{"id":16977,"artifact_id":16036,"version":1,"data":{"version":1,"artifact":{"chain":"tezos","title":"dev_PARTY #014","artist":"tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y","tokenId":"472335","description":"Interactive NFT by @andriibakulin\n\n<code>\nconst ITEMS_COUNT = 40;\n\nlet gEntities = [];\nlet gSizeArea;\nlet gSizePoints;\nlet gDistance, gDistanceSqr;\n\n// MagicLogic\n\nclass Entity\n{\n    constructor(index, count, xOffset, yOffset, direction)\n    {\n        const seq01 = index / count;\n\n        this.xOffset = xOffset;\n        this.yOffset = yOffset;\n        this.direction = direction;\n\n        this.color  = seq01 * 255;\n        this.offset = seq01 * Math.PI;\n        this.angel  = seq01 * Math.PI * 2;\n\n        this.power = new SmoothValue();\n\n        // Dynamic vars\n        this.circleX = this.circleY = null;\n        this.drawAtX = this.drawAtY = null;\n        this.colorV = null;\n\n        this.tick = 0;\n    }\n\n    next(dt)\n    {\n        this.tick++;\n        this.color  += dt * 128;\n        this.offset += dt;\n        this.angel  -= dt / 2;\n\n        // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -\n        // Update dynamic attrs\n\n        const radius = gSizeArea * 0.15;\n\n        this.circleX = Math.sin(this.angel * this.direction) * radius;\n        this.circleY = Math.cos(this.angel * this.direction) * radius;\n\n        this.drawAtX = gSizeArea * this.xOffset + this.circleX;\n        this.drawAtY = gSizeArea * this.yOffset + this.circleY;\n\n        this.colorV = normalizeColorComp(this.color);\n\n        // - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -\n\n        let dstOffset = 0;\n\n        if (mouseIsPressed)\n        {\n            const dstLengthSqr = (mouseX-this.drawAtX)**2 + (mouseY-this.drawAtY)**2;\n\n            if (dstLengthSqr < gDistanceSqr)\n                dstOffset = Math.sqrt(dstLengthSqr) / gDistance;\n        }\n\n        if (dstOffset > 0)\n            this.power.update(1 - dstOffset, 0.5 * dt);\n        else\n            this.power.update(0, 2 * dt);\n    }\n\n    render()\n    {\n        let offset = -this.power.v * 2 * cos(this.offset);\n\n        const winCenterX = gSizeArea/2 - this.drawAtX;\n        const winCenterY = gSizeArea/2 - this.drawAtY;\n\n        resetMatrix();\n        translate(this.drawAtX, this.drawAtY);\n\n        strokeWeight(gSizePoints);\n        stroke(this.colorV, 255, 255);\n        point(0,0);\n\n        for (let i=-8; i<=8; i++)\n        {\n            let vv = 0.2 * i;\n            let xx = this.circleX * offset * vv;\n            let yy = this.circleY * offset * vv;\n\n            if (abs(xx) < 5 && abs(yy) < 5)\n                continue;\n\n            if (i===5)\n            {\n                let alpha = this.power.v*255;\n                if (alpha > 0)\n                {\n                    strokeWeight(3);\n                    stroke(this.colorV, 255, 255, alpha);\n                    line(winCenterX,winCenterY, xx,yy);\n                }\n            }\n\n            strokeWeight(5-Math.abs(i/2));\n            stroke(this.colorV, 255, 255, (this.power.v+0.3)*255);\n            point(xx, yy);\n        }\n    }\n}\n\n// Lifecycle\n\nfunction setup()\n{\n    updateConsts();\n    createCanvas(gSizeArea, gSizeArea);\n    background(0);\n\n    pixelDensity(1);\n    frameRate(60);\n    colorMode(HSB, 255);\n    angleMode(DEGREES);\n\n    const dlt = 0.21;\n    for (let index=0; index<ITEMS_COUNT; index++)\n    {\n        gEntities.push(new Entity(index, ITEMS_COUNT, 0.50-dlt, 0.50-dlt, +1));\n        gEntities.push(new Entity(index, ITEMS_COUNT, 0.50+dlt, 0.50-dlt, -1));\n        gEntities.push(new Entity(index, ITEMS_COUNT, 0.50-dlt, 0.50+dlt, -1));\n        gEntities.push(new Entity(index, ITEMS_COUNT, 0.50+dlt, 0.50+dlt, +1));\n    }\n}\n\nfunction windowResized()\n{\n    updateConsts();\n    resizeCanvas(gSizeArea, gSizeArea);\n}\n\nfunction draw()\n{\n    const dt = deltaTime/1000;\n\n    background(0);\n\n    for (const idx in gEntities)\n    {\n        const ent = gEntities[idx];\n        ent.next(dt);\n        ent.render();\n    }\n}\n\n// Helpers\n\nfunction updateConsts()\n{\n    gSizeArea     = getAreaSize();\n    gDistance     = gSizeArea / 5;\n    gDistanceSqr  = gDistance ** 2;\n    gSizePoints   = clamp(gSizeArea / 66, 5, 12);\n}\n\nfunction normalizeColorComp(v)\n{\n    v %= 256;\n    return v >= 0 ? v : v+256;\n}\n\nfunction getAreaSize()\n{\n    return Math.min(window.innerWidth, window.innerHeight);\n}\n\nfunction clamp(value, min, max)\n{\n    if (value < min) return min;\n    if (value > max) return max;\n    return value;\n}\n\n// Helpers : Smooth\n\nfunction smoothValue(v0, v1, delta)\n{\n    if (v0 === null)\n        return v1;\n\n    const dv = v1 - v0;\n    return Math.abs(dv) <= delta ? v1 : (dv < 0 ? v0 - delta : v0 + delta);\n}\n\nclass SmoothValue\n{\n    constructor(v=null)\n    {\n        this.v = v;\n    }\n\n    update(v, delta)\n    {\n        this.v = smoothValue(this.v, v, delta);\n    }\n}\n</code>","contractAddress":"KT1RJ6PbjHpwc3M5rw5s2Nbmefwbuwbdxton"},"snapshot":{"net":[{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","host":"ipfs.arkivo.art","path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj","type":"http","query":"?