| { | |
| "timestamp": "2024-07-30T03:15:57.914Z", | |
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", | |
| "model": "sonnet-3.5", | |
| "query": "are two shape touching?", | |
| "response": "No, the two shapes - a black circle and a smaller brown square - are not touching each other in the image. There is clear space separating the two geometric figures.", | |
| "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=\"325\" y=\"196\" width=\"88\" height=\"88\" fill=\"#6c5656\" data-id=\"1722309286363\" style=\"cursor: move;\"/></svg>" | |
| } |