diff --git "a/video_unshuffle/swap/train/batch_000080.jsonl" "b/video_unshuffle/swap/train/batch_000080.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000080.jsonl" @@ -0,0 +1,100 @@ +{"episode": 8000, "episode_seed": 674274799, "split": "train", "timestamp": "2025-10-13T02:52:31.256138", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 674274799, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing sponge on top of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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jmaSSu2d1JqOt7WNPyy6bEG1k52tg1kTALqa71AZZdvlFmLOrDBIzxjnp7VuG6fvt5/2ar3N1KIQYhA0uf+WjBRiuCnGVWVoo7ZV1TV5HGXVq9pdyRcMN2Pfr1/LFVzguoDhmBIG0/nWhqsu7VpmbbyOeCD0Azj096pGKJ3ChgZD7DJHTmvUpu8U3uebPRtCRx4wrAHacZY5z7fWvRXl7ZrzmNhNEo3jeTzjJHXqPau/KHOSa1i2YTSHhzmlL9Kh6UbhnJ6CrIK+tXYttEu3J5aJlAHXkVyHh1H/tPTzLt8xd3AbOcKevvU/ivVQ8qWiOB/Ewz2FR6LIkeq2LBgz4J6j09v51hWfuv0OuirNHZqIzHFceQ8ZIyR0xVe9RktZpSCyEbvkJXv3xzirUeopMZY1MbNGdrjHQ/wCf5Gn/AGknjYn0AryZNt2t/T2PQhUtFO9/+AcvcWwn0+4jVlYxSiTerblIYcjJ5/Osb5lX94VXbj5s4BJ6112ozSC3uohbxpA0ZAYEEkkDjA/HmuTUqygErxnpyCOnfr716FCMoJxkcdeoqkueJEF3ZKMeGyTkgE10/hdti3eSATtO306965lhGiiWNgULBTgY78gY710XhwK/2na+Rhf610xvc5ZWsdA0maA9MK7aQtjgdasyJQ3v9a4TWpjd+JZpQVESxiI5Gd2MnGe3Wul1jUksLGRy2CAa4axmDvLLKWJZS/IPI69Kmb6G1JdWd74eVv7Isk8rdCYySx6qdxq/5ZcGML5bLzjOQaxtJ1RLPRbTfIFVvkAAz35P0FbZupPUf98ivIquXNt3t8tz0qc0rq/b5GLeKYtQ3mNVkR1ZVCtmXPUg9PXisTU7R7TUJgmGBYkKff8A+tXX3N5KsJ8t4BKMEea+0Yzz29M81y2sys2qB3KF/LAYKpycDnAHbmujDQnG0ns0ZYiqprl6oy3Kb9okDlW4C9QaeiFcgkbQc7ic/hSusT4jLfOeF9T68/54pqMrK6FvmLFQVBwR2xn07/SuxHG/M6Xwy9z/AGBA90Crt8wB7D/DOa1GfjJ6fzqKWVIxliMDoK5nXPE8dmoijO6aTIjQfxH+lb7mNi3r2tLbxGKNwZWBCrnrXMaeBtO990nDScc5659qp+TJLcfark+ZM2GYBuIx2H0HWpGm2xyOdpiCDd5R4DA4I/KspO5tFWN/S3k/ti1ZACjB0+Zvu5Gfy4rqz5jKVMSsp9Hxn9K42xmaFYjFKWdRw5AJz0/HjNaMOtXYba8zEkkBNigr1wTxXDiKMqkro7KVRRjZm6AfLaM2ylWPKmTP9PasPxA4jggtoVigy292XoB3J/l+NQHWbpBI8lyEJIRFKLwx/D3pLmf7ZIZd6yGHK/JgsDjp7Hn9aVCjUhJXegqs4tabkEex0cRsVBO7KNzj1qWCUiYxyqc9Qyjg/wD16jVQGF067BtHJBBAx0b05qK7nuGtop4EdMDLEYbZwew6jmu5I5W9CaK+nTxDY2tqeWJMgU9Bx17YIzXZl+fWsLQXE0JnMYEmwAMR25zj64rQuLyOBTk81cdrGMtWWJp1hUszdO9cJrmotqN4IUYGBMljnqR0H0pmra9Jqsj2tlIBEMiSdWGF55H1rOihEVu0QjyCDjzG4zjgAd6JPoVBdTXiJQjBJZum3oRj/PNdDoJ36PAHtwxjLJzjOQx9a5G2l867UO5UhAWjdQev8sGty31S4tIlSIxgM2Tujzgnqc5rjrxlKNonZSkou7OlkLM4ZopwfZwB/OopobeaUSy2m8rzlm9PxrHm1y5aEeWULEkEmPjOQPX3oGrSyeZGZITsUA4GPmPXvxXHCjWg7xdjWc4S+IzHmM99PNI2AZB5Y3YbHUn6fzqSTch8wDeBg7SBkDvimNEq5hEYLuhwMHHuN349PrU0biJkgAZid2COdo7Z/wAa9NK2xxt33JPOhFsswICgZy3GKs+C9Vu9UsJprguUDYUs2eeehPNZFvdSG+a2nTCPuwjLg/XPccH9K7K3t4LK2SC3QRRKOAP61otDGWpZLZzg/jWdqeopZ2zEsBxxUOo6xBZQszOqgeprg728udWlF1I0kVsD8ikYPuxH8qpsUY3ZYt2kvLiW6kA3vkct90Z4H5c1pWc3lahZMoLIs23IUDGeMfnzWTv8mVXEbR5RhuPJGOfwzV7T5mjSOQlHbduVgD2OVzXPUV00dVPRo7eJY4S2y3dGfqVUf40gI8uRHFy6sCp3AZwR2/OsWLxFLuIdYAgYAkBs5P4006/cNM7bIViRSzMQQQe3evM9jWbv19TsdSFrE+qiKx0yZ7eB1ml4BLZzjt3xWRAuxSm87goyUOV3Y7Crl3cyahDD5ioNvzkrxg/nVCNEkMbwgKqZUMvy4OcEYx/nivRoqfLeb1OOo4p2itCWNxFKscoUh8bXCj5j747mhnuT4g06G0U4YszsO2COf5/WkuJy1rKYY5Cytt4T8iPUdP1rV8M3X2uCeVhH5itgug4weQBn2xmuhX3ZhJrodEzc1BPcJBGWZvxqvdX0duvJGa4fVNek1mV7azlCwDKyTK33cHkD3681RmlcfrepHUrwRqwNvHksT0JHT8BT428sqVYljjaR0Ix71lRQrDCY9igNkAyNwOOMDp7VNBN5l1H5jMjBAWRgDnPb8Kyl3OiC6HY+Hy50lFeBW8t3XkjJ59xWnIS7BmhlyP7sgGP1rl4NVubWECNlUFgTujzgnqc5/SrE2u3Jg+RgWBIYmMYzx7+9eZUoVJSbR3RqxUUb0sUNxIGltFcjjLt1xn0Pua5W6n+06lcyuwEZI8pN2CfUj27fgauxazOWaOSaElEG/wCUABj+PFU2QRvsCDzJNxGF4z7kdM11YaFRfG9tjmrSj9kdJv5dWzgZCsBj6j3qZJontvNAxjk7hjB75qKBktvLiwx3NgBfmKDHX1x29uKrpdzR6ksMibUdsBWXljjGQfT1+tdajpY52yK/8QSXO5bdsgHlz0/D1rOWEb2MqCQuQQ5OSfr/AIVFbSsT+9jQfICTngZPQ/QU2YrLKQzsqp90diCMk/56VV77glbYnMsyqu0B4+fMLck+wqK3jTypeyzZOG4PHb9KazMApXacDop68dKbI7SOiFiCPlyR7fyqCyxHcGVHUDaA+Ac+/X6ZqQzSR7GnZmZjtUxjGfrzWdgQmEo6x+c+3aerHk4FKsoeQFWJaEhH5yR6H9aVupV9bFq6lInRmDqx4XHI5PGffjNbGmTbA0RIbdIG3Y5OehPvkGsVX3wqSeMk5Iz07j37060nFk7SOy+TI/IPOD3PtzzxTSJbOsRm4xndg78txuHGAPeqsXmLeLGYxEnJVl6MRnKn8KtQTB4M8ZccNj1rk7b7Xf8AjC40ubWLi2jVpHg8qMHLqpYLjoOh5Pp700RI6ZtSj0uJ9zqqscKFHfJ/PrWFeX9zqJcDIQc7AcFx7ntXP6bqFxdszTu84xvwxHy5GTj64FbAlVLcS7MMFBx7d/w5qulhWW45Y0i/1abQThlA61XuGa5VUlQRS78qB6A8UqKyEnzBKeuScc8c4/OkWZ4ySc4XIBIz1PFQ3qWlcmlkWJ0mKkk7VGOSBnGP1qXzbgsVjwVY4ZGJ9O1Z5jEzDcTgMQuOxoWdo1ZpXUIGMRKEYHYc/wCetKxd+5orc5jdFaR9p+bjgY69e1V7aTcDh/MVGVmVwQSRg8+hA/lUULMjBDnLPyAOpI6570SozAiIhXZg3y8ZOe/4UKwm2ddHKJTkkhWfBYdj2qO63FFkNtvcZO0nB6Hj2qjpN7HKzRkp5iEbwO+Ohx+mfak8WXNxbaN59jJ5LJIgGBg9/wD61UiGaEX7y2jmYgnduG4YK56g0/U/ECxKVUlpMcIvU/4VyWpuYNDj1Cx1zUpg935W64jVFnYICzxY52qcKdw7jvkUy2aMEbw5ck7nOfmI6nPfninsStSxd51J83mWThkAGVB7fU04zmAA+WXOdoI7L6mo52cYgifG35ju649B+P5U1pJEAJ3Ek5Yn+KpZYW67riYo5ZJBtAznkev4U6CVY0eCMsNgXnPTj/61QmYeWnl7Qcg8cZz0zUQEkW+RTvJ4YFunbP0qXqVF2NBrmbPmTnytpxvznd+GPpUd7PuALTEKc5JHDgDnmq8szvHsLnCElwQRxnIJqViLiN0kAcbtpAOMd+D+VJIpvQ0NMm8q4laUqWkjUBweMDjH1Gf1reU5PQ53BNoXP0P0rj45ZIblpH+eLbz2A9cd+ldZYzRSx72OcAc5zmrM2VndYZxFGjRmVsK3VQcZxirE2oR6SJSxVTKQdqnlj7Cuct7l77xncaTf6pdWlrNLsR4po0WPGDli/GOuMc5wKpPPeLrN7b3bXMxt5HTZclQ6BSeuONxwOnFUZ76Gld3tzqJcHITqIw3LD3NRCNIyDGpXJwwHQ+1NMqx24l2YcKDj+f4c1CiFM/vBKeeScc8c4/OkzRCXBa5VYpkEUpf5MdMZ45qWdliKTFck4AA5IGf/AK9RrM8ZJOcLnBIz1PFQtF5pG4nAYgYzwaljiXt8+4iLBBOGVicfhTkm4eJWkYqcEYwB+dUFmaLc0rgIjeWShGAMYGTToWaNthY5Zhnjk5HBJ/CpsaX6joT5iuqOZAACUkBBfuAfSushnE67wfkYgFh2HY1ycyFkfy8K7nPy8EkdM/litjSrxWcwOVEoA3AHqO3HtVmbNW4BZFZoS7K3G7g9cfgD/Wo7Y/aLTzmH8QIV+ChHBB9apeKrqa20My2UnkssiDK9eTWLrdlr2i6LYXl7qF4s1+XM0RXHk7QpQE4+8Q2cf4HFrYye5OIkiLIi4Eil2PfJH/1qiY/vfKPKlTnP4UUVK2NHuUkmkE23eSC7de3zAfyqZRunkz/Cgx+XWiihjW5FcHL2cR5CtvU9wR7/AI1b2gJcqRlQcYPIP1ooqR9WU1leK9ihU5R5CpzzxsJ/pV+BVQMigAKSR9aKKp7Ihbmtp0zpDFGhID+Wp5z2b1+grkr6+m0fxPc3lrt82GQ7d4yOV2nP4E0UUyZBoVtG6XCHdhChGD6E1ryn5kb1Xn86KKFuNbFS8kaNYmXAJdUJx2PNNSZ5bd2bGShJxxmiigZJbMQ8DDjKlj7kmobdF2T/ACja828rjjJIBooqC30Jrz5D5ikhwo5HfmnIfOKO/JWZlH4HiiimtiXui9api7XazKdjHK8H/PFO8WStJpThsYWRenGee9FFNEyOe1jxC2tRQxS6bYW5t1SOJ7dHUqgB+UAsQBznp15rTtExcTLklUCqo9OMmiihiiImCiMQCelQRysJXi/hXABOc0UUi1shxJkuIg3dgDj6k/0qK6PnaNMzEgrIGBXjkEUUUnuh/ZZPGFe6dyo3yLhm745NMgkZZ5Is5VT1PU8kf0oopxCRMkStHJuJYM4XaegFaOhTMkpgAHlAPhcdMEf4miin1JexgX2stp2s6orWNjeRyTbzHdw7wrKOCDkEdTkZwe+afpssmsXd/e3sjSTzOs7sONzde3b29qKKb2IW5oS8SIR3Xn86p3cjIsbLgMXVc47UUUl0NH1EjmeaBixxlGJxxUluxBtmHG4Mx9zmiilLYcNyGKNC10No2yTb2UjIJ4FTXnyIJV4cKcEf4UUUuo+g8/vWw+fll28HGenWrMSD7ahUlWO75lxnoaKKrqQtiTxVO76MqHH30JI4JrmLzXNRv7GLTbq7mmt7ZzKnmSMxLP1ySecbePTJ9aKKohn/2Q==", 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", "info": {"video_id": "172647", "label": "showing sponge on top of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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kkrtndSajre1jT8sumxBtZOdrYNZEwC6mu9QGWXb5RZizqwwSM8Y56e1bhun77ef9mq9zdSiEGIQNLn/lowUYrgpxlVlaKO2VdU1eRxl1avaXckXDDdj369fyxVc4LqA4ZgSBtP51oarLu1aZm28jngg9AM49PeqRiidwoYGQ+wyR05r1KbvFN7nmz0bQkceMKwB2nGWOc+31r0VpR0zXnMbCaJRvG8nnGSOvUe1egFNorWLZhNLoSB+etOL81BnFIZQilyeB0rQgzPFtwf7AlthgyTkKB7ZrG8OK41TehV5xbNyFwGPGOKoa7qf27UzEpZkixkAEjn6VoaHOsesrsJB8g8nOSOvU9a5qz9xs66Ks0jr3UpscwqDj5sHODVLULdlt8lRIgYZJXcVB6nHepbTVPtsTPE7YVtvI6+h+hFStdMqlnlVAMZL8CvManz8trO9jvhVSipJ3OZv7QyaVG6nAhdlVtuAwPIODWQxCjLuqc7V56jtXQ6tdSTafceZcQPF5g2+Wc7QCT834YrABXywXJwF5wpwR1yBXfRjKKcZdH/wTjrTU5c66kKpna6DI6BSSMg/yrp/DDBFuuQfu8/nxXNDYkkZU7o3BYbR9MHjjH+NdD4cQMLpgxO7aefx6V0R3OaVrG+0maA9MK7aQtjgdasyJQ3v9a4TWpjd+JZpQVESxiI5Gd2MnGe3Wul1jUksLGRy2CAa4axmDvLLKWJZS/IPI69Kmb6G1JdWd74eVv7Isk8rdCYySx6qdxq/5ZcGML5bLzjOQaxtJ1RLPRbTfIFVvkAAz35P0FbZupPUf98ivIquXNt3t8tz0qc0rq/b5GLeKYtQ3mNVkR1ZVCtmXPUg9PXisTU7R7TUJgmGBYkKff/61dfc3kqwny3gEowR5r7RjPPb0zzXLazKzaoHcoX8sBgqnJwOcAdua6MNCcbSezRliKqmuXqjLcpv2iQOVbgL1Bp6IVyCRtBzuJz+FK6xPiMt854X1Prz/AJ4pqMrK6FvmLFQVBwR2xn07/SuxHG/M1fBerXeqafNNcFygbClmzzznBPNdIWznB/Gq1vbwWNstvboI4kHAH9ao6jrEFlCzM6qB6mtb3MbE2p6ilnbMSwHHFcLbtJeXEt1IBvfI5b7ozwPy5qve3lzq0oupGkitgfkUjB92I/lUm/yZVcRtHlGG48kY5/DNRJ3NYKxrWc3lahZMoLIs23IUDGeMfnzXXxLHCW2W7oz9Sqj/ABriNPmaNI5CUdt25WAPY5XNbkXiKXcQ6wBAwBIDZyfxrz8TCc37p3UpKK1NoEeXIji5dWBU7gM4I7fnWVqoisdMme3gdZpeAS2c47d8VAdfuGmdtkKxIpZmIIIPbvUd3cyahDD5ioNvzkrxg/nU0KdaMknt1FVlBq/UpwLsUpvO4KMlDld2Owp0biKVY5QpD42uFHzH3x3NRRokhjeEBVTKhl+XBzgjGP8APFSXE5a1lMMchZW28J+RHqOn616KRxt6EyXdxF4gsILTIEpZnwewI6j0612Jfn1rnfDNyLuGeZhGZUO3eo4wecDPtjNatxeRwKcnmtF2MnuWJp1hUszdO9cJrmotqN4IUYGBMljnqR0H0pmra9Jqsj2tlIBEMiSdWGF55H1rOihEVu0QjyCDjzG4zjgAd6Un0KguprxEoRgks3Tb0Ix/nmuh0E79HgD24Yxlk5xnIY+tcjbS+ddqHcqQgLRuoPX+WDW5b6pcWkSpEYwGbJ3R5wT1Oc1x14ylG0TspSUXdnSyFmcM0U4Ps4A/nUU0NvNKJZbTeV5yzen41jza5ctCPLKFiSCTHxnIHr70DVpZPMjMkJ2KAcDHzHr34rjhRrQd4uxrOcJfEZjzGe+nmkbAMg8sbsNjqT9P51JJuQ+YBvAwdpAyB3xTGiVcwiMF3Q4GDj3G78en1qaNxEyQAMxO7BHO0ds/416aVtjjbvuSedCLZZRgKBnLDGK2fDL3P9gQPdZVmywB7D/DOa5i2upDfm2nTCPuwjLg/XPQjg/pXaySpGuWIwBwK1jo2Yyd0TM/GT0/nXP69rS28RijcGVgQq561U1zxPHZqIozumkyI0H8R/pXL+TJLcfark+ZM2GYBuIx2H0HWnJhCJc08Dad77pOGk45z1z7Vr6W8n9sWrIAUYOnzN93Iz+XFYDTbY5HO0xBBu8o8BgcEflWxYzNCsRilLOo4cgE56fjxmueorxaR003ZpnZHzGUqYlZT6PjP6VGAfLaM2ylWPKmTP8AT2rCh1q7DbXmYkkgJsUFeuCeKhOs3SCR5LkISQiKUXhj+HvXn/Vqid09TqdWLVmT+IHEcEFtCsUGW3uy9AO5P8vxqhHsdHEbFQTuyjc49anuZ/tkhl3rIYcr8mCwOOnsef1qFVAYXTrsG0ckEEDHRvTmu+lFqCUnqck5Lm02JIJSJjHKpz1DKOD/APXqDzriTxDYW9p1BYvjqo4wc/nxTbue4a2ingR0wMsRhtnB7DqOa3dBk863MxQKxRRux9f54zW60aZjJ6NG4zc1BPcJBGWZvxqvdX0duvJGa4fVNek1mV7azlCwDKyTK33cHkD3681RmlcfrepHUrwRqwNvHksT0JHT8BT428sqVYljjaR0Ix71lRQrDCY9igNkAyNwOOMDp7VNBN5l1H5jMjBAWRgDnPb8Kyl3OiC6HY+Hy50lFeBW8t3XkjJ59xWnIS7BmhlyP7sgGP1rl4NVubWECNlUFgTujzgnqc5/SrE2u3Jg+RgWBIYmMYzx7+9eZUoVJSbR3RqxUUb0sUNxIGltFcjjLt1xn0Pua5W6n+06lcyuwEZI8pN2CfUj27fgauxazOWaOSaElEG/5QAGP48VTZBG+wIPMk3EYXjPuR0zXVhoVF8b22OatKP2R0m/l1bOBkKwGPqPepkmie280DGOTuGMHvmooGS28uLDHc2AF+YoMdfXHb24qul3NHqSwyJtR2wFZeWOMZB9PX611qOljnbL+p+IFiBVSWkxkIvU/wCFcvd51J83mWThkAGVB7fU1XtmjBAcMXyQXOfmK9TnvzxU07OMQRPjb8x3dceg/H8qLglYkM5gAPllznaCOy+pqG3XdcTFHLJINoGc8j1/ChpJEAJ3Ek5Yn+KozMPLTy9oOQeOM56ZpFeZNBKsaPBGWGwLznpx/wDWqVrmbPmTnytpxvznd+GPpWeBJFvkU7yeGBbp2z9Kklmd49hc4QkuCCOM5BNRbqa36Fi9n3AFpiFOckjhwBzzV3TJvKuJWlKlpI1AcHjA4x9Rn9az2IuI3SQBxu2kA4x34P5U2OWSG5aR/ni289gPXHfpVRIkzsFOT0OdwTaFz9D9KpO6wziKNGjMrYVuqg4zjFWbGaKWPexzgDnOc1zMT3mp+L7zSpdWuLSF/M8sRLvyypuC+w4PPt61UTOR08moRaUJWYqnmkHAPU+wrBvL+51EuBkIOdgOC49z2rA07U7q/Yy3U0lydgb5z90YycfXitcSqluJdmGCg49u/wCHNVrawkluOWNIv9Wm0E4ZQOtV7hmuVVJUEUu/KgegPFKishJ8wSnrknHPHOPzpFmeMknOFyASM9TxUN6lpXJpZFidJipJO1RjkgZxj9al824LFY8FWOGRifTtWeYxMw3E4DELjsaFnaNWaV1CBjEShGB2HP8AnrSsXfuaK3OY3RWkfafm44GOvXtVe2k3A4fzFRlZlcEEkYPPoQP5VFCzIwQ5yz8gDqSOue9EqMwIiIV2YN8vGTnv+FCsJtnXRyiU5JIVnwWHY9qjutxRZDbb3GTtJweh49qo6Texys0ZKeYhG8Dvjocfpn2pPFlzcW2jefYyeSySIBgYPf8A+tVIhmhEfMtknYgnO4bhgrnqDWdf+IJLnclu2QOC56fh61jam5g0OPULLXNSmV7vyt1xGqLOwQFnixztU4U7h3HfIp9tKxP72NB8gLHPAyeh+gqloStSVYRvYyoJC5BDk5J+v+FBlmVV2gPHz5hbkn2FQTFZZSGdlVPujsQRkn/PShmYBSu04HRT146VLLWo63jTypeyzZOG4PHb9KkjuDKjqBtAfAOffr9M1XkdpHRCxBHy5I9v5VFgQmEo6x+c+3aerHk4FLcpOxomaSPY07MzMdqmMYz9eahupSJ0Zg6seFxyOTxn34zVVZQ8gKsS0JCPzkj0P61YV98KknjJOSM9O49+9K2o29Da0ybYGiJDbpA27HJz0J98g1qIzcYzuwd+W43DjAHvXJ2k4snaR2XyZH5B5we59ueeK6yCYPBnjLjhsetMgqxeYt4sZjESclWXoxGcqfwp8upx6XE4LqFY4VVHJOf161zdpM114zk0q/1W7toDPiKSKSKNYz1y2/jAGcdyeO9UjLdRavfWtx9okFvK67LjaHTBOc443HA4BxVeZG+hp3d7c6iXByE6iMNyw9zUQjSMgxqVycMB0PtTTKsduJdmHCg4/n+HNQohTP7wSnnknHPHOPzpMtCXBa5VYpkEUpf5MdMZ45qWdliKTFck4AA5IGf/AK9RrM8ZJOcLnBIz1PFQtF5pG4nAYgYzwaljiXt8+4iLBBOGVicfhTkm4eJWkYqcEYwB+dUFmaLc0rgIjeWShGAMYGTToWaNthY5Zhnjk5HBJ/CpsaX6joT5iuqOZAACUkBBfuAfSushnE67wfkYgFh2HY1ycyFkfy8K7nPy8EkdM/litjSrxWcwOVEoA3AHqO3HtVmbNW4BZFZoS7K3G7g9cfgD/Wo7Y/aLTzmH8QIV+ChHBB9apeKrqa20My2UnkssiDK9eTWLrdlr2i6LYXl7qF4s1+XM0RXHk7QpQE4+8Q2cf4HFrYye4WiAXM6ZJVAqqPTjJpqYKIxAJ6UUVBoiCOVhK8X8K4AJzmnEmS4iDd2AOPqT/SiigZFdHztGmZiQVkDArxyCKnjCvdO5Ub5Fwzd8cmiipWw3uMgkZZ5Is5VT1PU8kf0qZIlaOTcSwZwu09AKKKt7EdTR0KZklMAA8oB8Ljpgj/E1zl9qVxpnii81C32+dDK5QOMryu08fQmiimiZbhoECSpcBs4Xy24OOnatiU/Mjeq8/nRRQtxrYqXkjRrEy4BLqhOOx5pqTPLbuzYyUJOOM0UUDJLZiHgYcZUsfck1Dbouyf5RtebeVxxkkA0UVBb6E158h8xSQ4UcjvzTkPnFHfkrMyj8DxRRTWxL3RetUxdrtZlOxjleD/nineLJWk0pw2MLIvTjPPeiimiZHPax4hbWooYpdNsLc26pHE9ujqVQA/KAWIA5z0681tCJItyIuBIu9j3yR/8AWoooe4Q6kbH975R5Uqc5/CqSTSCbbvJBduvb5gP5UUUFEyjdPJn+FBj8utRXBy9nEeQrb1PcEe/40UUuo/slvaAlypGVBxg8g/WqayvFexQqco8hU5542E/0oooiKRfgVUDIoACkkfWtbTpnSGKNCQH8tTzns3r9BRRTQM5a+1Y6RrGoxCwsbyJ5QxS7h3gFehBBBHXkZwe4NP0+STVru/vLyRpJ5ZBM7dNzZJ7dvb2oopszW5fl4kQjuvP51Tu5GRY2XAYuq5x2oopLoaPqJHM80DFjjKMTjipLdiDbMONwZj7nNFFKWw4bkMUaFrobRtkm3spGQTwKmvPkQSrw4U4I/wAKKKXUfQef3rYfPyy7eDjPTrVmJB9tQqSrHd8y4z0NFFV1IWxJ4qnd9GVDj76EkcE1zF5rmo39jFpt1dzTW9s5lTzJGYln65JPONvHpk+tFFUQz//Z", 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", "info": {"video_id": "172647", "label": "showing sponge on top of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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M5BrHvFMWobzGqyI6sqhWzLnqQenrxW0bqT1H/fIqG5vJVhPlvAJRgjzX2jGee3pnmuClGVSVorc7ZV1TV2chqdo9pqEwTDAsSFPv/wDWqi5TftEgcq3AXqDWprMrNqgdyhfywGCqcnA5wB25rPdYnxGW+c8L6n15/wA8V6dO/Ir7nmz+J2CNCpwSNoOdxOfwr0Vpe2a84jZWDoW+bcVBUHBGeMZ9O/0r0HZtHXNbxuYTt0JA/PWnF+agzikMoRS5PA6VZBmeLbg/2BLbDBknIUD2zWN4cVxqm9Crzi2bkLgMeMcVQ13U/t2pmJSzJFjIAJHP0rQ0OdY9ZXYSD5B5Ockdep61zVn7jZ10VZpHXupTY5hUHHzYOcGqWoW7Lb5KiRAwySu4qD1OO9S2mqfbYmeJ2wrbeR19D9CKla6ZVLPKqAYyX4FeY1Pn5bWd7HfCqlFSTuczf2hk0qN1OBC7KrbcBgeQcGshiFGXdU52rz1Hauh1a6km0+48y4geLzBt8s52gEn5vwxWACvlguTgLzhTgjrkCu+jGUU4y6P/AIJx1pqcuddSFUztdBkdApJGQf5V1PhVgi3eCD9zkfjxXMDYkkZU7o3BYbR9MHjjH+NdF4aTIunUkhipyR9a6FdM5pWsdG0maUScVBjFJvxx3rQyLCSHd1+tcFrc5u/Et04x5IRYzkkEkAnj866bVtRTT7GRy2CFNcNa3Cy+dLLIDlS5ycAg/wBORUSfQ2prqzu9CUnSLKNoi0Yg3CTpzk8Vc8sumxBtZOdrYNZmlamlrpNkkjqocBFBA9f8SPzrYN0/fbz/ALNeRVbvt3t8tz06c0rq/b5GHMAuprvUBll2+UWYs6sMEjPGOentWBdWr2l3JFww3Y9+vX8sV2dzdSiEGIQNLn/lowUYrlNVl3atMzbeRzwQegGcenvXRhoSi03s1/X5mOIqxmrLdGecF1AcMwJA2n86VI+NrAHbxljnPt9acYoncKGBkPsMkdOabGwmhA3jeTzjJH1HtXZeyONq+5qeC9Wu9U0+aa4LlA2FLNnnnOCea6QtnOD+NVre3gsbZbe3QRxIOAP61R1HWILKFmZ1UD1Na3uY2JtT1FLO2YlgOOK4W3aS8uJbqQDe+Ry33RngflzVe9vLnVpRdSNJFbA/IpGD7sR/KpN/kyq4jaPKMNx5Ixz+GaiTuawVjWs5vK1CyZQWRZtuQoGM8Y/PmuviWOEtst3Rn6lVH+NcRp8zRpHISjtu3KwB7HK5rci8RS7iHWAIGAJAbOT+NefiYTm/dO6lJRWptAjy5EcXLqwKncBnBHb86ytVEVjpkz28DrNLwCWznHbvioDr9w0ztshWJFLMxBBB7d6ju7mTUIYfMVBt+cleMH86mhTrRkk9uoqsoNX6lOBdilN53BRkocrux2FOjcRSrHKFIfG1wo+Y++O5qKNEkMbwgKqZUMvy4OcEYx/nipLictaymGOQsrbeE/Ij1HT9a9FI429BWe5PiDTobRThizOw7YI5/n9a7Zm5rnfDN19rgnlYR+YrYLoOMHkAZ9sZrTur6O3XkjNWuxk9yxPcJBGWZvxrgtb1I6leCNWBt48liehI6fgKZqmvSazK9tZyhYBlZJlb7uDyB79eaoRQrDCY9igNkAyNwOOMDp7UpMqC6mrG3llSrEscbSOhGPeui8PlzpKK8Ct5buvJGTz7iuOgm8y6j8xmRggLIwBznt+FbkGq3NrCBGyqCwJ3R5wT1Oc/pXHiISlG0Tsoy5XdnUSEuwZoZcj+7IBj9abLFDcSBpbRXI4y7dcZ9D7msGbXbkwfIwLAkMTGMZ49/eli1mcs0ck0JKIN/wAoADH8eK5IUK0XeLNpzhJWkUrqf7TqVzK7ARkjyk3YJ9SPbt+Bp8m/l1bOBkKwGPqPemsgjfYEHmSbiMLxn3I6Zp8DJbeXFhjubAC/MUGOvrjt7cV6kY2Whwt3buSLNG9qZQCMZJyMYPetvwy9x/YML3QKs2WAPYf4ZzXMJdzR6ksMibUdsBGXljjGQfT1+tdrJKka5YjAHArWKsZSJmfjJ6fzrn9e1pbeIxRuDKwIVc9aqa54njs1EUZ3TSZEaD+I/wBK5fyZJbj7VcnzJmwzANxGOw+g60SYQiXNPA2ne+6ThpOOc9c+1a+lvJ/bFqyAFGDp8zfdyM/lxWA022ORztMQQbvKPAYHBH5VsWMzQrEYpSzqOHIBOen48ZrnqK8WkdNN2aZ2R8xlKmJWU+j4z+lRgHy2jNspVjypkz/T2rCh1q7DbXmYkkgJsUFeuCeKhOs3SCR5LkISQiKUXhj+HvXn/Vqid09TqdWLVmT+IHEcEFtCsUGW3uy9AO5P8vxqhHsdHEbFQTuyjc49anuZ/tkhl3rIYcr8mCwOOnsef1qFVAYXTrsG0ckEEDHRvTmu+lFqCUnqck5Lm02JIJSJjHKpz1DKOD/9emRX06eIbG1tTyxJkCnoOOvbBGahu57hraKeBHTAyxGG2cHsOo5rc0FxNCZzGBJsADEduc4+uK3W6ZjJ6Oxul+fWopp1hUszdO9V7i8jgU5PNcTq2vSarI9rZSARDIknVhheeR9aszSux+uai2o3ghRgYEyWOepHQfSnxEoRgks3Tb0Ix/nmsiKERW7RCPIIOPMbjOOAB3q1bS+ddqHcqQgLRuoPX+WDWUmdEV0Ou0E79HgD24Yxlk5xnIY+tachZnDNFOD7OAP51zVvqlxaRKkRjAZsndHnBPU5zVibXLloR5ZQsSQSY+M5A9fevMqUKkpM7Y1YqJsTQ280olltN5XnLN6fjXKPMZ76eaRsAyDyxuw2OpP0/nWmNWlk8yMyQnYoBwMfMevfis1olXMIjBd0OBg49xu/Hp9a6cPCa+N+hz1ZR+yPk3IfMA3gYO0gZA74qfzoRbpKCAuM5bjAqONxEyQAMxO7BHO0ds/41Vt7qQ3zW06YVw2EZcH656EcH9K6raGDauX9T8QLECqktJjIRep/wrl7vOpPm8yycMgAyoPb6mq9s0YIDhi+SC5z8xXqc9+eKmnZxiCJ8bfmO7rj0H4/lTuJKxIZzAAfLLnO0Edl9TUNuu64mKOWSQbQM55Hr+FDSSIATuJJyxP8VRmYeWnl7Qcg8cZz0zSK8yaCVY0eCMsNgXnPTj/61StczZ8yc+VtON+c7vwx9KzwJIt8ineTwwLdO2fpUkszvHsLnCElwQRxnIJqLdTW/QsXs+4AtMQpzkkcOAOeau6ZN5VxK0pUtJGoDg8YHGPqM/rWexFxG6SAON20gHGO/B/KmxyyQ3LSP88W3nsB6479KqJEmdgpyehzuCbQufofpVJ3WGcRRo0ZlbCt1UHGcYqzYzRSx72OcAc5zmuZie81PxfeaVLq1xaQv5nliJd+WVNwX2HB59vWqiZyOlm1CPSRKWKqZSDtU8sfYVg3d7c6iXByE6iMNyw9zWFp2p3d+xluZpLk7A3zn7oxk4+vFaxlWO3EuzDhQcfz/Dmn5AktxwjSMgxqVycMB0PtVa4LXKrFMgilL/JjpjPHNKiFM/vBKeeScc8c4/OhZnjJJzhc4JGep4pFWJJ2WIpMVyTgADkgZ/8Ar1Jvn3ERYIJwysTj8KotF5pG4nAYgYzwaVZmi3NK4CI3lkoRgDGBk1DRomX0m4eJWkYqcEYwB+dVIT5iuqOZAACUkBBfuAfSmws0bbCxyzDPHJyOCT+FOmQsj+XhXc5+Xgkjpn8sUIUmzrIZxOu8H5GIBYdh2NLcAsis0JdlbjdweuPwB/rWVpV4rOYHKiUAbgD1Hbj2qTxXdTW2hmWxk8plkQZXjqataGbLts3n2nnMOjAhX4KEcEH1qlf+IJLncls3AOC56fh61i6rI0OhrqFnrupTLLc+QxnjWNZyqZZ48c7VOFO71H0D7aViR5saD5ASc8DJ6H6Cq2JWpKsI3sZUEhcghyck/X/CgyzKq7QHj58wtyT7CoJisspDOyqn3R2IIyT/AJ6UMzAKV2nA6KevHSpZa1HW8aeVL2WbJw3B47fpUkdwZUdQNoD4Bz79fpmq8jtI6IWII+XJHt/KosCEwlHWPzn27T1Y8nApblJ2NEzSR7GnZmZjtUxjGfrzUN1KROjMHVjwuORyeM+/GaqrKHkBViWhIR+ckeh/WrCvvhUk8ZJyRnp3Hv3pW1G3obWmTbA0RIbdIG3Y5OehPvkGtRGbjGd2Dvy3G4cYA965O0nFk7SOy+TI/IPOD3PtzzxXWQTB4M8ZccNj1pkFWLzFvFjMYiTkqy9GIzlT+FSNqUelxPudVVjhQo75P59a5q0ma68ZyaVf6rd20BnxFJFJFGsZ65bfxgDOO5PHeqJluY9XvrW4+0SfZ5XXZcbQ6YJznHGTgcA4qvMjfQ1ry/udRLgZCDnYDguPc9qhWNIv9Wm0E4ZQOtNEqpbiXZhgoOPbv+HNRIrISfMEp65Jxzxzj86HexSEuGa5VUlQRS78qB6A8VNLIsTpMVJJ2qMckDOMfrUKzPGSTnC5AJGep4qIxiZhuJwGIXHY1DZUUaHm3BYrHgqxwyMT6dqVbnMborSPtPzccDHXr2rOWdo1ZpXUIGMRKEYHYc/561JCzIwQ5yz8gDqSOue9KxV+pLbSbgcP5ioysyuCCSMHn0IH8q6mOUSnJJCs+Cw7HtXIyozAiIhXZg3y8ZOe/wCFbmk3scrNGSnmIRvA746HH6Z9qohl663FFkNtvcZO0nB6Hj2pYv3ltHMxBJORuGCueoNZ/iu5uLbRvOspDCySIMqMHv0/SsbWrHXdE0TTry7v7wTXru8kRXHkkBCoY4+8Q2cf1zVW0Ib1EtEAuZ0ySqBVUenGTTUwURiAT0ooqS0QRysJXi/hXABOc04kyXEQbuwBx9Sf6UUUDIro+do0zMSCsgYFeOQRU8YV7p3KjfIuGbvjk0UVK2G9xkEjLPJFnKqep6nkj+lTJErRybiWDOF2noBRRVvYjqaOhTMkpgAHlAPhcdMEf4mucvtSuNM8UXmoW+3zoZXKBxleV2nj6E0UU0TLcNAt0mS4D7sL5bDBx0rXl4kQjuvP50UVPUa+Ep3cjIsbLgMXVc47UkczzQMWOMoxOOKKKroN7kluxBtmHG4Mx9zmoYo0LXQ2jbJNvZSMgngUUVD3Zp2Jrz5EEq8OFOCP8Kef3rYfPyy7eDjPTrRRVLYiW5ZiQfbUKkqx3fMuM9DUniqd30VUOPvoSRwTx3oopomRgaz4hfWo4YZNNsLf7OiJE9ujqVQZ+QAsQB34HXmtsRJFuRFwJF3se+SP/rUUUMIbMjY/vfKPKlTnP4VSSaQTbd5ILt17fMB/KiikUTKN08mf4UGPy61FcHL2cR5CtvU9wR7/AI0UUuo/slvaAlypGVBxg8g/WqayvFexQqco8hU5542E/wBKKKIikX4FVAyKAApJH1rW06Z0hijQkB/LU857N6/QUUU0DOWvtWOkaxqMQsLG8ieUMUu4d4BXoQQQR15GcHuDT9Plk1a7v7y8kZ55pBLIw43Nknt29vaiimzNbmhKfmRvVefzqpeSNGsTLgEuqE47Hmiin2L7jUmeW3dmxkoSccZqS2Yh4GHGVLH3JNFFQ9iobkNui7J/lG15t5XHGSQDU158h8xSQ4UcjvzRRQtw6DkPnFHfkrMyj8DxV61TF2u1mU7GOV4P+eKKKfUnoO8VytJpbg8bZFxjjPPeuVu9b1G/sYtPuruaaC2kaRBJIzElwM5yecbePTJ9aKKaIZ//2Q==", 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", 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", "info": {"video_id": "172647", "label": "showing sponge on top of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "172647", "label": "showing sponge on top of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "89740a735174f3ed7d46561a53dc4a23348e4307239e13869c169937e83f8eb8"} +{"episode": 8001, "episode_seed": 3420356506, "split": "train", "timestamp": "2025-10-13T02:52:32.581784", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3420356506, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put bag onto trash cest'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "218430", "label": "pretending to put bag onto trash cest", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "218430", "label": "pretending to put bag onto trash cest", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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IHpXAyKGc9DzXPc6UVI7iW0LXEa5jx5ZbH50t8m6GO4Q9QG49K2bH7NLoF7p0zIjmYOpPcEcfqK5+ZprZzayjAwAPpXq0/dopdH+ZwSlzVX3X4ojmYy6kSSSW/wAKm0yEzalChONmWP4ZNV5QUnjO0qdg6ii3Zo7hZVJzk4xU2TfqzRaI1tcyyQJnJJwCO9Z96diLEvVuKfdXG+4iySdozgniq0jmW9B64qn7t7ddCex7n8I7ln8MvaO5P2eUlcnoG5x+ea9Ljfb+J5NeNfBwz51SR9wicR+Xnp1PSvXo3ydp9OK5q3Lzvl2Kje2p5PY27XhRSn7sfrXTyxi209lX7xFRaRaqIlwOgpNZukt48SMAueSTXhNuTPaicTKupyajCsjwrbiVSVByevU1oHSIJ9UknjBO1TIx7mTpk/zrJ1bxJb2scv2GNJJMn5uwFV4PHW3TLhhADfOpVVA4HGAxr1MNF8h4ea026qlT1urM5PxJN5uuXSg/JH8i/Qf/AF81QRl8xn6gnP6U24nknuWllzlhUCnCGu2Ds035jhDlgokyksXkzyTVjSLT7beRwnGHb5s+g5NR2FrLfSi3hALnJ5PQVtR6YunSokLme7YfIF6ZPt6D9a0inaMmtEKUlrG+p7n4Re2i0CyW24gMfyD8Tn9c11UTlUzntXD+A4jF4U01JMl0RuT6FjXYwSfIAx5H8q5ZfEylseTfHgfNoWD/AM9//ZK8fSInrXsPxw+YaExI48/n67K8kjkBJwOAM/Ws2awVyWFMdQPoa6Pwj9kj1iEXTbZIi00DduVIYH+dYe1RGZPQZyK2/B8+mR6tBLqsLyIXzIFOWKf3VHbPrSTsmaW1Vj0W18Q2PnGBJd0hAKjBx09areKW+26OwBGHO36ZBolki1mWRFs0tbcylooo3IA+bgk9iB6fjmsnUNQMOjXEFy6eZCQCwPBJ6V50oJSThqdqm3FxnoebXJcQRStHsyCmR/ER1/GqwOIveugW2uLuO+gWF5gzeYgSMk5POc+mQaztMsYpbwxXpaNVXcV7mvdpRm2l3PGU42b7C6GIhfxNMCUTLnHqBxmvoTwrfm70DT59oHnQK3HQdq8astPGtXv2DTY1jixh36Djtn+dey+F7Y2Gg6fZuNrxwhSpPIOMkUVdIqCewR1lzHTA/u8j04rxfxrPuvI4/wBPSvYUfYmw9QMivAvEGpG81p4Lf94ynBI5xXJUOikrspWEyx3ySNCZWB4GM816da30OoRZvdOWLKgboIgv6dK5rw/oDfLPIvJ5xXV7PsyccDFck8Q46RO2OHUleRU+2Q2bERFtvYNx+lc9reppOAA3ek8Q36hWIOGX0rmJbO5uITcR3MbALuCu20n6VrQwrrv2kVsZ1qypR5H1MS+n3Xcoz8pw2PeqavulJPpWi2gaq0hc2jhSyjcSNvzHA5zjqQKjvNFu9Lu0hvVRXYjKI4Y8/SvTjGSSaWlzgVlpfUpxI8s7bEZsDsOlexfDu+L3d9ZxptS2hiYIOzcg1wpuYf3dhpsKiRj19Pc16V4M8PHQ3kmZ9xuIl3ZHIbJJH6iqqWgpRTvczT52m0eg2rkrhj82Aaoa4wxCDnGSeO3SrETfKrr1x0NU9ZkwsTdsHI/KuKp8JvD4jyvxnMJNSUZztB+tcgU/eZxjmuh8Q3Al1aRnPQ4zWPt39CeO/vXMdSKsccZu0FxlbeQeVK3UoD0b8Dg1T13T7jTL429wQ7xYAcdHXsR7GtZUHlFWAOcjnoap3E32qKO2vpG8qDMSSAZZP7oPqv8AKu7DVE4OD3OWtF86ktjFeQtKuSTgYBJoSTHy8cEnP1x/hW3eeDtUtrUXkAjvbZRuMtu24Ae46isIQTGQqInLZxjac5PStXGUWuZdSYyjJaMcreZKzHmkiwZmJ+gqT7FcwSItxDJCGI5dSvB+tdC1vYWSxwWkYluXPDHnP19qqMW4XeliZSSdu56R8PLyIQXlrCvyWxjx6ncp6/lXpELblyevevOPAOi3Gi/bpLr71wI5C5P3hgk/zrv0byzv6ggdK5qsuabY6atFI5+zkWC1GDnivP8AxjqTTz/ZFfHO5vpW1ba0Ftih64/KuN1oH+0dzfMzDJryaNO09T1Z1PdujOEAbouQRjFZC5tLqN+Q8bbTjuM1vwglwQuCPSszVLdo5lJUfOuQR7eteph3adjgqK6LOoyQBYpDbwTK3UvlT09RTbQ6ZFLCz6bCyyI4KPKWAIOQc/TIqrcDzNMAJzhl/DiqmCunsVPKyYH8q9KTtU5n2OSK9zl8yZZzBdu8KKsrfKkUXQZ9fWu88DaOXuzfXTbpzyg9SOw/nXCQu8Lq8XyvnGccn2ru/C+oyAm1nJFxCxGR1OOfzHBrlxF6at3NYx5nc9Ltnjt4gUBCLyAgrTtrhJlV1PBFYMFypX7QMYPEoHRSejD2P6GsS1uby78X3WljWLm0hzIYREobLKm4L7Dg8n+tcidy7GJ8b23jRj6ed/7JXk0TBUkJPOMAetdZ4x1S81O2tGvLqSYpnZvPTOM1yIDzSADLMaDRaWsaTS7bRLZBvldAMf3eK6jw/obFY5J8A4HT0qnoOhEMsjgNKeTntXc2Fn5aKT6YrgxFb7MTvoUrasknWOwCMpwnl5JrzfXtUkubjzwGRGfI2MVzjoa7bxfdx2umKshOGwCB3B7V51dTi5cMq7QHyFz0HpXVluHc05mOMqWaii1Fq1xGIpBPNtMTRljIcnnP9TVOGB7iYxIyxRscs7sNzVG3FpBG3BV84qzZW4uruKDnH8RHYd69qSbj72yX6HmKOunU9R8FWVvYWwjCKJJQCrZ7+mff19cV2cUzGMmEDcOzDp/9evMfC1+0arZTnLRkxoSepHVfywRXV67qVxBorXVrO0dwHQOVPLr/AHh79j+deW5uTubcnLodlBcebCHbglTke9eQeHvD8dqfMkGXPJJrpNRvJrbQob/T9d1GVGuDb5njVFnIXczx452qSFO71HuBLZxAKMjtXLi6jiku52YOOrZdtgI0GBjFVdQuSEPNWmOxKxb4vNlVHWuGK5pHbOXKjifELu7ZQ8Hg1Qt5zNpb27kMFBxn2ra1W0EtrMoAZ1OQe4I5rmbefyy67eDnP8q+kwCXLynjYr39RtpLuiuIVjCF1zke3Iokna5fzY9qMRguew/pRb/upd5wRs2/rUUOFiB9/wCtdUab5VGX9f1cyfxNo67whb2kN4HjlWSZFD5I5z689vavV7e5V4klVcIxwQP4W9PoeorxqzhfTvsV0jbJW+Vyeg3crn27fjXpGiakk9uGC5RhskjJ/NfqOoNebVnebS2NFCyOsgeRJyrPuRhke1c7461q40yG1+zRRyO6SDDk9eMdPrVDT9Qe68YSaXdaxdwWskmyGaOWONUHBJYuMcDPHUmuS8aX98hvbe7muna2laJBcY3p82OccZ4HTispu8S6a97U5m1uLnUdbaa9c5TLFUXhePSrGnTieORgvyLKVXnnb2rEivXtVu4ImWQTgKZcc49vrW5pMGy0jHO85OPrWclrc3UlypIvhAVGQQOxrN1GAw3DkYKyAZ+o/wD11vxWU8hA2MR34qnq1qywGT5t6Nk+mOhq6ErVERPVEVtdPJoxRWaOVUI3IdpIArOt9YvJbe5j+2XLvtBXzHyV2ncCD16inWlzFFG8ZJwwbr2yOlUrUCOZyy7V8vH1NexyyvFnClZSRJqF9NqN2twXknk4CmRsha6XwhpKQ3q3d2BMykEgHOfYVx0GBbgHoRjFdNo0kukXcRYlo54g7qOoI649wMH865sS3GPO92awhfRbI9jhkRSoUggjKtj7w/z1q3BcyF3jkCgjlSO4ridS1SWHQC9tOUPmIySoeme49j3o1eLxFoejaZfXd/dpcXfmeZEV4hxtKgnH3iGzj/69cC1NGjlYSUjQg8tySe5qF0FzdySy5LDiiisF8R1fYZqG0hg0tpkQbwvU/Suc1pFazDYwRiiiuil8aMXszDUfuVOT83UdqbKcRbRgAsOn1oor3Er07+RzdS5piibVYEflc5x9Oa25HaDU3eNiH8kSbu4ZTgH8jiiivLxr/eG1LY9G064dYYpRjLKpII4IYDIx6VzWpXkui+Mr6e0277edlTeNwwV2n9GNFFcsRs4XxNwtoOwDD+VP8P2cLhZWXLHvRRUVvgNsP8Z6DYQogVVGBW0VAhUgUUV5HU9M4fx386AHouCK4oH9wp7jFFFfSZbpRPHxX8Qrli23J/ziui8Mxq/2iVhl+Ez7f5FFFbVm3B3M47mjKgi1GcJlcwLLkHo6tgEV0urzvL4YinbG9jG5xwM85oorz0XIpax4ibWFt4JNM0+38mNFje3R1KIAfkALEAc54HXmuqhQDFFFceO+z8zswf2h0/8AqzWVO5VTjHb+dFFRhdzTEfCYcvE8gwOprirpBFqUqpwN39aKK9rCfEeZU+EpyMylsE/5NNgOZIlPKkjI/KiiuuTdyUd9dwRzaZMGHVSOO3GRU/h+6lF3ByMXMIaQdiwHX60UV5XU2ew+TWG0/WdQiaxsbyGWTzDHdw7wrKOCCCCOvIzg9wa5jxRqN1qEUt1dSeZNdP5krYxls5/CiimxQ3OatkVpVB7kV6J4Ygje/ZWXICdPxooqZblvY7aW3it7dgi9Rz71xk0atFIGGRzwaKKlbkrY462RftM0ZGVz3qpK5DMBjA/+vRRXuwbUVY5ftsSwUS3dtE/KMwzXXamoS3SdRh45kK/icH9CaKK83FPWJ0Q6llpXGj3lvn93DOhj9Rk8j6UlzrupX+kxWN1dzTQ2sjSJ5kjMSXxnOTzjHHpk+tFFcy2Gz//Z", "info": {"video_id": "218430", "label": "pretending to put bag onto trash cest", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8eee171563d8159cd1dda48ac1c2c796762bcf701b01075bc35fd92cd4895254"} +{"episode": 8002, "episode_seed": 3015969162, "split": "train", "timestamp": "2025-10-13T02:52:34.803986", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3015969162, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pen up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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1lXvjGWZWWNTg9ya4X7euPvVE18T0NdfMzmSRvy6nNLktIBnsKqtdg/ecn6msdbouTlgAKq3V2xUiPoOrVNrsq9jba9OflOfpVK71OSFCeRmm6OftIKnqDg1Lq+nsYsr2qGkmO7aMebWpSn3jk1nSXryvljkVDcqySEdxUIPNaq1iG2bFvbLdL8p+bsKqXdlLbkllbiruks1uPNUbnc4CjsB1NdhFpC3kSSS4O4ZxWcpcpUUebu6lcjg9xSByRW54q0mPSpYGTGJd3T2x/jXPBs1cHdXJm25akylRlj29aIpsBh61dtPD2o6hEkkMQEbjIZj1FbumfD2+uZ0E88caE/MR1FbRpyZjKrGO7OdWYBQzHjI/KiK4kmuCsXHmkLk9hXqo+F+hIiiS9diByd9WbT4XaFLuMM1w7qcZjc8VfsZWM/rMLnmoMcRdIE3sSsf/AOs/nUeo7/7PlaV90kkuFA4UYAyQPwr0+b4axwRhLRLhQhJDPzk+tc2fhb4geZzLHvj5APfH0rKUHHU1jWjIxvB2pun7iQnAOAa7i4uIrW2kuJW2xxruJ9qw38Ba5bS2/wBlsSqo5Zsn71a2tabfR6XHJNbukcTq8odeGx0H58/hXLOm73R0U6kb2bMnWtZkNvFbA7SBuYD35q5HYKCvAycCuMuWuLuaR1ZeuWYnpXoagBo8H+IVrQjvcdeSfwl+38NTMobdt99v+NXjoMEETFvnbaeTzWtHNtiX6CqGo3vlRBuTnIrrVkcjbPL/ABNpgkj80dRkHiuNtdVu9FvDJAeCMOjcq49CK9MaQXVpIGXDFjwa84120YSOAMYNYyfKzVao3LPxPpt0I1ublrfZnarDoCPu7u469eea0otVsdTkNvZMHEEYyQcgcnAz3rymQOr7T1rvfCOnNp9pJPK6tLPjhTkKo7ZpSldWCKs7mtLBz6VTuII3XYy57j2PrWnJhj1qrJGucjrXO9DdMxrOSS2ujFOzADpzwRVbxZIJlshnON/9K2L21WW3+bC46OeMGqFlo0mvyrGOkHDfj/8AqqY/EVN3icvFE0hCopY+grd0/wAK398QShRfcV6No/g61s1UugJHtXTwWUEK4RAPwrXmOaxwFh4DiiUNKMt71v2ug21mMLGufpXSMo6VE0RPSkVYz1hC9ABUqDbUrRYPNAjpoCaGXFaMM+BkmskDaae87RQuy43hSVBOATjiqA53xt4nQ5062fcYW/fEf38cL+HevN5rlpiWY81Lei5inaJ1eSXczSMOdzk5Y5+tVLCS2g1WOe+miKRnd5O7gntuPp7Vg05M3coxVkaMbhFyx5qKW7ycKaoPcFjigHIzXSc5ftnMhdnbCLVzUFFu8cBAyEVmT+6xGcH3xis62uBbyRyBFcIwcq3RsdjU0Cy6hePPO/DsWkc988k1OvN5DLuhyvHcs5B8scsewNdlJB9qh46EVxIlFy8dpZL5cSt5jyHvgf0FdtoF1Hd2g2ndxwayqK2qNIM53VPDzEF1Xn6VydzZTW0hDocetezGBXGGHBqjc6Fb3K4Kj8qzjUY3G5x3g+7srSO/mnXfdCHZaxkZBZuCfwH867m1gMNrEj/eCjNU7Dw3Z2EwnCAuOgrMhnutQ8Y3WmNq9xaRfvPKEaBssqFgvsODyf61Unz6ISVjJ+IwH/Etx/00/wDZa4bpWrq2oXepLAbq4eXaCV3HpnGazMZramrRMp7nf6Rq/laVaxqyrsiC8DmtAaszjBuGI+teaxtIOFkI78elTLczqOJnrsjiHa1jgnhFJt3PRxfr1aU/nXSeGdfs7SOdJr7ydzAgDGSfxrxgXE7LzM9WYpPmBck4HfmiVbmVrChhOWV7nuc3jS1S/wDKTVC0IZQXYjjNdEviDS5ExD4htHbt84ya+drO1e6lwDgM2a9D0vTrXS7NJnG6QjsK5pOx1RpXOp12Y3WJ11toUUY+RuuTXJ6vpc91bGMavcXKt1DyHAq0xkvJAznEYOQtZviaeey0N5raVo5BIgDKecE1k6vRGqoJann8mrm0LWsEChAxyx+83PU16SW2tEf9oVwXiHQLUaRFq2maleTM1z9nP2iJY1nIXczxY52qflO71HuB2Zm3SQDtuz+la0d2zSvKLSUUdgZvkAz2rN1Jy0AAbHzCklu0jGXcD6msjUdVHkkRDLZGCelb6nKymVMd1Kuchjmuc1yxaXJGAPpzWkL9XvoopJR58hwqg9gDmrN3b+ZH/OsqhtT2PMLyxC5OOfU10fh+Z2tVQk/KKj1eCC3Y+Y4B7A8k/hWVHqkttEyW2Ez1Y8n8K51KzNWtDrrq7hs491xMiZ6A9T+FZY13zji3jAUcbn6/gK5ea6UMZLiUknqWOSapzavIU8u1BjU9WP3j/hSd2NaHUzXMk0qiSUs+M49Pwrs/hzCGk1JiM/6vH/j1cR4YtLHUvFQ07VL64tYpdsazpNFGExyS5k4xjPA5JwO9d58N4pbfWPEdjKtwv2WZIwlwAJFwzj5gOM8DpxSitQk9LHfCM4wBTxFzVpYSFZsds4rh7vxfdTErboIV/M1vTpOb0OapVjTWp093PbWUYadwuTwByT+FZz6yGH7i2bb/AHpDtFco+oXU8hd3Jc9WPWp4La+uWBSGaU5zwpNdccPTiveOGeLqSfuI6422pXKboreNBn7znA/WpbbSp1G65v7ccfwfN/L/ABqQW19Ki7xHH672LH9KabKRSSbiT3CgCudzWyR0xhN63K9+LaztXlV7i5dRnaqhAf5muWur/ULkFYtNt0B/56lpD+ROP0rqXto8/MpY+rkt/Om7QowoAHtxU3LUH1PFdcifT9RI1EyGZxvEajaAD7f0qhElvdKfLHI6jHSu/wDiF4fhvLD+0o3Md2jLGT2Ye9cjrnhDVfCmhaXf3ckyz3xk82IIQIANhQM395gxOO31zWU1c7YSjGNkZMZyanBPSiitTnWxNbjdgHoc1JNIxeOEHCHqBRRS6lF29lazsUigwqyrhjjkjGa6Pw3/AKLJbxRk7WjVznrk0UVlU2KjudrT6KK5jYa44rzfUdQn0rxbdXttt86KVtu8ZHK7Tx9CaKK0iTI5q6G3ywOgBFQxKCrUUV0w2MJbipx5h9qB0ooq0QSr9yrcIBcZoooA6LSlAnjAHBrtViUygHOAowM+1FFZVdjWBcRFGMCsbxkAPDjnH/LVP50UVgtzVnI6t4gbWYoIpNNsLcwqqRvbo6lUHRQCxAHOeByea3Z2IeDHHJ/lRRXZQ3ZhU2GzTOBnOSfWuM8Qa5fRzPBG6og/ujmiit6miMY7lHwq73HiKKWWRmYA4yfUV2HiXUbiy2Q25VA65LY+aiiuKT0OmBwFxK8kzO7FmPUk5qrO7JAzKeaKKzKMmRixyxJPqaWAbpowehYfzoorToSdD/b76Nf3sX9nadfwyzK5jvoPMAZehBBBHU5GcHuDXp/wjvJ9UuvEWpXkhlurlopZXIxljuJ4HQe1FFEegPqeuwqCo4rPPhbRSSxsI8k56miitE2tjOST3JY9G02AjyrKFT67c1PtVBhQAPQCiim22EUlsNKg1VkA5ooqRlCVRmqj9aKKYHOeMv8AkX3/AOuyfzrhNT13Ub3SY9PurqWaCB2kUSOzElsZzk84xx6ZPrRRSY0f/9k=", 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", "info": {"video_id": "175862", "label": "moving pen up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175862", "label": "moving pen up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "175862", "label": "moving pen up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b7ac156cc955b50bfd87c3f4e46d681c6e4e80ef1484754e3665ee9dddafecea"} +{"episode": 8003, "episode_seed": 2070687670, "split": "train", "timestamp": "2025-10-13T02:52:36.670042", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2070687670, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to turn case upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "73234", "label": "pretending to turn case upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "73234", "label": "pretending to turn case upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "73234", "label": "pretending to turn case upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d4dfcacf96e5a921fe9aced2ce9fc29c477c793756d510b13c19f63894b047a9"} +{"episode": 8004, "episode_seed": 1123040588, "split": "train", "timestamp": "2025-10-13T02:52:37.558181", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1123040588, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pin so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "134391", "label": "pushing pin so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "134391", "label": "pushing pin so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "df6d4f9f101d7254c7923b85e09335d59251f54223595a1c255ad2880ed11c8b"} +{"episode": 8005, "episode_seed": 3592362814, "split": "train", "timestamp": "2025-10-13T02:52:38.379611", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3592362814, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pc harddisk next to sport shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164162", "label": "putting pc harddisk next to sport shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164162", "label": "putting pc harddisk next to sport shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "164162", "label": "putting pc harddisk next to sport shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5bca3c4a20ad353d5499709199b5a75b253c8c521154431146c270bb9db75069"} +{"episode": 8006, "episode_seed": 1940092176, "split": "train", "timestamp": "2025-10-13T02:52:39.527886", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1940092176, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pen from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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dGRKPY7L4NtzrOP8Apj/7PXqW7nIAPv8A/XFeYfCS3a3fWVfOD5PP/fdenZJGR+nNZzd5GkdIigjPHbuaZKQqFySAoz1peCc8detUdauBa6Nez5A2QOc++DU2JZ5p4CYXHi+/vJDwqOxP+81elrqMJfAIryTwa7QxXcgyC5C59hXUrK45Vs1rN+8QlodDrWtR2KO7L8jAbWxxn0rjT4mAZX3nPcVsS30clv5FwgcHswyKxby302UZawiB/vIMfyo9o7WNlJpGvaeMMqAApXuc1na1rwl/eFsAjC1z11YwISbdGhP+yTg/hS2NuWuVe4BkCdFPSlzD5mXbHw7e64PtE7Nb27HKnHzv/gK9iyMDscdq84XW5UAG3jpXooOFGePT0qG7gOyB0/Hsa8y+LE3Gm22Tn53I/IV6ScFQPuj2/wA4ryf4isbrxfZ2g/hjRcf7xJqqa94znsei6JG8WjWMQCriBBjv0FQa5qyWVsVLc5AOKL+8Sxt0jU8gBQR7CuWvZHuEdn+cH1pJ2dxIa/itCzxK2FHPJqzb+MoUAyu5jXGz2IeQn7o9hVZ7Ax8iSUH17Vo53NOY7fU/E63UG1PlHVq5REu9dvjBbdBy0jfdQVmmO5/1ZyVJ64610el3BsLcRRoAp+8R1J96lsLlXXPCFtp+iS3MJlkuIwGLs3UZ54ra+DbYOtcZH7nt/v1DPqkxHTt3rb+HkUUdxq0qRLGZPKLAcAn5vypc3utEpe9c70H/AAoBYcj5vYUxmzjII9M80p9T+dZlMZNcpDGzvwB61zl/qhuW2o2Fq3r1yywKisPmrndv7ssePpVJkWLK3LofmJxWjDqoiiG4gn1FYXmEd8immTGeMe1JgdJ/b0SnJxj0NeW6BqGPiDLen+KaZ8/XNdPcHEZKn8Ca4LQznxCp93q4bMT3R7C3iJGHT8apz+I0XisQrleKo3QKgkjpWZsj1Jvu4II4+oryCf8A0/4o44I+1/ov/wCqvW2IJ4I+vTP5V5R4VRrvx/cXGCQhkfP1JH9a1hs2ZT6HqquNmf1zkfnXI63J9ovCuenBrp5ZAtu5B6D6H8q42STzLpm4IJqLCKN5aIu0befYVRNsO2DWxcMGbg8fmKrMob0BFIZRigQHphqsGHcvPB9fWpDGQemaMY6HJoApyQ4PTkVWlj4JxWo4DjBPI71naTZf2x4ok02fUprVGWQxGOPcWdULBfYcHk+nvTSuNux1Xw6jVG1M8A/u+c/71duxI5xkf59K8o8BeJLbTprlNQnKm5EZRmGQMZz/ADr02G5WeMSxsskbfdZW4P0IptNFJposhgep59+/41znjm48jwrfdt8YQZ9yBW9uG7BPPoRWB4oCz2htnAaN+qtypoW9yZI4vwta7NKVyMbiWrXH0otYY7ex8tRtC8AGkHTnP+fehu7JsDKWHPNQPETkE/ganB5/wprEdOtSUim0IYYZfzpFtwnIOcVa2BunP1FZ+sSS21g0kLmNtygFaEV0LIjDc8cV6fuCgckcdj/Q15TqsENtoUGp6drF/Mpuvs2biJY1nITczxY52qcKd3qPcD1DzgQOS2QPeqasClckLZ6f4H8q8p1Bf7Q+KoTqI5l4x2QD/CvUSVYZGCPavP8AS9JvYfG2pahd2zogDtG7EYbJ4wfpVQ0uRI09UnM14eRgVUnQBRyRn3pC4lu2bOTu6dDROx8zHX6f4VAig8AJOVzUDW4HTkVoHA9AKaVBHQf596QzOECg8jr61J5O0Z7fTpVkp3xkfSgA84P4GgpIqyRgqO1dR4EHlnUODz5f3f8AgVcrpC22p+LP7N1HULq1t5X2JLFLHGsfcljJxjGeOpOBXR+CVntdW1+zuPtA+zzLGFuMB1wXHzY4z06cVVtLgpa2O4+8cgjI/A0hbGRzkduhpMZHPPbnrUc0jxQsS2QB0Y0rDZzGt3Hm3m0/w+tU3bbbqOM56HrUdxMZLlmOQCfqKbNJvwAQQPSkSNLDHTFMJPPOfc0hJ7U3co9/pQBFOcRN1FcXoi419sDOA/8AOuzuGynWuS0Jc61cNnGM8/8AAquGzE90dnG21cYBPpmoblVkQjPOOKqarPJBprPE5V96jcKNe0XWtC0LSr67ublZr0yeZCUwIMBSgY4+8Q2cdvrmoUWy+ZI9GeR2ikbccrnFeefDtFk1PUpWHz8DP4//AFqKK0jsyJ7o7jU3YWTDPTp7VyaOWfB5wOD3oopMQ0/M5+nUVGx2puH5dqKKljDuB6ikYZx9KKKQ0N2gybTzxXNHU7jSPED39rs86F2271yPmUqePoxooqo7hLY527+QIASNvA/Stvw9r2paec2106eo6g/UdDRRW62M1uewaNqM2oaTb3MwQPLnIQYAI7j0rK1aV3vGVjkL0oorF7mvQpOcR7exHSoCfL5X8qKKQhCflJ96STjHHWiipAQMc9elZuun/iVN7SL/ADooprcp7GfrfiZ9cgt4ZdK062MCLHE9sjqURQcIAXKgc5OByeab4V8V6tb3MVqZllg3BdkoyB9PT8KKK3XUxPYgNz7STyM571n6mxWwJ68kc0UVj1NXscqo+ZfxppYtKFY5HvRRQSK64Ycmo/73tRRUjQg6ZoIGwHHXiiigpHPS602kanexHT9PvoZpQ5jvYPMAZRwQQQR1ORnB7g11PgLUbrUdX1i6upPMnuts0r4xlue3THPSiitVsRH4juyxiVGXjdzjtVHWJ3+z445FFFQayORdiJNvUe9KVHXvRRQQ9xu4mXYeR701hhc9frRRUgQXI/d1zWgDGpXZ9Dj9TRRVx2YnujY1z5dKOOP3i1k3ev6nqGmwabd3k01vbyPKgkkZiWfGc5PONvHpk+tFFEdgluf/2Q==", 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", 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", "info": {"video_id": "174346", "label": "pushing pen from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "174346", "label": "pushing pen from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "60811b3739c2591f292c7088cf0e03589d0979f0cf055dfe833f216100c43a78"} +{"episode": 8007, "episode_seed": 951645036, "split": "train", "timestamp": "2025-10-13T02:52:41.301078", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 951645036, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering phone with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "95021", "label": "covering phone with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "95021", "label": "covering phone with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "95021", "label": "covering phone with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1782971e0f7f2cb71ac90123fa16b584af30c9c73edfa0fa51d2b63e98861218"} +{"episode": 8008, "episode_seed": 1752626959, "split": "train", "timestamp": "2025-10-13T02:52:43.107183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1752626959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a miniature playing card deck out of the holder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "191145", "label": "taking a miniature playing card deck out of the holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "191145", "label": "taking a miniature playing card deck out of the holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "35a5c5568e5a2cf6566f3eb851296f015bee285b6fddbd830f9119a5dd38fd63"} +{"episode": 8009, "episode_seed": 3084822715, "split": "train", "timestamp": "2025-10-13T02:52:44.741788", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3084822715, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking headphones so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69481", "label": "poking headphones so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69481", "label": "poking headphones so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69481", "label": "poking headphones so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69481", "label": "poking headphones so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "24bd6689b9292563dfbf9eea376c9eaacab7da9e1c4d1808196097085f1ab990"} +{"episode": 8010, "episode_seed": 2626549474, "split": "train", "timestamp": "2025-10-13T02:52:46.553391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2626549474, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing blotting paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "2121", "label": "tearing blotting paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bfea422a6a291a5ffe081c7f4bae7f826909accdf698f9cec27cb9b824d994bb"} +{"episode": 8011, "episode_seed": 4011537359, "split": "train", "timestamp": "2025-10-13T02:52:47.461255", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4011537359, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "146520", "label": "uncovering a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "146520", "label": "uncovering a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0c28163da522bf4aec964b4b38bcf913eeedbcaf455bcfb1878ec3c7233dec1c"} +{"episode": 8012, "episode_seed": 2504312126, "split": "train", "timestamp": "2025-10-13T02:52:49.654558", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2504312126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a water color brush into the water color box set'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17141", "label": "pretending to put a water color brush into the water color box set", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "17141", "label": "pretending to put a water color brush into the water color box set", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "31a83ee25df8a421c5943f28ff213b6266b8d609637e1d3888020ae2da8f2b46"} +{"episode": 8013, "episode_seed": 3954066102, "split": "train", "timestamp": "2025-10-13T02:52:51.985929", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3954066102, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing canned sardines so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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byhKNP3/l6/8ADHB7IW84sHYhNsXlqeM/xn0P88mrLJmJpI7WNUtwDM8MpUOPT61PE08Ki5TykG7yxj5XXJySVPUHPvwKSaKE3EkK3UjWz/vZJLaMABh1yP7vTv1NdKOV66HPaiskjv5awqCN21WyAucgg9j698Vb0W2klFwxHzqF+Xn5eoP8qLq3t1mk8vyp1+8m1dq5xzn0OPT1rq/h9Yi6k1MyHzGzH8xHLD5uT7/4VlUdo3M501OLg9jnv36H5rVm8zKqzY25x6dfzqKa8VIER7dBIi4DK2Nw5ADY4znB4r06+8P2+3/VAk+1Ymo+EUNoSq9DnHp9KmNRCpUo048sTioYz9nRJcbwFJCjOTxxj3/rV+XT5wv2dHLSOo+Qjc6njB4A9+PerMdjcLbRxYCwGUJIFALZ52g455OPbvWna3VwdUhebyEnWNojMSWUEkYLY7jp6c1sapdR3gUtbKgYM4RSshxz164+vUV2+v3Us2j3EW6DDg7Vig8pUOD1JJJbGQBx1+lcd4Hjupt62se6Yysrc4YfN/XnIrstXs3jaS3lOJlj8yf58+Wo9ewJzgd+a56XtPehHZ3PdrvD2o16m8Ura72tbQ8ilEf2ZWV0L7SAhiwqgHkhs4POenvTlW3gfKW4eNYgmy4UqZCf4h7n+QFXri3lhuVhIiWUsBnaTGmR3Pbrz2zSNh7aW3nnij8gjyowN+WAyNrZ4GcZHv0roStoeJKV3dmdfRvbpJDJCiykeb80uSqH+FeMZ+ntWC0U4kYkqFYAB1+nB46E4P1INdFdQwy2zSyzOLuQBwlwmQx/2SBxnGBxWVPEoUrENqtjdxzJzzkDoQQSKHqRaxbtbdWMaRQyzoud5jJGAM4xkdc459ulX7e3mnllhDFrk/vDNI2GQAEnp6AfpxiptDubaKCWS5KvNK3lpa5zjnvjtTrqSPZJZusaTSXDMxixhUxyoI+gA6jmoKeiuibTVU6bMZh5mxwyJFhHkZ+xPoMfzPepo7qIOGNrNLJjdHKsnQ9gc5z09jmlSeNIS07IZwojVVTDcA8YHfPVvbrToY5FRFEaEbDsAXg4wfm7nHPPuKkblbb/AIYsJeRy6ppwkt38/wA4vczM2fmxzt9q9SiuYLsRfbZ7lki/1VntHlE9jkdfoeRXl9rB9p1izBZmh3eYzKcjkYzz6EmvR4bG9g05IVvrUx42s6qRLtxjHoDjjNcdbFrDzve2h0xjSrUvZ1Hs/Psv8tjl9bkifU5ri/BngdmTzIs5UgclR3AOR+FYJTP2tZrSS5lJwJJEAMSMOCQeQf8ACuh8US58T2skEPmQqgjRCQoJ/hGTwOnT2FYs7XVndSXNzm3vX+4AflYdck+g/HPPQ1tQmpU1Ja7mUrVJWX3f1+Jl3kyw2yWoVprkRDE0PHH91yevbJrLM0ssghZJHiVvK3OAVUnkgAcZz71qy30c00t+0tsryx+WsfQB/wC8fqM+xrKa6Cb4yI0kwGHl5DB8j/P5VuZXT1Mi+RTdK0mAAWVQN24jn1HX+VQJBJcXdva+XJFuffIpOQw/hH5fnWjqcbJNatKJIxOP3lxI2Vz3wefx71c8PRDUtV89RuAO1X7sB3qtkJ2aPQtAtNsMaKMADFdYkDqowKg0TTtkIJXtXRR2wVOledUlzSuUtFY5W8sPtAw44rn7vT4tLlWOElY5QflHQetd3dQBXJxxXMX1qmpalGi3EUJhGT5ikq2exx9KlVFBXk9CkruxkzrJJp0swk2STqkSpg5bofy4JP0FctdeQ1v+4SaJ4iPtShcoUzyc/wAh/wDrrv74SW+n6gbidZZnh8uPylwqJ3AH5e5wK4KGO9l0fyIrUMiMRcNvAORxyOowP0row1aNS7i7mtaabST+f9f1cglCx3Rm+yraxxxlfJkXPmjOccdye/b1rGuLtg/2i3S4iQgCNSRnJ4wO4GDWtc3+YG09bhWt3XbG83DIR/F7fy+grNvLhQI1jNuyQoFZiM/OO+M9z+tdl+pg1b3WUpg7wE+UEk3+WQwP6kdTXs/hvwzDZWcUNvEEQD06+9ePITeSFEWR42UMY4m6tgdMnmvpnT7QRwJx2Fc9eTVkhaMjtNJijAJUZq+0KJGQFFTAhRVS+uBHGea57BcqPcLHhSea4/xlr9vaCKJnT5pERtzYABYAk/Sq2veI2tSXj5LErGucFsdT9BXnOoXB1O/WW5myNu8g53dsrj9eexrSFLmA9zsZ2n0v900ckJXgqQR/30K4TxlcxHUYBeWyyoIjGBH95PQj1/rWLJqGr6VC0a3c1vayjCLaMY42OOMj09e/pVQWl3aSWVxcpAjtJtDMSWbI4L/T8xmscPg506ilz3SLdkk7blVo3Au45LWS4mLYMjqMxxkcZ5zmqV7OFhS2RDNcLGCJ4/l/Bs9QOOa1tQhuNKmeW7k2XMnMcyEhcdTn19B9ORzmsuS58xpL13UTXEQVUMJAB/v9O479K9K4rbPv1MsSSzSrEUd4g3lBm+bHQkAdM5ruPhcjmXV2YADMQGM9t45z3rhXuCA8eUEg5Hlrgq2eef8A6/pXoPw2gaE6nI0bgSJCd5fcHPz5wf8AGs6vwMnQ7G5YBix6AVnNfRTSrbr35NO1e42R7B1YgfhWXcwPBb/aIR82K5wRjeJtLS3c3SRkjo3zcMPTHSsK3u1VdpsXS2xmSETdX/hPT68eh61099qcc2j4co8rfKA2MEnjvxXMR58tSW4K5XPV2B/vD24ropv3TSV0zovBN88Ul5IEEEkkrNiNyhVePusOh5H65rqNVEJ0aS1sre6haRsv5vzPI3cs3oBkk/Sua8Gack0Jle6kgmEvmLKuJOGA6jv/ADrqLxfstrfSNcvdySQGNXK7Qg68Acc/qcVx1MZGDlTb67HQ3SlGNS3vJL8PwPPrswvb/uYpYWhI+07F/dsueuc9fTr/AFqObMVyZ2tktUSMqIGUMJV6gccE+/arEFvfzaUYIreMpE7eed3zEj1HUYFUri9Dxvp8c5+zOpC+aMtHj+LjOOe/T6V6KZzWVnLojKuLmTf58EU8SvhY08wZyeMDuBiqtwsjW27ygj7jGdynHA746mr17cABBG0RjiUJuZMkuO/vnn1qsoN6zqiPJGUz5aPty2OwJ5pEuy6m28qLpFnb3FrJGUOS+BueIdcd88gc8VE3+kX91NbJAlugWKJpot5HGTn0I7nnkACqmsTveX8z3LLEXCxqGYboechsfTJ5qdoVlntVt4BbsdqhftYEjttyxYA8Z647ZqG9LkJe8ovqbkN4j2cYuLUJewRx7JS4eOXnGDjnBHY96ellp7abLdR3DzztIFWPaUwCckkdefTp0qgracRm2iuZLtlBErSHahzzhc+xwDXS60INljcxoB9oAGepOBn8+v5VMmaU4q9nsyGbTfKuxfXMyeXOgKz28eCvpwDgNkDNb6a1qcGkNcz2UTquAJ2BAIzjJA6/hxWZd2V3a6FOZ/KW2lIYRDJdfmGMHsevHPerV8l5LcIL0pHbyAIHiY7EHdgO5A5wa562Fp1rSqK9i4yTfs4tev8AXUq6kxuZYpLtJILckv5ow5b3GMA9hgdBVO8tNQ16wImEbWlopkZmHJOM7dwIJ+n51eW+lhL2cVs99A24Rqh++O7LnsevT6VnpPfjThbwgNZxZR3DZJ9dwHI+uBmtoJRWmwpranZeTMm4aVxAklpdRo0aqksLfuUQnkgcHgdAT17VmyxyT6nFY2kkDLNKxjZk28DB3kdQflJ59e1bVnLdiCMpcyq00rgW0YVlZV65B7dckn0rD0iB7nxvc2B1KS0dllEflRhySFLhAeig4yevTFWrXM5SlZ3M/ULm6F9FB9mVpQzQbIjkds8fXofTivSvBvhlNPt1lmCmZuSB0X2FcZ8ObZ9Z1G6u7ss8kQRsue7Ek17JbwiNFCjGKwq1NORBa7uzUtkCgAAYq+ANtUbQcDNWppRGnWufoMydVnWGCRyegzXmFvqF0usySWReaaV8TQSL8uO2PTjvx+Ndp4lnlmjNrbuglk6FzwAOSTXHW41D+0dTjgSBrpljWQrkZ4/hB7+ua1hQjUi1NaAqnKy7datfXN1NafYkDxBWEKtz06t/e9cD2rFt7iWyfNpIxupCfMiZcgknCj3Jyc9CKnU/Z1W6WRlvVbaIQcttGcyEn3yCD2qO4v7iae0vUs/JlUMkTu+ElJ9+2Dnknvit6NKFNcsFY1mvZp31T/r7jPudNu9JvpC0CSXdxE0riElXxn7qnJA9x7d6y5AnkiTE0MqOgjhulBO0DJYnoD1GMY5rUvGv5dRto7gtHM8gUsPvKvJ+XPHrzWV4glupdG+0NcySqJf3czhQSMkYU9SPfHNbaGa5o2vt5FSD7VHYR34WB4ppfLBOQcg4z9Dj+VfUMI2xr9BXzNrkFvF4XsrzT9Uvp7ZbsWqrcQLEk+1Ms8QByFU/Kd394d8gfSnmbYV57D+Vc9dq6sQm2tR8suwE5rlfEeq+VAyK2C3f0HetS9uwqE54rybxLrct7fXFnBC8g8s5cZwnbPSohG7BIqX81nqMNzO4la5BWOGGVSoRPXHfOP1qW4sjGV1G5ke6t5I1DFAFcL0Ck44we/tip9WKS6dp86xjzJGELDGW3dx9c5/MVavNPubHQrmWeeLypuWtgucEnpnseO3pXTbp0NE1FKXUqSWF7DobzTzRGBWDRwsP3hIPGP7o78/1qzewTssF7qEj3VmVLB4lCsPbHQHPXPXGKtahbXbyxXN+8clnIBH5kYI2LjJ2js2OhqG3u7tZ5LXT7QXdu6sUV225Q8bv9nIxkHqae2hcVp7Rb7/8D1KUum3uraU8txOpsbRWdFdQwZgvRc88dPSsieK5lETT2chgdVBuoZMIiE/NhOgbAxj9K00+3y2Iht2R7W3GwouS+M/xDOcZzWfZtOkUTpdTLK7O7IkgVAinGWyMAdR709Opn7zu49WZJjkvNUjs7SdNjs7oXjxsUEHJA6HI/Wu0+HcsudXEojDI0abU9t3b09K5Dw99nn8avp1xqU9rHcSeWtxBNEqJg5JLSDGOpwMZOAK6LwFFPZar4ktJluFaCdY9tyAJBhn+9jjPrjisqrXIS23JnT6qpkyRzimWl8l0n2Zh82Oc+lTs4Jbd0xXOlng1gmJflPcGsEyooq61a28d8sUrSx2zur/u49209CSew9B602LT4ri7vrOwlSKB4wPnAbzQo5yT09RiuotrEys8suG3ptIPpSTaKixqYSkJyGD46Y7it4T6I1jTU20YWmxXNnepHYrJHdphZk2gIV7DHTGO579OtatzqGp3V9NZmOFpEwyxAgAcdeOGPfrxUUKX8mqalb200BuTHGkj7du/qMDkgEZwTVQhbePeCyajG+BGuRtRc5Yk9GB9eoNEqNPn52te4o3q7/1/wCtC81pMFs2lW9c/OhGQSThQAevcnP51UutLu9KvnQJHPdTxGaQRHY7cngMD19unFaF3eXztZ3slvFauFZIJnbCuCOSR/CO4Pv6Vm3sN99vtorxyhkf5pAcHbjPyt0x1rVaLUltyndaNGXMBFDveOa0uVdfLin+baijJJJ6MeR0xg1SRbuLTIr/dC0dw+wBlIIHTcT6HFWvEEszaKsj3UrKZAYzK43sp4+UY3bfrUfibRtc0bw3ot1qEtxm6Mm62Me1bYKE8tWOPvFWzjt065o0IblonoWIruS+1SG+uVSSQIDtK/LlQNpx7bjVqbF9fSO6pHkAARqABlxnAOevr1ooqOxKV3NvszQsC4uJVErjeGRiG5IHT9Rmm2l/dNBdzCUq9liWHABCsWwTz7UUVK+I6ml7JGrNqNzqGkiW4cMUZSFAwuSeTiuqTF34Qn84AmHIU/wC6eD9ccUUU47snEJRpQt3RX8NxL/ZzT8+ZtPPsMYH0rE8OSE3pQgfOJwT3OCrA/nI34Giimuhz1NfaN+X5lG/hij1SNBEuxpJWZeQGwScHHbJPFcHNqkukatFqNlFBFNG0jKoT5QSCh4+hNFFHRg170fRfkdt8KDvi1AnqPLXPrjdXq1uoJANFFcVX4wRoooTpVDUpnVODRRSQ2eUazr1/F4plgSRQgUY+UEjr60/RJWg8SFVO7dKiMW5LBhk59880UV2R2idEIr2Mnbv+Rf1y2i/4SyJAuFnUNIB3J6/nio/EwAl0mPAKPKFKkcYYBCPyY0UVo9mYQ1dNPsQT7bvw/pk0yKzsqseOpwwP59647UDGdOsy8EbySSMxkYEsMdADngcdKKKfUy/5d/Mpaj4sl11rSCXSdMtvKCRRvbJIpSMZwgBcqBzk4HJ5r6Vmdgg+goormrdC+pzWuTOLR8NjJxkV5hPCLPV7iGNnKhmXLNyQccGiiqo7GlH4yGK4njllVZpBtAdCGwUbI+YY744rRa7ubywb7TO8pjYbdx6ev8qKK16HTFLnk+p2Fq5ufDGo20wDpbjEZPUfKGH5Gq/htVi8PtcKP3mxnz7r0/lRRVLocdR2515mH4auJBepHwVcTocjpjY4P1y7fnVPUESPV4wI0IHmSbWXILbS3I78miiktkXUX7yfp/kcjP4gfS7qaM6Zpl5DLJvMV1bBlVkJCsMEEe4Bwe4Ndj8PtRutWn1m/vZPMuZ5EeR8Y3E7j0HAoorKt8LM0tEdo0akHjtVKO3j8zdt5zRRXNHYtGgo/dEU3X5WgtgYztKquCO3FFFbUd2duD+I5jSZntNalkiPKyRrg8hgxwc/z+tauvW0R8YWi7BtmXMg/vEf/qFFFdMdjnrNqqmuzK/ipit3pCD7ryfNnvuIQ/8AjpNQSv8Aa/DNhNMqs4jDHjgkZXn6g80UUdzFLSn/AF1OL1KQJpdviKIs0rMZCgLk5b+Lr/CP1rFm8TavfWdtpt3ezT20ErSKJZGYkvjOSTzjbx6ZPrRRSZNlqf/Z", 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", "info": {"video_id": "120562", "label": "pushing canned sardines so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e138d68fa6612bfd32abceb075d012d5fdff1f24a8e32c347232b613b874031b"} +{"episode": 8014, "episode_seed": 921308586, "split": "train", "timestamp": "2025-10-13T02:52:52.752642", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 921308586, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176813", "label": "taking remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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rwRYJZ6zdNf2rArEuJN4+QMSv3f4txO0j0J+taua2CzNrXbRoNa00rdXTRG9U+XLEctIEIZnbHykIYwB0I565rf1p0s00O/eTyPs98AzlCwAZGHQdegH41larJb3cukGC2uIp3uFcRq2I1ByORn5i23r2244rf8WWTv4QycK0M8UmW6L84GT+dc8n79ilsZUdhq9tZtJO2nRxTxSwShUYyRhyXyyjqV9OwzWT4psjqOkLMpDxzwhs+oI/+vXXyeJtPto5vOuolnilLmKNSQ5x/C3ofXtnFZf9lTzeGkhBikeAtEWhfcvXIwfoRUVPhY47nhfhTTCfFHmyj/j1ifn/AGiQP8a6/VSq2rHvU/h/Qp4dZ1lZYymSjKfUHJqfWtJPkMAzdO1YTrLluaRi7ni90TJ4lQKjyN5yqqJ94nsB+Nd3F4Bd9PaJLuT+3C/nlVbEO/r5fXO7/axjNcbc2Mtrqpn2s7MJZF6ArgZBB9RxXcN4wv5vDvkLGiaq0cSz3yLhnibgAdwx7n8q6aOsUZz3OAvGE+o3MpQoWkYlWOSD3zj3q1o9sk2s2geCCeJXzJHOSI2Xpg457/pV5tCnu767aIKirMy7cdMfSu/+EuhJHf6hLeWyzJIBFDKy5XKk7xz35H5UqtdU0a0qTm7FbV9Ng1DSZbO2083c1rGwbyZBvkMYMKM+FypA+YLnDLjPPNalvbNL4Pu4iAd9iw/HZ/8AWrvfD2nXGk+KtRs7kK1pdxJLZuWy2EG10PfjKn6Gm3nh3yb26t4gvkzKxUegbOR+dcyxPPNJ7FOmlojidJ0q617Tl1FdZ1SzjktImhiVBcEpB/E2McCTO0dcHvVW8tZZk1GK6M/2tJRJMZiuWeRFckbeNpJOParfhjxBFouh6fbTzahJCIJY82sAzEzSfMmW++OAQR0JNPtyNV1W9O5opJYVjFnLEySwpF8qF88EsGzxXTJpoxWjPD/EFkbbVXBI+bB4/Ku61yYLbdegFZnjXQbiG7jmwCpfb19ea6fxNpsYs5DsGdnHH4VySqrkSNVE8v8AD1mNT1+G1klEMU7FJJCucA9vYnoK9TvfD9jPo9xZS26WNnYjdDOY8NG46Hdk+Zu9MD0ry24tBazXUaMqqqR7h3OW7HtXV3erahrFrZ2VxceZBaXSopH/AC0wM7n4+Yj1Nd0NjCW5x37x5pGlGJC5LDGMHvxWz4e0q8v9WtWtWngkV98M0YI/eLyAG9atWuhi8Ek7E5adkyCAM7senvXsXh3QVsdGt7F5Az2uGikVcbjkkH+hrmxGI9mrLc6sPQ9o7vYwdTiubPT5A0N1brbNM1sPJjk8t+PK2Y+Z2Klt2euKd4IhX+xrLaeAi/jXa6/YTahpEr2W62vvLKrKqgsAeq5PY9KyPBWhSx6TaLIrq/ljcCPunAyKzjiVNK+5VTD8jdtjB8F+HrXXbRf7Q0+2u1trqWwijYGMIOZN7svLN1UCpptGi0nUxZR2sEVvPDOyBCzOrJLjYzn7+0Hg8dcVXtpZPD+paksFgLl4NVmMsc0+EcY+QhR0ZcnDe9W2a4utd01tQsJLF5gBYQQyq8KxOpLk99zMFNdfMmjltZnlXjWySK4WRc8Nj8//ANVVvCo2xX5OP4P613fjvwwzW00q7soNwG33Fcv4Z0hkgv8AzcnhMdvWub2qUGa8upyWruWvz7AcfrXe6d4Xs0tYFv7dbq51BA2Qx/dKegj4OSM5OSK5HU7Iw6oJF4JnCjLccf8A6q2dF8S6nY6O+nwyqfNWQxyZ+e3weQh9+2enauik7xRlPRmFr1i+mavJpryRy/ZP3YkT+IdeffnB+lUgta66a99PDHnlbdWOOT1PX3yasDwzNx8z/wDfFOU1F2YKNzCCV6X4GjLafFjrj+prkx4Zn/vt/wB8GvRPBOiTwWcQLkjP93Hc1jVqKyLhF3OYvFRvHUtm8aJEuorPI7SEBgyrwR045OevNfQbRKdRsQhJXyc/K3t1FeHaxZ3Fh8UppYIxI6JFMEZNwI285HpxXq+n3C3DadqkenSLbXQ8orDJkQydPl/u59K6oO6uZS00Ld9Gh8O6q0hGG3De65DezDt9a+S9QH+mSY6ZNfUN7qUEGn6pZfbDb3y5yt39yceh/ut7181ahYTG6kYKMFiQM0TaW4oo+xPBVgLHw1AcYacmZvx6foBWjq6K1jIT/CCagtdUjhs4YxbuoSNRjI4wKwfEXjazsbORZbW5wcDKgHqfrXHU5XFRNF3PPtb05ZdZ8gM6qdPkLED+84HP5VuafoTM6yqJpFNyuG5JLCPGM+o61ifb5fFHiJl0mZraJrURzC4ZYgw3E4yfrXbad4P1MQ5a/Xk7zsmJycYz+Xeu6DUY2MZJtjPDejRy6JAxZTkuM7evzmlWwS28S3EYUN+5tCQEJ/5eAe30p2neKNC0W0XTLq7ZZ7Z3RwImODuPep9Nuo9X8Vx6xYO0lgYhbO+CvzDJHHpmsZ2i3I1jdqxFsf8AtHTRKIjsuLdQcMGHzTcDIx6V1XiGD7R4b1CIf88GI+oGf6VBq0Ri1bTLouwhacRSLnjJB2Ej6nH41rXKCS1lQ9GRgfyqU7u7CyWxy1rEDJFcpDcb5FUZEkJJVl6c+9X/AA9ax20FxZiKVI2KygS7cncMHG04xla4a01++lhW3tdItbo28KMzeQCQqngkkjk1ueFdeeTxDPZXdlBZSCAkiNMEnIYZwSCMNkVbV1qStGW7vTorTUp5AgzIqg4GOhP+Nc5rqoIJDt6KT+lbfirxHFDPCtoFkbDeZvUjHTH9a8x8SeNriGBs2Mbg4Hyy+p/+tXnNL4TpT0ucvq2niTV4kWElI7KWR8dgTjNaenaFE0EjxRxAI1tGwLqDk9OCeR6+lc/9qbxRrkWZF05Vh2FpZDtPJPO0Z59K9C0PwFBPHn+1IWJHy7YnIb6GvTp6I5p6sq6Bp0ZbUOuFvHGAeOAOntXbeAUEel31ieJLK8kA9wx8xT+IavP7/W7fwg+qaS0M5u4ZGYOqgoGKr1Oe1emeHtOjtL43cMrMbm2QTgnILL9059cEj8q4ca1Y7MMmdcbaK6e3neMGWE7o2xyhIwcH3FPuUMbR3A5EZyw/2e/+P4VJanMQqYgMpB5Brgj3IlKzPFrK0RP7RtjBbn7LeXSGSS9aLb8xKkjGBjt61raWIpfE1tdsY2luP3TOdRE7MHiyBtxnqv4VdbTf7L1TVxLtcSXhu4TjkBlHH4EGuHHivUtP1mw+1LZG1S7jUPHFF5myNxn7vzKcN3AyK9CjWVS6FUpctpHQeM9ISSJyVPyuGHHv/wDXrK8RgmDaB95gP610njDxLp4tpwY5j8pAIj9vrXj2t+M9SWeNDHauME9x3+tZRj79ht6FeS2D6jqcshjCLNDH8zDOQB29Oa6CwtrNxFOt7aK7Xj5Qsdy4H3zxjB6fjXKaNb22uandXV/eJZs77gBE0gYnsMdOg/OvUdD8E6ZcRBUvZXmIwqeQAGPbnPFelDY5pamLolpbtoU5kXaslxKqkdQS2FI/HBr0rRXa6trWSePZMq7HX0YcH9RXlV54gj0W+udIjsXkW2vjiYMNpxJ6Y6V6porGNNrEt8xIbuSa83Hbo9LBbM6dIgE6UukQQre3MQABVt+PY/8A1wakTlRXP6pqL6F4hstQKM8DAwyhT1DdPyODXLTspK5U7yi0jmdUhitvGuvq/wBmUC8gnxLYtPwyAE5XoPbvVNZLOAwT+ZpayQMrBltJY5MpKOBnjJB/KqPxA8QX1j4zvZ9OnmtluILcuofZuI4BJ9iOtYF/4n8Q28E0cviCKXeWjKRXaSMfMBJIG3kHGCe1ewloea9z1LxXpe+KVSmQQVrzq0tkt4rjCgZxn8M13epeL4pdKtrn7JK4eBGOCOu0Zrx7U/GEyx3S21oI9pIbzTnPOBjFccobo2TKGpW3nXtggRN0k7Md2AMAZ5z9al0uytpo23T2sXl20smJJMFvmxtHHLHsKwJtSbW7u0guvLt41Y5kUFsA4ycd+ldxofhPSrjDHVJHQ/xJbd/oTmu6mrIxnqN06zibxA6go+yzTLRnIznp9R3rpY9PhIBKH86xNY8jwVq8apby3QubfIK4Ugbzgkc9cVDH4+jH/MJuf++x/hSmk2EXZHTrYQgfdP511/ha0i8lBt7kfrXlo8fwkf8AIKus/wC8K7Pwf43glgB/s+4Q7iMFh6isKqSRrF6jtSjvbT4sR6hp8JbbFHDICMqQSRtP1Feh6fbWFnHfxSWptreVsyICSoz/ABD0/pivOrPUptQ8Y3+oW6NHtIQI/IYDqP8APSvUrW5lu1W5jjWaznj2yqD8yOODkV0U2uVIxkne5yHijTbbUVltL6dFvFiL2l30FxGP4W/2q8cu9MUnPTmvcPFSWV5ocazL5U0TbUcjlMev+fevBdW8RLa3M1v9jkZkkI3Bxg0VNUENz6ofS7NEyUOAP7xrjPFXhXTLhUjE11EGbO1JOBj6j3rprzVkKYBx+FcpqOrJcXyo0mAox0rj5lKaLtoc4PD9t4dvYJo55po58qfOwdpHI/TP5V6FpviO0t9P2uSSi/KAep7CufuVstRtDb3JDRkgj5tpBHQgjkGk07SNKtbhZlaWV4yCvnTlwp9QOld3MmrGVncJfAJuZ5bltYnR5XLsvlKQCTkjrW54EtBZWGo6c03nNa3jIXK4JyAw4+hqSe/SG0aQSLkY7+prT0zThZ6ldXSfdvEjd/8AfUbc/iMflWNSSbSLjszRurWK8t2gmXchIP0IIIP4EA1NjIxRRViPP734ceZM/kXSeUUITzE+ZT2zjqKteGPAcWjzxXz3X78IwMcSgICRg+5rrp5HSeBQPkckMfQ4yP5V5he6zq0/jrUNMXXLu0gV3EKxqG5CbgvTgcHk1Ck+awza8UaVb2kscsjecZcgBx93p/jXm/iTQNHuXRWgZcktiNyB6VYj8R6hqCk6jezXGwApvI+XPXH5Csi61ZJ7/aznC8c1yNL2tjVfCZN7odnoUltc2okCSMUfe27B6j+tdfoniuHTIxKSMINx/Cs2aS0vLVoLjZJE3VWOKjsNI0SGZZBDvZTlRLMzgH1wTiu2M0jPlLt94Rt9fu59RvLy7S4vSZJVVhtBYdMY/CvQPh/P9q8GaY7NumWERyk9Q6/KQffIrmYrmMrkOv51pfDe4CXuv6dniK8MyD/ZkUN/MmuXFrmjc3oOzaPSbQ/IwqzVS0PLCrdefEmp8RzmrW4N552MMBj6iuB0z4ZWPiLV9Qv5rw28Yn/1cEYDHvyT75r0vWY/3LOOoFec3GuXGl6NqQs7owXLyRMrIw3YDEMP1Fa4bSozao70kaPinwlbNEVN3OQB2wK8o1HQ9HuNSZfsmNuF+WQiur8R6xejRo7+38QajMrTm3zcIqLNhcs0eOdqnCnPqPoOJstQWW4LvIMk559a7IQandnM3dFK7s4dD1VEgUrDIgdQTnkcH+ldVpXixrGLMR/eAYQDux4H64qndQWOowIl0qyBTlTuIIPsRU2laVpFpMs8MQMqH5WkkL7fcZPFdSmiLFmbwPplz5ksst0Z5MszCXq579PWvQPBkn23w9ZXDHLbAG/3gMH9a52KdCmQ49etXfBN8IIb3T4huEV7IsYHZThv03YrixivFM7MI7SaPSYmAArJ8TWqXelSAjlRuB9xV2As4Gao65ceTbMp7givPvodXLaRV1z4eab4h01b9bieG7a2BD8MD8uRkceprh/C/wAMLPVtQlivtTlZFjEg8mMITzjqc17ZYIF0u3gYjKwqh/75xXnnhG7Sy8TfZ3cbnjkh691Of6V66mlFHmW1ZY1nwbplpp0dpE05iiTYoMnIGPWvF9d8P6bY3dwnltJ5rhgHcnH0r0jVdZuLzx/eaTda1eWto05SJo5Y0WLgEklxjGM8dScCvKfEN1cw67dW93Lcs0MzRAXGN64OPmxxnGOnFQou9x30sUb/AEaztbD7ZaxFHRgW+Yn5eh/pWho2uCzAPAp9veQtGUZhsIwQ3cUW2naL5yn7JEee5Yj8s4rdTsRY25tPtPFpTU78zEkbIdshUCNeB+ZyaYPA+jnobofSX/61Xra6hACqyqAMADgAVbW6iHWRfzo5rjsZA8DaSP47o/8AbX/61a/g3wxa3mpzWto8ojgY7i0meTSXWqQWtsZTIp5AHPfNdl4F8Py6LfzahvLQ6lhyD/A49PYiufEzShY2owbdxumeHW0nxYbR2/d3X7wH1I7j+Veh21mNLmMkR/cScSr6Hsw/r/8AWqpr1ofLttShXM9jIJCAOWj6Ov5cj3ArbXbLGCMMrD8xXNScpS32FUmmlYwfFNlb3Omyo+1ZNu5Pc+lfPGs+G9MGpStIsoLndgSECvb/AIlXM9l4RlkgmeG4jljCyKeWUk8V4j4x03WtF0jS9Svrq68+9MgljZMCHG0oGOPvENnHb869CTbVzCKser3t5OqkhznBrhrjVrz+1ro+b91to4HAoorz1/F+Rp0NBNUuiFBZT/wGta3vZtoORz7UUVvdki6zqU66NORsyACDj/aFevW3/HvF/uD+VFFEPjQ3sTUUUV2GZHMBsz3BBFeE+Jr6bTvHuo3UG3zEuGA3DI5TB/QmiisJ/GUtjk5J5IVkCNjgCuXOoXP26d9/IfA4oorn/wCXrNF8JpJqNwVAJX/vmtG2vpsZyv5UUVTKNNL+YJ/D+Vb/AMO7qQ/EC8TgLNp6O4Hcq5AP5Giiom/dZdL4j2S1J3tV1SSKKK4+pNXczNYJ+yyfSvnzVLuU3TqSMGV1PuAaKK0ofGaP+EQeIvET6vbxRyadYwGFFSN4FdSqDOFALEAc56dea4W0vZkwQR8x5yKKK9JnKjZS9l+ThenpWna3cg7L+VFFZFmtFcuyDKr+tdr8K4kfRrm8ZQZp7qVnP/AiOPyFFFY1/gN8N8Z6RABzWD4j/wCWP++P50UVxnVH4mbtpcyKvGK8jlu5bf4jkRYULqbKOOx6/wA6KK7/ALJwvcyfEutPp3ifVlaxsbyOW43FLuHeAyjgjBBHXkZwe4Neca/qV1f6o99cy77id2kkbGMsfaiit+iMupBFdSiM/Nn61o29xJkHPOKKKGNGpFeTIoII/EVNHqE5A5Xk+lFFZrcZT129mNjjcPllUjj3r6Y0b5vDNu56hVI9ulFFc+I2RvT2+aOjXlBn0qOxUJb+WPuxsyL9ASBRRRR+JHMzjfi0B/whMjd1uI8H8a+cNe1/VNQ0qDTbu8mlt7eVpUDyMxLPjOcnnG3j0yfWiiuqIkf/2Q==", 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", 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", "info": {"video_id": "176813", "label": "taking remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f30eec9d091e03c05d7593e82eb401e4dbf3705bfe10204c81138ead9df5ca90"} +{"episode": 8015, "episode_seed": 1073644565, "split": "train", "timestamp": "2025-10-13T02:52:53.916744", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1073644565, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing bath soap from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "215249", "label": "pushing bath soap from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "215249", "label": "pushing bath soap from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "215249", "label": "pushing bath soap from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "215249", "label": "pushing bath soap from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8d9a8d55b20ae497d9af1527c804e79957b2588b5b5d55ec28d7b7b0ee4a156c"} +{"episode": 8016, "episode_seed": 810774303, "split": "train", "timestamp": "2025-10-13T02:52:56.059966", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 810774303, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a button upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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5SDUX7IlXFvnI/h/KuuENDnkze+2x4JGPyrwzxHaiTx/dQIPlmu1IHsxB/rXqUt7JtIBH5V5hfPJL4uN0QdwuAQcehFapcu5nuewfbU6AcDpxVWfUlVTgnP0rJkmkMLEO2ccCudvbm8Csf3m36mqcrExjc17zV33k4bFOsdUJbHP4muLeSaVjkMfq1SQGaGUE/wA6lSuzRo9RW/iaJDI6D03Uq6hbgnDL+RrkLfUjFEoZCxPoelWl1UnGIB+LVyV4XqNo3pP3Fc6uPUoscEfkavx38ZxhhyM9DXHw6k5IwiD8avx38hH8P4CtKcCJs6I3y4xnP4Vw3xMkFz4ZB4zFOjjj1yP61tm8k9QP+A1yPje5eTShDkkO4yMelbqNtTF6ifDZTBpF5PjmWcDOOyj/AOvXXy6iI+ufyriPB80tvoskaBgPMLfmBRf6nKzMMsPxrRSViOXU2r3xCfMKgt+FQ2+tF37/AJ1xU5ndiw3H8aZBJKj/AP16nmuzTlsj1zTr/fg5x+NbX+iKoOyH8CK8y0m9ZcZI/Oulj1WyJ4DY/wByufFK/LY1odbnVpLargbY/wAxV2GeHIA2569q49NRtWPET/8AfNXYb6EHIib61lTiy52Os+0IQCAP0pDcxAE5/lXOi9jwAIz+dRy3q7eE6e9dKizBs4T4tADWNPu484eBoz9Q3+DVv/Dib7H4OiHRpppJPwzj+lct8Q7kXK2UIUblLOTn14ra8PXaW3hyxQKBtiGee+ea1S6GbfU7v7fwct+tVJtQVjjf+tcjfa75ceFC5PvWR/bsm7+GqY0elWl8AwG7I+tQ+J74iKz8uUKDvz0PpXL6ZqxkI4XNP8Sh79LLbt+Tf+uKyrQXs2zSnL30P+2kfeu1H4iporxDjN2T9DXPw6fLx938BWnb2TAjdIfyxXFFRXU6ZXZux369RM54xTjeL13SGqUdsoAyxP41N5EW3OT+ddKcTnkmch4/n+06dBCMk+duGfYH/GtzwXKsHhe1hKAlS2ee+4mszxFbxSmIFc7c9TW/4ehgg05Y8AAUOor2FyaXNQXWeiKPxpkl0+OAo/Cpw0APHP0FMkkUKdqUc67CszFu7qY5wfyWsiae7JOGf8BW7cyOSflA+tZkxc5+YfgKiUvI1iiBNNjA/wAWqzFZRKeQDUazyN9yCZvohqcJfP8AdspvrtxXOnI2di5DHEvAUce1WxtA6CqMVlqb/wDLDYP9phVqPSr1vvOi/wDAq1T8zKSI55EUMRgVw108Q1BmyM789a7afSZOd0qk496wZfDYWUv5g5OeFzTlNExRFPqO1Mxgse9Un1fzUMcse33rXOkpjBmfHsBVOfRLZhwZSfc0OcWOxzN07rJlSAD6UxZ3YjLnitO409ImKlWx7tVfQdKg1jxK2mz30lqrJIYiibyzqhYL6AcHJPp71cXfYUnZGrokS3nm7+dmMZP1rbSwiXsP51zHg65mkW5ISSUkIcKucdfSutRb1x8ljMfqmKxqN87NYW5SeGCJOijj2q8gQAYAqhHaam54tWX/AHmAq0umag2NxRf+BZpxfmTJIdLKoPQCuR8UPviUE5GfWurm0ifOXmXHtmsXVNFE2A0g49s1q5pLcztqc/ouqpaxeS44zS6oVceZFHwf1q8uhxgEGU/guKrS6d9mBUtJJGeqmoU0U4nNNPKjHoKaJSzZzj6Vp3FlB1QMfqazr2MQ25ZAQ2R3rRNMTWhat7hlI+Y130ekkAHc34AVxuraVp1n4ft9U0zUr2ZWuvsubmBY1uCE3O8Q67VOFO71HOcgegi8iC4LjpUV21YqlZ3I4tNAPzM351fhs41wMnP1qob+FeN4z9aemoKW+UE/QVnGUi5JGiLaIVFcRxLESvJqD7XOynbEx+gqo5u2GdjAfQ1spS6mLijjfFEazaiOOgwKuQOLfS4YzgYGKTULG6lvvMeORlBzwtXZ9KeewDLDJnv7UKpZ7hyaGBdXERPUGqYmiB4GfwqWfTrlJCDDjHvVc2kyn7o/Oq5vMLGzp96qMMLXRG+SWJCSF21x/hm2tdR8Tppup31xaQzNsWWKaKNYz1JYycYxngck4FdL4XsAdW1qzvopZPsc4iRLoDegyw+YKcZ4GcZHpRVl+7dxQ+Ms/bIQeZKcl8hOEy30FdEtrYwj5beFfpGKcJ7aLpsT8AK4otHSzIjmuHwEgc/8BqV4L91/1TKPetE6vaJ964T/AL7FI2q28ke5WDKe9bKT7GTRzV9o15dzx5yFXk5YCug0jSJIoQMxj6nNRPqMYY4Uk/Sr9nqB2jEZNS5PmG1oX10xuMyqPYCkl01QOZGP4VOlzKVH7v8AHNVp7m5wRtUfWnzMlIoT6fECcl/0FUpLK3HVSf8AgVUPFOoX1vpbSw3HlOHUbkHNYviCx8Q6Hoel315qF4s16ZPMhK4EAAUoGOPvENnHb6g1Sg5K9w5kjv1J9T+dLniiiuU1E3kdh+VDTMp4x+VFFaIllSeVi2Diqs7EoD7UUUMSMG/u5Im+TFZE+oz4P3fyooqhmTcX88iEsw/ACsS31i70jWhqNsymeItt3rkfMpU8fRjRRXRSMqmx2vwqyBqgBPHkjr/vV6QD0FFFc1b42aU/hQhbvgU0ysoJGOPaiipiNleed9hPHFYF5M5LHP6UUVfQkxLm9liJ24P1zVCXUJ2BB28j0oooRRi3l1KJDggc9hWZeTyNActkZHFFFdEDOexe1vxZJ4hhtYZtJ0y1MCpHFJapIpSNc4QAuVC85OByea93h06xAUCyg/74oorPEvYKPUnW1tu1tCPogqZY0QDair9FFFFcyNmLJwnFZk5wpoorVGbMO6GXOarxSPG+FPB6iiipKMXWYkil+UdecViS43HgUUVrDYTMqLXW0i7uozp2nX0M0gcx3sHmBWTOCCCCOpyM4PcGrdjreo3N7f30l0/2i7cSTOvy7mOfTp9O1FFdEvhMofGWmvrqX79xK31c0qMzdWJ+poorNI1ZaReRyfzrdscm1jGT0/rRRSnsKO5ZAxIPmJ/Gtiw4VfeiisHuU9jcjOEH1xVK7dvmOaKKSEji/FjMdJbk/wCsT+dcle69qeo6dBpt3eTzW9vI8qCSRmJZsZySecbePTJ9aKK6aexE9z//2Q==", 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2hCAQB+lcnDfQg5ETfWrIvY8ACM/nXZGLsc8rHRG5iAJz/KvHvi0ANY0+7jzh4GjP1Df4NXdy3q7eE6e9edfEO5FytlCFG5Szk59eK1jG2pk3rY6n4cTfY/B0Q6NNNJJ+Gcf0rrPt/By361wnh67S28OWKBQNsQzz3zzTr7XfLjwoXJ961S6kHXTagrHG/wDWpbS+AYDdkfWvNf7dk3fw1uaZqxkI4XNLluXsdprF7Bstt7oPvYz+FZS6hbgnDL+RrM1rVPLjtcpuzu+7xjpWauqk4xAPxauCvT/eM6abXIjq49SixwR+Rq/HfxnGGHIz0NcfDqTkjCIPxq/HfyEfw/gK0pwImzojfLjGc/hXDfEyQXPhkHjMU6OOPXI/rW2byT1A/wCA1yPje5eTShDkkO4yMelbqNtTF6ifDZTBpF5PjmWcDOOyj/69dfLqIj65/KuI8HzS2+iyRoGA8wt+YFF/qcrMwyw/GtFJWI5dTavfEJ8wqC34VDb60Xfv+dcVOZ3YsNx/GmQSSo//ANep5rs05bI9c06/34OcH61L9rtFAw0X4Vw2lXrLjJH51ppq8ZPELfmK58VHm5bGtHrc6ldQgBGGTHtmrtvqERbAYfrXIR6mSf8AUgfVqvQai/ZErKnAubR1f25CoO5efrSfbY8EjH5VgrfOR/D+VMlvZNpAI/KulROds8t8R2ok8f3UCD5ZrtSB7MQf617H9tToBwOnFeP3zyS+LjdEHcLgEHHoRXoEk0hhYh2zjgVomiGma0+pKqnBOfpXPXmrvvJw2KyL25vArH95t+prEeSaVjkMfq1TKZcYnaWOqEtjn8TWre6g5hhKyBeuc4PpXnUBmhlBP862nWS9iixjKZzk+tTUs6bKhdTRv/bSPvXaj8RU0V4hxm7J+hrn4dPl4+7+ArTt7JgRukP5YrkiorqdMrs3Y79eomc8YpxvF67pDVKO2UAZYn8am8iLbnJ/OulOJzyTOQ8fz/adOghGSfO3DPsD/jW54LlWDwvawlASpbPPfcTWZ4it4pTECudueprf8PQwQacseAAKHUV7C5NLmoLrPRFH40yS6fHAUfhU4aAHjn6CmSSKFO1KOddhWZi3d1Mc4P5LWRNPdknDP+ArduZHJPygfWsyYuc/MPwFRKXkaxQ5NII53N+AFW4tNAPzM351J9siAwXFBv4V43jP1rnUpGzSLcNnGuBk5+tWRbRCs5NQUt8oJ+gqX7XOynbEx+greMpGUoonuI4liJXk1534ojWbURx0GBXZObthnYwH0NcxqFjdS33mPHIyg54Wrc2lqyFHUWBxb6XDGcDAxWZdXERPUGt+fSnnsAywyZ7+1czPp1ykhBhxj3pqpdbhy2IhNEDwM/hWtp96qMMLWMbSZT90fnVnw7YHV/EbabcajLaKySGPy03lnVCwX0A4PJ9PeqjIUtDr5CmoxxZH+rz39f8A9VCWES9h/Ouc8J3l1cJcF/NmOEICgnGc11KLeuPksZj9UxXNWbc2bU7cpPDBEnRRx7VeQIAMAVQjtNTc8WrL/vMBVpdM1Bsbii/8CzRF+YpJDpZVB6AVyPih98SgnIz611c2kT5y8y49s1i6poomwGkHHtmtXNJbmdtTn9F1VLWLyXHGaXVCrjzIo+D+tXl0OMAgyn8FxVaXTvswKlpJIz1U1CminE5pp5UY9BTRKWbOcfStO4soOqBj9TWdexiG3LICGyO9aJpia0LNvcMp+8a7ZNNjAz/Nq5bV9K06z8P2+qaZqV7MrXX2XNzAsa3BCbneIddqnCnd6jvkDrknkYDZBM3HZDUV29B0rO5JFZRKeQDV+GOJeAo49qphL5/u2U3124qzFZam/wDyw2D/AGmFZRb7mkrF4bQOgqvPIihiMCpI9KvW+86L/wACqCfSZOd0qk4962Ul3MWjibp4hqDNkZ3561pz6jtTMYLHvUsvhsLKX8wcnPC5qU6SmMGZ8ewFQpoqxkPq/moY5Y9vvWJdO6yZUgA+ldNPolsw4MpPuaybjT0iYqVbHu1NSQ7GYs7sRlzxXR6BcKBOXbpt5P41k+HrHTtS8UrpmpXc9rBM+xJo5o0WPuSxk4xjPA5JwO9dF4S02NdX1yzu7eRvsk4iVLoAOmCw+YKcZ4GcZHpVVPgYoP37F37ZCDzJTkvkJwmW+groltbGEfLbwr9IxThPbRdNifgBXLFo2ZkRzXD4CQOf+A1K8F+6/wCqZR71onV7RPvXCf8AfYpG1W3kj3KwZT3rZSfYyaOavtGvLuePOQq8nLAV0GkaRJFCBmMfU5qJ9RjDHCkn6Vfs9QO0YjJqXJ8w2tC+umNxmVR7AUkumqBzIx/Cp0uZSo/d/jmq09zc4I2qPrT5mSkUJ9PiBOS/6CqUllbjqpP/AAKqHinUL630tpYbjynDqNyDmsXxBY+IdD0PS7681C8Wa9MnmQlcCAAKUDHH3iGzjt9QapQcle4cyR6NHptgDgWUGM/3KmW1tu1tCPogoorluzYmWNEA2oq/RRSycJxRRWkSGZk5wprDuhlzmiiqkSivFI8b4U8HqKxdZiSKX5R15xRRSjuUYkuNx4FYsOqXGj66b+12efCzbd65HzKVPH0Y0UV1UzKex2Pww4XUgCcDyh/6FXoYPQUUVy1vjZrT+FCFu+BTTKygkY49qKKmIMrzzvsJ44rAvJnJY5/Siir6EmJc3ssRO3B+uaoS6hOwIO3kelFFCKMW8upRIcEDnsKzLyeRoDlsjI4oorogZz2L2ueLJPEMNrDNpOmWpt1SOKS1SRSka5wgBcqF5ycDk817hGTtHJ6Dv7UUVniegUeo7PFJvI7D8qKK5kasGmZTxj8qqTysWwcUUVoiCrOxKA+1YN/dyRN8mKKKURmRPqM+D938qybi/nkQlmH4AUUVcdwZlW/iGXSri5R9P06/imcO0d9B5gDJnBBBBHU5GcHuDV7S9c1K6vtRv5buQ3N44lmdTjcxz6dPp2oorql8JjD4y+19dS/fuJW+rmlRmbqxP1NFFZpGzLSLyOT+dbtjk2sYyen9aKKU9hR3LIGJB8xP41sWHCr70UVg9ynsbkZwg+uKpXbt8xzRRSQkcX4sZjpLcn/WJ/OuSvde1PUdOg027vJ5re3keVBJIzEs2M5JPONvHpk+tFFdNPYie5//2Q==", "info": {"video_id": "199950", "label": "putting a button upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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2hCAQB+lcnDfQg5ETfWrIvY8ACM/nXZGLsc8rHRG5iAJz/KvHvi0ANY0+7jzh4GjP1Df4NXdy3q7eE6e9edfEO5FytlCFG5Szk59eK1jG2pk3rY6n4cTfY/B0Q6NNNJJ+Gcf0rrPt/By361wnh67S28OWKBQNsQzz3zzTr7XfLjwoXJ961S6kHXTagrHG/wDWpbS+AYDdkfWvNf7dk3fw1uaZqxkI4XNLluXsdprF7Bstt7oPvYz+FZS6hbgnDL+RrM1rVPLjtcpuzu+7xjpWauqk4xAPxauCvT/eM6abXIjq49SixwR+Rq/HfxnGGHIz0NcfDqTkjCIPxq/HfyEfw/gK0pwImzojfLjGc/hXDfEyQXPhkHjMU6OOPXI/rW2byT1A/wCA1yPje5eTShDkkO4yMelbqNtTF6ifDZTBpF5PjmWcDOOyj/69dfLqIj65/KuI8HzS2+iyRoGA8wt+YFF/qcrMwyw/GtFJWI5dTavfEJ8wqC34VDb60Xfv+dcVOZ3YsNx/GmQSSo//ANep5rs05bI9c06/34OcH61L9rtFAw0X4Vw2lXrLjJH51ppq8ZPELfmK58VHm5bGtHrc6ldQgBGGTHtmrtvqERbAYfrXIR6mSf8AUgfVqvQai/ZErKnAubR1f25CoO5efrSfbY8EjH5VgrfOR/D+VMlvZNpAI/KulROds8t8R2ok8f3UCD5ZrtSB7MQf617H9tToBwOnFeP3zyS+LjdEHcLgEHHoRXoEk0hhYh2zjgVomiGma0+pKqnBOfpXPXmrvvJw2KyL25vArH95t+prEeSaVjkMfq1TKZcYnaWOqEtjn8TWre6g5hhKyBeuc4PpXnUBmhlBP862nWS9iixjKZzk+tTUs6bKhdTRv/bSPvXaj8RU0V4hxm7J+hrn4dPl4+7+ArTt7JgRukP5YrkiorqdMrs3Y79eomc8YpxvF67pDVKO2UAZYn8am8iLbnJ/OulOJzyTOQ8fz/adOghGSfO3DPsD/jW54LlWDwvawlASpbPPfcTWZ4it4pTECudueprf8PQwQacseAAKHUV7C5NLmoLrPRFH40yS6fHAUfhU4aAHjn6CmSSKFO1KOddhWZi3d1Mc4P5LWRNPdknDP+ArduZHJPygfWsyYuc/MPwFRKXkaxQ5NII53N+AFW4tNAPzM351J9siAwXFBv4V43jP1rnUpGzSLcNnGuBk5+tWRbRCs5NQUt8oJ+gqX7XOynbEx+greMpGUoonuI4liJXk1534ojWbURx0GBXZObthnYwH0NcxqFjdS33mPHIyg54Wrc2lqyFHUWBxb6XDGcDAxWZdXERPUGt+fSnnsAywyZ7+1czPp1ykhBhxj3pqpdbhy2IhNEDwM/hWtp96qMMLWMbSZT90fnVnw7YHV/EbabcajLaKySGPy03lnVCwX0A4PJ9PeqjIUtDr5CmoxxZH+rz39f8A9VCWES9h/Ouc8J3l1cJcF/NmOEICgnGc11KLeuPksZj9UxXNWbc2bU7cpPDBEnRRx7VeQIAMAVQjtNTc8WrL/vMBVpdM1Bsbii/8CzRF+YpJDpZVB6AVyPih98SgnIz611c2kT5y8y49s1i6poomwGkHHtmtXNJbmdtTn9F1VLWLyXHGaXVCrjzIo+D+tXl0OMAgyn8FxVaXTvswKlpJIz1U1CminE5pp5UY9BTRKWbOcfStO4soOqBj9TWdexiG3LICGyO9aJpia0LNvcMp+8a7ZNNjAz/Nq5bV9K06z8P2+qaZqV7MrXX2XNzAsa3BCbneIddqnCnd6jvkDrknkYDZBM3HZDUV29B0rO5JFZRKeQDV+GOJeAo49qphL5/u2U3124qzFZam/wDyw2D/AGmFZRb7mkrF4bQOgqvPIihiMCpI9KvW+86L/wACqCfSZOd0qk4962Ul3MWjibp4hqDNkZ3561pz6jtTMYLHvUsvhsLKX8wcnPC5qU6SmMGZ8ewFQpoqxkPq/moY5Y9vvWJdO6yZUgA+ldNPolsw4MpPuaybjT0iYqVbHu1NSQ7GYs7sRlzxXR6BcKBOXbpt5P41k+HrHTtS8UrpmpXc9rBM+xJo5o0WPuSxk4xjPA5JwO9dF4S02NdX1yzu7eRvsk4iVLoAOmCw+YKcZ4GcZHpVVPgYoP37F37ZCDzJTkvkJwmW+groltbGEfLbwr9IxThPbRdNifgBXLFo2ZkRzXD4CQOf+A1K8F+6/wCqZR71onV7RPvXCf8AfYpG1W3kj3KwZT3rZSfYyaOavtGvLuePOQq8nLAV0GkaRJFCBmMfU5qJ9RjDHCkn6Vfs9QO0YjJqXJ8w2tC+umNxmVR7AUkumqBzIx/Cp0uZSo/d/jmq09zc4I2qPrT5mSkUJ9PiBOS/6CqUllbjqpP/AAKqHinUL630tpYbjynDqNyDmsXxBY+IdD0PS7681C8Wa9MnmQlcCAAKUDHH3iGzjt9QapQcle4cyR6NHptgDgWUGM/3KmW1tu1tCPogoorluzYmWNEA2oq/RRSycJxRRWkSGZk5wprDuhlzmiiqkSivFI8b4U8HqKxdZiSKX5R15xRRSjuUYkuNx4FYsOqXGj66b+12efCzbd65HzKVPH0Y0UV1UzKex2Pww4XUgCcDyh/6FXoYPQUUVy1vjZrT+FCFu+BTTKygkY49qKKmIMrzzvsJ44rAvJnJY5/Siir6EmJc3ssRO3B+uaoS6hOwIO3kelFFCKMW8upRIcEDnsKzLyeRoDlsjI4oorogZz2L2ueLJPEMNrDNpOmWpt1SOKS1SRSka5wgBcqF5ycDk817hGTtHJ6Dv7UUVniegUeo7PFJvI7D8qKK5kasGmZTxj8qqTysWwcUUVoiCrOxKA+1YN/dyRN8mKKKURmRPqM+D938qybi/nkQlmH4AUUVcdwZlW/iGXSri5R9P06/imcO0d9B5gDJnBBBBHU5GcHuDV7S9c1K6vtRv5buQ3N44lmdTjcxz6dPp2oorql8JjD4y+19dS/fuJW+rmlRmbqxP1NFFZpGzLSLyOT+dbtjk2sYyen9aKKU9hR3LIGJB8xP41sWHCr70UVg9ynsbkZwg+uKpXbt8xzRRSQkcX4sZjpLcn/WJ/OuSvde1PUdOg027vJ5re3keVBJIzEs2M5JPONvHpk+tFFdNPYie5//2Q==", "info": {"video_id": "199950", "label": "putting a button upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2625ccd73efa0baada967f155aecc3edd3beb9b80dfb6a8fa39d8a222fe0f5ab"} +{"episode": 8017, "episode_seed": 2534305705, "split": "train", "timestamp": "2025-10-13T02:52:57.558936", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2534305705, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning cap so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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Kzgdycr649qSwhkiurlZXLudh59MEVliV+7uRB+8YviC6ksr+wniBEo8wIR1BIAyPfmpLSGX/AIQ3xLazgebFPHKwVgRnIzyPpVfxejNNYhQdxLAY65yK1dK0m60+x8QWV20byTWPmgo24ZBOQfcGuvDWWGj/AF1Mpr96/wCuhkeAwP7Vuo2AIaHIz7N/9evQAgXOABk5OBiuQ0C1hsdd08w7sXVkzNuOfm4P9K6e7LJdW+PtLbjjbEPlHux9B/X2rgzHFqEfbRV1/SOvD07+6yDW4BLp0qld2UYfpXm3xFt3bRbK52qUMg5Ueqd69S1KEzWbKrFSeMj3BFcxdaOmq+B5bKV9zCEMj91dRwT+VVLWHzLW54NjPWvX/C0txcaau6IgNFC27PJymMj8q89h8L6jJq6adLC8Ts4UuVO0D+9n0xXrUUNrp2oNa2yuIEt4/KXOW2qSM/WrgnroZSZd03d/ZkIY5ZUCk/TinTDj8aZpTiS0fbuwsjr8wwfvGrE6/L+NeZUjabR0p+6jFvhmJhnGa4/TWtl1FJLuPzIVyWQkjecHAJ9CcV2N7901xKfLKGwDtbOD0ODXrZUvj+X6nDi3sdZYBJvAHiJYwQiXMciLnOBkVV8Br5mo3cf/AEyB59m/+vWnpMst74e8VNOpErxJKQVx69vwqHwfYy6f4g2TqAZrQyLg54yK7askozj1/wCAiYJ3TOvSzfzZnlmZ/MfcABjAwBj9KztXtHs9Bnt7Jyi+Sw+Y/jWxJOY50iEMjbhkuq/Kozjk/jVfVwv9nzbumxv5GvKpV4zqOMXdrc7XFqN2c9qNh9rl013k+XzACc47q3/spqvrervpcwjikKfumffnkHcP8K20KT+Ho7pIyzL5TqOnp/QmuP8AHNlJLY3d45KiKEoir/ESckn2AB/Ord9SdCloHiG2urq6sSfnlZnjfHDcc/jxXZWxLWcTeqD+VeHWMzW13BMpwUcNn8a9v03adMttudvlrjPpXNiNYplQ3Yk6kgVb0BfnuSep2j+dV5+AKtaF9+5/4D/WueC1CTPOboLFrMolXdGlw25fUbua6/wtIbvWtYY26wrcaa5VVTYpHYgelcrrSY1u9X/pu/8AOut8Gx3x19WvYpUWbT5FhMikBkGMY9q+nn/Cv5HmwvznK+Ek/wCKmtF6bgw/8dNenGxJuPNaZiojCBAOBzmuB8P6dLa6zpF4+3y7iZlQA88Ag5r0a4maEJtgkl3HHyAccZyfavPx+IpwXtG/dW79Hb8zsw8G/dKjWgs0lktiyySPuJLdzwf5VzEltNceFYldwXTB4OBwSP612VxjyCT7Vi6UkF5os6DLKqyL6dGP+FYc16d15GrWthq/8S5LRAS/zJGSx9FPP8/zrzvx14gYaw3lYaVotjOfY16QttJqSWqjMSjZK7EZIAHQD1JIH414t4ytZLTxLcxS5JHQn0qpXWhmT+HPFd3YX8UdxJvtZHwwI+7k9RXqEp3RmvCVyXH1r3SMk2iE9Sin9K4q0UndFxeh6KBkV5l4sjx4kux2IU/+OivTR0rzzxbD/wAT2QgZ3Rqf0r08u/jfI5cR8Bp+HLq7PjDSTdRSxecAyiQYDDyyAR7GqDyJG1rBvUPFrLfLu5xv649KtaXf3N34v0W4nWRYzN+6LrgYxggeoBFc5qo8jxncgfw35P8A4/XfUoe0mr6W1/NfqZQqcsdOv/APU7uyt7yMR3EKyorbgrcjNEyA27qemKp3moXaXMMcEEZWRypZm6cZqeK2vbiQtLcKIWjwI1XkNnk5+leSqKjLn0uzu59LFTR0YSXCY+UStz+VU2uILCzM5YbkUhhntnFb9lpos3kcSs5kcsQ3QcAf0rJutMheymRYdztuGDzk7jWseVzfyMpXSMnWtSW5vLJvL2t520YHXINR2UskmpTiSNlIiQ5Pflq0NWgeFreOSMK6TKeMehqtCxbUW3D5vJ/k1Ksk6bsZRb5jnvF7tDcadKv3kZmH1BU1oeGWuW1++tbqKWKSezlbZKMEbsGqXi1jHc6fJjPlszYPfBU1a8N3FzL4ysbi6WQC4SQRtIPvKQTx7Zrqw0X9UXo/zM5v96U9Jv4ZNU0CJWzLErxSDHTIOOa704xmvKYC1n4mixwY7vaM/wC9iu6ullk1G1MkrspDqV3YUnAPSs6+HjCyi9NX97b/AFN6VS92zQnuoGDxLIrSJglVOSPTNU9KglfTZ43iKAh1XIwTyea07W2hjUSJEodwNzY5OKurHyMkAe9ckmrcqOhd2chLYPNFZPK4YrLGcIOpxjn86kms47fUI8RbT5TLx1GCDW9busaRSIoKp0Y9u2azdeMEV9DPLdLDH8wPIXqP/rVum9jFtblGz/1l0o5xLn8wDUk5IXkd6raPdWlzd3zWc3mqGTc2Opxj+lWb04QH3rzq8bTZvCXumFfNXMWpit9YiaZQYo7gFx6gNXQXz4JNZIigTxEVulzB9pPmDPUZ6V6OV7yRyYnozr9M1GXWE8QeeQ0p09huHcAtj+dV9Lfd4g0WTtJp7L+QzTvDMkVzr2qiGBIEm09wYo/uqeM4rnPDF648TWHnSsyIrIoJztG08CumrQcpuS05U/xX/AJp1Ekl3PS57RZ54pWklHlnIVXwpPuO/U0l7GJLYqe/H6VA2q7rz7NHA5/d7/MbgdcYqaKG9mMnnmJYywMYQHO3Hf3zXmwoRpyc0rN7nbz3Vilaru8ON7RA/l/+qsLxUolsXtVTebhXUAdiFNdbDpq22lSWu9pQY2BLd+tVn0xrmW2CKg2tuJPYbTWseVuXr+hnJtJHzdCrtMI8HduC49817hoiuuj26yABkXaQPYms2XwhpNr4he4MZLgeaEZuFbd1x3ra0zElvJsGQszr+tYV4e4OEtRbgDbU2g5L3P8AwH+tQXeUAB96l8PsTLd4P93+tcsFqU2cT4gQL4gvgR/y1JrsPDWsPqfi6FTJuiKSGNf7g2AY/T9K5nxFEB4juWcZUupYDuMDNb+h6gt9490+RI4kVRJGojUAbdp29PQV9K1egnbp+h56dqlvMp2nypoHX5NQdM/iRXa3dml3GqPJKgVg37tyucdjjtXlsUrw+LIkZ22RXxwM8D5/SvTJtTCXMMKW7t5u75ugGBmvNxODXL7OWqbb+9tnZRq63XS35WLUqgwkGs/R4gLedFAwHkHAx/EatRrfTyuGSJICo2EHLE98/pU9hp72nm75fMLuzYxjAPasXFRpuJpe7MkXa2NpFM/QhFOfcj+tec/EbS21LU4Luyi3SupV416nb3+tejXOnCXTUiSJnbKbR1yQwqlqtoIr62DKAwZxx/u1vyxZhKTPH/D3hW/1HUkE8Dw20ThpWcYJHXAHqa9YdAIzSW0YF5cj/cP6Gpbj5UOfwrz6/wAdjWD0ud2BkVxHi9Cuqo3TMI5/E13MQ3EAVyHjuMR3Vsw7xEfkf/r16eXr98mcmKf7tmdptxcS32iTyMv2eG7jhVd3IIxyB6f1rK8UxbPGepAcYuic/XBqpY3Ri1Szd3xGlwjnJ4HzDJq94rnhuPFeoT200csLybldDkH5R0P1r1pNRq/J/mc0LuHzO8mKJJbYdc+bgfUg1swNGqopkUMc8dzXEf8ACU2O2FLS0nnkRgw+Xqcfia0odT8S38ivZaD5YwQHm4H64ryJRVtTuUnc68SRncqqWK9cVnSFvKeYAKVZiPpmsv8AsfxjNKvn6hb2Qkx/qwD/ACH9ac/gG6ndvt+rX9yoPIj+UH8yahcseoS5pGf4kvbSaOB2u1iZJEY5cZIB9KztP1CxvdY/0abzJUgIbg4xuFbs/gLSLSLebGZsDJMzMc/0rirWEnxleaXb38mnw5k8oQRAksqbgvsODyfSlOqnHlRKpu9yXxnkvZj/AH/6UzRJ5m1bSLySVCq3CwqmeQMBc49K5ldRvNRw11cvMVAK7z0zU9reLaXlvKzYEcqv19CDXp4VL6sk/P8AU5arftSx4iT7L4svR/cuiw/PNdldzOZ7R4oSw87BcnAwQa4jxLeQ6x4kuriwEskczAqNhyeAOn4VtRWviPVVRZXWzhGMcYPHsOa569WDjFt9DopQldnXvqUdiYkubiGGPYSSx5JzWZ/wlcL3Usen2lzqEjH5dqkKOMVLpfgmzUCe9aS7lPJMrYX8v8a6u0sLa2jCxJFCoGMIMD9K4XUj0OnlfU5JLHxTq8fkyPb6ZbkHjq2P8/Sp7f4eWjnzb65kupMZzNIQD+A/xrsHSJEBWUMc9AKtzCBrSKc+bs27cKR8p/H3qXUkx8qRxY0+DTQ0FvCkaDsgwDWXqT4jH1re1GRGlYoGx/tHmuJ8XXM0GkNJA5jcSKNymueWrKuZuoSe9Q6tGE1m6B6ebnj0NU9dghh0GHUrDV7+YNdfZs3MSxrcEJuZ4gOdqnCnd6j3A1PEI2a1OexCt+gr08rVqjXkceLfuI3vDE1vL4wX7NAsMMltJGFUHDYHX68c+9cfouYvE9px92faf1Fb3hLUZJfFOkwu2UjDxIPQFSawN32PxOSx2CK7OWPYBzzXpS0lJeX+Zzwfup+f+R6MSBqUJYgExMBn6it2JoyFXeudoJGea4a48RaVDfQSxtJdSIGX5F9cdM1eg1PxBfytJp+jiBXAHmTjHT64ryZRTR3KTR13mq8EhiQsV3DnjkVnXWp22nRxS3N5EhGAV3YPT061nx+Fddvgft+rzBGOTHbKQOfyrS03wLo8SO7WhupVwMzvu59cdKjmhEGmzjtS8S6Y+pebZ28125QqREhA65q/ozzS2ck09q1szylhG3XHHNdvLpogtmVbOOFNuRsVVx+Vc9MNoOMVjWq8y5RwjZ3MfUWGR9DUnhs5lvP+Af1rnYp01DxrJpd/qd1a20khSOSOWKNYu5LF+MYzx1JwK0PBX2iLWNftLhrjNtMsYW4ADrguPmxxngZxxWKh1LuU/E6Y1yc45ZVP6Vf0S687xNociW4ihRvJV1TAb5eQT3Ocn8ag8YIY9W3EfeiU/wA6zdAv5T4h0iEufKjuV2r6ZPP86+kpq+GXp+h5jf75+pU1BPK8YTgfwXxP/j9ejTAfa7Vj/fYc/SvPfEP7rxhqBxgC7Zs59wa6q68QaNFLA/nmdopC37sE9iOtc2JfMovyOilpc7KAARoCQOPWrCvFyASxU4OO1cZD4lvLycPpehXE52bQzA46+3+NWhb+M7jc5W209HOScZI/nXA4Lqzo529jZ8x47cT7VVVyfoM1zviO7svtttNJepGFc7hvHdSOg/Cr3/CDXt0qf2jrN7cKwzshGF+n+RRJ4F0e1gL/AGGR2HO6Ys2f6U/aRi7ohxbMLR7uzu768ezkMgCoGJBHrVu/b93171V8RKNH0R209RasJEGYlA6nmsLxJZa9omh6Xe3l7diW8MnmRMmBDgKUBOPvENnHb865Kn7yTkjSKsrHs9v8secDNcN8SSQNOYHkhwf0ooruo6NGEupz2haLbakA07yjnorAf0rrrfwzpNuQfsokPrIxaiis8RKS2ZrSSOisraGCJVhiSMY6IoH8qvKAAD7UUVzXNmWSx2jk1bvGLW0EnRmXBI70UVaM2Y17I5iwWOPTNeNazfzaX4yvby22+bFM23eMjldp4+hNFFLqJHPoNtu+CRh1X8MGuq0Hw/Y3til1cCSRj/CWwv6UUV03aokWXOdXaWdtbRhYII4h/sLir8QFFFeZdt6nWjSiHyCrUagx8+tFFbIlllYlKjOantlBinhPKbd2PeiirRDOSvfvt9a4nxkf+JM3f94n86KKz6jZx+v+JX1yG3il0vTrYwKscUlsjqUReiAFyoHOTgcnmuo8ZMYdWwv8UMZOfpRRXo4LSo/Q5cT8K9TmI7iWOUSRyMjqeGU4I/Guh8P6La6opnumlZs8gNgH+tFFXiJPV3KpJaHdaXptlY4NtbRxt03Befz61uo7YzuOaKK81Nvc6rFpZpMD52/Op7CRhdbc8MpBHrRRVohmfqTFDIFPQkCsC4J2nmiionuI8y1PWm0vXdSjbT7C9ilmDmO8g3gMo4IIII6nIzg9wa6X4bXc+qanrl9eSGS4neOWRsYyx3du30ooq49BPYPiJI0Wq2wXjdBz/wB9GuKErq+4MQwOQRxiiivUUn7NK5ypLmbOo0HQbTUoxNcvMzHqA+Af0zXbaZomm2i5hs4gwP3mXcfzNFFefWk77nZBKxuxMwThiB0xVvzHZMFyR6ZoorJDZcVmOmA5IKsQCDisi+lkMJBdiD1BNFFN7EHDeM+NBfH/AD1T+dcBqevalf6bBp11dzTW9vI8iiSRmJLYznJ5xt49Mn1ooqI7DP/Z", "info": {"video_id": "206573", "label": "spinning cap so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "206573", "label": "spinning cap so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "206573", "label": "spinning cap so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b874369bb5ae175e877fd8b8c650f5d56c9a40f9e082b46eb71202f3ad16e2eb"} +{"episode": 8018, "episode_seed": 3015487814, "split": "train", "timestamp": "2025-10-13T02:52:58.792092", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3015487814, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting bottle on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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28m0NgY65NRJDxyT+dTiMNhfn/A1cbdQdxTC7JgMufY1XMaq3LDI9DVv7IMZAJ7Y5qvKgjKgAenIqmkSmRsVx97ioHIPSpyOOgppjGKzKGwllOR612eu6obmbYG6VydrCZZBF0yeTU9zcNuPPzdTUVE2khwtdsstcrEMlulVJtVmcFUOFqi5c8sTzTKFBIpzb2LJu5m6yGmmQt94kmowAR1qUR/L1rSKZm2APFRknOQasKg2YzzTCqqSD2qmmK4iyyp0Y1KL6QqUY8HrUB471G2Kgo7HwpfQRRyxOwDO2QDW54thlvNP0KG3UvJIZsAfVa82t5mikDKee1e0/DRB4gt8Spl7IABjzgMT/AIVU3em0RFWqJmv4I8JnS7ZXZQZn5ZsdT/hXqNjDsC5FNsNN8uMKF59a0DAbcAsawjGxu2aEYUJjiuK8RTfaJ/syt1OOK2dT1uLTbKSWRgoUZ5rgbPVFvIf7UMoke5JMar2XOP6VvTjzysZzlyK7NNwbe2KRgBQCuKy/EtxJa6HeXAXIhsiwBPGQuQKvRw3FxbPJtY5J5/Cs3xzNFZ+Dr4SEBpLQxqT6kAYpZldRpxXcxwbvKT8jwm38QLGhSSJuXZsg+pz/AFqcalbzg7XwfRuK51l5Oe1MIx0NZuCOlVGa05D6hD3G5f51634bXdqsRyfuN0+leKW9yYpo3I3bGBGa9b8F6pFqV+jwth1jfcp6rxWlNWRjUd2ek3VyHd3ZvauT1/4i2mgH7MjeZPt5VaZ4w8Qro2mNtOZpAQi+9eF3k8txcvNK5d2OSTUmhp+IPEt7r97JNcSEITlUzwBWOOSBnNR0oPtTQiztKkdMV3vhP4i3vh2xe22F1CBUIOMCvO9wOOOKtr5X2cDY3m7vvFuNuOmPXNXElnc6p8TdX1AkJtQH1Oa5q68Q6lcg+bduFPYHFYzEFhlBimuM/wAIqWh3uNkI35U5rb0DU57W7UK/yk/Mp6EVhEYrofBujwa5r62NxeyWm6GRo2jj3F3VCwX0A4JyfSnF2ZMldHWfFDUIr3TNDubc5SQTH6H5K87gAjCu5GCCRg9KfeX1xcWcEEszNGhLIpPClsZ/kKrDkYGCByc0X95sdvdSNuzNpersdkjfH8XQ1M3hyURF02sM4Gw5rAjJVtwyGHQitO2vpYTuSR1XqFzkk98VorS+Izd47MhktpIW2kbsd15oQnd6HvmtxL+NZ2lliBZsKWxgE98j2qX7VZXRQNbStI5Jwh5AHOT78Gr9iujF7ZrdGEdwXOSO9Upz+8XnNdctzpuSI4Gl2jhzxWbqsMM4jeKJFyoJbkEE9vfHrQ6Om4lWu7WMRIZZANqMQTgYFXrfTS0Z80lXzxTrO4S3XypZDtyTkD7pxRdtIhklhc4BALA9/QUlCKV2Nzk3ZFqC2CAoEUsBkN0zjrWJFiRmLdScYrsdb0eyi8NW2p6bqd9cAXTW4a4hWNJyEDO8QHO1ThTu9R3yBxkOIsM3cE/jUSabRUU0ncbcJ8/TAqvW5bQxXkeOAwFVptKmjDNt+XOKiUHuiozWxminhzjFK8bISCDxTVOD0pK6K3J1HANMk+UinK+B04qORs4qm9BLcT1pNo60lTRxNIpwpOKjcew2FcmvffgFZnytX3gf8sT/AOh15J4N0nTNU8RQ2GrXM9rHMQqzRyxxiM9SzGTjGM8dScDvXtXwRhks9X8W2UonT7LNFEEuABIoBkGGA4zwM449KrTlaYtea57MqLGnQCsPVb9Y8ktwKs32oLFEw3YAHWvJvHHi+OwtZTvBwv3c8k9h+JrJ6mhxvxN8evd3TaTYyHah/fODjJ/u1d+HmtafPpcNrdTx2s9umP3rYV1yeQf6V5DcTPcTSTSMTI7FmPua3rBR9kiIwPl5row7tIwr6xPqDT0T+yx5d1GY2JZSrDBBA5rw74oa7Jfau2mxgm2tF654dsDke1U7LT5p7JJEabyzkAbiFOOornLtRGXB5yD1zwKvEdGyKLS0RgMxLN8o5681CxPpTm4cgU2uZs6AUZNdF4c1K40qdLqA4kQ/99DuD7Vz8aljwcV2OveD9Q8M+HtIvbkzJPfGTzYDGQIMBCgY/wB5lbOO3TqDiouxMlcj8ZXs934jmSV8rFgKB05rAuoUAbAxgAiiirivdFLczj1pKKKyLQ5O9XkYlQp6YFFFXEmQxgNxppUUUU2IiZRvx2rY0/Up9Dv49Qsggmi3Bd65HzKVPH0Y0UUkDMi4GFQe2KiFFFJ7lLYkBI5FWUG5dvQE9BRRWkSJGrZYjmZNoZdy8NznI/z+VIjmPUzIh2ske4EHviiiuhbGD3Opi0WzVrYhX+eOOQjd3YLn+ZrMkt4xYZ28iOU5zzwRj+Zoorboc93cw1jWS5d2+9s83I/vAZrYu4Yk0a7YRLkyK/TodxHHoMUUVhLY36oh8ReKpNcSG3k0nTbX7OqRRSWqSKVjXOEALlQuTk4HJ5rlM/doormOpE9rK8coZGII5rpLS4kkjRHIYZJ5FFFa0zKoVntYpLqRWXjNVJ7OFcgLiiinJIUWyL7LFsXg9PWqtxCiuoGaKKzlsaIntraJwCw71s29tFHGQq9s0UVpFKxnNkdvrjaLc3UP9nadfwyyBjHfQeYFZAdpBBBHU5GcHuDXrHwS1K71K+8VX93KZLm5kgllfGMsfMPQdB7UUVhU6m0Oh2viG8mjt5CrdBXguqTNqmsXEd1hwj4X6UUVFPcdT4TntRs4obkxoCFOcDPTmp7cmNERScAd6KK3p/EZS+E9I8LAS+Gvn5xJKB+lcBq332HsaKKeL+GJFD4mcufvGrUECPbPIc7gwFFFc63OhluWJEs1ZRhg3UVZvPEurappFvpl7ezT29rK8qeZIzEs4GcknnG3j0yfWiitHuRHY//Z", 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", "info": {"video_id": "203330", "label": "putting bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203330", "label": "putting bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "203330", "label": "putting bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9dd00112d5ad867818a05faa2f37711f51071b7530e499548de740931332e74a"} +{"episode": 8019, "episode_seed": 3839589454, "split": "train", "timestamp": "2025-10-13T02:52:59.944425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3839589454, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pressure rlief and coin so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "65783", "label": "moving pressure rlief and coin so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "65783", "label": "moving