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","consoleMessages":[{"text":"%c * Tone.js v14.8.14 *  background: #000; color: #fff","level":"log","timestamp":1723845812595},{"text":"The AudioContext was not allowed to start. It must be resumed (or created) after a user gesture on the page. https://goo.gl/7K7WLu","level":"warning","timestamp":1723845812702},{"text":"The ScriptProcessorNode is deprecated. Use AudioWorkletNode instead. (https://bit.ly/audio-worklet)","level":"warning","timestamp":1723845812703},{"text":"The AudioContext was not allowed to start. It must be resumed (or created) after a user gesture on the page. https://goo.gl/7K7WLu","level":"warning","timestamp":1723845812704},{"text":"The AudioContext was not allowed to start. It must be resumed (or created) after a user gesture on the page. https://goo.gl/7K7WLu","level":"warning","timestamp":1723845812747},{"text":"The AudioContext was not allowed to start. It must be resumed (or created) after a user gesture on the page. https://goo.gl/7K7WLu","level":"warning","timestamp":1723845812748},{"text":"class HydraSynth {\n\n            constructor ({\n                pb = null,\n                width = 1024,\n                height = 1024,\n                numSources = 4,\n                numOutputs = 4,\n                makeGlobal = true,\n                autoLoop = true,\n                detectAudio = false,\n                enableStreamCapture = false,\n                canvas,\n                precision = 'mediump'\n            } = {}) {\n\n                this.bpm = 60\n                this.pb = pb\n                this.width = width\n                this.height = height\n                this.time = 0\n                this.makeGlobal = makeGlobal\n                this.renderAll = false\n                this.detectAudio = detectAudio\n\n                // only allow valid precision options\n                let precisionOptions = ['lowp','mediump','highp']\n                let precisionValid = precisionOptions.includes(precision.toLowerCase())\n\n                this.precision = precisionValid ? precision.toLowerCase() : 'mediump'\n\n                if(!precisionValid){\n                console.warn('[hydra-synth warning]\\nConstructor was provided an invalid floating point precision value of \"' + precision + '\". Using default value of \"mediump\" instead.')\n                }\n\n                // boolean to store when to save screenshot\n                this.saveFrame = false\n\n                // if stream capture is enabled, this object contains the capture stream\n                this.captureStream = null\n\n                this._initCanvas(canvas)\n                this._initRegl()\n                this._initOutputs(numOutputs)\n                this._initSources(numSources)\n                this._generateGlslTransforms()\n\n                window.screencap = () => {\n                this.saveFrame = true\n                }\n\n                if (enableStreamCapture) {\n                this.captureStream = this.canvas.captureStream(25)\n\n                // to do: enable capture stream of specific sources and outputs\n                window.vidRecorder = new VidRecorder(this.captureStream)\n                }\n\n                if(detectAudio) this._initAudio()\n                //if(makeGlobal) {\n                window.mouse = mouse\n                window.time = this.time\n                window['render'] = this.render.bind(this)\n                //  window.bpm = this.bpm\n                window.bpm = this._setBpm.bind(this)\n            //  }\n                if(autoLoop) loop(this.tick.bind(this)).start()\n            }\n\n            getScreenImage(callback) {\n                this.imageCallback = callback\n                this.saveFrame = true\n            }\n\n            resize(width, height) {\n                console.log(width, height)\n                this.canvas = document.querySelector('foreignObject').querySelector('canvas');\n                this.canvas.width = width\n                this.canvas.height = height\n                this.width = width\n                this.height = height\n                this.regl.poll()\n                this.o.forEach((output) => {\n                output.resize(width, height)\n                })\n                this.s.forEach((source) => {\n                source.resize(width, height)\n                })\n            }\n            canvasToImage (callback) {\n                const a = document.createElement('a')\n                a.style.display = 'none'\n\n                let d = new Date()\n                a.download = `hydra-${d.getFullYear()}-${d.getMonth() + 1}-${d.getDate()}-${d.getHours()}.${d.getMinutes()}.