{"id":2202017,"recorded_at":"2026-11-02T19:13:31.364321Z","observed_at":"2026-11-02T19:13:31.364260Z","subject_kind":"source_record","subject":"x402_bazaar:https://css-design-calc.x402tookit.com/golden-ratio","kind":"listing","method":"sync.x402_bazaar/1","body":{"endpoints":[["x402","https://css-design-calc.x402tookit.com/golden-ratio"]],"name":"CSS Design Calc","owner_address":"0xb531320805c5bed1d46aeadcf4f008fdf172dbda","raw":{"accepts":[{"amount":"20000","asset":"0x833589fCD6eDb6E08f4c7C32D4f71b54bdA02913","extra":{"name":"USD Coin","version":"2"},"maxTimeoutSeconds":300,"network":"eip155:8453","payTo":"0xb531320805C5BED1D46AEaDcF4F008FDF172DBDa","scheme":"exact"},{"amount":"20000","asset":"EPjFWdd5AufqSSqeM2qN1xzybapC8G4wEGGkZwyTDt1v","extra":{"feePayer":"D6ZhtNQ5nT9ZnTHUbqXZsTx5MH2rPFiBBggX4hY1WePM","transactionVersions":[0]},"maxTimeoutSeconds":300,"network":"solana:5eykt4UsFv8P8NJdTREpY1vzqKqZKvdp","payTo":"DUPiupXtuox38dcGoXUKer5mAydCzmaHjrbQ66qeEm8s","scheme":"exact"},{"amount":"20000","asset":"0x3c499c542cEF5E3811e1192ce70d8cC03d5c3359","extra":{"name":"USD Coin","version":"2"},"maxTimeoutSeconds":300,"network":"eip155:137","payTo":"0xb531320805C5BED1D46AEaDcF4F008FDF172DBDa","scheme":"exact"},{"amount":"20000","asset":"0xaf88d065e77c8cC2239327C5EDb3A432268e5831","extra":{"name":"USD Coin","version":"2"},"maxTimeoutSeconds":300,"network":"eip155:42161","payTo":"0xb531320805C5BED1D46AEaDcF4F008FDF172DBDa","scheme":"exact"}],"description":"Split a length into major and minor parts by the golden ratio (or silver, root-2, custom) with matching rectangle sizes.","extensions":{"bazaar":{"info":{"input":{"method":"GET","queryParams":{"ratio":"golden","total":1200},"type":"http"},"output":{"example":{"asOf":"2026-10-11T14:32:43.923Z","cssGridColumns":"1.618fr 1fr","degraded":false,"disclaimer":"Screening signal computed from the named public source. Not financial, legal or investment advice; provided as is. Verify at the source before acting.","major":741.6407865,"majorPercent":61.8034,"minor":458.3592135,"minorPercent":38.1966,"nextLarger":1941.6407865,"nextSmaller":741.6407865,"notChecked":["whether a golden split looks better than another (a design convention, not a rule)","gutters and padding, which change the effective proportions","…1 more"],"ratio":1.6180339887,"ratioName":"golden","reasons":["The larger part divided by the smaller part equals the ratio; the whole divided by the larger part equals the ratio too only for the golden ratio.","As a rectangle: width 1200 needs height 741.640786."],"rectangleHeight":741.6407865,"rectangleWidthForHeight":1941.6407865,"source":"Golden ratio phi = (1 + sqrt 5)/2 and the related metallic means, computed locally","summary":"1200 splits into 741.640786 (61.8034%) and 458.359214 (38.1966%) at ratio 1.618034 (golden).","total":1200,"verdict":"COMPUTED","wholeToMajorRatio":1.61803399},"type":"json"}},"schema":{"$schema":"https://json-schema.org/draft/2020-12/schema","properties":{"input":{"additionalProperties":false,"properties":{"method":{"enum":["GET"],"type":"string"},"queryParams":{"properties":{"ratio":{"description":"golden (default 1.618), silver (2.414), root-2, root-3, root-5, thirds, or a number above 1","type":"string"},"total":{"description":"The length to split, in any