{
  "timestamp": "2024-07-30T03:16:16.903Z",
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",
  "model": "sonnet-3.5",
  "query": "are two shape touching?",
  "response": "The image provided shows a single solid black circle on a white background. There are no other shapes visible, so it's not possible for any shapes to be touching each other in this particular 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=\"#ffffff\"/><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=\"#ffffff\" data-id=\"1722309286363\" style=\"cursor: move;\"/></svg>"
}