${d.getSeconds()}.png`\n                document.body.appendChild(a)\n                var self = this\n                this.canvas.toBlob( (blob) => {\n                //  var url = window.URL.createObjectURL(blob)\n\n                    if(self.imageCallback){\n                    self.imageCallback(blob)\n                    delete self.imageCallback\n                    } else {\n                    a.href = URL.createObjectURL(blob)\n                    console.log(a.href)\n                    a.click()\n                    }\n                }, 'image/png')\n                setTimeout(() => {\n                document.body.removeChild(a);\n                window.URL.revokeObjectURL(a.href);\n                }, 300);\n            }\n\n            _initAudio () {\n                this.audio = new Audio({\n                numBins: 4\n                })\n                if(this.makeGlobal) window.a = this.audio\n            }\n            // create main output canvas and add to screen\n            _initCanvas (canvas) {\n                if (canvas) {\n                this.canvas = canvas\n                this.width = canvas.width\n                this.height = canvas.height\n                } else {\n                this.canvas = document.createElement('canvas')\n                this.canvas.width = this.width\n                this.canvas.height = this.height\n                this.canvas.style.width = '100%'\n                this.canvas.style.height = '100%'\n                document.body.appendChild(this.canvas)\n                }\n            }\n\n            _initRegl () {\n                this.regl = require('regl')({\n                canvas: this.canvas,\n                pixelRatio: 1,\n                extensions: [\n                    'oes_texture_half_float',\n                    'oes_texture_half_float_linear'\n                ],\n                optionalExtensions: [\n                    'oes_texture_float',\n                    'oes_texture_float_linear'\n                ]})\n\n                // This clears the color buffer to black and the depth buffer to 1\n                this.regl.clear({\n                color: [0, 0, 0, 1]\n                })\n\n                this.renderAll = this.regl({\n                frag: `\n                precision ${this.precision} float;\n                varying vec2 uv;\n                uniform sampler2D tex0;\n                uniform sampler2D tex1;\n                uniform sampler2D tex2;\n                uniform sampler2D tex3;\n\n                void main () {\n                    vec2 st = vec2(1.0 - uv.x, uv.y);\n                    st*= vec2(2);\n                    vec2 q = floor(st).xy*(vec2(2.0, 1.0));\n                    int quad = int(q.x) + int(q.y);\n                    st.x += step(1., mod(st.y,2.0));\n                    st.y += step(1., mod(st.x,2.0));\n                    st = fract(st);\n                    if(quad==0){\n                    gl_FragColor = texture2D(tex0, st);\n                    } else if(quad==1){\n                    gl_FragColor = texture2D(tex1, st);\n                    } else if (quad==2){\n                    gl_FragColor = texture2D(tex2, st);\n                    } else {\n                    gl_FragColor = texture2D(tex3, st);\n                    }\n\n                }\n                `,\n                vert: `\n                precision ${this.precision} float;\n                attribute vec2 position;\n                varying vec2 uv;\n\n                void main () {\n                    uv = position;\n                    gl_Position = vec4(1.0 - 2.0 * position, 0, 1);\n                }`,\n                attributes: {\n                    position: [\n                    [-2, 0],\n                    [0, -2],\n                    [2, 2]\n                    ]\n                },\n                uniforms: {\n                    tex0: this.regl.prop('tex0'),\n                    tex1: this.regl.prop('tex1'),\n                    tex2: this.regl.prop('tex2'),\n                    tex3: this.regl.prop('tex3')\n                },\n                count: 3,\n                depth: { enable: false }\n                })\n\n                this.renderFbo = this.regl({\n                frag: `\n                precision ${this.precision} float;\n                varying vec2 uv;\n                uniform vec2 resolution;\n                uniform sampler2D tex0;\n\n                void main () {\n                    gl_FragColor = texture2D(tex0, vec2(1.0 - uv.x, uv.y));\n                }\n                `,\n                vert: `\n                precision ${this.precision} float;\n                attribute vec2 position;\n                varying vec2 uv;\n\n                void main () {\n                    uv = position;\n                    gl_Position = vec4(1.0 - 2.0 * position, 0, 1);\n                }`,\n                attributes: {\n                    position: [\n                    [-2, 0],\n                    [0, -2],\n                    [2, 2]\n                    ]\n                },\n                uniforms: {\n                    tex0: this.regl.prop('tex0'),\n                    resolution: this.regl.prop('resolution')\n                },\n                count: 3,\n                depth: { enable: false }\n                })\n            }\n\n            _initOutputs (numOutputs) {\n                const self = this\n                this.o = (Array(numOutputs)).fill().map((el, index) => {\n                var o = new Output({\n                    regl: this.regl,\n                    width: this.width,\n                    height: this.height,\n                    precision: this.precision\n                })\n                o.render()\n                o.id = index\n                if (self.makeGlobal) window['o' + index] = o\n                return o\n                })\n\n                // set default output\n                this.output = this.o[0]\n            }\n\n            _initSources (numSources) {\n                this.s = []\n                for(var i = 0; i < numSources; i++) {\n                this.createSource()\n                }\n            }\n\n            _setBpm(bpm) {\n                this.bpm = bpm\n            }\n\n            createSource () {\n                let s = new Source({regl: this.regl, pb: this.pb, width: this.width, height: this.height})\n                if(this.makeGlobal) {\n                window['s' + this.s.length] = s\n                }\n                this.s.push(s)\n                return s\n            }\n\n            _generateGlslTransforms () {\n                const self = this\n                const gen = new GeneratorFactory(this.o[0], this.precision)\n                window.generator = gen\n                Object.keys(gen.functions).forEach((key)=>{\n                self[key] = gen.functions[key]\n                if(self.makeGlobal === true) {\n                    window[key] = gen.functions[key]\n                }\n                })\n            }\n\n            render (output) {\n                if (output) {\n                this.output = output\n                this.isRenderingAll = false\n                } else {\n                this.isRenderingAll = true\n                }\n            }\n\n            tick (dt, uniforms) {\n\n            //  if(self.detectAudio === true) self.fft = self.audio.frequencies()\n            // this.regl.frame(function () {\n                this.time += dt * 0.001\n                // console.log(this.time)\n                // this.regl.clear({\n                //   color: [0, 0, 0, 1]\n                // })\n                window.time = this.time\n                if(this.detectAudio === true) this.audio.tick()\n                for (let i = 0; i < this.s.length; i++) {\n                this.s[i].tick(this.time)\n                }\n\n                for (let i = 0; i < this.o.length; i++) {\n                //  console.log('WIDTH', this.canvas.width, this.o[0].getCurrent())\n                this.o[i].tick({\n                    time: this.time,\n                    mouse: mouse,\n                    bpm: this.bpm,\n                    resolution: [this.canvas.width, this.canvas.height]\n                })\n                }\n\n                // console.log(\"looping\", self.o[0].fbo)\n                if (this.isRenderingAll) {\n                this.renderAll({\n                    tex0: this.o[0].getCurrent(),\n                    tex1: this.o[1].getCurrent(),\n                    tex2: this.o[2].getCurrent(),\n                    tex3: this.o[3].getCurrent(),\n                    resolution: [this.canvas.width, this.canvas.height]\n                })\n                } else {\n                //  console.log('out', self.output.id)\n                this.renderFbo({\n                    tex0: this.output.getCurrent(),\n                    resolution: [this.canvas.width, this.canvas.height]\n                })\n                }\n                if(this.saveFrame === true) {\n                this.canvasToImage()\n                this.saveFrame = false\n                }\n            }\n\n\n            }","level":"log","timestamp":1723845813042},{"text":"732452549882.3273","level":"log","timestamp":1723845813236},{"text":"0.22075739690652135","level":"log","timestamp":1723845813237},{"text":"[.WebGL-0x381000378e00]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723845813804},{"text":"[.WebGL-0x381000378e00]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723845813804},{"text":"[.WebGL-0x381000378e00]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723845813804},{"text":"[.WebGL-0x381000378e00]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels (this message will no longer repeat)","level":"warning","timestamp":1723845814095}],"screenshotDelay":10000},"timestamp":1723845811703},"created_at":"2024-08-16T22:03:43.834+00:00","updated_at":"2024-08-16T22:03:43.834+00:00"}