| { | |
| "timestamp": "2024-07-30T03:16:01.026Z", | |
| "image": 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", | |
| "model": "sonnet-3.5", | |
| "query": "are two shape touching?", | |
| "response": "Yes, the two shapes - a large black circle and a smaller brown square - are touching each other in the provided image.", | |
| "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=\"#fffafa\"/><circle cx=\"155\" cy=\"241\" r=\"146\" fill=\"#000000\" data-id=\"1722309286123\" style=\"cursor: move;\"/><rect x=\"313\" y=\"200\" width=\"88\" height=\"88\" fill=\"#6c5656\" data-id=\"1722309286363\" style=\"cursor: move;\"/></svg>" | |
| } |