{"id":8409,"artifact_id":7849,"version":1,"data":{"version":1,"artifact":{"chain":"tezos","title":"hic et squigl #126","artist":"tz1RYtLSRUZv5dQf3nb2KmrGyfiAhYSWC1wh","tokenId":"230174","description":"the swappr2. hic et squigl tokens flow through hic et nunc galleries.","contractAddress":"KT1RJ6PbjHpwc3M5rw5s2Nbmefwbuwbdxton"},"snapshot":{"net":[{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmQ3ffR8e63F7SqFphxSx35QsxMoCP83stdvL8GQckbnNS?creator=tz1RYtLSRUZv5dQf3nb2KmrGyfiAhYSWC1wh&viewer=&objkt=230174","host":"ipfs.arkivo.art","path":"/ipfs/QmQ3ffR8e63F7SqFphxSx35QsxMoCP83stdvL8GQckbnNS","type":"http","query":"?creator=tz1RYtLSRUZv5dQf3nb2KmrGyfiAhYSWC1wh&viewer=&objkt=230174","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":1723872102263},{"data":{"url":"https://ipfs.arkivo.art/ipfs/QmQ3ffR8e63F7SqFphxSx35QsxMoCP83stdvL8GQckbnNS?creator=tz1RYtLSRUZv5dQf3nb2KmrGyfiAhYSWC1wh&viewer=&objkt=230174","body":"","status":200,"headers":{"date":"Sat, 17 Aug 2024 05:21:42 GMT","etag":"\"QmQ3ffR8e63F7SqFphxSx35QsxMoCP83stdvL8GQckbnNS\"","server":"nginx/1.27.0","connection":"keep-alive","x-ipfs-path":"/ipfs/QmQ3ffR8e63F7SqFphxSx35QsxMoCP83stdvL8GQckbnNS","content-type":"image/svg+xml","x-ipfs-roots":"QmQ3ffR8e63F7SqFphxSx35QsxMoCP83stdvL8GQckbnNS","accept-ranges":"bytes","cache-control":"public, max-age=29030400, immutable","content-length":"5101","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":1723872102302},{"data":{"url":"https://api.hicdex.com/v1/graphql","host":"api.hicdex.com","path":"/v1/graphql","type":"http","query":"","method":"POST","headers":{"referer":"https://ipfs.arkivo.art/","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","content-type":"text/plain;charset=UTF-8","sec-ch-ua-mobile":"?0","sec-ch-ua-platform":"\"Linux\""},"fragment":"","postData":"\"{\\\"query\\\":\\\"query SwapsQuery {hic_et_nunc_trade_aggregate(where: {token: {title: {_eq: \\\\\\\"hic et squigl #126\\\\\\\"}}}) {aggregate {count(columns: id)}}}\\\",\\\"operationName\\\":\\\"SwapsQuery\\\"}\"","protocol":"https:"},"type":1,"external":true,"timestamp":1723872102334},{"data":{"url":"https://api.hicdex.com/v1/graphql","body":"\"{\\\\\\\"data\\\\\\\":{\\\\\\\"hic_et_nunc_trade_aggregate\\\\\\\":{\\\\\\\"aggregate\\\\\\\" : {\\\\\\\"count\\\\\\\" : 1}}}}\"","status":200,"headers":{"nel":"{\"success_fraction\":0,\"report_to\":\"cf-nel\",\"max_age\":604800}","date":"Sat, 17 Aug 2024 05:21:42 GMT","cf-ray":"8b4738dfbf598fc5-FRA","server":"cloudflare","alt-svc":"h3=\":443\"; ma=86400","report-to":"{\"endpoints\":[{\"url\":\"https:\\/\\/a.nel.cloudflare.com\\/report\\/v4?s=v1E2xKdqD5AqNATpYzUcMMhmOO7meaf%2B84InohS7ZjnyqrysSaFgdGxAQB2SvleqheVbkdt8QZqtH4wBgEdK9%2B%2FqnQJ7ra0vdERFzl7aP8mZEC8ovOaAndXEXWTAL1FG4g%3D%3D\"}],\"group\":\"cf-nel\",\"max_age\":604800}","content-type":"application/json; charset=utf-8","x-request-id":"3aeed79d-7379-45a6-a998-189752ab2ce9","content-length":"77","cf-cache-status":"DYNAMIC","content-encoding":"gzip","ratelimit-policy":"80; w=60","access-control-allow-origin":"https://ipfs.arkivo.art","access-control-allow-methods":"GET,POST,PUT,PATCH,DELETE,OPTIONS","access-control-allow-credentials":"true"}},"type":2,"external":true,"timestamp":1723872102743}],"browser":{"name":"chromium","version":"119.0.6045.9"},"viewport":{"width":2000,"height":2000},"screenshot":"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","consoleMessages":[{"text":"squiglswappr swapped 1 times","level":"log","timestamp":1723872102741}],"screenshotDelay":10000},"timestamp":1723872101891},"created_at":"2024-08-17T05:21:52.501+00:00","updated_at":"2024-08-17T05:21:52.501+00:00"}