| { | |
| "timestamp": "2024-07-30T03:15:27.808Z", | |
| "image": "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", | |
| "model": "sonnet-3.5", | |
| "query": "are two shape touching?", | |
| "response": "Yes, the two shapes - a large gray circle and a smaller red square - are touching each other in the image against a reddish-brown background.", | |
| "svgSource": "<svg xmlns=\"http://www.w3.org/2000/svg\" id=\"svgCanvas\" width=\"512\" height=\"512\" class=\"border-2 border-gray-200\" style=\"width: 512px; height: 512px; display: block;\"><rect width=\"100%\" height=\"100%\" fill=\"#904747\"/><circle cx=\"155\" cy=\"241\" r=\"146\" fill=\"#938080\" data-id=\"1722309286123\" style=\"cursor: move;\"/><rect x=\"311\" y=\"200\" width=\"88\" height=\"79\" fill=\"#c70000\" data-id=\"1722309286363\" style=\"cursor: move;\"/></svg>" | |
| } |