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taesiri
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BlindTest-GeneratedData

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taesiri commited on
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  1. generated_data/data_20240730_051507.json +8 -0
  2. generated_data/data_20240730_051519.json +8 -0
  3. generated_data/data_20240730_051523.json +8 -0
generated_data/data_20240730_051507.json ADDED
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+ {
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+ "timestamp": "2024-07-30T03:15:07.411Z",
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+ "image": 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",
4
+ "model": "sonnet-3.5",
5
+ "query": "are two shape touching?",
6
+ "response": "Yes, the two shapes - a large gray circle and a smaller red square - are touching each other in the given image.",
7
+ "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=\"#904747\"/><circle cx=\"155\" cy=\"241\" r=\"146\" fill=\"#938080\" data-id=\"1722309286123\" style=\"cursor: move;\"/><rect x=\"310\" y=\"222\" width=\"50\" height=\"50\" fill=\"#c70000\" data-id=\"1722309286363\" style=\"cursor: move;\"/></svg>"
8
+ }
generated_data/data_20240730_051519.json ADDED
@@ -0,0 +1,8 @@
 
 
 
 
 
 
 
 
 
1
+ {
2
+ "timestamp": "2024-07-30T03:15:19.234Z",
3
+ "image": 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",
4
+ "model": "sonnet-3.5",
5
+ "query": "are two shape touching?",
6
+ "response": "No, the two shapes - the large gray circle and the smaller red rectangle - are not touching each other in the image. There is a visible gap or space separating them.",
7
+ "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=\"#904747\"/><circle cx=\"155\" cy=\"241\" r=\"146\" fill=\"#938080\" data-id=\"1722309286123\" style=\"cursor: move;\"/><rect x=\"335\" y=\"203\" width=\"88\" height=\"79\" fill=\"#c70000\" data-id=\"1722309286363\" style=\"cursor: move;\"/></svg>"
8
+ }
generated_data/data_20240730_051523.json ADDED
@@ -0,0 +1,8 @@
 
 
 
 
 
 
 
 
 
1
+ {
2
+ "timestamp": "2024-07-30T03:15:23.398Z",
3
+ "image": 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",
4
+ "model": "sonnet-3.5",
5
+ "query": "are two shape touching?",
6
+ "response": "No, the two shapes - the large gray circle and the smaller red square - are not touching each other in the image. There is a noticeable gap or space between them on the reddish-brown background.",
7
+ "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=\"#904747\"/><circle cx=\"155\" cy=\"241\" r=\"146\" fill=\"#938080\" data-id=\"1722309286123\" style=\"cursor: move;\"/><rect x=\"325\" y=\"203\" width=\"88\" height=\"79\" fill=\"#c70000\" data-id=\"1722309286363\" style=\"cursor: move;\"/></svg>"
8
+ }