| { | |
| "timestamp": "2024-08-01T15:49:46.446Z", | |
| "image": 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", | |
| "model": "sonnet-3.5", | |
| "query": "describe the image", | |
| "response": "The image consists of two geometric shapes on a white background. One shape is a solid red circle, and the other is a solid black square. The circle and square are positioned side by side, creating a simple and minimalist composition.", | |
| "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=\"#ffffff\"/><rect x=\"255\" y=\"103\" width=\"99\" height=\"128\" fill=\"#000000\" data-id=\"1722527369617\" style=\"cursor: move;\"/><circle cx=\"133\" cy=\"175\" r=\"85\" fill=\"#ff0000\" data-id=\"1722527369975\" style=\"cursor: move;\"/></svg>" | |
| } |