pressure rlief and coin so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c95bef5c623f501cd0545b8e9a46f1f7ff563493c73956eb92b2a61dcafe71c0"} +{"episode": 8020, "episode_seed": 2022146467, "split": "train", "timestamp": "2025-10-13T02:53:01.951110", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2022146467, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of card, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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W9Np6wpJ5bOCOTjHIHXt6ZrNl8PTXpneFhLsUMFI5Irm+uQj70jT6nUWqaOPjD3lwsQIDtnqcCkvLOezi3ttILY4PStabTo45SFAUg+mCKuQ6EmoWIMk0gO4jGeM0q+OUmnB6HWsJ7KHvq5y8Nxtw3UHgqehHpU6ymGRCjnHWNu/0+opupaRdaVNtlXMR+7IvQ1UWXHyNyrfofWt6dbntUjv1OadOzt0PV4/iBdeJLTSrPUFJubXfG8+eJQ23aT7/ACkH1q1dSi2tpJm/gXI9zXmmkFg0uTnBXDDv1rrL7VTd2FvF/EeZD7jisK+BVWtTnDaW/wAv+AZe15FKL6FvRbwzhreZyZclkJ7j0qDxE5+028AP3BvOPU1lI7xOrxkh1OQR61b1Hz3uBcTD/WjgjpkdRXasBCnjVUWzT08zD20pUXHsQXWqzyzwhoEn8uLYwcZDc9frVSzsbrU79o7W38tmO7aCQqD/AAqzYXEKTXCSGLJIA3j+tdhBOLe3b7Elss5HDEfL9T611OdOinGmjL2je7OCV2sNTBcJM0EnIJ3I2O3uKsPqguG8prS3jRu6LgjJ6g+2aNWMlrK0LWccaq+BKFxvx6expdO0bUtTjjktoAUYkKzHA4961fJy+1qtRj/W5rFTl7lNX6mpbESwiEsFLHcjH+Fvf2PQ0oLg+ZGSksbd+qsDVRDJHI8U8ZjmRyrIexz0q/uLjzxzIgxIB/EvZvqO/tUNwXvLWEt/J9/R9fk+5nKElo90e5+GdZi8QaBFfAgTbSk6D+GQdf8AH8a+e4AGd3P8OcfXNdh4R8R/8I7qbStveyuFCzovJ9mA9Rn8RXHQNmDjpkn/AMerzMdOWEhKEftfl1O/L6KrVOZ7RH7hJKyjkjlff1FWLFVNxuJGRjGe+Tg/zrNlJSfKnGDn+VbCRvFDBI0RjjmBZMnqdp/TIFYUMY4UHQfXb9TqxOGTrKr95fe1S6szHKvBYrn0Gev61mWmkbXuElUkKMK4Hytz/n8q24GDK2Oc4b8wR/UVftrcT2hPmA7mJUDsD1X881nLEypU3DoyZU4uam+hxd9prRMe6yLtPuQe/wDntVNrTyoI2w3lSA7SR0PpXUXefs7ErlwN2CO46/1/Op7XTobvSwIRlGJLIx4B9q5alSXLa+h1XjBqdjzG/tCWEiD5h1xVG5tSoDpnPUiut1XSJ9PlYlSYj0OOn1qSOxhvNPibYpYDBI6ilGoOvytc8Tho5iCD0IrpvDRErTv3XaWHqeeao6noTo5eNfxFWPC4aM3asCGygI/OuyeIfs3KL1/z0OanSjOaT2/y1Oj3eY7c8rz+FWbFd1yG6hMH8ziszzGhuF2noea1INi7THlgQXDEEdiQPzWt8PjHHDug9+n6meJwt66qLbqa7263dkUcZIJVT3HPX9azdPs3hu7iOQ4ZFxkcg89jWxAcowP97OPTIP8A9ar9vbNLbMflwWymO6nk/wAzWLxMqVKUOjCVKMpqfY5+eHLFSARLGYzkdSOn+fasyXTTbxpJHvMDsw5HQ+n6VuXBH2dnxkgbwPcf/qP51saQkNxphRvnidiSpH3f89a5KlSUYWT0Z1vljJVLao84kBGR0INWtR8PpeWiXNquXZQzJnrx1HvWzrXh9rWYuOYWPyyDt7GprOF00+E8fL8uR7VhGXVG+ImpQU4nmrwPGxUggrwQeopcmT5hzKOo/vj/ABrutU0i31AmQ/u7jtIo6/X1rk7nT3iuDHINkq+nQ+4r3MLVVeNr2kjx6nuyutma9xkBW7kVctt0lk84jdjGpRnI4AxkfjxWfctwv+e9dxo+momgLaTL/rkJk9ea8T2rpRTX9LqenieV7lO0ILYB6l0H64rVslSad2L8BSGT64IP86x41awu3ifkJLwSOowOf1rbsFC+bnBZW2E9+O3+fWtq817O66nOU72MwTsCCVGCrEfe45/l+tL4ecedPEw/ex/Ln/Zzx/SteeBLqDy2O0/wsOorO02yNteTyyAiUjZ14Izwf5Vy+1UoWe5fMnBpkOu+GY9Rzc2hWK4H3gej/wD16xdMtLiGKeCSJwVbJ46V24Y8VS1i6ezsheRgbkcBvdTxzUQ5pSUF1E67VNxlscxcQpNEY5FDqRgqwyK4zWdEW0kDxZELnA/2T6V6Xb3mm6t8rKIpj2Bwaz9c0LNpKgO9D0J6g9jXZSqTwtXlmrd0czanH3TgNKheMyqec4xj8a2mxtWMdQMj3rP05Sk0qOMPGcEe+ammlKSq4PTp+deji8Vy1YRp/Z1+/wD4BeHwqnTlKfXQu26750HYfMfoK3HiW7tHjcfdY7SOx45rFg2nZKDjzOgHbsR+tblo4ZGJ/iwSfqMf1q8VilWmpwe35mNChyRcZ9TEt9HZri5ik2q6dc5557GtIPcW0awoYmAT5SM54/yPzragtnktWIAHzEj/AGlIz/M1lXMgESy4BwQ34Hg/z/SuSeMnObtoa0sHStaSuZt5pNzN5cl3ISrJuQ7jgip9JjurK5hgt7p40aTjPIBPtXU28EF1pUdu2WiKYUnqtYL2k2mXqCb7oYFZB0IFck8wxE4+zk7r0R14ehQ1UVaQ7V9CvIVk1COVrl2cyTEjkcdh3HFZUM5GJo2wVP5Gu/BPLA8HoKwdY0VJUkurRAko+aRB0cd/xrsy7MOSfs6vwy0PPxFPnjfqjC+1xx/vEXEWfmQf8sz/AIfyqGaE2jNbk58vC/mSapzKy4kiPX+XpW5r0IDRzqp+fhj7gcVpm0ZQdOLd0r2/D8jTLKiUpLuZCQNd6jFbL1kYD8Mc1391p8N3ZpARjy8GM+hAxXKeGYBJqc9yy8RABD7kV2HmccV5NSeqt0OqvK8rHP2JcBYXBWTZsIPYgZrdstv2SIrj5vm4HXPes/UbWQut1bffB3MuPvEDitOFtyLkYOOnoautVU4oyuQ6hZGdfNhIEqgkrj73FQaLbG1smUMcM5YKf4farxb5qxdT1ZtO1ZU2kxugZhn+VKjTqVn7KGrFOoow1NmaKOdNkqK6kchhmuc1HTrfTDGYf3cMzHII+61b9tdRXcQkicMDVbXbUXOizYHzR/vF+opUklUUamivqRKT5fdOcktmeLzF2umOoOaz2hjgLMigNIQDjvj/APXTbe6ltmDxOQe/cGmNeLdHBGJFPzAdK9HGYGdBcyd4jwldTqJdRqxPc36QJ953C/yru9R0tZtPhWH5Wth8oHcbSMfrXN+F7cTapNdMeIcqPqf/AK1dn5mBXnTm1JW6G9aXvWMCxl3RgY+Zowfywa3rJBHaxheActjPrWPexNZXaXMaboSS7Y7dAV/LNbcARY0VRhVGAPStK9VTirGVytqVkXXz4FBYAlk9eO1M0GB7ayYb9ys5ZR6D0q/vw/BrIutXTT9XNuw/dsoJwOmainGpV/dwVxSqqMLSN47XXYyhlPVSMg1h6x9n0uFFjTbDKxPHO1u9a8MqyoHRgVPQg1neJbfz9DkcD5oWDj+RooRjKrGM9myJTkouxhCaOZA8bhlPpWbrNn9ptDIg/excj3HcVjyTzWNwJImwG6jtW5YalHeJgnEoHzL/AIV6VbCVcJP2kdUjGNWNRWZm2MAvdUtrc52n5mx6A5r0JHAHHauU8O2jRvPcSrhwxjX6V0qtkcV41SXMzurSvIh1K1N3Dvj/ANavyn3XIJ/HirWnyGS0jaRdrkfN79v6VFNOLa3kmPIRSxrO0PV/tLGGUkPnKknOauFOrOk2leMTBzSai+pvsfmwKx9f1GSwltHj6nOc9x6Vrselc14t+9Z9MbW5rbL6camJhCaun/kTXk4020bunalFfxB0Ybh95fSp9QiFxpN3HxkxEj6jmvP7O9ksrhZYyeDyM9a7zS76O/hEi9/lKntXTmGAlhJ88NY/kZUqyqKz3PPopGUhlPIrai1wy2DW9yRgDAcnn8ayL1fJvbiMYBWRhgfWqei2g1vxHLpk+ozWsbpIY/LTcWZULBfQDg8n09697FQo16ClUW+3kctLmjO0Sa7gWHUpZl+7Kqn8ao3BztPYVX0a4ub6zmaWRnERQLnsCD/gKtRwNdXMFuOrtj9ea+ZknCo+Z7f5Hv0ZL2COmsdJ8zQItqgXJIlDevI4/IUli/GMHdtZcfQ//WrdiIjRQvCqABWTfQ/ZLuO6jT92z7iB26lvzqMPW97lfU5b3dzXsfkt0xnGScHtzVTVbP5HljUeWRh1A5Gf6Vbt1VIkVCdgHH0qZXyxHUHisOdqbkhqVncj0xHtrCGJm3FV61bcRzIY5UV0PUGsW21eMX8tm/G1yqt0/CthO2TTqU5wa51a+pCqKTbRTi1iFbuSymOySN9oJ6Edq0A46qQa4zxPF5OslxwJUVvx6f0rPl1+8stOaOOZ1+ZdrDqK9N5Zz4eNak+mq/M5fb2m4yLOq2n2LVpYsYjk/eR59+1bl3Gt3YyQ5wSMr9aw/FEMT+HrXV7LWL65C3P2YNcRKiz4UMzxY52qcKd3qPcCfUtQ+x2JIOXkG1R/WjEznXp0qf2ldfkXTSpylI1tFg+x6dFEwHmEZcjua1Q+a5fQdQ8+zVWPzpwa3FmzzXnVIOEnGW6N+bm94dqt19l0uWQdThR9TVbQ9W+0KIJiBIOhz1qj4nuClrbwf3zvP4Vz8M7wuro2GXkGvZwWXRr4VyfxN6M5KtdwqW6HpDdc1yfikY1KJuxiHP41t6bfi8s0fcC44YVieKwPtkDA8mPBGfeufLIuGNUZbq/5GmIalSuijp2oyWFwGUkofvLng12tpcRX0GVO6OQFSDXnAP6VsaHq32C7AkyYW+8PT0NetmeXqtH2tNe8vx/4Jy0K3K7PYz7hPs880OMbHK4/GooLYvDfzRrlo9hx7HNXktbS/wDiHcaZqd/NbQXEuEmgmijSPoSWMnGMZ46k4HeqdncPo19rlrP54aCYQrHcgeYMMwwwHGcdcHFYYjEe2wajFe80v0NqK9nV5+h12i2q2enoOjyfvH+prWBBGM1j2N4txbpIOhAq8sx5NfOtPqdTfM7hql4tnYM55JIVRjPNTaVfx31uHU/MPvD0Nc74ougPs9uDyMuw+vSs7TtRksrhZFJ29GGetexQyz22E9qvi6ehzTxHLV5XsegEYOa43xL/AMht+o/drzXVwzieJXHRhXJ+J+NYY7iQYxj2rPKNMWvRjxX8MXSNYexlEbnMJ6j0rscx31lKgw8ckZx715mG4+ldN4Z1by5haSnh+IyezHt9K9HNcvUouvSWq38/P1OehWt7stjlr5P3BBHKmspJXicOjFWU8EVr+Ko5dPnvI87HEv8ACc8HmqfiDwtqfh3w/pGoXjzrPfGTzYTGQLcAIUDH+8ytnHbp1Bx1PEwlCLf2kn94oU3qdjptxJPE7PjO8jgY71pxsc0UV8YeiVNdkZNEnIP3ioP0zXJ208kbq6nDA5FFFfS5Mk8PO/f9DgxX8RHf2U7z2iO5G4isPxaMPZtzyrUUV5eV/wC+Q+f5M6cR/CZzSnNb3he4kTVI4w3ySA7h9BxRRX1OYJPC1L9medT+NFHWuNYuz1OQc/hXLxancaRrrX9rs8+Fm271yPmUqePoxoorlj/udP0X5G8f4jLnhJFax1VD0CJ+m6tDRED6rGT1RGI/Siivm8V/Gn/XQ9Wj/BZ2KE7cUSANauGAYbScGiiuF7GZLbnKr7ipBxJj3oopoZw1+Suq3RBOfNJrqdEu5riyzI24qcA0UV9HmMV9Qpvrp+R59F/vpFTxcgxZyY+Yggn2ri9UOLIn/aFFFdWWf7j95NX+MWNX8VSa9Zx282labbeREqRPbJIpRF6IAXKgc5OByeaXWpGa8VCflVBgUUVyUUvrMfn+hvP4WS6C7LdkA8EV2EZP60UVw5ov9ofojSh8Bg+JpGOpohPyrGMVjqx3CiivpMt/3SBwV/4jN/w1K4unj/hZc/lUvi0nzbQ99pFFFeZU0zZen6M3j/u7OdjJzipASJOKKK9/ochHcauNHMudN0++S4kDOl7B5gDKPlIIII6njOD3BrKe/udT1G7v7uQyXNy/myvjGWOew6fSiivGw/8AEfq/1OyXwHWeHJna2KE5AJxXRxHkfWiivBxatXn6nTT+FHNeIHZ9Wk3fwgAVnKxoor67L/8AdYeh5lb+IzsPDsjvZAMxIDkD6YrI8U8axx3iBNFFePhtM0ml5/kdUv4CMiLnrUsTFLgFSQc9qKK+kOIs+O7KGz0+xli3b54g8jM2SWz1rj73xJq2p6XbaXe3s09tbSPKgkkZiWfHUk8428emT60UV89HWEb+f5s7obH/2Q==", 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", "info": {"video_id": "206885", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "206885", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "206885", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b2eec7cf40dfc30c373be161e6a540bcfd6b31e0a7c2bd4f3d39f9f58aafdbcf"} +{"episode": 8021, "episode_seed": 4072479460, "split": "train", "timestamp": "2025-10-13T02:53:03.311382", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4072479460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take trophy from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55645", "label": "pretending to take trophy from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55645", "label": "pretending to take trophy from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "55645", "label": "pretending to take trophy from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2da4fe5b3979c576bd3a0fe1c10e69d5706ec547ab2a2c25bc92ff7003914a69"} +{"episode": 8022, "episode_seed": 2083286239, "split": "train", "timestamp": "2025-10-13T02:53:05.296707", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2083286239, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a jar in front of a nail paint container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "210093", "label": "putting a jar in front of a nail paint container", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "210093", "label": "putting a jar in front of a nail paint container", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a9dd7525a8bc5886ce9986c04cc3b6b2b8b92dc158a4248c7ad7717b5f519470"} +{"episode": 8023, "episode_seed": 66887987, "split": "train", "timestamp": "2025-10-13T02:53:07.843310", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 66887987, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning cooker whistle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165494", "label": "turning cooker whistle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "165494", "label": "turning cooker whistle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "621a45983d1ca6769d20a1afad90f0ab7c9f86d446ff0f6c8dce3906902f6ae2"} +{"episode": 8024, "episode_seed": 434454803, "split": "train", "timestamp": "2025-10-13T02:53:08.925508", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 434454803, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying but failing to attach cap to plastic bottle because it doesn't stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "210958", "label": "trying but failing to attach cap to plastic bottle because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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FWUQEd+KxSV7m6qSUeS+hKjfWrUDHcOtZ7ShSQKmikYsD0HtW8Ec8jgdds5H1i5ntp/Jn8wgkruVwD0Yf161nC41aAhWjsjngMGY/pWxeyrLfXDKc5lb+dVoYhc6jDGCDwOPxqFe5a1dmjuvDdvJBpKNM5eaU72YjH0GOwFdFbyYIqlHD5MSICcKoFSocHFdCM3qazXAMeK8w+LCrPp1omMuN7J9Rtr0ANxXEeP4vOOnuw4XzBn67apu4o6M858PCxtmW71RHuOyQhMgZGMsT1+ldPH4V8K6onn20Mq5PKI5XB+lYVhbT6rMltbrjbIDJIRwqg816TaWkdvEFRQABxgVm6ave5bmzNtraDRLEQQA/KPvMck1m292t9rOlxAmR5Z8ygnPAySfwxUmuXqw7yzYVRxWJofnadKt24/eyfOueqqTwKuUklYlXvc0/G9sJvEQMcjQzLEmyROoyOmO49qyg2sW6582ydR/EyMD+Q4rU8QSG41tZG4YwRkg9utQSBXMSZ5Le/pXI9zRdEdh4NtphaS3dzIXlkwgOMBQOcKPSutjODWbo1r9n0iBQCCRmrw49a2joQ9WacVxtXFQzyZqBTgClYkjFaXJOAWRVRskAdqakru+3PWqBlZs54FSQ3Hz/AC4LH1oELeAtnJ4HpWJDcSx3MkkbFSflBHpWlq10scIRSNzdcVihHC+me5FRUfQqCLV14gkstHvYTlhIuCxOSMkCsq01BPKIkJjYjg7SQ3uCOtUtW3GzljTLZIHHfmotHttRgAAungi/ugAn8M9KxkapHrHgWVX3AqysyEjcNuQO+PSuwKYNcV4JhdLpmLu5CHc7HJJNds2cVpHYzk9RFXAqQYIwSKi3Y/KuHbUNRvPGt7pn9tXVpCGk8lY1Dcqm4L7Dg8mrRJo+MdOW+udOJ6R+YT/47VIKtvEFQYAFZWi6rf6mJTe3Us+wKU3n7uc5xVi/uNsZVSc1a2AyNdu9sRGevek8MPaIHcwqLpurZyWWuc128kuJltY2AY9Tmsu1lvoL+IRSEShsLg9c1lOa2NIrQ9kXa0QwOvPSvK/F919k8W3CyCQxFUzsOGUheGFesWMLNEgYjdtG7nvXLeNPCX2m9Gpohl+UK6g+neiUfdFF2Zyun3cF3JGBd3VwM/cWIJ/302P5V7HoUpk0aAsORkdOnNeY6Rp8skypHEcjhQBjFeqabbfY7COAtyo5571ME2OTLOQG6Zp4bNR8evH41i+Lbu5sfD73FpO8UolRQycHBPIrS1iDoDkqa5dCDmsbUNQu4NHhv7HX9SlU3H2fM8aosxC5Z4x12g/Kd3qPoNeENjt+lZ1ehcCyoBP/ANelklVOB/OkRDUTxSO+QprOJTJI8EZP86lMm3p29KgTcoAPWrcFs0naumCMmeKQ6sReyo915EglbDOMo4yeD6EetdHol1u1BJPtUMrJ/BApK/iT/KqWs+ExpurStMjPG7F0yOOea2fDuntNNGkaADPOBwBWNnexpfS56kWDDPrSKRnpz9aRRhAOOBigj6fnW5kSjB6VgeKLRLyGGFzgHdyOoPHNYqalcT+NrnS7nV7y0tmm2RtFLGix9CSS4xjGeOpOKZZXWoS6jqNrez3MhtpSiLc43oMnrjjPAzjimmBe0vTbXTbVYIY9q5LE92J7mprufZHxxQjjaSW5rE1q+EcTKp5FDYHN+IJjdXAhzhc5JrasVt9YKMgCSQ7VkUHjA6fyrhpdbBvpFniZoAeSv3s+oq74PvNTn8RxQ2xbyZ5MyKRwVHrWDldmlrIk8U6j5PjC7SSR44wECunJQhR27j1FWrC8juJoh/aKS4OdtvFhj9STgVr+M/CJbVDqZVnjkADhexFVtGsSZVjgix2VVHeolpKw09D1XRpfN0e3Y9cEfrVzjPQVX063NrYRQlhlRzz3qfA9R+dbWMx6tmnnkVzvi+7ubDw+9xaTvDKJUXeh5wTzXN6rJ4n0fSNPu7nVb1Zbov5kRXAixtKgnH3iGzj/AOvTQGGJG55q1BwoIHOOtFFOJJlhjcagokOQWxim3LNNeFGJCjsOKKKyqbmkdiS4t4orQbEAyRTdNhSe7RHzjPaiisWWer6NaQ2Vgnkpy3LE960Gc5xgUUV1LYxe4gOR/wDWryrWL6bTfGt9eW+3zY5227hkcrtPH0JoooQCaB8kVzt7BR/Ol1GZ1hJB5PBooqgM7UNPt3sIbkqfNjIAIPr60eHLWKfxBCsgJC/MPrRRXI/iNo7HqlpEoB6/nVxI1Mm0jIJ70UV2wMJA0MNupaKFFJPJAqEyH5vlFFFDFETcT6D8KwvGpP8AwjEn/XaP+ZooqSji9T15tXihjk06xgMKqkb26upVB0UAsQBznp15rr4lAUfSiisKnQ0iTgYX/wCsKnjHB/wFFFREpjo41aTJH6CtSCFdg+ntRRXTDYxkSPp9tdxbZ4lkH+0BSJp9raLsghVBjsKKK1aRAuwACo3Yr0FFFQWeZ6vq7af4k1VDY2V3HLOGKXUW8BlHBByCOvTOD3BqfRL64vru/vLh9887B3bGMk5ooqVuBr5I3kHoM1gqgutXiil+ZCSxHrgUUUS2Y47mL4g020h1QpHEFUgNjHeuq+H2n2+Z7jZ+8QhVOBwDRRXNT+M0ex6NHbxTKUkUMpPQipItMs7UboYEQnuBRRXaYDSAM/X1qEyndjAx+NFFZvcs5/xsxPhZ/wDrvH/M1wM2s6he2UNjc3UssMDtIu92Yktjrk84xx6ZPrRRQB//2Q==", 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", 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", "info": {"video_id": "210958", "label": "trying but failing to attach cap to plastic bottle because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "210958", "label": "trying but failing to attach cap to plastic bottle because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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zTpWjXl3qIjMSm33nIcnBGfamVE2/DVvFqsPmSEn2BrtoLhrVobRZeucFznp2pbXT4LG3/dwomeSEXArB165MUG9GxIhyKpW6ibfQ6q01uGVHDOiyK+wZPWqevXkUy+U6oXVSytjkH2rE0PT5LyNJ5EKx7txJ/iPtWjrdlAySXkoIeJflOawlbWxaOWTTGV2ltLmS2ZjllADIT67T0/CrunWt7dahHaT3zSoxwyxoI8j3I5/CnwOpUEEEHGK2vCFstxq+/acAk+lZxKTetzvIlCIqLgBVCgAdhV63l2d6qMuGp8ZPWt07GRoyXG9cVzmusS0Htu/pWvk4rH1jLNBkf3v6UVXeI47mRIN0TDceRXKx+D47jWHuri4keN5N5i24/DPpXXgAmpo1FctrnRCpKDvF2JYmwMAEAdBVhGwR1qBsRrk0iSsTwPzrWKMZFXxXGk+iCORdyNJgg9+DXn/k6nbEiCaC4jHQXGVYfVh1rufEkwXToUZuWl4H4GuUkYCNyTgbTTl8Qk9LFvwyL7UNVjW48pIYzuZIgTux2JPb2r0qM4bNcn4LswLeWf1AGR3rqhwc8mtI7BO17I1IJtq802eUNniqaNgU53OK1voZ2OHWRVRskAdqakru+3PWqBlZs54FSQ3Hz/LgsfWoAW8BbOTwPSsSG4ljuZJI2Kk/KCPStLVrpY4Qikbm64rFCOF9M9yKio+hUEWrrxBJZaPewnLCRcFickZIFZVpqCeURITGxHB2khvcEdapatuNnLGmWyQOO/NRaPbajAABdPBF/dABP4Z6VjI1SPWPAsqvuBVlZkJG4bcgd8eldgUwa4rwTC6XTMXdyEO52OSSa7Zs4rSOxnJ6iKuBUgwRgkVFux+VcO2oajeeNb3TP7aurSENJ5KxqG5VNwX2HB5NWiTZ8WWiXkMELHAO7kdQeOazNL021021WCGPauSxPdie5rJ0PVb/AFQSm9upJ9gUpvP3c5zj9K3EcbSS3NWnoAXc+yPjiuA8QTG6uBDnC5yTXSa1fCOJlU8ivPJdbBvpFniZoAeSv3s+oqJysVFHc2K2+sFGQBJIdqyKDxgdP5Vy/inUfJ8YXaSSPHGAgV05KEKO3ceoqPwfeanP4jihti3kzyZkUjgqPWul8Z+ES2qHUyrPHIAHC9iKy3jcrZmRYXkdxNEP7RSXBztt4sMfqScCvY9Gl83R7dj1wR+teVaNYkyrHBFjsqqO9es6dbm1sIoSwyo55706eoSZY4z0FOVs0zA9R+dYXi+7urDw+9xaTvDMJUUOh5wTyKtEHRNypHtXnGlaUllHuIBYnNO1DU72HR4r6x8QalKrXHkZnRUWYhcs0ffaDwc+o+gttIETcSatAQ3s+2MjPAFcXPNFcamBPH5kOfnQnHFa+r3xiR3J4ArhZXuZS90rDax6Z6CpnNLcqKueu2MkDxosKKIwvy4HGO2KzfGIP/CL37rkHaOR25FZPgF7qWKdZnLQJgJk9+9dvf6Qup6TcWkhAEqbeDUxV0J6M8W0/VYt2JLma1mJ+YKm9HPqBjg16H4IlVdQiMfnMHJDPKMFuD0HYVy58PyaTdNCYCHzjeec/jXd+FNMkSVbhwVRBxnjJrOKd7Fyeh2TEf8A1qFbjgUhx60DHr/OtrGZIDWVrJAaDPfP9K51NRnn8b3OmXOr3lpbNNsjaKWNFj6EklxjGM8dScVHZXN/LqV/bXs9xIbWUoi3O0OvJ644zwM44qZ/Cxx3Nhcf5NSrtVc/1qJVY4zinOrbMAHmsEaDTIJHHp9amUqozx+dV1idCCRipkVpDgCt4IzkcZ8RL1raDTiASnmPuUHGRjFcza6iJYsLqVsU6ZmUiQfUA8mvQPGnhqTV9KiZM74GL4HJI71wdhpsVvMFWIBs8swy1KorSKg9D0zwVKDp8se5nA2ncRgt15x2rpTj8KwPC9o9vaNI42+ZjAI7VvkD2rSK0Ib1HAjFO/Kud8W3dzYaA89pO0MolQb0Izgnmuf1dvE2jaRp15c6peLLdl/MiK4EONpUE4+8Q2cf/Xp3AyBI3PNWoOFBA5x1oopRJMsMbjUFEhyC2MU25ZprwoxIUdhxRRWVTc0jsSXFvFFaDYgGSKbpsKT3aI+cZ7UUViyz1fRrSGysE8lOW5YnvWgznOMCiiupbGL3EByP/rV5VrF9NpvjW+vLfb5sc7bdwyOV2nj6E0UUIB3hwlBcBfRR/OtrJG8g9BmiiqQMwVQXWrxRS/MhJYj1wKxfEGm2kOqFI4gqkBsY70UVz1tzSGx1Xw+0+3zPcbP3iEKpwOAa9Gjt4plKSKGUnoRRRW1H4SKm5JFplnajdDAiE9wKaQBn6+tFFaSJRCZTuxgY/Gue8buT4WfOP9dH/M0UVmUcVqOvNq8cEcmn2MBhVUjeBXUqg/hALEAc56da2Lp2zjPGKKKaEzFQC6v3SX5lAK49qxbmyis5ZoYdwRWOATmiisKu5rA9C8J2kUWiwFAQX+Zueprq1jUJ3496KK2pbGc9yUW0EyBpIkYg9xUcjBSQqKADgAUUVqzNDDISegoUnPX9KKKgs831jVW07xLqqGysruOWfcUuod4DKOCCCCOvTOD3BqxoVzNqF7fXlzIXnmYSO2AMk5oorOfwsqO50SL/AJwKkX73/wBYUUVgjQmdcjB6fQVatYU4/wABRRXRAzkaAiUkA9COlRnRdP8ANM32aPf1ztFFFb20M+pJ5ShgAMDHQU0gAGiipY0cz41kP/CNyf8AXaP+dcLca3qF7YwWNzdSywQu0i75GYktjrk84xx6ZPrRRUMZ/9k=", "info": {"video_id": "210958", "label": "trying but failing to attach cap to plastic bottle because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "371b0e0f5a6fc5d9b2b23b4195d24951d3efae63c42edbc236f82c03b59e656b"} +{"episode": 8025, "episode_seed": 1050378381, "split": "train", "timestamp": "2025-10-13T02:53:10.741990", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1050378381, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that an inhaler cap is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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yx4UZHufpXsHhjQ9N0PSJI7Kza3Q/fCg/Pjoc9Sa6Oe2xg0fNck43lbuF4ZPTGf8A69bPh+bTY7W5llYTTBgI0LHCrjk4r2fW/A+leJLmO6uAuwjkAbSfcHt9PX8K878VeFtE8K+ZFC0sj3CgujNymOnPU+uPpUym3HQujZTVze8K6fZWvhS51iLUIgskp32zJhlYEAfNn0PTHer2radm6sb7PyLIN49jx/hXmugaTPrFhc20U0yTbwQoJww7ZH9a9btllfRoorrBlSMb8cjcK5KsrtHXCHKm+55/4wtzp/iyC4SEtHdQ5O0dwQD/AErQ0/yZNLu3fK/uz8pHtx/StDxcsV7o1vfKAWifg+meCP5VkaRctcL9jVRjeGlb2HIX88H/APXW1L3kvI5KqtNnV6KJ9R1a4sUMEc1pbiWSRiVV8449vWptWs9T0+JZWUEE5WRV3J/30D0xWZ4SlM2seK2OD/xLnX8hXn+g+Lda0J4VsdTkggZfmil/eRH6qeg+lNRvqXUSjJJdl+KOr8SJA9lvlizGI2kwRkdOgPfnivFHBdmY9Sc17Kdabxpo9wP7PtrK4jRldoCQkzMOML2PH6153oXha+1/xLBokBjhuZWYFpThVCjJJ/AV0XtFHViJJ4ail5/mY1vd3sGFilkweAvUH8K6Se012ztUk1TSJoI2UMHaMoSPXFey+HPh1o/hvVIlSKTULqLHmXTD7rf7I6KB+fvXYatZW+pxS2cqsAy7i2P1qHUtsedY+fNI0cSwJqskr2sYYGLcvL//AFq9Otovt1kckY24471B4o8G6ZaaRNcTajOkcKhY41KhQ/ameELkSaUmJfNI4LEYrkr80veZ2UnC1olXRbSPT724J3bzJjaT0FdlCHCFhGFUjueay5LOKO/WeQZb29a0muR9mY5OT61g3c3ctDidTXGvqI1DA4yPxo1O4MNnf3kWY5UKxROp6Y4P6k1l63dyJr6rG5Ut1YdQPb3p+uvGmjRwoCuGHykHiuyC/d3OWmlKuk+53ep3PhrRrXSotTea3ku7cOswBdcgDO4dutcJ4l0+e40K8MaFh5QI98EHitD4sP5UXhjnb/ohH6LWjNI1wfnGBjge1dFN8sWl1PSyyq1CrT/m0/M8U0Pw9qXiLVo9N0y2M9y4J25ACqOrEnoBXsvhP4V6Zo2rxNq0kd9dxkELszCregB+99T6dKm+H3hiWw+IP9o2yAWjWswf2JxwPxrvptXtNJupIruDyw4LpMi7vMHoe4NTK549WLg7PoZHijwpp/iGB7dYbczgj5ioBHtkciuM1vw1qfhnRFi06KFrWJAS5YCTJPQ/3q9JsdWtbuwlv5Yvs8QyHlkbgKp6k9q8e8e+PItWaSzsd4sI23b2Ygyt0Jx/CvtUuPNox0+aLujd8OznUtNhDkb9uHPoe4rJvNGVPE6zMo2InmHI+9j/ACKr/D+WW2VxO3yTIs6dAF7YA+mDXX3ht7mZJSV+XIB9j1rinFwm0dkJqWppWbGSJGWPOBnPas/xTKI7MyMgLLghc45zWnbXVuirGj4RRwDXN+KbpbiHZGwJZgOPrUx+JDqyumULySSPQ7ucyhpJR8zgcHPGB7AcCri2scngrw1MwJaL7Sy/99CszV7aRNIdmVfu/exzXTafaCT4f+HWlfaBFMW9Tl+1elBpVE2b5W4qcXPa/wD7azx/x07Nf2sR+6kW78Sf/rVygi3Hjge9eleOtDE6x31srbYl2OCc8Z6/rXY/DHwNox8IweIJbM3uqzvIkYlG5ISGKgqvTOBnJ/DFVOWtznzKTliZyZ5x4T+GeteJQ1yrLYWqruE0wO5/91Rzj34H1qTXfC2ueGZxDMBcoP4h8/8A9cV9I6fbXFlZskiJuzlMHv71WlsILoQ3F7a/vUyUOOVwen9QKzU2eeeCeEPEUWnC7tLqPyTOVIfnBxxg5rvtEkhttKnNmo2m43vt91H+H61U+Jb6KsUNp9jilnceaXRdrbewz2Hc1xNjrd1pmk2s8MyiRAyRRfeyhbJLeucYH0qXHXm7m/NKVPlse26dcxf8I1q91cgGGO3bOe5KkY/HOK8YtptSsJ7cFJFZiFIYfd44PvTL7x3rGpJFbO8UFnFIJfIgj2K5HdvWutsNUttc0wlo1EyD8c+orGo7GtCLXU6DTISdNIkZmlflix5rJuXeGW9lfgQ2xjQn1PJI/QfhVvSbzfAMtz0Iqh4mkSOxuefvpxWdJ2l6m9Vc1jvPDOm3Gj+AtJskmRp4YiVcqCobcWwR+OKrXPjCd/Jt/sSx3XmhZN7ZUc4471mWOvyw2xgkyyDlGHVT/UVgeONY8v7BNYny3mDNI/UoVxgD3/wrsaMq2Bq03ojq/GHjax8N2rW8kcc+oFSFtlbKp7uew9uteJHWLzW/EsFxcHzHaQNK2zgL/dx2GOPU0280/UtSnLiGV3kbc0khwPqSa2E8Ca/pnh9dSjWaa0mzJO1uSSpXoSvp6H+VVy2V2RUo1Kcedxstr/5HoVnbWtpaq8caRsyDCqOQPStJYx9mx61nWvyaRG5++8Klj35Aq8k2bTg5xXm2Oio7WRxeulU0i8syQVJLAHoDms3w1YTLC5QyDjkq2MmrfiIje+ejPXSeF47dbJ9oHQCumi7I4qivIp+BImGqeKkY8jTm5HrzXjtuXilheKQZXGN3Ir3Twim7xR4zCoFH2PaoHcbTXgi2tyUj8oeYWHCp14FbwDEL3/kvyR3PgIs0d/vXHzJz69a7/wAI+HYZPHVpq6SCJoVk3j+/lSAP1ryXwnNq4S7fTxGQhTzFkIGc5xj9a6218U63p8iyPo0u5T96I5/xqjtpSpzw6py0a2dj2LVdWuNFn8zyhPaOTlOjI319KzbXxQkOkXWqapNBb26SkAAfN0yFUfxGuNf4nRXMLx6ho18pZeSqE8+vSvP7m+utVba63EvJIRY22rnsKSicqoy57LUveMvHN14ivGjhjMVoG2wW6DLMexbH3m9ugrd8EKdL04Nchllkyzqx5Deh9+lYfh7wFqGs3pMCBJ4kMimeTaAewAXPf3qxPaapo8hstRhkglBLbWGAfcHuPeorR92wNTpz5ZK3kdl/aaNPuaXPPc0+bVI2jIDjn3rgpLlvU1CbmRXzvP51xchfPc1LmH7ZrS9+RVvxRp7W+lBjuxuAx2qPwuzz6ix2FwMZIGcCuh8cv5mgqi8ZnTOR2rri7QsTQjesn5mb8ZmWKLw0GGf9Gb/2WqqeKdKuXzHchcj+MYrW+M2k3V7baBPFbzvbwwMJJY0LBDhcZx06VjGPR9atI5n0+181kBbagBBI9RWq2Hh5yi3ynRaN4kisplmt7qMgnld45rf1LVbDVrC4YyDdFG0y+owMkf57Y9K8jn0jSY5CpglT/ckamf2Xpqr8st2M9AJv/rU73OmrNV/jik+9/wDgEureIb/UtNW0MjR2SEyeSnqfX1Nc5Yafc3N6s5jEkcOZDE6GTdj+8o7VtGLRrWRkkiuJnXqHkJGa7z4d67ZWLXcpto7eEkRjaAMjqc/pTdkr3MauHjCm5c68ktTiLTU2+0BNuAEJLDAwD0GB2q6dUkZwu4hRWz43i0y6kbV9Os4LVXcQkRDBk6neQOOorj/NIXrzXLUV3c5qcrI6NtRfYMSHI96pw3TzajbIzHa0qg5+tY7TtjrU1pcKl/bSOflSVWb6Agms4x1LbPSvF8UUHhe7ZUyyooXHqWAqwE2+AvDGDgfZ2b65IrB8QeLPDV7pM9pHqirLIuANrMM59cVBL4xWy0PTdH1aye3e0jMccyEFZV4wR+GK6Unc6qM1FJ32f6GoEimGyVd0bcMK7rQNM07T/CMWnWch8kO7Eg4YFmJBHpg4/KvKYPEVhIcrcL9DxW/pviRLcMIrmJ43GGTf1+npWm6OqrCnioqUWuZG1qPiDV4VFhLMAVcZmVcM47VF4z+IUHh2F7K0ljutSxgsB8kPufVvauY8ba61zZWJtXCyu7LOU64AGMfX/GuC1GxZ4I3+1WytJkuXkOU+ox1NJI8z6vOF00R/8TPxXqE8ccpmnP7y4llf1PU+v0qbXLMWl1FDbAvEqiPjnGKsaRot1DZzXulW1/cIoxPcRQny8emT7896yReq2qPGSWZh/eJyamfNe4c0V7r3JrmzC2Ubp95R81avgu6lgvXUrmPbyew/GiCPzoznG3/PFUUmNl8qZHOGrnburGsHrc6trqSK+drWVQjNuKse/tU+qNLd2DhzlivY1hRyxsod22n2rWhmV4AAc/Ws7W1LctTGiuNdt+ItQgmHo4Kn+tLPq2seSZri0tpFQ43Bx1PpV6aBWfcuAT3rL8RRO2kBICQI3DEA445/xrui2CrVaavGT0Iz4g1F12pbwoegJbNek6dZw3FqsWv6zd3UcKgCBH8qEADoccn868R0ye4k1W0gD7y0yhgR2zzXfXl82x0LhVkYg57DGenuaVSUn1MKuJq1/wCJJux1q39vJp8iwsNir8v0zx+lUV1uO3ymcg9xXMWt5/o7R78cYquJcg+vSuTltoXOd0rFzVL4XTZUjO7IrQ07x1p+i2zW+oRtLJjKLCASfr6Vzi4Fym7G0+tYHiGAR3yup4deK2pLQ55t3uei+H/E9/Nrd/rnhmFRwsdzZ3fPmDqCCOnINbk+ueDNcnX/AISXQ5dE1EdLuEYXPruUf+hA15l8PtR+x+JkgYny7tDERnv1H8q7F7Z9T8X3ulS6nNbw5k8pVQPkqm4Lz0HB5NaWs9C3UjJXktS9/wAI5pnhhN+l6xHqVnf5ZGG3cm3qCRwfvegrLuLo28nAO3sRWH4ejgFy6TzGF5gvly/wK3uPQ+tb9/ay2kzW10mHHcdGHqD3FO76mtKSUbRITqz4ChjluAKzLvXmguHhjVDs4LE96siJUYueo4FcJrUbW2pzEk5diwx3zVxbWxv9dxFJe7I9X8FeI57Nbu7fDbmCADjAGTx+dVPGuovqX2fU5Ji0hYoUzwi9hXO+Gy8fh+EyOSHlZyfbOMfpS6lMLi0YbssQD0wAfSspXkzhqVJVJc83dsgMwcA5ocgrWbDKSNp6irW4gdawa1GjQ0vXn0FpLtWOBgFQM7varGo/En+3ESxuNMijt5HVWk8w71GeorCuYhLYzrnnGRXKzErESpwa3gk4k8zi7o99tNe8WeHYhFHcw6tYKmFjuOH246Bh149a888JyrcReT54juMlUD8K3PC57H0rae5K+Fra/wBO1zUJ4xN9lDXESxrOVTLPEOu1T8p3eo9wOU8M3NpJFLp8yFbmWdXhlJ46YKn6nBp2sW6iesVY6y8gbc0c6NHKpwynqpqikIWUSP8Aw9B7+tWJ7m8U/Y9RDfaom2ROeTj+6e5H8qhLlmMbgq+AcH09R7U0WpKW+5w1/NcQX0+6QgeYxwee9df4ZuJRocJYYM0rE/T/ACDWTr+kNd/6RbjMyj5k/vD/ABra0u38vQLSIgrIsY6dQTz/AFom9DBxaYapdM9kwGQnyuoJzWSJRIgNN1mQ21lIufmI/wD1VShcqQM9QCKiUdCYM0lwVqGTO1x/sn+VEecU77xx68VitzU5YEgYJr0+21mG90DRzciOQmF43DqDyhUfyIriPDGlWGp+J10zVri4toJX2LPHLHGsZzyzGTjGM8dScDvRH5+neIJdMdLjZaXckaQ3AAdecYYLxngZwceldTIpycZHWX2iafIvmRWsaHr8nGfyrK/sy0DYCTKfaQ10kLw3NiJ7UkBBiWBjlo/ceq+/bvVSaHcdygc9aR0NRlqkYb2dqkUku+bYgwcyEZJ6CoUmt4TuitYd/ZnJcj86u67D/wASZ404UMpJ/GuMVpfMEUTtuYgDnjmrWwe2lSfupfcj3nw94kudM0G0j3jeIw2COCTz/WsXU7LQryG8vbi2jOoy5cyj5cN7AcVnm48vKEEpGqqAOpP3R9OlYms3jx2sjE4YAjrWcbtnLNtvme7LGmv5ka+4zUepac7yBoRnecNk9PeotIYrBGM8hRXQbB5eT3Fc8/dlY6KcrxuUrWJLcYAy56uw/lWhgJD2ye4rC1U3FlaNLFOwUuuCByParGv6XrehaFpd9eXVys175nmQlMCAAKUDHH3iGzjt9QaXI5ahKaTLTO0epXVuDlI5Cq564pJgHRlcBlIwQe9FFdRpHWJyGk28cHjRIEzsjkYrk5/hrrtQRTIGxz7d6KKmXxHK9mc+kr/bXXPFaJ+XOKKKxqfEVH4URkBpYwRkZrN8RwokETqMHOKKKukOWxi6dM8GpWs0Zw6SqQfxFd9fancWHiq6v4dnnJK2NwyOV2nj6E0UVszJbEOmwxvp91uXlCm09xw1TafdzXelTQTuXWHLRE9U+h9PaiikWtkNikaWBWY81ieIraKWweVl/eRcqw/lRRTRvP4TW0hQPDdouBjywaztRJjiUL60UVmt2c0+hlZIkOKmSRjxmiiokWi7aqJElVhkba5C8AVTjnnofrRRWlPYmex1o8WzeILaOGXS9Ntfs6rFE1qkilEUcIAXIA5ycDk81X8J20V090syhsbCM9utFFUxROj1XLRTyMzM6IcMxyeKoaJI8mnGN23BPmQnqueoB9PaiihbFfaRclAABp8EjL0PXg0UUzon8JzPiQ9B2LgGqzHCpj0FFFEvhOGHxFiN2Axmp0OWH1oorme50GdYa2dNubmJ9N06+hlkDGO8g3hWTO0gggjqcjOD3BqRNSuZvE9vrEzCW8mu1nkZhwzbgeg7dsDtRRXXIyjudTfObLW0EB2BpDkDpyatTHbcMq8LgHHpmiioNqfxFW4RZImRwCrDBB7iuFtIUTxDDCMlFuQvPoDRRVdB1d0d3qeUYBTgMCTj1zXOawT5IXOQXGffJooqaZz1C3pxIJPsP5VqieQsATxRRWFf42bUfgRW1xj/AGQ3PR1rGvPEOqahpsGm3d5NNb28jyp5kjMSzYzkk8428emT60UUqewp7n//2Q==", "info": {"video_id": "119347", "label": "showing that an inhaler cap is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119347", "label": "showing that an inhaler cap is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8f06f452fa723d76fe4000bf8d6625187ec048437d405b890d0ad319591aeb90"} +{"episode": 8026, "episode_seed": 1546987552, "split": "train", "timestamp": "2025-10-13T02:53:11.384381", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1546987552, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding dumbel in front of laptop'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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8j8q5jSWZtVtkLHaX5Ga37Bv9JcZ/jrGE5X5ZGc6ShHQ90+DIz4Nun/valOf5V3lipW1ALBvmbkHI+8a4T4LD/ihHP96/nP8A48K7fSV26bED3LH82NbvZ/13ORP97FW6P80eHFRefHC7Q4YG7AI9s/8A1q574qbbO+lit/3aNfSMApIx8oOPpkmtixubfTfi1Lqd1cjynvJHkYLkIozjp17VxfxE8QQa3rMht1YRrPI4Y/xbsY47dKx5lKol5GqpTjC7RhWk91NZXcrTPIsZjjw7k7Q2SSPyA/Gux8Mo+vXFo1xveC1icXZX73loCy/iR8o+lch4YiS81SOzkYrFcOYmI56rgHHscV3/AIbSbwZFeai5zPLm2igdeHwRvY+w5X6muhLTQ0jcs2OqSazqN1YSsIob6MRQxg4WJl5iUe3G3/gWaj0XTo0WfVdQJS0s2wyEfNI/UIPy59BVHVLYWOqF7c4hlC3Fuw6hG+Zfy6fhXb66bTXPCFnBGgt9TZHvvIxjzP75x/tckf7tEnbbqbvQ8BrfsULaAjj+Gcg/iRXPZratJWXSIU4w07Z/DFcM94+pb+FnZeCk+0+OvDcYOCt8WPH91Gb+lfQmvapaaQLe7vZliiQOdx6njoPU18zaLrDaHrthq0Ijkks3dxG+cMWQrzj65/CpfEXjHUNelNxfXLSsD8q9FQeijtXTGaRySwzqRs9NvwZ2HjTXjr95b3jcWkiHyEJ+5jqD75/pXnWuTyT2rrEAIx8x/A1YTUHudFRSeVuDjnsVrJ1DPkMGEhJOMA9eM/lXK7uZ3QtGk0c6qPLcIkYy7yAKPU5r1vSddaLwNd6VYKiiCVAZgMOytkO34nA+hFeWWsr2OpWd0V6ESoP73XH613Xh1o4dQMTnFtdDy2bsEkAwfwOD+Fd0dTipnR+CNKlvtbgleTybaNgjMw/1mQR5Y9SRn8Kj1yS20RLjRtMmEjSOVu5h3APEY9h39T9Kl8UG40DWrbTbc7bew8uWEKfvseWc+pJyPoMVm6jp7za4sdpE8i3hE0AAySH5H5cj8Ke7udC7nLeIrmR7W0tmctHG8joPTcFz/IVlaX/yFbX/AK6rXSeObG00tdPsopxPeJ5jXLocopO3CA98YOT6muZ0z/kKWv8A11X+dcld3UjSHQ6OIGDUJVY9JAv517v8F4yngNnJH72+uHH/AH1j+leAW0/mzySPxl8nn0rsdE+Id94e8GxaHZqkMolld7kHLEO5YBR269auEko6nLyOUro9Y1vxTFYaXJptnKG1OSJ3CqfuLk5P1xyBXiV1cRonmKCXfJHrms+11yVdchlLksZhuYnk56/zqG6ZjPKBnasjLwfc1nXlzM2wVL2MeRu+hzms+b57GRVBd92R9BxWh4LuIdO1RdTuIllWGQeXGwyHb39gOfriszUVaSd1QSMQGY59B1xVzRpVl0wQBRvglMufUEhSP5GuilskYT/iM9A8V6hPf+IbnKhYkYiGNeRtPzZ9yc5JroH8NxQ+FbC91i5Ea20jB0X76ocMIh/tZ/LcaoaPAs2gz6+irJd6VAIhG3IznCufXCnp/s1lQ3M2p6Pf20sskksU320ZP3hjbIfryD+daPsuhsttCG51y7uNVTUFKxmAqsKL92NAeFHt/OvOmOWJHrXpOi6ML5HvrqQQafbnM8rDrxnavqT0rzQnnisattLFo3tPQnQXYfwz8j64rpvC8ZuPFnh6Fcbv7Tjz+GW/kK5WxmMei+X2knIP4BTXQaBqKaR4k0fU5Y2eC1uvOlCYzjaRxn6isqLSvfuzGvFydkfT+oSpFNau7BVVmYsxwAAp5ryP4ieIV1u7gtoJCdPVd8RHSU92/pXO+NPiTd+IgY4x9ms0PywoeT/vHv8AyrnDqb3ehw8nMM7IvsGGaurP3UkTQoOFVzl1f6WKOuTB7byo4y0asC2O3PNcVLlpCFGcvwK6m8kby+ZSmWA6fpXO2zi31G0nkT5BIsmGHDAH/wCtilQ2ZrivjR6z4e1W30rwZeWlrbI9/BJG7XBGdrkkEj/dzge5zTfB9ld3/iK3WDbhf9cz/d8s8MD65BI981ieH3ii1F45OLa6BQ+gWQZB/AkH8K6XXHuvCs1tpFudjQGO6klXrNJ1HP8AdHQD6murpZdSYbDtUhj8INdWlvKsmoTFo9w6wRHIGD/fYfkPrXA+I7qaS1s7VzmKJndB6bguf5Cun12PfrMk4ZnS8P2iNjySr8j8uR+FYnjTSH0i305bl1F3N5jtCPvRp8oXd6E8nHpUTty6miMDR/8AkL2v+/8A0NdDbr5F9IpP/LXaK5zSD/xNrb/f/oa2LW5BZpZDhmbP41yxdqj9P8xVU3FJH0N8HYvL+HNrJnPnTzyfT94w/pSa54uhtdLk0rT5g+pGFmIRv9WO4z/eweleRaf8QNT0nwna+HrSVYIYd+6aPh5NzFuvYfNjisHTtZdNcgIY8ygE+x4P862lNcrsc/1Z8yk+l/0/yNK5uY408xB87cjua4TWGdr1y67Szbq6Od3aRsE7d5Xj61zmoI00zFSzkIzktxgA44rGl8VzrxLXs0bPge+XRtTh1WSMSMk22FWHHbc34Dge59q7DxDcXepeJLosN7FykUcYyNmcqF+oIPvmuF0WUXGnRQAfNbSGQcdQzYP5fLXqeloG8LXWvW5H9o2ES2wz1QZx5g9wpx7YzXdHRXOaBoXeiafpnhrTb3VLlZ5LV5EMKHlmzkRZ9FOcn61xx1q9k1hNVkm/0hJFYEDgAHoB6Y4x6VNbs9/od3btuaS1kN2uT1U4V/12n86n0fSIFtRq+qkx2ETHEfR7hh/Cv49T2pLTc2Wm556tnFjdtJ+pqQkogC/KBzgVamZRgAcCs65n2DGeTXmptnY0ooJ7rng+2KgjEtzKsSAszHGBUcUUlzMsca5J6V1OmWEFhPudVkkixvy3G4nHX0GR+IreELnJVqWLn9gx6cn2WSd5bmMnzPLHyK+MYBPXArZ8U+GINB0+OGFZJby7sA5DclXYcgenWuos9CNqbfWGVbmAqXlSTgRk9Q/pwcg/jUniC3Gqwv5Re3ZYwrPK4dgueg4BNcsq1ppoz5XKNmeD3NpM2q2VmIisyxohQjBDYOc+nWvUYLbSdF0DSr8TfbLsRSLHER8u8OcOf9lew78dqyvGEEH9q2l452zvbtbu2eWYjCt9fU1W0Uy6xpJtI42ku7ecbVUZJWT5T+TAfnXoUZc0VIiMbSsaU88ur6RJPIzS3NrNl3JyTHJzn8GB/wC+q6nweYb3w3qCyMYby3jMFrdE4wHyQgPruP5NUOi2Wh6baavZXt0zXv2JvPlhO5YhkZVP7zcjJ6ZrmtV103pit7WP7LZW/wDqYVPQ5zuPq3vVv3tEa76HMazbPI8SPlGUsCpHOeOKow2ot5FkBJdTkH0Ndd4lCXU1tqwUBLyPzGAHCyjhx+Yz/wACrmZXHJHSuKtJubR104pxTIfO2Bg3fpVSS6Zj1NMuJwzcdqn0/TnuleaTKwJ1b1J6AfjThFszqTSRe0PSbrUpnulwkEBDSSscBepH5kYrsPD/AIU/tqS73XTLHbWz3DlR/Fu4Hv1q94S0oX0Eml22xWBEuHPEjAHAHvhuPWut01INM0qazlhuILiSMpMyAHzBzjcDyD2yKjETUfdW5zQlJu54r4gSKLUpBEo8tLAhTnuTz9TzVn4c6Mup6tEJ5lhgkMkYJ/jO08fh1Jru7zRkBvba7SL7NNCBGiqC8ZwcNn1+lcBYXY0W509lbctsdsoHTIYlvzVq6KFT2hk4crOxGr2ukNDYWTGW0VwbyXH/AB8nowH+wATgfjVWLOh+IWWQF40cxuB/y0iYYOPqpzT4NBEl1cyTTeRplu2GuDzlSMqFH8TEEYFdJ4gvdF0e5sr20U3N0bKIW0cgyIQAcSN6t0wPbNdDa2RumV/iDZLp76fbWTk6ckRVIwfuv1Jb3IINeRDT3JyXAHtXoen3curJf2Nw7Sz3SefE7nJMqAnH/AlyPyrlJFSNAorlrNxSRvRhe9yko8m3WEfMoffk+uMU2a72j5W6jmi4lCKfes1mMjADJ5rKKuXO0diZp3k+UEnNdPZ6Ne21rFHclbcuxkCyHGMAgZHvVXRtIWG7jkuwSy7WaMdRkgAfqv516WNFE2oW19qETNa3YMpeLkkHgY+nHFaVGoR1ONzblocnrHhiTRtJS6vZFeSaxNyiY+4WX9SM151dIWk06JQS3lLx1ySzHivefF8A1REkg23bxQLCihDGqgHvnjp2rzvXtGt7DW7G7tkSCIwvlV6QzYwMZ7ZPHpUYeqnaLIqRlfmZvWGh2en+HtN1LUrlJETzEe3iPzO4b5Uz6DJyewpmo302v6dLeznddW0oDYHSJ/ugewYY/wCBVkWE/wBu0B48nzbSXds9FfAP/jwH512nhvw9b2qX8epXa299LYyEW79Ik6hn9D0IHXjNd7aSuy46Il8EwwapZzF2X+0dMib7IXAK4blSfo2cf71ea60sl5cq91veYs29nPOe+a6m/wBZgt7UaXoxaO2BzLNjD3DjGGPoOuBVDxOyTy22pxIAl9H5hUdpBxIP++uf+BVhVuotm1NXlqcoIVi+4oB9RUbTeWrKT1qWaTaCSQKypZjI2RXLG7OiTUUSNcMx4NbmhaNLcR/2nPL5NukgRMLlpHxnAHp6mqOn6XuhN1cACMcIpPLMelej+HdDbVrSS0tWVGtgzBT/AMtDjOB/tY6e1bSXLDmZxTnd2RR0jwkupadqV59pljhsIhJyo+ZiT/hXG6+kaX90YY8QrZqkeR7jP48mvbLZLe30STTWgnikdBHKq42ynsWBxg/pXJappTvper21z5al8vAFHMTAYwfQkcEVzUq9pO5NSLkjlPhtpFtd3qtf3HkRSxTKnH3sIck+w/nXSHXLa0urW1s0YaZC+Jc8NcZG1nb6g8DsK5HTL9NNu9Ok6pAFjlAPGV+8B7EMa66LQYLZ57vUpDFpsUhRAD89x0ICfgQSe1eqrdSYEVrG+j+JRbyI0qCUwuij/Wxt8px9VOa2fiJbJBq1sbOQNZxxeSqKeImXkr7HBBqz4l1zTdNv1n0mIm8ms4gkh5FsmzjZ/tHPXtiub0yVtQtL7TGJaWdftEGTkmVB0/4EufyFTq/eNVrqcDPdllKqaoDdLP8A3sVLoOmXetaumnpIkTnJZpDjaB/M+1WtQhTT9W1DTYixSA7QzdWI71yKFinWUnY0dGtFNzAiZLsck+rDkD8xWnGsikRuVgSLMrll5z2B9/lxiqmhyrHMjN/A4b8K39Utlc+fChYSuonI59MEfma3pmFXSTRqeG/FraZcIbm2a7hklKLGWGVX7xGTnIwwGD6V1viDxrpTTXFkFuI7mBTvHkr1xgDdnrzxXks88z3KvBbgR2oQjYMgEEjJ9c7ayb/WrrVvEMkoU75pA4jUk5YVz1KEZVF2HGTUS5qKXWr3Vq1uJZnnZhGG5YsDzn8MGus8L2t14O8ST6vqCiC1SMgIeTcFlztT155z0FZsWnzWmiX0kgaCWORhbk8Fx/y1A/4CBk/41jeIdclmlspWmM37hEZC+ShUbSAO3QH8a6kklZbAlfVnRxtb2HiVlY5spSVJ9YZR/gwP4UWPh28vLqeIgRRW0hS4nkOEjA6kmqkkFxfaFpOoRwOVl32yEDO/acrj8yPwrUb7br2pjQdR1a4sWQSSNBGobdII8jOOBnbkk/zpuXY0bsiv4vh03TtD0ldOu2uYzLP5jsMAthOg7DGK8/urlnyc4FQ3mqXUlvBHJM8kYyyqx4UkDOKsNpN4PDzazcIY7beqRAjmQnuPb3rmlTfNctVko2IrOATOu4kLnJPr7V1FtF5NlbzeVvjDM+GHy5GOD+QNc/buBMHAGNqtgV3OnR291pklnIxVS275e3IwaunozKq9n3I9M1G702RFjmXzbiRTIvUbckAN+OD7Yr0nSfHOiSaTPc3drPGYgBJM8QkyueBnOSMgnnpXlE0hsxczyQD7QNyLu/hIG4EevSoJNYGneHNSsJI5BLcvG6Flz057+5zUYmkpK9tSKb1Os8W6/aX7wRadcSkyhnVFi2K3cA98/wCNcHY6PqF9YXk8FrLLHHIp3KuctnBAHfrTtIa8vvLuo4pJpFuEZSFzuY9v0FdK93caJqWpWFpcmKGS3dYNj8AZD4z65VgT61rSpKmrRC7kampyrJ4L07TZZFbUNLXfMsZyAjHbgnuy/KD6VkzgXOi2cwyZLdzbSf7p+ZP5sPwrH8K6h/aGtCy2MzXYaAhecqwPP4HB/CtPTrm90+O5KoyojoJX28RupJGSeBzmtL2RrHRHReHvC5S/s7rUrv7CxlBgiPEkhB4IHYZ7mvOLq7wWAHPNdJ4lBhs49fs9e1O5uGvPIEt3GqC4IQMXhxztUkKQ3qO+QPPo7qa4nWNUZpXO1VUZJJ7YrnqxcmmXTq2uTSSNLKAx/CtfR7LddQMceY7cD09qzZbaSxv7m0uFAuYlyw/unjjP41v6G6rPG7cbHVs+1KKsyZy5ouSLkW+Q7I1VSxMskjnHAzjP0x+dd94e8Y2bl7fWWk+xSylFCKSpXGeQOQduORXKaxbopa5UlhOVWTjhOnP41lTXKQ3cEUcbpHblS5ByWIbYT+QPFa1IKcbM54ysz2PW9V8PYkitrqzWYIS8bOytjHGVx64rxLxFeXGoSwt5glUuQhjBALZ7D/PWk8R6+LzxNdyWjAwyurAgEE47c1pWVtNFZXlxHGVksZRLGxH3S3B69wOfwzWGGoqKU3uaTk27Gh4KhuNH8Ytd3luI7KKPzLrzxgKrDdj3bcOB14qZ5o7XxbK0szvazyNukY5LQyjqfwb9KxPEfiK6mtdNM0jPD5CrtHGGXKsT6npz71NM/wBr0OwvkDFF3WzP2OPmXn6MR+FdiKgieLSby41F7CGFpJ0l8ohR0IOM/Tg0vjHTjoOkaZD9ujuGeWYssRysbAJwD37ZrT0m8bUb82F7qd5pqXziOaSGWKHAAAy5kH3cdhySfevOvEovrbUJ7CQ3Xl2dxIgjnA3pzj5gvGcKM44rKd5Kw1Us7lS4kLZ5yT2q3Y2y+YvmjkA4X3rRvvDv9jeEYtYnnWW5mdPLWM5WMEE8nuePwqjbS/6T5mc/dP8AjWXLYcZqpdHRQQyW9lb3aplQWbcwyAwPT8hkVo6TqM+lXdvFFNvd5VadRnHPG0++cHPap9OFtc6c9pMCU3Z4OMZPBrLupJ7KO5ZolF0+5AxHTGDlfxJ5rdJSVmc19bnrlp4x8Oz+HUvryD7J5z7C08W7e445K9eOM9eK8+8Waut5di0sLlGSSMjbHGQNwGTkn+VcrrWq3VpoMWlPA0RiuDOpJ7n2+tJ4fs9Q1CKG4t4JJW88bGHckHP8utc1LDR5230ZrKTsrCad4c1O/wBJe4gtWeNnUx46tztJ+nv7V2+t3kF74bsrFLhbm60dFWSdPuurHBA9dpCjPvWHf3osL3UrO3vMWktsEt2VtqlVIZVHscMPcmsrwZdS6prQ00R7nukeI47qVPP4HB/Cuy/cIq2ptyRm+0uwkiUtLE5tHx1IJ3R/zYfhXS+G/Dllp+tWR1e78nUDIDFaIfmU/wAJc9vp3rm9LudU0Wxur9N9vAjqrz8Da4PG3PU8kcetUPEeja34ZstM1i5vrv7ZeSyu4KnMGNhTc399lbJHbp60pO+hblbQqLbRPd2U23a8yFnK8ZIzz+lYl2PNvriZ+ZJMszdyaKKxnsYUviNGwbFk4wP9avPf7prqtLJuLBkk5DKYzjjjpRRVQKr/AMRnPTborWREdlVmfIB64Kf4muf1FBY6g5tyyEoRnPPbNFFU90RE1tb1W8icz+cXdYwih+QFZACAPxNR+Hbj+0D/AGddQwywCNmGUG7P1/GiiscV/DZ24X+LFGraeItR0KyudGsZQltFdkROy5dAy7iA3bn8axtM1S603xIL2BgZl8xcuNwO5Cpz+Booq4fAjOorN+pXsbC3utOvPNTJhVCpz7kVdmuppvDI0+Vy9ski7EP8OOwPpzRRTZzv4ihbKBNHxwSOPxrqrRymqSIuApd1x6DP/wBaiipga1vhiWtaiV7uyc5ySqkdsZH+Ncxqga8t5ZZ5Hd0jQgk/7NFFaS+ExjuN0DVLy1tLhIJmjVYkVdvGMnnHuc9ar3GpTR3VuCkTrbqdquuQcknn1xk4oool8DNY6G8UTSNQ0nWrGNYboXMYwv3Tu4OR+Jp/jLW7y7NxakpFbRXDAQxLtVjnq3qfc0UVzYZ3irnViUlUdih4g8Strtjp6y6Vp1s8UQjjktkkUpGhICAFyoXnJ4yTzTHjTRPEaXlkoSVcEbuR8w5H6/Wiiug4ZbFLWcT69e3LgeZK2Wx0+6KvaaqiylkwN4kRQfbDcfpRRWf2jVfwn8jq9OJmsSrn70eM/TofrXNefJBbTCNseZkMcZJHy/8AxR/OiitkYHPT/wChan5sX31TcpYZwT3rqbnWLye4gjkkDRovCYwCWjAYn1Jz1oopQ2NVuVNFs7bVdOKXUCswOfMBIbn3rpfCd89r4J1KExQzpp+oH7OJ03BScckdDRRXLBv2kkddRL2UGc1beJrqPWboXlrZakt426Vb6DzPmUEggggjryOh7g0zT7ubWbrU7u/bzp7kGeRiAMvycjHT0wO3FFFdLOSXUL0D+woouTHIElZScjdk81QtwIriJlHOVbn60UVnLcvDHSWMzDUSBjDuQR7ZrQ1mFWvbGU53swQkHsOn8zRRWsTmOWv4VubWWSYs7hUwSeny0zQ725XTL5FndV2RLhTj5c9PpzRRVLc0iZzaxeRagrK65tlMceVBwDk9/qa6iST+zo9N8RWiJDqCSRtuQYVt3BBHcYJoorkxGlSJ3UdadS5Q17XtQ1qEy3k2Qr7UjQbUQbuw7VBqfiDVNS0PT7C8vJpoIPMkXzJGYsxIHzZPONvHpk+tFFdXY5ZH/9k=", 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", 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1v2Df6S4z/HWMJyvyyM50lCOh7p8GRnwbdP8A3tSnP8q7yxUragFg3zNyDkfeNcJ8Fh/xQjn+9fzn/wAeFdvpK7dNiB7lj+bGt3s/67nIn+9irdH+aPDiovPjhdocMDdgEe2f/rVz3xU22d9LFb/u0a+kYBSRj5QcfTJNbFjc2+m/FqXU7q5HlPeSPIwXIRRnHTr2ri/iJ4gg1vWZDbqwjWeRwx/i3Yxx26VjzKVRLyNVSnGF2jCtJ7qayu5WmeRYzHHh3J2hskkfkB+Ndj4ZR9euLRrje8FrE4uyv3vLQFl/Ej5R9K5DwxEl5qkdnIxWK4cxMRz1XAOPY4rv/DaTeDIrzUXOZ5c20UDrw+CN7H2HK/U10JaaGkblmx1STWdRurCVhFDfRiKGMHCxMvMSj242/wDAs1HounRos+q6gSlpZthkI+aR+oQflz6CqOqWwsdUL25xDKFuLdh1CN8y/l0/Cu3102mueELOCNBb6myPfeRjHmf3zj/a5I/3aJO23U3eh4Ca3dPQnQXYfwz8j64rBzW1YzGPRfL7STkH8AprhnuvU0fws6rwvGbjxZ4ehXG7+048/hlv5CvpXUJUimtXdgqqzMWY4AAU818waBqKaR4k0fU5Y2eC1uvOlCYzjaRxn6iuh8afEm78RAxxj7NZoflhQ8n/AHj3/lXVGSRwzoSqJpeX4M6L4ieIV1u7gtoJCdPVd8RHSU92/pXlmuTB7byo4y0asC2O3PNXjqb3ehw8nMM7IvsGGaxbyRvL5lKZYDp+lcsm3M9CmlGk0ctLlpCFGcvwK9g8Parb6V4MvLS1tke/gkjdrgjO1ySCR/u5wPc5rya2cW+o2k8ifIJFkww4YA//AFsV3nh94otReOTi2ugUPoFkGQfwJB/Cu2OpxUzb8H2V3f8AiK3WDbhf9cz/AHfLPDA+uQSPfNXNUhj8INdWlvKsmoTFo9w6wRHIGD/fYfkPrTdce68KzW2kW52NAY7qSVes0nUc/wB0dAPqaytdj36zJOGZ0vD9ojY8kq/I/LkfhTerv0OhanMeI7qaS1s7VzmKJndB6bguf5CsrS/+Qra/9dVrofGmkPo8GnLcuou5vMdoR96NflC7vc8nHpXOaZ/yFLX/AK6r/OuSva0rGkOh0cQMGoSqx6SBfzr3f4LxlPAbOSP3t9cOP++sf0rwC2n82eSR+Mvk8+ldjonxDvvD3g2LQ7NUhlEsrvcg5Yh3LAKO3XrVwklHU5eRyldHrGt+KYrDS5NNs5Q2pyRO4VT9xcnJ+uOQK8SuriNE8xQS75I9c1n2uuSrrkMpcljMNzE8nPX+dQ3TMZ5QM7VkZeD7ms68uZm2CpexjyN30Oc1nzfPYyKoLvuyPoOK0PBdxDp2qLqdxEsqwyDy42GQ7e/sBz9cVmairSTuqCRiAzHPoOuKuaNKsumCAKN8Eplz6gkKR/I10UtkjCf8RnoHivUJ7/xDc5ULEjEQxryNp+bPuTnJNdA/huKHwrYXusXIjW2kYOi/fVDhhEP9rP5bjVDR4Fm0GfX0VZLvSoBEI25Gc4Vz64U9P9msqG5m1PR7+2llkklim+2jJ+8MbZD9eQfzrR9l0NltoQ3OuXdxqqagpWMwFVhRfuxoDwoHp/OvOWOWJHrXpWi6ML5HvrqQQafbnM8rDrxnavqT0rzMnk1lVtpYtHQ2KFtARx/DOQfxIrq/BSfafHXhuMHBW+LHj+6jN/SuNtJWXSIU4w07Z/DFbui6w2h67YatCI5JLN3cRvnDFkK84+ufwrGi0k792ZVoOUrI+mde1S00gW93ezLFEgc7j1PHQeprxvxprx1+8t7xuLSRD5CE/cx1B98/0rj/ABF4x1DXpTcX1y0rA/KvRUHoo7VSTUHudFRSeVuDjnsVqqs7xSRNGh7Oo5t7v9LFfXJ5J7V1iAEY+Y/ga49UeW4RIxl3kAUepzXRahnyGDCQknGAevGfyrFtZXsdSs7or0IlQf3uuP1oobF4p++j1PSddaLwNd6VYKiiCVAZgMOytkO34nA+hFWvBGlS32twSvJ5NtGwRmYf6zII8sepIz+Fc54daOHUDE5xbXQ8tm7BJAMH8Dg/hXSeKDcaBrVtptudtvYeXLCFP32PLOfUk5H0GK6ull1FDaxFrkltoiXGjaZMJGkcrdzDuAeIx7Dv6n6VxPiK5ke1tLZn3RxySOg9NwXP8hXU6jp7za4sdpE8i3hE0AAySH5H5cj8KxPHNjaaWmn2UU4nvE8xrl0OUUnbhAe+MHJ96zm0omiOe0f/AJC9r/v/ANDXQ26+RfSKT/y12iuc0g/8Ta2/3/6Gti1uQWaWQ4Zmz+Nc0Xao/T/MVVNxSR9DfB2Ly/hzayZz5088n0/eMP6UmueLobXS5NK0+YPqRhZiEb/VjuM/3sHpXkWn/EDU9J8J2vh60lWCGHfumj4eTcxbr2HzY4rB07WXTXICGPMoBPseD/OtpTXK7HP9WfMpPpf9P8jSubmONPMQfO3I7muE1hna9cuu0s26ujnd2kbBO3eV4+tc5qCNNMxUs5CM5LcYAOOKxpfFc68S17NGz4Hvl0bU4dVkjEjJNthVhx23N+A4Hufauw8Q3F3qXiS6LDexcpFHGMjZnKhfqCD75rhdFlFxp0UAHzW0hkHHUM2D+Xy16npaBvC11r1uR/aNhEtsM9UGceYPcKce2M13R0VzmgaF3omn6Z4a0291S5WeS1eRDCh5Zs5EWfRTnJ+tccdavZNYTVZJv9ISRWBA4AB6AemOMelTW7Pf6Hd27bmktZDdrk9VOFf9dp/Op9H0iBbUavqpMdhExxH0e4Yfwr+PU9qS03Nlpuebrp7nBLgD25q2o8m3WEfMoffk+uMVdlVI12jrVC4lCKfevN5nI7HCKQTXe0fK3Uc1Tad5PlBJzULMZGAGTzXR6NpCw3ccl2CWXazRjqMkAD9V/Ot4RbOarUSLVno17bWsUdyVty7GQLIcYwCBke9auseGJNG0lLq9kV5JrE3KJj7hZf1IzXWDRRNqFtfahEzWt2DKXi5JB4GPpxxVjxfANURJINt28UCwooQxqoB7546dq55Vkpqxj78oWueDXSFpNOiUEt5S8dcksx4r1Ow0Oz0/w9pupalcpIieYj28R+Z3DfKmfQZOT2FYOvaNb2Gt2N3bIkERhfKr0hmxgYz2yePSpLCf7doDx5Pm2ku7Z6K+Af8Ax4D8676UlJXRnBWdjX1G+m1/Tpb2c7rq2lAbA6RP90D2DDH/AAKui8EwwapZzF2X+0dMib7IXAK4blSfo2cf71ReG/D1vapfx6ldrb30tjIRbv0iTqGf0PQgdeM1h3+swW9qNL0YtHbA5lmxh7hxjDH0HXAqpa6I38kcnr6TXtwklxI5mLNvL8sTnnNZ0NqLeRZASXU5B9DXX+JhFczW2qooEd5H5hH92QcSD8+f+BVzErjkjpXFVk+do6qcU4pkPnbAwbv0qpJdMx6mmXE4ZuO1T6fpz3SvNJlYE6t6k9APxpwi2Z1JpIvaHpN1qUz3S4SCAhpJWOAvUj8yMV2Hh/wp/bUl3uumWO2tnuHKj+LdwPfrV7wlpQvoJNLttisCJcOeJGAOAPfDcetdbpqQaZpU1nLDcQXEkZSZkAPmDnG4HkHtkVGImo+6tzmhKTdzxXxAkUWpSCJR5aWBCnPcnn6nmrPw50ZdT1aITzLDBIZIwT/Gdp4/DqTXd3mjIDe212kX2aaECNFUF4zg4bPr9K4Cwuxotzp7K25bY7ZQOmQxLfmrV0UKntDJw5WdiNXtdIaGwsmMtorg3kuP+Pk9GA/2ACcD8aqxZ0PxCyyAvGjmNwP+WkTDBx9VOafBoIkurmSabyNMt2w1wecqRlQo/iYgjArpPEF7ouj3Nle2im5ujZRC2jkGRCADiRvVumB7ZrobWyN0yv8AEGyXT3062snJ05IiqRg/dfqS3+0QQa8oWzixu2k/U13un3curJf2Nw7Sz3SefE7nJMqAnH/AlyPyrkJmUYCjiuWveKSN6MU73KpJRAF+UDnAqCe654Ptii5n2DGeTVSKKS5mWONck9KyirlTklsSRiW5lWJAWZjjArsf7Bj05Pssk7y3MZPmeWPkV8YwCeuBVPTLCCwn3OqySRY35bjcTjr6DI/EV6bZ6EbU2+sMq3MBUvKknAjJ6h/Tg5B/GrrP2cdTk5nKWhy/inwxBoOnxwwrJLeXdgHIbkq7DkD0615nc2kzarZWYiKzLGiFCMENg5z6da948QW41WF/KL27LGFZ5XDsFz0HAJrg/GEEH9q2l452zvbtbu2eWYjCt9fU1nhqrbUWTOGvMasFtpOi6BpV+Jvtl2IpFjiI+XeHOHP+yvYd+O1U555dX0iSeRmlubWbLuTkmOTnP4MD/wB9Vm6KZdY0k2kcbSXdvONqqMkrJ8p/JgPzrtdFstD0201eyvbpmvfsTefLCdyxDIyqf3m5GT0zXoNpIqOiJvB5hvfDeoLIxhvLeMwWt0TjAfJCA+u4/k1eYarbmR4kljIZSwIPY9810mq66b0xW9rH9lsrf/UwqehzncfVveoPE7C4kt9VRRtvo95AHCyjh1/Pn/gVY1bqLZtTV5anKCFYvuKAfUVG03lqyk9almk2gkkCsqWYyNkVyxuzok1FEjXDMeDW5oWjS3Ef9pzy+TbpIETC5aR8ZwB6epqjp+l7oTdXAAjHCKTyzHpXo/h3Q21a0ktLVlRrYMwU/wDLQ4zgf7WOntW0lyw5mcU53dkUdI8JLqWnalefaZY4bCIScqPmYk/4VxuvpGl/dGGPEK2apHke4z+PJr2y2S3t9Ek01oJ4pHQRyquNsp7FgcYP6VyWqaU76Xq9tc+WpfLwBRzEwGMH0JHBFc1KvaTuTUi5I5T4baRbXd6rX9x5EUsUypx97CHJPsP510h1y2tLq1tbNGGmQviXPDXGRtZ2+oPA7CuR0y/TTbvTpOqQBY5QDxlfvAexDGuui0GC2ee71KQxabFIUQA/PcdCAn4EEntXqq3UmBFaxvo/iUW8iNKglMLoo/1sbfKcfVTmtn4iWyQatbGzkDWccXkqiniJl5K+xwQas+Jdc03Tb9Z9JiJvJrOIJIeRbJs42f7Rz17Yrm9MlbULS+0xiWlnX7RBk5JlQdP+BLn8hU6v3jVa6nFXN3hSB1xWTJI0soDH8KgiupbiZYlRmkYhVVRkk+gFXJbaSxv7m0uFAuYlyw/unjjP41xxhY1lWTNLR7LddQMceY7cD09q2Yt8h2RqqliZZJHOOBnGfpj86p6G6rPG7cbHVs+1b+sW6KWuVJYTlVk44Tpz+Nb0zlq6SaOr8PeMbNy9vrLSfYpZSihFJUrjPIHIO3HIro9b1Xw9iSK2urNZghLxs7K2McZXHrivHJrlIbuCKON0jtypcg5LENsJ/IHiqniPXxeeJruS0YGGV1YEAgnHbmuaph4uorbMqMny3F8RXlxqEsLeYJVLkIYwQC2ew/z1rofBUNxo/jFru8txHZRR+ZdeeMBVYbse7bhwOvFZ9lbTRWV5cRxlZLGUSxsR90twevcDn8M1F4j8RXU1rppmkZ4fIVdo4wy5VifU9OfeuuMVGPKhLV3ZtvNHa+LZWlmd7WeRt0jHJaGUdT+DfpVGLSby41F7CGFpJ0l8ohR0IOM/Tg1BM/2vQ7C+QMUXdbM/Y4+ZefoxH4Vs6bNeavdy2Larc6a10j+YIY8tKUjOF9lOMk/Xuapysat2RT8V6aNC0jTojfR3LPLMXWM5SNgEyAe/bNcHdXLPk5wKhvdUu5LeCOWZnj5YKT0JAz/IflVhtJvB4ebWbhDHbb1SIEcyE9x7e9c0oNyuV7ZKNiKzgEzruJC5yT6+1dRbReTZW83lb4wzPhh8uRjg/kDXP27gTBwBjarYFdzp0dvdaZJZyMVUtu+XtyMGrp6MyqvZ9yPTNRu9NkRY5l824kUyL1G3JADfjg+2K9J0nxzokmkz3N3azxmIASTPEJMrngZzkjIJ56V5RNIbMXM8kA+0Dci7v4SBuBHr0qCTWBp3hzUrCSOQS3LxuhZc9Oe/uc1GJpKSvbUim9TrPFuv2l+8EWnXEpMoZ1RYtit3APfP+NcHY6PqF9YXk8FrLLHHIp3KuctnBAHfrTtIa8vvLuo4pJpFuEZSFzuY9v0FdK93caJqWpWFpcmKGS3dYNj8AZD4z65VgT61rSpKmrRC7kampyrJ4L07TZZFbUNLXfMsZyAjHbgnuy/KD6VkzgXOi2cwyZLdzbSf7p+ZP5sPwrH8K6h/aGtCy2MzXYaAhecqwPP4HB/CtPTrm90+O5KoyojoJX28RupJGSeBzmtL2RrHRHReHvC5S/tLrUrv7CxlBgiP+skIPBA7DPc15fc3ZYsFPcmut8Sgw2aa/Z69qdzcNeeQJbuNUFwQgYvDjnapIU7vUd8gcRoWmXetawmnpIkTnJZpDjAHX6n2rGpFyaY41eW9yEbpZ/72K6DRrRTcwImS7HJPqw5A/MVnahCmn6tqGmxFikB2hm6sR3rZ0OVY5kZv4HDfhUpWYpS5ocyLcayKRG5WBIsyuWXnPYH3+XGK6jw34tbTLhDc2zXcMkpRYywyq/eIyc5GGAwfSsvVLZXPnwoWErqJyOfTBH5msaeeZ7lXgtwI7UIRsGQCCRk+udtazipxszni9T1rxB410ppriyC3EdzAp3jyV64wBuz154rxvUUutXurVrcSzPOzCMNyxYHnP4YNU7/WrrVvEMkoU75pA4jUk5YV00WnzWmiX0kgaCWORhbk8Fx/y1A/4CBk/wCNY4ejGCUuprJtuxpeF7W68HeJJ9X1BRBapGQEPJuCy52p68856Cq8bW9h4lZWObKUlSfWGUf4MD+Fc54h1yWaWylaYzfuERkL5KFRtIA7dAfxrYkguL7QtJ1COBysu+2QgZ37TlcfmR+FdKKgraFux8O3l5dTxECKK2kKXE8hwkYHUk1H41i07TdD0hNMu2uUaWfe7DGWAj6DsMYq+J21jVotA1zU7uyUyDzFinijWNsAF5C/B4HTrnArznxKL221Cewc3Xl2dxIgjuAN6c4+YDjJwM44rOfvIaqWdyrcSFs85J7VbsbZfMXzRyAcL71o33h3+xvCMWsTzrLczOnlrGcrGCCeT3PH4VRtpf8ASfMzn7p/xrLlsOM1UujooIZLeyt7tUyoLNuYZAYHp+QyK0dJ1GfSru3iim3u8qtOozjnjaffODntU+nC2udOe0mBKbs8HGMng1l3Uk9lHcs0Si6fcgYjpjByv4k81ukpKzOa+tz1y08Y+HZ/DqX15B9k859haeLdvccclevHGevFefeLNXW8uxaWFyjJJGRtjjIG4DJyT/KuV1rVbq00GLSngaIxXBnUk9z7fWk8P2eoahFDcW8EkreeNjDuSDn+XWualho87b6M1lJ2VhNO8Oanf6S9xBas8bOpjx1bnaT9Pf2rt9bvIL3w3ZWKXC3N1o6Ksk6fddWOCB67SFGfesO/vRYXupWdveYtJbYJbsrbVKqQyqPY4Ye5NZXgy6l1TWhpoj3PdI8Rx3UqefwOD+Fdl+4RVtTbkjN9pdhJEpaWJzaPjqQTuj/mw/Cul8N+HLLT9asjq935OoGQGK0Q/Mp/hLnt9O9c3pdzqmi2N1fpvt4EdVefgbXB4256nkjj1qh4j0bW/DNlpmsXN9d/bLyWV3BU5gxsKbm/vsrZI7dPWlJ30LcraGVJGmieJFvLFQkq4I3cj5hyP1+tUdZxPr17cuB5krZbHT7ooorGWxhD4i9pqqLKWTA3iRFB9sNx+ldXpxM1iVc/ejxn6dD9aKKqGxVb+IzmvPkgtphG2PMyGOMkj5f/AIo/nXPT/wChan5sX31TcpYZwT3ooqpbomJ1NzrF5PcQRySBo0XhMYBLRgMT6k561U0WzttV04pdQKzA58wEhufeiiscU2oaHZhUnUSZ0vhO+e18E6lCYoZ00/UD9nE6bgpOOSOhrlbXXdQh8VnUzN5l0fMBaQZB3IVPH0NFFXDYxkULCxt7rTbzzUyYVQqc/hV2a6mm8MjT5XL2ySLsQ/w47A+nNFFNmL+IoWygTR8cEjj8a6q0cpqkiLgKXdcegz/9aiipga1vhiWtaiV7uyc5ySqkdsZH+Ncxqga8t5ZZ5Hd0jQgk/wCzRRWkvhMY7jdA1S8tbS4SCZo1WJFXbxjJ5x7nPWq9xqU0d1bgpE626narrkHJJ59cZOKKKJfAzWOhvFE0jUNJ1qxjWG6FzGML907uDkfiaf4y1u8uzcWpKRW0VwwEMS7VY56t6n3NFFc2Gd4q51YlJVHYoeIPEra7Y6esuladbPFEI45LZJFKRoSAgBcgLzk8ZJ5qwttE93ZTbdrzIWcrxkjPP6UUV0HBMxLsebfXEz8ySZZm7k1o2DYsnGB/rV57/dNFFZ9Tf/l0zqtLJuLBkk5DKYzjjjpXPTborWREdlVmfIB64Kf4miitlscxz+ooLHUHNuWQlCM557ZrW1vVbyJzP5xd1jCKH5AVkAIA/E0UUQ2Nokfh24/tA/2ddQwywCNmGUG7P1/GtW08RajoVlc6NYyhLaK7Iidly6Bl3EBu3P40UVyQ/jtHZJfuIPzMvTddk07UrmGSxsL+K5bMiXsHmcopIIOQR15GcHuDUthdTazd6nd37+dPcqZ5GIAy/JyMdPTA7UUV1M45dRL0D+woouTHIElZScjdk81QtwIriJlHOVbn60UVlLcvDHSWMzDUSBjDuQR7ZrQ1mFWvbGU53swQkHsOn8zRRWsTmOWv4VubWWSYs7hUwSeny0zQ725XTL5FndV2RLhTj5c9PpzRRVLc0iZzaxeRagrK65tlMceVBwDk9/qa6iST+zo9N8RWiJDqCSRtuQYVt3BBHcYJoorkxGlSJ3UdadS5Q17XtQ1qEy3k2Qr7UjQbUQbuw7VBqfiDVNS0PT7C8vJpoIPMkXzJGYsxIHzZPONvHpk+tFFdXY5ZH//Z", "info": {"video_id": "9505", "label": "holding