/PhgpnAdpBQAdm5s13Pbm4PSymi+Xtt/JEjdXpdMnKD/wrT9qPQzRnGsNOll957kYn0xtm0EnEaVari+p0Te/76jj/7zh5zywduuPjAyO6WM4khHOayvssk+qN5QCzIqADpeiN6Wfc+PWpXssHuuZzqXe6rPek/bCYLppTBifX22Oa1epFR/VEWKc5ev/f6f1/xsl8ynTojo8nGe+qMSt5L6eIy7U7zwIAsJyADpSu94PZqJjuQ1z7iel02cqYLpoDRaoqqidWq9NMojlVu+OhI0M/E4nl9HKfcwCA2RHQgUqtjOk+uHWbmE6XiedAGYqO6olLwAMUSSRnFOEcAGD2BHTosO8++Xx2bpqreoxFPrzRS0wHgHK4rzoANIP7nAMAlENAhw757pPPr9q3+9D84nadYjr0EtOZtd2H5v0MBFihTvdVF9WBIh174od9989t2V7yJDAe4RwAoFwCOrRUv1g+Sm9Mh7paeUnDQUG9N6Yng4O6mN5djx1cfhLKLxQBjFanqJ4I620x//gji9vrdp5b4SS0zaBQPsj8gb0zmgTWpojLtQvnAACTE9ChJdYSzHu95zV3Lt+x90eLm3PbXzzVa8MsFbk6vTemJ4J6G62M5oMsxPSbz/tEpHTKNr/v0czvezTrz31F1aPAWKqK6onV6k3WG817Hdv90OK2mM4kJo3lvV77rU8ve3zgx39u2eBfglRDOAcAqJaADg1VeDAfYl5MpyFc6p1+xo3mC24+7xPLHs/v+cGyx3M7XjL1TDDI/L5HF7eff+ibFU4C0yk6qicuAd8Gg6J5P9ff9+4kyWM9+87eLGZyQpGxfJgDz82L6JSqiHCeiOeszfFnDy/7s9fc1h1ljwOFee7791U9AtBAAjo0xDTBfJJY3o8PXjSRmN5t00bzYVYGdShKbzwf5KJbL82eIc/vOGVdcQNBwfpF9cR91dtuLdF8kMcOuuVUF601lk8SyldaedsoKIP7nFOVfsG817vm70meSga9o5+z1WcQyvcap4brAAAgAElEQVTwM4N/ZgrmQBEEdGiIN9/15OL25y89feixgjksJ6Z3wyyj+YJnbr5u4q+BUcYJ58nyn1GD3PLtg9OOA6Wr8r7qR+/fNdaxTKbIaN5r0C9h0D77P3dDNl35G2MfL5bTZMI5VRkrnI/gvZkqDIvnAEUR0KGBemP6GTd+farX8iGLrhHT22XW0VwwZ9bGXXU+ipP/tM2so7pwXjzRnKIduuPjSbIqpIvltIX7nFOFUdE8Ec4BIBHQofF6PyyNE9N9uIIlK0+gDQrqYno9vfOrT40VU0Rz6ko8h8kUEdWd7C3WLKK5/0asdOiOjw/9xdd+vDdSZ8I5VRDOYYmfocA4BHRokZUx3T8GYDLjrE5fGbMGBXUxvRy9H957I4poTp0Vecl2gYCuG/e+6k72Fuep3740W6+/ZaxjRXOKsvB+1+/f6N4LaQrhnCoUEc69TwPQRQI6tJQPVTCdIi/1LqaXY9mH+geuG3lyXzSnCladQzmc6J2t3vfQ3vdbl2Zn1rz/0VTuc07ZhHMAmI6ADgAjFBHTnewoX7+T+6I5VRLPgTbqfW/9aIZfVt+JeKBrhHPKNiqcu0w7AIxHQAeACYwb053kqBfhnKo98WtLV58448av9z1mVDwXzoEmWHl7FSfhgS4SzimT+5sDQPEEdABYo5UxXdwCxjHwZOiQX8rx8wVoIifigS76if/8/xa3771qx6rn3eecoh29f9eyxye/6orFbeEcANZGQAeAAohbwLT8HAEAaJfzb9+zeuftS4G898pEwjlF6Q3qH13x3MKtVkRzmmrzhpP67l/2d/oBP0+B6QnoAAAAAAAlE80pm3BO0/k7DJRlruoBAAAAAAAAAKAOBHQAAAAAAAAAiIAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACBJsr7qAQCg1wNvOGvgc6/84uMlTgIAAAAAAHSNgA5AYzzwhrNy4RNXjjzu8F2fLWEaAAAAAKBKp1xy7ap9h+++tYJJgDYR0AEAAAAAmMjGi65ZerD+BcueO3LP50ueBmiz597+osXtrd/5hZHHb7zw6hz5+p/OciSg5QR0AFrnBa+4LM9+86+qHgMAAABaZVk0H3bcxW9Okjz5U3+TJDnlM4/NbCagPXpDOUCVBHQAAAAAAPoaN5oPc/jXzl7cFtOBMliFDkxDQAcAAAAAYFER0RygaiI6sFYCOgCt5DLuALN302u29d2//9njSZL3/s+nyxwHAIApiOYAACcI6ABAbZx63U1Dn99/y9tLmgRYaVAsH+Yj//K0xW0xHQCgfkRzoO2sQgfWQkAHoLWsQm+WzVffOPIYgR1mby2hfBxbrvndJMmB2/79TF4fABhs5xefHfr8sd3/kCfe+VMlTUPVRHOga0R0YFICOgBQuV2Xb8/VBbyOwA7jm1UoH0VIB4BijIri0Es0BwAYn4AOAFRq1+XbS/teowJ7IrLTTlXF8mG2XPO7IjrQWW/72c2r9v3R3x+sYBLqqKowfuYnv2MVesuI5gBLrEIHJiGgA7XxwBvOmvn3+M6+55Mkv/Lf9838e1EPLuMOdEkdQzmUYeefHZv6NXb/m3UFTEIb9IvbZfilf3pK/vwfDlfyvSlHE1aM//JPnpIvfd/fwyYTzWm7P7qkvM88b7v7qdK+F+UQ0YFxCehAX2XE7Cr98c+fIaID0FhCObNWRJCGpqkqnNNsTYjitJtgTluVGcoBYCUBHRqg7TG7Kn/882fkhkv+W/a997yqRwGAgcTybhCsq3fGf/xf2fe+f1H1GI02bYB2CXPqRBinzkRzktkG5qpXXr/nn2+p9PvTblahA+MQ0KFi4nj1zvjIfSJ6y7mMO01y6nU3uQ97RwnlQNWswKYLhHGaSjTvDiuvYfZEdGAUAR0gIjpQD5uvvjHJiYg+isjeXEI5QH/uAZ5sveELeeZT/7bqMRpJGKeNRPPusfI6OfmVlyfzX6l6DAA6TkAHoBOsQqfuFuL5uEZFdoG9ekI5AExHFKeLRHOAcliFDgwjoAMAVGzX5dtzdcGvKbCXSywHgOkJ5nSVaE5i5TVUQUQHBhHQAQAqtOvy7ZV8336BXVQfTSgHAKAIojkAQH0J6AB0hsu4A5MQywEAKJJoDlA/VqED/QjoAAAAAAAzIJoD1J+IDqwkoAMAAAAAFEQ0BwBoNgEdgE5xGXcAAACKJpoDNJtV6EAvAR0AAAAAYEKiOUC7iOjAAgEdgM6xCh0AAIC1EM0BANpvruoBAAAAAAAAoGobL7y66hGAGhDQAQAAAAAAACACOgAd9YJXXFb1CAAAAAAAQM0I6AAAAAAAAAAQAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgSbK+6gEAAAAAAABgUvP7n1i176STN1cwCdAmAjoAAAAAAAC1878ff3bZ437BfKXjRw+K6MBUBHQAAAAAAAAqteGmR3PvVTuGHvOVc+7Nax45v6SJgK5yD3QAAAAAAAAqd/7te0Ye85Vz7h15zPGjB4sYB+goAR0AAP4/e3cfJNld3/f+MzMra/ZRaJ8kYWxLcIOFgYBNiViulZGIAkVhpGAHJC4Ys75LSlh2yC1CyU7kYBxiixAqEBCizMbiEijJVlLJivgBvIUE0kUpFJmHiw3mQRZYQdLualf7JM1qd3buH8PMzlN3n+453ed0n9frH7pPnz79ZTW729vv/p1Dab5/dDqHTpyuegwAAABGmIgO9JNTuAMAAF37/tHpto/PRfRzz/adXQAAAIq79I79HU/lXpTroQO9ENABAICWOoXyTn532z+dvXHsUMY3nFvCRABAWU5+50tJkvGNWyqeBAAWKxLRXQ8d6BcBHQAAWHUo/9Czruu4z+ljh5JESAeAPpqL4t04ffRxER2A2ikroluFDnRLQAcAgAYZRChv58k971vV8wGgiXqJ4t247A+vnL0xMdbX12HwZqaOJknGJjdWPAlAtUR0oBsCOjC0vnbgZE/PO2vcBwJNMjYxkZnp1cUimmXjrpuXbTu6+/oKJoHerTaSJ0I5APTbwKJ4F6amZ/owCYM2F80BRoFTuQNVENCBVek1Ylfp5OnZDwSEdKColaL6UiI7VRDKqbOT37qvq/3Peq4PvCjHP32BlUVUp45RnGYQzamrP3j5M7p8xr2RLVjKqdyBQfM3EYyAYYzYg/KOyz9d9QhAQ3SK7AI7qyGU028nv3t/Mn2q6jFouK1rx8VvaqnfUTzpfxjf8+BUX4/P4BUN5ndfOPuFtisefUU/x2HEdB+9oR5EdKAsAjpUrAnxu9YR+9TTs/+75keqnYO+chp36qBVYH/jD/93PMnp44cGNg/1JJTTRH/y1dcmSf7xcx+teBKgSURxhlG30RxglBRZhV6UiA50IqBDxXbunY0lt155bl9fp9YRu2IHb9xR9QgASZLx9f39u4D6EMqpo8/+f784f6kbgGEkijOKRHOAM1wPHRgUAR1qYi6kb37PvRVPUg0RG4BRJJQDwOqI4jRRkWheNJhfesf+JMnkZasaCaA2XA8dGAQBHWpmLiRXEdJFbEaZ07gD/SSUMyrmPmSvwnmvq+ylgZooM5aL4gylDpeX6zaaAzSZiA6shoAONSVmA0D9COUA0D8Hb9zR9svkojhNMbZhy/ztQ8/7TL6y/2TH54jmQJOUeT10gJUI6ACMtPFzzlt0f/rgDyqaBBg219/9RG54ycaeny+UA0D3Dt64I1c/e7K044nijIIXbztr2ba1H/FvW6DZnMod6CcBHQAAWnjvA2euP7lSTF9tJE+EcgBYas+DU20juigOACQiOtA/AjoAABQwF9PXXf3Onp4vlANAcSI5AABQFQEdAAC6sDCErxTThXIAAAAYDKvQgX4Q0AEAoEdiOQAAAFRLRAfKNl71AAAAAAAAANCrS+/Y33Gfuy+8r+M+MyeOlzEOMOSsQAcAAAAAAKCxTtx/Z9UjADUioAMAAAAAADDUWp3KffHqdKEc6ExABwAAAAAAYOgVOZU7QCeugQ4AAAAAAAAAEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJAkWVP1AAAAAAAAANCNtS//1RW3P/W5PxzwJMCoEdABAAAAAAColZPX/+iybZu+8cqOz5vc8YZM3XtbP0YCGkJABwAAAAAAoFIrBfNeiejAargGOgAAAAAAAADECnQAAKAEN1/+jPnbR5+eSZL85hcPVzUOAAAADWcVOtArAR0AAChkYSQv4qafOyeJkA4AAEA1RHSgFwI6AACwSLehvJObfu6cvOeiG5Ikxz71L0s9NgBQzHm3P93ysenHvpsDb3/eAKcBgMER0YFuCegAANBAZUfyoja88feSCOkAsFrtgjgAANA7AR0AYIHp/Q9lYtuFVY8BpakqlHey4Y2/J6IDwBJVRvGtH/yGVegAjCyr0IFuCOjAwD1w7fbKXvsbB08lSd702YOVzQDU3/T+hzruI7JTN3UN5QB19tiT0/O3z1s3UeEkjKphWyV+zd9bmz/69lNVjwEAfSGiA0UJ6NAwVcbrOvnkKzYnEdKB3hWJ7InQTrlEcmDULQzaUFfDFsUBuvXdw9X+fXzq9Ex+8lzpgv4Q0YEi/C0EFRO0q7X5pi/l4G++tOoxgBq5+fjujvtcv35X4eNZzU4vhHKgiaqM53e98sO59p63V/b6VEsQBwAAFhLQgcbbfNOXkkRIBworEtmT4qF9LrKPrTsn4+vP7Xkuho9QDnDGxNhYpmdmctcrP1z1KIwAURygdx8Yv6K6Fz99Or+eu6t7fRrBKnSgEwEdAGCBnXsPtX381iuLB+5uVrOPrTun8HEZLiI5QHHiOa0I4gBAmUR0oB0BHQCgC50C+5yiof3m47uzZXI8b8j/vZqxqAGhHKB8R24pftmUVXvB+sG9FisSyQHq4cT9d1b22me/5Bcqe22aR0QHWhHQAQD6oEhov/XKc7NlcnwA01AmoRygfwYazAEAAGAFAjoAQEV27j2UO39hS9Vj0IJQDgAAAKPNKnRgJZY8AQAAAAAA0EiTO95Q9QhAzQjoAAAAAAAANJaIDiwkoAMAAAAAAABABHQAAAAAAAAazip0YI6ADgAAAAAAQOOJ6EAioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkiRrqh4AABb62oGTVY8AAAAAAAA0lIAOwFD5SP5Lrjt8WdVjAAAAAElmpo4mScY2bKl4EqBJTh890PKxsbPXD3ASYBQJ6ADUys69h3LrledWPQYAAADQwlw0X7Tt2OMVTAKMqv+17+kVt39uy6dz+UOXtn3uzInjIjqwKgI6AEPno+fc03YV+tjERGampwc4EQAAAIyulYL5Su6+8L5F97+yvx/TAKPqrJv/d+573bZSjiWiA6shoANQO1ahAwAAQLWKRPOlwbyVS+9Q0oFiLr1jf8eIfveF93VchZ6I6EDvBHQAhpJV6AD18P2jrf+sPffs8QFOAgDAavS6yrwV0RzoVZkRHaAXAjoAtWQVejNN73+o4z4T2y4cwCTAQu0ieTuHTpxOknzoWddFSgcAqBfBHKizsiK6VehALwR0AEbW2MRE1SPQhQ/vf3+uX7+r435FInsitEO3eo3kC33oWde1fOz0sUPzt8c3+IIUAPTTye98qevnjG/c0odJqBunZQdGjYgO9IOADkBt7dx7aNH9B67dvuj+F7f+z0