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","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":1723902418336},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","body":"","status":301,"headers":{"date":"Sat, 17 Aug 2024 13:46:58 GMT","server":"nginx/1.27.0","location":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","connection":"keep-alive","x-ipfs-path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj","content-type":"text/html; charset=utf-8","x-ipfs-roots":"QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj","content-length":"162","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":1723902418380},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","host":"ipfs.arkivo.art","path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/","type":"http","query":"?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","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":1723902418381},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 13:46:58 GMT","etag":"\"QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/","content-type":"text/html","x-ipfs-roots":"QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"2623","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":1723902418389},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/style.css","host":"ipfs.arkivo.art","path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/style.css","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","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":1723902418427},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/p5.min.js","host":"ipfs.arkivo.art","path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/p5.min.js","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","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":1723902418428},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/style.css","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 13:46:58 GMT","etag":"\"QmRo4A9RbCcL5joMs2kvekAjZhvJobGvbW78gd3KUZhTiG\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/style.css","content-type":"text/css; charset=utf-8","x-ipfs-roots":"QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj,QmRo4A9RbCcL5joMs2kvekAjZhvJobGvbW78gd3KUZhTiG","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"583","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":1723902418436},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/p5.min.js","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 13:46:58 GMT","etag":"\"QmVo6bpEBxnNfqUvgmn4gkUgxkarCjEVPLgJDT4bLGXT3w\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/p5.min.js","content-type":"text/javascript; charset=utf-8","x-ipfs-roots":"QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj,QmVo6bpEBxnNfqUvgmn4gkUgxkarCjEVPLgJDT4bLGXT3w","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"619842","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":1723902418454},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/script.js","host":"ipfs.arkivo.art","path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/script.js","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/?creator=tz1Ys42frYhgxHxXtqoY42GiuRPZ9ykbP86Y&viewer=&objkt=472335","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":1723902418540},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/script.js","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 13:46:58 GMT","etag":"\"QmUP5RbA5Bbmntf3tCpfstiBcfeoa9oAFEDaAoCRcvKAUU\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj/script.js","content-type":"text/javascript; charset=utf-8","x-ipfs-roots":"QmZagFLrT6dmbzkYqi1SGHxEHG7yFFK2BRKs5fX2qLaFKj,QmUP5RbA5Bbmntf3tCpfstiBcfeoa9oAFEDaAoCRcvKAUU","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"4865","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":1723902418555}],"browser":{"name":"chromium","version":"119.0.6045.9"},"viewport":{"width":2000,"height":2000},"screenshot":"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","consoleMessages":[{"text":"Unrecognized Content-Security-Policy directive 'prefetch-src'.","level":"error","timestamp":1723902418420}],"screenshotDelay":10000},"timestamp":1723902417794},"created_at":"2024-08-17T13:47:08.973+00:00","updated_at":"2024-08-17T13:47:08.973+00:00"}