dumbel in front of laptop", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "9505", "label": "holding dumbel in front of laptop", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a52c2e8fc48d8a357df5c2281186ab04ce29f7dd12d0224780709b27d20ac187"} +{"episode": 8027, "episode_seed": 3003579309, "split": "train", "timestamp": "2025-10-13T02:53:12.279575", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3003579309, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put cup into sink'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "68644", "label": "pretending to put cup into sink", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "68644", "label": "pretending to put cup into sink", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8a3f49674e1d48587ee5839021581fce7f96ba6c2e430cf74663626efabd32a6"} +{"episode": 8028, "episode_seed": 119791380, "split": "train", "timestamp": "2025-10-13T02:53:15.485167", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 119791380, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that plastic container is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165682", "label": "showing that plastic container is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165682", "label": "showing that plastic container is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165682", "label": "showing that plastic container is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "165682", "label": "showing that plastic container is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2b2d34034e43dc7a1f4f10b70a3e1833b3d5372113566a43d7a4b9b091f4ea46"} +{"episode": 8029, "episode_seed": 3720256399, "split": "train", "timestamp": "2025-10-13T02:53:16.116382", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3720256399, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping cotton swab next to thimble'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "178617", "label": "dropping cotton swab next to thimble", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "178617", "label": "dropping cotton swab next to thimble", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "178617", "label": "dropping cotton swab next to thimble", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "88dbdf72accd611b3496d5b7d4058a3bf59dc8567c780c02998518cdc5ef553b"} +{"episode": 8030, "episode_seed": 1019739217, "split": "train", "timestamp": "2025-10-13T02:53:16.906231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1019739217, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting wristwatch onto leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "53233", "label": "putting wristwatch onto leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "53233", "label": "putting wristwatch onto leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "53233", "label": "putting wristwatch onto leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "53233", "label": "putting wristwatch onto leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4da5451987f5867a4c346f9c6ca467f4084084e7f87baaebcd5a070ab7001a1c"} +{"episode": 8031, "episode_seed": 4093398716, "split": "train", "timestamp": "2025-10-13T02:53:18.591052", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4093398716, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing calendar onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "93002", "label": "throwing calendar onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93002", "label": "throwing calendar onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "93002", "label": "throwing calendar onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "02cd7f9c5d96677accfed6e79c204e86c13e60d326f272c2643623805638606c"} +{"episode": 8032, "episode_seed": 2400416715, "split": "train", "timestamp": "2025-10-13T02:53:19.477528", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2400416715, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put beer bottle on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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rdhafZZf9Li5YA52cVVsrwzP5sh3FjyScZrkXjmsXCSIyEgNhgQcHpXY+F/Dt5qAW8v8AdDZj7sY4Mg9/alyuTNUuWKR2nhOzkW7muZpCbSzRygxjkj+ldpZlZ7eKZDlZFDD6GuDu9bgi0+fT4EjiRlaMIgwVOOufet7wFqX23Svssh/fW5xj/ZP/ANfNVKKTUSVN8+r3OuWMFaa6461cijytRyxgHpWnLoXcqBh0FK3SkcYppbisxmTdzG3sZ5wfmRCwrl9PL3Nw08rFpGOSTWzr9wItFnz1fCD3yRWZp67YgVFOkEhmt+H5NWsmgWdIWZ1dJHzhT3zjtiuL1vTm8HeIIoIZ4bySONZfNdOQx6jGf516dERJ8pNYOq+EdIvLszzCVHfljG+Mn6HNaSVyDioNTku7kiZwTLJvZVHfp/KvXvCVu9vpAWXAkyCyj+HjgH37/jXDyaVpWjofsisspGAT8zH8a67wHeC90idudyyAnPXBGP6VjypMpy6HYQ9RVx87OKpRuB1qyZflxmt1sSypJwTVc1PI3zVA2T2qZIaMnVyCYePX+lUEHPAFW9ZyDD75/pVGNsdq538RotjQhUcZrRgUEj1rMhbIrTt2GRW9MmRaeL5fu596zpY/nrUkIKDkj2qhLjcfWrkrohDI/vVoxDKVmo21qtpMNtEdAY25Ug81QkXnpVyeTdVRySDjpSkgIGO3P0rhJFTTLFYYF2qBziu6ZSQc15rf6nGyFS3JohoMpXuus0fkxk59qrR3Ew27iTn3rAvLjbMTH99vStTTi6Rq0/Bx0Nc2Kqu1kznxNRxjyrqbyNG8BYgAAZNZ0csrMXXhOwovpokQxwSEh+vFJYuTJ8/QDC1yQfU8m2h1/ga/3a6ID/y0ibjPpzzXqVuO+K8s8B23meIZZlX5YITuPu3AFepRPjFd9GTcbs9bCJ+yVy7KPkrPlFWmlytVJCTmtnsdCK5Fc34osvtjWoIHy7+v4V0pyTXP+IJTE9vlsA7v6VCWoS2OUvPDUF7avGw2kj7w7VX8LeE7LT7959SijuVhx9nTbuGf7xHt2rca4yuFPFJ9oEMfXk1XKiYqwa1p+n6pqcWoXFlG08a7VLc59CR0JrI1bUntYgsPG3tVu41IJbMxIyOlc1r1pqNnb2l5dRFIbtS8eeuB6+nr9KmUuVXQ5SUVdlUzrJLLMQTLJ1HZa0tB1i40zVYZgmVBw+0dq5nTBL9nDy5/eMWye9dVp1q19cW9tH96Zwm0enc/gOa4HJynfqeXOcnUuj3K2+ZAR35qKcc0QyhECg8AYFMmfPSvT6HqIqOKibpUr5qJwSKzsWcL4jud1xbWuTgEyMP0H9asWAzCOeKw3nOoajJckYUnav0FaC3CwKew9PSiEbIUmaksvkjIbFc/quurbqWduBUN7quQVVsVgXltLe2k10uTHEwUe570TkCRVudcmuplmR2XByhHUV6F8O5Gt7V8ghbg5APXjpXG6VokbFXuMZPRcfzrv9HiWG5gWLnB6DoKxi7yuQqbvdnaKcmpcmoQx7UvmEEZ7nHFbplWJCAaaRTlyRxXCSX2o3fjW90v+2bq0hDSeUsahuVTcF9hweTVMDd14fNb/wDAv6VmRgbqwNF1a+1HzGvbqWcqFKbz93Oc1uxNXNL4maLY0IiAKvwy4NZsZ4q3Ga1gSy81xlevNVnbPJoxS8YrRvQmxGCc8VKo98VGW9KTefWlcLExx600j8qSNtwGRg+lZXiy5ubHw89xazNFKJUAZeuCelMRoyKArc44rweYlpCpJ616Fqt7cQaLFf2Ou6jKGuDb5njVFmIXLPH32qflO71HuBgeF9BXVLo3lyM20bcKf429PpWcmkUkGleCJtQsBeEiJn/1SkcketZl9pt/o8xW7g+QdH7GvX4SAMDgAU680+21K2MNzGJEIxzWEqamRUoqaPCrict5bKw27sZrXgKood+AP1NdJe/DC78w/wBnXa+SWz5cnGPxrpPD3gO30yZLq+nF3cJgooXEaH1wep+tYqhK9jjeGk3Yu+DtHk0vSPMuF23N03myKeqj+FT+H866MGkJAxSFueK7Yqysd0Y8sbImXOOeKMA1EHO4ZqZTkVe4yNkrkfGZ2NZYPXf/AEqBtSuZ/HF1pdzq95aWrTbI2iljRY+ASSXGMYzx1JrBu7m+l1K7tr6e5kNtKyItzjevJHOOM8DOOKQnsOWc7aZNcMsecZ/GkDBBnpVWfbICA3FD2EW/Dtidb19En5tIf3si9jjoPxNeg+JtGt/EujvYyt5UinfDKBnYw6cdx2IrlPB5g0+zu7pzjcwUe+K3k8RxGULtIT1oXmO10cB/whXiOGbymtbdgOPNFwAp/A813PhnwzHowNxcSJNesMbk+6g9F/qaJrxrqUkMcdhU1tePbsAT8vcGsVSgpXRnGjCMrnQrknin/jVaOQsgIPWpUbOODW6ZqOKA1Gy+pxWT4wu7mw8OvcWkzwyiVBvQ84J5FcprTeJdH0jTry61O8Et0X8yIrgQ42lQTj7xDZx/9ekwKFsi52Y+XFV9WYxj5TjoKKKpkowtQkZLbcPvZxmuh8JxpdaIYJVBTceKKKxe5oiaSFILzZHkKOldXocS7N+PmweaKKmO4M3gSVHNSr0FFFakstRjH5V5Tr99NpvjbULy32+bHO23cMjldp/Qmiir6CIPDYAacdhtH866mEUUVzy+Jmkdi5HwKsAmiiriSyx2FFFFaCIHJ5GaYvQUUVIy1EOR9KyfG3/Iryf9do/5miir6EHB6xr7axHDFJp1jAYVWON7dXUqg/hALEAc54HXmu00+3itbZIYUCRoAABRRWFToaRNSEDAq4gGwUUUR3GTxk7hUw5JNFFaCZG7EEVG3JHNFFAEqVZiGaKKcdyTy/xBqh03xRq6GysruOS43FLqLeAVHBBBBHXpnB7g1kx3k99d3N5cPvnnbzJGxjJNFFMXQWR229aqPIwUnNFFAjQimdbaJQcKcnFaKMfKB70UVEh9DVtpGREYHmp9xdue5oorNbjN7TubKNieef51oJ1oorUDF8dD/ik5D/03i/ma81vNZv72xhsLm6llggdpF3yMxJbHXJ5xjj0yfWiiqYkf/9k=", 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", "info": {"video_id": "53014", "label": "pretending to put beer bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "53014", "label": "pretending to put beer bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2d4c519721a74a78ec0be0878ab17672a2aff650e0b6ee152d97682e2e893c04"} +{"episode": 8033, "episode_seed": 1016481014, "split": "train", "timestamp": "2025-10-13T02:53:20.349220", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1016481014, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering pot with aluminum'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "63677", "label": "covering pot with aluminum", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "63677", "label": "covering pot with aluminum", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ae5e5ed6f3581dce61bcf13ddceabe9105dcc92afe2204b84cbad7efffe5b190"} +{"episode": 8034, "episode_seed": 872813887, "split": "train", "timestamp": "2025-10-13T02:53:22.373307", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 872813887, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing flower vase to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "112180", "label": "showing flower vase to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "112180", "label": "showing flower vase to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "112180", "label": "showing flower vase to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ae466038e99dcf850b4d09d59a4741484707cd54975570f03fc581c99cea1814"} +{"episode": 8035, "episode_seed": 1948843050, "split": "train", "timestamp": "2025-10-13T02:53:23.205857", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1948843050, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "image_prev": 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", 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", "info": {"video_id": "58470", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "58470", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58470", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "58470", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "329b9237f5c6096dcf43ced95c3a158f5dd332164779be4d1ca10290562c60c2"} +{"episode": 8036, "episode_seed": 2440981638, "split": "train", "timestamp": "2025-10-13T02:53:25.334141", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2440981638, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put mouse next to keyboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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JxbR63eblLAlkwCBuy2c9cH9KpareSWWtW8UNy81qbg/PJw2Q3b2+b8eKqD5ZJmdZc9KUe6Z1D2cxt9rRMOOQRXleoae+ka35DgiPzAyH/ZJr1eUMLbgnOKp6bodjqusI18qyeUVMaseDlgD9a68VC1NzfQ8XLa960aS6l2SAaFp2jaqyZmNyoc7cZRwRyPwxmuw0CNo7FmkJLSMX5AHB6cADHGO1XItDsjKCI1IX7qnoPTirDWRU4BwDXgV8R7RWSPqqdFQd7nkPxlZTc6GoO0nzzuOSBjZ1wCa8ocudrtFKqJ9wknHTj+VesfGqyZpNDQSFGJmwR1P3BjOR615MUCI6pLLIwbYysPT0wT6V14W3skYVvjZtWGoWkAjA88sihcgKueP/AK565rQm1KK5WGGJZWZSQqu42gHkgenIFc9ZwRTRsJZ1hYcDejHBzgZx09OfWprNHN3teFnQ/wAC5y4PQD69K3aRnc6ie0I3OthDu3ZJ+0ABeTxjPfP4c0yWCQXqTk28SK+GVJQRyf8A7KrjafcfaJ0Phi7jtonYmchwsY7nptx/jVfXdF1GaYSWGkXNuqbXaJQeV2j5iD7gj8KL2aYpLmi0Y3i/Tntr2G7WVJFZdjFCTtI6f59q3fCVsuoaPKZU8w+XKoIBBVye56cnHHvVy4tYr7Tx5i5WVM/pmvQfC/hXS7DRIYVQE7iXcnlznqavHyVBqe9ziymTrxdN6cpF4NuJ9Qij1O6ieNjbrCC/G7BPOPyye5FdRMwlBUDINWjYxKAEAAAwAKebMBeOK8CpNzlzH0MEoJI8m8f6G91p0skIIlhPmBR/Fj/61eRmY/JGHkCI33kOQT9R2619MavprTwtgZOCK+aZEmh86OS4kZ0O14mUjH4Gu7AyvFpnPi0rpo09MvLW3WImVhIvzELEOOc4z37deK1p9StpbZYo3lJ37lUooGSMHJ6/0rmLKKKcNvnihGOGkYgZ7dAe+KniEiXpRhkKeWHPA4yD35rucUclzrHtpDEX+w3QJUZCzY28LyR36fmPeluoLnfHMIVgVMMymYN2Hv1602KKMzi3h0XUHXajFwWOz5V5OF6DAPXt+UusaRdzwQrpGmXceUTIQEmVeQx4HI+7+Yo2B6o6S1tGVTumhOfR8/yqdolUffX8M1T0rL2cbMCCUGQfXvV1lr1Wr6nykZ8r5exSuYwGDBs7h196zLkOhWWLiWFhIn1Hb8eR+NbEy5Q+3NZ8yYNQ4JqzN41GpXRy/jLxMb4paWrH7PHiSVv7zdl+g/n9K5YzLNaIybnnDEMuCRjsR+tafiy2a3myi4jmIbPuM8fmc1htZPFCs9xlI3UOoV1ywJIHGc9v85rzOTklZn0UKiqQUl1JYJBbXKvKkiMGLHY2CT257Vs2mrwouPJkwTuP7zv/AI+/WsF4zu+RXaNcDcR0z6+nWrz20ZgTyXJnZciMxFS4JPIJPIGCO3Sm0mM3LW7+2XU0ipEFZGJ8+TOT3OT1q8sZimbaunRAxMAxfOeT19+P0NZnhqzurtbjyNNfUHELMEVScA4x09fz4rqrDStYS5R7vw15EsoZYw6kb+CSSM54z7dTS0QzL020VLx1kuo1WVS64DEcHp09+1dCsMSqP32eOymucg0PUrDVlvp7Ux2s2I87hgNjBGM56giukVP3Y+ld+G1png5g+TEeqIJVj55bHsKy5V2kj0Na0i/Kaz7he+K0lExjPQs6J4si0JhbXeVhY8OBwPrXo2keJdLv4wIbiGTPoRmvFdTtDcwkL94dKyLa4u7J0eIyRyBsAep9K8fF4ZOXMj6HBYx+zUH0J4riycN5lxdNIxXMnJYgdBnPHQVZtRZTTokUjW6KC7u4DljnsD1/Gt610OywzPbocDjPrVkeHrOUD9wEPqnBr0FhZvqeXLNacd0ylBpWihGB1OYyMwaPEYCjHI3cZB5bge1bNtHo2ma7p1xY+Zcw5JkS9C43Lwp+XtjHHtTrfw5ZqRkSf991t2mi28QXYm5jwCxLEfTNCwkurJeb07e6m2WLzVbJ7d3Sx0lS+CfKgVHznPUEn/JrCvNXlvBNAmk2rSSZHEOMHGMj0rpU0qRImdgkYHqQCamv7fOoyNnO4hvzANWsJG9rnPPOavK3yW2/X/IqeQfs6q3XaAfrise6R4pAykqyngqcEV0JBA9az7yEMa7LdGeVzWfMtyjpnivW9Kug8832yAcMrH5iM9R7gV6bpWsW2qW6TwSB0cZFeSXMPlvnFM07Wbrw9qjtAA1nKdzR54Vu+PSvGxuAXxU0fR5dmcpe5WZf+OssCjQlljZw3n9Djps615FFNbSSojRmKNQT+7PLHtz2r1TxlrFt4kFg/lZNusnDrnltv+Fc0ulwSoA8KEfSnhcLJ01fRmuLzCFOo1a5jRSaOI3H2OaR5P42kOYz6j+8c881rR3lp9usJ9P05LWSCXcTDks3oTnuOavwaPaJjFtGfqM1s2VhAgxFEqk+igV1LCNbs45ZsmvcjqC6/qdzA8dw97LuyPmcng9sE4/Ss66i1xpQrTSx7gGDGbPBGR0Poa6GOwhjkImlxjsgzU97EhaAhTzCmPyx/StVhaaaOSea4hxb0VjNgsxHYRQ7txRAMkdeKqy3eqWqqlpeyRKpJ27uDWwY+PpVK4iBBz1radKE48sldHJSxNSnPng7M3/D3jeSSaOy1MqJm4SVeFk9vY/zrvkuY5Ygd3BFeF3lsJImToeoI7EdDVq18S6raRCB7psKAMnnJ+teHisutK9PY+lwWac8LVd0ewTR+YGAPY9K+U0ktGlESo0KFiWfOTivoHwn4q/tKOS3uWX7RHwcdCMda8oXRrWQMpgTGeoGD+dTgcPJynF9LG+PxsKUYS3Tv+hlwHR/neUXc7yDDAvt+pJHXoDj2rQMmmeVbfZLFo54pE3TFixkHU5XoORnA9TWhb6DZLj/AEcH6k1s2WmWsRzFCit2wteksJLqzy5ZtDaMSxF4p1eZ3WW4vXibICjIGPpxVW5l1tvL2PPHGy5jLSgYXOBwDx06e1bCaeiS4lcIPbk1euYYvs9rtBI2EAn0DGtVhaaaOSWbYhqWiVv80Z+mWpgsY0eTfIB8zHuc5/rU8iECp448AAelDjjkV02toed7Ry957sz3TnpxVKeIqxU9RWpIvcVSuVyzdO38qjqbRelypr+hW2reFHltbcfao18xccksvUfjXk5vf9FhjlRJGjdiMjBAOOCe9e2aJc7ZpLVuj/Ov1HX9P5VwOq+H49M8R3saJ+5lIliyOApzkD6HI/KuCdJupynv0sTGOH50tjlrWSzZSbiORmfOdhwF9MDv+Na1vfabHIGXSYTgEBZPmDZxyw7nj9a010q2d9zQIT64rQg022Xj7PGPoorRYR9znlmsF9kp6df3EU15JYRPbpO6kLBlVAHYYNbUcuo36JbqknmseGeUAHvzyTVuCyV4ztCqqjvxWnptvbpdQjczSFwB6Vp9Vgo3e5zPNKzqJJJJnLW2n3Ul5FLcSkIjBtoYtu+tdCYxtGKd5SeYdq4wakKYGRXVCnGCtE82eJqVpXmyhKnFUJY9wI/GtaYDB4rPYHzOcYpSRcJ62MpSkdwjOoZARuB7is7xjZpaolzboFjkG19vGD2NX5xtY+lSXUf9q+H5IQN0sXAHqO1cWJp6XPXy+sm+Vm3CmIVUY5Oc1oQR8D0qhFHM2P33TgYQVfhSYf8ALb/x0V6KR89OSvuaMMZIyQMVpQIVThdrDoazYBKMfvScf7Iq7G0w6yMamSbCM4R1uSSRvJk5yTVm6hY3AcjGY0P/AI6KrsjsgDSycdBuoEAPVpD9XNFmRzw1WuthTEcEGqVxCxGQOattEPc/jVaW3Q8EUtbmicGYl4qKreYQDWJcgsSzDrzXQXVsqEkKM/SuQtYpdV8W3Gly6nPax4kMQjTdllQsF9hweT6e9RUkoK8jow8JVZ8kNCUoDjAxnk4q3DHxxXN6BPcXvnGeeRsBSOemc10cNuP70n/fRp0rON0isReM2pPU0YIiRz/+utO3jKptOOayoLdR3f8A76NX44FHatHFs5lUii0yRj5ndQM92FSyy2xSHEoZljCkAHjk1GkSqvCj8qmVeKOUy9pHXTcj82IdA5+imqdwyEkiGXH+7itIrUbpuBGKTRpGaeljnLreciOIgerkfyFZjx7BgnnuT3rorqLGc1y/iJ5LbTmlhco4dRkVMklFs2pSlKahsWbO7Gn38VwDsAO18f3T3/A/1qeCKsTWbeCDQIdRsNXv51e5Nrm5iWNbghMu8Q67VJCnd6j3A27eE4H72T8658OoylKUV2/U7sdzQhCE33/Q0YISee1adtEUB3YGexrLhg5+85/4Ea0IoAByPzOa63Fs8yNSKLbRpglnUYOOWFWHltzbwIr7mQMCAp7nNQRxAD7o/KrCLxS5X3MnVir2W4LInUK3/fNNcr12NU+3imsvtRylxqeRnzE5O1Qo9+aoyjtWrKnFZ06jmjlRpzt6GXK7wuJI2KupyCO1ZV5PNd3KtPI0hXpuPSiyePUPGMml3+o3VrbSSbEkjljjWPuSxfjGM8dScCs2KK4TWdRtLiS6BtpjGEnwHXBI+bHGeB04rnVSMp8ttT0PYzhR529Ga0SHitCGAnAz9azooBj7zn/gVaENupHc/UmumzOByjc01A2Dcw49xUtu0EF5G7yr8rgnac1VjhXI+UVbRMHjilyO1jOVWN07bB5sO87Q7KehCGnF128I5/CpQvrSkU7eZMaivsZ85HOYj+dZk5bBGABW3ImR0rMuowM0cqNPaPojDuFzmqAnmtWYxSFNwwcVPrzvb6e0kLsj71GRVPxFoOr6DoWlX95PcCa9MnmQlMCDAQoGP94hs47fXNc9epFe6z0MHRnNc8XsdzB0q/GBjpRRXWjxZF2LgdKuRmiigSLGOBS4xmiipG9xjjmoHAooqTVGdeAFM15hf6jPpHiq5vrbZ50Ujbd4yPmUqePoxoorDEfAj0MB/GfoJ4XADXI9Ag/nXXQ9KKK0ofw0Z43+K/66FyHrV5FHFFFbnnlzaAgqVQKKKkJbikCo3AAJoopM1gZ96o54rjvFPGkscf8ALRf50UVE/wCGzoo/xo+pg654mfXIbeKXS9OtjAqxxvbI6lEXOEALlQOcnA5PNdtbjgfSiiufB9Tvzb7Pz/Qvxdq0YlBFFFdx4aLiAbBUyKKKKkbH4pGAwaKKllwKc3Ss2470UU0WcBfay2lazqEZsLC9ilmDGO8h3gMo4IIII6nIzg9waTSb241LUr++u5PMuLhxJI+MZY57dvpRRXDT/jHt1v8AdF6L9DoYulX4BRRXoI8J7l+JBmrKqPSiihkEwA20pUUUUmVHcryDisy6GaKKSKZy/iUY0skf89FrmtQ8QapqOmW+m3d5NNb28jyoJJGYlmxnJJ5xt49Mn1oorixPxntZc/3T9T//2Q==", "info": {"video_id": "80249", "label": "pretending to put mouse next to keyboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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JxbR63eblLAlkwCBuy2c9cH9KpareSWWtW8UNy81qbg/PJw2Q3b2+b8eKqD5ZJmdZc9KUe6Z1D2cxt9rRMOOQRXleoae+ka35DgiPzAyH/ZJr1eUMLbgnOKp6bodjqusI18qyeUVMaseDlgD9a68VC1NzfQ8XLa960aS6l2SAaFp2jaqyZmNyoc7cZRwRyPwxmuw0CNo7FmkJLSMX5AHB6cADHGO1XItDsjKCI1IX7qnoPTirDWRU4BwDXgV8R7RWSPqqdFQd7nkPxlZTc6GoO0nzzuOSBjZ1wCa8ocudrtFKqJ9wknHTj+VesfGqyZpNDQSFGJmwR1P3BjOR615MUCI6pLLIwbYysPT0wT6V14W3skYVvjZtWGoWkAjA88sihcgKueP/AK565rQm1KK5WGGJZWZSQqu42gHkgenIFc9ZwRTRsJZ1hYcDejHBzgZx09OfWprNHN3teFnQ/wAC5y4PQD69K3aRnc6ie0I3OthDu3ZJ+0ABeTxjPfP4c0yWCQXqTk28SK+GVJQRyf8A7KrjafcfaJ0Phi7jtonYmchwsY7nptx/jVfXdF1GaYSWGkXNuqbXaJQeV2j5iD7gj8KL2aYpLmi0Y3i/Tntr2G7WVJFZdjFCTtI6f59q3fCVsuoaPKZU8w+XKoIBBVye56cnHHvVy4tYr7Tx5i5WVM/pmvQfC/hXS7DRIYVQE7iXcnlznqavHyVBqe9ziymTrxdN6cpF4NuJ9Qij1O6ieNjbrCC/G7BPOPyye5FdRMwlBUDINWjYxKAEAAAwAKebMBeOK8CpNzlzH0MEoJI8m8f6G91p0skIIlhPmBR/Fj/61eRmY/JGHkCI33kOQT9R2619MavprTwtgZOCK+aZEmh86OS4kZ0O14mUjH4Gu7AyvFpnPi0rpo09MvLW3WImVhIvzELEOOc4z37deK1p9StpbZYo3lJ37lUooGSMHJ6/0rmLKKKcNvnihGOGkYgZ7dAe+KniEiXpRhkKeWHPA4yD35rucUclzrHtpDEX+w3QJUZCzY28LyR36fmPeluoLnfHMIVgVMMymYN2Hv1602KKMzi3h0XUHXajFwWOz5V5OF6DAPXt+UusaRdzwQrpGmXceUTIQEmVeQx4HI+7+Yo2B6o6S1tGVTumhOfR8/yqdolUffX8M1T0rL2cbMCCUGQfXvV1lr1Wr6nykZ8r5exSuYwGDBs7h196zLkOhWWLiWFhIn1Hb8eR+NbEy5Q+3NZ8yYNQ4JqzN41GpXRy/jLxMb4paWrH7PHiSVv7zdl+g/n9K5YzLNaIybnnDEMuCRjsR+tafiy2a3myi4jmIbPuM8fmc1htZPFCs9xlI3UOoV1ywJIHGc9v85rzOTklZn0UKiqQUl1JYJBbXKvKkiMGLHY2CT257Vs2mrwouPJkwTuP7zv/AI+/WsF4zu+RXaNcDcR0z6+nWrz20ZgTyXJnZciMxFS4JPIJPIGCO3Sm0mM3LW7+2XU0ipEFZGJ8+TOT3OT1q8sZimbaunRAxMAxfOeT19+P0NZnhqzurtbjyNNfUHELMEVScA4x09fz4rqrDStYS5R7vw15EsoZYw6kb+CSSM54z7dTS0QzL020VLx1kuo1WVS64DEcHp09+1dCsMSqP32eOymucg0PUrDVlvp7Ux2s2I87hgNjBGM56giukVP3Y+ld+G1png5g+TEeqIJVj55bHsKy5V2kj0Na0i/Kaz7he+K0lExjPQs6J4si0JhbXeVhY8OBwPrXo2keJdLv4wIbiGTPoRmvFdTtDcwkL94dKyLa4u7J0eIyRyBsAep9K8fF4ZOXMj6HBYx+zUH0J4riycN5lxdNIxXMnJYgdBnPHQVZtRZTTokUjW6KC7u4DljnsD1/Gt610OywzPbocDjPrVkeHrOUD9wEPqnBr0FhZvqeXLNacd0ylBpWihGB1OYyMwaPEYCjHI3cZB5bge1bNtHo2ma7p1xY+Zcw5JkS9C43Lwp+XtjHHtTrfw5ZqRkSf991t2mi28QXYm5jwCxLEfTNCwkurJeb07e6m2WLzVbJ7d3Sx0lS+CfKgVHznPUEn/JrCvNXlvBNAmk2rSSZHEOMHGMj0rpU0qRImdgkYHqQCamv7fOoyNnO4hvzANWsJG9rnPPOavK3yW2/X/IqeQfs6q3XaAfrise6R4pAykqyngqcEV0JBA9az7yEMa7LdGeVzWfMtyjpnivW9Kug8832yAcMrH5iM9R7gV6bpWsW2qW6TwSB0cZFeSXMPlvnFM07Wbrw9qjtAA1nKdzR54Vu+PSvGxuAXxU0fR5dmcpe5WZf+OssCjQlljZw3n9Djps615FFNbSSojRmKNQT+7PLHtz2r1TxlrFt4kFg/lZNusnDrnltv+Fc0ulwSoA8KEfSnhcLJ01fRmuLzCFOo1a5jRSaOI3H2OaR5P42kOYz6j+8c881rR3lp9usJ9P05LWSCXcTDks3oTnuOavwaPaJjFtGfqM1s2VhAgxFEqk+igV1LCNbs45ZsmvcjqC6/qdzA8dw97LuyPmcng9sE4/Ss66i1xpQrTSx7gGDGbPBGR0Poa6GOwhjkImlxjsgzU97EhaAhTzCmPyx/StVhaaaOSea4hxb0VjNgsxHYRQ7txRAMkdeKqy3eqWqqlpeyRKpJ27uDWwY+PpVK4iBBz1radKE48sldHJSxNSnPng7M3/D3jeSSaOy1MqJm4SVeFk9vY/zrvkuY5Ygd3BFeF3lsJImToeoI7EdDVq18S6raRCB7psKAMnnJ+teHisutK9PY+lwWac8LVd0ewTR+YGAPY9K+U0ktGlESo0KFiWfOTivoHwn4q/tKOS3uWX7RHwcdCMda8oXRrWQMpgTGeoGD+dTgcPJynF9LG+PxsKUYS3Tv+hlwHR/neUXc7yDDAvt+pJHXoDj2rQMmmeVbfZLFo54pE3TFixkHU5XoORnA9TWhb6DZLj/AEcH6k1s2WmWsRzFCit2wteksJLqzy5ZtDaMSxF4p1eZ3WW4vXibICjIGPpxVW5l1tvL2PPHGy5jLSgYXOBwDx06e1bCaeiS4lcIPbk1euYYvs9rtBI2EAn0DGtVhaaaOSWbYhqWiVv80Z+mWpgsY0eTfIB8zHuc5/rU8iECp448AAelDjjkV02toed7Ry957sz3TnpxVKeIqxU9RWpIvcVSuVyzdO38qjqbRelypr+hW2reFHltbcfao18xccksvUfjXk5vf9FhjlRJGjdiMjBAOOCe9e2aJc7ZpLVuj/Ov1HX9P5VwOq+H49M8R3saJ+5lIliyOApzkD6HI/KuCdJupynv0sTGOH50tjlrWSzZSbiORmfOdhwF9MDv+Na1vfabHIGXSYTgEBZPmDZxyw7nj9a010q2d9zQIT64rQg022Xj7PGPoorRYR9znlmsF9kp6df3EU15JYRPbpO6kLBlVAHYYNbUcuo36JbqknmseGeUAHvzyTVuCyV4ztCqqjvxWnptvbpdQjczSFwB6Vp9Vgo3e5zPNKzqJJJJnLW2n3Ul5FLcSkIjBtoYtu+tdCYxtGKd5SeYdq4wakKYGRXVCnGCtE82eJqVpXmyhKnFUJY9wI/GtaYDB4rPYHzOcYpSRcJ62MpSkdwjOoZARuB7is7xjZpaolzboFjkG19vGD2NX5xtY+lSXUf9q+H5IQN0sXAHqO1cWJp6XPXy+sm+Vm3CmIVUY5Oc1oQR8D0qhFHM2P33TgYQVfhSYf8ALb/x0V6KR89OSvuaMMZIyQMVpQIVThdrDoazYBKMfvScf7Iq7G0w6yMamSbCM4R1uSSRvJk5yTVm6hY3AcjGY0P/AI6KrsjsgDSycdBuoEAPVpD9XNFmRzw1WuthTEcEGqVxCxGQOattEPc/jVaW3Q8EUtbmicGYl4qKreYQDWJcgsSzDrzXQXVsqEkKM/SuQtYpdV8W3Gly6nPax4kMQjTdllQsF9hweT6e9RUkoK8jow8JVZ8kNCUoDjAxnk4q3DHxxXN6BPcXvnGeeRsBSOemc10cNuP70n/fRp0rON0isReM2pPU0YIiRz/+utO3jKptOOayoLdR3f8A76NX44FHatHFs5lUii0yRj5ndQM92FSyy2xSHEoZljCkAHjk1GkSqvCj8qmVeKOUy9pHXTcj82IdA5+imqdwyEkiGXH+7itIrUbpuBGKTRpGaeljnLreciOIgerkfyFZjx7BgnnuT3rorqLGc1y/iJ5LbTmlhco4dRkVMklFs2pSlKahsWbO7Gn38VwDsAO18f3T3/A/1qeCKsTWbeCDQIdRsNXv51e5Nrm5iWNbghMu8Q67VJCnd6j3A27eE4H72T8658OoylKUV2/U7sdzQhCE33/Q0YISee1adtEUB3YGexrLhg5+85/4Ea0IoAByPzOa63Fs8yNSKLbRpglnUYOOWFWHltzbwIr7mQMCAp7nNQRxAD7o/KrCLxS5X3MnVir2W4LInUK3/fNNcr12NU+3imsvtRylxqeRnzE5O1Qo9+aoyjtWrKnFZ06jmjlRpzt6GXK7wuJI2KupyCO1ZV5PNd3KtPI0hXpuPSiyePUPGMml3+o3VrbSSbEkjljjWPuSxfjGM8dScCs2KK4TWdRtLiS6BtpjGEnwHXBI+bHGeB04rnVSMp8ttT0PYzhR529Ga0SHitCGAnAz9azooBj7zn/gVaENupHc/UmumzOByjc01A2Dcw49xUtu0EF5G7yr8rgnac1VjhXI+UVbRMHjilyO1jOVWN07bB5sO87Q7KehCGnF128I5/CpQvrSkU7eZMaivsZ85HOYj+dZk5bBGABW3ImR0rMuowM0cqNPaPojDuFzmqAnmtWYxSFNwwcVPrzvb6e0kLsj71GRVPxFoOr6DoWlX95PcCa9MnmQlMCDAQoGP94hs47fXNc9epFe6z0MHRnNc8XsdzB0q/GBjpRRXWjxZF2LgdKuRmiigSLGOBS4xmiipG9xjjmoHAooqTVGdeAFM15hf6jPpHiq5vrbZ50Ujbd4yPmUqePoxoorDEfAj0MB/GfoJ4XADXI9Ag/nXXQ9KKK0ofw0Z43+K/66FyHrV5FHFFFbnnlzaAgqVQKKKkJbikCo3AAJoopM1gZ96o54rjvFPGkscf8ALRf50UVE/wCGzoo/xo+pg654mfXIbeKXS9OtjAqxxvbI6lEXOEALlQOcnA5PNdtbjgfSiiufB9Tvzb7Pz/Qvxdq0YlBFFFdx4aLiAbBUyKKKKkbH4pGAwaKKllwKc3Ss2470UU0WcBfay2lazqEZsLC9ilmDGO8h3gMo4IIII6nIzg9waTSb241LUr++u5PMuLhxJI+MZY57dvpRRXDT/jHt1v8AdF6L9DoYulX4BRRXoI8J7l+JBmrKqPSiihkEwA20pUUUUmVHcryDisy6GaKKSKZy/iUY0skf89FrmtQ8QapqOmW+m3d5NNb28jyoJJGYlmxnJJ5xt49Mn1oorixPxntZc/3T9T//2Q==", 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", "info": {"video_id": "80249", "label": "pretending to put mouse next to keyboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "80249", "label": "pretending to put mouse next to keyboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5663f6d390581b3f2efdd45d628759a1ab7d54a53d7d3d57e8e4ea11a72e705f"} +{"episode": 8037, "episode_seed": 3025342256, "split": "train", "timestamp": "2025-10-13T02:53:27.491550", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3025342256, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a hot water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "90118", "label": "uncovering a hot water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "90118", "label": "uncovering a hot water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "90118", "label": "uncovering a hot water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f8857d1ae60e5bd418c634f2d10bf154a4ee3a53a70098e659ff09f553cd0c0c"} +{"episode": 8038, "episode_seed": 3637101653, "split": "train", "timestamp": "2025-10-13T02:53:28.943285", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3637101653, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying electric plug in brochure'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126771", "label": "burying electric plug in brochure", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "126771", "label": "burying electric plug in brochure", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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EH+3lyOkL/wBKxFy5wBnHetGwnlsLpbiBlWQDHIyCD1BpReo5K6segx3kcl9LaBW3xIrkkcHPpViuW8Na3FqGpX4laKOeQqyx7uSACMDPUD+tbmmXrX1u8jBcByoK9CK6zlkrGX41uhbeF7td4RpV8sHGcZ614RJe7mZW2qAeh6k5r1b4oX728VhAhyrFnkUdSARj9a8iisbi9vi4QgEk5PT8ayqPU2pKyuemfCp3mXV9ilQfKxjn+9Xo8832PT5p2JPloW+bqfT+lcL8OYEto9QSNvmzF9M/MK6zX5x9igh5/fyqMdyBz/hW9FXSRjU1mc9pFjqBu3MkMqWwmVt6EHzSF6Y64yT1rqNMt5Y3d5I9h5Gf72f/ANVXLWEQW6J3A5+tTAfKfWqm7ybFzu1jG8S6faan4avoLxQ0XltJz2IGQa+f9D0RrXxZbSJGohQlxvbAIAPf619Bzaxbpqb6ZMmQVCjIyGJHQ/pWb4gsIDbwrFEsXlbiioi9CAvfpU865WjTknCza3MbRQJJgznkcV1TtsiAU9axtIsdqckt+HIrTddsgVW4HY1kzVGnZx/ICcGrlV7YYiFWCcDNNCZUvnCxe9cH4pSW9uf3eGitQFfB5BPeuw1KX5TXNWFo19byTNgebMXPuPSunDOzcjz8fB1Iqmut/wACfw7oscUKTOMuec10VvAfNLnjB6U+3hEdqAvGeBSqDb20rsTwD1pzm5O46VKNOPLE5S9eC81a9WV8EFY0OM4Nb2lFhdbQo2Ec4Pcd6y9L0EzzPqAmdXkbcVbkH3HpXR2diLZ3ctksegHArCSfMdSkuSwzW7g2mhahcL96O3kYfUKa+TfDF9PpviqymWYwlpQkjZwNpOCD7V9fyIksbRyKGRgQynoQa+Y/Fnhzy/EpjsYvkNx5akdPvcVXQVPRnu4vYrOCK5kO9Uba2Oo961De2s0IuoZVbb+lcd4kuYbXRbUyRtBPvTKngk4wR7//AFq4+PxHIHkhRyFYlTipoSU6fMKo7zL2r6rJqOqzliSiMQh9qdaWltcWsttdI+2ZSQ6HaUx6MOQan0jSVn3XE5wp5wa0EtoN3JARQdxPZByf5Cs+bmkbWtE57xTMltZ2umQE7cCR8nnAGFB/nWHp1i93cIqqTk1o3SnVTLeNGxmuLjERz0QDGMflXT2FlHY2IKgDaOCe7HjP+fSu7nVKFlueP7KWIrOpLb+v+HIrFFgdoFHyjjp1I6n9D+Yrm9Sv7j/hMYZreGOaG1P2c7yRjIy23H8WT3/u11Ye3tLCa8DB1jQksM4IAyMfhiuT0lhciPdCzPEWunmzwHJI6d+9cU5tJvqezSgm7dDsI2WaOF4iWdwAhUYJz2Ip83hy2bUFuXVoJkZZZRC2EuApyNw+o+tT+FYneWZpQhIAdGXoA2cj9B+dZPxQ1FtN8E6xNG5WS4ZLKMg4PJ+bH4B6uE3a5nOOvKzD1X4g6NcamdCtreS/nmk8guoBiDHjPP3gD6VnaN4c0zSNXguhbKbyA/OSSV2njeo7Y/rXHfDSewt9cllu3iSfaBCZegGfm2/7XT9a9I1S1upNas7mzkjjBbbL5nQp3/SlCp+8UWroudL9y5J2e/3Gvf20r7biBzleRj+E9q1rcyma3B3L+4MjqDxuY1XtIp4YETaJMYRlz26ZB71ZaBzroyCqgjHGMqqY/LJror2Vo9jhw93eT6nJ/ZXgmaJ1wysRzU0aAE7ql1OXztRkcNxwDimwrnluB7158lZtHdF3WpYTkA9FqUJuBHRe/vSKygHIHSoJLnLEA8DqegFQy0TvMsS4UDI71A9wSCUOPUms+4uwnzdd3BrKkvHZiAdqjnHrUXuaKJduJEmw28goR86EggA9f5mtvQfGmo6TI8MkC3WnhyVA+VwM9Qf1wfzrlkLvCUjTPq3oKvW6+ZCqIPlUgE+tawbTFKCa1H+NvEEeu+IluLIlrZbVYsSJggkktwe4yKpW1zFbwRx7QEIIPHUnjP1pL232ykBRlySXP8I6VnOMW4aMElCBn0pSbbEopI9O+HGGl1PbhQPKGwdvvfrXS3I+2eJoIeqWybmHuef8K5z4axxol+6yMybYzhv4fvZ/rXS6AftNzeXxH+tc4+nauyhpC5yy+Ns12dvM46D/AD/X9KmqNEAYnvn/AOv/AFqvqdz9j0u5n7pGcfXoKTJUXKSiupx8c8Nx4n+0TTCKPzi28nGMdP5CrurXMLXsiq3mZCojYDjGMn5u3WsfQbzbNdzggtDEBt2Bidx68npxVJNTmu72SaSTcGkYgKuB1wOPoBWUU3G/dnp46yqKC+ykjpLW+WFgrZU9jWov75gwI5rGt4Rcph0961raz2INkjD2qjlNK3dosK/Q9DVtz8h9KoLvUAMc1O8uIfmH4igRiajPtLKelTaRaCK2QAdFzWbqrnefQ10dvFtgRRxnvWlJ6MwrLVMWQ/u0UcHGfxqpqtwyaO2f9Y5CD3zV1h5jMMcr096z9THm3thaDnL72/CqW5CRqWcIgtIowMYUVPQe1LUFWMzVtUj0v7MZfuyyFSR2461XvtF06/sXU2kRLHzEIGMtncCD9c/maxfG0wa8tLfPAQsfbJx/SumRHt9Otot5kKhVDqB+BrL2jTl5HZVoRjQpy6u55x8V3uUsbCOONmQSbnbGSvHHP+elcRoVhNNOrshO85wa9N8aagzTHTyivuAODyMZ6j34IrJ0iKFJPM4CIM9OhqKM0qKSMVG8rli5uFhtRCnykDBFZup3TRaOYk+/dHyx/ujlv6D8at3g+0zOf4c8Yp2oWyyS6cqjIj3Z/SrpfGmxV03TaXUjsLFUtoh5aq8KgZJ6E9f1rSuQh2QOyqmOcjPPp7cbqljiVFSMDG47j9BVKZZJJCTGA7uHG78AB9Pu/rWkpNkQikrIp64p+zWunIRvuJRuwMZAO4/rirVr4btLOAx2oNrGVw0ajKMe7Y9/1punQnUvF0jk7orJBHn1Y8n/AD7V1rQw3cLbG+YDBxx6j+hqWk9GWm46oh0WwXTLJpXlMrMu9nxgbQOAB9K434l6M+qeCMAnzLZ/tJHqTkH+ZrvrplOneWnVyseO4z1/QGuY8WyyXnhrV7azj86aEbSidWUEBwPUjk4qtFZISvJuR8+eDlgtvF9r9tChU3Ebum7HFe9aa0BvbcMRvmgLRI/R+mR+VeRaJot1ZePIJJrSZzaO00sapmRdoxgKerAkYHrXWLc2cusiXTiI4YYI2ARiQrkEnr/FgrnHfNZKX75Rt5mkpfu3FHoVp5KaokCW8kJOWOGymBz0os5s3bzTOdwjbguG6sTgH2A6e1Psbn7RYtqS7fPWAj5um73qlffuvtMokjYeS7lo+ACQEAI9RzW1So9ZPoY06aVoo5pZAMueWbmpY5VHzSMB6A1mG4CKCcsScD2pomEknlvnJPGD6VyN6m8UaNxehELFuOmBWfPePLGETAQEc029eARrErZBySQcn6e9UY5QsZXaAuegNTZmkUSLM0s67+x9OBU624uZCVUhAefcd6rRxNK42/dByxrZQKCQCAmcik9C7iSWyRbYIjlGHLD0psjpbRBEByD+dOlud8XlKAqoeT61AVLb40beH4Lf0Ht/OlrcXQjum+1QyySkRoANgxyxzUMUBRTngN/DWlbWJdl3AYXnBHWsGEXGoeMbrTH1W4tIv3nleWgbLKhYL7Dg8n096vWWxDsjvPCtz9h0XWpRw5WNF+p3AV3ehw/ZdMjXAycfnXiPgLU7zUppbO4nkl82WKQhuwUN/iK9uE/l29uAhbGSAPXGB/OvQpxtRS7mDV2zTjcOMgYBGfzrmfHd+LPQ1TODNIB+A5/wrft7iKZmKHhcjr+H9K80+KGqCS/tLKNvuRlj9Sf/AK1ZTTszTBpe3i3stTK0zT7bUrcyyPJ5zyEDY+Aq+4966ex0NLRAqKCtY/hqAiCLCgED867EOY0GUNTskjWtUdSbkS28nkrtZc+4qykkokBVcoaqwMszgfpW7FGiw9qRkVi6yYGMGmTMUTBJxUs5QrkdRXJeONSu7Hww9xZXDwzCaNQ6HnBJyKBD9QDljzle1dfbTxSQgxsCcdK8R1jU72LRor+01/UpQ1x5GZ0VFmIXLNH32g8HPqPoPRbKV/JV4WbHo3HNbUYcyZz15WsdOoYyAYNUoCLjxLMw6QIFH1q7GZIbISSP8wGSD0rL8NsZmuLo8+a5IPtVW0YoanRUUgOeaWsyjgNbb7d4xEAUOFZI9pOMgcn+tbWs6hY6LYwRzXRSNW/dkt80eOn4VxrajMfEsl3bKskyzNIFY8MoPI/KsDxDfN4p1a4uLdnFvDxGsg5GT0/Oua3NGXmetjouMacOiQ5NVm1bVbi5uZkdA22N1GAVB61PNPNEWkteYj99R3FU7HTGijkMw8vCgqqiuos7WDyjJjCeT098Uox5VZHEhkMsLeSJEcEDIyMZrRW3AnUg7lySPxxXFW+oy3fjCXS7rVru1tvN2RtHLGixcDOS4xjGeOpOKfpGp6nBrOo29xNcyC2l8tUuMb0GSOQOM8DPb0ranBt6GdSStqdvdAJC2ScyfL9Bjn9M1TM0cETXEgx9njZ3OeO/A/HP5UJqMV2FV2KOMdOnXPI/Cs/XGRbGGxhdWa9mCZU5yowSf5fnVcrvZkx12NXwpC1pob303+tmLTN9TWzphKSOm35idjfNnAQDJ/FmNJtS10iGMAeWuGcf7Kjd/QVZ0+3kjUGUEssaruP8RPzN+p/SolqypMtStHFGZpANsYLEn0Ayf0Bryvwxq11LrsiA5+0u8+ST8rcsTxzgjj8q7zxheCy8LXrg4aRBCv1c4/lurg/A1kLzWZnS8ltbiGEtA0IBcknBwDwQATkVjUbc4xR6eBpRWEq1Zen9fejo9Vt5X1eC8eGW0NtbNGZIsMbYs4bDr/GmOp68k8da8706eXVtW1W8HlbXlZV8r7hAIUbf9nAGK7ebUGihvb4mOaGN28vyVMbIo/dq65PzoT94fzqtY+F9NSMf2Jci3kX5ZbW4JAD98MeRz2NKhNSxE5P0POnBqJ0OlmSy0KJ49waWcAlR/CBz/KqGuPLFo85mXZJMETOAM8FuPxIH1qPxjcXei+FrQWx8u4hKkyjHyljggH3z6dK4vxL/AMJLp2kaPc6hqN6XuZJGaF14gA2lATjhiDnHb8DW2Ju6ckupNHSSbFb5bUsCdxGCaS0Y4yQCTznuKKKxNVsF5GqyLjPDEdaakSs2DnoKKKa2LRbhULkDgD/CnxzPKdjHgMQCOuKKKze4x87kyCHACgBj6k+9WreNdjHHQUUUSGti/bAblHrXnusahNpPjC7vLbZ5sUrbdwyOU2nj6E0UVpTMpm58K0X+1rs/3YlA/PFeu3sskcsKq5AMqj8KKK9KH8KP9dSYbhLM8MtztPIIAz9K8z1M/wBoeKZ/tHzbcAfTFFFZy2Ip/G/Q7LSoI44VCDGK3I1DJhucCiisepa2LNrGgOQOa0x/qyMdqKKQGPcMVkYAnFcl48OfCUue08X8zRRS6gzzTXfED6rBDG+n2MBiVUjeBXUqg/hALEAc56da9ugbF3bjjDEAiiit6W5z1fhNjXHaLR7hk4IQ/wAqp+Hzs0OPbx8tFFWvgCkbyfdqK8cx2M7r95Y2I/KiisivtHgRv54NRQowywZSSK1dHUbI+OWYkn16UUVhD+GermH+8P0R0siLiQlQSFx+tV5FAm2jIGOgoopHEed6tqx0vxPq0f2Kyu4pZg5S6h3gMo4IIII68jOD3Bq/4dubjUb681C5mZriaRGlIwAxbdnj+XpRRWsHZoyavc7vQoI2vJpSuXjUbT6ZrMmPn+OFR/uxRFkA4wSxGf0FFFdFX4jOgdrGongkgbhDszjuCwyK0LWRprZXc5Ylv0Yj+lFFcrLqHF/EyV10yyiB+V7glh9F4/maqeBNHtL7R7q9kDpd2t0rxTRttZcKDj6H0oorB61j26TayzTv+pj22q3J1610Nyj2cv2ST5lyyFwGfafQkZP1p2s6hcm906cSbZnnnt5JFABkVHUDd2J5PaiivNelVW7/AKHNQSdeKZtfEdANKucZGyW2xg9gW4/TNeU3+u6jqEFrYXV1LLBbq8yB3ZjuYDOcnnGOPTJ9aKK9ir8J50Nz/9k=", 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", "info": {"video_id": "126771", "label": "burying electric plug in brochure", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0f40541cd1cdf9f32625b6d55ed1e76e5c8cf8ff45e629c19420f7c037f74a50"} +{"episode": 8039, "episode_seed": 2304923135, "split": "train", "timestamp": "2025-10-13T02:53:31.860295", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2304923135, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick yellow flower up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9168", "label": "pretending to pick yellow flower