unit","type":"number"}},"required":["total"],"type":"object"},"type":{"const":"http","type":"string"}},"required":["type","method"],"type":"object"},"output":{"properties":{"example":{"properties":{"asOf":{"type":["null","string"]},"cssGridColumns":{"type":["null","string"]},"degraded":{"type":["boolean","null"]},"disclaimer":{"type":["null","string"]},"major":{"type":["null","number"]},"majorPercent":{"type":["null","number"]},"minor":{"type":["null","number"]},"minorPercent":{"type":["null","number"]},"nextLarger":{"type":["null","number"]},"nextSmaller":{"type":["null","number"]},"notChecked":{"items":{"type":"string"},"type":["array","null"]},"ratio":{"type":["null","number"]},"ratioName":{"type":["null","string"]},"reasons":{"items":{"type":"string"},"type":["array","null"]},"rectangleHeight":{"type":["null","number"]},"rectangleWidthForHeight":{"type":["null","number"]},"source":{"type":["null","string"]},"summary":{"type":["null","string"]},"total":{"type":["null","number"]},"verdict":{"type":["null","string"]},"wholeToMajorRatio":{"type":["null","number"]}},"type":"object"},"type":{"type":"string"}},"required":["type"],"type":"object"}},"required":["input"],"type":"object"}}},"lastUpdated":"2026-11-01T22:46:45.302Z","quality":{"l30DaysTotalCalls":2,"l30DaysUniquePayers":2,"lastCalledAt":"2026-11-01T22:46:45.122Z"},"resource":"https://css-design-calc.x402tookit.com/golden-ratio","serviceName":"CSS Design Calc","tags":["css","golden-ratio","layout","proportion"],"type":"http","x402Version":2},"source":"x402_bazaar","summary":"Split a length into major and minor parts by the golden ratio (or silver, root-2, custom) with matching rectangle sizes."},"body_sha256":"2f5f553d7bb051f4bcd11b3cc824c8d87080f832aac41c58fef77163e0a53e60","prev_id":null,"leaf":"0xb4990337751ea82a9de355891b4d1ffdeb6156abfd2de407fc6eff486e7bc785","leaf_text":"{\"body\":\"2f5f553d7bb051f4bcd11b3cc824c8d87080f832aac41c58fef77163e0a53e60\",\"id\":2202017,\"kind\":\"listing\",\"method\":\"sync.x402_bazaar/1\",\"observed_us\":1793646811364260,\"prev\":null,\"subject\":\"x402_bazaar:https://css-design-calc.x402tookit.com/golden-ratio\",\"subject_kind\":\"source_record\"}","day":{"day":"2026-11-02","leaves":444186,"root":"0x78fecaabbe319e56f5c4b80fc02e2052e198ad24781da8832a475ff65f2002d1","chained":"0xdc35957db5d1371ca382b9152878ffece28ec7c5cb4f98fd71ddb367f8b999b2","anchor_chain":"eip155:5042002","anchor_tx":"0x56b814612eb2e3e544153df3e91e1f7199106d1e430c7d8c6b653feeb9ebe9af","anchor_block":70432815},"proof":["0xb499675b5d5859388a0d3eef97b6af71555618965cfcf1fd08fd2590426ed7c9","0x365471cac254a508a0237e30fe9e56ac2e01db371c52253215f06bfbe6e89d4a","0xad25818dcf82774d76fbcd419e66bb5241aa0c69d5dee3bc7fe7c259697e61d9","0x9ecd8dd60bc4e1809f189f537b42c414967779574bc5c7005c64fde57dd2b86a","0xfccab08abfa1dc66934a633026ade062f4002014d1ba04e43fbe937dc35b6f3f","0xeec06c98ee7764bcfa4363a6bd2f6f9256648e45b4f7a7180b840331d5f57081","0x9f01cc4c1f03206ea3d9ad0b912aec5fe4879cee63cfae13017ca35c6972e0ab","0x44508273bcbbf7540d6aa338dbc635389f4541541d7d2f1529b70edccf0cdff5","0x7734280657d7dd556d7fb04188cc20344151c36d664045a9e6db354c164050f9","0xa885ee95f751280fd19fba9daa1f939fd6d868e104b763e6bf14389725f4396c","0xae3d752497e0b1117ec3e1c4e69aabf294556064d09c8f5a7ec60bea1e2919c0","0x699ae7fef9e8b87b378f2b7f3c6ae482aa3f19000267f273752a19f30c704991","0x8f3b097427a1bfae26e9231cb5b00552011a27ad93aa4c0d3e267190fcbbb962","0x08da04eef748b7ac08271324db18913501d72c52afa240bf3f08b6da46e3b97f","0x834b6b9a36b42da183e2542785e8d2d7548ace455268a81922edbe6020cef644","0x2922573a524a0694086782ac45fa3083d3fc3f6a2a479b2105e1e2f06b2916f7","0x07ad80c0c234ecea379a2f4450dfd0804db049dbc62abe77af6306049ca6b6c2","0x98cbbf2c68ab4c0b4db782aeb88bea1f30b02178cf8b5d3d24a931d19492ea6d","0x252cce55f1a3d5391c16f82d7f62494429a5f69b03486d4cfcfb7b2c96d6c884"]}