{
  "timestamp": "2024-08-03T01:41:53.492Z",
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",
  "model": "sonnet-3.5",
  "query": "Are two circle touching?",
  "response": "No, the two circles in the image are not touching. They are separate and distinctly spaced apart from each other.",
  "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=\"149\" cy=\"228\" r=\"87\" fill=\"#e60f0f\" data-id=\"1722649278577\" style=\"cursor: move;\"/><circle cx=\"337\" cy=\"237\" r=\"87\" fill=\"#05ff5d\" data-id=\"1722649278742\" style=\"cursor: move;\"/></svg>"
}