cours/images/.octaèdre.png.ocr.json
oscar.plaisant@icloud.com a2ee0fa5ca from github to this gitea
2023-10-23 23:09:51 +02:00

1 line
33 KiB
JSON

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","image","bbox","ppageno","scan_res","\"/Users/oscarplaisant/devoirs/cours/images/octaèdre.png\"","0 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