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* Tone.js v14.8.14 *  background: #000; color: #fff","level":"log","timestamp":1723845945178},{"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":1723845945249},{"text":"The ScriptProcessorNode is deprecated. Use AudioWorkletNode instead. (https://bit.ly/audio-worklet)","level":"warning","timestamp":1723845945249},{"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":1723845945249},{"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":1723845945270},{"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":1723845945270},{"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":1723845945559},{"text":"1391341900393.2764","level":"log","timestamp":1723845945730},{"text":"0.24010593450813697","level":"log","timestamp":1723845945730},{"text":"[.WebGL-0x1ca400374e00]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723845946259},{"text":"[.WebGL-0x1ca400374e00]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723845946259},{"text":"[.WebGL-0x1ca400374e00]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels","level":"warning","timestamp":1723845946263},{"text":"[.WebGL-0x1ca400374e00]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels (this message will no longer repeat)","level":"warning","timestamp":1723845946539}],"screenshotDelay":10000},"timestamp":1723845944433},"created_at":"2024-08-16T22:05:57.962+00:00","updated_at":"2024-08-16T22:05:57.962+00:00"}