X3f+67P9v3meiPx6dmV6nefHx3of2FduhNvyN5EU/ued+qZwCAJuklhnfrsj+8cvbGxFjfX4tqTN3zqfnbZ19y1bLHRXOgjoqsQk9EdKB8AjowNL524GQpxzlr3AcCo2r8nPOqHoEeXPU/Hp+/XfS0/f0K7cIeo2K1oVwkZ1Sd/FabODDhn8d09tiTq/8iEgw0iHdpanqm5EmooxP337l844UrByrBnGHz3cP+rh41RSN6ESI6UJRPCICWygrWdXPy9OwHAkI61M/Ssw600o/QLvgxbERyRk3buA0DII7Tq34H8V5jeDf2PDjV99eg3oRy6qbqEP7eBzpf7oDBKet66ABFCehQM6Marcvyjss/Xe4BTz2drPmRco8J9F3ZoV0IpK6qjuSJ3x+DIh7315989bWF9vNxW/fKjM4TY9V+wXXPg1O5+tmTy7bf9coPVzANVRLEgbqpOiYP2pouF718YPyKPkyxwpkaqFRZEd0qdKAIAR0q9pLb9xUOPFUpPVrXzamnq54A6JOiob0uZp48nOknDy/a5hrto08kJ0kO3rgjm99zb9VjVOrgjTtKOzUjvbECuwax/OSJal9/BNX5dOlFieHQLFXH8spXXo+P5wPpRxAvbsXLHFALIjowKAI61MBc4FkY0kc+Wq/CwRt3VD0CQOlmloTzOQuv0d6O0F5vq43kiVOuN0HVAXkUz4PkdLT91ZfYfMuu8o+5CkdqNg9WhwOjbW7ldX9WVHc2LOF4WOakOiI6sFoCOtTIXEiv4+oj0Rqgfx6fOp2bs/L12q9fX+yDe6G9HqpeTS6SM+wE72rteXAqm9628t9HTSGYV6sfcVwQZ1jMTM2u+h3bsKXiSahMDVZe14E4TidFVqEDrJaADjUkVgM0x+NTp9s+fvPxYiGj7NBOayI5/SQgU3cCM/1U5HIWTpfOqJgL5su2H3t80f2v7D+ZF287axAjUTHhGIpzKneg38bWXvnWmaqHKOL04cf6ctzxc87ry3EHqexfm2H/NSnr18ObVqinhZc6WMl1hy9r+/jM9Jnw9fRf/kkpM0G/dfq570ar0C7KruyGl2zs6XkiOQD07upnT5Z2LEGcsk1e9saen9sqmi9194X3ddzHl+4AUmgleqeInmRZRJ+697aeZxo2Z19yVSnH0ZUWG/Zfj0SXtQIdAKDm5i7x0UmR0L7Sivaix2+i9z5w5kPOpTF9tZE8EcoBYCV7HpxaMaKL4QybMoN5IpoDLGUlOtAvAjoAI+Wj59zTdhX62MTEolXoMEq6De3CeXcWxvR1V7+z8PNEcgDonljOsCoSzQVzgPKI6EA/COgADJWdew+VejpraCLhfPUWRvF1V79TJAcAaCinZQcAGD0COgAArIJ4DgDQLFaZA9SLVehA2QR0AIZOp1XoTuMOAABAP0zd86ll286+5CrBHKBiZUX0qXtvK3MsYEgJ6AAAAAAAPTpx/5259P7F2+YijmAOMDidIvrsn8l3Dm4gYGgJ6AAMpc7XcL4zZ19yVctHxyYmyh0IAAAAfkg4B6iGP3+BMgjoAIysE/f7RikAAAAAAFDceNUDAAAAAAAAAEAdCOgAAAAAAAAAEAEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIkqypegBgMP7y2u1tH3/VLz7S8RiPvX6irHEAAGiYjW/9SJLk6Md+reJJAAAAAFoT0IHCNv/u53PwX7+s6jEAABgi669596L7cyF9qc8d+Z0Vt1/yR/tKnwkAAACgFQEd6Mrm3/18kgjpAAB0tDSe9+L+a2bPpCSkA0B9vfnidYvuTyy4cOitf/3kgKehW9s/8cSK22eefmr+9v5dFwxqHAConIAO9MRqdIDB+tDLnjF/++npmSTJO+49XNU4AG2VEc4BgHpaGss72flTs/vfdt7r57dN3fXxUmeis3v+ybYVt//SVd8u9Pxtu2cv/yikA9AEAjrQM6vRaaLtnzo+f3vmyIEkyf63/URV4zCiFsbydt6/45xF9wV1Bmnq1565bNuhEzPzty/4T48MchxqRDwHgNHRbSwvavKKtyQR0gehVTjv1VxIT8R0AEaXgA6smtXojJqFkbyIbbd8b9F9QZ1uFI3lRUz+/JuWbZv6widLOz7Ns1IkL+qR/2v2w7SLvvXy2WPd86lSZqK+hHOA+tv1/PWL7h87OZPbv+X02szqVyxndFmVzlLn3PDf52+Pb9q+4j6H/tXPDWocgJ4J6EApRHSGUbehvKg/u2rrovuvuvNAX16H4VNmLC9q8uffJKLT1moieTcmL3vjmdcU00eOeA5QjaVBvBfXPnc2mgrpzSKWUyar0pvrobecnxed99GunnPuv/1i28cFdqAOBHSgNE7pTh31K5J3Yy6oC+nNUkUsh1YGFclpJvEcerP5pi8tun/wN19a0STUTRlRvBfrr/03OX77b1fy2gyOcE6/WZU+2h56y/l9fw2BHagDAR0ondXo1EUd4jmjTyinToRygN4tDdqDtumffTJH/uPyy7Ew/KoK4r0Q0YGyWJU+egYRz4voFNgTkR1YPQEd6Aur0YFRJJZTByI50ARVx2zoZJiiOEDVrEpn0KxiB1ZLQAf6ymp0YFiJ5VRJJAfqRtAejK+8YXtefNu+qsdoLFEcoL+sSqcuBHagEwEd6Dur0Vlq4anVZ47MXhd8/9t+oqpxQCynEiI5UDciOaNGEAeoL6vSqTOBHRDQgYGxGr1Zur3++LZbvrfovqBOv4jlDJJIDgDlEsUZRW++eF0mxpNb//rJqkeBgbMqnWEksMPoE9CBgRLRR0u3kbwbf3bV1kX3X3Xngb69FqNLLGdQhHJGzfpr3p3xTduSJEc/9msVTwM0hThOE7z54nUtH9v5U4sfu+2812fqro/3eySoDTGdUdEpsCciO9SdgA4MnFO6D59+hvKi5oK6kM5KhHIGQSSnKdZf8+5F9ze+9SPL9vnckd+Zv3153ycCgOHULpYXNXnFW5ZtE9VpAqd4Z9Sd+2+/KKJDjQnoQGWsRgd6IZYzaMI5TbE0nAMAxZURy4HlrEoHoAoCOlApq9EBAKonngNAcWI5VMOqdAAGRUAHasFqdACAwRPOAaAzwRzqxap0APpNQAdqQ0QHABgM4RwAAABgZeNVDwCw0Obf/fz8ad0BACifeA4AAADQmoAO1JKIDgAAAAAAwKAJ6EBtiegAAAAAAAAMkoAOAAAAAAAAABHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAS0w/+t2qRwCASqypegAAAAAAAGDwTn3/620fn4voE+c/ZxDjAEAtCOgAADX38LHplo9tX+uEQgAAAKzsO0+cavv4++9+TZLkHZd/uu1+C1eji+kAjDoBHQCgJtqF8lb+5YmXLbh3JEkytnZTSRMBAAAwzHbuPTR/+9Yrz22531xIT8R0ABDQAQAq0Ess/8D4FYX2m3nqyPztE/ff2fXrAAAAMHr6GdOFdABGiYAOANBH/QzlS4nlAAAAFDEX09uF9KR4TLcqHYBRIqAD5RufSE53H4ygDNs/dbzqEWiwQcVyoZxOvrz/5LJtP73trAomYZRdnuurHgEqd+p7XyvvYGdNlncsam//U2feN25bO1HhJIyyN1+8ruoRGAJFV6UnrpdOvUw//Nfztyee9VMVTgKMIgEd6A8RnT4SyamaUE4drBTJYRBOH9kvnlMrpUbsinzmwG/N3lgzVu0g9GxhEIdBE8opi+ulM6wWxvRWRHagGwI60D/jP/wWvZBOl8Y2bc2vXPO9FR/bfs2Ah6HRegnliVhOeVYTyS9/6NJF9w9v+1+rHQdy+sj+qkegpkYqYkPKD+J/8cLfaPnY//mdj5T6Woy21z/yx4lgzgC4Xjp1N/fe7ZVbf7/Q/iI70A0BHeg/q9FpY2zT1qpHgCRWlVOdQydm8tCRU10/b2kgh34SzpuhDhF8FCL2pXf4/TKMjp2cyVOnThfev10Qh7K8/pE/rnoESOJ66dRbkfeP3UT2hZ9Vjm/a3vNcwHAT0IHBsBodqIlBhfJELKe4Czctfls+F9RXEz2o+T0AACAASURBVMmX/fxd8syej0VzCefNcuSWXdn0tt1Jhj9ki9j0Yu2a8Xz6Z34rM08dWfWxntzzvuI7P3/9ql+P4Tdd/PsbUBnXS6dOLr1jf+573bZC+7Z7b3vB+om86LyPljUWMCIEdGCwrEYHBsiqcobVhZvW5KJvvTxjk7P3Z6aOrrifnz36STxvpiO37Cr8QWQnIjbDamztpkURvasYDtAQTvFOHRR5v7n0ve0F6yf6NQ4wQgR0oHR7v/6LedUvPtJ2n5PfvHdA0wBNIJQz6sYmNyZJpu75VMWTAE0gfMNsRD9++29XPQbAUCg7pluVTpkWvrd96C3nVzgJMEwEdABgqIjlAAAAUE+ulw7AKBDQAYCh8t4Hlp/K+oaXzK7OFcoBAACgeq6XDsAwE9ABgKF3JqqfieFnX3LVon2EcgAAABi8flwvff+uC1Y/GAC0IKADACNJMAcAAIB6KRrTD964YxDjAMCKBHQAAAAAAGCgFsZ0AKiT8aoHAAAAAAAAAIA6ENABAAAAAAAAIAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAABYYPsnnsi23Y9UPQYAVGJN1QMAAAAAAACDc88/2ZYk+aWrvt12v4URff+uC/o6EwDUhYAOAFBTH3rZM1bc/vT0zKL777j38CDGAQAAYMjMhfIyiOkANIWADgBQsVahvKj37zgnSfKvxl+zaPvUFz65quMCAADASsR0AEaZgA4AMCCrDeXdmvz5NyUR0gEAAOgfMR2AUSOgAwCUbNChHKAqM1PHMja5oeoxYChtvulLi+4f/M2XVjQJMOoOP316/vY5PzJe4SQ0gZgOwCgQ0AEYaqf+9sstH1tz0U8PcBKaSCgHmmpm6ljVI0DPlobrutj0zz6ZI//xTVWPAQyxhaEc6mAupgvpAAwbAR2AWmsXyGFQhHKAWcI5q1XXeA0wbIrG8j/f8opF9685urcf40BbVqUDMGwEdAAqtZpA/v67X9P28RsuerjnY9NMQjnAyoTzZhC3q/eVN2zPi2/bV/UYQI10s6p8aSyHOhLTARgGAjoAlZrY8mPLtk0//ndJOgdy6JVQDlCMcA4Ag9GPUH7i/juXb7x4XeHXgX4T0wGoKwEdgNqZ2PJj+cSfvSRZNzG/7dEnp5ftt3PvobbH2b6z9NEYMkI5QO/GN23LdJuAfvPx3UmSX5/854MaCQBG1ubJ8WXbbjvv9Zk5drDQ81eM5TBExHQA6kRAB2AonP/DmP6qOw9UPAl1JJQD9MfE9otW3P65I7+TTJ414GkAoHnGNmxetm3qro9XMAkMjpgOQNUEdABgqIjlAAAA0AxiOgBVENABAAAAAIBaE9MBGJTlF9cBAAAAAACoqW27H1kU1AGgTAI6AAAAAAAAAERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJAkWVP1AMBg/Mzt+3Lrlee2fPymP9iad1z+6QFOBABAk0zv+9skycT2iyqeBAAAAKA1AR0aZOfeQ20j+vvvfk2StA7p4xOz/3t6uuzRAAAYUTNTxxbdnwvpC918fHe+3uYYO/ceKnkqAKBfDj99OkmyedLJT4fVqe+feWc2cf5zKpwEAKohoEPDzH342Cmkt12NLqQDVObhY9PZvtYHUUD9LQ3nK7n5+O62jwvnAFBfc6G8lYNTs4//+ZZXzG44djBjGzb3eyw6+M4Tpxbdf+8nLmr7OeD0o9+dvy2mA9AUAjo0VKeQ3nE1ejIb0kV0GujU33550f2JLT9W0SSMsoePtf7zdd9TLT6oWt+nYWAFX95/su3jF27yT42mEs4BYLR0CuVz5kN5GzPHDiZJTtx/56pmorjL/sv+JJ0X08wpGtMTQR2A0eVTLWi4VYd0q9EZMUvjeBHTj//d/O333/2aPJrk/HUTJU7FqGoXyVv5wPgVrR986sgqpoHFOgXydi5/6NIF944mScYmN65yIupOOAeop/1PtX/PuXaNsxtRPJInxUL5HKG8Pha+zyojpidWp7PYzJEDi+5PL7m/0MSzfqrf4wCsioAOJBHSaYZe4vhSC/8h2c6jT/q9wBmlh/IWfDhFUeXF8eJmpo76GR1RwjnAYHQK4d36ixf+xqL7Y6UenboSykl6i+lJ8dXpYvroe+T4mb+T/vzBty57/JVbf7/t86cf/uvCryW2A1UQ0IFFOn54uXdHkuQvr90+gGlgdfa98cz5rDe/596O+xeN46348L/ZRHLqbvIjP0iS3Pe6bW336zWQ+9lsrs9P/j/Ltl3yR/sW3d85qGGgz05972v9O/hZk/07NrW2+6+O5+pn9/7ff2kI79WMsxk1wp4Hp5ZtO/uSqwo91/u90VQ0pie9nepdTB8dF3780fnbnf5d+ZkDv1X4uN3G9iO37Cp8bIBeCegANMLBG3cs29bpH4YLieMkvUXyRCinXi69Y/+ybUU+NPUzCQxaX2P1gHTz4XGSZI01wE2158GprLv6naUd78k97yvtWIw+7/OYs/Szj7Kvmy6mj46V/l25kk6hPWn/fqno6wCUTUAHoLFEcVqxmpym8bMIJA0N1jXz1KmZqkdolIWnRK/DdcDnovfCkC6EA1Uq+7rpC2N6Iqg3QTcB/L7XbatVMJ85ciDZ5Cys0FQCOgB91821xye2/FgfJ4EzRHKqUOTa4xdu8hYdGA7DHqsTq5pGRRnXBn/qVPHrQvebaA7Ukeum029Vvi+bOXJgxe2u1Q7N5dM5AFalmzi+klbXHX90we3z102s6jVoNqGcQSkSx1tZ+brjR5MkY5Mbez4uQDeO3LKr0Gk2V0Owpp0yQvhCPV0b/IfXAR9bu6nUWWChw0/X5wsb0AunemeYPXJ8+fuNzxzv/MXQbq/V3orQDsNBQAd68jO372v75vimP9ja9k1xxieS0+V+OEL/7Hvj+mx+z709PbdVIC/KadYpQiSn38qP48X4maMKM1PHkiTTP/zfpW4+vjtfH+RADJTATZX2PDiVJLn62ZPz23qK4G1Y3c0gFQ3lf77lFSs/cOzgsk3eH1JH/TzVu5hOmS78+KMtH+v0RdKiZ19qF9qP3LKr0DGA6o2tvfKtQ3GBrdOHH+vLccfPOa8vxx2ksn9thv3XpKxfD/8gKa7dG+Ok/RviJG1D+sF//bJeRmJAOv2370Qcp1c3vKT4itxuQ7k//+lk6T+qew3kftaoyvpr3r3i9pkWwXzOzcd3dzy2v9uBsi28HvhCQjiD9OaL17V8rJvV5C1D+RLeJzIqin5u1PGzwwWWBvX9uy7oaiZYraJnbBqWL6aefclVpRxHV1ps2H89El1WQB+S/1Dt+I29mIBenX6EdAF9+Mz9HPgAnSp086bfn/OUZaWfOz9f1NnSgC6cA0B7b754nVAOq9TNIoyiQX3i/OcI6LBKAvosnW25pndZAX1I/kO14zf2YgJ69dq9Ie42ogvoAADlmgvowjkA9M6Xd2F1ulmdfvDGHX2eBppLQJ+lsy3X9C4roA/Jf6h2/MZeTECvh7JWowvoAAD90eq0yJ3CuWgOAAAwGgT0WTrbck3vsmuqHgAYTR0/WN3rm6MAAFVqdf3gnQOeAwAAAKBOxqseAAAAAAAAAADqQEAHAAAAAAAAgAjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAECSZE3VAwAAAAAA0L3zbj+x6P5j155d0SQAAKNDQAcAAACAIfb1QzNJkok1yfM2jlU8Db26/5rtbR//hdf+XcdjbP3gN3Pg7ReXNRJAZTbu/MCybTPTJ3PsE++sYBqgaQR0qIltH/tBxiY3LNq275c3VTQNTXfgrRckSSYnWn/wsuGjPxjUOAAAAI03F8k7+cbRxft99tXnzt9++xeeKHUm6mnrB7+ZJEI6UDsz+77V9vFNN/xpx2NsePP7Ft0X1IF+ENChQvt2XZDn/4MHWj6+/T8f6f6Yojs9eMZvf3b+9nce/ZVCzzl23TMLH19sh97MPPBfC+135ImjK24/5x++pcxxAADoo6KBfDU++PPPSCKkN4XV6EATLAzqYjpQFgEdKrJv1wV9OW630V1wZ2E875eisV1opymKhvHV2vbR7y/btv+6Hx/Iaw+jtVe+NUny1N6PVTwJAMNuZs+7Cu/70MOP56LrP9zHaaiTQURyWEhEhzNmfuNHu9p/7EP/u0+T0C9WpwNlEdCh4ZYGd0GdKlnVzjAbVBSn/+ZCehXE+2b7D3f9TZ79wucO9DWv3uo6uTRPN3F7UP725l8X0RtAPKcqTulOnXUbtQFgEAR0AIaS2M6gCOPN8K6Xbsq/q3qIGrAKv3n2HBiNmOOLAKOjjnF7UNa/fvb/+/E/fnfFkwCjymp0ihK1AWg6AR2olbkV8VbCUyaxnaVEcVju7J/9pfnbVa3Cb3K4//IbtufuqocYYmV9EUCIb6/JcRtgVIjow03YBoDBENCByu3bdUGe/w8eWLTNtdypiuu1Dy9RHHr3rpduyk1VDwFUTiCnSZaeTn1ihU/InrfRl2oYTU7pXk/iOAzOxp0fWLZtZvpkEtdNB2YJ6EBl9u26oLRjdRvcE9Gd1bGqfXCEcQAAulXG9ca/cXQmn331ucu2v/0LT6z62FAHVqMDo25m37fmb2+64U8LPWfDm983f1tMh+YS0IHGWim6i+r0Q5HYLrIDAEBxZQRyQEQHaGdhTE8EdWgSAR0AAACAWhPMoX+c0h2gGKvToTnGqx4AAAAAAIBqzYV0AICmE9ABAAAAAAAAIAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJkjVVDwAAAAAAQPdOfuf+RffHN26taBIAgNEhoAMAAAAAVOySP9qXW688t+XjN+0+P0nyjss/3XKf00cPiOgAAKskoAMw7/SB7+fbT5zq+nkv3HJWH6YBAACAZtm591CStA3p77/7NR0jemI1OgBArwR0gIZ74t+8Yv72prftziu3/n7Xx/jMgd/qan/BHQAAAFrbufdQx4iedF6NngjpAADdEtCBRbb/5yNJkn2/vKniSajCkVt2df2cXqK74E5TfO0bDyZJ/v7znl3xJMCw+Ob9X52/ffElL6pwEgDK8PVDM1WPwBArYzV64rTuQHNt/Bd7cvTfX131GMAQEtCBFc2F9G4J783TbXQX3Blmc0Ec+mXtlW/t6/Gf2vuxvh6f1fnZj+xYvOEPz9z8wq/+xWCHGSBfFKAbX/6bh0s/5k//5LNKPybNII4zKFajU1f/89Gn+3Lcnz3/R/pyXJpp47/Ys+j+2ITPDYHOBHSgVN2E9xcsvDN1rPRZqCfBnbo58sTRPPTI/p6ee8VDlxba7/HnPdbT8aFsrQL9v0syPthRWOKnb9vX9vH78o8GNEkFfvhFgVH+kgCdPfTw4zl0/KlC++74fzeX+trHf7LUwzFCpk8l/3DPoWXbv17BLFB0NXrSOaSL6LTyzUOn8sSJ0233efWL/tuZO+f1Z47HH7umPweGJDPTJxfdF9SBlQjoQC2MTW6oegRqqo7BPRHdR82FF2xbtu3/+PbLkyTTB75f6BgHb9zR+sFX/dee5gKYc+kdvX3RZ6jc8eIkyX2vW/5n8iA04te45s5dvzYv+PyWJMnMiSdX3OfJPe8r/4V/9V3lH5OhM32q6gmgmDJO6241Ou0sCuQLzP+b9442//Yty2/8aP9fA35oaVAHSAR0AEZML9dxf+Xbdnf9HKvcm2Ni64/P395/3Y+32ROAMgjZJH0K5QAjpKzTuovoLNX2y+EA0BACOgCNV+Uqd5EAAACAXliNDgDQHwI6AHSp1+Dey+p4AAAAaMdqdACAcgnoANBnwjkAAAD91O1qdKfpBgBoTUAHAAAAABgBcyG9pb3COQBAJ+NVDwAAAAAAAAAAdSCgAwAAAAAAAEAEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAECSZE3VAwAAAAAA0J3zbj+xbNtj155dwSQAAKNFQAcAAAAAqNj912xv+/gvvPbvOh5j6we/mSQ58PaLS5kJAKCJBHQAkiTP+O3PJkm+8+ivzG+bnBjr6VgbPvqDUmYCAAAAuiekAwD0TkAHaLi5cF6mY9c9s6fnCe8AAABQnq0f/KaIDgDQJQEdWOTU977W1f5rfuLv92kSmkh4B5ru9OHHCu03fs55fZ6EKvyHu/4mz37hc6seo62rt/Z2dhqAUffdv/mrjvs85yefP4BJYDmr0YGmOn1436L74+e0v1QGwBwBHVjkT7762u6e8NXk1S/6bz29lvhOWXoJ76I7UEf//PRdxXY8tPLmD4xfsarXF+ar8+U3bM/dVQ9RwJ4DM1WP0Fe+IACspEgcn/PF6y9t+dhz9h4pYxzomZAONJ2gDhQloAOLXHrH/u6fdMeORXfve922Ys/76pmbV71i9s7Y5IbuXx96YLU7UEfvfeDoKo9w54pbb3jJxrbPmpwYy03j/2iVrw0Aw2tiwSdk3/qr5cG8XRhfqtXf57/c9VTQH07rDjTFl95+WZLkpR+8Z8XHxybOmr89M31yIDMBw0FAB0pXNMLv23VBnyeB8gnvwDDqFObf9dJNA5oEAOrvuc8/c6r1z7763CTJM9dPzG97+xeeGPhMUDar0YEmeP4LZv+MO/6xi7Pphj+teBpgmAjoADAAncK7wA4AAMCgCekAAMuNVz0AAAAAAADV2frBb87HdACAphPQAQAAAAAAACACOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgA/8/e/cfbGdB33n8c28C+UVyQ0iCFbSQsqJEVxTRBM00ZJl2gEKWsdRRt53lh0VKNUxZYLSugOtYkd0Wne2qlB87uIvFjKVABREKSFzCisC0YxAtou2CJYEYQgJJCLl3/wiJ99x7ft7z4zk/Xq9/OOd5nvM83zkkufec93meAwAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIEkyvegBAAAAAACoz+4nH664bnjuwg5OAgDQnwR0AMr6pxdeLbn/tkMOKGgSAAAA9vnpjzfUve2DFyxPkrx+zrR2jUMLHX/zpiTJDScdXHb95699XZLkopW3V9zH6LbnkwjpQG/Y8MMnSu6v//0lefcX19X9+OGRxa0eCSCJgA6F+enWvXHytu+8veI2p779linte/qv/9spPY7BNPr8v5TcXzL9v+y9UeO19l3Pf6Kh4wjwUL9//NFTTe/jxJ8vzzTvmQEA9ISpRPF6XPnItqmMQ8HOumdLksoh/b/df1oSIR3oPUOL31Ry/4f33jZpm++vWTFpWaWoPrp106RlojrQCgI6FGT52udqb7T2fWUXrz9zUfXH/cPkRfXE+F9+qvzx6G8vfvncKT1u/Fs2886/tuHHC/AMkqHj3p9/+F9X1b39iT+v/03Rcvx7PjWjWze2df/DI4e2df/0hyceLvOL3ARvPr7yBzCB1njsx0937Fjv+z8LkiRDMzp2SAry1oOHSu7f+tAP998WxSmn3pCeVI7pQjr94qFnXyl6BNrgratOn7Ss0aj+8q17328Z2/STFk8HDDIBHXpQXfF9ogoxHlphKhG+0wE+EeEp1tv/w8U1t1nw2e8lEcCLcMX3X0yy90X6pcfNbc9BtlRf3Q1vhlf7EIEPALTfsv9R59/969tz/AfOvrs9O+4SPnjQnfaF6oPnzCpshqHVV+y/PXv1vp/XC1q2/31v6sJEq5e9tegR6BG1QnpS+6x0IZ1q9sXp+TOGC55kr0MOvXnywiZfjnid3TvKRXWAThPQga6wZ2Njlyt2mfr+0myATxqP8AJ8/2vFZdA7zQv67tANIbsIF+7+TvUNanwAoJqrh0+c+oMHxDu+PvnSgx239tiW7q7mVZM6rcYHD6b0IdU+M7T6ijz6hXNatr99Z1ZXN3GblzM0Y3bLZmiU2D14Jl46/U1LlxY0CdQmpPe3Vp1hPaWvhCyJ08W/LvXamE7b88tnkrj8O/ArQ7NO+shY0UPUo12X1OyHM2la/dz0+nPSqudj18OTLxVDZ0z1zdZWfGf8pt+fN6V90PuKDvAHfeUXDe9vkDRy+fN9mrkMuhfrADD+bOxfEZgpyg+31P/2VTu+T3xQP2BHd6sW0vep9j3pyeSQ/vyaNzc1E83Zd1Wy8bw+hfqVu/x7JZW+V32iSlF9+421rzTYC2Yc35oz/nWlUr3+fCS6rIDeI/+jqvEXu5SAzni1YrwzjWilRiL8VL97nuoWfPZ73lwAAOhT478zvBLfJc4gamVIF9CBflRvWG8kqgvopXSlUr3+fCS6rIDeI/+jqvEXu5SADgAAAMCgaUVI94FkgMEioO+ls0026F3Wd6ADAAAAAPS4fd+RXtU9AjkAQC3DRQ8AAAAAAAAAAN1AQAcAAAAAAACACOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEiSTC96AAAAoLprVs2vuc2a4TOrrt9xz1+1ahyAgXHO0jlJkus2vFTwJADQHR76vUUl9zfvHM2pt20uaBoAaA8BHQCmYN+bqUmy49Wx3PTjlwuchn735K6xiute3LJz0rJ3vm5WO8cBCvDnK0b23/7Flc+U3WZ4+gEN7fML757R1EzQqz589OyGHzP+d799nv6LLRW3v+u3Dmz4GEDvmvm+DyZJhg781e/hO+69Lb4EDAAAIABJREFUvqhxoCGzVp1ddf19C2+vuY9vnX5IyX1BnUExc+UfNLmHoZJ7315wR8n9lX/zXJP7B6ZKQAegr5R7c7MTPjThjdjvrNlQdrvn/+jIToxDF6kWv9tlx1OPlV0+a8k7OjwJ0Kzx4bzVLvn+rpbtS4yn20wlkkMnjf3tZUWPUOLpZ7fkqBufTZLsevAbBU/TXT5/QvmfxZcPn1L1cbWiZCuJ9XSb8UFdTKcbNB+6gUEjoENBbn2+80GF8jasfyRJ8snT3lXwJP2tqLANlewL2/vO4HbWNsDUifFAEbotQkNRxHqgXwjdQLcQ0AFes+79e7/DacU3XRpnPOGbbtCJs7gffXZHyf23vPxE2e2cxQ3QXq2M8Ykg342qnR0+c/pQxXWVLpnucun9QxCH7tfKWC/GD4aJ35k+0eadoyX3nbHeG4RuoN8J6AAAAPStiUFeUG8fl00HAJrl+9SLJ44DJMNFDwAAALTfjON+p+gRAAAAAKDrCegAAAAAAAAAEAEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJIk04seAAAAqO6nW/fU3GZ0eGMHJgEAAACA/iagAwBAl7vykW259Li5RY8BAPSox37ydNX1i+bN6dAkANAbxl56oe5tvzKyrqF9n3XPlrLLVza0F6CdBHQoyOqFQ/tvrz9zUYGTdM4DZ99d9AhlTZs+PXtefbXoMQbW8ztqn1VZy7qz76m47oyv/3bT+2cwzDt4Zsn9Zw4+tux2T+4a68Q4AF1p6PyFVddvuui+hva36Ki3NTMOA2Lnq3t/9i782Pyy6z989OxOjkMPqxWRp2L52udavs9ydj18W0eOQ2/4+Na1VddfPXxi08cYnlv9Zz7Ua/PO0bLLD5np22WpTztDdlI5Zje0j6b3AHQbAR26QKdecBdubfkYxWCbc0D5F0zfWbNh0rLn/+jI8jv51PsqH2CpMymobmI4B6CyKx/ZVn2DD72r4qo/XzEyadkvrnxm0rLh6Qc0PBf9Y18sZzAN/fsrSu7POP70kvsiMuxV8+dxyv9d+fwJk38WJ8nlw6c0ORE0rlJYp7sVcVZ2Q/toeg8AewnoAADQA2pdxv3C0fuqn2007AwPAHqLYA4Anbfz/htbsh8xG+hlAjoAAPSIqZ5tBAAAAADUx2koAAAAAAAAABABHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkCSZXvQAAABAddesml9zmzXDZ1Zdv+Oev2rVOAAAAADQtwR0KMitz48VPUJXWL1wqOgRABq24bENdW+79B1L2zgJAAyu7btHK6476AAX3KOzxv72sqJHaMrTz27JUTc+myTZ9eA3Cp4G6CebXi79eb14tp/RtM/MlX9Q9AgNKn1v/NsL7ii5v/JvnuvkMMA4AjpQqG74IMGG9Y8kSVb8z5P3/vebfjGBQfLilp1ll7/l5SfKLp+15B0N7f/JXcX/OwcAvWLm9MofsH36L7aUXX7Xbx04admHj57dspnonF6P0ABM9pYF1RPE5p2VPxBH8XovSAO0hoAOAAADYMZxv5Ndj/xd0WMAAADQxURzgMT1UgAAAAAAAAAgAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEiSTC96AAAA6rPhsQ1V17/hiN/o0CR02h/e+0IuPW5u1W1Ghzd2aBqKtvnnTzT1+EVHva1Fk0Dv2r57tOY2my66v/oG//Ro1l+wrEUTAUAxdtx7fZJkxvGnl13/m9uW77/9lZF1de1z8Wzn7TG4xl56oa7tyv19+tmLrZ4GmKqhWSd9ZKzoIeoxurU9bwgOjxzalv12Uqufm15/Tlr1fOx6+LaW7AcAoFWqRfSrh0+s/uDR0ex65O9aPBHAr6xeMrPmNjWj9GuEaQDobZWC/Hi1gvzi2cM59bbNrRqJKbrhpINrbnPWPVs6MAntUM/f1XroSqV6/flIdFkBvUf+R1XjL3YpAR0AAAAAAKA6AX0vnW2yQe+yrqUCAAAAAAAAABHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkiTTix4A6D6rl8yqa7t1Z99d9z6nLXzjVMdpuec+2j2zdIt5519b6PHH9uzOtmvOL3SG9WcuKvT4u/Ykpy38TOHPw6CaecIHam4ztntHzW1q/Tl65yXX1T0Tg+uGkw6e0uMumHNuzW2GRxZPad+tsP3Giws7NsU4+5jZFdetXfZnZZeP7d7V0hm2f+2Slu6Pqbvl1ENatq8Xdo1WXHfNGXfWfPz6C5a1bBb6060PbWj4MUc8eUdD2791yeENH2Mqpp3wwY4ch2I99HvVX4ccetOmqus3/euLNY/xnjeMNDQTjbt87br82pdPa+k+n9q6p6X7a7UFn11X9AgVXXrysUWPQJKzbvpBw485//9eWPe2S183t+H91zLnE7V/HwW6n4AOXeacpXMmLbv9kxvLbju27ZdtmeHBOreb1paj00ljHz/stVuXFTbDd59+Jact/Exhx0/GPw/F+e7TrxQ9AjUMHVD7w0XvvWuo6vqxW2r/XRs644q6Z6Jz1r2//JuSp8z700nLxvbsbupYH5vi41xaarBUitOdCtOJOE1x5s+o/C/eJXecWnsHr8X8ww+q/Irm0+eVfw22z52rqv/MpzMe3zpWdvnRG/66uR2P/mPjj+lQEKc/dCJ4J8nYRUfVPRP9aclIl797d9XKoieo6Kur5ue8e18oeoyedfH6lyqu+/R9v1v1scPjf8365//c+MHbEMWBweN9NgAAAAAAAACIgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAECbnfGtzUWPAAAAAHWZXvQAAEkyNHdBkmRs2y8LnoSizDv/2gKPflmBx6Yb7Hzw5orrZp7wgQ5OAtA7Vi+ZVXX95p1jSZK73/bHZVY+XfYxw/MWNT0X3WsqEf2WUw9pwyQAg2Hjn9y/978/eLzs+tcddngnx6GGy89cka+uml/0GABABHSgTs999I1Tfuw5S+dMWnb7Jzc2Mw595DcPPzAv5rNFjwEVVYrrwjpF2X7jxQ1tv+795YPkKfP+dNKysT27pzQTg+nv33tFXdu57BnNmOqZ68I7nTLthA9WXf/41rGyy4/e8NftGAdKCOS957x7Xyh6BOh5cz5xZy5e/1LF9Z++73erPn54qNUTAb1IQAcAmIJqZ61XMvT3bRgEAJik6UvG3+ydUwAAgEHlZAAAAAAAAAAAiIAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQJJketEDAAAUbeYJH0iSjO3eUXW79Wcuqrmvd15yXUtmAoB+csuph5Tcf2HXaM3HXHPGnVXXr79gWVMzAQAAQDkCOgDAa4YOmFVyf2JQX772uUmPmRjVH/3COZO2EdUBoNT8GbUviPeHt5xcff1JB4vsAPSNy9euy6yD5hY9RkWXnnxs0SMAQMcI6AAU6rtPv5LTFn4m2645v7AZxj5+WGHHprtNDOpJ7ahe7iz1iVFdUAf61favXbL/9tnHzK643dplf1Z2+djuXS2fid7Visiev3yo5j5EdqDfLf61eVXXb/rXFzs0CbXMv2pl0SNU9NVV8ws57lNb9xRy3CS58pFthR0bgGIJ6AAADXCWOsBe42M5FKVWZL/kjlNrXy5eZAf61NhFR+29cdOmYgeBJiwZmVb0CAAMIAEdAKAJ44P60Kzyl9t77117//vyH1e+2sHYLZft3ccZV7RuOACgYmQ//KC9b8h/6YHTJ6379HkbS+6ffO9Yyf07Vw21aDoAAAC6Te3roQEAAAAAAADAABDQAQAAAAAAACACOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkSaYXPQBAOzz30TcWPQLQQ3Y+eHOSZOYJHyh4Eugv22+8uOgRGDDbv3ZJ0SNQwRnf2lx2+S2nHtLhSQCox3veMFL0CAAAhRHQgba7bsNLkxd++KD9Nxf/7+2TVgvgQBH2hfR9BHX6wYpvPldhzYWZe9bVVR8rgNOM6x9/ufLKx9dk7tlfrPp4MXwwCOv0u2NGhsou3/Pg1xvaz7QTPtiKcRgwy77x2u+B35j85/Bnr47tvy2Wd4fLz1yRr66aX/QY0BeuWj6n7PKL15d5n7qGOZ+4s9lxgB4koAOF2zQupjOYtl1zftEj1G3oS8+0ce+98zwMivFBXUynH2274cKiR2CAbbt+TdEj0MUqhfVEXKc/COIU7cjp5T/cQbHOu/eFokfYT8ynH121fE6uKnoIoCcI6EBFzgLvf+2Nwb3D80A9xHSK4ixwuo0zwymauE6RhG96hbPKaVY3xXyoxVniQKsJ6NBlrtvwUs5ZWv4SM40SwAHaw6XeB0+ly6DPPau+x4vgtFq5y6OffczshvYhhNOPXBJ+sFS6PPpEEy+XLoLTb8RyoNtUuoR6krJngG/73Mkl9wVxoGhDs076yFjtzYo3unVjW/Y7PHJoW/bbSa1+bnr9OWnV87Hr4dtash8AAAAAAIBuM+P401uyH12pVK8/H4kuO1z0AAAAAAAAAADQDQR0AAAAAAAAAIiADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJMn0ogcAAOh1lx43t+T+gs+uq779yce2cxwAAJow4/jTJy3b9fBtBUwC0FnL//Khquu/+JP/VHX9u7/4vVaOAwCFEdCB/T63fF62vjJWdZsTavwinSSrly1t1UjQFW446eCa2zxw9t219/Ohd7ViHAo2MZZPVCue735lVyvHoYuNf/Np/QXLCpwEAEiStScv2H97++5qr33X5aNbV5QsmRjVBXWgH43teTVJMjStfDZY86b/mqRySP/+mvclEdIB6H0COlBi5MChqhH9wdcCQLWQfutDG5II6XS/esP4AzW2GXn9ERlpzUhAl9twbyNvlm9Kkpz7o8U1z+QYT2ynktmrL25o+5dvvapNkzCIGvn3b+mqyWfvQrc56IChkvsTg/pXRko/FFkrqCeiOtA/hHQG0b73tKfiqJd/WnLf78PQ+4ZmnfSR6qebdonRrRvbst/hkUPbst9OavVz0+vPSauej0F84fu55fNK7pcL6UfMm7b/9sn3bKm5zyOmDdXcBlqpniie1HfG+Mjrj2h2nBJXr1zY0v3Rea06+/xTq9/TspnorLGNP2lo+8c3PNHwMc790eKyy+cc/qb9t+9ZvaDsNvSP3RccVnL/B5teaXqf/+6V/9j0PkT5wTD33P9ecn/Pc//c9D4fXrOi9kY1eCOSZo0/A72WI+dVP+dkxebKfx533HNt3ccB6CbLvlQ5eFeK6fu4vDvd6tGNO5Ik/+9nT9W1/cQYXq9j3l79ZLKhQ35jSvttt3IfCpwKXalUrz8fiS7rDHSgovGxHIrW6jDujHEa5dLtTMUxS99c13aj4/58fO/f/Gr5bz96WJmtGUTvWnxg0/vYmpv2355ykD9z0f6bgvzgmLbo15vex7Kb/qXk/lSi/MSrMIjyQKutH/dzbtD9ycrbCzmuqzF1L2el0+vecOSSScve8lK5D72/IUkyc2RemXXAoBDQAShUK8N40vqzxiERz+lf9Vxa3puY/akbg3wiyg+Sbo3yiTAPg2zGa1fR+9iqb2d0d/NXf+mUg5e2/gpX9b1Sb71T7t97NcQ7VrqiYbcS0mnWVC+V7utCgU4S0IG6/fzFPSX3v/zuyZ/Cm/jd6OV+IfLLzmAQxukXzcZzKNLES85PvqT8ppr7OLeB729PBPdB1Yogn3Q2yg/P+f/s3XmwnPV97/nPkRBCuxBoMfsOQtjYYBsUoAIeUgk2N5pKQo3HdTNjJ+BrX2zsTBIY2ykzNTN3ZnDiiq9jHF+jxKlbKQYG7AxegnMvwcl4QV7AOEFAWI1tDJICBIEQAiTNHyd9dJbe++l+nu5+vf6h+3me7v7WOejoqN/9e56VU7dfvPFj3b0WlVJElE9mhvluT1/fyWr5o49clyRZfupbu3otquE/L/jSgeuoN/m30Oxrqc82jpeTq6p5Cw7OilPeVPYYUFlFhfRETB9mRV43vJWtd07+HVnvVOlVPT06MLwEdKBtKw6e/PRvvWuj13znX980nx3Sp6v9YiWkDydhnHHSKp63w+pzqqTdU8rX3L/1wWxe3zqy11z+wJpsvH7LjOu117huO50qMso/9dLMD4KevueDhTw3o6/oKL//pednbP/5tb9UyPNTDUsXzF0xOxXV/9XnVsz88OXsoD77OqSCOlB1tZCe1I/ptZCeWJU+amrXFq9n9qnRH/vxTxse2+ra4QBlENCBjq04eKJpRE8mQ3qjiH7mW05Pkvx47/4cN98puarqOw2u/faVj27P0w/c3fLxwjjjwKnbGXXNgvu+Ov9/f+tk120HgOlmR/Veg3oiqgPV5fTuNHLCcUdP3XZtcWAYCOhAV1YcPJFDD5nX9Jiff+S8XHLHcwOaiEFat/7sOdt2P/9MCZNA/3z+bSub7l/7/7T++faP3/5eUeMAADACpgf145fPfVvu24dNfhD9gmfmhvOaRRdfnt13bC5+OICC7N/7Wla94byG+/+XDZMfHvravZvqP/5Tkz8DJz7sA0MAlKN5/QIAAAAAAACAMSGgAwAAAAAAAEAEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJMlBZQ8AAKPuUxceXvYIAAAAAABAGwR0AOiBOA4AAAAAAKNDQAeAJgRyoEp2/eyhJMnG67dMbbvrynPLGoc+WnD9k1O3X73yyBInARhv//jMq3W3fzZfzPuev+DABv9sAIBKuW3L1iTJTx9/LEly9PEnlDkOMGQEdKCh517el+df2T91f8XBEyVOA8UTxxmk15/31vzjt79X9hhU1IMPP153+39cNmv7+sn/XP7AmqlN02M6o2l6TO+WCA/Qmcd3vpYkWbpg8t/BL766f84xn1vxzWn3/HsZGF2r3nBekuTZf/h2yZNAfbVY3shJLz2abH10zvbH6hx7wnFHFzQVMMwEdKCpFQdPzIjoMEwEcmBYnL7htLaOu3/rg0mSzeu3t/nMq7qciFFTRIRPhHj6Z/9Lz0/d/vm1vzRj3/JT3zp1e9nlnxnYTDBdLaTX1AvqDL+zbpr8Heu8t5U8SMX99YU+MDKuhHSq6qSX5sbxZk4/c0OfJgFGhYAOtCSiU0XiOMPk9ee9tfVB0IZ2Q3tyILZDkayGp2wvbP5AYc8lxtPd16dQAAAgAElEQVSL6UFdTB89337vWWWPAJUmpFNFojhQJAEdaIvTtzNoAjlAbzqJ7TBIZa+GP+YLTyf5WCEzACRzV6cDAIMlngNFE9ABGDhxHADoVVEhHgAAAGA6AR2Aun7hlh31d9wyubriIz9sfJpCgRwAAAAAABhGAjoAXfk/3+Q0hQAAAAAAwGiZV/YAAAAAAAAAAFAFAjoAAAAAAAAAREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACBJclDZAwDAsPjCxYe2ddz/91v/dfL4d725n+MAAAAAAAAFE9ABYJp2InktkLfy4b/75xn3P3Xh4V3NBAAAAAAADIaADsBY6XQVeTMrjjiu13EAoC2LN/1+z8/x0m1/WMAkAAAAAKNNQAdg5BS5ilwkB6AMr155ZJLkB9tf+dctf9H1c/03r7w7SW8RXnwHAAAAxoWADjR06CHz8tzL+8oeA+awihyAcfHmNQd3/dhafP/bg7uP78lkgO91BbwADwyb45cfeMvs8Z2vlTgJo+quy1aXPULlbLxlR9kjAAAkEdCBFkR0ymIVOTBO9r2yp+72X77nyPzXc/95wNMwKnqJ70kxAd7qd2AUiOnj4553rsmevfsH+pr/04VfGejrVdnGCw/cvuvKc8sbBBgrLz+/s+72Q1YsH/AkQJUI6EBLIjr9UOQq8kQkB0bXL205fM62OzatmnF//7aHBjUOY8Tqd4C5ajH9gmd+NUnynxd8qcxx6IOF8yfywbd9PftefaX1wT04dMM5k//t66sAjLeJw07MPdt2N9y/fteDA5wGGCYCOtAWEZ1uWEUOMBgTa0+pu11YpyxFxPek/6vf5y1ZmSR58caPdf06wHj7H179tSRC+iiat+DgrDjlTWWPAUAbJg47sewRgBEjoAPQNavIAYCi9evU80cunT91+/Q9H+zpNQAAAIDRJaAD0JRV5ADAMKkX4J96aW8JkwAAAADDSEAHoK7vXLa67vavfHT71O2nH7h7zn6RHAAAAAAAGFYCOgBdW7f+7Knbu59/psRJAAAAAAAAejev7AEAAAAAAAAAoAoEdAAAAAAAAACIgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAzUH2w6p+wRAADG0mW3P5vLbn+27DEAKmvLVedny1Xnlz0GAJTuoLIHAKrjo3ftzP+xcXnZY8BI+NSFh5c9AgAAUMf0iH7LJatKnASgmrZcdX7O/fS3yh4DAEojoAMziOjQPpGcTll9Pvwm1p4ydXv/todKnAQAKIKYDlBfbSW6kA7AOBLQgTlEdDhAJKcImw6fKHsE+mB6TK+nH4H9jk3e2B8XC65/Mq9eeWTZYzCmXtj8gSTJsss/U/IkMFjTY/oP/rs1M/a9+ebts47ePPOu+A6MqGandBfXGQZnrV2Ue7btHtjrTRx24sBeC+gfAR2o66N37ZyzTVRnlAnlQNG6Dezzj359P8ZhCC24/smuHie8U5RaSO9Ur+F9+alv7enxUIS5wRwAGFZnrV3UdP/ux37Y1vOI4zA+BHQAxoZIDlRJq8AO3RLeKVu34R2gbGfdtD33vHNN6wMBGCmLTnhT2SMAFSOgAzBSRHIA6E434V10B2DUnHXT9uSms3Le5+8pe5RC/fWFLisFANAuAR2AoSSUA0D5rHZnmL2w+QOu8w409O33nlX2CAAAlERAB9r20bt2ug46AyWSMwr+YNM5ZY/AGGt2mvhG12CHQSh7tfuLN36ssOdiuJV1nfca13sfHZfd/myS5JZLVpU8CcDgbLnq/CTJuZ/+VsmTUIbadcXv2ba776/l2uPAoAnoQEdEdIomkgOUo99x/Y5NAgLF6mW1+zFfeLrgaRh33YT3WnT3AY7RVgvpiZgOjI8tV50voo+xWkhvZPdjP2z5HAI5UDUCOtAxEZ1uCOWMI6vPGVbN4npyILDPP/r1gxgHetJteIeidbvaneElpgPjxGp0Gll0wpvKHgGgYwI60JWP3rUzf3rRypbHHTd/YgDT0A+/cMuO+jtumfk9/cgP90/dFskBxkOrwA4AzCSmA+PCanQARsHEoouv2N/6sPLte35bX5533oq1fXneQSr6azPsX5Oivh57vv/lQp4HAAAAAACgaha+5VcLeR5daaZh/3okuuy8sgcAAAAAAAAAgCoQ0AEAAAAAAAAgAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkCQ5qOwBAKAb191+75xt11zyxhImAQDq+d6Hzm+6/+JX3l13+84/vbwf4wDMsPXOLzfdf/kDa5ruv+vKc4scB6BvfvSXf9h0/49PenvT/ZvO3VDkOAAwFAR0ACrhnacsyu7Xmh/zC9ff1XT/dbffK6LTtuXv3zzjvmADUIxuw3nN8g/fmCTZ+al3FTYTwGxLlyxOkry466W6+zev356kcUjfeP2WJEI6B3zh4kOb7n/PHc8NaBKYacmihVO3d+3eM2f/cY/89dTtejH9ti1bp26L6QCMi4lFF1+xv+wh2rHv+W19ed55K9b25XkHqeivzbB/TYr6euz5fvNPow8bYZGqe+cpi5Kk54ieWIlO4xVFG2/Z3vZzCOoAnes1nmfh4qmbAjrQT098944Z9xuF9Bor0kmS1Tc8mb3bHm/r2E/+3b9p6zhhnX575Iufrru9Xkyfzsp0GA8L3/KrhTyPrjTTsH89El1WQB+Sb1Qz/mDPNM4B/XsfOj/f+JXPdPVYwZGy1QJ6IqLTnb0/vW/q9oMPP9b249qN6oI6QGNFhvMaAR3op9kBPWkd0RMhfdytvuHJhvvaCeuiOmVoFNBrhHQYbwL6JJ1trnHvsgL6kHyjmvEHe6ZxCOit3qBspJu4LkIyKJ0E9EREZ67pAX02QZ1etbpuYJKc+W9/fwCTQLW083tpN/E8EdAZPtNPcduK2FC+egG9ptfV6ImQPqqaBfR6rFanCloF9OnEdBg/AvoknW2uce+yAvqQfKOa8Qd7pnEI6K9+4h11t//wyee7ej6r1qmC6QE9EdHpXLOAPluvQX3+uhNn3H/u2ovafj6Gx+JNc4P4XZe1fsO8WwI8w6Yfq86nE9AZtE4CeKemX192Nj//y9EsoNc4rTuzdRrQG7FanUHqJKBPV4vpb3jjaXP2Pbnh0qaPPWpioqvXBAZPQJ+ks8017l1WQB+Sb1Qz/mDPNM4BvRlxnaqbHdATEZ3OdBLQZ5sd1E/fcOqcY1Z97ucNHy+gj4560bxIAjyjoJ+rzqcT0Om3bz66I0ny7I7WZ59pFsB79YbXn5IkmThzU99eg7naCeg1Qjo1RQX0eqxWp1+6Degnnnp8w30C+ui55e/vzsELDyl7jJac5aB4AvoknW2uce+yB5U9ADAYbzpyRd3trcL6RV//QN3trcL6dbffW3e7kEknFh3UOqJ/58qNLSP6dbff6/89mjrt5BOSJPMOXlDyJJRt/prGbxK1Y+/25m98tnuJgEaaBfh2TjPfjABPO/q96hzKsGr1mpz04JeSJNuf29nx42sBnNG1dMnkz65GIX3z+sm/3xuF9I3Xb0kipNPc/LX1fw+dHdZ/98KvzDmmXlT/wsWHztkmqgPNvLLn5fzle7q7dGinfuvGH3T1uH6eMWjQfBgAqk1AhzHXKKwnzeN6o7CeNI/rjcJ6Iq5Tn4gODBMBnlE1qFXnDL9e39Qs+43ENYcuT5KsO2pdqXNQTUI6ZagX1tuJ6sncsF4vqifCOnDA3v37c8SS+W0du+2lfV2/zp+/681dP7Zq+vVhgLJ/L4ZxJ6ADDVVl1Xoiro87EZ1RtPz9m+ds2/mnl5cwCVUyrgF+9cplOeLS93X9ePrLqvPx06+VPe2cBr32s8SHcqgyIZ2y9bJaPRHWgWKsXTyv7BEK1e0HAvr1YYBNJ0xe7vK2x3b35fmB5gR0oGODXrWeOCU8IjrDZ+udX667vVnAnB3VBXU61WuAT5pH+KID/OqVy3p6Pvqr53CeiOdDqNV1wQdxLfAk2f+j25K4LjjVtnTJ4qbXRxfSGbR2VqsnTgNPdcz+0J4Vt5Spqh8IeO8ZS/L5+3aVPQaMHQEdKFTRq9YTp4TnABGdqtv70/umbj/48GN1j5kdEAV1qqafq+A33rI9E4csTZI8/Jtre3od+suqc2rXBe/kmuCuBc44arUaPZkM6Y0ieiKk019WqzNoL3/pT/LIFz+dXbv3ND3uxye9fc626UFdTAegTAI6MBDdrlpPWp8Sfu2xJ3Y/GENHRGdYnHbyCTPutxvUk8ZRXVBnGDQL8Pt27hjgJHTDqnNmc01waE+vp3VPhHQGy2p1+m3JooVJ0jCkTz+rjZgOQNUI6EDp2o3rJxy2ZMa+E75/Tb76G7f2bS6qS0RnGLUb1JP2V6kvf//mzF83+SGi5669qMcJgXFn1TlA74R0hpnV6vRDLaQnrWN6vZCeiOkADJ6ADlTam45ckedfblFKGUsiOsOu3aB++oZT8/yGU5Mkqz73877PBYwfq84BiiekM0p6Xa1+ysqZb0F/+zdW57xbnZloHLWK6a1WpScHYrqQDkA/CegADK12IvrDv3de3v63LzY95ktP78+vrZsocDLoXC2ozzt4QcmTAOOiVThPrDoH6FVRIV1Ep2rqRfWJQ5bN2XbN//hE/uo2l95jLqd4B6DKBHQAhtqig5KlC+aVPQYADJ23HLeq6f7D9nys6T8YX3v60WIHAhhhS5cszjFnrG+4/zvnJG///hEN91/yd/tz+4U+9AuMnlpIP/HU+pcQSJI35LE8ueHShvt/tn9/jprwMxKA4igOAAAAAAAAABABHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAxsyx51xc9ggAAEBFCegAAAAAjB0RHQAAqEdABwAAAGAsHXvOxUI6AAAwg4AOAAAAwFgT0gEAgBoBHQAAAADitO4AAEByUNkDAJ1bcPXX6m5/9RPvGPAkAONp79OPzri//P2bs/NPLy9pGgAAilSL6E98946SJwGojn+498EDd+59MD8+6e11j9swoHkAoJ8EdBghwjpAce7f+k8z7n/rgmTjLdsbHr/8/Zv7PRLAyDho3Yl5bdaHkaAot23Z2tZxz+6Y/Ht91eo1/RyHISakA+Ps0X96PEmya/eeuvuPe+Svk6RhSGe4XPaLZ+eWv7+77DEAKkNAhzEgrDOsli6Ylxdf3Vf2GIyRfa+8miR58OHH6u6/67KZb7A3C+oMpxdu+PcdP2bZFZ/twyQwug5ad2LZIzBE2o3hnaq96Z8keSTZnmTNocv78loMv2PPuVhEZyAmDlk24/7+l18oaRI4YMmihUlah/RETB92l/3i2bn0+EPKHgOgEgR0GGPCOsNARKcMp518wtTtRjE9mRvUGU/dRPca8Z1xIpzTDzNCeI+2P7dz6va6o9YV9ryMBqvRKcPEIcvyV7fN/Pvzv/3le0uahnFXC+lJi5g+7TiGz1cffznvPWNJ2WMAlE5AB+YQ1qkaEZ0yTY/pSfOgDp3qNr4L7wwb8Zxu9RrI3/D6UwqaBCYJ6ZTt//2bNyZJzrt1x9S21Tc8WdY4jKlWq9IZbp+/b1fZI3RM9AeKJqADbRPWKZOITlUI6lTBKK16P+LS95U9An0knFMUIZyqEdKpkh1XHDlnm6jOILSzKh0GYRijf434D9UkoAM9E9YZFBGdKpod1KHqqhDfd918bY64uZCnosLEc4ognFN1ro9OVc2O6oI6/bbEqduhK8Mc/2GUCehA35QR1t99+rK+PTcAjLte4/uum68tcBoAqAar0QEAYLQI6MDAFRXWD//43yQfF8wBYBj0Et8BYBgI6QAAMBoEdKAyGoV1AAAAGBZO6w4AAMNtXtkDAAAAAMAoOfaci6dWpAMAAMNFQAcAAACAPhDSAQBg+DiFOwAAAAD0kYgOAADDwwp0AAAAAAAAAIiADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSJAeVPQAAAAAAlGnrnV+ecf/yB9Y0Pf6uK8/t5zgAAECJBHQAAAAAxsoT370jL+56qeH+zeu3N43oG6/fIqIDAMCIcgp3AAAAAMbO0iWLs3TJ4ob7N6/fns3rtzfcv/H6Ldl4/ZZ+jAYAAJTICnQYYdfdfm/Dfddc8sYBTgIAAADVtHTJ4p5XoydO6w4AAKNCQIcR8L0PnT9n2zd+5TNNH9MorgvrAAAAjJvaSvRGIb22Et1p3QEAYPQJ6DCE6gXz2S76+gfmbGsV1ZP6YV1UB2Dc/egv/7DtY8/8t7/fx0kAgH5qZzV60jikW40OAADDT0CHIfSmI1fU3f7DJ59v+rh6UT2xWh0A6lm86UAI33jL9tx1WeMVZ9N1EtunE94BoBparUZP2jutu4gOAADDSUCHEVJkWO92tXoirAMw3KaH8+k23rK9q+frZ3gX3QGgf3o9rbvV6MAwO/HU45Mkj/7T4yVPwiDc8vd35+CFh5Q6w6ZzN5T6+gDTCegwBuqF9X6tVk+cBh4YXvMOXpB9r7xa9hiUaNkVn23ruL3b238TqZvwbrU7AFRHO6d1b7UaPRHSgeEkpI+PV/a8nL98T/NLh/7WjT/o2+vftmVr3567X0R/GF0COowpp4EHqG/ewQumbovpNDJ/zfFdPa7d8F7F1e6J8A7A+Op1NXritO7AcBPSx8Pe/fszf2Ki4f4/f9ebBzhNb/oZ+2v6Ff2FeSifgA7M0M1q9aTY08CL6kBVTI/pqz738/zzb60ucRpGQTfhvSqr3ROnmQdGw8SZm5Ik33x0x9S2kx780oxj1h21bqAzMTzaWY2eOK07MLpOPPX4PLnh0iTJy1/