| { | |
| "timestamp": "2024-08-03T01:43:28.916Z", | |
| "image": 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", | |
| "model": "gemini-1.5-pro-exp-0801", | |
| "query": "What is the situation of the two circles compared to each other?", | |
| "response": "The two circles are **separate** from each other. They are not touching or overlapping.\n", | |
| "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\"/><circle cx=\"147\" cy=\"226\" r=\"54\" fill=\"#e60f0f\" data-id=\"1722649278577\" style=\"cursor: move;\"/><circle cx=\"296\" cy=\"231\" r=\"54\" fill=\"#05ff5d\" data-id=\"1722649278742\" style=\"cursor: move;\"/></svg>" | |
| } |