{"version":3,"file":"ai-model/connectivity/fixture.mjs","sources":["../../../../src/ai-model/connectivity/fixture.ts"],"sourcesContent":["export const CONNECTIVITY_FIXTURE_IMAGE =\n  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';\n\n// Keep this hardcoded to avoid pulling photon into connectivity test runtime\n// just to read image dimensions. A unit test verifies it matches the fixture.\nexport const CONNECTIVITY_FIXTURE_SHOT_SIZE = { width: 1788, height: 500 };\n"],"names":["CONNECTIVITY_FIXTURE_IMAGE","CONNECTIVITY_FIXTURE_SHOT_SIZE"],"mappings":"AAAO,MAAMA,6BACX;AAIK,MAAMC,iCAAiC;IAAE,OAAO;IAAM,QAAQ;AAAI"}