{ "name": "XmasFlies", "id": "ms7LJhzhWFgDTcc2J", "sources": { "main": "// This is a fork of Sparks, \n// - modified to slow down the sparks\n// - gave them a longer lifetime \n// - allowed them to loop from one ned to the other\n\nsparkHue = .0;\nsparkHue2 = .3;\nsparkHue3 = .6;\nsparkHue4 = .1;\nsparkSaturation = 1;\nnumSparks = 1 + (pixelCount / 5);\ndecay = 0.98;\npixelDecay = 0.9\nmaxSpeed = 0.4\nnewThreshhold = 0.01\n\nsparks = array(numSparks);\nsparkX = array(numSparks);\npixels = array(pixelCount);\npixels2 = array(pixelCount);\npixels3 = array(pixelCount);\npixels4 = array(pixelCount);\n\nexport function beforeRender(delta) {\n delta *= .13;\n \n for (i = 0; i < pixelCount; i++) {\n pixels[i] = pixels[i] * pixelDecay;\n pixels2[i] = pixels2[i] * pixelDecay;\n pixels3[i] = pixels3[i] * pixelDecay;\n pixels4[i] = pixels4[i] * pixelDecay;\n }\n \n for (i = 0; i < numSparks; i++) {\n if (sparks[i] >= -newThreshhold && sparks[i] <= newThreshhold) {\n sparks[i] = (maxSpeed/2) - random(maxSpeed);\n sparkX[i] = random(pixelCount);\n }\n \n sparks[i] *= decay;\n sparkX[i] += sparks[i] * delta;\n \n if (sparkX[i] >= pixelCount) {\n sparkX[i] = 0;\n }\n \n if (sparkX[i] < 0) {\n sparkX[i] = pixelCount - 1;\n }\n if (i % 4 == 0) {\n pixels[floor(sparkX[i])] += sparks[i];\n } else if (i % 4 == 1) {\n pixels2[floor(sparkX[i])] += sparks[i];\n } else if (i % 4 == 2) {\n pixels3[floor(sparkX[i])] += sparks[i];\n } else {\n pixels4[floor(sparkX[i])] += sparks[i];\n }\n }\n}\n\nexport function render(index) {\n v = pixels[index];\n v2 = pixels2[index];\n v3 = pixels3[index];\n v4 = pixels4[index];\n if (max(max(max(v, v2), v3), v4) == v) {\n hue = sparkHue;\n value = v * v;\n } else if (max(max(max(v, v2), v3), v4) == v2) {\n hue = sparkHue2;\n value = v2 * v2;\n } else if (max(max(max(v, v2), v3), v4) == v3) {\n hue = sparkHue3;\n value = v3 * v3;\n } else {\n hue = sparkHue4;\n value = v4 * v4;\n }\n hsv(hue, sparkSaturation, (v * v + v2 * v2) * 128);\n}\n" }, 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" }