up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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aTF0dCQYwo3Z9OlZCxRiS4lLrIsg2RxBSSrAY/THA96tx+YY8RR5LjYsf4kcmqV/MthfrZSSAbkV5VAIyPTP4V5GR1VCvKDe6/I3zWmuVSRJFDLPeRQsqxoVMg+bLMOpHv0zn8KuLOjhUCsBcRkbH46ZxjJzk84+tRw2qXDm6FwrAcbFbaFU9vYnJ5GMVPGGdpXiR3JkZA0nrjnr19BX1aZ4VihLF9nnBB8yLYSFkXDc4A5HQ8D8qJ0NrNCz3CyTP91MlvLUds4wexx7VNIkD53FtzkqGLjIwOTnv07Y61TX/AEO3ZbZ9oB/eOzF9hJ6DjjrWyJZLEiXLplo1WOBA7RhVOd3oep6DFEt4ihIwdyoj+aBgjcTgDHcDNJAz317FJD5QMirlc5EjqByDjjjHsD9abMDbysDIP9YH3cY3en545rEZHqMOzzZU8kIqYbna27p29euPxquwlFwoj2tEylCM85/ujHfp+dWb+RpbmZJEJkLAI38TnjPTtio+BJEQ4jRGXAwBnJyD74PBz6CldpXQ93qbUkTRHLjcQuQOmCOKPs0U1jd2W3E9xGAzDjAIxUt5L8jfKHTOdx5wB71hayZEsMur+aE2+avGCcYz+Yr89pRlVkktG2fVya9m79jnLSJomESTM5JK7kbnHsPetSb7VFco0161wq7JRujBHQcjpyAcHjtWfpkc0PluIlExXcASSrYPfFdDYw7ZUWRSx3ZPlHJUtzjvnjr0FfoMY2R8rzahFHPfqpjlVw7lowBtIAHOOfpWZIplhICMghAZSc4yTkAjp3xkcc1qTqLudrVYvLlkX5FRTgcdzjjII/I1kzXSyB8mICLD/IuDtAXpkjjgnn0raBD1NDTBvtLqUtbyvIIlBRsMCD82emTj+la7K2nrNvZvMSNvLUqAd+eFxnt1/Q1jac6yW0pALTM0UkTOoUEgHdkdSDyfbitWe1ZIbeSSNCgJIxhvMB6sv5/5xUy3BEM8MV1bTOkSSyjAI5GSByD+Y6DjFUXSWP7RiM+ZCcBTg4wMkAjj6+taDzbdPVWiEgab/lmuDuP+12647VTjRBLI0ZDOXKxseME8A8euCM9OakZo6aZp4JHKkNhMhmzjA9vb+dTmCKfEbgiEbXcnjOTnH60/SCyaaytgr5pyuMYyBn9ajllB85QpELKSepwQeAPbj9K+GzKUpYyp01/yPpMBdUIowPFVtPHrUU1swFs0QRBjoV6/zpkN5fizMiwQTQoVBMhKsoycDHTnFUNTu573UhC9xJJDEmI3HQc5INaVqd0aJ5LLGinzG42sCTt5Hvx9a+pyynOGFgpPW3/DHiYppVpWJrKdpY44mty8hkYOryBiAep9DwOPpUcjtH80hCgIdo2cjcepHoSCOPXpWgLa1gRJUz55+XK5GBnBDe+M/UZqpcysGT7SZZo12LEwxwoBPB9c+vrXpwOZu5QkE+2VSjs6EHzV4G0k4zjtj056Vd0GcIzxlAVkUlSAMq2Ox9T0qorFZ/MO0ypJ8+2TBOeqlR2wenfPHaq2nXSRweVKCsikghh0rLENpxaOvCQVRTgzqjLNc34McJ2zFECfdwq9+vPTv/8AqytQKiVnMz72lXMbLgJ0yc9uR2+tXYQBLFhSUVsZXomcnB/lmsia7Ekhjd43eN2bjgKoyNuT9c4rNu5glYIIZJL+IRvhZ9oVCuOfx6dCfyrpDC0LN8+Swzl+xPHH4ZrnI2RbyCaV227gd2TjaMYIP04xW+0rmBCjg27DcHHTBHGK+bztyc4LpY9jLErSsX5Vt59PudNkKoJF+d2bkjGSR61yFhCAVjhkdsg5aNju46YI49/wrV1yOX7C8YTLABPMB6H1PtWfpyTxFDEkfn+WHI5ZSMY5xW2Q0LU5TvuznzNpTSRclNzaX25757lY3Em54wSePvA9R2HSryRz3kKMkgfO+RAPlZVA5785xUljCsbojAyBSctFz6k49ffP9KjuFF3JJbCMRzFSwVVOFGB3A9h+Rr6KKsea3czpQXgyqsogCldxOGPJAIIwDg49Khm3riYmIrLghomB3EDnPvUkt2JA8mY1ETB8oDnb8uOM8gdfwqreO/lJ5ZBjc78hduTtGT+dXW/hsvDfxURXE53Lzz/Oqs8u5KLmUOU9cVW3E5Bz7V5x7CZQ1VPtVrHHzlI+PzNS+EbK1uB5sjq8jMyrGW54wB1/E1bMatFnBJXnHqKz9EaGO5ltYyVuVd5Y2HRlyM/pxWOK5nQkoipxiq0Zs9KtnNuC+WMyBRhvbgn+dZWv3Wn3N5DNy84U7ztwVHYe1T2L7kIaT9/jAJGdwJJOB6f0rLuraX+15nkcBlUgqoyGxjH0Jz+leJlVBSxl29Un/l9xtmUkqPqW00+2msw08atcN/qmDbSTnkce3T6VYs4HBSF1nFuzbvNLHIHpnr1xx70trCyrGzzOd2PKizkBmHOSMEcc49q05nki05pG2LHltzKRubBH6jk19eopHz/M7GfdDafNgkSSZ1Z3Uj5lycYIIxg5P9KqOkazMBO8UTKEd4l3KGOOeDwMD0z1qzqEj2sUVywkhkmQO0aEHAVgf68dqpF2M0keJCxjMhkDbMHjcSMDByO3Y1vHYhkiu8twI5SkMuf3wb5Qwz1x2HAH5VJ5j7HiiiYzHEXnZBXK5zj/AD2qJHiu52WXLq7nasY+bDZ4HtxzUtgjwNsWUl0fDRg9VwMgZ/iB64/rWIylIImuJJJkxKufmPHmYAwAeoPXmtB7SCOG3Cu+HZmO07liH90+p569OapFpYHaaF4pYVJZt6hc98j26VetALh0huM8qSqouFPHQH0xzz6VSQmxsNytr4bWSXcyeaVk+XJClsdPXJFUtR1OIafJb26lpGkAJb+5xwPxwKvahYiVyomkjjcjYNmCQMbSc8Z9vamW2kIkYKBprgsDnfja4B4x7/pXkxyemqzqzd/euvzO76/L2SprtYoWdpvmKRDymVvKByAWI6gZrSUPCJo7ZG+0xy+ZuV9uTgE88Y7/AFxRbvE2/wDcSNMUK4GTscdTx6nHU8D8qkbKwNNO6bm2K8cQ8wgjIIH9fTmvWZwIo75DAXhkcXAHlyswycZOdx/EdPeqN3apbg+TI21FCys0Y2gYwpz6EkgH8Ota8jyQXbj7KjvIoChSwZZMH06jjH0qtbyTsrpPME88fckA27cg8Y4xg/hyauIyHSnUyzxu6v8AukVHjACgEEbWP55zWy5ZEjN75pWXBAjBY8HJAA6cHp/Os2xW3Ms0CKhDEI8TcBQR8p6+o6/yq6sP+lxyQ3J2SrtMhA+ViDwAevIHI9qmW4LYrXcokjIdTFE7kp5fB6e3r61PZ2Ak3Dz2Eduh8wkbk2kZ+UdznnHanX3nOsDBIw4G0wDK/NnoPb3qG2uBGFzarBhfmbJweuQPwNJAyXSgU1O2RZFMUkTu+M5PbJHTPBqdby2kumZrhUBl8uVQ33SufypZbQxRJNFNHJcHGG34C/LyQRxg9PqKyk0ue5u3eSRPLdvNdkGd2Tg/oeMV4+Nyj6ziPaN2TS27nfhsd7GnypXZQkMN3e3U6BoxJJ5aoP4h/wDqANbFtbshhM+Y4lkA+RT83BAB9Tx196bHaQwMIclWQearumCQepJz1A/l7VdYCQG1tQ88ceyRWboPm5BPIBPpmvVp01TgoLZKxxTm5ycn1Kkki3W+xfywigjKxhS3zZByeCOTz7VSureW/UMY4IUiAjjVW2qcNk4OOR/Q1p3oWRXJDSvA5AWNw20fdwe3Tt71VvLmF7gQ26rMH+fdN8ue/bgN8vXPrWsRIyI2KF7ryGXf5f74yD92M8ZOD6gfWtm5trKS9kub5WjuV4zs4ZgMg4zyDj8yahvbGKe9aUK0Qmff5RbCkDJJxkfl2NWoJobm0EbBfmQbWkOCu1hwg6k4H8qVWw4Nq7RBctdXWwyeWkMeZT5eepxwSe/AP0+lZUcjEr5kSGTK8sCykZ5Le/er9uIwu1Vky0WGQcPIOzqBwWx19MGs1PNjbfb3RCu3lhcb9uW7dc9Cfaud7lrYvXdtbqirAjbBBgSbsMzHPBz05z2qzBdx6foVgjq8iriKQDG7oeuemMVPpduslwUuIJndMcZz7kA+vTFM1DRN1xmSSeOZxuB4AB56H/PeubFYKOKjFSeidzahiXQk2upBcaoLmKCytk+9MQ+4dRk4/wAfwq1aQi4mzCBDlyEXcAWA9fyp9vpUcVv/AKJEHkAZlJcgg4GVxxx1P6VPBIkkEggt3eVk+QglgjdMZyBjPOfetcNhoYaHJDbczr1pVZc0iXMkUTJaxv50EjNuV8Fgep574PTvUBLtbg28hEjARTMRnPUfMfXPHHqatv8Au4/Nd0czSL8kS7+cEYz/AHc4+aomma2nnC2ys7DMe0kEOBk5A4I/wrpiZGRd2yQlkikVkxskLxcAgYXn35+uPWqtwWkuCsjRkoqj9393btGOcnJ9fStqAzTQy285VhMBmKVQuADwFxx0Ix6Vl3kcCECFlDF2yg4K9MZzz37067/ds1w/8Zf10MSRSrDk8dqYynOenNXZ1wX6VUZspk9c5zXnJ3PYtYajNG/Si205ItSS+g2pKqldhHDZOTUbuD9D1q3azqAATkr+tOSTi0+pNtS1Bqk9k65hUlHLJnPPB4P51Z057m4gaWQ7vOlJLMOQvUn1HP8AKqrOJryxXhszAkH0/wAitmPEc6Iio6zJlYgoypB6/icCnhcPTpycoqzZy46UpRV2XoY44IFuYiDIJAdrL0yeTz9f0pJVaC7EzbCHyuEHMZYdDng8jrVp45pWeS6PkxND8yoP7vO8kYCgemOcYpJi8sdyVLIjMdjswYv0OQOwx2ruPNKb2ifvZZIpZFP3ERydqdTg98dCP8KzJ0lszLFLNPHOI+EBJ3gnIG7HGRjn25rUu1urooZgEhQZkCHyycHbvwBjPI6+lMuZ4TbrJO7uON42/OijGcd8den6ito7ClsZ2xXVl8uUx4BYxDLZB+UZzyDkdPSrXlRmOGFXLYfzpCT84UjGfoD/ACpYXdrSGQkJCgzExYEyOezd8YzjPOPpUO8Km9wESRduCfmI9M9h7n1rHoUtyJJLcTv58ssnmthnKA7iOnI9TV+a8lKosIYmI+XHjG9+hO4YyeQPpzWZPbSW8bwwBQjjAwegIwoY9Mlu30rTCP5iEMJJI4Szxhh8jD+IEdVyegNUiWaMFxc3EBS6kXAclvMXuen4cmqYhmZGlSUQ4ZVZw2OWzg+u3CnpUkMR+yC3nkhdyCS56FSBg+59uvNUkgZLTzynzu4CqWznHXI6qOn5VTZNifT5Y7a6W0tGec7goJH3pCvTJ7ZPWpJkFrf4lZJZiDAgVyBHyWwfQ5weOtQ2jMlylxOUMcjZmBOAcHJAHY/Q0rzTskscfl+Tc7THL5eWTknAz78ZHpUjKJcGzK+a0Mh27C5wW28sGP8A9fsajjuFv5MowPlkBWAxweBuz/CDkewHfihfK8o2Muxt0TGPjAQkep9z7+1c9Y2ss3i+50c6nc2tsySKuxQ5d1TdtJHAHB5PYY6mrQXOi0yMRwSNKm/yn2qCCN4U5xnqTyePata0hWRiZLn7THCGUxYA2lgflGRwOgx+tct8Or+6uRqMs7T3cuIzHuBYR5DDeT2A461112m5mtXBmZRg7eA4BPze3PrUvcaM6ZZVitjPMqnG4hlbd8v3lyO3pmrVt9mSORl2XDXQC4Tkq2Dzwc8entUF5C0sxvCzuvAk5wiAdDnvngetMshLLDdMsCpjDxhlIU5XLBSOnT8jSQPc0bHU90gg8mCVASuNuN3GQB6D/GluIfLeMRxlWyXRVbOW/ujvnkUlsZBMkYRvs0a8uw27X5OCPqQBmmTJcfb4kR54y5VwOSRgnJ9QO+atvQmwyWO4d45rxohbwtsVCCN5LHOATnjHOaszK9xaA2sZTEeDKgz5ZOPmHIyQOM9qz5szSFdhaWN2k80/Nznt+ue/NX55vL020AR/KRy7QBsGIFgMrxnkbuKm4ypLJF5yxwlfLcK+0rgli2Cc9wMHn2qsz+X5tvMi48zy0MZGCMkq3vk5z7cU+Vgl4ZI7fZZqCUTcG2ox6nPII/pXN+Kbaay09721uT5UKwrGdxyd390kcgYGceoqkNM0riOSTyYHywYYUoSQJAc9+e2MeuaZ5IuUGO3T2rG1edk0a11TTtcvps3TWym5hVFmOwF3hHXaDgHd3IIOcgbSPsUAHqK5cU9jtwKT5k/Ip3KXQGWYkBdg7YGc8U+wljUBJg7r1AB6HPX2qS9nxFsAz70/wzaLf3c7zKWihGcZ4JNc6kzslRg9LGst3dzzxPHvM/RdpPyICQAQfQZ/A1qx3TtYoJ5woVSqCQg4Yd+vPasy4tSrXARgqfKodm/1QJAyB/XtViRS1m0TSIzpGdxAzuYHIK+vp7YrrhLQ8upDlk0K1uXgJWcW6MzRkb8Ybbk7lHPOQBVjS5VNz9jsBJIpZ0h3jBbpknPtn9KopC1tBDLFGvnMxkVd24Ads+nIPX196s6e628ySzlWgZRI/PUgYBA7HOOlFyCSQrBPICwmuJIjGrRuRt2A4AHY5J4HrVVpM24KSlXyGCtwXjAw2fQ8jv396ldrn7NLbYiwxDpOI+SoX7o7jIyc+9U2SOe2ksGKPMkOISOigkcZbHf8efargIckw1B90RVmHyKUXIfI+UnPT2PsM1i3TBI4ZflycpuBzuAxhvyP6VSs2CeNbnQrnVb22sppRGkySRxBSMEly/HHPA5JxjrVMT3x1PULS9uLqQ287oqXWA6cnOQvAJwM44pV/wCGzbDfxl/XQnnuAVOep61X3FlxRLgqfbpURSVxH5eFErbFZzgZ69fbmuGMb7HpzqKKuyJmJJA5PTAq1a2twyLImxt4yAH5A9/Ss6JI2gdpC7ySvuxswYyMD8RxzityFxbzktIWmK7VVRtDLjGV9Mc8etdEaa6nDLEyvoQWj+XqcQnmWFgwQ7gTszwTj2GTXU2620AEkUJkleUIHAwiAMckfUEe4zXP2VpHcatG7yrtKhzvX75HQADkdq6OG2ct5MhxGQwSNuRnrz74/LFWopbGM6kp6s2Siz2EbXMmM5j8kjceOu8Hsf61UllkmnhHlhJGRowAMMoDenfjHPbFSec1xFHZxTN9rhBkyByxyG2kHngAVWu3drtrqW4drkgucAE7unHcDj9SKuJkyvPqcFvO8lu7r57eYEIyUHQqc+2QBzT5rZkkgCbtyvs253fK2Mnk/KD2yeq+9ZniiTGif2nbv9nuSI4o9r4IOTuHIweOOOnFYeu2Gv6Roek3V/d3Qnui4lh24EKqFKBjj7xDZx/UGtUJs6GeQxWqSRYjaMHbtH19alMcU2l7GiT5ndc4yQMZwM+9FFZFInysj3TvGjLJEMoR8o25IwP89aj0e5eecKyoC+8bgOV+lFFUSy7fxpY6ZcNAgRkQyAjjLBlGTj2Y/pVc2whW9VJZNqYUDd14JyfeiijoAhUT2TMwwEhRmUdJCzYJb1+6KXzNjwxhV8p3kBjI+UcZyPTFFFICDUG+yiEQqqBSm3A6ZZRXn82oTaT4pe+tAiyeY3ykZX5lKnj6GiitCTqfhynlrqzI7qVWFFKtjaMNXXaXEt8YUkBRHWSMiM7eFIAP15oopMZUmjFpYPJEWLHUFXDHIAG04x6c1PeWUUOoC1BcwyySFlZunPb06k0UUkOW5aePzb2Ys7/u44yRuOHzgfMOhxk1kXN3NbzM8b4KHZ9QWIOT16fzoooAs2x86W8Y4X7PD5iBRgEkEEH24B/CobRiI1vMks6OCh5UAKCAB9eaKKQFiexhmvHhk3GPys7c9zuNcp4xd4NChRHbYrq20nIbsM/SiiqWwupzuseIP7bWOGXS9PtzAkUcT26upRP7oBcqBzngdea6QscjmiiuXFdDvwH2vkVL2Vjxmt7wWP8AiW3r/wARkAP5UUVzx2O97mpBm71O4tXJCeXnK9eMcfTk1HeIqJbwxqI1eaKM7OMByQ2B07CiiuqGyPKr/wARjPLMWmzOkkgxKcDdwuCMYqzKiSZLIvlpLEnlD7hyNxJHrk5ooqzEkg/esLNxuh+zNgH+H5gOP++jUV3ttruJY0UFZfLDY5wWI6+tFFVEmR55ean/AGR4m1Cx+w2V7ayy7zHexeZhlyQQcg9+RnB7g1Hb39zqGqajdXMm+eWQO7YAyTn0oopV/wCGzXD/AMVGlaQpJDLK+Sysqgdu/wDhVe+maJUCYHlKJE/2WL8kehoorKmtDSu3zMW0txdol1JJIJGVuFOAOR0/M/nWtbwo6IeQ7wl2YHJLA4B54oorRGJNpFpBcLDJJGC0peRsHAG0KQBjtya2lJjv54E+VJUQNjr0zwe1FFAi60SQvMiLhEdto9ATtxnr0pkU7ukJbBk+zE+Zj5jtbHX8TRRTW4PY5LxJK1xpdxFIFIjnyhxyuDjg1zVzrmpX+lQabdXk80EDu6mSVmYliOpJ5xjj0yfWiitTM//Z", 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", 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", "info": {"video_id": "9168", "label": "pretending to pick yellow flower up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "9168", "label": "pretending to pick yellow flower up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b74ff7bafce3a6a4fcbdbd47b5ae2e95740f7ad09b6431a540a6a92c1167f5e1"} +{"episode": 8040, "episode_seed": 3611545256, "split": "train", "timestamp": "2025-10-13T02:53:34.120335", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3611545256, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take tissue from box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40855", "label": "pretending to take tissue from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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I4FcteQOgYgDO3DcV6JfShWLlQfUVx97O0fnBAMSDBU8124VNHHWabPMdai8q/cg5DKG+hxWNJzntXS69Fi4jcd1IrnplHcYrnxCtVZtSd4I5LqwPqK1rCPy8SYG48jPpWYE3Mi+px+ddAiAgEdu1KrKyNKcbs67SL9S6ss21/QKB/KuytLqJDGzDcXGWYdj6c15hYJh/ug+1dppU4RApZkHo/K16llKKkcWzaPQJNc03SNJOoTec0SMqskagsNxwCOafYePvDMr7zevA+eDPEy/njIBri9YnEOjlpDsRZonJHIADjJFY+qTaPqOmPLaSWsFwhL8hg8gx933+vfrWSw9OS965p7SS2PdbnfJBuQF88gqc5FcrqxdUIIZQecEYq3bXT3MaRowwEB3E9BiqGqX0wUQy5VkQEe4rClT5ZWCpNtXOQ1AB8+tcLqcYS9lBHBOfzruL+6DEkhT+FcVrU6veHAAAUDjua1xUf3ZGHfvnK6wuJIfQ7v6VU0+LzZjnooyfr2q1qjB2jx2zTdLAPm4PO4fjXE7xhqdStKSNa0ke3cOnB6V2Wi6rIJY3ePcV6HGR+VcemMbugHXPauh0yPAV1OPTBrqwUk6bTM8QrTTPQNMv5YCHjmLp3yeR9QaTWPE/iH+3JY9KliMKW8bvbvGpDMS2SMjjp3I/OsuyuMACQbgP414IrO1i9vLLWGltFjkSSGMMTnsWx9OufwrfkTldpMzTdjtvDPjjUdR13+yNXsIoJFiZmdMqwwBjKnI710d8Yp5AElwx4AZf8K8u0HVVuPEy3Rsfs8gt3V2Dlt+SuOvpzXcrNDLaLI0pQ7sFuy+1ctelFSulY0jJtWvcxNat3SRgCpI9DXI3ancQQRng8Vu6jeeYuc5wcZ9a565uCuTk8c1tCFjGUjm58KWU9uK4o9j9a666mYlmbqTkn3rllUNLGD0LiuKmrXfQ6pO+hqWsJiQA/ePJrqNK1FFIDxAH+8orBjGeD96tKwjJk+XOfatcFO82mLERtFM9FsNRaRY2gIIVQGUnJPvzW7f+KLiw0ZJ7K3gku/OjjAkX5WDHBB5GPrXGadKyBd6hwO44NW9YnI0pZoh53lzxybTwThuhrsnCLaujCMmjdt/ihc2hVNS0Rl3HAaKQr+W4cj8a768kikh+WZQevzAivDb/AF1NS08QXdrcLMrboyr5QMT1P5mvTre7S6Z1MhUBc4xya58RQgrSUbGkJy2vci1iCVUBwCGGRtYGuJv8hiGBBFdJq1yVdoTKJMKCCDmuVurgnJyaqlDQym9Tmb9dt1IexOa5jXVG6HGOQ39K6TU7gvcsx5wNoxXL6rJ5jR89M/0rl5H7RtdDoUlyJPqV9PjBDOevQVqxKyspBPB7VnafhoTt6qxrSD+XHuYE4IzilGVqy9S3G9JnWaLcuCF80Ef3XFdvp07QOjJlCSDjPH4GvOrLULOJlWSQKSP4hxXXaVfxSALFKkin+DdnP0r0pK5xLQgt9DttSNxcmWWK5aec5jXcW+dsZH4dsdDntXa/Du+urbQbmC9aUyJdspWYlivyrxz2rgJNBvZNSmltUuRI7sw8pskAknoDn9K6LwtNcWFlMJ3kdzcF3MgOc4HUHnt1p1Pfhy3uUtHex3t3dQPFIssKhzjbjiuO1HyyTjcp+ua1tX1tZowiBW5DbscqcdB7VzF9c5YtngilQg0rtGVV9jnfEATyo23/ADbiMY9q5iQj0rZ1uYyOqg/dBNcxPORKRnkVzV6Tq13GJvTqKnSUmYGfLdH7KwNdFCA6h0OQR+dcuT2rR0zURbMIps+UTwR/D/8AWrlqwbV0dNOaUtToILprSclkBjIyDjvWtaeJoV4eF1HtyKpRbZFDDByMhh0NTi3ik4eJCfXFXRzBQiozjt5iqYVyd4s6SLV9O1Gze1+2LDux8snA69s0n/CPW89u0kV3ayNuwE5Un6EZrnTpkD/d3L9D0pE0+SFgYpfpg4/lXVDG0JbSa+Ri8PWj0ueo2dzcQSgxxlz5ZbY3BK/1H0rJutSeWXc8me2CentXNm+1OK2XNxP+7GF3ZOPoag+3yyWfnTXEBnacR+U+VY56Nnofc1rTlCTummZTjJaNF29uNrMM/nXK38m7zZD7mtXUxcW6zNJCdkUgiZ45ARuP6/pWbounpr3iJ9Lur+W1R45THsj3lnVCwX2HBOT6e9ZYqXMkkOirNtnK3MvzLketNsrpbe5JPEb8H296gd2dRuOairKracmaU7xijs40WVexDDH1pVtrpEVIZgu3oASDXP6XqrWjCKYloP1WuugKyxqysCCMhh3rhVSrhpe7sdfLCstRINR1iyIOS4HqM/yrUj8VW8u0X2mo0i/xLj+R5H4Gq6HGOKe9ukgwyBvXNbxzP/n5D7tDN4L+WRvWWqaNdXwe3xaFl2ESlimPxzj8DV6a7jNl+7ugx3HdETnPoQe9ctaaarS/u2C/7wyKq6jYTRSAqyY77SRW0MXQk92vUznQqpdzaluVIYZx9axrqUMpUNz9afNdW3n3TA3VtGkIMKMPN3P3GeuPx9fpWXrcrQblt7qOcBUYyRDGCf4a6faRcHKLOfkkpJMz9ScpgepNc2zjgjhgciu08RaXYReG4NU0/U724BujbA3MCxrcEJud4gOdqnCnd6j3A4dutcsfgUexu/ibOls5UuYVdfoR6GraxTxTNJCeWGCCcVy1peSWc29OQfvKehrrrC5ivIA8Zyvde6muSTnQlzx2OiPLVXLIkh1HVrX7wLj3XP8AKta28UwyIYtQs2IP8SHn8QcVWQbR6jqKl8mOVfmQN9R1NbrM/wCeH3EPBfyyNSK/8P3MAVWmhm3cMx4x9CD/ADrpLe4CsHiu4ULR7lZWypJ7Z/hPsa4E6dESCgK57CrZ0+dLUsm0+6tg1qsZQn1a9SHh6sd9TcuLrEhySGBwe9ZN1OATg5+hqok6x2sEcklwkxnw8nDoIz3x1BHp9ajvZIzEZIbuCcfaDEiFSrlf72DXZTnCXws5Zwkt0Zl8xCO59Ca5i8fBXIz1rrtDt7LVvFA0nVr24tredtiyxyxRrH6ljJxjGeByTgd65XXLV7DWLyxdJ0+zTvEEuABIoBwN2MjOOuCRXHTl7kr9TecffjboVLe4NvNvAO09V9q6K3aK4iDKQyEY4/ka5bt9Ks2d5JZy705U/eU9DWNWlzK63NKdTl0ex1C2EDHlSpPQqanTTGX5opSCPX/61FhdQ3sAkiOR3U9Qa0YuOe3euaOLr03ZSfzOh0KU9bCQ6hrlkVKXUjBemW3Y/PmtrT/FF5saO5t0kc4xJkq6/TtVFMMfr+VXbSOEvh0VvrW8czk9JxT/AAM3gor4Wy/Lrj6lctstZFlVC7+UmRgdyB0/Cs+fUUliBEyHPQnjNNnjW3nMlrJJCxUruR8EA8Hmqv2y8giih3QzxRQvDGssYbAbrz1zXZSzCls1Y5amEn6mbdv5zkkjOMetcxdFhcSDPIY1s6ivkacBE5DLgBh3o8TeEtS8P6DpGp3jTi4vjJ50LRkeQAEKBj/eIbOO3TqDU0qydWU+jCpT/dqPVHFtRRRUlM3PDt1L9pNsTmLaWAPY+1dWn3R+NFFedidKh20PgLMXAYelTxAHBx6UUVzM3NBnYWhGePSseeNHO1lBBY0UVaIZmNDGCAFwu4ttB4yO+PWsdNVudG1k6ja7PtELNt3rkfMpU5H0Y0UV10ZSb1ZzVEktDClUADHpUI+9+FFFdSMXsJW94bu5lu/s27MRUtg9iPSiis66/dsdH40dgnBYfWpR1xnoTRRXks9IsxuwYEHFQ3bEkkmiinEmRQb5uD6msvVTizx2JBxRRW9P4kZT2IvEHil9fgtYpdJ021MCLHHJapIpSNQcIAXKhecnA5PNcm/U0UV6SOPoIe30qzZXc1ncrJC2CSAR2I96KKJK61FHRneoeFqcEjIHQ5oorxWemSqSAfbvVrzG+zgZ70UURCRmSMc9jxn9arSAISQOcgfgaKK2W5mzKGuto91eRnTtOv4pJAxjvoPMAZM7SCCCOpyM4PcGsPV7+51TUJtQvJPMublzLK+MZY89B0HtRRXpQ2RxS3M/1ooorQhliyuprS4EkLYPQjsR6GvQYyfLz3oorgxi1R1YZ6MlQkEkcc/1q/GSBketFFcXU6mRTk5Bz1NVZQBu+maKK0IMjWOLJj3Eiis3UPEeq6lpdtpl5ezT21vK8qCSRmJZsdSTzjbx6ZPrRRXbR+E5au5//9k=", "info": {"video_id": "40855", "label": "pretending to take tissue from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a0f8dd2a1c71e050c8a0b90b157752f6be584a4a640a2b1c16c57bff2bfb5d6a"} +{"episode": 8041, "episode_seed": 2899757271, "split": "train", "timestamp": "2025-10-13T02:53:35.375446", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2899757271, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put vessel next to cucumber'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "190569", "label": "pretending to put vessel next to cucumber", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "190569", "label": "pretending to put vessel next to cucumber", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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QGw1a4tGG0I5wPQHmui8NvcJaOtxIjkSNtKjHy54B98VH8R7QW/iO3vUUBLtN349/1zUWiT8lc+9cdH3ZOJpR1hbsb88oGOea4jxHqPnzi1jJ2KfnIPU+n4Vua7qYsbRjkea3CD+tcQZPMTIBLZPJ7+9dDkXYiYYIAwcDNc7f3bQ3VwoUbCuG/pXQyZBBGff3rmdekZZJFWPKMoLNjoaUdxxSbsy54Xk3z3DD+MIf51614S04tIJmU/7NeTfDyyl1DVHgT7q4LH0Hevo/RdNFsill2kDgegrRQ964pVNDSgh2IM9e5qwuB+NGPwpgfc2BWkjFK55t8QrAWepQ3ka4V+v0P/181i2F7Hb3tusjhTM+xPc4Jx+lej+NLBdS8KXO3Bkg+cH2P/1wPzry3SpQxiZgDtYEZ5xXnqPs6lh0NG4nclsLkVw3iiWfT7+3uIZhiVnkkQnH3R/hkV2Hm5iBz2rhPHdzCNMdfKMlwGTay9Rz0/Gups6Ka1Oe1zT1gnFwOVlXf9M0abKHhVSeA3SptXffplpJ0JhXcp7HFYuk3O25ERBIc7ePU9Kg0qq6OiI3YGcMDWlfwCy128tEGFR/lHsQCP51mXEbQuUkBEinDA+o7V0hspdR8ZyMykxmON5G+g/xq4xvF/I5ou0jpPCFgyfviDuPAHrXfxQ7FweSep9TVDRdOFrFuZdrYxj0rWPHPYVtGPLGxMndjXgjngaB/uupU+2a8U1m2bTPEk0DD75J9s9D+oNe1B8njnHFee/EywEM9pqaLgScOf8Aa4B/ofxrhxMNVNEfDJSMjRijSsvG4c07Wbm7s9RgUOZLO8V45IieF2rncPQ8n8qo6NFF/aP2vBEzRCMnPYHI4p/jCRV0+BxC7zrKGgK8kMCCRj3XPNbQd4nbFe+cNrulJpuoSxg5G7IP9KvLfy3ljbrK+5YU2D8O/wCWPyq743tAp+0xZMbgN06VgaKZZLac8COPBLEgDPoM96m/cqqrq6NFXIcZ5+XkH2qTyFGmXF13SaIZ9m3Z/pUTZVstzjg+4qwiPLol9EBli8W0euCauCuzj6mpoNk13dpkHaDzXren2xjgTjAAwoPb3rm/CugtBaReagBH3/dvT6Cu2C8YFbU4WWo6kruwigBs1x/xD00Sacl/Gvzoeceo5/ln8q64sA23PtUd7arqOmXVm4BZ4yUH+0Bn9eR+Nc+Ip88dDKaujxm2u0tysruqxoRlmOABXdwy5hHPavN4ol8yazmRXRWKFWGQwrurOXNspGOlZ4d6HVe8UzV0rUo7HWre4lbbGrYc46AjGaoz/GZLa4urVLBJPLkIRg/BX+vOaxdZ1D7FAz8b2OEHqa4P7On2hpX+8xyTXUqijoZuJ31x8TJ9a068tprRFTYcYyeCDXmNuNzlh0ArStbnyLtkA+WWIg57+lZ1mw2PjGVPI9u1Oc7xJ5D6kRMCpFHHr70velAwK1IEPSqk2GPI6VYkOMVSmkwfaoYzkviVGJfDVrdgfNbXO0n/AGWH+IrntIi+zWr3dx8qYypPpjk12WsrDf6bLZ3HzwSFWZfXByK878T6wPNFhAy7U5lx+g/rXK42m5GlNNXMzUL1tRvHmLEDog9FqpvCyYzUaSckZ7ZxSTEls4wOAMUFskY9SDk1zGvtOkhZQdjphhjtXQOxVelR6HYprviR9NuL+W2Ro5TFsj37mCFgvPAHByT6e9XBakqXLqdL8B7ON59andQXRYVX2zv/AMK9yUbeAO1eOfAZCH8QZ6EW5H4769mxnGK6Y7Gc7c2gp6YqJlCjg1MRjpUErDac0NCRFHF56S2spBSZGj59x/jivELcNbXc9uQd0UxQj05r2l5fLYOP4TnivPbrR0h8T6rfSBfsskxkhBPrzk/Q1x1o3kmiqek0xt7e/YNODyAeZjCr6ntXFTM88rSyBi5bcQemauaxqY1C7LIxMSEhcd/eqLkeWTnGP1obNmZ+skm2U5+WsmxX+zoJNUJAZW2W4/2+5/Cti8Qy2rpjkdK5zW51aVLeEny7VAg/2m6sfxNJrm902i/cubul3gvI/nctIGyxPUknrXu/h7RVt/NvZ1/fTkFQR91R0/qa8D1HS9O0zQrTWdI1S+l3Xf2Um4hEa3JChneIZztU4U7h/EPcD6hhUCNT7CuqnGxx1HrdCr8uQB70rjcuM0uDu9qG47ZrRkFaQMkbBcZ7ZrnvGtub/wAF3h2nfb4mX27H+ldFK3ANZ94q3NjeWrMAJ7eSPn1KnH6iuarG8WglqjyLSZwGiIOcjtW5ql6tjbeYSDIeEU9zWd4d09oLNLy6BTYG2qwx+JrE1XUP7RvWbBMY4Qe3rWFO6idV7pMkuLt9U01baYM8pPl5I656VxmpXEcVytpbnda252gjo7fxN+J/Supiuo7G2u5y5WWOBzCSf+WhGB/Mn8K4gr8oA7DBqt3c2jrA6mC4WeASqeGGa7HwHpi6re3Hmj91AY3cZ7jOB+ma898GR2WoeIY9K1K+uLS3nbCSxzRRrGe5YycYxngck4FepfCmKa31rxPZTC4Btpo4glwAJFwXHzAcZ6ZxxW8I+8mcc9Gz0qNAijC8DsKlHANKRlSMUoGB71uzMhZBuJz9aiSR47gOOQCGH4dqndvXiqUjgD2rKSKPJfFFqum+NtRgUYRm8xP908j+lbFhKE04SS/KgGcn0qfxXpLaj4qtL1Mi3NqEnbphlJGPyrnfEeorGi6db8KgG8DsOwrkguW5rS+CzMrVdTe+u/OUZjX/AFY9Bn/9dVHJbJxwOwpgCj5sH+WaYZAI2PYc1Y2ZF5evb6kSOUAO4+maoWl22DMD8yMQw9RUF3LIZriRCTG7bT7Vua34Mv8Awx4c0rULszJPqBk86AxkCDAQoGP95g2cdunUHG1rxHdJn1aAM5xzTiAOcc0UVsYIrS9Kzrgnb+NFFKQI5jX7iS30+5lTG6ONmXPqBXhWl3U1xe3Esrl3kYOxPOSetFFc8upvHY3OhVu+KnYZQ59M0UVJLI2JEJbueayYtSn0bWDqFrs8+Itt3rkfMpU8fRjRRVw3Ikej/Ajrrw9Bbj/0OvZE5QE9cUUVvHYhgCSqk9SKqSHrRRTYIy7pmXOD2PFee+OtQuLTSgYmAMkqxsfY9aKKwmaw3OH3sI2YdQv9Ktp86c9xn9KKKzLZXlUeTMe+Cf0rh5WJ3MeSW5z3oopx3Lh8LNrXfFcniGG1hm0jTLU26pHFJapIpSNc4QAuVA5ycDJPNfWG4rbbh2UH9KKK6Y9Tml0JD8oOO1EnQ0UVRBRm6fSsi6kba/tRRWMi4nnvjW6miso4432iWTa+OpHXFcduO4HOTjNFFYPc3Ww2+jE1qYmJCkZyOvWuY/vUUUGlPYdYa82jSXEZ03Tr+KZlcx31v5gVlzggggjqcjOD3Br1z4L6jdatfeJNQvZPMubh4ZZXxjLHfngdPpRRXTHoctTdnra/eb60m4/P7HAooqzMglPzsKzbpiOhxzRRUSKiczrM7xWs0qkblRiM+wryZJJJCzySM7MSxLHkk0UVzyNo7E0bkRbu4H+FRMNykHncCDRRUoTORuWKy3SA4G4H9av3fiXV9U0S3029vZp7e2keVPMkZiWbA5yecbePTJ9aKK6VsOfxH//Z", "info": {"video_id": "190569", "label": "pretending to put vessel next to cucumber", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5cb768c98b410fbabccc56dd87d0dfe25c3a36e70a17de84a6ddf7583927faa9"} +{"episode": 8042, "episode_seed": 1881218544, "split": "train", "timestamp": "2025-10-13T02:53:36.578716", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1881218544, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving paper across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "28055", "label": "moving paper across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c59671783916cb150220a54db0c3200da753c05042118ccd02a585547695ffb8"} +{"episode": 8043, "episode_seed": 1783545224, "split": "train", "timestamp": "2025-10-13T02:53:38.099710", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1783545224, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put pc harddisk into white bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "16380", "label": "pretending to put pc harddisk into white bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "16380", "label": "pretending to put pc harddisk into white bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "13d4a6e07b8aaed779a8783547164036e549101611006f68748a16b44847556d"} +{"episode": 8044, "episode_seed": 2993852169, "split": "train", "timestamp": "2025-10-13T02:53:39.733299", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2993852169, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting vhs tape onto a slanted surface but it doesn't glide down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35922", "label": "putting vhs tape onto a slanted surface but it doesn't glide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35922", "label": "putting vhs tape onto a slanted surface but it doesn't glide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "35922", "label": "putting vhs tape onto a slanted surface but it doesn't glide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c7cf34ae5b98af26b080b0bc3f85cbbfcf7005856c13cd2b0c69120fb0f0e526"} +{"episode": 8045, "episode_seed": 1590884306, "split": "train", "timestamp": "2025-10-13T02:53:41.209259", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1590884306, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding letter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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D/CvZNPAZGP8Att/M1UtwvcvRR5FOePkfWp4kFPkQYqQK7R/LVOWMelarLlelUpk4oAxL2MeUWx9whvyP/wCuvHfiXY/Z/EEUw6XEQP1I+U/yFe2XMe9GXsQRXnvxC0+O90S3u2T95CSu4j7u4c/qtAHlcdu5gLrFL671Gfb+dSaehfzwwJ6Ag1Y077bcQTmAq20ZIGAy89R7ZqW0i2wyYjwVYbj35zSV+oT5baGVeWxtpynVTyprY8JSoNftYZi21nyuP7w5H5niq14nmwsDy68qam8KiNNdhuJYLiZIPnxBHvIPYkdcDrxWiWg6U5Rkmmes6bEftaO24ktye9c14ivorTULjczXCq+Ci8KW9Cfr2rrtLa21GzWeJhJbvkEkEdOCCDyK5/XdFsTMzWcG2IhQAhOGbIHfjHSsEmkenCdZt+xte3X9DvfAl5HJ4MgvZ3SJHlk5ZsD75A610Uiq6hlIIIyCO9cTbWzaX4E0S2cKMXrbwnIP+sNdfoo8zRbdvXdj/vo0RqJy5fK5wum1Dne97EFzGdmfSuM8dW3n+DNTAHKIJB/wFga7YXVvdiVYJVcoSGx7HH41kazZi50m+gKhvMhdcHoflNabmLTR80yt5pQhtx288VM0DxwBlilU567eD/hV66sre3tJJY0ZJEcErJzt9vcc0sH26XSiyjMO7BZPvDjGD+FLXoOPL1PZp/C1lcI26MbyMA4q94T0e20I3CBziXB+hGf8a3ktgBnimGyO4uo5z6VRlexo2iOFzE6kZzhh/UVg674iN5peoWSoFBlWJWU+jc5+uDXR29pM8I2HaBXnniWxfStRSAI5ikYzeYTx34/Mk1jiHKMLo6MNyynZkui7L7X7FcllhAUZ9ssf/Hia71deifxOdFjTcyR5d/RgM4/KvPvB/lpfm5uGKrDbtMzA4I6H+Wa1vApuNR17UtTcKZduTv8AVznt04GK58PJpLzZ1V4pt+SO7mGazplyauyzlc+ZE6+6jcP05/SqbSxyH5HV+exzXacRxfiHWIrK6udPu0MdvPAwE65JDFcAYH8/WvKvEOnx2l1p93s8wSoFl2cbsDJZfQ9x711fie4vba/uLO8AmjWZmDsfmVW7e69D7VgokGpJDZ3DSJc2shMLqc8Z5XH61jCrebizWrRtBSR0WgaTDq4ma5KygImGxgNnJz+NX7LwnFp2sx30E7ROjZTHSrHge3/4/U24CbBwAP73YV1ktoJABjkVuchsaZrG4hLkf8DUZB+tdBbvHKPNt5VAPccg/WuQsbaTBUcHpmqetW2paYFvbC9nh2H94iH5WH0qZe6rmkHzSSOy1Kbao84bCeAf4T+Pb8adEm23jUjGFFc7pniaHVNPSO8ISYfK5I+Vj/T6VuxpE6B7eZgnYo+5T+ByKIzUldFuLi7MWRaoTLjNWpDOufuSj/vk/wBRVOacAfvEdPquR+YzTFc4/wAR6zNpOpROoEtps2zomC2cH8iMg4rzrUdItbzRbueE7o5F81QT80bj7w984H863/F7TadrV1JAyyW9yVnZc5Hfke/JH0rmre8jhuJLO4XfazjaV9j0P9PyrmjWtU5ZbG86N6alHcztIH2rR2hLmNmxvA6E9nHscDI9Qa6u98IWUxSQLsx1xWUunrp8Hlwb9oHHm4yvPfFekm2DR4x1HFdTOI5zwp4cstAuLmeCVmM6qpB6Lgk121hGUiwRglmP5sTWZb2LRzDA4rUSGaD94Tu9RRuUpGtGOKlZQRXnms+OZll+w6d+5nG4yySRHKAdMZ4698dqxLLxF4o1yWC2tL+d5dxKKm1C2OcseMgY78Vg60U7HTGjJrmPXyo2VSmQ88Go9Ou4b1Hge+E15bKoulhfCo5HI4A75qO6+wRh2kkiwn3i8ucfXJrZamL0K0+1QdxA+pxXP6haxXdhdQELImSQM5B79fzq7fa3oNmN0lzbD/cTcf0BrG/4TPRrm4FtA07u2duISAcfWnyvsTzR7nmGnxCz1i5tgcBHKo47dyp9j1HuOK6fwhpdtd3WpwSIW2+WSzc53bjiqtxp8CX011DE8byHJAYAMfWul8AQF7jUyzKWBjBA/wCBUNEIiuvBVhJc72BVfReKjtPAcWk36X+jv5koGAknPXrg9q76S0DrtxU1jZOshUcelCKhUcHdI49tcFlE1vdWzQXbA5Ur8pPrnvWXdypJpyOOodGAxjgMO/413viPwuNQsSduZ0GUb+lcTf2JsdEuHn6IqnC4OMMvJPb6VFWSjFp9T2cLWouk2tH2Oglm/wCJFpKSEDbezsR7BP8A7Ouitrr7F4Me7UjMUMrKfcFsfrivPZr175bKAHAWWVj+KJ/hXQ3V4YfAuk2ZPz3UzFh/sqxY/rtrhozs+Z9ImNWN1buybwxGQzxjdiGAK2e5J/8ArGtudAwK+orP8JASWFzcHjzZdv4KAP5k1pz8AfSurDp+zVzkxDvUZ5LqPh63PnheVljKsp7MOjD9RiuU0Pm2mhyUbBUkfxrnGfYjp9CK7a6v2n17UbGWAobaRgCGyJFOeSMfT86wxpkVkXNsjqrMSEfGBn074rotY5bnvWn2TyEfKdvetuPRsrwua0tPtY0txhcGr4AAwBilcaVzPttMSOPBGK53xp4a/tLRpRCgMqglD74rs802RQ0ZB6UnqrMaXK7rofMlw7I5iUlBt8twPQHp+laega7d6VvjtZdiyyhmUoDvPQDP0z+dTeM7dLDxNfxIAFZ94HoCM1y8N89usE/2dbkpKcRNwGx0zXl0k41eXzsetOUZU+fyuepx+MYzdtBcW20CUR745AeucEjt09adda/pj6vHYsuWcY81uNrHoP8A69cb9vur/ShNcwwxuskcvlx/dHz45zyeDVLxCGGsb8rkxK42nIyPT8q9Su+SPMjy8P78uVkvxBgRL4BOd8Ab72e5FcJcPi7imibHmKOf9r/9ddZ4im82+V+qm3Qj8STXK6FpcWt+IX0u4v5bVCkskPlx7yzqhYL7dDyfT3rgcXKs7HepKNJXPQ/hXLcai2ovLJvI8sfKuAPvcYr1u20nzADt59K8r/Z4H2s66ZGLY8k4PYnfmvfIoljHAGfWu9Hmta6GLb6OFkORip7zSI5reSPaG3KQQa1+BSDGadw5Tw690x9L1trVtyj7yADOav2j+X5kVpI8cikh5BjCnv7ZrrfGFtGuoWVyMBtxQn6ivPLjWJdOkuMbpEWQ/uQqjJ9dx5qKVJJtF1araTZrr4nurYQRqxnEj7M3DfOOnoKmHi/dp1tcvaIZJThljkyBgZPbr1rkdK12/uroR/YraztlIG2P7zEnnk+2abeZj8PsMoPs92cc843MOfzrWqrQbS1Iou80m9DR8c3VpqFjZz27hw6uBxzggGvM7l1a1jfOHh+Vvw6V1FxKX0mBCctFcMB9GUn+hrjtZJiWV0JBcgHFeTN89RPvY9WC5YNdiZL24kdojcttB+4ox6ck96+grTT96Lkc4rwa/wBL02y8P22raXql/L/pX2UPcxCJbghcu8Qznapwp3f3hznIH1FZ2artwAwwP5V6SvZXPLna+hjrpO1wSvWrb6YoQcc9q6Joo1jJK9KrOykqQORVozPFPH/h/wDs68lvwpH2keU3oG7YrmLHUV0P7RcQSFZ44RHCFOMsx/kMZr3DxzZQ3mg3SsoLeVvHsR3rwC5tTj7QSh2ce9efiEqdVS7npYaTqUnF9CbQpbVPtE915ssu7KjcQrY6liPc966KG5Nwt+myGNXt1cBeGPy468Z+71rkLBpoIrV4UUySy7iH5BXPf8BmutgkeXVkdiuZ7XaxY9wzD5cd+RXbhptw9DlxUUqit1E1DR7S5st0cW1im4BZCATjisFrW30e382doY5GPDHLsT6Dp+QrqbWQPp8Jzn5MEg56cVz81i/mPcTlZb2Y7VPVYEz0X6DqepNaOb2MVCO5zN7eXEjmXzHhRmwuFwxX0zXe/CyzZ5dTfJLN5YwevG6uU0y0sNb8Xf2Vq15cW9o7COJ45o41i7ksX4xgdOpOBXonwZtXh17xNYzi4/0SaOJUuMeYuC4+bHGcAZxxUt3Ksei2mlB1G5fm9KvwaMEkBZa24oVjHABqQkAZpC5TPk0yNl2qOf5V5D8S9J+xaXcMzbI2XaigfeYsK9tDAniuJ+JVhDfeHZA4BaJ1lHsRU1FeLv0Kpr30eOI6pqaEfcjjYkAcZIA/kKuvePdfZlcALZQvHHjoQW3Z+vQfhUFrbgtKTz2Jpt0nk27qOCRivD52tEe5yrc9G8N2f2fw5ZqQpd08xserHP8AUVJchgwABxnmuFt5GgttRiDqqxusi5OD0Q+o4rRvZ5zbSGBgZduUDMQM9s+1e8o8qSPE5uZtmF4oltdP1eeVjEs02DtC5d+B/nPSuInvLt5Run2eZ1RFwWPue1beuQNZWRlEjzXjurXF0/3j6Aegz0A6AVV8T+GtT0bRNM1TUZrj7TeNIXiZSBbgBCgY/wB4q2cdunXNPmZPKfW0ahVwBT6KKTHHYa3FRXblLV2XqBRRTJfU+e/Hcry+IZWY5O1RWRo9vDe6lbW9wgeJ3bcuSM/KT2oorzH/ALz8z04/7v8AI6sWNu4NoqeXC8QyEOD1/wDsRWZ4mijjitHRQrBigIH8OOlFFd2J/hs4sMvfRxrXMtwkhkbPlnyl9lXpXOpqtzouvNqFps8+EsF3rkfMpU8fRjRRXHR/iM7a3wI9f/Zp5PiTPb7N/wC1K9/oor0DzxrdKRT8poop9CPtHCeKpnkvo42Pyhs4/CsSS0tp49s0EUgOc7lBooqX8RS+FGLPp9lYh3tbWKJiVOVHcnH8qdcWMC2d0uzImDO+TnJIJooqpN8ooJXPPp5HE8CbjtZSSPUgcH9TXOa4x8kH0bpRRXkUvjievP4WGr+LpfEAt4JdJ0y1MCLHFJapIpSNeiAFyoGTk4GSea+yrSNfIU45KiiivWR5Ex0/EZrPRj5y9OTRRVmXU5jxlcSrZTqGwCpH6V4LezOtq2D/AAZoorgxvxRPQwW0jR0OCK4v7WOZA6CDIB7HgZ/ImumtbaKXy7ll/eR7lXB4AJ9PwoorfC/wjLFL96PZVRdqjA9K50zO+s3SMcrGihR+v9aKK26GL6HLz68+j69fwnT9PvoZ5Fdo72DzArICVIIII6nIzg9wa9W+AN7catq/i2/vZDLczyQSSORjLHzD07D27UUUmUe6VHKcLRRQiZbEVu5LNXEeOJXazlUt8pQ8UUU5bMmHxI8vsf8Aj1ds8mQ1X1ZyCCO8R/nRRXzy+I+gex0ENpCqtNsy8yqHyc5AAFNm+7t6DpRRX0DPDicPqU8k+jXMrnLfacfQA8Vz134j1XUtNj0u8vZp7a2lklTzJGYkvjqSecbePTJ9aKKHuwWyP//Z", 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", "info": {"video_id": "130120", "label": "unfolding letter", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "130120", "label": "unfolding letter", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "130120", "label": "unfolding letter", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "66329bead29ee5c75b3e32de35080b196993edb7603c257ee1dfa8587e837372"} +{"episode": 8046, "episode_seed": 3906166322, "split": "train", "timestamp": "2025-10-13T02:53:42.865755", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3906166322, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing cloth just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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++Rk/XFdt4vvNyxWNvw8ziNR/n0FZloAElhQbVTIX2IqYSYVlaOh0cQD2t3cSYLh1AP1Nc5q0AYswHDV0FrbS/wBmeU7ZkuCHGO/BP86xLlvNt1OPrRUXUzpS3R4ldQ+RdzQkY2ORz9aYoHpWv4lt/s/iC6XgBiHH4isccHB4/CtVqgLgTnIcZH1H+etO5kBBJZu3z5pAzDkMfwYGrWmWkmo6na2ar808yx52joTz+lI1PTfhrphtdBlvJF2tdyBl/wBxRgfmSa6HUL3ZIIwfmJq60cVpCscChIY0CIBwAAMCsCKCTVNRlmyRb2+N7DuT0ArjV6ki5NQiX7CBb/Uo1lANujDf/tH+7/jXbalaR22pWcyLiMQvtA6Z4AFcpaMsRUIAqg8Cuxt3N/BFMefKj2AehznP8q7qcVFWPNqzcncpmU28RMgBYjJX0HpXG6vBtlLKPlI3L7rXTatKQNndjlvf0FVLuzF1pSoXRJl5Qn6dPpRUjzKw6NTkl5HESRblDDtXGeLbQ+VDcqPusUbHoeR+ua9DNs0UbRyDDjrXHLp/9veJrrRrnUZreFhIYgke/c6oWVfYcHk+nvXPBPmO6bXLc4RFB3ZOPYqTTx8nBfI9AxFV7WRnByT0H8WKs7nPGWOfUg/561uyYvQRlCtnHHUc5r37wdajSvCen2xBD+V50mf7z/Mf5gfhXj3hTRRr+uxWshxFGDLKQuPkXt+JIFeyPdiC3dScYFc1aX2TaC1uM12+xbtzgentWj4I037Lp0uoOmbmVWbJ/wCWSdfzPX8q5W3V9UujNIf9Hibgf3m9K73wzKZXks92BMu1jnt3/TNa0IW1ZyYmpf3UJbo9jYaa9xlWumZnJ65c5H9KzvEEinUWY42SRrnA7jj+ldB45TZY2siceXIMAdhXN6ipuLYXABIH3vYVpNaWMKLtNXOJ8RaaLqxuIMDbInyn0PUGvLdS0e/0mVUvbd4t3KN1Vx7Hoa9ouAJIXTuvI+lYHiVGvvA91DjMkEiBD3zkkfpxWVJ62OuppqeVY5AP8qteWrcAN+BBrV1rRdKs/Dlvq2majezhro2ubmARrcEJud4hnO1ThTu/vD3AyCuOo/Nf8+lbMVN3HBcErt9ssn19K9L+DcBGo6tcHlRAsOT6ls/0rzNSR0bkf7RFezfCiAR+H57jB3TXDZycnCgD/GsartE3hrI3/E0wttLnGcEDBrnfCdrLb+GjdX0rHzQX2nsCeMfgK0fGTtIhQfxEZqbTLdr7yUP+oiVVVR0LYz+grOCb0RU5qLuy/wCFtDY2VxLKCCImCg9ic4pviuJrvRLG7x82z5m9/wD9ddzaWK2elIH/AIuW965mS2+1eGr62YZa3mdR9OorqcdLHmOV5XOf0bUJLuAG4Vmkj+UOOr/X3qtdQvbapO5Y/vSJBn0IAx+lSaKPLij7fMSfzq1q8W7E4PMXyn3FZtXia05cszj/ABjpv2nR5jHyQPNX6ivLI1BzkN+GK9StpF1LxXNpGoaldW1o8vlo8csaLGOpLF+MYzx1JwK811KybTtc1DT3SVPs87RhZ1G8AEgbtvGcenFFNNI3lJORCUCEHH4Mv09KRgNwIxg9hzQCc/K2PTDU8ZZSCGJB471Qzv8A4UacZtVur4r8sKCFT7scn9F/WvXtTk2RmboSdv41xHwrgEXhXztuGluZGPGM4wP6V0+u3BS0deOOa5pu8jaOkbnHNbvq3iw3DMRBYrhT28w//W/nXV+GtKW7OoTtGTGR+7JHXjBNc3oUDXEA3H5ZJGklwfvc8D8q9X0uCNGkSMAI8KEY+ldFKF9Tjr1dOVHD6NdwK5tLiVVntyY1DHGVzkEfyrDSQSvMjIU3OxUHtya1tQsVtvEVy+3v8v8AWqOpwtDd+YPuyjcp/wBodRRNaE0WlI858dWLLJBdYwRmJj+o/rXGnPfP5V6d43i8/QGdOCzLg+9cf4h8H3/hvw/pGoXpmWe+MnmwGMgW+AhRWP8AeKtnHbp1zgpaxNKjszLEnPKoce30rrfh1DHP4qid0GYondcdjgD+poopVPhZsj1DVZGS2cqe1SaNj/hAbVwqh5byYyMBy2GwM/gBRRWOG3ZnifhIScYI7Gun8PTyHAzwTg0UV1w3OCZB4kQR6oEXgVWdR5JPcD+tFFV1EjP1NFMEMmPmyy/hXlOoahPpHiy4vrXZ50Urbd4yPmUqePoxoorCX8RnbD+EjjgPJuJ1ToDjkZ7GpQ/OCifl/n0ooqzSGx6L8MYkWHU7gDEmUjz/ALPX+ddLrLsls23uKKK46nxm0fhJtPhSHTrdUHVAx9yeTW1okrR3kW0/xUUV2Q6HmVOp1Hij97oSl+TkfzrmF+aHac4I6UUVctzNGCqguufcVga2xjt7mNfuMyEj6N/9eiiuWPxo9GfwM4DxT4nbW5FtJNI0y1FriGGS1SRWSNc4QAuVA5ycDk81VVB5eQzDp39qKK6JEUeoSbgPvE/X8a9s+GAH/CHQEcEyynj/AHjRRWFb4Tpp/EHiRiyknsa3/CUSf2XZNjJfLsT6lj/hRRTw+5jiNjvdVGLWPHHNczafPJran7uVOP8AgNFFdLOE5NFETYXgDOKlYmSC5Dcjn+VFFZdC+qPOLvWG03WdQRrGxvI5pA7Jdw7wGUcEEEEdeRnB7g1ympXM+o6zd39zMzXNw3mSOOMsc0UUo7HSviKJdlYjOQD3GaSIgyqCo6j+lFFNlo978ERrB4N0sRjANsHP1JJP60zxDK/lNz/DmiiuP7Zu/hIdEQRWdsF/iXcfcmvS9KO64jz/ABW65/Kiiu+meVV3OU8SqBquQMViasxMFuPRxRRUz6jp7o5jxQP+Kcceky4/OvN9c8Q6rqFrFpV3ezzWtvI06CSRmJZwucknkDbx6ZPrRRUUtjpq7n//2Q==", "info": {"video_id": "128330", "label": "tearing cloth just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "128330", "label": "tearing cloth just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "128330", "label": "tearing cloth just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a6f928d184fff30907abfadf1a3940d086a908f8b455133772f75879888c9ee3"} +{"episode": 8047, "episode_seed": 3113119727, "split": "train", "timestamp": "2025-10-13T02:53:45.416638", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3113119727, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting remote upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "170868", "label": "putting remote upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "170868", "label": "putting remote upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "294eb2ec102aac6e0205ccadbac2e52d586a801122d1af35db4423b56ba3c844"} +{"episode": 8048, "episode_seed": 1416033877, "split": "train", "timestamp": "2025-10-13T02:53:48.368126", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1416033877, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing empty water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "209273", "label": "squeezing empty water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "209273", "label": "squeezing empty water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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LJGpmIUEe2D+AJr2rVG0++kl0wSZumG5ip5rzvxJp11o9u1qsoNtcPlwVGSR05/wqPYc1S0eppWy2UI86ZyaXTT7jbxswVmOCwGBjAOayje3MF/KRbTNEpUgxkHHUHBI78c1fMAHK8BuoHFM8g4J3cjtXZHBLqzmVBJ6k0morEpljjJaRQTvPKn8OpxxmsiCQs8jsg/ukjjI7VachXIJ6dagtAsqSSdmkbBFawwtOKtYI0opWNSCRJpY0yiS+YoVjwgx0z360bgGl3IoCEqGQ85J5Oe+TmqaKMkBSTj8jVve0vliRTMqJ5Y3Pj1xj2Fc8o6nfBjVkIQqxRVkBXcRnA/p9a6LwtPanU1Rw32uQhoTId0YYZJJA69sfjXM738sQCNW2BgDtz19x6Vp6HcDSddsXVo5i2HcAhlyynAOcDIz61VKCdSPN3HWnKNKThvZnquteLxpUSObeK6IAwqtsCtgjPfI5H5V5pFNfzXovoXV25OzPduSR711XirTb68eWeKCCNVtlYqFU8FuowTxis/w7awvbpMxChXKPn+Eg4P8An3ruzKnRhyum9XvqZ5HUxE6TVd3fpY4zxel0rw39xCyJMvlrn1X/APXXJPcZHzMPxr074jX+n3+lJp9qd88Tgq45VPUZ/pXlMVi10zCB55GUFmC25OAO/XpXLSn7p0Yqn+8bXUhluS4ZAfl6VGl86LtPQVXkyrlc9DirVjp8t/cJGGWJW4MsmQgOOMn36VbnbU5+U6jwdcmZ7oZK/dBPsc5rqmtEKKGkJicN5bHjPpn2z1z74rnPC1i+nwagDOMsYwU2nDYz36cV0NtPNbFmSQZZTGRjkqwwawneS5ojja5OyxPDuTayKAgK5B4HJ5p1u6RyRyRysHMgyCPlUY4LE8de3tUVwExKIXRUjPyI7AsQe2RwcVHPIqsHglY5CDbs4PHI44OD+eax5dLHSpI7XX7JJNSGnrqBJVfMd+qucA7ePX29RVey1hLG0bTZUEc8WVwCTnn35yBXP6Ubh7tLaNmV+HJRd+GHIAH0+tdtd6PaJ4suprmOJFZlmQSgYJYcg/jn8a2lJOmo22Nqb/eXb30t0PLdZBhvpS67STvA7YPPFY8kwYnHU810vxJmgXWI542Vhs2OwwASD/gf0rgX1IdmAz0xXRCd4o468OWo0aMt2qDa/OTVDT7iNQQ7HzCef5/1qk9x8xZySx6e1U3YpIWUkBuafMY8p1K3Kg8NwfWu/RFkJjkVrfp5aBTgNwOB2HWvGUnmJAVmPNeyXCMnlxrOX2rjkfdIzwPUc5/Gs6r5rIIqzJhBDBP5spG9HIOfmHTAAx1OeeDillRY3AOAxXqp4JpYp2NubeVy8SbpI8MAFc4GT69OnvTMp9oRnlTZIhbKDJU4PGDjmuOzu2zrg0b3hy/ktbt7O2keSGUqOy/Lg5I79fzqfS5nsZLnVyiTJvkWVySHAHQBehxg/ga5eC4mguYmhl5i2urkEGPvgZ//AFHNdX4cUXa3OZpHaWJZAmzAQjOQTz1De3QVrTdk01e5rzXtrazv69Ch4v1KLVLBJYMNGrK/mdtuMfrmuBkkVcoOO/0r07UtGtbDwg9usUav5JCyK33m6gAdua8amvFDEkkknOK3w8vdsZ4yPvKXcuPcFX4J21R1SZGtZCrfM4CY+px/I1Wm1DauEAz9az55GMbAtmQ1u5HDY3LJwsAKsvzcj6en5V0GgOHklZV3SrjauRtI5znP6Yrzm2vnhULjOOOtdz4HlXUDetI20RbGI7n73SonJcocrTOpjgTayuWjnjDbwx2jj+H657VLFBDE5hXAkkCk70OeByfbJ6Dn61Udf3xxI4XOAW647ZxVw3BmWNppMSudhldiQUAAHGO2OtcM4s6abRGqxeaVZzEAxP8Aex1xgd619EurmG7gaFdv2gqkjAACRiQDk5z7fiKxF2eWyNOEkEowyrkY9eOeKLa7eN0uGDABgfkOGc5yc+nHce1Q463R0Rmkzp7OR7O6vNUjRZWjkkEiMp8zb2Cn8M8+9UfFOrJq+lpPBgxBlcP7Yxx+dXvDXlXU16FMzyPbAyBzxEQ3HpnqR360/WrKys/B0ttEIMiEhXQYZmHPOOnSuiU7yjK1tjSMU4Tinfd/eeYSSqmUHHf6VXa4Ic8/LWfLeIGJOSSe/FVptR+Xaigk+9dvMjymixqsqNCwBH7wqhHtnn9AantD5Vso2jBGcDpzXP3crNCw3ZfrSW2plEGdxpc2ocuh2St5abQMk96bL5TqnlRsHyd+TkEcYwPz4pFwXDYxjtUzwrGEdZFYsuWwPun0PviuRmxWaPAbCY4zg+lWdH8xdZswCf8AWqBsAJH0HfrTJGKuS5LMR3p9kyR31q4IkPmAlSOOvShbj6HsN1b3lzaXs9xNN9njhEeSnl44JOR615FrGrSzXskEYaCGNtuFP3ueSfWvSWvpNZ02e1W3+zvBbtMGErnJBKnqfQY5zmvKbuMf2jdArlhIwx75rWqr6hSm4qyHzLDH+6jm8xSf9amQAp7gHnPXOaJLhzbwxSQBoI1ZA6DBk5OOe/PY/kKjIWOIOJFOeqA8r+dJPcNNZRw7DthzjB45OOR7/wA65HG5updyrILWVrdmkLbcZPkj5TnkY7jOaJ57hoT+/nW32pG0e87WTJx07DI4+tS3MVv5KPDImxUTqcFieuB7Go7m8aS3aMx5TOV+bhRnpipUb26hpY0NLZXWbyjvIbyzlgWbHRmx656962EijAHzfOxH4VjaJ5brMwXYQFyeOTz+Vao3M7ZxjHUc1vFe7Ywlox0okhZYy0PzJuDDBGGGev8AnBqBJGtnSWMhZVYMGAzgg5qysPkyESRnI7H5fz/OmMo2E7QDnIXvmiwJkEZluNSQx7mnmlGdx+YktXqvizSDfabeSxhyscxhBZMdAMYPfJGfxrzvRpYdO8RWNxfRkRQzK7qR29/0Ndhq/wAQ7IWMltaWc0rSsWeSRvkJz/D37VpBRtqTJyvdHnTJ9tspLNYC8py6OMsYiOSQvf8A+tVN9HKoVe5eWXbvLEIxjGOp+XnrnGc1bQyfajcpJ5TmQlfLYggnnj0p5G3O7cjdz3A78Vg7x2OhPm3OZuPB5eZ/supRygOFwYihYt02jJz/AEqSw8MmzvPMuSZfJBcqAMAj156f/WrpL+GG4ukis0ASTaiheTk4BznGPX05PpVN4EW92PINoJG8YOcD9eRioc5tWv8A5hyRuIJRHcMtpax25kdzvE7BZY8gkdAOODnjtXRhWllw2dvr/SucvHtmEJgIjwzHarElSQAQewz+NdKxXG5cKSPu+lVSViKiJVhErbIXjBHTecBiATjnvxVRmMygEoRuORgA/wD6vyqZIZJV4UllBJwMgAUuxBDsMfJ4znp+FXaxCZALl44poFcrHKFDqo64OeTXY/DqLy4tTubgZtQEgTLfxse3viuTkjLM2xN2QWbaMiu38K6npdj4agWW6S2lW7eSRyMkkdBjr0xj3q4JXCbdjnvGUM1jrDw7nWBuFXecEg88fTFcHdaEbvUZGtrJJY5GLFmmZGB6kKFBGB16V3njLxDa67Iq26F2V9xmxtBwMZA9+Kwo5biK2e2ZyIy4YpgHaSOo7jj0qZLld4lxk5L3jitS8O3FvlLK1lkcEliswkXjqBwM/hmsVtN1JSubG5+ddynyzyM4z9M16pbW8VzKIJpMQqrMo4B3EdBnjGQM57CqMbXHmS/Z5HRQnzqTzt7A+mKj28kthuknqcbp3hRbm3nuL+aW2Khikcce9sgZ+Ydh789OldP4f0u10yW6+wzXE0Mqrh54wh4zkYBPT61Yt4muk8uadliU7V7kMQMdsnpirdjG1vf3w2gB3UkMgUgkc4Hb/wDXUwnNz1YpwSiW4VQZebk9RjmnSjZC8qSxjkIY/wCLnJz9OKjb5j8hIAPTFSNauESYxt5TEhSe+OuD7ZrZoyT6FdstIXcofTHH4cUye6knhhRnP7hCIwqhR1J/E8mrbqjMPkVBtwTng+tVpY8oCU2rkhSRxnipNUzvvh4k0sN1qF4Xm+0lLONTktt7nPoBxXOeJNPj0/xBKk/7uCUnLbSdpB5IA79PzrR0TxhY6VoFraXFtK7wSO4WI7SSTwc/iR+ArA8Q+IZvEM6n7PsCEkHOWPAHJ+gq5Ri4WREZSUrnI3Hh4PcSmGKzeHcW3SeYr4PU5U8DJwBWTqvhi+t7OO6sbGR7Vs5mRy657jB54JHPQ13M1y9yu3bHCCAXSMbQxxjOPf06e1I6SRxpfrIkf74mOEc4PqB/d6/l3rH2s42NeSLPKTZXsbfNZ3A5xzGa2bTwNf3FrFOPMR5GfMWwZAXk/wAXXBzj+ddXLKHt1VrZMgsN5LDeOTnHb+QAouLN7yBpxbYiAYxk4JVgBgEnqOB+ZpTrzdraEqkih9wgqB+VIr/KAB14phwOMcr155qPccdsEYrosY3JriYyzPJIdzOSzHHeokby3SVcAoQRj65qMMSOvTjJqLLCQ44x2oSsM9Pm8S6XZeGI5LdsNdu5KhCMYIBX68/rXmdzeGWaefGwyyF9v1Of0qLcSdvPA6VG6hiegzzVNt7iSSHGXd83JPuM596dGYvLlaSXbIpAWHYTu9eR0qB0mt3X5WBPK/T2qMHDZbOOue5qXG5VzUlazmtAUWNJEIIVEYnB6gsepB/Q+1K81raWMcdsWma4jzdI4wEYN8oX6AZz6mqCzMkJhUkRsQ7Lj7xAIH8zUvh/Tk1vxK2nXGoS2gaOQxFI9zM6oWC+w46n096h0k9GNSZo6OI5ZrvyQwRmXaHIJxz1xxmtdR5ZOc7h07iud8KTvLFcybzvwmcnjnPSt9m68g5qkraEt3ZcWdXuFlnLynO5zk5Y+p/GqLhiDkkOPvH3oMoAJA3H3qKRs5PH160WBCNl2OSSCe3U1WZ3GVIyO2eoqTzvMQ5/Ag1Lf3kmpXbXM+zzGUK5UY3YAGSB3OOaNSrkSzKiIMZJ7kmmzXEkxDTOz8cE85H1qpIGPcHimiROcpklTj2NPlFzl4QSyxQu/wC4jdj5czqQD06ED2/CpdSt7hfKLTyvC+503x7MNnDcZxnjn8KzFZ3XaHLbenzdPpTdVuSumr5bSecGJdy+QxJ7fgBms3Td7jUzXu9JW3ZLK7KwakrhnVnwu1lVhk9ARkk1tCIn5lOVGOlctrdlax6FDq1lq+oXO+7+zF7uIILghAzSRfxbVOFO71HuB1LEjjeMYz070Rg47sJSuSRS+WCEdgGXDj+8PQ+1K7J9nIUPuLgls8bcdPzqsWwevbHFNaQH5QMLj/8AXTaJQkjMgbD8EdPUGq8rEAtkhx0pzyGM7sjIxx71La3q2pmzCkqywmNlkH3SehHoQeQaHorl3KYffKpYc9W5zVhLoQljEAT0O4Agj6etVGBXaw6g9zVYSMrgkkHOQfeq5bi5rFt5hndlfYDkCrVql1L5/wBnQfZ5flbzJABkEFRk9/r1rM8/Y0UsbEyq27kAgY6fXvU6Xtw94Zi6ebJ1coPl5HzDA4wecjpWcqbYKdhkplluXCwBd54ii5x9Oa07WwFjc3AklEiMqNG6rkPnrz7ZqjoeoC48dz2k2rz2kVxI8SXFs8UKJuGGY+YMAbc4AwckDvTNGjltdX1e0nNwPssvlBLgASIASAGxxnAGcZHpSjCSafQbndWNvyhGy7vm7EZ5zTxICuCSf7o9PTFQZIx8zZHr2pokAI4z/KtbEE1yyySfIpVdoCAnPQDP5nJqo8jnALlgAT9KUybgC2AR1AqDzsHYSMYGSOxpJDuNeQq23JZD1PeiArhyTgdPw71PPdRzWNrCLdFlh3bpl6yKTwG9xyM+h9qz5S8YZOSCepoWo7l9p4/KWNY8uOkgJyw9wagNw5t3iMp2/fC843dvp35qmshcbcjJPftUkVxDCbhGiWZjwkocgLg9QB1z70nAOcsy3FtJYRK4aPZGyjamQ754JJPQg/hioUnuJkkWKMSERYYFdxUKByPTA703VNVun0KcA3BZCheQMNqHdgHGO44J6k4qPWNL1nwxoGlahNNcxXl8ZRKhQ4hTC7UYkY3MHLEfh1BrP2bs7blqoUZRtLIOhwf0zVUsSv1ooroRgNVi0fJ7n+VRvwMCiigaIw5wp454pQS5BPfrxRRQAqkeZt2jANQsd0pU9GODRRTAdFK8Vu08Z2yQyoUI7Zzn+QqqmqXGjeIX1GzEazRO5UMuVG5Sp4+jGiioj8TH0NPwjkJdck7VQDP410TpiNOSd2Tz2oopvcRC7Hbn1OMUkp2KmMYI5FFFAyruKjtjOMflSxAEAEcE/l/nNFFPoHUh8wqAwAPGcEZGRTXCySM2xVz2XgD6UUUupLIH4VWA/iIx9KbqMSmxlJGdqq4Ge9FFNgtxmt+KpNdgtoZNK021MCLHE9qkilI1zhAC5ULzk4HJ5rt418x0QkgFh060UUMZFL8jtj121GvzThTyB/hRRUMaIJG3ZyASOhqOX/Vs3dWAoopobEfkfUc/lUkNvHcadczuMPGu5cdOoH9aKKJbEme0QHGTjaTihHYgqWOMZxRRVkmVHrjaXqF3E2n6ffQzSK7R3kHmAMo4IIII6nIzg9wa29CvbjUbnUr+6kMlzcsJZXPdiT26Ae1FFJldDbkAQzHGSOASagZiF4OMdPxooqQGklISR13darM2CxAA4zRRSKYKoNyUycbM9fYVHjc+D3zRRVITKl0PL5GeT3pFJV89cdjRRVEMr6wxGnlVO1SykgH3OKoXmv6nqOm2+m3d5PNb28jyoJJWYlnxnJJ5xt49Mn1oooGj/9k=", 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", "info": {"video_id": "209273", "label": "squeezing empty water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "76782c239c818d6bd661060297826f18e94a42c6bb981fa3549a57e685859833"} +{"episode": 8049, "episode_seed": 1478258856, "split": "train", "timestamp": "2025-10-13T02:53:49.421235", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1478258856, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "64230", "label": "throwing mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "64230", "label": "throwing mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "025050a35962545b7cd46be025cfcdf7d2bae78c7952d546c89604fbf293683b"} +{"episode": 8050, "episode_seed": 797011197, "split": "train", "timestamp": "2025-10-13T02:53:54.804355", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 797011197, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a stick out of plastic water cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "125464", "label": "pulling a stick out of plastic water cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "125464", "label": "pulling a stick out of plastic water cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Pc10Hw+sQujy3TKp+0z7SWOMY4H8zTR4Wie1kh1TzrREQNtHGwHGCT3zkce/WtzSrhrRks0e2exVyLWDIJUY/vY6jvn3qXdxsc9aak7I2LeJFtZJLlxEYz84POB0AJ6D0q/bCCECMnnzQ6qPmAB69BngfhWYq26C33n7MRF5pZGDjYCMqCOCSR059O5pY1s7eMPZzSb7zHlwtIP3hzksMjIAyCe2M1moKJkoly7jIByG2ZyCecqe5P+fwqmPNSdVlVGG8rvf5QpJznJ+o49qrjUIGJjeXakYZMeccMMZyewXOPx7dKfpOuQvaW8lyYkt4j954i3mbenA+vJ9h1pKLCxsWrRuEiiTylmyu9xtPAJ4zjjAyevJHrWFqF/Hp0W0xffMYVpMHO/PJ4x0x3NQ2mqmW/ksrSQahG6v++f7xPBYj/YyBz2xircFpDPbxmZYXnWZRHGw2lCmQo2txySOp/lWiS2HqkZ6skxAWXdJuEhVR0GeevrjJ9hV9yIN0xmAYhfMYZ+YDvjqOgrAhukuL55opUM8wMk7u/CZIXA9Rz3q/9tkaVrFrRs7gqvtJUDOQSRxnGfpjpSkk1YGnuWdY1v8Ase2W6k2ST3MuNgJy8a4BH4/zFcb4u1r7RqMltGSY4l8tFH1rrZNLTV5rGX7RHF/Z8FxNKJDyMY2/XJI/LNcNHpclzmfkgIZpZmxhF6j6sR2rRLlikjqTtBHvjfbJJJJJZ1jMincJGJOeRjA4K89OCKisw829WiVtqbFxGRG/cMqgEHaATnPP8228lw8jh76Jf3inyPKMeSD93BPzDkkHpjrUi20zMIreKSHeOXkQhzkkjaR0AIB9PbqaZiVbzWIopIYYmEMnmfvG+ZRIOSWBx6gnnoOataPc6fe6rCUe2kc3ALR+QBvXClmByc/MRznviqs1/Z2V/ErpKuBtjMifebb8zZHuceg/OqtpexWt2dRFxarGuzzJFQpuO7jaAMsB26DjnimtwPS5ru4kLQrMC38WPl2j0H+Ncd4yhjkjs7WaRmYudgkb5X45zznt/wDqrFudf1f+17mOW4EcSybEYRsTjt8oGfb0zWXqWvXl1axuVtbto3LFZVbIG0ncpxzntXRNx5XFCUHcsW+nxvLd3EyQyxtGVJePYcgAcE+46Z/DkGqlxY2ziRIUeE/L5YLKCXH3u/HtnJBxUFjrhv7sQS2t1bMf9aZ0JVjgnrjGDj9Km1De6RfKpikcRyOI0Bc98nGWX5hnt3zXLYqTsZLaM2tzpZpulEcon/eNnMZUgqWwMkYAz71yEsSajq8p1CRyqSFAiH5jjsBXY32sXGkzb/OnTapCq2M46E4wOP8ADPpXMRmGO6YRzKoZ2laVk/eZHOQeD2PpVLYr2icbdTtfACpdRXMNmyrFGsOwBNzBzntgBufofSutuFdJTEszNEwCSK4CiMZIDZyCcc9/Y1wfw+eS8m1BnFwogMWXhODj5vvKfvcfiMV6AnliKP7O8e1QVjeWQb41Lc4TpnHv1P1oa6EWsSXl4LNg0tu0iP8AdVY8sg6ZHJ+Y4GR7GsmHV7T7PbjULjap+dpWgJ2rhjuy/Kg47Z/Or86mCFhHC11NNiSQo/z7QDkbRxlsc49+KzZtQF/HHF+9hKKvyPCNsJz95sg44HGOR1oA9LYqsaYkMNsFAWJRtXGOmOgrnfEzQrpmyKVgxnQv5bjOM/NjPsa528vDqzwTi81J4oz5LpCm1QVAywJycEHOcc5rOvRpN3ayWw02+zJgCW4mY4+brgcAZBFdDnHlsSoO5Xk0c6jZy6ag4vSGc5IbC/MxY9F44x64rgprafXNSEAcKUBSGJVJChSBzjoAP5V0d3D/AGa7z6faSxT5whV3woK9DzzkcfiawftVxbyeXHFbT7iX4hGD3YkEDHHrXO4nSqvJHlSHv4VY2z2styFEinZs4Dk/dIJ689sCrFmltoukrp6QSNt4lZjncTjdt44GR+lU01e7NqZkyC/3mZBjjg8+vas+7vT5Y2BSm4syNkZIGMHnp/8ArpcvYwc+bVnRNfwSzBkP2hWZB5RY7wpznnp0x+lekiOSO0fFgVQkBzEFj3KPQ9NuMDpnjpXi9uC2za0aSoAI3xyvU4zjnGa9sBuZLRZLuGGBCjYkV84bIO4kckdBxxTasTykUFnZyH7asb72O1HjyvyqDnJzztY54wDipjcW7ajEYo0nTa7CUxLwSSG6cA8k9O4PelUlw0UWxbdmxJO6rtZQfmIUAEAckEDBzWatrpUstxNFHHcSkYjCSbS2GznI5Gdo6ZwKVhnSeG9Htd017JEZ2ZBEiyurqw3N94DgkEfhXTSvcPHGN6whR9xB8v0rjPBCLaz3dvCqhZiFikeTcjleNqHgcZbgDPXNdU0AtZQ13q1tCrA/Kdoye+Mn+VdFNxSuyGnfQ8v8ULZjWbia7ktoo3nct5YwzjIyG579zXO248yGY6ZFeXkkjlhcSybII+cAbm5YDI4yeldZ4ls9PvtaW6aJLpEK+WJG3RsCMFiOnB9Op+nMJllaAxxjdBHgkAhQfQEc+nv0rJrXQ1WiOVuNO1UwqV1GzhRXMZFqMAEdDv5Y9ucdTim2FuNOuJ5bt52aZVaSaVtzOzH5lHPynI+96Y6Va1W9aG4FtC8q5UgmWUncBjj7uAOue/FUH1USEIcRhGO1A52yDqTyO/8AIGolFsFU6FuW8huTKgctmRd0bEAYGADk5/yfrV7w9pdhqkmoSFUVlh8phMxAwWwxG0fN0X0rjfO+1O5kiLHaN5Z8KMkEFehBH412vgZvKGom4mWOzj8ry2MgUnJbg5zu60crsRy31Ohj0W3S3MMVtFsduIY8okag7ueQdxPucdBVddFu727SZJfs8KxlLYWyK4KcjBB5IO05wBjPWtOaC3kijW2EYZCqrImWZCRn5Qx5Ge+cCpLiRxGsdvJtuRGW5JIVR1OdxHU/N6UDMufw/Zyq8ogSSSBUij8kHeFwcluQMg87u5qXTfhut/p4ee9fTo7geXL8wd5UVsqV6AZ4OTnntUbHULe3a4eG0fzZi+1mOThgTtVj3wT1wMAV3Wn3yPotncyRRCVowfKjJcKc9Acc49a0hFSdmKWhz154U0DRPDGqQafGUmcLK1zcnPzBgeMcKvsB+FecTWs1vdG8EBvUt3x5QcojPnCfXBySMjJr2TVWa+0W5wksa7SdzJgZHPU+4rz4xpcQhrmJVkLEuMk8dQQFOMf/AK+hxRVik9Ajrucq+niCcvcwqsjoGb7QFQbTzgewP1/DHMB1g/ZY7bSQ1xLGxaeT7sTZJLZ7sMHrjjFdLrGj2eq3tvJKkkyWyeXHG8i4xyScMR9OT+dQyNbTzkqLdFB3EEoqKc4O3aM9OCOmfxJzRba2MRdDN0DcX9x9tiUMzQwAxRfdOBkct/8AW96kNk1tFFbaf+6iiX5o2UEu3cnPXuPx70l06RW/lRs8UY2xRRZUYAGRjsOOT26VnSTzSJidEKlQJWH+sTa3OeD7dOMUld7kTV+p62XWW2MzyfaYRIoimICsx7ggflgHk5+lUm+1PeZtsMgYr1Owc53F/wCLrnPboB1pyedZLJtdFtkVXePftVMHBy3Bycjp9O1SvCWuEMaBIVIRVZj5fIyQX4BGOTTLSuMVdjA2xe4jmGxoJmJj3f7LAYHAI78VYt9PUQb7iCNAhyqKS4AxjaCcZyPpUOnqbm8tZLW4WSaV3PkZOGCjG5eQoGP0PXvVqS8ntoImQpNIVIOVOBltpPuDgD8CKNzSLsiK4glghaW7UuHkZUy+2MEBTnI6MTwP5Co0F35XmSxW0UkaENI2WVgQWCr6dD/ninRme8vrqJpoleBSBEcLuA+9hD6HPTGQtOOn4MrG9kjdGVmIkOPLAyNoPOOp980WC+hlvFtuJnlmSILGEBIHXgcKOAQOM9+M81WE0kmQmJElC/PImO+Mcfdzt6nHTrWheSw28+1UBzEN5ICkBgOMkcZOOSM5qrKsH2qQWsGYgMghwcHGTyOGHUZ46ikyGrs5bW9HllV7tCkqKwQqTkBhk+mMHBwPbHauPl0uJZsy7vLdirY6jI6ge2RzxXqcsV2jRRoz+YfnZyVBUg4YYPXnpn1NY91p8N2Ftnkcu0RJnYgsiscFTnhsnHoeAKpMzsWPh3CsN3PbPmK8jEZMq8RyKM7MfXnJ69RXS3JM8XlZ8tFBLAMFVBnIyRkH/d6d+e3O+HrCWz1C+02QtIkTxy2kg5GNzA5A54H5Zrp4le4tFj8xvIjclGlAjJUfdIPJJOMYNBerepXNtDJCIbjbNNj5JQQgjYDorEgHtV2C3uZ5I7id4NhQsMRBWx/tHPPeqkiII5RcxTvFBbkcALscn7sZY89fTkmr58u2t4m+1ed5kCeWysME5Jx7nG7PsKC46CyaeHfCfJBCrsYy2xm+XPXjg5xyfTrVSNbmaSTyktxbuQjIUK7XY8sQSAcHgdAcZ71Xu799sCXd6WBkLOqndtUcqdoycn72eDge9aMmnW0ssUzSfaIFkIWRV6ccMD1zz0xwc/gWHczNUilnUrLcIykqd7L5YGAOcdeMkdh1zzWHe2NqbqT7OBMQ2RG0e1TzgAd/wHvXR3Udvp9uYQWeRmCr5mDvJBOQDkkDI9Oe/pRnmjuY8GFGvDKQzMzMcAYJII9QR8v5UWIauzlLrw+bhkjjMZllO4KvG4jnBXHBPAA+vXNc7daUJR5bkowBxhuG4zuPOO39McV6LPDJGjyn93tX5IjKMEcbgCecjK4x0x1rNubUxxSC7Y3A2iLyt2VcE4wMdOec8nAGfWmQ46nHQmztbCR7sOtlIMq6jLRTKMbT/snH49K9hWNYtssUcsMrxE+XGBkkcggc9Rzjt1rzbV9MOnQveh1vLW5dku4mxxyBnjjj1HTFeiQtLdhIryGR9gMW+BAclTnG49sbeQfr6Umx3ewyG+up55UBJVxkyQHKquck56nt6d8cc1VmsreZ5Vu4vtc2AFns4lDsuM4YZ6Z469DVgO8izMR50IQvsQ/KqjADHHb2zycVZto7y3kk4S4xbjY42gpnnDYHy9e5oKSs9SO30xVkt70RkSxHMSFujnpgD26464IqGeCJrcST2pkmKBhCkQDbGJAyTg5JwMjHQ8VqT3oinWERCVm+44kwqjGc54x15/3fSqytd6pGLowl40k8uE5A2dcAEgDkAnkdwDQ0XpcqmGGWCRo7Fyh2lizBRG2eQFznGcc/U+1ZrW25Z5jFGiCXKmRtgAPJA6EjgYPHYVtfZ70wxzyXSNEGdpGZFUIeAAD0HRefXrg1Rnt7Vrt7SVXYlgpZFLkYJHAJHbqT6e1O1iZGNLbJc7IlgLTRZCFG6KQeFHod3JwevU1y+oaW4uWkkRtsjExuoGD2Bx2HB49+vGK7V9qNOsTSSbGZVLDKsQQD6Eduvb6VWvI5Qn2cRKVjQne8JKYbBDgHHXHQnHy9qLmbjY8+g06WK5B3ebI21417SlTyoOMduDXb+D209572K2ulxKschjaAv5TZYGPBB4wSOcVUuNCN7L9ntXSK4jKbmwQq4zgKexIPIP8A9eneErkx32pu0ZguCqJfoRgTBckHb3J/zzQ3oOLsrHcM/kwyGQCBEUDzbdlUMpXhjnJPX/DpUDXMP9nslsk8Yk4k8mMFtuRnK4OckcnrUsrC58yeAskKlWIOA0YABAUZ68sOnT6ZqpARAge1iCuTkhSDIw45HYL/APX96SAg8nUpYVaR7ee3l3bZ/K7NjjaTwSDznnjFbuk65eaVZyxNFawx7wtuCGcoP4snOTyQQffpVCyh02URXRClyzlWYAlUB9Bx0PatCWayheOa4dZDFtZYkbDZGfl9CefxxwKEXyqwk+q69fboJ5IvKfcRB5O0uMDgHOehOT271iXlssEbyCVG3oMhDuZgODx3wp6c4qZoofMDvC9xMdqRmMfORnJ3ZPI65OO3SkuBBdxP5NuEQNtClTGrEZ25x17c8DjpRqNpLQzZ0iLrCwiUEAMiYyQeg647Dv1PSsa6ja0s5I5n8wqTjnIfkY59jn68D1roL6C5l3SPGn2VuA0a7FJ46E4zgAjHTr+NR7aESxwzQgDOZVKkE/hwAfT3+tFzFo4PVpJhFmaPdncVwoOBjv7df0PsC2ilmtHVYFLQBN0IHzOCud3vj1ro5LHdIVtT5rkFvK8srvbn5Qx4z9PzxWHJ9oR5oLO4MF9GrRwSnIWVOpjOfTPH+Bqk+w4uz1PU4xYxW6hy2N26SWdt0kR3DGRgZx6dOv0q7dwvDGQF+0wPEWWVSBGAeFbDDGcg5rCWWcwiW1umawuW/dxEly6ls7cdc/L6459jVq9MMAS9NhiWYKGtwxYxjGCuOcYA5AHXpWZaCeeOS4tWSXa8eNmybAXk8/ixHPSorjT7ouXju5X3cM8RCjcBs4PpgAZHqSOea1bIw3lrHOoCyCXDAgBQMYwFx7c/UHjNaRkV4yxyP7qgcf8A6qWxolc57T7OB4/Lltxa3CEcsHLNjOCCOvQZJ6/rTbfU5n1K6M0V48RJWGNG3MxIPOT0ArXnu76PNzBCW2ONykZyPx71QvFup43a3gxHMpUjBIjLHDcYzj+Wfxqr3Bxa2KLRRaeI72USyRgfOqlQXPU5yMNzj8qoGaZYhcF1HnhmNrEp8wDGQxwOnUVtzhX0+D7ZHuKIB5BXqcnJ/l6cGsySMRXL3ErRwJHGIw6D5NgBJYjqWwe3YGkmKS6mVLqFs1sZpPMSZvmbBGwZwDubtkAipkltlkS0u5Y7Y7c+Y+eQR0JwcnAXB5xUwjtVsJWurVbgTt+6m2gAJ3DDGc+h6k1zdgZ73xL/AGSNWmtIWWQxKse8BhGSEIIwBjPJ6Y9TVIyZ2Hh+6V1mdpoUuJdqM2UVkx0AJzkc459K2Gu7Q2eZgba5aUxiRlMqzcnc6gA5IHf615r4PvIltr+51ieViDGEZ2zklXOM9wcDn6e9djZa3aQ2LW5nmlKqGjhWNikRxypJJyxznOenGKVho0ppZdk7eS8gL5JMQRXYAZ4zyMZP4jA5pg0cXVqoMDhtuCXUKq44wB3JGCT70unT3NjME1No9rRsokbHy/QY4PI/M89K3LddsKhU/dKMhT6/4UnpqaRV9DFstMutPuFdIkMEjAybAN6sMfMNx5PXGemfwqLVraeOe1jt7cxwx/vJDtAbb3xjjsa22SW5fy1ZRGc5XPSs/wAq+nhFvcXCuyH91KTzjuD9fT2o5rlcttirLbm++0STW0cDBF3xxyFwoA6N78jgVlSXhvN6tIbSC2QRRtFmRmfHHXpk/wBa3ILSe1Nx9skLLKQ77W+bIPP4Yx+WKz7qN5oV3qFg37ni6byoJX5hz3/lzTT1JtpqZMl4Y53W7tnVOCiq+GYlecHpjHvVe3u0aKWVEEqFzDIqZZ1GOfphTjIHbiteNgt79o2NKkAw8c/ypcf7vpx0PbJrC8R3MljpN3dKDa3suwx/Lt3qSdx9xxjOM8DFUZsu+bbXF4IheRiFwZEkmiwvmBSWBDDjsOM9ffFdZFYxXF3FHEAzxBmjEz4VumSnPU8c8DHrivMdTiK6RbaxZa7qV3IZxa77iNYxNtTJeLvtUkKd3PI56gdxbXDreWianaplSDEsShJN7EAZ9sgnJ45zUsSZp3YS4Hk3KPIY3VW/dYTaucjOQDgnvUCNMt/cfY8fv49skJUBGUcgEjHAXJ/E+tRXNxFZ3SW+ozT3bljJ/pEhwWB5z069cAZ4yK1bewtI3juPKSZHj3OWUL83Q9DyR0PrSZpHXQwbj+00kbbdSEA7jJFHlmGeSp6e2ePlGB61oabDbJF9ttpHjRuZVMoJbGDt2sOduevcj2FbjtGu2Uqp5yFCgECs6W/W3kDSWQlgmBRjjBB7cj6/hinzFcvUybXVRd21yZZDHM7FYR9n3M7Ag5IHQDjnPeoriKCwMst4WmhYFlURl974wCWznPJ9qs3bywh1t4Sd20LKPl3IPmx9T6fz4NSalBBdCJpwuCFSJOQQduRn26/rQ2K1zHku59NgWSbYilRLEI33Pw3RvT1H1qvNcRgKkdxIZXABi2kMqnJHJyM5wMelXCgR7y4mK20cx+ZZOQijAHzd8n2xyPWqdxZ2C6SovLZlu8mUsmRHgdGU9jnAx+NUQ+wqSQMszI0Udxbje8TOAzMATxk9TkqfQDjpir+j20qTm7toIHe6/wCWyvgrhsHIY5456DHNcrEyXPjdtHv9RuIInfEdwkkKCJuCWZnGOOcYPJIHerXhkXdjf6ysv2g/Y7kR7J/kmUZbP3cjOF5A44PbqmSnqdrHarvziN4tqRKYEAyR1G/khieozgClK7LmOVJVRE3XCKNpYtyFG454GOmPeo7S/ndbo27mJpIhGLS4zskOMFgQB0B7cfyot4lubgQxyQxzHCeVAiqA3Qkkk44Oee9SUhF1GSCxjRrdheLvEki4PmDOCx7DA3ccZwB61QSV7vMFrb+QWYSlpmA3Eew6gfeyTjj2rdsLBUtWjkmL/N9xVX5+3J/iHfHrTZtJskIZgUmRsoVbBH+NNPuXyvoRyX6RW6z3EMcUgkQb7fbtJA6jncAcDjPb1qDV57pYiiQugliV8bMLg5JAx6kg89AKfqkNnqdvDcvcvP5LHerAbo2zwfz4qCz+z+beJGWlZVBZtxcyMfr2yTx7dqdxW6Gfd4s7eP7Q+yCY+aEdTv2jgbhkhu/QY4psioYnigiZi6hT8xyOAVYY5zkHr600wTafNNPHJG13NtSGMKWJBOCFByOhNVf7OaTUYobOZ45rhQiM7Y6DoG4x2A9e3ejdCegSR+es1tDGIMqFKE9cHlQPXPy8/Wqet2kOpactsWSKWOTdFLkghemc45HGPTrzVPXI73T9LusTqrxzIRcRNyFJxtbPuM5qvrcHiTQdO0rVbq/ujc3yuk0bQ4EShV2K+BjcVcnB9u4NDM9mbN3GJ9TiUM8UaqEEUZwg2uUBx6gE8+9dBoemW0LyTKrGRC4Us2ec7d31wOtFFVUVnoaL4mWbcn+2pkBKohyFB4yQO1basZjtboWxxxjiiismXAe42AICSu3OCapwuy3BUH7ykk5ooqTQp3S/8TRRklF/gzx+PrVPUo1i037aMtL9pSLDHjb9Pxooq47mcthrAW1+hjAyl0YwW5+UjP6dj14rzvX7ptD8U3Gp2UaLcJcSABgSozGQTj1+Y0UVUTKZF4SJCX6HDKsCSAMMjcoLA4+or1TRbWAhD5SghOCB0xgiiitKnwxJpfEye7gSW4UyZbaMgE8ZJ/XpVqylaRZi2PkZ1XHbDYFFFYPY3juTI5aRlIXGB0HtUM5PnpzySOe/f/CiipNBLqFJ7QCVdw4OP1/nWbfuLcQFURhvjjw4yACwXP1AY4ooq1uRLZmVbSlo76NgrLbTSW6ZHVN5xn1I9aw/Ed/Ld6K1vcJFIBMqh2T5xgHBz68UUU0ZS2OQ1jxNLrtlaCTTbC1eHakcloroURf4AC5AHOTgcnmuksdSvprm6ja8mXEjQFkbBZBng/8AfR5ooquhCO10a2R7KeWZnmcyLFmRs/KFz+fNW9Gkd3ZHbekYVVUgYA59KKKg26mtJzEknQk84pzZaJ1J4Rcj60UVJoMgyFEe4kH9KxgTLqd0jnKxJlRjv15/HmiimthPciezilvLTzAWE0zBlOMDAXp+PNMsUVruyDKG86CTcSAcFeAR6HFFFUZPqefeIryLw1r+pW8GnWN5byP5nlXsXmBGTGCpyCOpyM4PcVJ4W1W9vtU13U7idnuY4WuQeAC7A9R6DsOgoopsiO5rp4ivoLtJIxAJJ5iryGMFtpbBXJ7dOPYV0GnxJ9ittRx/pEjFnIOAx3Y5H0oopDWzOmsybhBLISWJJ9utIsSSykOM7eaKKh7m8diubO3S6kdYwC7srDPBHP8AhTZbOC12PCmxmU8g/dzzgenIH5UUUwZk3MSpCWI3ky5O7nkjk1R+ZlneRmkDDAVj8qDA+6B06n86KKpbGU9zn/GObTRY4Y2YpdRLI4Y5xtZgAPQcVyz65qWqaZb6de3k80FsXkj3ysTlsdSTzjHGemT60UUyGf/Z", "info": {"video_id": "125464", "label": "pulling a stick out of plastic water cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9d387eb764014016cce533f988175d0d606c2c20b5aae9fabb3983fc456f4afa"} +{"episode": 8051, "episode_seed": 2266496147, "split": "train", "timestamp": "2025-10-13T02:53:57.593554", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2266496147, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting coffee mug and pen on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184201", "label": "putting coffee mug and pen on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "184201", "label": "putting coffee mug and pen on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0cd6e3510ef49f943afff6320c764bcfd68a592a06c30693d79d3aede8b6f6d2"} +{"episode": 8052, "episode_seed": 1000844319, "split": "train", "timestamp": "2025-10-13T02:53:59.264893", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1000844319, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking three boxes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91930", "label": "stacking three boxes", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91930", "label": "stacking three boxes", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "91930", "label": "stacking three boxes", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "086e24dffad3f167807efeb68c016c6908e224989b599a7f89c41b23a1081fb3"} +{"episode": 8053, "episode_seed": 3737327051, "split": "train", "timestamp": "2025-10-13T02:54:00.277813", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3737327051, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to sprinkle air onto battery'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "90840", "label": "pretending to sprinkle air onto battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "90840", "label": "pretending to sprinkle air onto battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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cEduK3fD0DHUZ5kwyWqCAD/aP3sfr2HWrS1IxE76HSs8ImPJKAdOw5/lzXnWq6Jpl/rpPkpDELtUHl/KoUfez9fwrvDK0NrNcvtwsZbJPoM/hXl+vy3SaTHBEWEbt50xRM9cgZIxxyPxNEtjnjuemySaKWBuJbUjZsBcqTtI6Z64rgNVsbVdQzDJHcCBgFlD8Mh6Ekcgr/SuIAuySIpZ3IPA56fnWlp15dWalLwbXDDy4yDnnrn2IqLs1i+XVM1rmP7TaM7qpwgZH2HHLEgLt7Hpk1LZQymMvN+5t3J2REb3PGMAnk+3YVRF1Z215mCIzF/u7nysY7j357dPr0rpdOlsozHK92slxIM734K9vwqJ1OVGzquSsiZNKuhYSxiPyYyA3kL94j+8T6/54qu8MiW0NhDMXuLt9zyu2SQeSx5PbJ7dRXSO0kkbrFIqTSJhGZN656Zxnkf41zsbz3upz3sVkl7Hbgx+UJDleM8AHoTgZ6cdKKUnK5EY3kR38CJJBYwpcW6SDdMnmebGAOSdvUjIH4CorlXudRtrJntHWP5jJbDaG4x8wwB1LEcHiixvoPtt3cSXclnuGyISRmQIoOMFs+vHQ8CiCZ5ftd8ygPKfLjVfQ5AA6ZGA3TPUcVsbVZOMbHXeHkT7Hc3jxtm4k2oO4ReB+pP5Ua5dCLQZYlG15tqKf72T/AICrcVm1lZ29nvG2MAZI7454+uaxPFdwIzboWysET3DZ4zgcfy/Wq2R55honhea6uDrYhM0bhIlZiG2gdeOv41d17xBosmm28Vg6zTRZ8tRwAuOUPHQivMp0uLm4adlctId3LAk596Rba8iKyqyxqpzvbtWWpslHqbVvqrWzsiR7QXLjyyQxxk9eRwfbP4VMskd1dxx20aiaRV/hKiMjuDkhs/5xWW629zP8+7yW6seCW7kD3qa3g8xtiHZDnAA6kD1pOVlqbRrSWiOxs7OS5fMarczJktKygJHzk9Bz/L61fntLyO7US3EhtnAkmK8eZsBxke3PpyR6VlaLrElnH5Mv7yBhgAHkVrareGa0R7R/ONwohiATkPnJAPXJO044+5WcJuUyGmyvbyST3E+pfaJrXGVheOIOjBRzkdQAcEc4IFclq+g3Op2jarAsbLuLSYYKQPUqenTP410FzfQwaVFY28txBKQqOlzgKqk5zkAYIxk5z96pdW8v7LbWqJbSCUqqyQsDhVGSvOCD93sM549K6DoatGzOGuPD1zDbW2yJ5JLgcBRk57jHXvWxe+Bp7DwtFeLE8t40hadV58tMcDHfnqa7/wAP2rnU5JAAVtEEQGOCx+96f7XbvW+ZGht5rl9u1UZjk+gzj26UJXOFzPANFGzVbZicDzUzz2yM19BtfaYEaGa+gMTKQytIpyD26141reli2iS7toj5sgMkoA3KAxIz7dvzrED35OEaQ+3T+tQ276F6SWp3eqWNsmoj7PLHcCBhiRZMbkP3SSM4K9/pWbdRLcWzyOi/Ku5ZNhAGSTgbRznsTisrSb64tYytyVD7h5SYyTnrn2xXQpaRR3KeSDNJIPkQvlIx1IJ74PYf/WpXtubU6vJoQWaTOhkmPlQMcJ5mXkxjGAevHb09RW0mm3KafKkcJggIDeWP9YR/e/8Arf8A66t2emmJknlcSzkZ3H+ADjgdh/niteZpmSQQNGs7qNnmAlS3TnHbg9KxlWu7IUm5as5ERva6HJJPb21yzqZGDg7lZjnaMckHCkA9OarKg0/SBMst7b3iqpYR4KEnlef4QdwyPY0zVLiBpIbV7eSxCyAz4VnSQDkEA8k7iR15qzfzSXV3BaW92LmMOZGZVIKMuF2kD7o3EYI6V0mrbjE0dEsRJcaXaEbkDmV+OML0x1HJUngj72a7ZleWc4cDbnkdv8a53w3bRzXd3d7lKQhYI3GO3J5wD0A6+tb0csMIkkf70YYnuMDniqS0OB6s47XSbnUbxDgsxS2HOOe+Ondffr+FY2t+Fo9Ftpbqa6j8teI1A+eTt92pZJ7kGGW3RWne4M7ZHA+bqfu8Da33h+NZHiXVCIZJbmYz3cmPnPQY7KP64x6DvUuzBaHP3FyXX94fLiA4jzyfqaS38+6ga4iZQkZOxMfeI5P0qq6yottqEpV4Wb50xnbk/rU6OWW7OnTKqyNGAo+XaT1OD/SpLuaen3igq2f3cgwPY+ldDYapdW+zyrhvJUENDtyrE/qMY7VxaxLps6WrTeYsgyBjBX8P5VtWUu/cGI3KCcZ6+hrKcbO6NIu+jOse+ttRnglkmMBt95AV+FcgYYd+Of1zUciz6hrs7TFLyK1XY8TqBuJOGAAwQfQ89Kp6bcXVlZXNzbiIxqFEyTldpXnPXr6cetNs5rfTrRhdwXcE0jb0lD5UNjcG29CANoz7mtKS9xHRG9rotW0aLrVzP5AhSHJZfMZxuGGPzEY67B0HtXY+H4hB4fiO8753MjYxnnp+gFcbplrLJZxoMm4u5FQle2SCeRhhgsPXG30r0J1ghKRRqCFwpT2xj+larY46rvIz9fdbfRGxIN0xEeM9STnjkenrWbolvE0l/cSqogj2xFn4UKB1OQOwHrT/ABLeCW60+GMHZHunZQew7YBz/CexFckZpIbSUXV0fs7MZBAHADdBuYgDHT6/TNDtchG9f65DCrR6QixRLkPdMuAP9wev6+3evMLzUWuL4qshaWZ9pkfvnjmtG/vbu6u4rSVJbWCSMlGaMruX/ZHp/OsNpktrW4025yWVzsdRkDoc+v8A+upepS0NJ1NnMkbSFkkGVdhghh1/z6VqWt2CqBs7kyGHvWJLarcXE8k14QIANmGzswOcj61JZXgkiDjqow49vX8P5VlON0aRZ2Wm6o+nxrE8rzRjjc/Ldex9s1Yu1TT9GWO5tpYpjHhGYY3sT83fnBJOCffFYCbWWMLggjqODWrLBJcammn2F0JljUSxxXUZVMgYAwepwSfelS3Z0U0iy4ey0IW8NzDIMKqqyByJD12k9O54zyOK0NGt4/tmnQAZijPnybcHgY25xjPRTyOc+tZVyJ73WYrW4tI7eWL+4FG8dFJUHqPmPHIrq/DqLi9v3T5WYQxjnOAM45AI/hH1Fbrcwry6G5lJbskgnkn1Jx/SuL10pcX17Go3A7LVMnk+o7d17H8K7AXn2YSOy/IpY+4wM4rzu5RpYEDS+W0srTOykg9fbB/gPUfjxmm9jnG+I9IstFi8uObz7pMAQLzge7evfFcVcTnI85hI/wDDGvKj6DvW/qU072U8enW8kqhR5r/XszdP+Aj8c1yjRL9gj1BZD58UmXBPvwPapdiy3YxvqHnFndHQ7VToQexPt7VZsL4ErKeQDiRc/hms5ruO8W6mDNbuyIhLHI+96jntT5GtNPuIlt5C6yD5wWDDHY59/Spcb6MpOx00TrIYyXcbGzgNgNkYwfUVoaf5Mt0WuGfyo1LDbnhsYzj1HXPHSsOxkzIEY5wNy5Gcj3rd0q5uLK1ubm1u4YSgXekjjDjOT8vc9se9YwTUkjeG+houJ77XJWacXcVom0pPyrluoxxjIJxgk8CoreNf7euJlt44lhGXWMswJA3Hnr12jpj0qtbNHp9o73mnXEZmPmJPE54yN24DpgDH5mp9Ot3e0jiPN1dyBfQ5JBbg7SOSvTP3c10FVnyxsdr4eiSDQEbd+8nkaRsEZOenP0AOfejxBItvoUjCTLzYjxngknPHT09a0HEMOyKNQQmFKkdsY/PFc/4mu1nutOgjHyx7p2UdcDtgHP8ACR0I5qmcJyt7chJbuIECNQsbMTgbRxz9cA965q4vEDkWnCjrK3QfQVBeys0szzSnYzltmcA9sngenpn6Vnqz3N5HbyB4Y3UkHbgkY7CoLQ9roeesMRzJKwUux7n1rQEk2mzpELh9j/Mj9MMOD/n0rHMyW9rPptznernY6rkDpz6//rq9Nai5uLiaa9IFvgJhs7cDnI6jmk13Gmd1oHiF5JIobuRmI4+bkhuwz2rpF3W9siSXDzyJkGaQYduT6ccZA/WvJrG9EkSyDtw49vX8K7HStSbzYbeVjJG4wpJ5BJ7+3auapBrRG0XfUl04TXV7dalE63KswiRJ33h1HPJIBBBCngdzUFgiPfXl0sUUZjYqohjyFI4B2n5wdzE+4FQG/sbfR0S2a5iuxGWiWVt4cZKkbei5yTgelaGn2XnRWdiB5izMoLH94uwZGc8EZ/eMPwrrKrOyOt0hFg8P26nJeQ72BY9+ec84AxTdYkSLQ55M5ZgVBAHU8HAJGeM8Zq9cLCkgCY4OGT0BFYniW4SaOytFAKyNuI+U/KODlTyRgnpyMVfqcZylzIUuY42/1cSCOTBPy5A55GRyW7nOMVlXN5b2EVxa3KIjvLv81lyXUDBTPseQPf1rpLa3+2W1w7bg8smAuGGO5OG5HJ7ccVy/iK0+0aVvMeJIW2tgenHp6ZHoNp6k1indtMuxzLiKXTmS3um2GQFY5hjHXgH8aJbIRwNGfMRlBDY+ZZJB0x+Bo1S7ivBHFaoxEeSSExxxRHeiK3WVUeJguIipyrOOCSPoasB2m29rPbTXF3Kd6kqu58fw5z71c029Lxq4P71OvuO4P8/0qnGwl0rzJ7ISRpIQzx/Iw4HPHWtzQtJs9a8SizN61kjRSGBoYwxcqhYL7dDkn+tJq+gJ2NCzZL3ZaYVVkYMX2rwq5JySRj3x6Vu6oZBbwWUd3JJasxPlbd22JSSc/wARHGOPSuV8JXU4+0XTWcd3FFGGPmIX2ccADsScfgK3rRkub+a/Nu0dunzLHIpZUIwzAHOVJcjtyCaIqysdXN+7TOi0VEfXIi4DCzXk7g+1z7n5hyW6nkAV0iOHuMheMlgFHT3NZvh5Fg0drqd95uH3Kd2/IHAwcDIzk/jV6O5WBXznaoYggdhzVrSyONnJ65cCTVL1k+ZYlWEKvPOeeOD0DdDzXPXCyx24OFNzauGBbkHB3DOeoz+WR1IrV+e7eNHG4TzF2A+YAZxnD/MOd546Gn6pEsMqXPSGQlGOf4ezfh2z6DArOUveKS0OZ8TeILDXorOGOG6kljYuzjhoScDb7/Wub8iCW+mmEiTgvtEb/KSW4/Sti9nXQ5LxTCxeeRCCpwMrnIPXjkH1rn4Euop8m35uQQu8cc9we1Ul2AS6thHPENsoViFdn7tnDYNX7mazsruFbMqFGQ+DnvwSfXrVaO9d7+BLbKRlgNjfMMnG7r61bklFvJdI9tFBctghlPDrnnrxQwRp2tzt2qOV5KAjp6j/AD/Wup0143tZLq+idWupA3mkFQOuMMe/XpXOarpWm2fh231LSNUvpY2u/soNxCI0nITczwjOdqnCnd6j3A3dRTU7K2TT5L1LiG5XY3zb25OdwUcgKAP1pKNmdFKV00P03aIbq7ROJTlIwvqMD5T3ChjwTnNdvYRyWWkwWRUq68sF9T8x/U1zWmWYuL2yswoaFMSyKGDqoGCBz8y8BAPqa62eczSqFU8MNrevrVLa5hN3dyprkxtdAkDKAZfkCgBs55PBIzwD3ribpZFnJTB+xhVxnOeMHqMjnd3IwfWul1+4M8tlatn5cySrhTkDnkHnorcis3T4/Os3eUjMshyxZsKB1GG5HOeKmrKy0FFHJ6nqMmlRzKY3ktZmWQYJBVwODz6jg98iuZuBH9jd7i1e2eZgVZOjcE8g/Wuv1iz87TbiDGWhOEOOqnkduxPT/a5NcfcS3WrsYYYFCxZYgHv06mhW3AeLWKSMRxok4XMcbIdrMxGQT7Dmm6YLS2jmkvYxuDbV3KfQ5x71HJNcW9spuIgHKmKIkbWTbg5/Wp7U3cmkPIBHPGjnMco3cAc4pvYCTS7lmRY+VlQ5Q+v/AOv+ddFYXCXCrayFUilYFpCVG0LknJI/kecVS8PxaV4g8SW1hqN5NbQTEJDLFLHGIfXcX42gA8dScDvWnocOo6drmsLDaSyfY5WjdLmJWlXBICkDIBOBnbkccGp5dbm1GVpWNnVD+5gs4Lmb7NK5byAeBGpJYbT97kYxnt0rY0ONf7aiDKNlmnzAZwHbvgjjkvjB6CuesWN5qNzfNa+WqctCFDgOuCw2/eBL7envXaeHlW20U3MrbzcuXGCxBGcDG7kA8nHvVoVZ62NNH8y4yFyMlgAOB7n1rjteufM1O9YcrGFhCj1J54OOwfoea6xLpYEcnOxQxB+nNcMN9y8UT4LTzNI6jjjOD8j5I6OeOhok/dMEtTkrvSrmOZhwWibflhx1yOvbP8+5rPvLy2vpYYhDcMysSWXhoyTjHuK9A1WJYZY7nG2FyVfnB29j9R298YriNRcaJqFw3lEtKQRg4GRnOfbocdeeazg+ZXLasZiwQzXs0wkScM+0Rv8AIxZv8KrXNsEuoVxKFchXZ+7Zw2D3p0Ed3DPg23NypC7xgc85B7VLDevJqVulsCsRYARv8wycbutWSWbiazsryFbQrswQ+Gzzngk1r2lzsKqpyBzHnt/+r/PWskukP2qOS1jt7k7ehyHUk5xn+lbOueFtT8M6BpF5cy3Cy3rSboTGQLcAIUVj/eZWzj2HcGolHmRalZm3cXj6n4hjt5Y4ohH5jh4V2uSgO0k+2K6Dw5iXxVeI6ITbW4ET7RuGcKee/A/U0UVcd0XV6HRBF+2Bcf7WT3Ncx4oY2100iHIS2chGAIBx19f4j3oopvYxGaaxOnIF+UZGMEnAbOQCe1YutwKj3yDO0xgkYHUAkH6jaP19aKK5o/GadDlNLjSFLiRFAYy7SfbGcVDZxx6lHbJcopz5h3L8p6+1FFa9WSNsWMS6naDmKJHZc9c9Kp6NqU+i6jDqNps8+PIXeu4fMpU8fRjRRVrdks3/AAlc3MEWopb3MkIEO/8AdkAnaCAK6TQ0E2jzHJjkGB5sZ2ucIXyT3O4/oKKKTN3/AA0egzIsFrCkagBFCrx0GKq6viLRJQFBBCqc56MwB5H1oorXqznOQQsl7B85bZCGUtgkHAOc9ed571oanEptJm5DEkAg/d78fjRRXJPc1icHrjCbTLOd0Utt3YOSPlfaB+WM+uKrXc8seo2iK5CtuJXseKKK1JM+WKMaNDfxxrHcBwdycDqe34UzVJDO9o7gZaBWIHAySc0UU1uI1Nc8Vya/aWscuk6batAixxSWqSKUjXOEALlQvOTgZJ5rcjZZPFEVuYUClVXK5DZOCWyD15NFFNl09mdt4ZJl1HUJXwXAQBtoBAOSRwPp+Va8DFsyHlySMntRRVR2RDOW8RSMNWuSx3gRBQpH3QSgOCOeQT370WB/0bn5htjbDHPJoorGtuOBm6kiyXRYgfPGyuAOGBIGPp8x/SuEiuHtbi5iTBXZ5nPXdiiilD4R9Q06RpPsMMmHjcSFlYZB/OmmRrS+v7eHAh2OQnYHHb86KK06ki6RrJ0YSRHTdOv4ZyrtHeweYAyDKkEEEfeORnB7g10Ph/Ub7VpPEGo3N5N9pki+1SNG2ze5z1x2GeAKKKp7F0fjRuW0awaakAyQ2wb/ALrD92X6rj+I55r0GdRBDDFGAFUBVPcACiiiOzJn8Rn+I5fsnh25ZERsBVKvnBDMAf0NcvGpjlgcSMQsSlVODtO1TkHr/G3eiipq7CjuXtTiU2kp5DEnkHBGBnj0rgddYS6ZYXDopfy9+DyOHKgfTGPriiisqZUiC8nlTU7VFchSjsR2PB/wrPnijTRrbUYkWK43g5Tgd+34UUVougmR6sxnuLZmwCYEb5eOSc1avfEmrajpFtpt5ezTW9vJJKnmSMxJYDqSecbePTJ9aKKpbEvc/9k=", 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", 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", "info": {"video_id": "90840", "label": "pretending to sprinkle air onto battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "90840", "label": "pretending to sprinkle air onto battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bc0622d04f7d3882ed922eb59729d7ad6c5bbe41aca98196cdd7b9724cd4400d"} +{"episode": 8054, "episode_seed": 3579885582, "split": "train", "timestamp": "2025-10-13T02:54:00.843634", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3579885582, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing brinjal on top of flat beans'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "174647", "label": "showing brinjal on top of flat beans", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "174647", "label": "showing brinjal on top of flat beans", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "174647", "label": "showing brinjal on top of flat beans", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "174647", "label": "showing brinjal on top of flat beans", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "229b6b334c1ceeadf5a05ecccddd8d7a99525e27528667a73233422c54a274d3"} +{"episode": 8055, "episode_seed": 3319938652, "split": "train", "timestamp": "2025-10-13T02:54:01.900626", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3319938652, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding watch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "12058", "label": "holding watch", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "12058", "label": "holding watch", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "12058", "label": "holding watch", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8164c2d9b84f2a27b479ca6f078da3ec0e6b1e3fd43821c396a1eda55f1a479d"} +{"episode": 8056, "episode_seed": 45445337, "split": "train", "timestamp": "2025-10-13T02:54:02.475835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 45445337, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking matchbox'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "112107", "label": "taking matchbox", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "112107", "label": "taking matchbox", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "46cce3a29f98b74e1054208c899f025a2ac9b5a439db8e95d9d90819a94109d3"} +{"episode": 8057, "episode_seed": 3948858629, "split": "train", "timestamp": "2025-10-13T02:54:05.507335", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3948858629, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169012", "label": "throwing ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169012", "label": "throwing ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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CjX4o47mZpM7Q4cHIGTk4x+dF9y/Zv2al1PSbD4xaRpzWenx2Mv2JAH3QsPMEm4koAcArzjPXmvSbDxPa6hps13Cl0kjwrM0aRlmX5eQvHqNv1r5O0qCW5vbXy1yyykLnoMk5rttQ8QXOha1BBJF5lkkaYMjkuA0QLAEHOQehNQ1JaRM/apyszB1jUvMvZWiEiWpZ12lDgZfOCfoBWVFeNG8U0cjJJnduU/dxlv6irN14rurye4VlAE7bnLHcT9T/AD9agaO3u0aS3j8qYcnHQn6U+UTlc9o+DNzLdzan5srPtgtm+bPy5MnH6CuQ8V6RJb306W8RZk1FZ5MAZGGOW/IjNdh8E7SaKXWZpFIjMdrGGxwWVWLD8Nw/OtbWNJii1XUbeHEtxfFmuJcZ8mJjwg9CepP0prWIk7No8s8XSfZU80jmWHb+YYf+y1yFvC2lrZXqybxcJIGxxsJBGP65r2DxB4RTVNGlVxtlQjy3U8rjOQR6cn8683l0p7Kzjga2uJ7pDkGNcgAnuPTHp3FC0Rq7SevYTWLq31HTNE2XAa4TzLeSHaQUAJKHPfO4/lWibZdBh0zUY2bcp+cBue35cEisDTLL7V4mFuvzg3CFSnPBI6V3Gv26SaZBHKqsokdcHk9f500+xUaTcW2dT4L8a6LbabFrGsybrmJBapGiAsibiQyjjgZYE9elem6J4m0jVoIfsOowTeThJCnAyVJAGcdAtfJE8ey5Nor7l8jbuHY7utd3outz+HfCkF2iviaRUARMOpClw+e/I71F2tjNyWzOl+Kurra+KJXtLiEytFGkgVvuncR+eAM15sNauo7tryG6lilU+ZvViCM5br+Vbnifxhpt/qVveS2qzzNEPNMkShjkA7GYABiOecd65cwWd7vaFmt5Xz+7XlW/DtSs2DaOn1Dx3rl74b+yXt401ussSFWIJzgn69q9s8V2K3vgu+hddymNSw9gQTXznb6Tf6tFDYWts0l1PeBUROd2Fz/WvqXULJr3Qbq0SRY3lhKB26L71cNb3Mp6NM8B0y0eDxYxaMiB7WOJWxgEq4GD74xXKa8onu7fTt+z94oLkfdyAM/pXsb6XDMsC2iFbS0ZvKkYfNKSQDIx9yB9MVx3jPwW/wBqt7y2+RyFEiDLAkbiSPwBpddTbmvFpdzj9Jv30TU1t3bAtrsSA4yD93nHfp0qwtla3fi69iguBPbLcnZKnG9DyDUGo2ygXBhgmRGQt5sg+Vm7AH1wO/vWl4ItCyS3m0jb5QBPTlu9O5Uad5pLYt22sy+FNZkt7Zvu3SSIcggYZvwJxgV67o/jjwlosdrpq3SxH/Xm5ZCVOS3ysRzvAODx+NeOeJLSJ9TlkbarRyA7sdu4/WuZ01WuLyzbaXImK7Rn58scA0S3uKS5G0z7Ag1qwuNPmvIbuEwPGsmZDgKpUHn8K+Z9X1kpdS2dvcA2p3qMNyQX/wAFFdSPGcuh6rBps0k6xeSgaeJQqlXQNllIIODyR35rhb7xBp11LdQx6fFtlcsv7sJt+gHTP6VF5PfQlOPLdCWOuX2nTxXFpdywuzBsBiOhLcjv2r2X4Z67qOvy3smo3T3DJBCyM7ZIDNJx+leGvaQOhlspGIXOYn5C5HTNexfBiN1l1Quu0fZ7Xj0P7wn+dON07Ez1Rh+PtElu9W1e0s1BnkczY9QpDnP0Geaw/E8xi06C7QDlSo/76I/9mr1nXbSH+27uOzBM94c3cx6hcACJT+pHvWJf+G7W8024s5gjKwCKCBkYIwyn6EU2tSoTdvlY8KggjtrGzvoHJufPIkQ+nbH4GtS61G2u9BsbKQSi8gumIBxt8p1H4g7gPzrWPhi8t1bT7CxN5cyNuTLYIJ4A+o9D1zWRBpUw8Zpp88Mkc3mRrJFKpRlYEAginzK4+S6SW5q3dhFp2j2Vyg2yKfm65PzIc/zrqvBnxEtNJs577UkNxeRF/s0ZbAKsV3KCc7QPvcDtiqeqwH+zIlxu2SNlQM4w1ef3caRX0cEGdoWRSOvUDihu6RpUjySutj6b8NfELRvEEey3a5jMbCR2kXAGW5XIzkDdkmuM+MmsQpqFtFDK4vFt3GChGA23AHr1P51w/h+a80bwnNd28UhKukYiONrozMCT78dfSq2s+PnubDT1aKQyxDcwMpdVPIGNxJyRjIzio956MyjOLuzDlvftU7FnJJHzNn3A/kK0LTxFqMekXUS30qxCAt5e8gEM3TH496z2vLXVJjJdQBJZDlWi+Uj2+lTWmk3l0lxY26GWSby4YQByxLDj9KVra3Dc9tvdU/tO4CIWFrGcK3GGbpk8+/ArS0hWDSQsAflIzjvnp/KseygQHcOFchZFxjeDx+YHIPtW3aWohmdt7ENkSAnocdf5V076kK2xBrmmwXmhyXQEiLMoiVEXPmEkk8DuP8a2ItMu7O01CCG2IgNoYkiWPIPy4xnv3/GrMOq6p9gieSS0t0Zmw7IThdxCk9sn0raiku4kVbxoZUkbZmNShBPsTWLp3le5q6mlkj5X0fUn0nQ2sJbYl5buNiccpsz/AInisXWjdXusTeRaPKnAJx34z+orovEdxAdSvWhUiL7UzRkDsGPX8DWcJpI5Hyx4+bIbGeM01o3curK9KKRV8OtdaJqK3N/azw2hVlkkVAxXOcED6kVs+K7611+SNLW3ZFWIIsjjDHC8HGfwrJ1G9D2mJXYJld2W7Z7Vm2MrXGGF18+WBHQ4A4NaJpO5xSi3sYrRS285EylTnBrV0q3N5MwJ2qieYT6AEDJ9ssKhvUd5G8wli3Ge+RT9KBjW9LAnZEFz7Fh/hUSel0aRXRn0D4I1IaR4QkO6JZ7m8kMQzwBhRuPtxx61tWKYu1eZS25gdxPJJPf65NZuh27f8IR4bMaBJkjk3KeA+cEbvXr1rZgtpcRSRbSgywQ9cHqPqDRFPluh9dTQudKhuJCtttW4BAUHOMFg3I+gNY/h/R0sJnvo41lme9Kr83CKAOAf5/jXT2t7FFdyobWWeRofMMijGE6YIJ4PWrunkQRCOHSfIhByAjIeT3wD19aicHLZmqnGMbWPC/FEWnaR8ZXuIrVIrYGGeRYxhSRyx9s4z+Ncx4l16B9JSa1dwsk77QBhiCzHn9K9M+LEVoviCwuvl3ywHccY+UHA/rXlMbBEjXYrojsFJAIzTtaWpvGX7h2/rY5aK6KXv2gJIy4zhlPPzZI/KvVNRvtEl8ImFLiKSRirRRQtkoPLAIbPQ4yMVhrqBjBUbQRgf6sVzS3UwuHhiKHcHmI6HIz8uPwzWitoefUi2YmpQy2t6UYMY1IKse47VNaysXQIx3nHINamqvM4RZkQhecjrg9fwrIso2XUbeIMdskqhSB0+YVM7PYqHNb3j2/4SWk6a9uMZkmitZGEh93Vcj3wG/Ku81fVhcO2nW8ikD/XYblv9n6ev5etcv8ABVY7uXW7h2YzLLmNyemck/zrRsrUqxXJKO2AzNzGexHqM9R70qaurlT3szY0m3ilSWKSP5tucfjjP86p6/oqS6VcyWzp5JjzuZjwzMcFT9CfzFaVhHPDcuxKjzM7WAztbHIPtkVpxz2l5pscS6RJNEJGCo5G0lSRnJPI470Si2rGkHGLu9TGTRbGDRNS0qayjmtGtBu8wD5m28HHrk5B6jFeHeGtRs9N8P3ENwpDzSwpHweCr5OfbmvqKKXzFIltWgLjGTtYHPA5FfNHiSG0tb6/hh27Ybo7McZwx6VCg4x1Zth53nt0OZ8UaqJdYngDSFMDhOgJwaPBt3BBrMUd5sjjYOVknyqo3JBJ/T8a1IpvLndmjUODljsBPT9abqd79osGi3AKxUH5BxyK1Vkc9W8pM0vHTadqUsK6dN5sywqDIh+UsEAH4EcZ+leYo0iXB8xSpPHNdPZ3d1Ph02EbjGMHP3V6/jisvUg08rmRVVm7qO9DcbJGEIyTfYm0sSzzbIXKjBYnPUDP/wBavePCN42k+E5DFC63E926KQmdoVEBPvjnFeDaC7xz3WXKlLZ1OP4gxUV75oVrBL4I8OygYncSMznJO7IwfyP41ml79jZ/CaVspRlk+8pz15Oe/wCPU10V1Zw3rtB5eJnTKOByu7gnP4GsmC0aRI5PN2Pu3cDgsODj2I5rctLq4hu0jit43zCXleRseXjAAz7ntWjQ4tJ37GBpekot3ql3aBZZ2ulj8zacYA5H59TXGfEl2sfinpepS225EtlZiEx5m1m/P0/KvYrOe+kBIjswg6ohYEHrjpjPP61558X5rbOkuR++JkyOvygjp+tZRp8qbubRq3qLS2x5Jrutfa9BZ4IJA7zsoiA5wWYnn8BXJ/ZdQllEy6fcA4YnauTyB/hXSrKQGMTZRZCB+OTVoahJGNu+Tp2birjbqLE3czctfEOlt4XktZUdrx4o0e3EJUQsNxzn6nPFeX61YzRTLLHERDJ8wH909xWlNd79T8sXAXzZCZCxzjHTn3p159qazjDOGDKGxjvV8ySONQlzaGJby5A9e59Oa9d+F9jLH4n08Ny24ybnP3T5RI69suuK8elQxs0i52PkEHt717n8H0jk8cXyyJvEdsqAsM4IwB/6DWMt0bx2N2NUMg8vlUl/e7m4yfr29qXVtTmtNOlntWfMYEBAI4YkYJH0PUelVmu7O6h+1WskO9kLPEXGeOoNcnf+JLDUZuHaJg0jhfVeBkH14zj6V0XURKaUrl64v9U1TM11czNsG2MFvuj0AHAr0PwlqOpahFFaXUiLEqYUbcuDjAJb1FeW2F1bzyx7WklOOWaTGT6Ff/rV3/hOSFNUhJZo/KUu6s5II9R6ngVMUr3Bty0MHxD8Klsd91HfRshADJ5ZLE5yOOfSsqD4aazqKtNb20Dru2shmXcDgZJBx69K9zOraZNL5bSruU4+dCAp7jOMZpIZ7GK4e3hntkyQyxI6rnI9OvbtWck0CkfL2qfD/Xock6ZdFIWPmCNQ33evQ1jR6ak2LkY2RzZfZgNggcEV9fiEvk+aUjSRtwjwC5Ycc+nzfniuB8XfDnw9dWEmp7JEdXAmeAAZXdhiQeAQM8+meOlMk+d9Qt95EoVU8wZ2Z5X/ACK6Dwx4ei1C3Esk8ak+XKy4yWCnO38QR+tZWr6SLDU7iB9reVhkkHy43DKk8AEbAOn5Va8KWy6j4whtm1KeyAjLxNAu9mZE3qg7DoeT6e9CWoOWh9E6npsOk6Zp9vap5axxv+7JJbJC9MngYB4qCG5MVkjAhnAVgH9D973x0Ncj4W13U/EdtJeXV9LcmAI8RcjGHznHHXgVfvNXSD5YbrZfRxylQxwVPAHXr6AVcbLcNLq5Jc+OLlnnt7CGJWlfaZdu84U4GAePXk1peF/Fl6rS2tzC1y5clQG27M9iT1ya4VJTCZGMsEQX+IjJyfUfnXSaSxR/3dwnmjBwyABm+tSkm7lt3Vkiz4+8Favr16l/YoXWOBI0TcMkDk5/M1563g7UYme2jspXlV2Zo4gX2j3I9OOOK+jrdg1lF5xCsVG4Hggn27fSq6aVa208UtvCEIJ6cDkHJIHUn1pSTuCnbRnzDrGgajZM4MFwjFAwWRCM9vSubg0ZpkChS1xh95jzuDdRkfWvse6gWWVWaNZHCMEDnAzxXI+JPhtYeILgXislpfqo23ECbckDGGHcdef8KFsS2mfOM1uXsVBcySou6UrnHPbn6UeHtJkv9TiG0fuJUcknGOa3fFfhq70aSNftkk0U5ILoWBDZKkYbG7CgnjHr3Fc68kthpxmtppUmEoxIOCy4OPzzzUtMfMj6M+Ffhr+w9Bd5ZT9pd2WdAQV3jAJz/kVURWhkjXeNrSnOxfujsD71yNl4hvLTwla3mmeJNSmi89oC80SxrOwG53jHXAJwc+o75A6yb/RkeeKZmglAkLLzgdc/zrTRakrValzUNZGmWrzkIwMeDknJfIGB+hx71z934x1K9jCWsccFvCu0BFznnqWPP4DiquraktzHJDaXCPbtOzSLkclQuD7c55781QtZcvHG88CBlLNGozx7GidnoaxaSVkeoaD4hm1q2jQ27+Yo3ecWADMP9n0JrynXfhtrkEskjweZC2XL7wArZyTXoXhWSQXkIjmV4yPnwmCozx9BxXbXVta3qeXcKkicMUbBB9MihrTQlNxdz5vPhXUJSZI7K6aI8b1ibGcdP/r1yWraXeIixPvEYOJC6njFfXGnxQQo/wBlJMbnfuzndkdu3aon06GdnU28Lh5GMplG/gjgY/EfgD61KWtxSa2PkaPSmikSaA+VF5u1nBJTaQOh9c03UbcO3mxbjG/KEj8z+Ne3+JPhRBbW893pl79hikKrLF8xQZIAYYyccnjHpzXjmsabd2Woy2lxLKGhOEGSVfnao55GcE8jn8RSabBNIs+HvDdzqUEs0KKPNjXcSwHyK4LH8h0r3qbSodJ0TRrWGeU4iYRqSADkLgHjt614P4SuI5PFEWmXGq3tjazYjV4po4lTrkv5nGME8dScCvVtJvb3VbvUbbUrm6aWxkxCl0VDoMkHO3jsucZpxXcV9fI37aR47RY1DLcSL8g6kuDnjtnGf0rnb3xXqsl3c2tpK8SM5jLKgViBx16ryDTdX1u105ja3bmCYh38wngArgHPuTjPaueju4zK6/a2dtoJWIZck989/WqbVrFQkrWR13hrWtUsL2WJcShyCfNJKL9Petnxf4HuPFkcNwk8UUkcOxVyQAxJJI/Oub0x41QMZrhBt/1h5GfUj8f84r0yG4MOlQo1zFHN8vmGU7upzwR3x0o5Uo6A22+Y8TfwFfi5ktLeOG4mMgyYyAitjkEnqcD1PWsvWfAGuWm0tplwrOhAKjfkj1xX0U8do3lTxiElGGHyPlBOCalljDtExRXIJ2lhkZx+nSo5ddQc7nyANAltrhbO9gZbpnyUnTYWBBHBPbpUq6c0Vl9kZZDOmWZ2G3GOAPevp7XPCGmeJII4NTZZZVXCyqArqw5yv4kcV4T478GxaAZXtbgybJSkqTAJg5xHzknByTyMHB9hTauSmkcZpultf3xtiFG4b8Hr14A96+gvhh4Zh02fULuV99y0u4PGx2lWyyg+uAR9K+fJUFlZXKwNKhUoFJbDhd2ee/Vc/wAq9L01/FXhbwrp0lzqV5DLePI8kGMfZwAmwE4+8VbJHbgdjhRTCT7HFJK/9nzTk5kCE5Nc99sma7j+bG4DdjjPQ0UVT2CfwMsxzyR6jKquQC4U/TcRXqvwqvJrm7sbeZt6xsNpP3urDr+AoooiYU+n9dD2JNLsrm4i823U7PMxjjJyOTjvXOat4c0661q8LJIjRCHYyOQRnOaKKmr8J0Q+JGDqds+j3UtpZ3l2kT+SxHmkfe69MVl6r4i1fTvDkiQ6hOyp5bjzG3E/MRjPXBCjv60UVERs8/1iNdS1uSS6y7zXDb2B258sDB47/NyfYVzKanPoviD7fZiMTQy7VDLlcMrKcj6E0UVp1I6G/wCF9UvtOW4tbW5kiiVwAFPb0qTxDe3F1P8AabiQySO6q2eMgH2oopN6CaViqdQuYZ4ZI5CrO+GI7/MRXb+EdTur/U57O4cPClusqDHKtn/61FFFLcxpN8x7MLSOfR0uXLeaIQc5z8xHLYPesjxGJbTSUWC5nT94vIfB4zRRVv4WdK3Xqc7ZeJdYjlt/9OkcK+3a/wAwI2nrmr2jeLdVl1p4ZXhkToAYgMZLdxj0FFFYwbLqJXOE8XXb6vYWl1OkSStd73MSAbyfNTJznkBBz1615zcW8a+HY7jkyOyMxJ65JH48AUUVq9jJm9aeLJtblsbeTS9NtQINitbJIuxEzhFBcqB3OByea2Ite1SFHjjvJBGoKqhOQAfrRRSkxx2OWkmeLUXUEnEYGST0LcirenapeQXrxRzFUXG0dhyRRRWfU556S0PVvAF5NqNrpt3cEGWcmOUqMblyeP0rudU0u3d4ozu2yq0j9Mk8YGcdBmiiujqdPRHJ65e3ek6nHHZXU0MccaqqK524ye1Nh8W6xHbXWblZCChBkQHGaKKxlpLQ0WsE2WoPFWoXfg6e4nS3ZyyIf3eAQzKDkA+5ryHx+iw+IJvKAQSRW42qANoBkXA74wo4OaKKtGUjmW1YaBd3Nuum6ffQSOreXfQeYFKfdIIII6nIzg9wa27HVr3Uri5uLqdnmkuGdn6EluT07eg7UUUugluV9cuZZJZt7lmSMEMxyfpz2qnJcy+TCwcqd+OOP4looqDOstYnUeFdWvG1+O3eTfC8ZUxtyPvYz9cV9AadbRPocLuu51jcq5PIOSM59aKK2XwmlP4SLVtFtDowiHmhXeJThz0LKO9cldW8mlEm1vLpfJlTYDJxywB/nRRWFX4kbU/hZHbeINXjumn/ALQmf5seW5BX7wHT8TXHeLdbvNVk+zXTKVe/++g2soUgqAR269c9fXmiiriyJI4LWLCGz03Me4mSTcSx6fMOn/fRos/E2r3cNjY3F9PNDb3km0SSMxbftB3ZPONvHpk+tFFHUg//2Q==", 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", "info": {"video_id": "169012", "label": "throwing ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cb8bb5cc6ebc84427e112bc8381ad14eafca1199b6e20be2e147055445c22f00"} +{"episode": 8058, "episode_seed": 1099643149, "split": "train", "timestamp": "2025-10-13T02:54:06.571058", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1099643149, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a marble towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "186416", "label": "moving a marble towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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b/M3Mj47DtXB3+pLoFvc6jO22RImWEZ5ZyOB+tTzWehrUw8aj5m7WOB8X62useLNWv1IHnXTtx6A4H6AVz7TFv4jzTEUOfmIGerZqPsMH860ucziyTaxOf617D8C4Sy69kZ5g4/CSvHgxr2L4GZKa9gtkm3XAHBzv/wDrU1uS9j2BHjcx4HykZJyR24/T+QqaJVIUFfl5yPUE1AkDW0aW0jklIxgjoeKsRY53PtwM/wCfxxVkly2CtNh3Kjb1H+fc1UvwrMiK26VgC3H3T/nHFRi/dWKWxyeMuO1T2Nqxcu+STySaylLsbU431ZDDara277yAuc89q8x1y5bVL66njUmJn2A46qOP6V6NrFws1wlih+8RvPoDXP8AjTwjfR+GrhdIkXzFQnZjDFQCSAfWsmjsjJLc8M8b6rBf66FWRJUtYlgBznpyf1Ncw0yj7u3B9Kpfec57mpNg2A524PStlojilebciRpGbvTAr+9NBKk08PRcix9gW5ZLiKF3L5O8My4J6sMk9OlTvIlzcmTHAAXr97FZE0yylIUZncEl5G9+cCtWyiBA9FolLoghHqzctRiIDoT6UySKdpgzMpC/dGP51LCQkW4n3NKbiHJYsMZ71NjeLKGoW0BtWnnt1lcY4I49OfpmvCfiTaGTxltA+VYgij0AHH869zub7z3SOO2eeBn2uyjKj6/pzXmXi3TftHiyVyuNm1Tx22inYJz0seKXsZ+xXLY6DB/M1z69a6+8tg1hqYbP7qYLgd/mauSIxMRtK4PSqe7MV0HFjgL2GTxTe/apbkBbhwoAAJGAc4qGpTLaPdP2dn2r4kPb/R+/P/LSvaJpoIhcOWw/A+ZsZ4Hb6frXgfwM1T+zU17CB2k8jAPTjf8A416e9zLeyeZM5Oeg7Cq5rIycbs1rnVGmLJASsfALdzUVtEQ4J71WiXbg4yveriTJECQ6keh7Vk7tm8FbYnuZlgh3ucACsjSra21zUwZxvQ8hT0NYuv8AiKI3L2avgqhdxngCjwZrkJ1SBWYA7cYzRodChLludbrPgS01HTLm1F3cQLMu3dGwyv0r5W1LRZdA8VXmk3exntJ2jY9FYYyD9CMH8a+zvtEcqEqwwK+ZfjLYqfiHeXMOGEkMLOB2bbj+QFN6GSUpbnmb4yfp2pueadICGIP/ANemZzVEMenLqPcV9rSENaKqkY2gpjp04xXxnbxocMw6EV9cXGqQWdtHHG7O+zGAcHoOT6GnGW5lVjaxejkCLHIwdC4JOeMDHH0/+vVSXUtyrHAB8owXA/lWW11PqBQyEBVGAFGBV2CHkBRk+lKU77BCPcmtIWL7jyTzk0/U7tLS35PzsNqj1NON1Fa5yWVvQrXEar4hS6uGkBO2OXYAexHU1Gx104uWx1OneG4tQtDdmUrM5xuxnA9K8R+M/hXU9H1SDUpbkT6fOfKiAGPKYDJBHv1zXuvhLWrebTNm8ZDcj0rkvjqbaX4fyFmXzFu4TF7nkH9CaatuTUvqmfNiRsYTJgbQQCfc1GegHt3qYOFtzGV5LA7vw6VD6CmZtWFr2P4DuqXOs7jjJg5J4H38cd+cV42Mk4r134Jypbprkk4YRjyW46nG7/GqTsZyV0e1ajdrFsLHMmMbe9UI3mu22sSsROdueD9azVumu52mk79BnoOwrWtHAIqZSbCMbbmvZ2i8AL+VS307WttK0ZQ7VJOeDwKbFdrFHwcN61CH+2vIWG5EUlvf2pWsbw1Zwza9DHdR3EsijzArZJxz6V30eqQX1ks4/wBXgHdjjFcidE0ebVbt5LOMtbSBUyM44Bz+tdLZz2sllNbYUqRt2dsEYxUnRNR6Hx3qgiGs3v2f/UfaJPL/AN3ccfpUDKy7cgjPI+lb3jvSYtE8bajp8GfJjk3Rr/dVgGA/WsOaQOV27uFA5PpWjexxpbkPvQvWg0oHegTPq+xh27fU10NrhRgVhW7BSKvteJBCWJxxUpE3NG+vSkBRPmdjtVR1J9Ky7e1meZxeTMxH8CnCj8e9JYyGe6WaXIYH5F7YIPUfhVyJIY9pRSAgwu339a0SJc3sjUh2osQQBQqDAx0xXEa5Ap8SXeM4wrfjgV3CSBwD1Yknd3FefeNtQGkX15esOTGFUe/AFNiWp5CIDcX2sWaKTI1w7BeAMKXJ/SuLmsbkSyPJEyHdwrdcHkV1MSS32o3hVgHkcuSWwPU81TlWLa0LSZYMfnB6/WsZVff5T0qODjKkqi31/M5dwQcHPHrTM1vXGiS/2fJefeWNwpHcKR976ZIH40nhPQrXxDr39nXV49sGilaIpHuLuqFgvoBx1PpWri1ucctDsPhIcf2r7mL/ANmr12BgAK8c+FUhjbUw3Q+Uf/Qq9Tt7nHPYVNtSGzoYQSu9GAcdjVa7ngc/vYAGHXHeqU18oQEHGO4punMdRumJOYYfmY+p7ChouBh+N/DjpEmo27COVYgZB9e1Yuh+E9eh1CG4ub1Yo/vYRASPau18dSSvo10YAWZVjYgegOTWcdcRIY5jIAhUN168VnZXOxTlyI9D0i3Q2BLs7NnG4mvFPiPoRtvEH76Z5mvAZEcjknOMfhxXpHhzxNBc27xLKDhs4zXG/Fe9MWteHHiQysjSyyKBnCApyfbNUlfREQnyS948p13w++n6Zb3jHcJNyt2KOD09+Mc1mWmhz3tp9ojICjgbuNzeg/8Ar1614nbSj8NZHniMks7bo2KFWSZgSQPVQQPrXC6i9xYaakkWz7MqIkckbchduWAP+0w5z2FddWlGMtNjjnN7HKmK5t5hE4KHOeR19xX0hE5cgsxJPJzXj3iLR9OXw5a6zY6neXCtdfZw1zAI1nwgZ3hA5CKcKQ3cjvkD1aGT5VyeMCuaSS2BSb3OhtCAoFasMiImXB+o7VzMF2AuW4xxU82qKiYL0JDWpttcSz3CQK+4OwAJrjPEfhWG51lYra6lt/tRd22Hsveut0NfkF5L95zhAey+v41k63b3LajZ6hbK0iw70kReu1u9TJHXSlZ2Qvhbw/b6I4Uzy3Ds4BaV8/pSfFfwtBr+gGZZJEksSZ0RW+R8dcj1xnBrHvdYvbG7RUs5ic7s4rW1jxLC3g7VLmcFdtsy7G4JYjAH5mloEk202fOl9ZLG5CAj+VZUiMjYIIrudFRdTDXLbXFsUbDDOTuHB9ap+K/Ddzp/imO0SBo0uHLwluRzyf6mtY05ezVQnEKMZtI5GM4bnjFeofDGQMmoqD/zyyP++q53QNC0TVvE6aZf3MsNvM22O5imiRR6uzPwV64A5Jx6103w/sDpeu+I7Fo54/s06x7ZwBIAC4G7BIzjrg4qZR6nOp6WPSoWCDGelaMM3yhu4/WsLcGZgc9elTJJOv7uJflPqagaVzXa7kkIjjzuboK6G1YQWYhXqRyfUmsHT4PKAdyGk9fStaF8sPamax0GT6Il28tykjxSSLiTb0YgcH61yRSPREn1GXUn8iJwkhfkE+g969CLbbKTacMQcfXFeYwWk0/hvVdJ1H/WqrO5/wBofMCKmSsbU3zOzeh5J4rki8QeJdQ1dXdlmYBVIxsAGAPyA/OuTngKE4OQPzrpb67itrxkjQpG3GGOc/WtGz0Fb+zmbySZJrZpYinJXaSePrjH41WHUqzsjXGUYUlocAetT22N4z61Mto8klySu1ImAdvTnGK3/Enge+8NeH9J1G585Z70yGWBoyPs4AQopP8AeKtnHbp1BxTV0edzKMj6DUkdKrhjcajDBJzGQSR64FFFCINyCNROkOPl4XOeelW9oIbr8spA+nNFFaGaNG2JkVWb06V5R8XmIiTnq659+lFFTLYqG55HbzvFqcKKRtnmMbg9xgVmX7GPUyFOAWxRRXNNfvPkevh2/qv/AG8epaXpVrqWn6tDcIdi2kRAU4wQAc/oK8w0W+m0TUlvbQJ58UkiqZF3DBUqcj6MaKK9XFbx9Dy5bHUfD87Y7kjqyx5/8eFd4J3RwAeCKKK4nuxIrXd1KucNiuu0cCHS4QnG/DMfU0UVJtHYuf625ZXGQVwQayNY8O6YunTbbfaOMAHgZ9KKKllxZkaDpVqgeRFZGRsAq2O1eeeJ/FWqW/jL+0lkQyW3+jpGy5jMYP3SvcHqaKKul8SJrs7fx3cC4+HJkNvBG5gt5MxrtwxIzXjn9rXa2gt2dXiYqSrLnOO1FFdlX4vkcs9zf8U+J312HT7aXStNthGEjR7VHUpGvRAC5ULzngcnmvUUlaORFGMEcg0UVyTKjsWJpGikCL90jODVeH9/qUcb/dJ5FFFSzWB20bkIMHGBxV2yUGUjtRRSNEYXiVymuabAuAkr/P6kDtXjfxC17UYfGWo6eZ/NsopNiW8igoBgdvXnrRRSezNYOzi0Y3g29mstWFzFtLLKG2OoZDgkcj8a6zxZPJc+MbC1lYtFHZgqM4wSgyaKK9CH8BHJU+E5FNY/sC/uLRNO0++tpXTMd9B5gBjUbSCCCOpyM4PcGux8FXtxqGqa5fXUhkublo5JXxjLHcT9PpRRXLLZmcd0dnGT9pxW1bfMSSOVHFFFZG0S3BI2TzWnbHkfWiimiyxPK6wsAe1cP8RLl7LwzqV1BhJ3tvLLjrggA0UUxt6Hz/PdPe6U006q00bBRJyCR79jXo/w2uXksyzgNInlokhzlVIfIHbBoorXBaSdjbFNvlb7HE6lM9xDfXTHbI96GbYMAkKcGkuPEOqatpdvpd9ezT21rK0ieZIzMzOqkliTzjbx6ZPrRRTn8TPOP//Z", 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", 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", "info": {"video_id": "186416", "label": "moving a marble towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "186416", "label": "moving a marble towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e611fc259d21ee71984bb641aeebef7a2fde376f490ed110c560a3f2f9f319ff"} +{"episode": 8059, "episode_seed": 3164507017, "split": "train", "timestamp": "2025-10-13T02:54:09.159962", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3164507017, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a lincoln in front of a butter tub'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42220", "label": "holding a lincoln in front of a butter tub", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42220", "label": "holding a lincoln in front of a butter tub", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42220", "label": "holding a lincoln in front of a butter tub", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "42220", "label": "holding a lincoln in front of a butter tub", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ab53bb2dce2325a0b1c78ddc2dff13c070ef73811985a563c8b85f9aa97e296b"} +{"episode": 8060, "episode_seed": 733598105, "split": "train", "timestamp": "2025-10-13T02:54:10.100922", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 733598105, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a door with a pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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lsNblWzY+etVfFoB02GQ/eWTA/EUUVk/hZcfjRyVvK6urKcEHINdrp0jPbWrHq7O5+uTRRUUtzXE7I5HU9YbTdf1JDY2N5HLOGKXcO8BlHBBBBHU5GcHuDU2g31xqGpX15cyeZPO4kkbGMk57UUV0S2OaO52MLHaKtoxooqUMmVj605nIU0UU2Ix5HZpSSa1LZiIF+lFFQty5bHC68dmuXQHdgf0q14clYX556RMR7HFFFYr4zpl/CNDxUT/wig/66R/zrirzXNRvtPhsLm6llggdpF3yMxJbHXJ5xjj0yfWiius4Uf/Z", "info": {"video_id": "184443", "label": "hitting a door with a pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "184443", "label": "hitting a door with a pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "184443", "label": "hitting a door with a pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "babaccab1136492fbb5b752418935d57f2626b7ab26f538ff0c0d671d7bc9152"} +{"episode": 8061, "episode_seed": 2534722548, "split": "train", "timestamp": "2025-10-13T02:54:11.613778", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2534722548, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pizza cutter so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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"info": {"video_id": "117299", "label": "pushing pizza cutter so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "117299", "label": "pushing pizza cutter so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "117299", "label": "pushing pizza cutter so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9aa6a6dc6d58015617a5c7f1b4954b037b3f35c942bcc23ec7ba3aa99bd1bcab"} +{"episode": 8062, "episode_seed": 66203885, "split": "train", "timestamp": "2025-10-13T02:54:13.767911", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 66203885, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick calculator