6k5KnoR/WLp43sNfa9tK+vj33MMf+WpgX0qE8AjrQktXqAJMO//MDb7SL6QzKOKx2X71yWY649H1dzQGMr1oIh0FrtRo9ae+07iI6MOwO+bUPJhHS6d4gY30R+hX8G8X+TScsym2P7e7LawLNCehA16qwWj0R1oFyTI/pz117Ufb+9L4Sp4G5hiG8r165rKvnAMaHSE6VWY0OMElIZ1yUEfzfe8aSfP6+XQN/XRh3AjpQqEGvVk+cBh6ohvlHnyGiMxL6fZr5X/jKZGh4+DfXdvw6AFA1Ra1GT4R0YPgd8msfFNEBGAkCOjAQRa5WT+aG9bXHnjjj/l/c/0LefbpVbQAwCO1G9307d7Q+CACGUKuQ3mo1euK07gAAUBUCOlCablern3DYkpzw/WuSJF/9jVsLnwsAAAC60c5p3a1GBwCAahPQgcqZHdaff/m1kiYBAACAzliNDgAAw21e2QMAAAAAwKiphfRGNq/fPhXT69l4/ZapFekAAMDgCOgAAAAA0AdLlyxuK6Q3I6QDAMBgOYU7AAAAAPTR0iWLc8wZ6xvu/845ydu/f8QAJwIAABqxAh0AAAAAAAAAIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAICRdNKvX1X2CAAwdA4qewAASJKbHtqdd56yqOwxAICS7fzUu8oeARgDx55zcZLkie/eUfIkAP1Xi+iPfPHTJU8CAMPBCnQAAAAqQTwHBq0W0gHGwUm/fpUV6QDQBivQAagMq9Dpxfyjz8jen95X9hgAdEk8B8piNTrt2nHFkTPur77hyZImgd5YkQ4AzQnoAFSKiE4v5h99xtRtMR1geIjnQBUce87FIjodmR3UE1Gd4SKkA0B9AjoMoQVXfy2vfuIdZY8BfSOiU4TpMT0R1AGqSjwHqsRqdHpllTrDSEgHgJkEdBhSC67+2pxtojpAY0WvTn/u2ot6fg6AUfbs/3zO1O1V/9d35+wXzoEqsxqdohQZ1M+7dUev40BTzUL6xBn/pq3nEOEBGAUCOowQUZ1RctNDu+tutzKdIrQb0yfWnjqIcQBG3vSYDlVxwYmr881HxSgaE9Hph3ZO+779N5dP3T6v7xPBXLWQzvi47BfPzi1/f3fZYwBUhoAOI05UB2hu9qneGW8v3PDvm+5fdsVnBzQJAINwwYmrkyRPfe0/9e01Js7c1Lfnpv+c0p1BqBfVAQbtsl88O5cef0jZYwBUgoAOY0hUB4DutArs9YjuANX3unf8uyTthXRBfDxZjQ7AOPjq4y/nvWcsKXsMgNIJ6EASUR0A+qXT6C64A5SnFtKhHqvRARgHn79vV9ePFd+BUSGgAw3Vi+qJsA4A/WSVOwBUm9XoAFBfL/F9UER+oB0COtAxq9UBoFqGeZX7EZe+r+wRgGkuOHF1vvnojrLHgMqzGh0AhlPVI7/AD9UgoAOFENUBkvlHn5G9P72v7DGgpbJXue+6+doccXNhTwcU7IITVydp73rgnXL9cEaN1egAQJGqHvhhXAjoQN+UFdXfffqyvr8G5bnpod155ymLyh4DGpp/9BlTt8V0RkkR0X3XzdcWNQ4Vt/NT7yp7BApQux54o5AuhsMkq9EZBjuuOHLOttU3PFnCJIy6k379qiTJI1/8dMmTAED3BHRgoPoR1QVzoKrEdMZdN9Gd4Seej55aSAeasxqdYTM7qgvqFElIB2CYCehA6TqJ6od//G9mbvi4eD6OrEJnGInpwDgQz4FxJ6IzzKxSpx+EdACGkYAOVFK9qA7TiegMs25j+nPXXtSPcQB6JpwDHOCU7oySolepn3frjp4ez/CqhfRETAeg+gR0AIaWiM4oqBfTJ9aeWtY4AB0TzwHqsxqdUdRuUN/+m8unbp/X14kYRlalA1B1AjoAI2nz1l0Hbq+bKHESaN/0mA4wDMRzgOasRmfU1TvtO7RLSAegqgR0AIbaTQ/tLnsEABhKE7/z5RZHtNoPQLtqIR2Auaaf3h0AqmBe2QMAAAAAAAAAQBUI6AAAAAAAAAAQAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAkuSgsgcAAAAAgEG7bcvWpvs3nbthQJMAAJ16z40/aLr/C+9684AmAUaRgA5AJVx3+71Tt6+55I0lTgIAQJG23vnllkpbzhcAACAASURBVMdseNuvDmASxs1fveOw/MuefQ33P/sH5ydJVv3v36q7vxbYhXSAYjX6AJOftxTpPTf+IO//7oebHvPW/1j/dwAAAR3G1Htu/IFP4VGKrXd+OV/dc0zTY2oxXUinKNecvWzG/evufqGkSRg33/vQ+VO3/cMcGGUbr9/ScN/lDxy4vXn99rrHTI/sYjpFWrlw8uqFQjpA+Vqd+aO2/6SXHp2zz+8HdKpVPAdoZmLRxVfsL3uIdux7fltfnnfeirV9ed5BKvprM+xfk6K+Hnu+33qVxLBodTqbGkGdIrWz0qhVSJ9OTKcTs4N5K4I6RZgey9slqgOj4m23PjV1e/e2J9p6TKOYPp03y+nFX73jsDnbmoX0mkYhvUZIB+hMq3BeUy+c1z3u+GOy8HjvE427Vu95txPQ/Zs8WfiWYn7f1pVmGvavR6LLCuhD8o1qxh/smcY9oDeKln/09BEdPY+YTi/2/uQfkyQPPvJ4249pN6YL6cy2eNPvtzzmgz/7XEfPKajTjnbeBHrd//3vOnpO/3inHdM/JOTnFVUxPaBP105MbyekJ2I6nasX0GuEdNp1zyd+u+UxZ139ZwOYBIZPP8J5jYA+3tpZMCagt0dAn6SzzTXuXVZAH5JvVDP+YM80bgF9/7aHcv/WBzt6TKcxPRHU6UwtoE/XbkwX0mnX0nf/8dTtfc/9vKPHdhLUxSlme+CFA78+P7T1/o4eK6jTi07PrpH4GcbgNAro0xUV04V02tUsoNcI6TQy+9IU1++6oevnEtgZR+3E827CeY2APt6KCOhrli7Mcf/hb4saaWgJ6JN0trnGvcsK6EPyjWrGH+yZxjGgz9bvoC6m00q9gF5TdEhPxPRxNT2gz9ZJULc6nU5ND+izCeoUrdkbQ2s+eVHPz+9nGkVpJ6DXOMU7g9JOQK9pFdJbRfRESB8Vs8N5O8R1OKDf4bxGQB9vAnpxBPRJOttc495lBfQh+UY14w/2TAL6TFanU4ZmAb2miNO7H7v+zKnb7zxuou3nYzQ0C+jT9XN1eiI+jaNmAX02QZ1utfOGUCsCO4PUSUCfzine6adOAnqNkM4v/5dX6m7f+fA9XT+nwM44GFQ4rxHQx1sR1z8X0CcJ6JN0trnGvcsK6EPyjWrGH+yZBPTGOo3pidXpdKedgD5dq5h++obTkiQ37z654TEC+vhpN6DPJqjTq04C+myCOu366I8a/3/21Na7C3mNdgL7yoUT+ch3dhbyeoy2bgP6dGI6ResmoNcI6eOrUUBvph9x/bjVK5Mkq97zya6fGwahyOuctxPOawT08SagF0dAn6SzzTXuXfagsgcABqcWIWvaCeq/t+5AaGonps/+5UVQpx2nnXR8kmTewoUlT8I4mHfozJ9lrYL6nxz1vhn3WwX16dcoFtOZ7ZQNp8+43yqoP/Xf/6cZ91sF9e996PwZ9wX10fS6DWc33d9uYN/+u9+ou/2Uz7yt45mgCIvWHpukeUi//IE1U7ebxfStd05+IFpIp1srF85L0jikP/sHk3/nNgvptagkpI++5Sef1XR/s8B+5ZIrZtxftPbY3PrCHxUyF/RTkeE86SyeM96KOFsXQCsCOoyx6UG905iedB7UxXSgiqYH9XZWp08P6p3E9ERQZy5BnX7oNrAvW3NUP8aBjtVCetJ7TK+F9ERMpztCOkVoFthrcX36zz6oMuGcUbBmqUU8QHMCOpDE6nSAZLCr0xNBnbkEdQZhdmB/cUd/TsvWrdrPSj8jSTqP6e2sSk/EdDonpNMvtbj+6s5nSp4EmhPOARgnAjpQl9XpAII65Zsd1JPmUb3XoJ6I6pRn9s/E2fdn8zNz/LQT0zs9xXsiptMZIZ1xcM8nfrvp/rOu/rMBTUIVCOcMm3aufw7QioAOtGR1OqPmutvvnbPtmkveWMIkDJtegnqrmJ64fjrt6WSVeqdBPbFKncGa/jtgLXWu+eRFbT1WYB9vrpdO2YR0RtHG67dM3th1Q9PjmgV2cX10COdUkeufA4MioAMdG/Tq9ERQpzvTVxZ9dU/zf6jVorqQTic6uX661en0Sy9BPXHad8rR7I2v7b/7jaaPLSKw+5k6OlwvnbIJ6YyCqXD+r65cckXT469vEtitXh9+wjkACOhAjwaxOj1xuneae/1jX5nxhmc9ly78SZL2Q3oiptMZp3unKlxHnar76I/2193+1Na723p8EYG99jN15cKJJMlHvrOzrdem2lwvnTIJ6QyrX/4vr8zZtvPhe5o+pllgbxbXE6vXq0w4Z1ysWbqw7BGAISCgA4WyOp0ynHbS8VO3H3zk8abHthvSE6vS6c0gT/eeCOo0JqgzLF634eym+4sM7LVwzujqxyneEzGd1oR0RsHyk89quK+XuJ60Xr1+3OqVWfWeTzYfkEIJ54wS1z8HiiKgA33T6+r0pLOgLqSTHIjp7Yb0xOndGYx+nu49cf102ieoM6yKCOzL1hyV3dc9nJUfP6Wosai4Ik/xnrheOu0T0hlVzeJ60n1g/9riW7qeie4I5wwb1z8HBklABwam09XpSePTva869tTiBmMk9WNVutO7U5R+ne593eLJN2r/+IIV+Z1vPt/DhIyTfgT109Ysnbq98z/8SpZ/7Os9TAjtaRbYX9yxbYCTUFWul04ZhHTGTTer1xetPTbxGeCBEc4BoDUBHShFJ6vTTzt5MoRuPjm5+ifH9XUuRlORq9KPXX9mkuSmH+/PO49z+leK0W1Qn7dyXf63x/7Xvs3FeOomqJ946uRjjvnsJX2bC6BIrpfOoAnpUD+uv7rzmRImGU/COQC0T0AHKmF6UN/3yp4SJ2GUtRvSk+Tqsxbn5t0n93skqKve6d7nrVxX1jiMuXpBvRbMAUZBkddL3//sY0mSiVUnFDQdo0ZIB8py+pn1f4e//0eTH5gVzhkHa5YuLHsEYEgI6ACMnemnd5+30C/OVNu8Q49I9td/gxXKcMqG07P3tbKnACheJ6vSl598Vr7+5p8NYixGlJAOVEUtrJ+0a+77I/f/w8yzUYnnVNn7v/vhskcARoiADgAAADBNLaYvWH5YyZMw6toJ6WcctiBrb9o2yLEAkiSnv+HAqvVXXnixxEkgOeL1Zzfd/5anD526/f0nnuv3OMCIE9ABAAAAoEQrF87LUUvnlz0GAIyEtxx7aN3tTzzz0oAnAYbVvLIHAAAAAAAAAIAqENABAAAAAAAAIAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAADQozt/43VljwAAAACFOKjsAQAAAIDhNz2iv+3Wp0qcBAAYZQuPf2PZIwAw4gR0AAAAoFC1mC6kAwBFEc4BGBQBHQAYSi/+xe9M3V767j8ucRIAoBGr0gGAXgnnAAyagA4ADL3pMT0R1AGgiqxKBwA6IZwDUBYBHYCh9cQDP5q8sWF+uYNQOVanA0B1WZUOADQjnANQNgEdgMq7f+uDSZIn9rxU8iQMI6vTAbr3L3v255qzl9Xdd93dLwx4GkaRmE4VHbV0fn724t6yx2DM/XjHvyRJ7vnEbzc85qyr/2xQ48DAiOcAVIGADkCl1GJ5PZcu/EmS5Kt7jhnUOIwgq9MBWvuXPftbHtMorCfiOt1xineq5Kilk2e5EtIZtN3bnsg7clmyJLl+1w1NjxXXGSXCOQBVIqAD2ffKnsw7eGHZY0D27dmT0046Pg8+8njT42ohPRHT6Y3V6VTF3tcm/zvfb+eU6IXtP5v87wfubHjMmk9e1NZzNYvr0IpV6VSJkM4g7d72xIz7Vy65ouGx4jqjQjinDMcetjhPPONMl0Bj3qIDkkxG9BoxnbKddtLxSdIypCe1mH58nydiXFidTtlqIT0R0xmcpavX5qmtd7d17Pbf/UbT/e0GdmiXVelUhdO6028Llh+WBcsPS5LsfPielscXFdc/0uZ8UDThHIAq87YcMIeYTlV0EtKhaFanU7a9ryXHfPaSqftPXnV7idMw6l634eym+4sI7OI6vbAqnSqwGp1BWX7yWQ339TuuQ78J5wAMAwEdaGrfK3ty9U+Om7r/Ryd5s4rBq4X0REynPFanU7YjP33JjPuCOoPULLB3Gtdf1+I4aMWqdMp29lf/OUly96WHlzwJ46jouL6854mgfeI5AMNCQAc68nuPHHjLU0ynDFalUwVWp1MF65dNzLj/wAv7S5qEcVdEXIduWJVO2YR0qqbXuA79IpwDMGwEdKBrv/fI6/LJ85YlSfZve6jkaRg3QjpVYnU6VSCoU0WtTg0PRbEqnTIJ6QyDZnEd+kU4p4qOPWzx/8/e/cdaXtd3Hn/d+SHMrKAMyMDUGXGYQRgGR0QFU90mxqq7rRBTa2yzbtZts9GwDWJb3Up3190WslJ17Q9Cu9lut2mztF2TBtQIbcof2ii4q3Tkl+FX62BBlMEK7qAg3P2D3jtn7j2/z/f39/FISM4959xz31Fyufc87/vzrXsEoAUEdKAQS9vPEtGpxeDx7tAEttNpinNOWBLRgd6xlU6dLvj0oyI6QIRzANpPQAcAKJHtdACoh5gOANUSzgHoCgEdAKAiYjoA1MMR7wBQLvEcgC4R0AEAalD0Ue+Xf/67C30+APSBrXQAKJZwDkAXCegAAA0w63b69/7wF5Mkl094HgAwnK10APpk75al3PvkcmGvJ5wD0GUCOgBAw6zdTgcAylPUVvrStt1FjAMApdm7ZWno/bOEdeEcgD4Q0AEAAAAy3Vb6TW96XpJkeIIAgPYZFdaXH71v9bZwDkCfCOgAAAAAAwa30gGgr5ZO2VP3CABQiw11DwAAAAAAAAAATSCgAwAAAAAAAEAEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJEk21T0AAAAA0H133nzDyMfOfcPFFU4CANTt+lvuXL19yUXn1jgJAKwnoAMAvfHBC07IR778RN1jAECnvfaaW0Y88q2Rn7MS14V0AOi2wXA+7r49R+73cwEAtRHQAYDO+uAFJ4y9T0wHgGK84ZMPJ0mefOTrI5/z83efmiT57+dMDumJmA4AXTIskg+z58j9q7edXgNAXQR0AKAztl7yy8fe8Y3fHfv8tYFdUAeAxWzZ/pIk04X0ZLqY7g1yAGi3aeL5YDgf+7yX7lp0HACYSEAHAFppXSwf4rdf/J7V278wIaYnttMBoCgrIT2xlQ4AfTXP1vnY54nnAFREQAcAWmnDSTuO+fjZ7zw09vliOgDUw1Y6APSLcA5A2wnoAEAnDAb1WWJ6MjmoO+odABZXxla6kA4AzSGcA9AVAjoA0DmzxPTEdjoAVG2WrXTHuwNA84nnAHSJgA4AdJqj3gGguRzvDgDtJpwD0EUCOgDQK456B4DmKeN490RMB4CyCOcAdJmADkBjbDjuuCTJsz/4Qc2T0BeOegeA5rGVDgDNJZwD0AcCOgCNI6RTBzEdAJrFVjrQJ08/fjhJsvnEk2ueBEYTzwHoCwEdgMYS0qnLItdNT2Y76l1MB+r2vW8/cszHp/+Hs5IkT1z73TrGgaFspQN98fTjh/PJJz66+vG2d38sSfLmv3iqrpFAOAegdwR0ABpPSKduZW6nu2460FQnvPcFSZJf+cLj6x770MHlqseBJNOF9GS2rXQhHWiDm970vJGPieuURTgHoK8EdABa438/uz9J8tMb7qh5EvrMUe8AyVUHlkY+Jq5TBce7Axw1Kq4L6yxCPAegzwR0AFpHSKcpFjnqXUwHukpcp2qOdwcYztY68xDOAUBAB6DFhHSaZpbt9EWum54I6kA7XXVgSUSnNLbSAaa3EteFdFYI5wBwlIAOAFACR70DQH1spQPAdIRzAFhPQAcAKJmYDgD1sJUOAKOJ5wAwnIAOAFChRa6bnkx31PtpWzfk8s9/d74BAaCjbKUDwHOEcwAYT0AHAKhREdvpp23dUPxgANBR04T0xFY6AN0jnAPAdLzbCgDQEBtO2rH6z9jnvfC0bHjhablm/4fFcwCY05btL1n9Z5yfv/vUYzbTR7nz5huOCeoA0CT3PrmcfQf2TXyeeA4ANtABABrpmIi+/Gx9gwBADyx6vPu+V+xfvb382ANZ2ra74AkBoBijIvpTX/zUVJ8vnAPQBwI6AAAAQHLMNvqomH7i3lfm/T9MbnzVN6oaCwBKt+/lw8P6XV+9K4lwDkC/COgAAAAAa2zZ/pJsPvHkuscAgFqthPWnnvhezZMAQHVcNBMAAAAAAAAAIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAABAB73tM4frHgEAAGghAR0AAACATnrbZw4L6QAAwEw21T0AAAAA0G43v/301dtv+OTDNU4Cw61E9D//iZNrngQAAGg6G+gAFG7jrvPqHgEAgJrc/PbTjwnq0CS20QHa7biXviLHvfQVdY8BQMcJ6ACUYuOu84R0SvW9/3l53SPQU+ecsFT3CACtIKTTVI51B2gf4ZyinXHlX9U9AtBgjnCHllvaflaSZPmRe2qeBIZbiejPHLq95knoosGI/vx/9V9rnIS+GYzodz+xXOMkAM23EtEd7U7TONYdoB2EcwCqJqBDR6yE9ERMp5mEdMomplMXMR1gOq6TTlO97TOHRXSABhLOAaiLgA4dVFVM/9iPnlDaa9NdRYb0d57xXLT6aVGeNcR06rL2ePcygvqJV9xY+GsCVM1WOk0z6zb6rqXhl3QR4tvvpjc9b919b/6Lp2qYBPpNPAegTgI6dFyRMV0wp0izhvTBf5dhFmI6dSpqO10075+rDqwPMx86WP0JB7/yhccr/5r0i5BO00x1bfQ/HR7P6a5hUT0pN6xve/fHSnttaDLhnLItvf9TdY8AtICADj0ya0zfuPO8MseBJMNDulhOWcR06jTLdvr+k7wxz3rDovqKouO6cE7VHO8OtNGosJ4sFtfFc/pIOAegSQR06KnBQPnMg7eL5dRuJaRDVcR06jYY1O/4zrJozkJGxfVZw/pvvfG0IsaBhdhKB7pgnq31wT8mgj4RzwFoGgEdEM+B3huM6YmgTvXEc8oy7da6cE4TCelAF43bWoe+Ec4BaCoBHQBgDdvpQB+Mi+vQJEI6AHSLcA5A0wnoAABjiOkA0Ayukw4A7SeeA9AGAjoAwJTEdABoBlvpANAuwjkAbSKgAwDMQUwHgPoJ6QDQfOI5AG0joAMALEhMB5je4LXXP3RwucZJ6BLHuwPM56Y3PS9v/oun6h6DjhLOAWgrAR0ozNL2s5Iky4/cU/Mk9M3GXeflmUO31z0GJBHTaZZzTnguVN79hEhJMw3G9EFVhfVf+cLjlXwdqmUrHWA2N73peUPvF9aZl3AOQNsJ6EDhVkJ6IqZTnY27zksSIZ1GEdNpipWQvkJQp+lGhfWkmLgunPeDkE4d3vaZw0mSP/+Jk2ueBBY3Kqwn5cX1be/+WCmvS3XEcwC6QEAHSlVVTP/Yj55Q2mvTLkI6TSWm0ySDQV1Mp20W2Vr/rTeeVvQ4tICQTh2EdLqu6K114bz9hHMAukRABypTZEwXzJlESKfJBmN6UlxQv/zz3y3kdeiXsmL6iVfcWNhrwTTGba1D4jrp1ONtnzksotMr84T1we/PtJN4DkDXCOhALWaN6Rt3nlfmOHRYGSH9nWd4g55iLbKdLppTpEWOet9/ku+NQHvYSqdKttFh/HHwtJdwDkBXCehA7YbFdMGcos0b0sVyqjYppn/vD3+xynHouUnb6aI50HZCOlUS0oE67d1y9Gf3e59c7OQp4RyArhPQgUYZjOlQhnEh3b9/NM3ao96hTmu30wG6ZNHj3Ze27S5yHDrOse5A3QZj+qDlR++b+LniOW12xpV/VfcIQEsI6AD00kpIBwCAQeO20gePIPZnRSyiqG30XUv+TQSKs3TKnnX3rUR14Zy6XXnec//Nu+L2xU5QAJiGgA4AAACwxuBWOpRlXEh/9Z9+6+gHfyqUA/UYFtWhTishfd39az5e/vhbyx8G6CwBHQAAAABqtBLSAYBiLL3/U3WPALTYhroHAAAAAAAAAIAmENABAAAAAAAAIAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkyaa6BwCAqrz2mlvW3ffFSy+qYRKA8r37f/3fdff9wc++qoZJAAAAAKA9BHQAWu1Ll71u7OOXnfXRiiYBaI5h8Xzw/l/4xrVjP//4zZuy7/LfK3wuAGiKSb9HvOY3/7qiSQAAgKYR0AForUXj+bNP/aDIcQAaYVQ8XzFNPAeAtpv038Nrk7z31veNfPxLl71ORAcAgJ7y7hgAAAAAnbJ126lJkiOPfWvkc6698BNJRof0lT/YFdKBphn3R0Iu2wQAixPQAQCgI2yf03fX33JnkuSSi86teRKgKaYN6ZO20RMhnaPuvPmGdfed+4aLa5iEvln5d++j3xz9nMHfCcR0AJiPd8gAaCXHtwMcSzynj1aC+aj7hXRgxdZtpy60jZ441r3vhkXzcY8L6hRl2L97v3TaQ6u3P/rNHSM/d+3vCII6AEzHu2QAANBy4jl9MSqYj/KVq39u9fYrP/D7RY8DtIxtdObxkc/+TZLk02v+Bvsnjzs09vMEdYrw7IN3JEnuvveBkc8ZjOnJ9EFdTAeA0bxTBh1wye4tYx+//oEnK5oEqmH7HOCoReM5NNWssTxJdn7u4yMfW4npQjpQ1DZ6IqR32Uo4H+XTP9h1zMeCOmU6Z+/uYz4uIqjbTgeA0QR0aKlJ0XzSc0V1ACCxfU5zFB3MR3nmzz6UJNn4jqtm/lygO6bdRk8c695Xu84+cMzHh752cOzzFw3qiajO9OYN6o57Z5xxl6rw/QnoG++WQcsM2zJ77FdfP/PriOq0le1zgKMc3U6bVRXMD5yxfebPAfrDse5Ma9GgnthSpzyDQd1x75RhXFwf5PsW0BXeMYMWmPTm+LZf//zQ+2cN66O22oV1AGief3/X8tjH//N9/ym3jXlcPKdqgjnQZLMe6/7ql5xUyVw019qgnpS/pS5MMQ3b6czrvq1nrt7ec+T+uV5jmtDuexnQBt41gwa74qtH3xh/6I4vz/z5w8L6vNvqWzct5bp7jsz8uVAk2+cAszn/7J0jH7v7/ocrnIQ+Eszpg4N//BuFvM6Bf/HLhbwOi1m7jb7jvAvWPefV3xTOGc2x7zRR2dvpiaDeRYMxfZx5QvukyO77GtAEAjq0xI79639xLzuqb920NPPrAyzqtdfcUsvX/eKlF9XydQG6QjCn6YqK3WU4+Me/IaI3yLBwDvNw7DtNM+92euK4966b52f5ZLrQPu82O0CdBHRosWFRPZk9rK+N6t//8D+deyYoy6Lb57RDXfG87q89D8EfqFNVsTwRzPusycF7Hn+3559PeIaADl03a1BPHPtOuRz3zopLLjo3h5bHXyYsSW679a6ZX7vMbXaAsgjo0EHzbKs//0VHf/D9fuETQf0c3958f/DGk5I//2cjH/9vb/tshdM0XxnBX5QHRrFdzjT6F7yLdf0td+aSi86t9GsC9XIddZrGce9Mcv6F+yY+Z57Inkwf2gGqIKBDTwyL6o8/0qxrn16ye0uuf+DJuscAavAHb5x8Lcl/MyauN00bY//SRj8WAkcJ5v3U9gBedfAug4gOuI46TVHGdnriuPc+mCayJ8ND+7ZTXlT0OHMbda123zOhH7xTCtTukt1bht4eJKz326LHt9s+b7Zp4nnbtCX2tzH0A+UQzKlDF4L3oAumfLMYYBauo05T2E6naMNC+9fv/3YNk8xmVFhfy/dSaDcBHajFqFA+y/NFdeiGA6dsruxrHXz06cq+VhushP6NS8nv/tRf1jwNUCXBnGG2Hv+8HPn+U0Mf61rsTgRvoJ1cR50mmHc7PRHUaY+VI+XnvTa70A7tJqADlVn7Q/Cgx3719TO/nm31frB9TpGqjPWLqDL0b1yq7EsBNRLMmVaTQ7ngDbBeHddRTwQfjuW4d7ps2muzlxXafb+FegjoQOnGhfMV23798+vumyeqJ7bVgfarMvTfcdhWPnRNVbE8Ecy76PgtW/L9J4v52Vnwhums/NHwa37zr2uehK4o+zrqiS11xnPcO300TWifN7ID1RPQgVJd8dXlJMlDd3x55s8dFtWT+cL6z5y1NUly3T1HZv5c6rPo9jlAm437AzRvFjFIMKdowjcUa/C/6e+99X0jnyekUxbXUadOVRz37vcjinZoeXnic2679a6ZX7fsbXagOAI6UIkd+y8Yen9RYX1UVN+6ydnEfeb4dqCtJp3e8pWrfy759M+Pf5GzdxY4EU3iOHaA5rr0xkM58ti3Rj5+7YWfSDI5pIvolKmO66gnojrPmXY7PZn+uHfb6dTh/Cn+6HSeyJ5MH9qB8gjoQK2GhfVFo/rzX7Qjj166Z6G5FDgO7QAAGJlJREFUqJ/tc6Cvprn0ySTHb/ZjfpcI5gDtsnXbqWMjevJcSLeNTlNUcR31xJY661WxnZ4I6tRnmsiezB/agfJ4Zw1onHmj+vNfNPoHZ/rH9jnQVb/wjWvHPi6ed8fBR5/O3913z1TPFcwBmmXrtlOTpJBt9ERIp3qOfacO8wb1cTE9cdw7zTdtaAeq4901oBVGHQH/+CMPVzwJVZi0fQ7QVZO2z8Xz/jljz1mrtwdjumAO0A5FhnQRnTqVeez72WuiKayY9rh32+kAFM07bAC0zqTj222fA20knjPJGXvOyu7PXpF7Hz481fMFc4DmcKw7XVNEUP+l/X5+ZXpVHPcupgOwwk8pADSK7XOgjxaN5/TL3tNPTpJ1IV0wB2g2x7rTZbNcR33HmWf/4637SpyIrpt2Oz0Zf9z7i/acV+xgAHSCgA5Aq9g+B7pmUjyfhu3zftp7+snZepz/7wHaZtqQPi6iJ451p/nWRvUfPu33dcoxz3b6vn0vywcPnVHqXAC0l3dbAACgJtPEc0e3A0A3TTrW3TY6wHxGBfV9+15WxzgAtJB32wBojEnHt0/aPgfoGvEcALptkWPdX/2Sk1ZvL3/8rVl6/6dKmBCg/c7ZuztLmzfXPQYALeIdNwA6w/HtQJu47jkAsGLYNvqO8y445uNXf/OkAAAA5RPQAWiE5U9cPPE5J5174djHD9/2uaLGASjdi19xwdjHz3/+zrGP333/w0WOAwDUbOu2U/PCHxn/338AAKB8G+oeAAAAAAAAAACaQEAHAAAAAAAAgAjoAPTYrZf/WN0jAAAAAAAADSKgAwAAAAAAAEAEdAB6yvY5AAAAAACwloAOAAAAAAAAABHQAQAAAAAAACCJgA5ADzm+HQAAgHF+5qVLdY8AAEBNNtU9AAAAAFRl4zuuqnsEAFpibUS/7m+Xa5oEAIAqCegA9IrtcwDoF8EcgKII6gAA/SCgAwBAB932tQdz/tk76x4DKieYA1X4P1//zrr7vnTZ6/KHNcxCfQR1AIBuEtCBqRz54XIu2b1l9ePrH3iyxmkAgGnc9rUHh95//Ga/BtAdgjlQlodu//K6+/71af8x7731fTVMQxsI6gCLu/PmG3LuGy6uewyg57xzBox15IfDf9kbjOkrRHWazvHtANB+gjlQtn/4+wdz5LFvjXz82gs/kSRCOhMJ6gDzufPmGyY+R2QHyiSgA+sc/+HP5bFfff3MnzcsqgMAzWL7nLYRzIE6bN12apJMDOkiOrMQ1AGKI7IDZfLuGZAk+d63Hzrm422//vl1z5knqkNT2D4HEM9pB8EcaJKt2061jU5pBHWaZGnz5tXby08/XeMk9N19W88cev+eI/fP/FrTRPZEaAfW8w4a9NzacD6OqA4A7SWe01SCOdB0026jJ8nWSiaiqwR1mmIlpn/w0BlJkv9y+r11jkOPPPbot0c+NiqsD5onsifTh3agP7yLBj124vbTc+L201c/fuiOL8/8GqI6bWD7HACaQzAH2mrSNjoUTVCnKf7dw3uTJFe/5rg8++AdNU9Dl51/4b4kyW233jXX55cZ2YF+EdCBVTv2X7DuvqKiOgBQH9vn1EkwB7pkmm10KIugThNs2Ln/mI8FdcqwEtLHKTOynz/XKwNd4p00YKxhUT2ZL6wDNNEdh5+7ttvv/tRfJkm+8J5XLfyaX3nnqQu/BhRFPKdqgjl1ePHS0uQnjXHvJ38zD+x9a5Lk3Je/tIiR6Djb6DSBoE4TDAZ1MZ0qlRnZAbybBsylqG11KJvj26nDK/9k+jdTxXbKJJ5TBcGcoi0aw6EqttFpGkGdutlOp2lEdmBe3lEDCjNqWx0AgO4QzAGOJaTTVII6dbOdThtME9mB/hHQAegs2+dAn9k+p0iiOcBkKyEdmkpQp0620wFoE++qAQAAcAzBHAC6T1AHABhOQAcAAOg5wRwAENQBAJ4joAPQSY5vB6DtDpyyOUly8NGnC39twRwAmGRtUE9EdQCgHwR0AACABisipAvmAEARythS37jm2tgAAHUT0AHoHNvnAHTRSkh/4o8+MPG5gjkAUIVFgrpwDgA0lYAOAADQIie86+rV28/82YeSCOYAQDNME9TfddbxVY0DADAXAR2ATrF9DkCfCOcAQJMNu446AEDTbah7AAAAAAAAAABoAgEdAAAAAAAAAOIIdwA6ZNrj2197zS2rt7946UVljQMAAAAAALSMgA5AIyy974ZpnrXuni9d9rrV2x8euL3isrM+ushYAAAAAABAjzjCHQAAAAAAAAAioAPQYl8asnE+aNL2+bNP/aDIcQAAAAAAgJYT0AEAAAAAZnDnzTfkzpunuRQZAABt4xroALSS7XMAYMX1t9y57r5LLjq3hkkA6Lq10Xztx+e+4eIqxwEAoAQCOgAAAK0yLJiPeo6QDkARPvLZv8lPHndo4vMEdQCA9hPQAWidRbfPAYB2mSaYr7Xzcx9Pknzl6p9bve+VH/j9wmYCoB8+8tm/Wb396R/sOuYxQR0AoJsEdAB6x/HtANB8s0bzlWA+zkpMF9IBmOS6v13Ooa8dHPucRYO6mA4A0EwCOgAAALVbZMt8WgfO2J4keebPPpSN77hq5q8HQL/sOvvAMR8XHdRtpwMANJOADkCrLHp8u+1zAGiGKoJ5cjSaA8CiBHUAgH4Q0AEAACidYA5A1wjqAADdJKAD0BqLbp8D8Jxzzjw9d9//cN1j0HGCOQB9MxjUJ8X0RFAHAGgqAR2A3nB8OwCURzAHuuKFP7Iz//D3D9Y9Bi0363Z6IqgDADSFgA4AAD1yzpmn1z0CHSKaA131wh/ZmSRCOoUR1AEA2kNAB6AVFj2+3fY5gHjO4gRzoG9so1OWRYP6pJieCOoAAPMS0AEAABhKMAewjU41Zg3qs26nJ4I6AMC0BHTosccfeXj19onbbaTRXItunwNg+5zpCOYAo9lGp0qCOgBAfQR0IMmxMf3RS/ckSXZ/8v/VNQ4UyvHtQN+J54xSVTBPRHOgG37nrkvzb/ddU/cY9JCgDvTB1+//dl6/59SRjx9aXq5wGqDPBHRgpAfe/k+O+fi6e47kiq/6IYVqTdo+B2A88Zy1bJkDLOZ37ro0SYR0alV1UBfTgSbYtbQ08TkiO1AEAR2YyZUvX/9DiqhOnSYd3277HIC+E8wBymEbnSYZDOqTYnoye1C3nQ60xaTILrAD0xDQgYWtjeqCOgA0g+3zfhLMAapjG50mmnU7PRHUgf6wxQ5MQ0AHCjcY1MV0FjHp+PZJ2+cAfSae94dgDlA/2+g0maAOADAbAR2AznJ8OwBdNE8wT0RzgLJd85ZdufTGydeVhroJ6gAA4wnoADTSpO1zAOgTW+YAQFkWDeqTYnoiqAMA7SKgA9BKk45vt30OQNsdfPTp/N1990z9fMEcACjCrEF91u30RFAHAJpNQAcAAGioM/aclSRDQ7pgDgBUoYqg/syDd2Tjzv2zDwcAUAIBHYDGmXR8+6TtcwDompWQ/sz/eM/MnyuaAwBFKjKon713d3GDAQAUREAHoHMc3w5AV+09/eQkyb0PHx75HMEcAKjSYFCf9vrpO848Oz+75b4yxwIAmJuADkCj2D4HgMkGQ7pgDgA0xTTb6TvOPLuqcQAA5iKgA9Apts8B6BPxHABossGg/sOn/b4OALTDhroHAIAVk7bPAQAAAAAAyiSgA9Aajm8HAAAAAADKJKAD0BmObwcoxr7Lf6/uEQAAAACgFq6BDkAjLH/i4onPOencC8c+fvi2z830NW+9/Mdmej5AH4jnAAAAAPSZDXQAAAAAOuWat+zKNW/ZVfcYAABACwnoAABAEtvnAHSPiA4AAMxKQAeglxzfDnAs8RyArrKNDgAAzEJABwAAAKDzRHSgbTbs3F/3CADQS5vqHgAAqmb7HOBYts8B6IuViH7pjYdqngRgOoMR/dkH76hxEgDoDxvoAADQY+I5AH1kG51JfualS3WPAOts2Ll/9R8AoDw20AEAAOiFje+4qu4RgAa55i27bKIz1tqIft3fLtc0CaxnMx0AyiOgA9Arjm8HOMr2OX0gmgPjONKdWQjqNJWYDgDFEtABAKCHxHO6SjAH5jHrNvrS+z9V4jS0haBOE6093r2ooH71a44r5HUAoA0EdGiwK1/+3C9iV3y1/l/ArrvnSN0jAAAzWLr4w3WPAJUQzIGirGyjX3H70d/Brzzv2EB6ZaUT0TaDQV1MpykW2U4XzQHoKwEdWmAlpA+qKqoL53SJ49sBoBtEc6BMa6M5zMN2Ok00bUxfOu1lVYwDAI0loENLrY3qRQd14RwAgKYQzAFoO0GdphkW04Xzftu1tP4PyA4t+14F9JOADh1RxJb6b//4jqLGgcaxfc40vvCeV9U9AgD/SDSnSnvfflluOvjWuscAesRx7zTJ2uumw4phUX2QwA50lYAOHTZtVBfOAcRzgLoJ5tTtzQd256aDD9Q9BtBDttOBtpoU2JPZIvvr95y6yDgAhRHQoWeGRXWAvvuXf/mdukeonT8gAKommMOxXjzFG9BAPwjqQJfYYgfaSEAHoPMc3w4AzSCa03RvPrA735jxTVzhGyiboA502TRb7ABVE9ABgFq98k++VfrX+Mo7Rx8BZvvc/wZAeQTzdnEd8OcI4kDTuX46AEC5BHQAoPOqiPRtJZ4DRRPNAaA6ttMBAIonoAPQaY5vp+nEfaDtBPNumecI81nY7gYol6AOALA4AR3ojevuOVL3CAAArSeY95f4DdA+jnsHmN2w67IfKvGPTIHmEdCBUl358vU/bFzx1Wp/2BDO+8v2OQAUQzTvF6EcoJtspwPMb1hUHySwQ7cI6EDlqorqwjkAfbXv8t+rewRaTjAHmM81b9mVS288VPcYMBVBnTpt2Ll/9fazD95R4yRQDIEdukVABxphbVRfJKj/9o/vWHQcAIBeEcwBinPNW3YliZBO6wjq1EVMpw8mBfZEZIcmEdCBRppnS104Z5Dj24G+sn3eHQdO2ZyDjz5d2uuL5gDlso1O27l+OnUQ0+mzaSI7UA0BHWiNYVEdADhKPO+eA6dsTpJCQrpgDlA92+h0Rdnb6RsHoimsENMBqIuADkDn2D4HoGtWQvoTf/SBmT5PNAdoBtvodE1RQV04Z1piOgBVEtABAKADbJ/3wwnvujrJ6JAumAM0l4hOl8163Pu7zjo+7ypzIDqt6Jh+9WuOW/g1AOgWAR0AAFpOPO+flZAOQLs40p0+GLed/q6zjq96HDpuw5pTDGYJ6sI5AKMI6AB0iuPbAQCAprONTp+sDepQpknb6UunvazKcQBoKQEdAABazPY5ALSTbXSAcq3dTgeAaQnoAADQUuI5ALTfrNvoS+//VInTAAAAAjoAneH4dqBPxHMA6I6VbfQrbn/uWtFXnrf+yOsrK50IAAD6S0AHoBGW3nfDNM8qfQ6AqvzavvHf036tojkAgOYYFs4BAIBqbah7AAAAAAAAAABoAgEdAAAAAAAAACKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgSbKp7gGgqY579cV1jwAAAAAAAABUyAY6AAAAAAAAAERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJAk2VT3AFC0DS/YXvcIAAAAAAAAQAvZQAcAAAAAAACACOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIkmyqewCa59nvPlL3CAAAAAAAAACVs4EOAAAAAAAAABHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEmSTXUPwOI2vGB73SMAAAAAAAAAtJ4NdAAAAAAAAACIgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASQR0AAAAAAAAAEgioAMAAAAAAABAEgEdAAAAAAAAAJII6AAAAAAAAACQREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACBJsqnuAer27HcfqXsEAAAAAAAAABrABjoAAAAAAAAAREAHAAAAAAAAgCQCOgAAAAAAAAAkEdABAAAAAAAAIImADgAAAAAAAABJBHQAAAAAAAAASCKgAwAAAAAAAEASAR0AAAAAAAAAkgjoAAAAAAAAAJBEQAcAAAAAAACAJAI6AAAAAAAAACQR0AEAAAAAAAAgiYAOAAAAAAAAAEkEdAAAAAAAAABIIqADAAAAAAAAQBIBHQAAAAAAAACSCOgAAAAAAAAAkERABwAAAAAAAIAkAjoAAAAAAAAAJBHQAQAAAAAAACCJgA4AAAAAAAAASZJNdQ8wrQ0v2F73CAAAAAAAAAB0mA10AAAAAAAAAIiADgAAAAAAAABJBHQAAID/354dCAAAAAAI2p96kdIIAAAAACqBDgAAAAAAAACVQAcAAAAAAACASqADAAAAAAAAQCXQAQAAAAAAAKAS6AAAAAAAAABQCXQAAAAAAAAAqAQ6AAAAAAAAAFQCHQAAAAAAAAAqgQ4AAAAAAAAAlUAHAAAAAAAAgEqgAwAAAAAAAEAl0AEAAAAAAACgEugAAAAAAAAAUAl0AAAAAAAAAKgEOgAAAAAAAABUAh0AAAAAAAAAKoEOAAAAAAAAAJVABwAAAAAAAIBKoAMAAAAAAABAJdABAAAAAAAAoBLoAAAAAAAAAFAJdAAAAAAAAACoBDoAAAAAAAAAVAIdAAAAAAAAACqBDgAAAAAAAACVQAcAAAAAAACASqADAAAAAAAAQCXQAQAAAAAAAKAS6AAAAAAAAABQCXQAAAAAAAAAqAQ6AAAAAAAAAFQCHQAAAAAAAAAqgQ4AAAAAAAAAlUAHAAAAAAAAgEqgAwAAAAAAAEAl0AEAAAAAAACgEugAAAAAAAAAUNVl/LXd+zsfnQAAAABJRU5ErkJggg==","consoleMessages":[{"text":"Unrecognized Content-Security-Policy directive 'prefetch-src'.","level":"error","timestamp":1723948516828},{"text":"[.WebGL-0x7d400375500]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723948517351},{"text":"[.WebGL-0x7d400375500]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723948517443},{"text":"[.WebGL-0x7d400375500]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723948517498},{"text":"[.WebGL-0x7d400375500]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels (this message will no longer repeat)","level":"warning","timestamp":1723948517874}],"screenshotDelay":10000},"timestamp":1723948516372},"created_at":"2024-08-18T02:35:28.179+00:00","updated_at":"2024-08-18T02:35:28.179+00:00"}