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3
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4
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5
+ {"episode_index": 4, "stats": {"action": {"min": [-58.447265625, 47.8125, 55.810546875, 17.05078125, -7.3828125, 0.10964912176132202], "max": [10.107421875, 189.4921875, 177.451171875, 76.9921875, 2.021484375, 49.01315689086914], "mean": [-10.74398136138916, 132.77061462402344, 124.65422058105469, 56.71793746948242, -2.627427101135254, 12.948112487792969], "std": [21.956340789794922, 51.46598815917969, 44.83481979370117, 13.068644523620605, 2.7045483589172363, 16.125438690185547], "count": [577]}, "observation.state": {"min": [-58.095703125, 46.7578125, 58.88671875, 18.6328125, -6.943359375, 1.0282776355743408], "max": [10.1953125, 188.876953125, 176.923828125, 76.81640625, 2.021484375, 47.3007698059082], "mean": [-10.527377128601074, 131.36898803710938, 126.05393981933594, 56.64847946166992, -2.44722843170166, 16.28721809387207], "std": [21.70181655883789, 52.81501770019531, 44.022979736328125, 12.852286338806152, 2.8012425899505615, 16.63533592224121], "count": [577]}, "observation.image": {"min": [[[0.0]], [[0.0]], [[0.0]]], "max": [[[1.0]], [[1.0]], [[1.0]]], "mean": [[[0.6363803366432044]], [[0.6220496759957544]], [[0.5920353821015586]]], "std": [[[0.1265709270268124]], [[0.12728923261127645]], [[0.1560895947245396]]], "count": [117]}, "observation.image2": {"min": [[[0.0]], [[0.0]], [[0.0]]], "max": [[[1.0]], [[1.0]], [[1.0]]], "mean": [[[0.657422965197475]], [[0.6635916394335512]], [[0.6343741079408971]]], "std": [[[0.11439297713508502]], [[0.12159771874639363]], [[0.14325675411384475]]], "count": [117]}, "timestamp": {"min": [0.0], "max": [19.2], "mean": [9.600000000000001], "std": [5.552176750308537], "count": [577]}, "frame_index": {"min": [0], "max": [576], "mean": [288.0], "std": [166.5653025092561], "count": [577]}, "episode_index": {"min": [4], "max": [4], "mean": [4.0], "std": [0.0], "count": [577]}, "index": {"min": [2496], "max": [3072], "mean": [2784.0], "std": [166.5653025092561], "count": [577]}, "task_index": {"min": [0], "max": [0], "mean": [0.0], "std": [0.0], "count": [577]}}}
6
+ {"episode_index": 5, "stats": {"action": {"min": [-61.435546875, 33.046875, 27.0703125, 48.33984375, -6.064453125, 0.0], "max": [9.140625, 189.4921875, 177.36328125, 78.92578125, 18.896484375, 50.54824447631836], "mean": [-2.9471726417541504, 101.35209655761719, 94.01506042480469, 63.27523422241211, 4.685078144073486, 16.97360610961914], "std": [19.173181533813477, 61.86943435668945, 57.821651458740234, 10.201530456542969, 10.079946517944336, 17.81898307800293], "count": [883]}, "observation.state": {"min": [-61.259765625, 31.728515625, 30.5859375, 50.2734375, -5.537109375, 1.0282776355743408], "max": [8.701171875, 189.31640625, 176.923828125, 78.486328125, 18.896484375, 49.485862731933594], "mean": [-2.987982749938965, 99.23619842529297, 95.25743103027344, 63.216773986816406, 4.818058490753174, 20.694229125976562], "std": [19.0737361907959, 63.024662017822266, 56.999778747558594, 10.11812973022461, 10.250051498413086, 16.7124080657959], "count": [883]}, "observation.image": {"min": [[[0.0]], [[0.0]], [[0.0]]], "max": [[[1.0]], [[1.0]], [[1.0]]], "mean": [[[0.6335023964295863]], [[0.6155121128161409]], [[0.5802150494255673]]], "std": [[[0.13466954686315952]], [[0.13174074395829577]], [[0.1597065030513662]]], "count": [161]}, "observation.image2": {"min": [[[0.0]], [[0.0]], [[0.0]]], "max": [[[1.0]], [[1.0]], [[1.0]]], "mean": [[[0.6873429025595745]], [[0.6916814042646044]], [[0.660678401433037]]], "std": [[[0.11452359209132022]], [[0.12086878897238003]], [[0.14302539151416815]]], "count": [161]}, "timestamp": {"min": [0.0], "max": [29.4], "mean": [14.699999999999998], "std": [8.496666012815458], "count": [883]}, "frame_index": {"min": [0], "max": [882], "mean": [441.0], "std": [254.89998038446373], "count": [883]}, "episode_index": {"min": [5], "max": [5], "mean": [5.0], "std": [0.0], "count": [883]}, "index": {"min": [3073], "max": [3955], "mean": [3514.0], "std": [254.89998038446373], "count": [883]}, "task_index": {"min": [0], "max": [0], "mean": [0.0], "std": [0.0], "count": [883]}}}
7
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8
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9
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10
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11
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12
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13
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14
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15
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16
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17
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18
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19
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20
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21
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22
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23
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24
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25
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26
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27
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28
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