up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Ldubq68l2LfIUVZUUIp9AQeSRTIiS0creUFk6OgGd/wBBT7q9CIkaW8YlICtujCnjvj/69ITZf0RLqA3NmFYxKoWJ85xx1GOavXNtKbiJ2lLRhdp3phww7gjoKTRnLCXE22aMKHQjBbr09M0+Yqs0TyxvudtshGQRjpk00JajC/lWMavGD55EW4SFgzetcxq8ceh6Zfw253M7b3b39PyrrpkEFhufY8lsPMIXpk9D+VcB4hvvNtZlyMsCT7ms5vU76K908+h1N7OaVxDvLn7xOBTo9RkuLljJIwQjO2Pjp2rMnDeYRzjriltpDBOjjgqwPP8AhWyWhySXvXZ08l4kkJhRTGrqcBFCgn0JPJ49+9dd4LuLW80KKKSFTcRsyAnHI7fpXAtKkE6rgSIr7grISCvHUds8dDXQeFruCDV721fYRN88TICoDA9QCOBgn8qUloB2t1CLaYSW88cSDIVNvLFuCDxyPT0pIGQpLM2LmZAFHkMFGB0yD0NQSuE3bXlh2ochG3BV/nnp0q0ltDPalJVCADcH8v7/ANTUksrC7kjuGN0FukkCopIAYP7H0xXZXi4nKiBVcp8rjkKfauXtzDPG1qga5jjOU3qOo7A+uK6a+uo7a2aZwVfGAD6+1ARV3Y5vxNqIt4PKVl4GDjjNeXmCbUtQMcWT3JzW14l1Qz3OyM5JJrO0XQNU1WYm2V413YyMgmoO3SETQPhGe30ya+8/Lw4LIQARzWjf61KiIFtGhJVcmb5evcDuK1tC8Py2Ed5DdXfmedEVAkDdx1B6Zrkdenv7gmabzJXkXyy0mfmZc8Zbr0zwcdq1hscNRuUjPvtSc3Eiyy+awYrtAwn1x1P41QF4PtVtKw/1UgDJtCgD2xUMkodCI8YdASoHcfX8+KrxzE+ahUEyAY+QliR6H3p2GlY9rhgsJrZWjjVV4wc9G/qMVVYy26bDeW7JyWJXC/MeVB/lkGuY0nVI7nSIGKr5kaBGO5hkjjPHfFdHYyb/ACRvkb5coknK46c1nYC1MxgiWO2aRAYySzMH3+2K2fC8/mi4WWGJJYQqS7RwxOcGsif7JCyXXmSJM3HyhevTFbmkCN/OkMZV5tuWU4O4Z60CLiiKIuQXWYN0OBg/WqiDYyExRIpfIDcLkjkAj9avXCSyBVRd7KRs2nlQe+e/0qCTTw0TtHcAB2zIDyFP1oAiupCoAlWd2Ee5PIbAI7A9BWD4mtLSa6sbuWWWGJQUklgKltxXIHJAHcZroMpawbomVzhVDhuCOh9Rnp+VZOt2rvo4jlO1d4dZNik8HPBHBOM8VUdyZHnbbfM2IokaVGjBc87u3Ld/p2qk9zIwD+czs6Z6YOegHPPOB07GtHX7BdJ1EpGkuSVlj81QGcHrlenJP4AVk3HzwShTvSNywYHIUN1wDyMnaB9KtlyjyuzL2iXc9r4ksboTKzXa7MiTPJ4y3pk9Ae1eiveAx/vrVmUMM7xkb+/0ryRX3wIImmM8c+bdTGNzAnqxHOeBxzXpP2g7IjuY3DD5yEII4ycHv+FTJCuXLZvMuTLCICFyWkGVbnsD3FQiMX8ssUu5cuG/encWx6HtipoZP3h8qUSMPmjK4XA9DkU2W+nnuymdiDBbJ5z9agAvvEkq6Y9+YsKzfuwRxkdxXLW3i7Wr0COFHkG7hs9PxpPGN8okjsrfiFBsjUCrXhaKeCWCyez5c7SZOBnrimjplTjFXOgsNQnlsZobxgZGHys8mGH0I61m32oC3iSGdhy3DA5YD0yKk8Qahp+nGSGUb5XJ+RxwAPbtXFzXDzSrPtLAnAUfdA9eaqxg0WLzV4rq5trW6gjMFq8kRjt12MV9c9y1RWXh/Vr5lkt4HiikBCtIdgIP168ccU+2gjkvxcmRI584B24O72I45r0CC+Wwt4I7i4AZE/eu3T27ZzyKfMKcnJ3ZzWneCoVuViucvPt3Fcfuj6YI5P061uyWUVrbKsq2yx7QqKBx26dwc9qsymCNEiik81XzIGjUk9ONx5qgscFxbQyxW7u64RnXB2n3Hp+tS2SiW4sxHNG0kgTzTg7Bgse3zDqaqSCWS8ggeQv1BMTZbnsc9alS3ikgEjzg7ZiyqjZXcOMjOT+NJfWjXm2Ui32JIGSRSwJyOcY7UXA1PCxKzX0khIBKAbl25XkY966GMw2jJGuZUbO6Rz0xXAW2v2mifu9VNxtmBEbDoCvqPTDVn6x4ytpZ3+wudpHBz0HpTsXGLex02ta2I/tCh8tI+5senQCuC1C985mDd+lZ11rsk8nJOKoTXrSjms5Ru7nfCyViK5VULBScNVF48dDnAq5seYAgZJOBilt7VhLh1OR68VpG7MKjRa0+3uNTCW9sspkZQj/PgPz0z6Yxx7V2ekaBc2t5HeXlzK1ykeyJVUkIDwBu6H6fzrG0adUMUOP3Bb5xjPFd5FeTOoghaGNFjO3eAeOw65/rVM5r6kAjnS4kkSWV5SAeUBJ45BB6/UVCJRHBmaPCkMUfJ3L+XSpoZ7iKVUYrO0r5YN0I74P8NRltlmYrmVkcucsBu4zwMCoBlVZpks4kVXRZmGJAAxAPU8VteLLh0GBgBV4Fc3FdBYo45rVCUHDpuUHnrWx4vlDiTBqamiNqEdbnn9nLDNrsb3h/cLIGk+g5rvh4402GRY4Y4tmflEQJINeYLG80/kKeXbH516r4c8G6ZbW8ZuWXcy5Jbkk+x7VKKrbmzpz/AGjTWl8pgTGSjJlcemQTj8K8/wDGrrAGspg7PHIJFOf3aq/ovXrXod066enk/aHNuBhtzA5XngEe/evN/GN9ZX2owjbl0QICD2zn+tXF20MaafM2jhrkeVOYo5BKikkMoPOcfjRBbTvKBHuQ/XFdBNHBFGgEEa5PGOp/GoWQo29iMjBQ54FaBcl0q2lBWANMigFm2nGT/Wu8tUuPssKJkoSCAzZUN/MVyOm25kt/OkucKWOUHQfjjiumtp7uWALI4CRSDBbhuO3uOlQySxO26aBVjWN2J+9lVPofet3w1K88uoAo287FT5sAYydwx+tY15HM1wsttFOssTjO5Ay4x0Oa1/CUizLdB1iSTCgFQc5BOelIDYRbtCIlkTcB8qh8k9/85pXll81FdULRkBkjAYPk+nqP8au+bB8qABpWbYMAjnHTP0qGZFGCwRv4QAeSvp9aQWIThWeRElaJhhkiHAPuO/4elRssNx5cK73UbvMVv4Mjg8VML65WRraF7aSNQCMsVYsTjgD2qEQvHINzlAP9Yq4JYHjnNCYmjzW6s9WfVpYDHlzE0RkuT8jrkjcpbocYAxVyDwAqp5t7fAIACfKXgfixz+ldjPaaf9miEyw5B3SvHIcjj+6e/wBKgeeYTB/sLvBIAuThQF/Lmq5mK7Znafo1hYxu/lrbvwUdAcuPfcOM+lTvPbNIIBc7gDlpOwI+vINS3MNxOLnyYUKwBTtZtzYzn/IqpfSsHQylImZRhVGHVuw9D9DSYDpILdr5og7M5QSK338Ke4NUEPmXVzl1aRcAZbYw7DitEJFBJEqxPG5UA4XB5+vX3qteaW8o8wO0s4UdwMYPbvQM4e0uIrvxXaPdndAkgZwTwQOa9Kl1a3voJVtoyWGAW2DBU+46V48I1l1NY3bYrOAW9q9gsNM0/S9FZrZ2Vpo+ZByCvbntTR01tXqcDr+oedeOJ5W8xcA5QHj03Cs6G4SdlQZ2kH/61Ub6d0mnLMHG8845/Okh3fZo5HkG3soHzYp3MuS2ppOZNw8uYoE7HkfhXc+HHE2lQ5tluHyd7twf++vx/SuBtZXm3Ap5mfUcius0eS4trIwzTm2iLKC5AKt9SOVqTNnVwzI13CIyIZIgyiM/xZ9+h/Corm3tjHIsyIikFgpyoyTyRimBrY2qvI4ZISY9kY+ViOhUimSn7bhNjeQ/ykhsMrf7QOf6UhEq28Rt4IdoUYyGLZwMdS3/ANem3kYhtYpbd8xITuO/Zmo5NQk0gfZZot0RHylnwckYyCeK5/Tnl1LxZJph1KeztisrRBVDlmVCwX0HQkk+nqaCjmPHd0lw1iylt48wMGbceoxyOPyrkRIR0NaWsXMl0IGeVn6nB7E4rJq1saRdiwHLc10Oi+E77VoftjjybQZ+Z+GfHPyjv9elT+B/D8WrXT3l6pNhbuoZVXJdjzjjtjk16HqsUIjEELTtCEOwRHOw9jg8j6UFupZHnM+mPbSIvl/JgOmDzUGyRpHTaygjknk1sapJII4POiKKBheMH8RWVdzJG6ZYsGGfpQZN3IrdFilZ0uH5GABx+ldfpUsMlvbSK8kc0anenUH06++K4p8yuV2MAv3QeCa0tMvXtlxM3AHBOcj8qGSzs4lmS85eKOP7+IjzuPYg9adCbhXkkZy6KN2ecZHfHY/Ssm1v2Enmzy5gdR84YEgfhUOtX81vbebaXIMaAAFW6E9vapTAtTXXmkTR7TMoLAtJu4+nWtPXf3gYnpiuc1vTrRdBt9X03Vr6cNdG13XEKxrcEJud4sfNtU4U7vUe4HQ6k5khIx1FZ1HsdOHW553eBra9Dp1zkV6Pp+uxNodsJ0heMEH97ngjt9K4yexMtxuYcCor4ywWyojHYO2aEXVpcx1Ooauk+9owqL3CjGa5O0sp9Z1R3XbsjzjeDgn0qS1E+pqLa2B3twxPOK3tMEdjK1qqLKijazJ8hPrwetVFdWRJqEeVGJqVttmK3A3soCrtqOytY57mKKNASj5KvxkegFO1G8Y3syLEqLzsyD/OpdIh3y/vGCOh3OSecHuDWpznTQabEqusIaFH5YZBIx2APvSpZ/6LGgLtK7H5iCNx+nemST/aoljBdgePNC5AP0GDU8N1Fa4guw5dRkSBckcdMdetTIk12ie1sYRhXA4c43Yx64rU8HzIsl3NC0BG5cLghc/MD71xmk3aX3iYaLqGq3cFnO+1JYpY4kj6EljJ2xngck4FdF8PlnsdW8SWsy3DG3mSP/Scb0AZx84Bxnp0z7UhnWXFskMjymcEO/3NxwD6io47QhvNnmba/QA7hkenfmppPMuWdtoVegCKPzz2oQTphg5ZA33geD9R6+4pDRm3DJGXktZY8JwF4YjA46fMKr2t+qzHzZlk8yIBSvbnv34NaU8VrHIVnW3fHOOMn61Svb6xmtw9q0ds8nyK0YAJ9etAmEqJNbCaaKOQDOZCQMD/AHu9VJ5VX96t2SzfKscODz7jnHrniljs4l058MgAGXMZHIzxz/WqqwtLaDyEW7CFkYtJ80Z9mxkjpxTQieCQmeRZVAnJAMiMWDex96iuLmOJkhdeS2cnkfiD7UyS8ZdiI0ay7QZMqfmIH5UtskTAGWR1jkQPiQBvLbOMd8D6UDLc3lwxme4XKHGwZHPv/wDqrM1ZliLXMWHUgEgpkL/I1m+IbrVNO0+RUmfyVlADDDD8O9ZuvWOveH9G0y+vb68Ml+ZDJA6YEGAhRScfeKtnHb6g0AkcPqRMd4GXgg16DrN/cQ+CopY5NrS7Q+B1z1oooWx0Vd0eaXLlo1J9qkjuJFhGCPyooqkKR0Ggt5k6blGMMcY710dtcONWe1YK8LogKsoxyOTRRUswZ0bWqC2uZI2ePyYTIqocAn3rMtLyRoidqAuVdiF6nFFFPoSyXVb6e2sEdSHIlCDzBuwDz3rz9dWuNP119Wt1iW5jd9oK/L8ylTx9GNFFSWjnr0FSiZJCjAzVKiirWxR7L8MbaODwxLcR5WWW4wzA/UV1t/eS2sASIIBIPm+Xqemf0ooo6kM848TwIL0Nj5idu7viubu0VmBI5ziiikx9Cm7MkpUMdoOQPSmNI6bJQfmLjrRRTewPY6zSVW4tJopFBUBiuOMYrP1mMWmm5QltxGd4B7+uM0UVAkLqviiTxDb20M2ladamBFjie0SRCiKDhAC5ULzk4HJ5rq5huQZJNFFRU6HVh+plSABzWTqABj6etFFJHS9jS8JEQxTOiLu8otkjvzWjYSm4cTuq73OCR6UUVojgqfEc1qxD69JEVATJBA71HB/oakwgDcwBB5zzRRWiJOltiSJnzgnaOOOhq47LcDM8aSlFbBYemKKKUiTlbzXX0TVbyEafp99bzSBzFfQ+YFZRkEHII6nIzg9wa9B+Et9caxP4mv72TzLmdopZHwBljvJ46Ae1FFSPodtqMSQ74gCRtzknn8xVS3uZGWOLICnIJAwTRRSCO5BqMaWdzLIFWbfGrFZgGHXGPpWTdEW8F/5aqEjQMke0FVJ9B+NFFAnuPs5ZLvSbS8LmN/ulYgFU/Njp69/rTUiHm3kqllkR/KDKcEgDvjqaKKaAp3I8/T7cTkyB5V4JxtOM5GMc1SLtEJ1Q7Qo+X25NFFNgc/rty95oEk8gUSK6qCuRgA1h33iHVNR0630y8u5p7a3dpUEkjMSz4zkk8428emT60UUho//Z", 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", 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", "info": {"video_id": "115098", "label": "pretending to pick calculator up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3608b7ccc9ca1cce3e3264d8084912eada9801de9073cf13bb2e290187e03154"} +{"episode": 8063, "episode_seed": 216701122, "split": "train", "timestamp": "2025-10-13T02:54:16.756400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 216701122, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take a chess piece from a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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f4ZF5X9ePxr4/j+8v1H86+1LvUbfT7XzLh9vy8L3Y+gFa1DKCbdlufLPgbwzca94ztbIqY1t5RJOSPu7G6fXIxX0z4jsLSfwnqttNChge0kDAj/ZPNc/4D8OwWl1quthMSX9yzoP7q/8A681ueMb6LTvB2q3U6lokt23gKDkHjoevWsFquY2qK0lA8rs/E9t/wryWylsbqKwaDyI7t0/dlwMj37dea5vxJY6lc+F7HXbOVU01RtlfaS2W4BA9PerFgq6h4KntLd7vzJlaFZGbKMQudgTsMYweccdK0vC8MWreC59M1ua50q3ihjkSYcEg8gBT1HT3rgg1TV0ddSN5M801NDcaFp0zS5Y2k7syjg4nasLT7oW7FZBkNjp3FdPqUGzQbSJpVYrb3KKwH+sP2hug+nNchc3Injt49iqIVK5UYJBOefpXpwfupo86afO0y9f2QLTXEJVbd5N0e484PvXYNvk+E5AQbUnicvnpliOn41w32hZreO3kcogOQT6jpXoFiol+FWrRdWhhjY+xEn+BqKz96L8zSitJLyOBBPrXovwu5ubxfWSL/wBmrzhTXpHwlUNqlwvbfGf0atp/CzOO57Venc8CDsBW7ZJtiA9qxZMSXajHQVv2wxEBXKadDhfiZldBuCHkj/dq2+IZb5XBOOR2964s+G5brSYb4yzSzquVMpG4oeoP069T3r1HxRaPPaxNGpLI/YZwp6msrhl2kfLtxnHFTUje0jXDzVpQkeByaXcaR4xtLK5uTKWnVsqPlIOT+dcpcxhVt9pOWizivTdbTS5NY0e4tzJ9va4QSEE7GXkAY9e/415zPMLd7WaJlYpGATjIDc5H61pQlzJmdePK0gjlS6tngKjzGA2MTgDB5qxo8Zg8R2o3AnzAeKyYmKyBgOc9q0dHkT+2Le4ZjkP8/t2rSprBmdPSaNrx6so8WzvMqK0kUTgIcjBUY/lXN11nxHAHiCyl/wCeunwt/MVyVOlrBDqfGz6veRSf9Woz6CrNqpJ5GKhihM23Ayf5Vpw2/lpisZK2xpSk2tTzz4iolxpc8Zxu2tg/hXn+j3Onv4Qm0lLiSK5mICMseQJCMqCfTjFdR8RdbjsLxEdXbcTwuMVxdp4r061dWWxdWU5DKqAj8axlFs3UkinJqk1rdoUCyvcWojGG5jIJB/kapIEaw03zsBDe3Cnd2+SMZ/rXVQ+M9DVzI+lu0jZLN5ceSfrVoeNvDDIqSaMzKrFgDDGcEgAn68D8qqLafwky95bnALaWcd5IjXJZd6AsBnOTg/zz+FSwjT3sJBOzh1hzGVAPzds13X/CZ+D+C2gAnPJ+zxU5fGnglVx/wjuRjG020RFbKq735TB0tLXMn4eTxzapNZqBmaxmUn14rz9BjA9BXsFp8RfBtjKJrTQTbygY3Jbxqcdxkdq8q1S4t7vV7y5tIfJtpZ3eKLGNikkgfhVUrtttE1NEkQcFSKjB709f51G3U/SrluTE+p7Hw7HrXwl0bSZGaNJ9PiLsFyQAFY/jXK/DzwVFbeN9bM4Bt7XdEB05YdR/wFuvbNdL4f8AFdlF4X0mOTU7HEdlGmwyKpX5FGCM9sfrWTdW/ha61a4v59fKSXByyRXoVQcAZ4HbAIry5SlzNLY74Q93U52XWLnT2mbULQ2X2bUUguCEy0cSZC/4575965jUtSGo3uvTwO2xtMmZDznbvj+b8a9O1O38Fa0Sb/xABviijn233/Hx5Z+Vn+U5b371WbRvhoBOo1iFfOtmtm2XOPkJB4+XrwKqnyxfNYJzbjynjd/oLtdWb7lMMyKqb2+bkdz9eKdZ6LZu3lTSQr5mxg+eFDKD+lepTeH/AIZfIG1piIh8uLxv/iarJonwyhORq5PA4a5c9BjstdqrRvszkdKVjhfDiW2la6sQlVjFdqqsnRvmxVbx/D5HxA1pT3uS/wD30Af616Nb2HwptpRML5zKH8wZuJT8wOR2AriPibfaNqni37dos3mpNApuG5x5gyOM/wCyFqqclKpdIU04wszlIwN6/Ufzr638UWM13caesC5kkBiz/dHUmvkeL7y+uR/Ovt5QCqEgZAGDWtVXVhUajpy5kR2lslnaRW8YwkahRXO/ERfM8BavEMZeAgD1xyf0BrqK87+Ivi3S9LuodJvi7LLCXkjWPeCpOMH8jWFRuMPdKpLnqanM/YoovhalhoN7ay6nb/6RIgfL+XnDge+MfXFchqmuTW01zavG8j31vFJbSKwKpHt5+nfFb+n+NPB2nSRS2+nmOSIlkdbQZBIwSOe4qaHxh8Prclk0ba7LglLNRx1x16c1wKL6o7r8t+XqebiKK5t9CEpCK8N2EZjjYfNOD9ay0020jaeJ7kEBmUNtzn5GP8x+tetSeM/h9IkQbQyRFu8sGzT5dxycc9zzVKTxX8Pc8eHk55bFnGM8fWuyNWytY5JUm23c89ni02XTJpXZlnQKYwFGCcjOfTiuj8PSx3vhbxPaJgEaZ5h98f8A6q2/+Ez8BIu0eHw6/wB1rSIj+dWYviV4Ls0lFvoBjSVCkqLbxrvX0OOoqpTckkokxhytts8XTrXpvwjGdRvHHYx/+zV5mcFyy8AkkD0Fen/CIZudRPYGL/2aump8BhDc9lgIa6zXQW4ymO1c9Z4aQGujth8qiuM36EV2uUB965vXgYdHvZ1+9FBI6/UKTXWTpujNct4ru49M8NahdzIWSKBmZfXtjn61LKgfOFpqE2pa3orvF5aiaONQDx9fxrH8i1k0aKRpgksZI2j+I56n+Vd/F480WIof7HfKEFSFj4x6ccU7/hO/DYGDoOR6eVF/hTjOS+yVOCl1ODAsopflkL53Kc4HGQR/M0s81hBqG623FDEpYORw2OfwzXdjx94YByfD3PtHF/hUi/EbwypyfDYPuYoc/wAq09q/5TJ0l3Oa+IP7+Lw5djH77TV6ex/+vXHqa7Txv4z0/wATabZWtppxt3t5Swc7RhMY2jHQd/wril9K1pJqCTIqO8m0faiwomFRQBTZwIrdmPYGrKJzWfr8v2fTJmz/AA1zmq0Vj5r+KWo/aNeESHGzJNcD5kn941t+LbhrrxFdOWzhsCsTbW8VoZSeookk/vmjzH/vGjbSharlFzMN7n+I0BnJ+9SY4pQCafKhXY/PbOfegDNRjrW14U0e38Qa9/Z11eyWoaGV4yke4u6oWC+gHB59qrYW5mDqOKSQYOabbEyZySemKsOhKdKm19RjrbUpbZCmNydgT0qU6zKTkRL/AN9Gs/aTShKn2aZoqskrJl06xP2VR+dMOq3J/u1WKUbKFTQe1l3J21G4PcU37bOT2qPb2pMZ7VXs0T7SXcsCaRly5HPpRyfqahyc0ruUiypwatJLYhtvctwEK4J/vCvt9PuL9BXxxrOj6Za+HrXVdM1K9nVrv7Lm5gEa3BChneIZ3bVOFO7+8PcD7GT/AFa/QVMncEh1fKfxW1iW9+Imq7WGyBxAvGeFAH8819UyypDE8sjBURSzE9gOTXxdr95/aWuX99uz9ouHkBPoWJH6VFrlp21M03c/9/8ASomu7j/noadtpuynyIOd9xPtE/8AfNNM0x/jNOK460mOM1XIhc77io8rH/WGpNwJ65qMKcE0L1qlFIlybJgCea9Q+Er4bVuOFEX8mrg/CdlpmseI4tN1W7ntoZztSaOaONYz3LGTjGM8DknA713Xw5gfTtW8T2TrPGbeZIglwAJFAZxhgCRn1wSKirL3WhwWp7NpkZNvG/qOa6K1PyisTSWzZx454rbg4+lclzcsn5gR7V5n8Zrn7J4EvVU4aZo4vzcH+lemgAZbPavDPj1qi/ZLDTVb5pJTKw/2VGB+p/SqSu0Te1zwhpHz94/nTd7/AN408imnFdCRndjdz/3jTlJ6lifakPpQRjimkhXY7OfrT1+U1CSQvHWuk8ReD7/w34e0fUbzzlnvzJ5sLRkC3ACFFY/3mVs47dOucVcR9hjtXLeNpGTSJtpxwf5UUVxo6D5M1Fi99OzHJMhqsKKK6Y7GL3HnpTaKKpiA+lKv3T9aKKBDTwKn03VbnRNUj1Cz2efFuC713D5lKnj6MaKKGCG2I+WT2xV8gFPwooqo7B1KIH3vY05QOtFFACkU09KKKBAoBNOhUGQCiimgYpUZJxUExxFnGeRxRRQwRsa54sk8QxWkM2kaZam3VI4pLVJFKRr0QAuVC8knAyTz619qJ/q1+goorJlHM/EW5ltPh9rUsLbX+zlc+xIB/Q18ksAWwe1FFEd2D2IR0B96aRniiitCSNuKQnDFewoopgSrzEPc01gMgUUUxFjTtdbRmnjOm6dfxSsrmO+g8wKy5wQQQR1ORnB7g1oaXrmpXOq32pyXTm7upBLK443McnoOMe3aiis+pT2PfPhxrl5q+myC7KMYzgMFwT9a9Eg5VaKK5J/EzaOxZm4gfHpXy98ZLiSbx28btlYraMIPTOSf1ooqqfxE9Dzo0zsaKK6EZgOopW6miimgZG/3c981oX/ibV9U0m30u9vpp7a2leVBJIzEswUcknnG3j0yfWiik9xo/9k=", 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", "info": {"video_id": "127328", "label": "pretending to take a chess piece from a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127328", "label": "pretending to take a chess piece from a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127328", "label": "pretending to take a chess piece from a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "127328", "label": "pretending to take a chess piece from a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a2cbbea20f29a7571f68f67780d4b38293e98eb42a51d2e2bfe9772fbe66833"} +{"episode": 8064, "episode_seed": 1140795280, "split": "train", "timestamp": "2025-10-13T02:54:17.401757", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1140795280, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding broken spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154255", "label": "holding broken spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154255", "label": "holding broken spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "154255", "label": "holding broken spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b152e3870dfe86b2d052c9b63f56be610730421eb2954843d6c575f578476e7a"} +{"episode": 8065, "episode_seed": 555709879, "split": "train", "timestamp": "2025-10-13T02:54:18.545615", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 555709879, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to squeeze a key'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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/NZW727x29rGVRW/iYnJZvfn9BT6GLT5rlfTLP7Hbi7nHUce1Yl7K9xdSTN/Ea6k6lZRawltPloYz8uOm/PGazfFdnBaay/2fAjlUSbR0UnrT5dLg568pgAkVr6TcSCO4jQk/ICBngNnAP4Z/nWd5ChRuJDEZ+lbfh2xeZL3Yw37AF44Oc0uZLVkTaUbsWJPsU4itJAzbRudh36HNVfsGmRhvNmuZSDhmhVQqZ7E81JCILqZYQxaQsSQ/Rm9WA/lUs0M0V2bdpHljMedoAVVwQc4HA/8Ar1V9AS1NWyiEduuAdvbPWrcOBOD6gg1Jbxh7AFeoqAfLKMHnNQdETUt/mjc5425/KufkH2XzZIV3liBt74/wroLVwiY6rgiuY1BIrXUUNxFI0KSq77B9/wBFz24poiabK2uXT3E0VlFnc2CVqRgNI05wMec4x+NXLGCK5+06rcN+/Z2fpgIOuBUunQWGviUSy5mYMir3T0IH+etOMW3ZEufKrs4g5yc9acGLEZPPrUt1A0FzJC+CyMVOPamGBlHYn0oA3tbvP7R0/Tbh48SL5ikeo4Iqa3klXTxPcRK0BGYrdQQ0hzjLei/zqK91O3gS3ZLQFgWK73yF6DOO/SpV1FL5NibmkP33YdRSilFGUFZWRatnlmmMszbnZu3QDsAOw9BVu7cFlC56VWh+VMjqOacrebPSN4iQLhj1yaff27XKp5TbJQygt7Zp4Gxs474ouy0UfmAHKHJA7jvQXJaGJaWc1tqMhySEbDPnk5pl7OVDomTtbk+lPutWCqwQ53HfxWdBdGZXhkP3zkH3qjK9hkk0rQCBn3RqxcfU0hGLZB6Gmy4CEdCP51c2I1vnoAueO5oQmWvDmpHT9QVdm5ZWXd7Af/rqvAGh1iWO2hEkpmZUB+pqbTGgjufnhZywCqwOMHP+fyp9vrdtHPKqxGKNmLMxO5n55yfT2qeW0rmdrSbSLs9zLCxhjIa5kULLOgwAD1RPbAOT3+laFgBEg4GAKzY3W4k85Vwn8AI7VfDFEVhwDwabd2axVkR3TGRmAHGaWABI+ny96fGokRmFC/eK+2aRtbQw9Vsp44ZJvMVomcNtBz245rLtpJHkWJckucAVv3lysVu8D4yrZAP8S+38qwjceRcrLEgUAkjimt9TLbYlPmWF+XicpLE3BB61EXaa881+WZ9xqWdxcETk53HDfWo4ADc4PORn8abfToQu4yT/AFrfWtPV5Wk1+aeKIu0mxsBdxyVHaqksSiTqCWGauy6utvqTrFbhG4R3VizHAxgen4UmtRPdWLjyXFiivI4ku+dpUfLb8dvV/wCX1q3pjFJkz1rNF/He/wCrQqowDn1FX7Rtrbu2KTeppBWNKWEs5OetLEpA61bhxJbZ4JxkVCqhH56GixqtiK4kMQSZjlVPPtnjNY1zfLYWzmDBZ5XUD1B/yKv393GsTKwG0jkVxc8pdyqszIn3QaZEmaGqWyxSREgYdASe4PeqMrvMVMrFiFCgn0FTJcNdxFHJaRRke/tUJYCaM8Y3fpTk1fQyjtqPn5Zf92tDQb6ex1CIxDKswLj2H/66rTBBtPr6elWdLmaG4dRCjqxwS45Xn+VKSTWoppOLTGwxz/2xOlpGMmV/nZflQbjyT2Fack7ozW6tvDKPNnIwZT6KOyjH48ZrNt9eYSyZhVYQ2/ZEvBOerev41bjuRdsJgu1TyoNGyHFNvU3NPJMLoOpFOaEqc5qCxfywinqTWrcKGUEAe9KxutysmVwAaoaiym2uYnJDHDj36CtAsqRkt1Brn9buUeIHdtdTkEUwkOu7pZbxdNj+4zZOPTH+NYkTzaZqBmgYpLE3Iz1FQR3ksVyLnOWbPWp52E7ifOd/X61WltNzF6vXYhLma881+Wd9xpj58xj71JbqGuCDk8ZGKkkiAkPIyRmkAye8V5y42skahIw65J960rFGWLe5JduWJrFtIvMnHHA5Nb6naoqPIErFtZNkTc9eBRaNtlUk8Gqsj5dEH8I5+tSb9q59OaZcWX2kUlyTjmqd9f7EJJ7CqF1ehIzzzWRc3TTHGeKByZYtLaTVr/7PbR7pHBYIDgtgEnFV5I9jdCrKcEHgg+hp6LPa3KeXmO5iYMrI2T+ldjc+HbjVdHjvpE/4me0s6EYMy9j/AL2Pzq4x5loZSmovU5C4YTReevUjDj39fxp0JLQFRySeKjx5LMHB2N8rr6Vr+EdHttf1r+zbm+ktkeKRoyke4u6oWC+gHBJJ9KkoorK1n5hfcsmzaikdSe/4VDEfMZLdAgH/AC0ZVxn2zVaaR3WNXYsFHy57A81oaZFtXeerfypPuJLqa8YCKAO1TySEhY/TrVdG+fPYcmkhfczMe5pFGhDIEgkHcVCZxGVbPNVZ7jyx161kXN+S+FNMtsm1S8SRdmMnsfSoXtJjp0Fy0TeQ+VWTtkdR9aoBmeTcQDjnBrtfBdpJc2N/b3duz6ZMAyhhgFskZU+o9farjHmdjGcuVXOSt3VHaFz+7k4z6HsaYQ0dxg8MOD+da2v6DJpFzsOXgfJilx94eh9CKyJX3KpJ/eL8p9x2NJprRjTTV0Wn37/MAOFxzjpVZrl1jYK/zucswUA/TPWup1jSNNsPD1vrWkapeyk3Jtc3MAjW5ITc7xDOdqkhTuH8Q75A5GCPzJQOw5NJ2BI1bCPyrcZ+83JrbthlFXH1rLhUs6gdq1LY5bPp2qUWa0dysMLqxH3cD8ayrrUdpHzVHfXG3GD0rmru6aSQgH2p3KbsS39+0xKg8Uum6bdXySm2gaUohdtvYVnAbmAr1bwTYrb+GPtB+R7iYuD7D5R/I1cI8zsYVJ8queY7jBMsidVPanXIXcskf3HOR7eorufFPhoTLLqFjDiQfNPCo6/7Sj+Y/GuDYhFMbcqeR7GiUXF2Y4SUldFlUMqRgEZx3OM03zjatOGVlnOUGeNvrmtfwhp2lazr1vpur3U9tBP8iTRzRxrGe5YycYxnjqTgVka3avYa3fWbpOhgnePZcACQYOPmwSM+uCRUvVDsRGV5glsjMUzz2z74FbduoXYi9AMVj2EfzGQ/QVtWwIBepe5SNeDkh+BjpVqe+UQqARu6mqMThY85rKv7vZvI6Uykye81XCt83euburl7mTJPFMklaVsk8UkKl5MAZPYe/agTdy21swthJ5T+USQHI4JHXmmWzKC8DH5X+6T2PavW30S1TQ4NMnjDQCFVdRwVbH3h75715nruiS6ReeU/zI3MUoHDj/H1FaSpuKuYwqKTsZqlo7gdmHB/OrEjES7u3Sq0rb9r5xIPlYevvXVeIPCepeGPDuk6ldtMst+ZPPtmjIEAAQoGJ43FWzjt9QcSi2c9pyjYT3zWon3xRRWb3GR5JlJ7kU6ZiEaiimNGFcsTJgnpUQ+8PrRRTQPc9S8D6bZnw6140CPO8jguwyQB0A9K3oeZVB7ciiiu6kvdPOqv32cR4+062gaK8iTZLMxD46Nx1x61yukarc6JqEeoWmzz4twXeu4fMpU8fRjRRXLP4mdlL4EUmO7YD6YrbgGEGO3FFFZSNCZiRHwepANEJO3NFFJDKN+7DPNZOaKKpAzS0KCO51i0hlGUknRWHqCa9lvEWExiNQigEBVGAPoKKK6cP1OPE7oqXdhb3+nPbXEYaN/mx3U+o9K8auVEdzIo5CsRz3waKKVf4isNszd17xdL4gt7aGbSNMtTAixxSWqSKUjUHCAFyoXkk4GSeayLIDaT3zRRXO9jpRr2o6nvVuEkAke9FFJbDe5RvnPluc8iuezk5oopoGPj+9n0Fe32EKQ+G7GNBhVgjx+IGf50UVvR3ObEbIfbtmRgew615x45022stQhlt02GcFnUfdznqB2oorSvsZ0PiMrStebRkljOm6dfxTMrmO+g8wKy5wQQQR1ORnB7g1R1LULrVtRuNQvZTLc3MhllcjGWPJ47D2oorlOwt26hYgBWnHxB+FFFStx9CeQkR4BrC1RjgDsaKKARmVq+HIkm1/T43GVa4QEevNFFWtyXseyX3EoYdSDWdqmnW1/pMsM6ZUAupHVTjORRRXZL4Tz4/EjxyTiU49a177xNq+p6Xb6Xe3s09tbvJKgkkZiWYDqSecbePTJ9aKK4j0T/2Q==", 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", "info": {"video_id": "203851", "label": "pretending to squeeze a key", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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uxrT1lBNZB9hcx9V9f8mubiaOeEaaRIjS3PmTyFccYwFA7dT+Yp9DJ35rlbTrV764e8mGYw2cmoNbuzc3IRf9XGMCuhu3tNOkhsd/lwyEBsfwrVPxJpFva2lte2jAxONjY7kdx9aai2ric0vdOXVivT8q0dMhjuC4mk2wJh2HcnkCqKxF8kcAdzV2ziaO3mkckQhlV8d85xz2HFIT2LhxPalJ5xFb5z0GSQe2fxoS3sI5Y1S2ulkZcxvI4AYeuMVLZ263ZeWCXY3dyoLD0C9gPpTbJHMyvIrkI7r5jHOehx/X8acncUVqbcabEAPUip4DtD++DUs8QMKOvQiqsWPMxnjvUm8djSkUf2fIWyQP6isaORo5I4rco4ZyHTdyPoO9bgxJbvGejjGa5gyPYX3nG1cyKjxwMMbVJGC3ueTTRnNO5QmEmr6u0afcj4zUurzCC0FlFxz83+FaKJbaXoy3KAiUjJz1JqSMadq3hi6KcTxASs7dd+OfwpxjcUp8qOJIwcGnpIVbOefWnpH5jH0AyTQYQfuH8DSA3dbvP7R0/Tbh48SL5ikeo4Iqa3klXTxPcRK0BGYrdQQ0hzjLei/zqK91O3gS3ZLQFgWK73yF6DOO/SpV1FL5NibmkP33YdRRFKKMoKysi1bPLNMZZm3OzdugHYAdh6Crd24LKFz0qtD8qZHUc05W82ekbxEgXDHrk0+/t2uVTym2ShlBb2zTwNjZx3xRdloo/MAOUOSB3HeguS0MS0s5rbUZDkkI2GfPJzTL2cqHRMna3J9KfdasFVghzuO/is6C6MyvDIfvnIPvVGV7DJJpWgEDPujVi4+ppCMWyD0NNlwEI6Efzq5sRrfPQBc8dzQhMteHNSOn6gq7Nyysu72A/wD11XgDQ6xLHbQiSUzMqA/U1NpjQR3Pzws5YBVYHGDn/P5U+31u2jnlVYjFGzFmYncz885Pp7VPLaVzO1pNpF2e5lhYwxkNcyKFlnQYAB6ontgHJ7/StCwAiQcDAFZsbrcSecq4T+AEdqvhiiKw4B4NNu7NYqyI7pjIzADjNLAAkfT5e9PjUSIzChfvFfbNI2toYeq2U8cMk3mK0TOG2g57cc1l20kjyLEuSXOAK37y5WK3eB8ZVsgH+Jfb+VYRuPIuVliQKASRxTW+pltsSnzLC/LxOUlibgg9aiLtNeea/LM+41LO4uCJyc7jhvrUcABucHnIz+NNvp0IXcZJxKx962b+9lv/AA/bGdMuk5K+6lf/AK1Z0sSiTqMsM1fvNVeC1gItbdZN3GU+7gYyBnHepkiZK7TJ7P7RHY+fcofLC5S1C7WlPuey/qatQSySz+ZKyljgHaMAY7AdhVFNY89RCY385vmLv34q5ajDKR0HWm30NILqzbnjMuG7YqJE2nGelWrNxJE2cEZqNlw+ffmlY2WxHOzeRuJJVSCQOuAc1lzXEUE93dhgWxG4P6mtC6uUiBHGK4y9mJmeGJ/3bHOD2pkyZZv0N3ZresD87kfQdqrS3tw+npYyOWijbcnsPSlt7xprUWjnCgfL9e1V5AFQjoR1qm7bGKV9xQMWoH+1V2zkH9i6pCRncInH/AW/+vUQiVrYEHAxuOalgmitbK5aSESq2xcFyO5Pb6VL1QpbE+lpdSI2H+zW6HDyFOT7L6mrSXDTOqLH5UMf3Is5IJPVj3Y8ZNVoddV4lWWIgn5UCjCrz2qxE24lsYLUN2Viop3uzdhzJZqo7GmCLaRz1p1i/wAyp6DmrdxGC3A7ZFKxuiNcjgE9Kzp5I98Mbn5oph36g85q/JKscQPfBrltbu1MiujFZBxkd6YpMneY6m1whxsgQqh9T/8AqrEV2iDiNiu9drgdCKZBdSWz8MdrY3e9TTBQdw+643Cm2rKxjrd3GQDCyY7io1GWAFWbPa0TKcZ3H64pp24yoPDUAJPeK85cbWSNQkYdck+9aVijLFvcku3LE1i2kXmTjjgcmt9TtUVHkCVi2smyJuevAotG2yqSeDVWR8uiD+Ec/WpN+1c+nNMuLL7SKS5JxzVO+v8AYhJPYVQur0JGeeayLm6aY4zxQOTLFpbSatf/AGe2j3SOCwQHBbAJOKryR7G6FWU4IPBB9DT0We1uU8vMdzEwZWRsn9K7G58O3Gq6PHfSJ/xM9pZ0IwZl7H/ex+dXGPMtDKU1F6nIXDCaLz16kYce/r+NOhJaAqOSTxUePJZg4OxvldfStfwjo9tr+tf2bc30lsjxSNGUj3F3VCwX0A4JJPpUlFFZWs/ML7lk2bUUjqT3/CoYj5jJboEA/wCWjKuM+2arTSO6xq7Fgo+XPYHmtDTItq7z1b+VJ9xJdTXjARQB2qeSQkLH6daro3z57Dk0kL7mZj3NIo0IZAkEg7ioTOIyrZ5qrPceWOvWsi5vyXwppltk2qXiSLsxk9j6VC9pMdOguWibyHyqydsjqPrVAMzybiAcc4Ndr4LtJLmxv7e7t2fTJgGUMMAtkjKn1Hr7VcY8zsYzlyq5yVu6o7Quf3cnGfQ9jTCGjuMHhhwfzrW1/QZNIudhy8D5MUuPvD0PoRWRK+5VJP7xflPuOxpNNaMaaaui0+7f5gB2rjnHSo5L0eaGjLBIl2RqQCfqa6TWNI02w8PW+taRql7KTcm1zcwCNbkhNzvEM52qSFO4fxDvkDjlUu4UdSaTsFjT09WdnuJCSzcZJrdtM7cetZUCYVUH0rWg4YIe1StWUa1tMtvgEjbjNUbvUdv8XGajvJwsWB1rm7+8LSFQaZdyxqOqM5ZVPWs60ieecKqNJIxAVVGSTVcnPXrXcfDzThNe3V24AEEW1WI6Mx6/kP1qoq7sZTlZXOPmjMb5wVYHoeKkuCJYxOvRhhgOzf8A167zxR4aW9El9ax/6UozLGv/AC1H94e/864Bf3ZZW/1b8H2PrTlFxdmTCakrolhcm3ZfypjSldqMQFByQVznHtWx4N0/TNW8QRabqt3NbQzsFWeOaONYz3ZjJxjGeByTgVna/byWWtXljKs6m1neEC4AEgAY43Y4z9CRU9CiCFnu7xS/3V5A7AelbtsR5gJ6Csixj8uPJ6tzWvbjaik/xGp3ZWyNa2JjzJxuqa9vlB+VuAuOKqCQRw5PPGfrWFf3hRCM9elO5aZYvtTxHgNk1gF2nny3PfFMd2c5JrX8K2Iv/ENlAy5RpQzD/ZX5j/KmlfQiUupFf6bc2SRfaoGiEqBkz/EKrwOJITbt95fmj/qK9g1fT7XUYJba5G6JjkMB80beo/zzXles6Rc6RfGGYYI+aORejj1FaTpuJjTqKfqUbU4kI+tSPFIkPmAAoSASDnB9D6VB5mZC65Unr9e9dN4k8HX3hvw5o+oXfnpNqBk8+BoyBBgIUDH+8VcnHbp1ziEaGFpyjYT3zWon3xRRWb3GR5JlJ7kU6ZiEaiimNGFcsTJgnpUQ+8PrRRTQPc9S8D6bZnw6140CPO8jguwyQB0A9K3oeZVB7ciiiu6kvdPOqv32cR4+062gaK8iTZLMxD46Nx1x61yukarc6JqEeoWmzz4twXeu4fMpU8fRjRRXLP4mdlL4EUmO7YD6YrbgGEGO3FFFZSNCZiRHwepANEJO3NFFJDKN+7DPNZOaKKpAzS0KCO51i0hlGUknRWHqCa9lvEWExiNQigEBVGAPoKKK6cP1OPE7oqXdhb3+nPbXEYaN/mx3U+o9K8auVEdzIo5CsRz3waKKVf4isNszd17xdL4gt7aGbSNMtTAixxSWqSKUjUHCAFyoXkk4GSeaw7NQZcnsKKK53sdJs23+tq9HxIfbFFFJbDZXuiSG9q5uUkysT60UU0HQaOor1b4fQoPDU74+aS4bcfoBiiitaXxGNb4Dbi+aRc/w4Irz/wAd6fb2l9HNAmwzgs4HTPriiitq+xhQ+IxNG15tHSaM6bp1/FMyuY76DzArLnBBBBHU5GcHuDVbUb+51fVJL+9k825uZDJK+MZYnngdPpRRXKdhbiHQVpD+AUUVERsfO58sDPaud1Fj5+3sKKKfUOhTruPhtEj63PIR80duSvtlgDRRWkPiRnU+BneXPyTPjH0qprenW2paU0dxHkKhZGHBU47GiiuufwnFH4keOAbWbHY1p6j4l1fU9Kt9Lvb6ee2tpXlQSSMxLOF6knnG3j0yfWiiuI9A/9k=", "info": {"video_id": "203851", "label": "pretending to squeeze a key", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a0b41b0f46ac92bef396a300728eda95743be6f2d1568a6ad51f37aa4454a765"} +{"episode": 8066, "episode_seed": 3553154064, "split": "train", "timestamp": "2025-10-13T02:54:19.424319", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3553154064, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking clorox disinfectanting wipes so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41883", "label": "poking clorox disinfectanting wipes so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41883", "label": "poking clorox disinfectanting wipes so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41883", "label": "poking clorox disinfectanting wipes so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41883", "label": "poking clorox disinfectanting wipes so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4cc8c5471027d3bec237a73675bea8898902f9afde0642b09a144e49e0142f51"} +{"episode": 8067, "episode_seed": 164506164, "split": "train", "timestamp": "2025-10-13T02:54:22.642393", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 164506164, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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BhlVdW1BR5S/MiEfzp/gX4ey/Zzdamp2sQQh9q9HvIvL0qWKFAihCABXTJ8t1HqY/FY8w8S+ISszRRsAqnaAOlY1vJZzQTzGNRIyEMQud3H86x9fJhuZRICrBiear+G72C6mkiMi7dpwM4rmdN8jkdjnFJROiuJLV7O82hMmGNuE/2B7e1c6k0an5QfwWug8qA2khB+9aIf8AWccAj1rm0a2QjcU/E5rXC21RzVeh11lqQGn2yqm5jFKvzN/sk+/pVDXZpp2tZBHtzD2X6etWtM1axt7GzLMSd7LhF9VamRM3ibU9FsbSIg3JVCSfurgFj+ABrGlFqte3V/qaykuQq6DHI+qxhnK5BHrW3e2qRaTL5jZzagDccZwzDoK75PhtawXonglKgHgAY4q1D4HtYiC+CNu0+4yT/WrrUnKfNciFRRjY8dtoLs6ZPcJE6RJgg4xkfSuemnJlIbqK+g9QgtNPh+zwooQDB4614p4plha/nFvEiF5CTtXHFW7c1zWlJ25Tmrm7dCRupLObz2bJzjFUL+T58Z6cU/RWJafPt/WuyjBXTM68vdaNxAvTFWEjX0qGPtxVpAD7V1nESRBc9auqmfu1WjiyeuBV+LaF4OT0oGLGpH3gKk2qehpAcryKckY9aAKt1bBhvUc9xWXLHjPFdAy8Y61n3VvgMwFIDBmhVgQRxXP3unNGxe3/ABSuolXr6iqEoBzxTtcTK+gXr3EElqzr5hYEL6jFdxo2mkEFhya8iXzY2DoHDA5BXqK77wp45MDLb6zG+MgLcKmf++h/WuSrTdrxRqpdD1nTbXZjitxTtjrIsbqGaFJYXV42GVZTkEVf80Fa5LDKd+d6sK888TNFbyRxs20yKxr0K4O7NeV+N7dbzWFzI/7pNu1TitqdPm0He2py1xcQizmAYcxRnk99uP6VjJOvmqRk4OflGa2P7NgUcRj/AIFzTHtgq4GF/wB0YrrhT5bmblcppKCoOac7+lU5Fe2c55Xsad5u4deapokdNhxzWhp2szWvlozcRq4Ru4yuB+tU4LY3WQD0q0NAaQczsv4VDp8241Kx6dF4wsxDbXU87QXJRd5T+IgdazNQ14X+sJHFqEsti7iQRuThWIrkF0mdkjje6JVBgfJVyLRIwyu085YHOQQKj2Hu2ZXtNTokvbK3vlbeCwnmBx6FFI/lXN3eoxfaJRuG3ce/vV6LR7Qyb3R3bOcu5PPStGPTrOPBW1iB9doqaWG5He4SnzKxH4Xjn15Bb2S73gmDuMEkKeMj9a9f8J+AINNt4Jr+MPKiABW5/OuZ+GbLaeKmVVCLNCyEAde4r2MnisqsFGeg1JtFcoqjCgADsKguEXyWGOoqy5qrOfkNYSKPH/F+ko1xKdnByeleT+H9KmuZpJlyu0YGO/Ne8+K40WGRzjvXN+CfC8c1nIXU4I/WtKMtGVK+lzgYYLm0MiSxkqIAm4D0Lf41jRzrkAtivbLvwdJGXKfMpHpmuTvvAdvN13xMe6jFb0rJtmctUc9p0tsLS0Msi4Fwufpz/jXq3wg0qOa2XV2TiKPyYSR36MR+VeSXnhhNNuEtppZmjJ3Z3e/WvavCHi3QNM0KDT7RJFWEY5HeonRt73mNTvoelZ4qGU/Ka5w+NtPKkgMfxrMvvH1sgKxKm7HGWzWbTGkyx4hQJbTSHspNfPWu3yrfSFX3H69K9D8V+IdU1OweOKTYJOML2FeXXWmNC5kmJz796UFG+p2U4SirmS5Mu5mzknitHQsBrjP+z/WqEpAlyOmOBWhoQBaf/gP9a7ae5hX+Fm+gBTIHSpYgTTYlwoqymM+lbnGSxr8v41PGhPSmxgEVetbO4uYp5oYHeO3XfK6jhB05ouAioStOVcDrzSAkAClBI69qBiZIOaa+GGD3p+9TUTHLcflQBlXkGwkqMisuaMHp1roZ4jKCBWLPGyMQRQI5yNFHaplwT0qNGqwlMDZ0XXbzR5QYHzET80TfdP8AhXpWj+JLTVYwEby5ccxsefw9a8hQ89KvQOylGQlWHIIODWNSjGevUpSsewzygA15nqT/AGjUJ5TzuY4rUtPE8otXhuxvbYQkg65x3rBMuWP1pUqbi3cbdyndQY+ZRgVRda2WIYGs+4iCtx0NbkGZLCrAggEVk3Fq0J3R9P7tbki4zS+H9Lh17xG2m3N/Jaq0crRmOPeXdULBfQDgnJ9PekwKWgHzDPngjb/WuhReOtc9oJJMzHqQp/nXQxAk9aSEyZI8DrVmJT0NQJnpU8WeODxTAtqAOCKsRKhHANMjXAJIqUEbRj9KBm54WmNr4js5AcAPg/jXtRcEYrwTS3aPULdumJBXuUEwkt0ckDcoNcWJ+JFxJGNZOqajFZQFpHFN1bWYrKI4YFsdK8b8deKLh7RxBMyybxgqe3pWEabmy27Gv4h16O53Krg5OMV1vgiSKLTkTIyR1rxHXLa3t9Ah1bTtY1CcPdG1JuYRGtwQm53i77VOFO71HuB3mg6vJaxxhDwAOK09i4JlTqKSVj2MRQyjjFVptHglHKKc+1c/pniFXwCcGunj1COSAvnOBWWsSTxz4iWcdpqsKRjgKc1zlrqD20ZSJEUnq2Mk1teNb432t+oGTXPLgHFejSXuK5nfUtvdTTHc0hNQtOsCNNLyVHApm454NVryJ512r070VIc0bIulJKaciMeJBISGYn+lZWqX6zpgGpzpG35s1XnsYzwaxjhYrVHXLGJ6HPyOW5zWx4cbLT5/2f61N4b0fSdU8Tx6Zqt1PbQzNsSaOWONYz1JYycYxngck4HepLOyOma1qlkUnj+zzmIJcACRcEjDYyM+uDitoxszlqVeZNG0pYsMDgVYTPGeKteHdKk1vW7XT4gczPhiP4VHLH8q9JvfhEpfOn6oQOy3Eef1H+FEpxi7MySZzfgzwfN4muZJWm8mxhfbK4ILk9doH9T+te1WGj2Gm6cLC1tkS3wQyYzvz13epPvXmei+FvF3g7VTeWMMN9bthZ4Y5gPNX2DYww7GvVYJfPgSXy3j3AHZIMMvsR61nKd35DseX+J/h9c2ty11o0bTWzHJtwfmjPt6j9a4WaOSGV4pkZHU4ZWGCD7ivo014Z46k0seKLldNeV3Uk3LM25PN7hT1479s8DpVU5t6BY50vj8KXfx7VXLndTQ5Vq2ETsR1rM1CRVXnrRrNzJDpzPC5Rg68iqXirQdX0LQtJ1C+nuBNemTzYWjIEGAhQMcfeYNnHb6g1nUvytI0p25lcwY+1Wl5oorUxJUAJq/EoCjA6UUUxj0YkHNSooIziiikMCOagf5lOaKKBGXOMMQKzbfVLnRdaGoWmzz4i23euR8ylTx9GNFFJgO0PgzD02j+ddCnSiihCZYjclRV2I4XI60UUxFiNi3B6VKOMCiikUWrVj9oiOedwr1M3k0ejwlW52CiiuXE9C4HEa/fT+XId/PrXmWtnNqzHklgTnvRRWtNe6Eipr/AIofXobeGXSdNtjboscUlqkilI1zhAC5ULzk4HJ5rc0i6lIHzdhRRSlsSjqrO4lBU7u9dfpt5O1pJlz92iiuepsaI801qRm1ifJ9qpL1oorsh8KM3uSoTyKc1FFUA0gEGsu8UKxxRRQIx4tdbR7m5jOnadfxTOHMd7B5gVkztIIII6nIzg9wansNQudU1G+v7yTzbm5fzZXIxljnsOg9qKKS3A9s+DFlAzanfMuZ0KRKx7KRk164KKK4qvxs0jsPHSuf8WaxdaLDpctpszcajDbSBxkFHzn8eKKKUQ6mJ8U9d1DR9Gs4LCbyftszRSyL98KFJ+U9s+vX0xXjqgDIHQUUV1U/hEwJ6UZz1oorUky9cYjTjj++v865zV/Eeq6jp8Gl3d7NNbW0jyoJJGYlnxnJJ5xt49Mn1oorOZcNz//Z", 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", 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", "info": {"video_id": "4404", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f10afae9f9500939d658a1818b8cd9c86b1aecc6ee943967faabe5dd19243de9"} +{"episode": 8068, "episode_seed": 3584491904, "split": "train", "timestamp": "2025-10-13T02:54:25.175482", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3584491904, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from a flower pot with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "41791", "label": "moving away from a flower pot with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "41791", "label": "moving away from a flower pot with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "41791", "label": "moving away from a flower pot with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1526911358e6da5bdd13487ce36bc8d84cb8676296acaf8f0d92179521c6b153"} +{"episode": 8069, "episode_seed": 2683159311, "split": "train", "timestamp": "2025-10-13T02:54:26.768999", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2683159311, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering an earphone with a tissue'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202884", "label": "covering an earphone with a tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "202884", "label": "covering an earphone with a tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "202884", "label": "covering an earphone with a tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "036bcc4b2677b00e5dbc9bb785f18c18dfab80f7ffe293e3888e91885b3cdd20"} +{"episode": 8070, "episode_seed": 3731258778, "split": "train", "timestamp": "2025-10-13T02:54:28.528898", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3731258778, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a marker away from the pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "49526", "label": "moving a marker away from the pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "49526", "label": "moving a marker away from the pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "49526", "label": "moving a marker away from the pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "49526", "label": "moving a marker away from the pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "675fc97bedf5aa61f9ec816fe7ca1b47db069cd9d9762672f2d921c81ca1bf1b"} +{"episode": 8071, "episode_seed": 121205589, "split": "train", "timestamp": "2025-10-13T02:54:31.388951", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 121205589, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking color pens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79509", "label": "taking color pens", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79509", "label": "taking color pens", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79509", "label": "taking color pens", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "334b26bd6f53f4fdab15131caa3dd04e4ef8dc5a85340b0c991d4c0c5ffdcb23"} +{"episode": 8072, "episode_seed": 4266255019, "split": "train", "timestamp": "2025-10-13T02:54:32.625609", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4266255019, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that spoon is inside bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169124", "label": "showing that spoon is inside bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169124", "label": "showing that spoon is inside bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "169124", "label": "showing that spoon is inside bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a2667f08b590866e7e082b20b2898d25bbe5560bab8c53f1868e0e2fcd8e40f9"} +{"episode": 8073, "episode_seed": 353122912, "split": "train", "timestamp": "2025-10-13T02:54:33.893101", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 353122912, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging vacuum into wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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zI1/DZWZ4kULdw4HUGiitHuOjuZqE8VYjJOOaKKTO1F62Y5HNW9bP/FPyf9dE/maKKUfiRjX+BmPrHiJtaggil0zT7cwoscb26OpVBnCAFiAOc8Dk81VsrWJmBK0UV1TPOpHS2dvGqghafbgeex74/rRRXKbFsU8UUUDOT8X2FtHFHepGFneUKzD+IYPX8qwYPuiiiumPwGsC0nWrkXQUUVnI2Kttrb6XqF5EbCwvYZnDmO8h3gMo4IIII6nIzg9waivL241G+mvbqTzLi4cySPjGWPt2oorZbI8//l6xqdKmWiispG6N6wJXT3YdQrH9K2vCYA8L6fjvHn9TRRWT+B+v+ZL+I2hTu1FFZFCU4UUUgMTxZ/yAm/66p/OuRu9d1K/0+DT7q7mmggdpF8yRmJLYznJ5xt49Mn1oorqo/Cc9X4j/2Q==", 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"info": {"video_id": "157428", "label": "plugging vacuum into wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "157428", "label": "plugging vacuum into wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "157428", "label": "plugging vacuum into wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dcd770f188113e8153d3c478a4d2c42b80119cb12f2151e3c90c180fe45718bc"} +{"episode": 8074, "episode_seed": 214952434, "split": "train", "timestamp": "2025-10-13T02:54:35.577111", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 214952434, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling purse from behind of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "62437", "label": "pulling purse from behind of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "62437", "label": "pulling purse from behind of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a86f5c09f038a3dd8c8e6040fd0b8ec360ef395bd6707beedeff74bfec6a4e9c"} +{"episode": 8075, "episode_seed": 2892553136, "split": "train", "timestamp": "2025-10-13T02:54:37.680046", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2892553136, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting bottle with marker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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P/CA2iXIIXzZPJz3jzx+u6nfEZgLG2U9CW/pSfDGN7bwPp0bSB9waQYPADMSB+FQ/EZ8w2Y92/mtOIlucze3gutRuZypUu5wp7AcAfgAK73wnKRoUGecBlH03GvJfPvxKz7IXjZjjnBxXp/hSbd4ds3II3oWwe3zGnh5XmfP5dCX1iUm73T/Mr6tJ5vi+5J/gto1/VjWP4gl8vSJjnG4hf1/+tWhM3m+J9TfOQBEv/juf61heLHxYRxjuxb8h/wDXqXrVfqe+9jldC1HUJfEsFml3KbYq7PGxyMBTjr05xTLPUYrGGadTmSeJGEW7JeQEqffrijwYm/xJdzMeIrYj6ZYVgSxCxkW7aZvtBy8UeMFeThm9PXHfNDs2wR0NzAIra3+1PhRIXuJD0JIyfrzgAVh6lqcTqltZIYrWJdqA9Tk5JPuTWZLf3N4gNxM8hXgbjnFQFjU3aNYJLUV5TncBivo/4VRyx/D7T/Mi8tmeVhlcFgXOCf8APpXztp9lLqmp21jEyLLcSLEpc4UEnHNfV+lwfY9MtLUuX8iFI9x/i2gDP6U4k1H0PM5boW2r625Yh5EaNSB3Zzn9M1Us5fKvbaRD8ySKwH0IqtrVwYrjU5EQu5ZQqgZOdxqjo2oSy6lZQTQOGedFzjHf3pTl71j57NKc54iLj0se039x5WjXhH8Nu/8AI1xmnLt0q1H/AEyX+Vb+uXG3w9qBzj/R3/kaxLYbbGEeiAfpWuKfvI96Oxx/izUbi1v/APR7iSJkRfuNjnr/AFrDbW5LjQ7O81SXe63bNEwTBKqVGOO/JqXxdKTfXL9t5H5cf0qje2CP4S0KNiEZo5HBPTJYH+VS0kkCL0Mr3MFxqMvIlVhEp7RjOPxPWqsTi3k0wJGS0ieWcDkk9B/n3osZfKtPsnmrJEibVZsJgdyST71Rn1pLWzFpbsJZQmxpwOB2O3Pt3rLd67FqN9ja0/VrHTtfaRrkeUWUsVUkBxwSPUYx+VexR+OtAjsFkXUopj5ZYJFkk47exPTmvmZnDrycYrT8KOtx4p0m2njM0Ml3GjxZPzAsARTjpsXKEep6Jqkd7f3EXiPU1w124NtAf4Ywwx+B7fn3okuPNuZpWHzPIzHJz1JrpviMQJrBVwAo4wOMbh/hXnU7akrlo3UqSTnpTm+Wx4Ocx9ooRvbc9n8MykaFaZOf3QUfgeP0rFv5PO8Wak5/hSJf/Hc/1rQ8OOy+H9PL43G3Qtj1xmscP5mv6u+c/vlX8kFb1n+6ivT8j08OrU4p9kZviSbytIfnBZ1H9f6VxvhrUL6fxMtp9qla1WF3eNjkeg69OTXSeMHxaRRj/ab+Q/rXNeBVD61qc5H+rhRM/U5/pWS0pmvUxFss9Ij+VJJp+4FdnB68V2Npp/nRpMgOx1DAEdiMiql/ZbZyBwCBkVHK0F0cg+llSG+YjGOTnFd18Or82ly1lL06oT6f5/nWX5AEOOPTpVyKK3srOC8jm/00OSE7bR2PHfmha7lHrGrSY0K8P/TFq8jyA0ZJ4Ic/+Pmu2uvE1rL4emgdnaeSLauF4xxjJrzm8vvIktxsJAVwcHrlif60TkuU48dTcsPJHX+C1DapeSZ+7Aq/m2f6Vs+IWzd6ShOP37N+SH/GuD0TVbmFrpreVog+wEgDOBn/ABqe7vJriVWmleQj++xNKNVKjylYCi40Y3Oh1++gTTZYxMhkfagUHJ5IrzIzqvieyd1ZlSYOQvXjmtnU5W+zgoASGBArmLCaR9cEtwCGUE4x04pwmuR9zqlG0kdJ4z1lJrWz+zDazh1Zu4XjgH3rhWOTmtzxE0bNA6Yyd2cd+lYiI80ixxqWdjhVHUmiGqCVloMqxb2ss3KqQo6tiuo0zQzZRhp1VpT97vgelaX2AS3McaR/MzBR9TTcugkj1PwVJbr4ftIbY/u4owo/xrO+IDbmsU9T/wCzCs7wxcnQtSl06WRXiXkMOmO4/A1N42vbee9sRHPHII8F9jbsfMD2qotJajWrOUB/0dT9a9G8PL5Xh7T1/wCmCn8+a8m+3x/ZCN43gEYPFdpB4ongsbeCGCJRHEq5YlugH0qMPOMZNvseLllCanJmlbNv1nVn/wCm4X8kArmvGM+HSP8AuxE/mf8A61RjVbrzbhxMVaWQyPs4yTXMa5qRikmMrO7OFA3HP60U5p1H8z2pwaRd8DSxJd6nJLKiliiqGPJxn/61cdLK0kru7FmYkkk5Jra8PqDZSyE4kaQ4YdRxXPM3JpXvJlRVlcYp2swpyq7ttVWLegFdJpHh2ZYotRuU+VuY4iOSP7x/pWytoHDbl/IU27CTM/4fW0X/AAl0D3cWPJG9N3GHyMH3xX0Xbv8AIteF6dpk/mPeWy822HJY4yPT8a9b8P6pHf6bHIG5CgnPpTiTI80vmJv7k+sw/wDZql0lRJ4h05f+m4b8gTVHULhEuZCWHzTjv2wam0i/jtNbt7h1Z1jDtgdztwP51E2udeqPExlNyx0fkegeJJNvhu+949v5kD+tVhhYE9ABWHrHiV7+wktVt1SN8ZYtk4BB/pWVe63evayDzyo2HhAB2q69WMpaHvRpytqcn4muDJE7Z5fJ/M//AF609aWzh0DRjcSg+TbhfKRvmY7V49vc1y+s3qXJjgjO4jAJ7VZ8RIIo7RFPygMAOw6VVSVpJEwjcxrq5M13v2qi4wqL0UVGW5qNzyDTir7PM2Nszjdjj86ncpO1wJzXqvwa0Hfd3OuTLC8aDyYVIDMr5BLe3HGfc15VHG80ixxozuxwFUZJPYV7b4DlXw+n9mSlQuA7tuH3jjdn3B4+lNCk7o0/iE+bqyUc/IOP+BVxcrf6MP8Ad/pXT+OL63udStjDMkqxp8xQ5A5NcO99G9uqhhuK4IrOtJdDxc2pyk6dvM9j0xfK0qzT+7Ag/wDHRWFYNvvdUk/vXbj8sD+lUW8V3SxhIYYUCqFBOWPAxWGup3I80rOy+ZIzsF4ySeTWterFxSXQ9mnSlGKTF8ZT/vzGD9yIfqSf8KyvAEsKrqLySoryTqACeTgH/GsjXdT8l5w+93cjGT7etN8OoP7M3BtsjyMdw69qicrU1YcY3lY9N8FxJqXg2wuzguEMTEnupx/LFVNXto0lJHX27VleBtYtfDuly6feytLHJL5qOi/cyACCPwFbF9Nb36NNazJImOx5H4V0u0omNmmc/cBAcD/9dVvlbBZht9Pen3gdD1NUxJ3OT7da53uaIvyyqbZMem36YrHux50sa54AyB6VZaUrlSRtY8Z7VRvrczHKsVYDsa56qsxYim6tHlW5pwQrbQKwYHzeR9P/ANeaa7fOKzLUzAku3QBQB0Aq7vJIzUJ+6GDpulRUJO7/AOCMuzmP8az4I0ediQOBV25OUpnhrTo9a8SNp89/LaB45DGY49xd1QsF9AODyfT3q4q50SdjD19An2fb/tf0rvPB3gaSw05dW1CIrdTLmGNh/q0Pc/7R/QfWuACXepXEASRfMUbwXbAHSvdV1uy1awTbdKbkovmRE4IbHOPXmuujFW1Oao3fQ5C4tUWVl4wD+VUG+WTIPzdiK1tSR0Y5WsGSQhyOOtTJWY0yzAgE6OxxknjtzUd043e47VAX4Y5+ftio5n83cw4JHP1rKotLm0Ho0UrOxa6uAmMlnrZ3bVC55XiufW5u7STAwVA+Ujjn3rRhnbaN/J7msY7nBgaVSFSTnsT7+TWXqEaTMwdQQfWtEEEZFZOquyxMynByKFuekxLS0EVuPLYqMk4zV34feFY/EOoTXVwVa3tCpMX99jnGfbj8asatpthZ+G7fU9L1S+mVrk2ubmFY1uCE3O8Q67VOFO71HfIF74R3U2m6xdC4xFaXcBUSvgLvU5HP511Uo+9qYTemh1usabsQYGAK56WDy1Ld+mM122vAscht4PociuJvHZSRg8e9XUjZkQehCJJUhaFHYK5BYBsAketTRO0dptLkgM3GeOeaoCU8gcfQ0rTAAozHawzn3FZNXiaxdmVNQAlVI1BMjSDbjt/niotLVluXckkBcdaZeXL25EqoWYdMfw+9LYajGYnjEZMpIJftiubW559aNX64mlpdf8E1Jn+XrUErZhce1BkDr1qOQ/u2+lOW57Bg3FhDNcq2MPuHI71BryugtwzZ+9j9K3PDlrYar4rj07U7y4tYZn2pNHLFGsZ6ksZOMYzwOScDvWdqmlXU3iC409vNX7JNIhW7IVwA2MNtyA2B24raMXdGUpLZD/C3gu78RK93Lug06M4MuOZG/ur/AFPauz/s23tYRaxqohjG0Kef/wBddhDf6NPpUNppkkcSRoFS3+6UGOnPX6965rUkdG5FdEoJLQwUnfUyAiQyExKit1G0YqS2XZMpJ5IIA7c1UeQ7yOPwFIZMBiD8/Xisy7kl1P8ANnAbb/Ceh9qxYbMHEh52kZz9avXLmRXKZUnuOxrMhu7q1l8tkVlPQ56H1/8ArVyS7HFmFKrUcXTOjZ/lquHqKKclcN1pc8ZFVI9VbGbqESTM4kUEE85ptpaiG3QRMVHYZpmquyRMysQdw5FaeueHNV8OeHtIvryW4Se98zzYDGQLcAIUDHH3mDZx26dQacYtomUkmcgLiUfxmrNvqN1A4aOVlNFFarck6ixuZL6x8yc5bJGRxmkPC4HbvRRVmTK1wcgezURsWTJ5NFFYV9kXHYmCgInHUE1ED8xoorFbDQyfhRWXa6ncaNrX9oWmzz4S23euR8ylTx9GNFFbU9xy2M5XaF1MZIIGKsR39yORIeKKK0ZMTpdJ1i8uisM8m9egLDkVPMA0yZ7g0UVd9CHuRsArsABx/jVHe32h17dKKKmfwscdyQorEAjvTiAp4oorkiV1HKflNZmqf6gnHRhRRVx3L6E2ueKX1+2t4pdJ021NuixxSWqSKUjXOEALlQvOTgcnmqNlezxQIiMAo7YooroIgbWna9qFuwCTnYeCh5H5VvXMhlhDsq5IycUUVUW7CqJXMpRn8TiklG2A4oopklX76DdzxUcUKKzsBg8UUVwv4jSW5YTpT35Q5ooqi4mRDrjaPd3MR07Tr+GZw5jvYPMCsmdpBBBHU5GcHuDVW81S8vtQn1C4mL3Ny5klfGMsfYdPpRRXQtkQviFjv7lSCJDXSaVq95dMsM8nmL0yw5oopwbuVNaFiVQ0657rmojwz47UUVRiUQ5M7r2zipPKRnXIzRRXJW+M06D8YPFPHAoooKRlat/x7k99wqK88RarqWl2+mXl7PPb20jyoJJGYlnxnJJ5xt49Mn1oorWGwp7n/9k=", "info": {"video_id": "199141", "label": "hitting