Search is not available for this dataset
geometry
unknown
class_id
int64
component
float64
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2
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2
0
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2
0
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2
0
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2
0
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2
0
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2
0
"AQMAAAABAAAAFgAAAAAAAKceNxxBAABwrmNnQUEAAABUFzccQQAAsEpkZ0FBAACAVww3HEEAALBKZGdBQQAAgAQFNxxBAABwrmNnQUEAAAB5/DYcQQAAYIdjZ0FBAACAz/g2HEEAACDrYmdBQQAAALXyNhxBAADwdWJnQUEAAAC18jYcQQAAwABiZ0FBAACA7fM2HEEAALDZYWdBQQAAgO3zNhxBAACQi2FnQUEAAAC18jYcQQAAgGRhZ0FBAAAAtfI2HEEAAGAWYWdBQQAAgO3zNhxBAABQ72BnQUEAAAC18jYcQQAA0LZfZ0FBAAAAefw2HEEAAJAaX2dBQQAAgFcMNxxBAACgQV9nQUEAAACQDTccQQAAsGhfZ0FBAACAqhM3HEEAAMCPX2dBQQAAgKoTNxxBAADQtl9nQUEAAICMGDccQQAA8ARgZ0FBAACAbh03HEEAAEDIYGdBQQAAAKceNxxBAABwrmNnQUE="
2
0
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2
0
"AQMAAAABAAAADwAAAAAAACFeNxxBAADQCWdnQUEAAAAhXjccQQAAwOJmZ0FBAACAWV83HEEAALC7ZmdBQQAAAJJgNxxBAACwu2ZnQUEAAIA7ZDccQQAAkG1mZ0FBAACArGY3HEEAAJBtZmdBQQAAAOVnNxxBAACARmZnQUEAAIBSdTccQQAAgEZmZ0FBAAAAi3Y3HEEAAJBtZmdBQQAAgDR6NxxBAACQbWZnQUEAAABtezccQQAAoJRmZ0FBAACAFn83HEEAAKCUZmdBQQAAAMCCNxxBAADA4mZnQUEAAADAgjccQQAA0AlnZ0FBAAAAIV43HEEAANAJZ2dBQQ=="
2
0
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0
null
"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"
0
null
"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"
0
null
"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"
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