{"id":21131,"artifact_id":946,"version":1,"data":{"version":1,"artifact":{"chain":"tezos","title":"TRANSFORMATION","artist":"tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71","tokenId":"20528","description":"Created by @MathMakesArt (https://mathmakes.art) on 2021/04/01. 1024 colored squares shift from one highly-symmetric pattern to the next, intermittently reaching states of great disorder. Generative geometric pattern animation using the phrase \"TRANSFORMATION\" as input. Approximately 50 seconds in length. String-to-pixelart encoding scheme first displayed in my \"25 Hashes\" piece (https://www.hicetnunc.xyz/objkt/9953) and many others.","contractAddress":"KT1RJ6PbjHpwc3M5rw5s2Nbmefwbuwbdxton"},"snapshot":{"net":[{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","host":"ipfs.arkivo.art","path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7","type":"http","query":"?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","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":1723933292646},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","body":"","status":301,"headers":{"date":"Sat, 17 Aug 2024 22:21:32 GMT","server":"nginx/1.27.0","location":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","connection":"keep-alive","x-ipfs-path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7","content-type":"text/html; charset=utf-8","x-ipfs-roots":"QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7","content-length":"161","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":1723933292680},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","host":"ipfs.arkivo.art","path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/","type":"http","query":"?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","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":1723933292680},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 22:21:32 GMT","etag":"\"QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/","content-type":"text/html","x-ipfs-roots":"QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"1974","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":1723933292688},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/style.css","host":"ipfs.arkivo.art","path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/style.css","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","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":1723933292711},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/p5.min.js","host":"ipfs.arkivo.art","path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/p5.min.js","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","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":1723933292711},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/style.css","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 22:21:32 GMT","etag":"\"Qmce2e79d6HVrXGtJiFvG57Dza5LMgn2v7HtvwX1oRRN9k\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/style.css","content-type":"text/css; charset=utf-8","x-ipfs-roots":"QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7,Qmce2e79d6HVrXGtJiFvG57Dza5LMgn2v7HtvwX1oRRN9k","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"404","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":1723933292727},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/p5.min.js","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 22:21:32 GMT","etag":"\"QmS79Zym9NzcSgdyh3RzRvwWigrzMatAJGqTqkz3swxhdN\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/p5.min.js","content-type":"text/javascript; charset=utf-8","x-ipfs-roots":"QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7,QmS79Zym9NzcSgdyh3RzRvwWigrzMatAJGqTqkz3swxhdN","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"616335","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":1723933292732},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/mathmakesart-transformation.js","host":"ipfs.arkivo.art","path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/mathmakesart-transformation.js","type":"http","query":"","method":"GET","headers":{"referer":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/?creator=tz1gsrd3CfZv4BfPnYKq5pKpHGFVdtGCgd71&viewer=&objkt=20528","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":1723933292801},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/mathmakesart-transformation.js","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 22:21:32 GMT","etag":"\"QmbdU7rPv7SFPZkZpvY9uApGvHZ4peYwD6FPhgwQSr4ntF\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7/mathmakesart-transformation.js","content-type":"text/javascript; charset=utf-8","x-ipfs-roots":"QmfH1fBfWnJVoypN8XAQcnM4YM3iYi3ExpANVX6tzXoRa7,QmbdU7rPv7SFPZkZpvY9uApGvHZ4peYwD6FPhgwQSr4ntF","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"6146","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":1723933292815}],"browser":{"name":"chromium","version":"119.0.6045.9"},"viewport":{"width":2000,"height":2000},"screenshot":"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","consoleMessages":[{"text":"The Content Security Policy directive 'frame-ancestors' is ignored when delivered via a <meta> element.","level":"error","timestamp":1723933292710},{"text":"Unrecognized Content-Security-Policy directive 'prefetch-src'.","level":"error","timestamp":1723933292710},{"text":"Unrecognized Content-Security-Policy directive 'webrtc-src'.","level":"error","timestamp":1723933292710}],"screenshotDelay":10000},"timestamp":1723933292247},"created_at":"2024-08-17T22:21:42.829+00:00","updated_at":"2024-08-17T22:21:42.830+00:00"}