bottle with marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "199141", "label": "hitting bottle with marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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SDKg6k9cH07ZpWutA6lnXrmOK3tdPQLmFAZSOcueT+pNc8cbuDQzljknNAqm7stdj6M+EzXP/AAgNolyCF82Tyc9488frup3xGYCxtlPQlv6Unwxje28D6dG0gfcGkGDwAzEgfhUPxGfMNmPdv5rTiJbnM3t4LrUbmcqVLucKewHAH4ACu98JykaFBnnAZR9NxryXz78Ss+yF42Y45wcV6f4Um3eHbNyCN6FsHt8xp4eV5nz+XQl9YlJu90/zK+rSeb4vuSf4LaNf1Y1j+IJfL0iY5xuIX9f/AK1aEzeb4n1N85AES/8Ajuf61heLHxYRxjuxb8h/9epetV+p772OU0LUdQk8SQWiXUpttrvJGxyCAp9enOKjTUEupJtOsWIa4mMkjAcKhALY988fjTvBqeZ4ivJT0itSPoSwrLtLdbO9N1BOFbGFUrnr1z+tKTSbBbG3MsZ1KNDGNiW7ADt1wBVRbmKTQcyv5ZRtkZIyd6nIx9OM0t1ewQzx3c0gUBCBGpBd84I6dPqawdQ1Rr+4DlFjRRhI16KP896hLTU1jHU9h8BeLdHt4WhudRhgkznEp2g/Q1p+I/ELeJxFoWgSlxcoZLmfaQI4x1z/AF+oHevntpDHIGUnn3r3H4QCI+CtRufJxO08iNKTkuoQED6Ak/nVRvawSUVr1MK32WlrLZxJ+7E6tuz97CEc/nmt7wrJ/wAT6PHGY3B+mP8AECuTuftBMiwOobzM4Pf5RWv4Ee9PiFluSCot3I9c5ApqX7xLzPnMRTc8wUr7NHoniqc/8IrfAfxIq/mQP61iYxGo9queKps6CyZ5eaJcevziqbkKoJ6CrxL9/wCR70djzjxRqM0Go3MsE8kTKxAKMRwOP6UzUpZ7vw/pBvZWknmtZJRITj5xhlJ7fd4rI8TSkiVj/Hk/mf8A69bfjCy32GkWqP5Swwtucj5VARRyf0/GlLRpAhhvP7Tv18pt9vb7W3A5DyEcD8BWTJdWmm+ZKV3agGfy8/8ALMHjJ98dB2zWHJqM1mFtrO4lW3GcnOC5PU8dPpVNnJYk9anYuMUTT3LSsS/PYY7V03wwEs3xC0kLF5io7M+VyFARufauQLHFevfBPSZY2vtYaVfKkX7MsYPJIIYk/pj6mktypvQ7f4hk/wBgRj/pof8A0E1x+oXSTzwqGO2GBIgCOhAyf1JrrfiI3/EliHqzf+g15jqGoTxarIscDNEuBnacHgd6dSVkePmsZToKMe56X4GmxaXSdVWTI/Ff/rUviGTzfFVsP7lmT+bf/Wqj4CufO0q5l2MmZypB9gP8al1J/N8WSHOdtog/NmrWT/cL+up0ZfFxoRUuxU1aXydMuXBwRGQD7nj+tef2et6oNfsrKK7ZoppgrpJ8w29+vI4rtPEr7dKZR1dwPyyf6VwPhyPzvGltkZ8pJJPp8uP61lFe4zr6lFbLPSI/lSSafuBXZwevFdjaaf50aTIDsdQwBHYjIqpf2W2cgcAgZFTytBdHIPpZUhvmIxjk5xXdfDq/NpctZS9OqE+n+f51l+QBDjj06Vciit7KzgvI5v8ATQ5ITttHY8d+aFruUesatJjQrw/9MWryPIDRknghz/4+a7a68TWsvh6aB2dp5Itq4XjHGMmvOby+8iS3GwkBXBweuWJ/rROS5Tjx1Nyw8kdf4LUNql5Jn7sCr+bZ/pWz4hbN3pKE4/fs35If8a4PRNVuYWumt5WiD7ASAM4Gf8anu7ya4lVppXkI/vsTSjVSo8pWAouNGNzodfvoE02WMTIZH2oFByeSK8yM6r4nsndWZUmDkL145rZ1OVvs4KAEhgQK5iwmkfXBLcAhlBOMdOKcJrkfc6pRtJHSeM9ZSa1s/sw2s4dWbuF44B964Vjk5rc8RNGzQOmMndnHfpWIiPNIscalnY4VR1JohqglZaDKsW9rLNyqkKOrYrqNM0M2UYadVaU/e74HpWl9gEtzHGkfzMwUfU03LoJI9T8FSW6+H7SG2P7uKMKP8azviA25rFPU/wDswrO8MXJ0LUpdOlkV4l5DDpjuPwNTeNr23nvbERzxyCPBfY27HzA9qqLSWo1qzlAf9HU/WvRvDy+V4e09f+mCn8+a8m+3x/ZCN43gEYPFdpB4ongsbeCGCJRHEq5YlugH0qMPOMZNvseLllCanJmlbNv1nVn/AOm4X8kArmvGM+HSP+7ET+Z/+tUY1W6824cTFWlkMj7OMk1zGuakYpJjKzuzhQNxz+tFOadR/M9qcGkXfA0sS3epvLKilyiKGPXrXPalPbQJJb2uJH6PP2+i/wCNWvD6g2UshOJGkOGHUcVzzHJNHNeTHGOgK58sD0o3UyMFjtUEkngAdaGyrFWBBHUEYp2GpaFmxspdS1C3soCgluJBGhc4GScDJr6f06wi0bwstjCsaiC1KsUXaGbZ8zY9Sea+fPCFhKb06oYzstCrJngO+eg9SBk/lXuo1y0l8PzNJcRo5gIALctleMCqWhL1Z5tn/SHOONx5/Kt/wWu7Wrl/7tvj82H+FctNdRwzKHONxY5x7itLw1rZsZbuWKNJC6ouSeB1NZqSVVN7HiujKWYt2/qx23id/wDQrSP+/dxj8sn+lVtTl8nTbiXP3Ym/PFc9qmvXd95IkMaCOQOoRcYYA88/U1katqE8tm/mzyuOMjOe/pTq1YyqaHuKm0jl9bYSX8ETEBWlVSSeMZrc+IN0skNgsMweNmkLBTwSNuOK5ZrtNQ162GMIsgJz3xVnxN8otdrHb82B6dOlOpL37ChHS5gTHIB9KbuJGauadptxq14ttbjk8sx6IPU11dvpa2MC26qDtPzMR973o2QX10OLWKUpv8tivrivoP4bR29r4Xto7dQpI3yDOSXPU/59K81msk3D5Tk+grsvCksugX4sLrAV13rg5wO4+o60k7sJbG98Q3zpdsM/xt/IVwTHLS/75/nXbeP5FNjZjcMliev0rz8XSPJNhgcSt054zRVdkjyM2i3Shbueg+C12aBvH8c8jfqB/SmSP5nii/P92KJf0J/rWToniRNP0O2gS2LuASzM2ASSTVGTW7ltRublNkbzbQQBnAAwMZqp1I+xjG56OFpSVKPoWPFk2yCGP13t+QA/rXH+DireKLuV2VQtuVyxx1YVNr2rsZS91Mz/ALvAB9z2rD8OgTXF3cH5WJUKe460nK1JM15feser+C4k1LwbYXZwXCGJiT3U4/liqmr20aSkjr7dqyvA2sWvh3S5dPvZWljkl81HRfuZABBH4Cti+mt79GmtZkkTHY8j8K6HaUTKzTOfuAgOB/8Arqt8rYLMNvp70+8DoepqmJO5yfbrXO9zRF+WVTbJj02/TFY92POljXPAGQPSrLSlcqSNrHjPaqN9bmY5VirAdjXPVVmLEU3Vo8q3NOCFbaBWDA+byPp/+vNNdvnFZlqZgSXboAoA6AVd3kkZqE/dDB03SoqEnd/8EZdnMf41nwRo87EgcCrtycpTPDWnR614kbT57+W0DxyGMxx7i7qhYL6AcHk+nvVxVzok7GHr6BPs+3/a/pXeeDvA0lhpy6tqERW6mXMMbD/Voe5/2j+g+tcAEu9SuIAki+Yo3gu2AOle6rrdlq1gm26U3JRfMiJwQ2OcevNddGKtqc1Ru+hyFxaosrLxgH8qoN8smQfm7EVrakjoxytYMkhDkcdamSsxplmBAJ0djjJPHbmo7pxu9x2qAvwxz8/bFRzP5u5hwSOfrWVRaXNoPRopWdi11cBMZLPWzu2qFzyvFc+tzd2kmBgqB8pHHPvWjDO20b+T3NYx3ODA0qkKknPYn38msvUI0mZg6gg+taIIIyKydVdliZlODkULc9JiWloIrceWxUZJxmuetrWe+u47W1heaeVtqRoMlie1dtq2m2Fn4bt9T0vVL6ZWuTa5uYVjW4ITc7xDrtU4U7vUd8ganwzj0/RZri61TykuJ0UQTcsYxzuU+meOa6acNdWYylpoGm+CF8PxrPdSCS+ZcMB92PPUD1+tSXNrD1McbMepKg11eq+XcbpYHWWM5+ZTkGuSvGZSc4/GtJxsRFjCC+0A/KOR7VM0gjtUAPQbfxFUfMyOTx1PakklwGTkqSCpz3rKSvE1g7Mo36+fJGmMAZ+YDk5x/h+tW9OiFsJExzkZP4Vm3pnWTzIjkr/Cexqa0vpZhl0C44OO57muZbnAqNVYznfw6mnK+WFVrpt0BB6U8vvxUNwf3Zpvc9YyEsonvlkCgOM8iquuxNvtI92dxIBJ+lbfhm2sdT8VJp2pXtxawzNsSaOWKNYz1JYycYxngck4FYuv2d2uuzacEuTJbzyRLHOFEi4OPmA4zgc4OK1hF3TZlKSs0j1fRPBsWgaQsK4kuHG6aXH3m9B7DtWVd2WyZlPTP5V2umaj/afhmzd5UFyLdBNECAyuBg5HXqK5XUwVdmwc5611zgraHNFu+piSJtfGenQ09ZZpbxbiSV8l8kliT0xVaaUhyCPxJpvmMwJLduBWCNSxeSFmwxOR3POK52ZGLvLHlUeRtorVnl835gTkj5vrWP8A2gElWOWJhGh+6OSfUiuaaadjjzFTkouKutTfgJjto0/uqBUZf5zzTBeLO5dV2Kfuqew7UhPJIoex6FC/s4829kUdTjSfKyKCMdDVLT7P7OjmFiAW71Pq7skJZSQcjkVf1rwzqnhvw9pN/dyTpPfGQywGMgQYCFAx/vMrZx26dQcXFNoqTSZyQuJR/Gas2+o3UDho5WU0UVotyTqLG5kvrHzJzlskZHGaQ8Lgdu9FFWZMrXByB7NRGxZMnk0UVhX2RcdiYKAicdQTUQPzGiisVsNDJ+FFZdrqdxo2tf2habPPhLbd65HzKVPH0Y0UVtT3HLYzldoXUxkggYqxHf3I5Eh4oorRkxOl0nWLy6Kwzyb16AsORU8wDTJnuDRRV30Ie5GwCuwAHH+NUd7faHXt0ooqZ/Cxx3JCisQCO9OICniiiuSJXUcp+U1map/qCcdGFFFXHcvoTa54pfxBbW8M2k6bam3RY4pLVJFKRrnCAFyoXnJwOTzWXHe3A4EhxRRW7JpmjYaxfW8n7uYgHqOxrpRO91arJJjcQc4FFFVF6BURVKgQBsc4z+lV7xisYx6iiimQMT50y3JpyRqqZAxk80UVw/aNHuPXpTZvuUUVZcTKt9cbR7q6jOnadfQzOHMd7B5gDJnaQQQR1ORnB7g1VutTu77WJNSuZfMurh2lkcjGWPXgdPpRRXRHYy+0XYdUu0YMspVvUcGum07V7u/iKXLCTaOGI5ooqotlTSsV7vHmjjGT2qIAHnvRRTMuhVlYi4I7EGoJokdckUUVy1/iNPskyqEIUdBxUq8UUUhxM7V/+PYnvuFV7rxHqupaXb6ZeXs89tbSPKnmSMxLPjOSTzjbx6ZPrRRWsNgnuf/Z", "info": {"video_id": "199141", "label": "hitting bottle with marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2e6bcba78e6915ac7063d59b4605935632d56a5036d9d57e0b2a8db6ee374e1b"} +{"episode": 8076, "episode_seed": 468321106, "split": "train", "timestamp": "2025-10-13T02:54:38.513950", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 468321106, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding an egg in front of a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199154", "label": "holding an egg in front of a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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OSai2EAn+IcD6VvWVkbezNuzfJDK6hc/w5yP51zjyFXAGSTjgc1jUWptF3bRLIQCemO9LFhjkEn1qlqTf6K4JGGG0e+SB/WqNvczWzYXf5RbCpIcjHoH7H2NZm8Y3Ra5HQduDTQpL5J645z2pyEnkinqCCcnnPB9aZA5cZHNa2gDzJrlsHCqB+v8A9aspcE44yOK3vDKBI7piByRx+H/16cdyJbGxLdi20+WZyVVMZKjJHOKpLqtrep5RnicODlWGD61W1y9S1skj5YSyZypAKlcEYyD3xWElsFvVaOcjJwTOmASc9SD79cV0w1RyzR1Nz5UOkvIsSbYnV1UHOSGHP1qnrzZVMBcFjgnvwKdYsLfSLlT5RbJbbEcjHQc/geazPFkjRx2hV5IyGba0YyOgzkdxUVbbGlFXaKaARgszHLHBB6AVkXvNzJ5i5VdvGcH+I5/Sp7W/eR1inCZPIlQ5U/4GlvoJRI0qKdpK4ePlkwMfd7iuc7YKz1G2ZDq8hJJ4B3Y3Zx3I6jkYPWrBUFRnHPAqtaYcEbozjvHwPy7Grfy9xxnr70yZ7jkUhRjHrQ+7ywo47cU8cqTxnoOKcmGkQHqGHT0zQQzstnk+XnpgD8qxdY1maz1OVQY2RCAEYc42gk5H+c1tvJ/q2GCP6VyTDUIvPFxHcbGJx8vmLjOfcDrXRBnNJGxYaqJ/ILQkb22kxtwDn8PatArIL+7y3ySbGGD93A/+tXLQ3dvamCR7MCQuWicZXcRwOBgHnvXVGFzcyuzDaQuPbGauZEUcelxBcSl42UkMRt7jnvUF+DNZSgjv09ckCsqUl5VYuDKzDayHY6Z6Z9RWpaP9rs/LnXPIVj03HAOf1rjPR5bWZQG95yN26PeQ6HB2/Meo6g9MEVokHpnOfSqtzYyRnzFUzhejZxIPqf4h/hVhAVUEn8aaCetrAqfP61MMhhlTTUADHA6npUg4bGOOmc0GRq+HFaSS6fA4VQOPc/4Vt3VyYNMlkCh2DKoVjwckDr2+tZvhsBYrkg5JYfyqLxBdSRW0Kxx/KznzAU3A4wBnI9ya1gYzQttr8U0gieORG5zhtw/znitGS4NzpEktsWd1dcZG3GGB7+3865VXsvtSybVVMjm2YgqOOeuPwxW5pkyy6ZcxWjSSMrbiz4yGPbj0A/Wt5fCYJLmuJr8q5hDOQZC2wdOwrFG2IDAySTkjvVnxehY2ilEfO8je20gcdD2PNYNndSRyiORneLOB5i4ZWyBj361yzep204e4mhLgSLdShfmfICgjOcITx+dS2QHlE8IucbBwPXIB6Z9KmvLJpizIQ6swLRPwMgYyG6g1WtgTK0beaCo5EnUf48DrUG7d46Fvblefp9aeqkAYwOc9aaSMHOMA9alAyvbPQUzEY+4qqjjnHFdxt8poz24FcahUyoDjIYH8M12Ukp+RlIqomUzA1jVbu01GZo2JjVsbWjyMbRyG478YqxpuqG4ltQ0cTeY20lWxz9P89Ky1s9StvNDxysrsCPKkHOD9c+vanRXFxaTWnm2SCR2GyVo/mGWC5J/PrzzXVFo55I6B02S3rFgyuwkx0wQo/wAK5C3voZ3AB2Tf3GGCK7GaEKt1KWyGUt9MLivNHXeFjYs5xy0g5Q7c5Vh/KueodVCKlc1rxd8EZbbjzVALHA696y0Cq7ZbDBcPG/BPByPQjvmtezJuLULKquuSvzDIwPWq9zpziMrbuMYIEcnIHrg9qyOmLtoyRW34/pTkbDc+vSoY8n58ZyOBUxI4AGB0zTMmSbiyFh1BP51b0nW4rB5I7iOQK+PnUbhn+dUWAjXaMfUVFI4VMDHA70yGrnQT6jod8oFxPAQpyA7FCD+OKSDTLG6KzwSNPFyPkn3D8+vHJxmvPbpn1bWzp0brHFGm52xnHqcfSovC5MjXIV2XYy7WRiDnn0/CuiC9xyvqjnlfnUbaf5Hq+l6X/ZqzKZ/OEpU5K4xgYxWP4vkYpaiEnzAHwFOD/D098VmJeajEyiO+mKjn5yH/AJ81BfzX2oczpby7edu0qT9Dng1lKd0a04OM0ylEmXj4OZJedybT1Uf0NdDtwWBPOc5rBsyHu4h5shdXC7JD8yAZOM9xnFUIrm8v/GV1pjavc2kX7zyREobLKm4L7Dg8n096zSudFR2N+4jjjcSKAGYZOB1ApVBdR/WuY8M6ld6g0zXlzJMFCEb+cZzXSjpnkZHSi1ib31HhjkAc+vbAomTe5Ckrx1B5FKrBUZsbj1AIqNpMKTn60Ek51nULOAlrlJI4xkmVc4H1GKy/+Fh3C3cRks4WtiRuKlt31BPFZniK4b+zjFCC0s/G0dcf/XrN1EfaLnStKhCjykzIfQEjJP5Yroo8qkufYyr052vE9Pg8QaXKMXEcqkHpPHuC/Q8+ma0P7ZspoGeC5ifHBG7nn2rkI8MnIwT71BM1orrFMEDYyA/f8ay52P2SexWyI5fMlLRnlgGG5XIHG1h+HFa2mKEsm6g7z17Y4qm1gFUSWpRVJ+eF/uN/gaq65PdWPhfzoXeCcyLuKnkbiSRUdTplJcp0LkBc8cD9aoRt8wBOSK5vU7uaDRYdQsdd1GYNcfZ83Eaos5C7mePvtU/Kd3qPcDoIfmRefnIptWM07kwypz+OT/Onqd0RJyOuOOtMySQCfwNOdlzsH1OTSAks9QvbBy0PlyRt1V8/zFSz+NEslzc2cgYjIEcgP88VnySZ+XOCenNcvBNDfaxqFzcr5kEEWEVuhOOKuPd7EShJr3ep32m+JtF1JVn3/Z5QSpE0YJGeo3YxyPetyw/su3RhYyRBXIJCSbsnp615X4SVmspZHU7ZX+XPcAYroHt4S29lAAGc4x+ta1ZKM3GOxjTg5QTe5q+MJRI0CElQoYFiuVHKnn0FYVsg8+2QFBlw52NkcnI5/wCAiphbeaQ0d1MH6q3mFh+VNs4nivkSWARv8zsyfdbAwD7dawk7u5209I2NnCgleMZyO1U7o4ZRzkDJFc/b3sl141n0u71W8tLZ5dkbRyxosfQksXGMYzx1JwKTTLm7Os6jZXkty/2eUqFuMb1AJHIHGemccUculzPmu7G+mXUfnzS5ORg9+c8U0YxnGM9qerbVJAOewIpAwmQSMVxjjkjt+NMk1W8sLZn+3t5cQyRIA2B+NI77UJ5Fc94jkknto7WAbpZSCy+gyKqKuxcradjRh8fXy3kSSwW8sTkAHaVPPHXmuqtvEyRIRLp8seTz5bBh/SvOLzF5ren2UWBHaRqZCB05z+Z4rrFYNHhscjn3rWpOPLHl36mEaUk2p6m/ceJbCWzfEjRMwK7XQjiuOjICmRV3FhtEkLZUsePmXqDzVya7jgk2vG2FAJcLkLn1/KnNbxTqtzbSeXLg4dOQ31rGUrnVTjyfMuWO1bBBgD5mOc/7RqeQ5z3P17Vh+IZbjTvDKvBMY5EeNCyfrWTrEXiLQtG0y9udQvFmuy/mRFcCHAUqCcfeIbOP8DQo3FKSTOhi9Ow4FOjJJBzjA7UUUgYjkiQHPJOKqTSMkjEfwqSKKKa3HT+JHL27GCDULxD++aMkk/QmtLwvGkelwlVGZF8xj3JNFFXJ7hV3XzNxnPkueMhSQfwqjp93M1z5TvvAUEFhz2P9aKKyHFe6zajRJJ/NZRvUHa3cZrgtVv5tK8Y3d7bbPNimbbuGR8ybTx9GNFFVHczlsWvBijzLpf8AZUfzrsG4n2g8c/yoooe447DCTgnv1/Sqd07C0YgnINFFIFuUpYlkvYJGGWRMCqFsf9OlkwN8kjKxx2XgCiirOmXws6CE84PP1+lU7ydknuMqjjbEuGHGCSTRRWZhDcdDNJZ6r9jjYmAtja3OMjsfxo8WOW8MyZ7ToP1NFFNblVDlNW8QtrUMEUmm2FuYUWON7dHUoi5woBYgDnPA5PNd1EdkWR1Cr/KiirkZQJFOeMDrjNMLEuoPrRRUDM64dmS55xiLgisSWFDoSLjHnuquRwSCcUUVa2OiPwG3ZgQRqkYCqvygDoBmrl2dmnysOTsbr9DRRUMx+0VL0f2f5U9sShZtrJ/CePStu3Ythum4ZOKKKRUtjg9V1htN8RamjWNjeRyzByl3DvAZRwQQQR1ORnB7g1Z8N3c+o61fXl0/mTzjzJGxjJJ5+lFFaP4TFfEda3DjHA9PwphYnOevPP4UUVBbKl4xWzYg85/mRVTy1kvPOYfOiYBooqkbUdjOsWPm7/4pWLufU5I/kK6KDgZHc0UUpbmdT4jO1K4ltWmeJyGLoDnnI2E4+maUyNavbzQfu/NDM6A/KSBnpRRUmi2Q7xYxPhdWJ5Lxk/5/GuOutb1G/wBPh0+6uppYIHeRfMkZiS2OpJ5xt49Mn1ooq47HNLc//9k=", 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", 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", "info": {"video_id": "199154", "label": "holding an egg in front of a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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R/OuceQq4AySccDmsai1Nou7aJZCAT0x3pYsMcgk+tUtSb/RXBIww2j3yQP61Rt7ma2bC7/KLYVJDkY9A/Y+xrM3jG6LXI6DtwaaFJfJPXHOe1OQk8kU9QQTk854PrTIHLjI5rW0AeZNctg4VQP1/+tWUuCccZHFb3hlAkd0xA5I4/D/69OO5EtjYluxbafLM5KqmMlRkjnFUl1W1vU8ozxOHByrDB9ara5epa2SR8sJZM5UgFSuCMZB74rCS2C3qtHORk4JnTAJOepB9+uK6Yao5Zo6m58qHSXkWJNsTq6qDnJDDn61T15sqmAuCxwT34FOsWFvpFyp8otkttiORjoOfwPNZniyRo47Qq8kZDNtaMZHQZyO4qKttjSirtFNAIwWZjljgg9AKyL3m5k8xcqu3jOD/ABHP6VPa37yOsU4TJ5EqHKn/AANLfQSiRpUU7SVw8fLJgY+73Fc52wVnqNsj5ivJk54DFsbs46Ej7w561YZSwyfzqtaHcCA0ZwesfA/Lt9Kt4B49DTJnuOQEKMA9c0OxEYUDk8c07+HIHTgDPWnqoaSPPHzgEfjQQzskUwmMdBgD9KzNS1n7FqMivCDGpC71bBztB6fj1rVlcZjyu5a4p7oXElx9sSHzC3DSptbGeeRgnqPyropnNJHTWeqwztCN0imQ7cMuf8fb86s7pRe3inKozIyHrxgZ/lXMWVzZW7wMXnRo5Awj3Dax4wBnkZP8q6dlla5nzkKQNp/PNXMiCRyRMcziRW3rnjnvVXUMyWThcjovHoSBiszMkbiWL907n5fK+ZGJ5AYdq1IGF9Z7WJRsjJXs3DcZrkPQ5bWZngs1whKjaWO2RRgrljyD+XBrQABIAwaozwSWrNK4bk5aSLo3+8vY+4q6ihUHfOOKB1OgqqC+RipV3BgeMU1SNxxjJPNSfdPbb0oMjW8NxtJJdkk5wqj25JrXvLlrfSp3jYK4ZQCRwMkDn261n+HCqx3AHUkYz6YpNbW9lhhFojllclvLbBxjH48ZrWDMZop2uvySzrDJHE/XDocZ9MfiK2TK17o8/lBo3DAfOc4IIPY1zrO0l2vnWskrf3JIdpwOT2z07g1qaROl7p11DaIIlB5JYnLN15P0H61u/hMErSuM8RXMUXkecwUys2Nx4HArJ3BVXZgjOfrVvxcCqWo3oqtvZt67lxxwfzrm7KVoZhsB8ott2b9wDZAyD+Nck9zupQvDQfdKY7mUq+3LKA5OBnaSBnt1qa0U7WaThieeACeMjOOM+9WbizE5aRH2uThg3zI2PVaqQQPFI0bxGMDnhsqfpUmrd4lnblefp9aeqkAYwOc9aaSMHOMA9alAyvbPQUzIY+4qqjjnHFdxt8poz24FcahUyoDjIYH8M12Ukp+RlIqomUzA1jVbu01GZo2JjVsbWjyMbRyG478YqxpuqG4ltQ0cTeY20lWxz9P89Ky1s9StvNDxysrsCPKkHOD9c+vanRXFxaTWnm2SCR2GyVo/mGWC5J/PrzzXVFo55I6B02S3rFgyuwkx0wQo/wAK5C3voZ3AB2Tf3GGCK7GaEKt1KWyGUt9MLivNHXeFjYs5xy0g5Q7c5Vh/KueodVCKlc1rxd8EZbbjzVALHA696y0Cq7ZbDBcPG/BPByPQjvmtezJuLULKquuSvzDIwPWq9zpziMrbuMYIEcnIHrg9qyOmLtoyRW34/pTkbDc+vSoY8n58ZyOBUxI4AGB0zTMmSbiyFh1BP51b0nW4rB5I7iOQK+PnUbhn+dUWAjXaMfUVFI4VMDHA70yGrnQT6jod8oFxPAQpyA7FCD+OKSDTLG6KzwSNPFyPkn3D8+vHJxmvPbpn1bWzp0brHFGm52xnHqcfSovC5MjXIV2XYy7WRiDnn0/CuiC9xyvqjnlfnUbaf5Hq+l6X/ZqzKZ/OEpU5K4xgYxWP4vkYpaiEnzAHwFOD/D098VmJeajEyiO+mKjn5yH/AJ81BfzX2oczpby7edu0qT9Dng1lKd0a04OM0ylEmXj4OZJedybT1Uf0NdDtwWBPOc5rBsyHu4h5shdXC7JD8yAZOM9xnFUIrm8v/GV1pjavc2kX7zyREobLKm4L7Dg8n096zSudFR2OgnRI3EihVLD5scZ9KPvKMDPOa5jwxqN3qLTm7uXmwEI3npnNdMpO3KngjiixN76jg5BUdcnoOfxol3h/3TkP2JpVKqjO3OOeDTGkxk9SaCTQXxJeRRgXFtHIFHLI+3j8ciqw8eaZNdR289vOiN/GdrKPqK5nxJemHTHVGO6b5Rg+4zWVqNvEl3pVnbx/vmUGVh1JzyT9AK6KKi5e/sY1ozSvFdvxZ6nDNoN6sYM8DGI/u1P7spznpx3rXluU8lnRgwxjIPc1wgjSVCSvX1FRiGNMRpI0ZIyQjlSf1rP2ncr2XYqIF+0FyVyg3FH+R1wOgHcdK1tNTbZlicsJD+mB/SqMtnIqqVDXMAPKMfnT3U1X1q7uLTwqLi2keGVpFO5eCAxJxWfU6pNcp0L7QpPYdeaoRthsDnvXOapdyw6LDqFlrmozK1x9nzcRqizkLuZ4wOdqn5Tu9R9B0EOGRQfvEZJptWMk7k+CvPTPfvTlOYm3D6c9qjBBI5OeD6053G4LjA9fekDCGW6tH8y3uGiyBlcAj8jUN74xvdPPlMlvLMy5AwRj8jTZZQTtY4GMk+lczaXe3Vr7U5lAiiiKxs30PNXHuTKnKS0Ow0TxrHfQt9rtZI5EbDNbnK4PTjOe1dFBrujg4jkjhZiMgpsz9eK8z8JQuto88gA89gQO+0Dj8+a6OQIAZHHyhefSta04qbUNjGnTbgnLc0PFE63bQJETIq5BMLAkdDnHf6ViWux7i3VX3/PliqbeSc4I7fdFPhgsbwfIFz13Lwympba3nivEEmyRVyTKvU8YAb35rnk7u51w92PKa3G4+nXntVK7PzKB2B4Hc1z8F5Jc+Np9Lu9Vu7S3eXy0eKaNFj7ksX4xjPTknApNNubw6xqFjeS3L/ZpSqpcAb1AJHOOM9M44p20uRzXdjfTLqPz5pcnIwe/OeKaMYzjGe1PVtqkgHPYEUgYTIJGK4xxyR2/GmSareWFsz/b28uIZIkAbA/Gkd9qE8iue8RyST20drAN0spBZfQZFVFXYuVtOxow+Pr5byJJYLeWJyADtKnnjrzXVW3iZIkIl0+WPJ58tgw/pXnF5i81vT7KLAjtI1MhA6c5/M8V1isGjw2ORz71rUnHljy79TCNKSbU9TfuPEthLZviRomYFdroRxXHRkBTIq7iw2iSFsqWPHzL1B5q5NdxwSbXjbCgEuFyFz6/lTmt4p1W5tpPLlwcOnIb61jKVzqpx5PmXLHatggwB8zHOf8AaNTyHOe5+vasPxDLcad4ZV4JjHIjxoWT9aydYi8RaFo2mXtzqF4s12X8yIrgQ4ClQTj7xDZx/gaFG4pSSZ0MXp2HAp0ZJIOcYHaiikDEckSA55JxVSaRkkYj+FSRRRTW46fxI5e3YwQaheIf3zRkkn6E1peF40j0uEqozIvmMe5Jooq5PcKu6+ZuM58lzxkKSD+FUdPu5mufKd94CggsOex/rRRWQ4r3WbUaJJP5rKN6g7W7jNcFqt/NpXjG7vbbZ5sUzbdwyPmTaePoxooqo7mctiz4OUD7YOwVB/OuuLYfGBgHFFFD3HHYVmIGR69KqXMjLbEjGee1FFIFuZN3Gsur2yOMr5edvbioLWJG1S7uCMyBxGD6KBnAoorRnTNaHQ25LnBJ49KiaCO6vZkkXpGu0jqOTyD+FFFZmERNKuZZGmgkbesbYUnr3pni8n/hGZD/ANNUP60UULcJ9TkdX8QtrMMEcmm2FuYUVI3t0dSqD+AAsQBznpyea7yBR9lDDg4UUUVciIDgx8tffn9ajdirjBooqBmfIxaedCcrt2/hWXcwounQW4H7uSQBwe46/wBKKKtHTD4TR09y8IbofbjvVu9cpps7LgEIe1FFQzB/EVJjv+1TKBHJbuqoycEjpz61p6bdyXFskkm3cWKnAxRRSNJfCcfqurtpviLVENjY3kcs+4pdw7wGUcEHII68jOD3Bqz4bu59R1q+vLp/MnnHmSNjGSTz06UUVo9jnXxHWtw4xwPT8KYWJznrzz+FFFQWypeMVs2IPOf5kVU8tZLzzmHzomAaKKpG1HYzrFj5u/8AilYu59Tkj+QrooOBkdzRRSluZ1PiM7UriW1aZ4nIYugOecjYTj6ZpTI1q9vNB+780MzoD8pIGelFFSaLZDvFjE+F1YnkvGT/AJ/GuOutb1G/0+HT7q6mlggd5F8yRmJLY6knnG3j0yfWiirjsc0tz//Z", 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", 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", "info": {"video_id": "199154", "label": "holding an egg in front of a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9bcb2abb4a7de473dd3d280f9bb4dee5ae3532721de4b6d988a7f2561297d4a2"} +{"episode": 8077, "episode_seed": 4027849742, "split": "train", "timestamp": "2025-10-13T02:54:39.763203", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4027849742, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking green chili'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "97420", "label": "taking green chili", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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eeyiuZ7KQy3J3SPayruS5Hf6NjofwNVvD3i62l0G5mtbaNkSB5DCpw0LAE9PSruvLqAsHuI57dpol3Bgev+FedNa3V1fT3+mXcFrdTKVuIkUqjOc5I9M/lWk5Wehai5K6R5/c3LyztIzEuxJY+pqe1XzAGb0rTuNPe10JbBrNl1Ge7JZyORGi8Ae2Wzn2qk8Yt02A5C8Z9aTtYerdzsvBUZf7cFL7dqZVQrA9eoPWuyy7So8m6Qr93zYTgevT1ri/AL7hqIbOMR9P+BV2WApBVmH14rSGxjP4jYsUikd7nyIBIBgSIOTXlviNW0rW7q0uldtPvJDKD3Vj3H0NenwyP5QQZJPXnmsDxnph1PRHypM0XzoCOnqKU4qSsJHl8i3mhXBaErNbzpxldySpnuP84qbStXk0XVodTsZBABjfE/cdxkcH+daPhpY9SP8AZN4GxGS0TZ5XsR9P8K6zXfBunPYwRW6+S4UpuAzuOOCfx/nWMFzXT3KSud9aXNpqljFcxCMxzRhgCBnBHSqc1ujxOLi1cMO8XA9sf41yvw8bzNFntbiF5LiylMR2NggdRwa7FZANw857YAjakgP8zxW8XdASWMrACJrxpWAztcfNipr8TbIzFndux97GOOtETyNK0haN06KR1xx3H41FdPNIQsb7WDZ/CqRLK7S3ST+Y4YR+XhiRnnn0968x8MWxMm5uO5NemNd3CB1eMMUBJxxwB1rkNEtvs9sGP3n5HGeKJCRslmJOJAf9lqnswvnD5EUjnK8fy61T8w+b+pq3bkRxtISe4pDL99FBqFrJbzoHicbSPWvGLiE+HNen0+4XzbJ22ujfxIeh+teyQS7xgqCf7x4rhfiHpSyxLeIv7xOGx3FROKkrMqxzVt4Qvpr/AP4l+WQhmSXOAV+v44xVjwvqVz4Z8YQxzxBFlJilULt3Z9fxrp/hzeiaxNqchoztyfzqXxv4fmuNMnvEjzLbN58bAdu4/Ss4e9HzQdDuJJku40DxywsvzAlen1prwSXDKC0NwoGSG4OfWqum3j3+j2kwunj863ViGXIGVHccirhACD/RcbkxuhOfxxxW61Ey1aAlP9UYvmOQTn8a47x0fIurWY/c2v8An8uf5CusgdfJIjdsA4IbOR7c1558TGfzNN2uw3iRSM8HG3/Gk9hLcs6Jqgvt73U+2G3jLqqjv2A9a19Ne3JObuN2KbhjIIH0NcX4cQF2haEzLgZCvgg10tvAkEEio0ollXaWlTaqjI3EelEdgaszpE2qwwcg9D1/lXI+P7lLKbS7u3m8i6EuGmiPzqMZA+nXjvWmuhyzLFGk0UkRYM7BiuPUge4xzmue8aywX99eaYYNlzBGslu2cmQdSP8APpUzty6jRr6L4sS71KXTtZjtxOVDwXCrtE6nofY/1rV1HwjpWoPBIsRjLNlth+8MV4/BN/aVuljI4jvYDm0lzjP+wT2B7Hsa7nwV40uUvo9H1zcsudkUkgwQemDURm9pFJ6nLeLvCkmj3btATJDnhsdPY1ofDLxHJp3iaGzun229yPLLOSNpx8o/E8fjXqOoWsF4jxXlgZkLcEfxD1riP+EUt7HWTd2smNPlXbNFJ12HrjP+RWjir3Ez01rn5jj+9ipppsIv171hWtneQFBJOLmDHyPj5yO249CR6jGauXdxNEkKxwGcvIEIBxtB6t+AqiTCLjzAAAAMcVYgKpGznpzj0qnwZcgk/wAzVuQAqluHUSOCQD3x1piLsEpcYKgn+8RzXGfEDS1urUTon7yPuPTvXWWeUGPlIb7pU5H1qG+t1ngkWYKR5ZLMBgEe1JlRMT4e3on00WzkBo8jGcnA7/zq34s8Om+0K6ltGEk8Z+0RAddw5rh/Bkkun+NEhdmSKZXUjr8xBwDXrhGdpTBx129fyrKlG0XFleRm6nEZvD08k8MaSG1JaT7rBtvWvItAvR9vEckxCP056ntXruvb59MuoVJAeMrzXgr7rO+2McENzjsac43Nqc+U72/KyQhUmXK8Hua4vUUYSbcd+1MjvGjnbexIJ9abcy+a24Nn61kk1uXNprQ6zwJmOHUCf4vL4z/vV2sHzuoxkA5Oa4fwPPuS+BGMeXk/99V28UiwW0s7Y2opNdEdjknuWRNmfbnGOM4qzcjdasCD05rNhkikkjBRlkeLzHw+QvPStErvTeMeZt4b29KYkeW3y/2B4lW4YMEZ92BxkV6vaTw32n202wSxPGrhq4Hx7YGbY4B2xIFOPU8/0FdF4UvVXQ7W2lwZoU2HbkEr2OffIrNRtO/cvzNHT9It7LVtQvopSqXZQlO6kAgn8eK3gQIyEYtx0JzVBdjphXwD/e/xqxGQsblQpI45NaEgJUVi4hUMOCVGKaZWkcMkojOPuumQajBQMdysh/MUjcchlx+v5U0SywzStGyyQpIpUgmN+o+h/wAa5mBl+6owo+UfSugkk2KgwrDb1/8Ar1gLLjIlT5vcbWP9DQxIUEGQkA47Crsm3ZFb7wJJPug98cmqMBieXvuB5BBB/KszVNSuYdWD2+MRJt+b3649aQ27HT2WU6lSDwCrZGc1BqNoLyEwygEspzt6fhUljCbW1hV+FRfmPqTyf1NWJXDQO47KQKC4nk/hm8m0vxnbxK5EMs3lnPTBzivYX+WHYclWG0qeQc155qXh9oNVjuwuYGIRyvVD0DD6HBrtLG5vDH/pChHLbSoHHHGfxOT+NRFWbG9DSgZLZEhjjVUVQFVe3FSTP+6EikioN6gn5cN7GnSy/IuJCpx0PNWSxhuZduchh71wXxDkVZtNdd24mTgnIz8td1vwuXQe7LXFeObcSXGmnO4DzO2D/DQ9hLci8Mw7o8ugcc53DPNdAMLgfvEPsxx+RzVHSLdbezTcCCeTirysdpAJ496EBqacEEhk+UkDAOwAj8uK5P4g6O9zbpq9tJie35OBg7f/AK1dPC3lxAH+LsDT7qGO5tJYiQyyIVOR2xSaurFI8aubddYsm1CACO6iIFwg4zn+Mf1qo8dw0CSXCSbozhZ0HPHb3x+daMMcuh+JvIOPKZtrAjIZT616fd6dZ3OgCP7OjRDDBRxznJ/nWEVaTgxpEvgzxJFq/h+3M83+kRkxNu6tjoT+Fa7o7u5aNbiJjle5Uen8q4DwbbjRvFl/pTIskU0fnQrLxnn19ccV33CyfOj2ihT8y8gn6ito7WERWCx2xCLLLAGbiJ+QOegrRudws3Zd2RzgHBOOtQq0jmPa8csa9WODzn/CpbiZ/KITAbHGfWqJZz0BjeQFXDAHnB6fhWVf6lcjWWFttIAEGT1BPpWtB5MkbTQuZFYfKe/Gc89adFPFuUT2xVs8EqGwfrTIab2LlvH9lhRTwka7BipJ/wB7aOBzv+T8P85qs0sO9pAjBenmwnn8RVsf8sQecAseMZ/zmkWjkr3Qza6zFeI4VZm2nttPVWH0OK6i3ilRYlnfLhRub1Pc1DqirMFQ447YqbzSY1UEbV7ZosU2LfSFoWQkkCvE/F9v5Osy4UDcc17JdS/IMjPbbivLPG0QN+XAHocUmNM5ItvAPfvSbiO9Rx5afaO/FbnhbRbbX9f/ALOu7yS1DRStGUj3l3VCwX2HB59qiw+Y2PAUpVr87dwPlg/Nj+969a7bUIp7mxNtABliN2TjiuI+HUrCe/iKKyOqM2e2M4rvJyxbzVldMDooyD+FaLRGUtWRaLp0ljbSeckhcvwAQTtHT/IrXhl8yUKCCB/CeCPwrNS8eaLZuEjdcJ8jj8DV60mdklkkYtsGBuTaw9jQCCWziuopWmQMjEnB9On9KpaJZxRRSRbNjplVbrlM5A/nWociAqvUDFU4sxswI5POOlBVy8JMIMEADvnrUhdhEeDyRVEOFIII/wA+v/66nRS8PvnvxQIkWQ4yrHn0PFOeXKj5QMc5HFVmdoxkgj1//XWV4gvJrbR2ltZGjbeoDKetNCZtyyfKhGBxiueN5dK+yaDegyXVl7HOOelQ6rIYNCg1Cw1rUJlNybYG4iVFnIXczxY52qflO71HuA+W8ubcYnhMkePmyOQP60MRoWkkE0ZljDqp+XaeMH2qWKcqNtxbbl/2fnFVmltrCGJXYQoThQfX0oJNwySxATRD7rRyYIPqKQ0abSxFy4ViAOXjPzD6juKnXDW6YYMGYHIGMj6fhWOvmMFYL5rjt92Rf8a2CMbEyTtTqe/agtMh1KJJrQRkdTk1JDJi0j3ZZwo+bFOkRZQFPYVBgxgKTkjk49KAuWA4OD37miZ/ugHIx2HXmqxb1GFP6/5/GrDR+ZGpU4O3igkQPj5lOMenFY2vRm6vLHcFwpY5I7cc1Usp/tnjKTS77Urq0tpJdiPFNGixdyWL8YxnjqTgVDbyXI1bUbO8a6b7NK0arNt8yMbiOQOM8DOMigDUQZGUxz+gpYF3ttHQmm+XiElHDp7f1qW0U+ZubBx3BzQBNcOVkQDp05q4kiiBTuADHA+tYFvrAnmlhjk3TSXG1FZchUHX9P51vQsCrYGFzjpQNM898b6cY8XwXoQrY/Sus8G6uNT0NNgXfG+x1P0qv4nsftOjmFeeS/HfAOP6VjeAJRp6XUMhXy5TvAbsy8EfkQfzrNx95SK8zsZ9JtrjW7XUgDFLbxuhAH3gRWxCFVQY3JPoTVJHR2JVirEYO7/GpoU2uoOcjng1oSxGMKybjGFcH7yfKT9aJLnzB+62swP3WOM1i+J7yS2015reWSCbzFGR2FZOuWWv6Ho2mX13e3YmvC/mRFOIcbSgY4+8Q2cdvzoEdBHEsMaxpnaowM1EybzK4d1aPgbWxxjPSiimStyKxb7U4ZwA/A3p8pOfpW0x/eyH0A/rRRSKGyRrIWDfTIqoXKqxHVeBRRQBDcEqygHhua4Dxyo8svgbueaKKT2GjgYeJAfer9lqtzomsrqFns8+LcF3ruHzKVPH0Y0UUkB1Hw46an9I/wD2au4liE0e0syjOcqcGiirWxD3KkP72do5f3g2rgt1GfQ1sQxiG0V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", "info": {"video_id": "97420", "label": "taking green chili", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "97420", "label": "taking green chili", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c40502fa8adb7dcb8ca6abc75801a33d3b9f4fc2185e1033fa4d64e43c7ca00b"} +{"episode": 8078, "episode_seed": 69221951, "split": "train", "timestamp": "2025-10-13T02:54:41.285717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 69221951, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting stone onto drum'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185241", "label": "putting stone onto drum", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185241", "label": "putting stone onto drum", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "185241", "label": "putting stone onto drum", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dfb7fe88e20551ebdbee3557cb2ad0da931dab1a010b6ea1f7d00a74db0a7b66"} +{"episode": 8079, "episode_seed": 2122582263, "split": "train", "timestamp": "2025-10-13T02:54:42.792091", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2122582263, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing diaper against wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "174919", "label": "throwing diaper against wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "174919", "label": "throwing diaper against wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "174919", "label": "throwing diaper against wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cae9fe105337a9f232ba70f2359ab269637d56a2c7f169307ff4ca0d85af3f43"} +{"episode": 8080, "episode_seed": 3795361457, "split": "train", "timestamp": "2025-10-13T02:54:43.856946", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3795361457, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving sponge up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "78362", "label": "moving sponge up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "78362", "label": "moving sponge up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78362", "label": "moving sponge up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "78362", "label": "moving sponge up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "52197e53e45b3571b8f24361063a98f338c6cceda7df9c873e64bda7ed6a830d"} +{"episode": 8081, "episode_seed": 70469957, "split": "train", "timestamp": "2025-10-13T02:54:45.738392", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 70469957, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend a pen so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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j9KmuRksPao41O410J+6SyndJnNc7OpBP1P8AOuqnjypIrnLqPbz/ALR/nXdhZGFQ9H8Nf8gdP94/zq5qd+mm6dNdPg7F+UHuewqj4ab/AIlC/wC+3865r4gaqdqWSNwvzPj1qlS5n6nFBc0rHB6xqU9/eyT3ErO7Hkk5/Coob6d9NFoWPlJIZAvuRiqMzl3Iqa1O4MBXrciUDsTVz0XwqT/YsGevzfzNbVufmf61znhObOlKh6q7L+tdBbNy/wBa+bxUbVJepvFkb/caqbfeP0q05yjfSq5BLH6VEBtkuOB71Vu1BKA+/wDKrnGBWJZxyat4tl0yXU57WPEph8tN2WVCwX2HB5Pp7104ajKrO0TnrVFTV2X/AA+mzWoT6tXoYNeUeCrqe41WNppWfDKRntkGvVNwxW9SHLKzOKUlJ3RZikWKK4kc4VYmJPoK8b8X+MbvUZZbaFjDZg4CA8v/AL3+Fela7fCz0K8bPLp5Y/GvCNRk3Ssx9a6sJFSl6G1GKs5su20pm01QSeMj9a9D0u4+06NZy5ySgB+o4/pXmmlXKztKuFXDdAMAV2Xhq8CxS2LHlH3p9D1/Ws8wpPlfk7nXTnzRTOruOi1Rn53f7tXJ2BC1Tm6n6V4tM1EiHzGlK5BpYvvGs/XZ5rXSnlgkZH3qAV61vCPNNRXUznLlTbKN1BuRcep/nXeeGv8AkDR/7xrgdXghg0K31LT9Xv5la6Ntm4iWNZyF3O8QHO1SQp3eo9wO78NH/iTp/vGvQr0ZU0lJnBKrGotDbzU9y3Ef/XMVU3VJdyYKf9c1rKktTNs5PxnrNvp1vBuYNMG3CMemOprz+61aTVrFTIQGBYHHTGeKn8a332vVZiDlV+UfhXNaPcqZJIWPAORmu6lQXI6nU7qcvZ2i+p6l4fuvtelwy5y2wK31HBqd/uNXMeHNTTT7trSU4hnOVY9Fb/A10rH9230rxq9JwqPszoTKzD5j9BUxHA96i7n6VYYcD1qWxMoXsYJT15/lTPD0fl63Ex/iaq1i0Wo+MTpmoajdWtvJIUjkjljjWP1LF+MYzx1JwKk8PrcW/iy5tJzcf6PcmNVuAA64JHzY4z0zjivRWHnGjz30sefUrxbcT0gHNWLdgqzMTgCJutVd1ecePfEdyJH022lMcI4k2nBc+h9vasqVNzmkRGLk7IveKPHdsHfS7FEn8w+XJMT8o55x61zvh+9dtblVzgTIePcf5NcQ8xFxG5PRga6KCRoJ4buP70bBseor0a2Hiocq6o7KPKrpHozH5F+tS3HRapJcx3FrDNEwKPyDVudhha+dlFppHRcqT9W+lNiHzNSzHlvpSx/eNaL4QY0rkGsK7g3KMep/nV/XJ5bbSnlgkaN96jcvXFZ2vaNrOhaFpV9eXNys14ZDJCyYEGNpQMcfeIbOO31zXfhKE5xc4s5K1aMJcrO08NE/2OD/ALbfzrzPxPPJNqdwztklj/Oiiuqh8Zz0fiZzLH7x7gVYs+GP0oor0pfCbx3On8NzOizKpwBJn9K6mxkYmTnvRRXgYxe/I6o7EjE+W30phHX6UUVyICwQAua4u61GfSfE8t9bbPOikfbvGR8yFTx9GNFFd2XfxH6HJjPgRc8EjbqqAdA6j9DXqgoorpqr94zkjsjmPGcjDSwoPBY149qHVvrRRW+D3OuH8JkGkMRePg9q6aGZ4NQt5IzhtwH1BoorbFL3n6Dwn8NfP8zv3Y7RUMh+ZvoKKK+ZgdZJCPmP4VleJeNIf/rolFFbUP4y9UZVvgZhax4lfXIbaKXS9OtjAqxxvbI6lEXOEALlQOcnA5PNekeGTnRl/wB9v50UV6+O2PLp7Gq5IIxVbVZnVBg9Ix/KiiuWl1L7HjGtsTPIT1JNc1ZOU1AYPWiivXw38J+hvifjp+p1Lndbgnriul8O3k9zp8qTPu8rCqT1xRRXl4pL2XzOyJr+v0qwwG3PvRRXlMo4681ptK1e+jOn2F7FLMGKXkG8BlHBBBBHU5GcHuDV7wve3GpeJJL67k8y4uJ/MkfGMkg9u30oor3n/uy9DyJfxGemSMVjZh1AJrw3X5Xl1Cd3bLMxJNFFc+C+I6KHU5mcnDV0unOXtF3c/LRRXp4j4EPD/wASXobOhXUyyPahv3S/OAexrsWYlFzRRXz2MS9od8diCU8t9BT4Rlj+FFFcz2GZfiTjSHx/z1T+dcvea/qeoaZBp13eTTW9vI8qeZIzEs2M5JPONvHpk+tFFezl7/dM8zF/xD//2Q==", 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", 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", "info": {"video_id": "187959", "label": "trying to bend a pen so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "187959", "label": "trying to bend a pen so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "187959", "label": "trying to bend a pen so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dc3226143d77cb423529fd0a11bff7b16033648ed168f6a6c7ff33754a88316c"} +{"episode": 8082, "episode_seed": 862683102, "split": "train", "timestamp": "2025-10-13T02:54:46.469746", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 862683102, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing mobile from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "313", "label": "pushing mobile from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "313", "label": "pushing mobile from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "313", "label": "pushing mobile from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e148a19c3dd77d9ad3406acd5f58cf2b48237e7c884091bee932b05083459597"} +{"episode": 8083, "episode_seed": 2271613047, "split": "train", "timestamp": "2025-10-13T02:54:50.544719", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2271613047, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling slice fruit drink bottle out of card board box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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BE4APoB1qrqMVtqWqPewjCykOST3PJJUD19BWV4Wh02LUppLu+t2vgAyzSug2AkcqoOF64x16e9W9XumGoXU9r5ckKKGcRjBRSOp5yc4J9sj1FdNVNwuc1OSUje02z8NW4Ml7rDSzZy4YMig/TGfXv3ro7PTtE1a1eWxR7lIW27kLct6DdgHrXj1nf6LNfRS6pe3MNmD+9ECDcwHOOo49+tew6B4y8HXNtHaaXq9nEqDCwyMYmGf9/GT+NcqOgoXizWUqt/Z13HGrDiTkHnuVHT8a111vT7iBIrvTYnVPuhf4eMcZ5FdLG5KB0OUPRlOQfxFYvivULHSPD93qd7FGYoUOSAA5Y8KFODySQORQ0+jGmuxQfTYNQVZdOV7eFchvOIcE+wOeAPp146VjTX9vpZmi0yRp7oqTLdSSBpSB2Qd/r7fjXI+G/Fd5qAkg1C7MpLr5aORsjAUZwowOTnmuiljgkOYZEDLysR2kY9sjd68Zx9aEJnOW94zmT7TK7mVwf7zbj2O4jrzySMVtRfY5rR7dBIsssMkezy1XHGGK4YgkE5xnnnnNJeaK9xefaLW3ERHzYd8A9DyBye/T0qK6025sTFISLtSjCVl48ok8MR3H1qtVqjJyd7HmfhvWJrCW6AB+1ZVBCEJYkZz0GRjvzXo+nSa8LKa4vDFFFInzQB9zhT0Yk8fhXFa1dwaRqtzd2ULM94QzDlQjqc5yp688jp61ryeOheaQbWaxg3sgDHrg4Ayc9APQV0U3Hl1ZnNtSN6C6tdN2zi0tZ8HOJoySCOvAOPfkV1Oha7qGtyxrY6TZizDASXBDBFHcD1PsK8iv9bt/tASzkeW3ySwmHK/Q9/Y96lh+LGt6KscNjOr20a4WC4jDqB2A7j8DXPZ3OhST1R79eaOtwv8Ao7QQt6tAGz+PFULXTte0yeSSH7NMrY+5gE+vBAx+FcDY/HWCF1j1nR3TgEzWcmRyP7jf413Wi/EbwrrjLHa6vFFO3SG6BhbPp83B/A0tyr2J7jVleUQ6lpduH6kysIyB657D3rCvxZxufLvo5N74KjCpz2L4JKY7DrjgjmvOfiB4rGv+I7m0gbfp1jm3gYnJdiRvfJ5I4IA9PrXV6XqVne2hCJDGgGEVAFwfXI7/AIUkPoVdbu5prSHeIw3mYiaE5QAZ/LtjjkZqG3lhuGj8+QDYAWwrnZ1wxKggDjvjvWsLe3kWZQguYpFLDy0UEHtkKAO2OBnpVC30G7WTagQRseHmYHAB7Yz7enSnYzlJroYnj5Uh0CymhkEixXZDFfujcCMc8ggjkY7iq9j4gOn4eHbNdXEjkRI5eVhuwO544HXFbF/apNaXmn3qSBZC24k4Vxj5GX/6/P6iuKsPEEdgIltLUSPG43OQUzzznHXv1471tSla9zKfQ9EafUbvSTFqdksIZw0ZMgLIfcj7p56UtidMsiP7Rs7mdhyGFyByMYxwPbvWNfeL7PVEhiMbWq+YWeUPuC8HJPTd1HGPX2rEfxCgvPM88bYWBjmQZyR04IP6/lSrb3RdKStZnsGj2ljrTylNJvbWEKD9ommBWQnsvJJx3PSpZfDM1o8ptYHnRzliZwWJ+hArzjTfjVqMFwILmC31FQD85XynIAz1HH6V2Gj/ABq8K6gwjvWudMl7+fHvT/vpc/qBWZqjeso7GCLbqGmXMUjDl3JOPp6U26sLMxPPYTvNtxmF0IPX+9wKTxT470nSfCb6rbXtvfiQ+XBFDIrCZiOh7gAZJPBGK8j8Nazd32tJ9uv5GiNsxeKTMkZLNwoQnHfjuMVLuikkzur0mymadjvlfH+tkCxIcDgKCdx9+h9+lUL+3n8R6g1hHaSXsEsQDeWCe+clu3THbGK6NbC0CkSTTSb8Rybm+VgDwCOpHbrXXRzx2yLDBEsUSIzDaAAzBT2HvzWdGtCtKSj0CtTlSSb6nzgPD9zbalNpV1DFcwKsqIjMRyDgHI6NnnitS/sZdGIsLhkCK1vGzBiE9TnJA4APUEV1ctvAJJZymXk++c8++D2/CsDxHfWltopEg3rDPHKhYbnkJ3A7snnt+VbUviM6svdaJtI1PVdTl8vTRGtpEQftThljxn+FcZb8MCtm5cvfu96I3nTAcOMqcDnkYPvXE6H45urO6nf7FCYXAYBtzc+vXqfwHFPvvEkE6zz+VJDdu2VWPBUjAHz+5OeR647VvUacdHqYQlaWp6FpXih/OWw03Q7SS44GyKNgcep6/mTXdpYSXFgn2lbaK6ZQX2RB1U+gz1r50h8ealoSsdOnaCZsbzFja3plTkHH9a6XSPjpq8FqkuqaZa3kZcoWiJhfAxz3XPPoK5/U6Fqem33hrVnilSG4tpFkjeM7R5bAMpHHHv61zl3p174W8PvZR2fmXFxCLVJmClvmYZ59B+QFXdG+M/hLVCqXE1xpsjdrqP5c/wC8uf1xXK/FDxrHe6tb6PptwsthEq3NzIjblkfGVA9gME46n6UnE0jJ3Opb+zIrGNLS4CeRCIxFbzK4OAc/NzhjycjkdRWZe3rvBMiSQyxpEG2RbiwJ9jyTzyepFYfg/V4F0q3s3MSiJPn+UZbJJOeOnNdDuglnjaKUSsD/AKrIIIzztJHp7mmiZHO2tx+6EMkuct8gVdxPGdvUdu/tSeJoIp/CV4liGM6RCQQCMqcK6l8Z649M5rWm0SVr1p7ZRCqsCUd+O4yQOfQ1Hd2M9jMiupuYjF5e+MfKj+jDqR+VD01MuZ3seQWdvPHL53m7GxgjOee//wCurTfaChiUyBc7uuMt9fxp63EUJZUYqFyQOv4k/wBKtxzYAkSTKqwbcpyeRwD39qptmHXUw7u0umTaUwgGAB1FQWto0dvdbxjcq4B78110KmWMg7CCMENjPPt/k1j39tvJTywu0kYCkYH41F7nRC26M/TNZ1bSX3adqd3aEHpDMwH5dK39V8c6/wCIdHj0nVLs3ESTJKHMYVmwCMNgDPXNc+llNGoeMl+eUK9PT68Vbgt7ieUNtUngdMYpvYcfi1KsN3cxXrNAxGxuOe9dJp2vXEG3zgCB82G7miz8PSIgdl4PcHrUsmkbSM/w9z3PqMiknYbOns9caRQWcoV55JJHcfzrRs9RS/1FbW4uAInQq2BhiSR8q5+mSPbiuJt5JbeRcJggjI7EY9ulOuz58DY3JOSNuxgpPrzjjGBz15p872IcUxfFNtYQa0LO3ulufJ3KUCEFMj7p5wT344rLFuJsKSVycYP9TWeml3EDh2llPn87zuGT7k/zFWofOErKrIYgwLCRvl6/19qZhJ6j/wCzIp4Axm+8OmcdO1Z11oTxtgAldvB6/hW7Evl3wjLJuLYVCx+YdueB+dWrm0FzEhiXlcgKRnI/P1pam0LNHG3zJJcgrkDgYbilS3cqzomFXnOelbUmil528wRBVBLea2B0+vUdcVXj0hvl8uTKk52g4I96E7It3buUZGkW3ZuTJI/X37mrVhcXsCqASUBzg+tbtj4ce5YBnOR0yOlaDaAI1wFyRwv+c1Kdi3qRaX4llVlVj8wwXYcH/wCuK6W31zbESJ9obGepxjpXHy6c9sAyDOeu7jPSpIpZfJZSuY2ORnsMf55p89iGk9Dss2+raLJcXN9HbiEswHVAM5+bnjPBIxj615unkeYxRUUsPvHuc5/lUuo2U99J5FpLN5brudQ2FIAyc+oHqePzqKC2SOQiYnftG1sZxkcfzqr9zGpoSvbKUBLYB5AxwcnpTJdEE/EVwS3YA8fr2qeyihSV081XdwRjdwD7e/HerdnKisyMMENgBl25PqOoNLUKb1Oaj042Fw002QArKDtPXGKz1QM7Hk49K7S70guXYEBD0DDkVkPoqDaPNRZSSWZMkqMgfMO39aE9bm7WlkZSLIqiP5ljYhtu7gn1q7b6nLY6jFJD1R1Z/oCOKsxaVdO27fnHc8g1pxeGZEjEzchvUYJqXuUr20O5l8QbraZ45QHGWjz0JIO0+/OK2LHxtazJCZ7giTYodChGG2/Mc++T+leWXNtcRII/MYKBj049BUFvdmCReTkcAHOOtcdDCOlJyi9zqrYinOKTWp6RcXEUERYyAnkJ/telcx4it5Ws1e5t5Y4ZQPLZ1wGwwOR3PGfzrM/tYvAbm2mZREeAWwc9v881matr2pavLbzXcscsQwsaw9j7/wC19K7oqx59TVE0KRKojiUBclckgHr2HpUgtLd3IcsM8kHsc9CaqQWfmQFoxlwRv2jp3zz9avxQmO0LPI8hjYk4XJ2+35d6L32MU9Sjd6BE0RkhYe4Jx/Osu8jFvaLbbSdrFtw75rsrYw3dsEyHDR84G1h6DGOOufSqVzoLPwzZHdlUnA+gFD8zqjtdHJW0JlK7CnuSasxho4nduSFwP6VrzaLG8pcEqWbCnytqvzzgdh6cVfs/D0e5BKSqt6tx+tEncqGhzdkLtCXViu773vXTafrtzA4hkwSTjBHAFbP/AAj8UKnGGQc7jVGfSWiy6DBz1HT8MUuYVjcs9dDIJd7K2OMDnpjnmtLTr2DVbi4t7m5xEUAG377YyT14IBI964qB548lcYI24HQnPb3qpqVm93CkUQZJHLKx37FyOe/tyen9Kak3oQ0tzHt4POiY7WLuCQAME+ufwFXLW1hVjuPzsMbVfH+elQzpCfnifczdc/3v5imwWTQSBSWORuI7j3+tSmzlWppwyXEQImijIL4Egbt6HHbp71rS2SygFio3fxfeP5VlQyR2kjK7bl2FuW6HH9TWpAQjl55A6nAiCZIb6Y7U2zanLoVXtFaVY2Z0jiB+ZkCBORySOSckAZx171oW+mRonyTRzOf4lxwfcVfjmtXkEqRwoycIdnG7GM47E+tXI5IXZhCY0B+XbGuNx9/elc2KlgLrPlXIRUXhWIHJ7Eex/pVmS1JJ2rvB/iByB7CnyIpkUsuWBIAGCRxz16elU71lEUcQmkjVSDwdvPrQK5jaxG1mpuo0LBRtkC8nYcjcMdxnNZEd8zxQ28kqv95ScKCQR8rBu468dvxroxqCSXGyQ5CIVLNwOcckHvmub07QrbVvF0+ltfSWsDCR4lij3ZkCFgo/ug4Jz6D3qovSxCkr3RUIlE7JO7F4cBWY5MgwQCT7fpQ094ZkZnOwjIYLgk+tVdNvp71FhuZCwQBV8wevarpuleWONIz8h9fvYPUfiP0oe5lK3MXggcRtdQo4wVRunbrn6VpwOlmohdAz7sAYye35/wCFY4lFxDtDxoFxtLMfnIPTirunXDSFhMVLCQvuUdMjv7cAc1NxwdmbMthcTW+9I1VAfulFJzgkE5yTyPb61PDprBd8lkH6DzTKC65PG78ewz9aqQX7DKGRiBkE7eXb04x2x+VWo9YU7TJEACcsAMYOB2/IYoudNyWTTGaQSJMEZfvFeQy+g9/Q1ejWKWKNDvLsBt3jAJHc+hot7mO4KgK2W5xjCdOm7ofp17UhJWINtGWXqy4yOtICpcQRyrJtkjkK5VgvYdxXJXMs2najCsm8Rq2+EoR+8Q8lRnjcM9+tbdzdrap5kMaqXPUfdI9KyvEF1BdaAUJ3yIyAFRgde38s04uzM3K5nyF7633xOJLq3LFRkgsD1yOOf6imqXnCJLITz1c9Qe5qbV9NtdN0O21nR9W1CZhdfZN80QjFwQm53iGc7VJCnd6jnqBn2s7O+WTbGwwxzjjjFVIzqtSs0WrW0hium3tmMtwCeB+NacNwu90aQgKQIl46k8DOfxrOitAbUusgkkBZnCgnI9KZDKLo4MUalCArEYLZ6A+vQ0iUdXamScuZG8ra20sfvZ6Y/Cp/7KPn/LcJJGDwZNzDrgDH6f0rLimaeOKND8/XDjGB15/CraXc0UcbiQKrfJgEjP8AtegH8qR0xd0aQ09CjIVhH8JEOSD75I4qGG1ayd0eWSRcEjoMDt36/wAxTbLV3lcx/LKRwCudrfiAfw455rWjhN0rNGF2qvzAnHueD17dfWky0c/fpApU+YimXJCvwx49O1c5qdo6KZogSY+oHcdc10eqL5h3NGJGHPp19/asKG+AkdZskDggjke5JoT1M5O+hzSzhwhRVALbgxzx2K4/WrtjbmK5kdow6RlXQZ25znocetXNBsNJ1fxWdPv7ua1t7p9qSxTRRrH3JZn4wB2HJOB3qLyp7LUNR02VriJbW4MKrdFVdAGP38ZHQdjitG7ozk042LhhW7I2J5cbfMSueMjmn6dAwDAuwKjGVzyB61VguVkjkSBwrLyCo5C85X+lSoZbeCOSUsqsNzZbBz6Y6/Wo9DFG7bXGU89Tul+YMAMABcc/TJ/StS2gN5bfv5/K3KThS2AffBH+FcnbXCPcJdwo0Y3EcvkDPXGecdDW/wCYwbfGiFVGWxxnB4z+f4UG8Gatrp7Q7is8Sk5bDxFgwz3Oc57elTyadFcxhXLA9QyjaVP+zWSb6eBmVp0UEeYMuQFHpz3x2rSsNTa6TLLlQfnJByB7dj2645zRc2LNuqRosXkjHzAfN0Hr9PbtUMjwSyyJFKWZOhZcDjuParrRSC18/eu12/vcnPI4PqK56+nm8vcg5J3cD5xj/PSkTJ2MbWI5rF45wo+xuyupGQI37g47Nxz2NVMjVleIEm6VzJB5vzEZ7ZJ+b0z3q1rGrFNEaI743YhQz/eIJyRj09qo+I/Cup6Bo2j6jNLMk90zloHjI+z4CFAW7Mytkj+oOLTdiFJLToVEjWOeaNfuq5wPxqGG6lmlLu3JIGAOBzRRUs50Wxtnt0aVAzsx+Yk5AxnAq7aSMLRlJztXjPPrRRSRS3NBE8y2G53/ANUJeD3K5P4VCbiSKSIq2fMUFs+5AP6Giig3Wx1GmhZ5FjkXdGNzBSSefx571FrUKRXexd20SEYLHnjPNFFMp7HMXVuhjkuOQy/wj7p5xkiuah1O50fXDqNsymeF2C+YNw+ZSh4+jGiiqiYS3KVvK8QjCnuBk1v28CSTSO4JKoFx2INFFJmczPnctc7RhQdpwox1x/jWklw1sDLEqhthGMcfex/WiiiRpHc2raQv9jBA/eKZGPfOcY+lV72WUJIwlf8AeOpkGfvHHGfpk0UUjfodSbCGyi8uHdgxwtktk5f71Sm/nuElhcgJHllAz1C96KKT3Gtjnr9ymmzXAAOxggQj5cY6YrndfCiwdwoAV02qOAMiiiqiYz6Eet+J2162tI5dJ021aCNY4pLVJFKIoOEALlQvOTgcnmsZZGDRYPGQce5GaKKpks2pF+zwhoyQQNwPoR6VdtwsdtGwVf3kW45HRiOSPeiipWwuhOQZ2VpGZiqHHPsB/U1atxvt8knI/wAcCiihm0DUtmNi9jHCcRXF0olTscNgHjkHmr16GtJVWORyCu7BbvgE9PXcaKKllozFk+06f58qozlmHTjGCelc3effiXkqzDgnOM0UUIxlsZVvrR0a9uoDp2nX8Msu4x31uJArJnaQQQR1ORnB7g0SXlxq1zf6heStJc3BaWR+mWPPQdPTHpRRV9CZbCxOYlXywFOCcgc8ZrVSVpbdYZCHWQSAlhk8DINFFT1M+pbt4o7e0aVFBeExhS3Oc4Jz6/8A1qe4MDsYmKhwJGUdCevSiim9jaBfSNZ4yZCTx3Oc8ZrU0qZ7q/fTpDiCK2/d7eCo8xePcc96KKnobMhvbye2WbY5ODt+Y56gH+pFVL24IQjy0OQGyc5z9c5oopETOe1gGWwmdmbcvlnI6k+5/Cs+88Q6pqGmwabeXs89vau0yebKzEs+M5JPIG3j0yfWiitTKOx//9k=", "info": {"video_id": "62385", "label": "pulling slice fruit drink bottle out of card board box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62385", "label": "pulling slice fruit drink bottle out of card board box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "62385", "label": "pulling slice fruit drink bottle out of card board box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2f6609f43caae66a0fc81ac5d3cc4f930232596e8c5022a43028a5aa4afd624d"} +{"episode": 8084, "episode_seed": 1872536349, "split": "train", "timestamp": "2025-10-13T02:54:51.432128", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1872536349, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending green bean until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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8HLtvD0t1eXZj1Noi8FlGob5sZCu3qfQdK88sXNvqMLMCCrjIPas5yjUi0jRQlTackfRvhif7QTLztUYH1P8An9a6p7kMD6L0rh/CzfZ9Hi3N8zDcfqf/AK2K6MT/ACAHtzXlxVlY7D5Krc0WIvG0qKrcGNkDcnI7j+tdN4V8NafqWswx6hIkdtglstjcewHvn+VWjoo02WaNAsmwn54xwwHNejOurWOSnRadzndU0OO1t5buGUhOvlEdMnsa9P8AgxbT2nh++u1hz59yApHVgq449gSa821Gz1M+Hhq1yNttPJshTODweSR6dB+de0aDENM0HTrO2kjXyrdCwbuSMn8yTScmqdm7m9GKdS6LWs+JIba92leYsF1A5OfavHPG5t9K8saGPs1ndytNIsbfxjGAD/d5yB25rf8AHOsXVmjzyLCJfNwjK2T9PpXll/fy39w0jkqpYlYwxKr9KijTcnzPYrGTgo8j3PoDwdDbw6LDJJt+13kUc95NjBbC/Kv5f1NbM10JYTJcTtFEv3FUcsP6CvD9H8cvbW1rZ3SsUTAeTdneBwufYDH5V2Nx4m06+xIb9rnjGFBVM+mKxq05Q3R00KlOUUoMwdFuI7Lx1q1tGfkaZyhPs2cfr+lelademZpPm5GQK8YubuO08a3UyvhC5IJ9WAP8zXpGi3m+NWJwTy+KVaO0vJHNF6tebOf+MLE/2Pk5P77/ANkrzGAgTLuxtJwc9K9Z8fxLfPpqnkKJD+e2q0fhXSx4Xt7qGeJr8SkzJnJ2kcL6ZHX8TXRSrKNNJnPUpOU7nOwaUl5bfZphjYvySq2cHJPXoeDWDqlkLG9+z+Z5gVQS2Mda7K5sdRluLTT9PixNcNtViMKo9z0FU9G0L7d8Q7fTL1hJHFIDKc53qi7j+eP1q6Undyb0CcU7RS1PaPh5p8Gl+BtLg3mOZ4zPJx1Z+eR9MD8KpeKn0W+X7Nqscc4jfdBIOGjYf3T29x0Naz31nErCcBXAPIYjj8K8g8X64tk0cttvkErEETZIPuK55XlKy3Z3rkhD3tkangKG20/xRrk4lSa5EoSFm6qrZYsf0FemNdsDtsnBUj95KTgZ9z/QV8x6ZrF5pU7y20pHmACRf749K9R07xtZalYw2sV89vIBzEYsbR3we9VWpSjruZ4atTkuVaFH4svIZNLaSVJCPMHyHIB+Wuh0HVPM0y2kUgCQA4HbiuM8cyQXGk20ySmSWOcruJySCuT+oFTeEdRV7aGHcGWNRu9mrOUeaimuhFR2rNHrIkLR9flC/wBK+YXyXOc9a+ibe6At2Jb5gDmvMdM0S1u7yFbmRYoWkHmSHsvUn8qvCzUbmNaHNY5vQE8y5BG0PEQ4ycE4Pb1+ldDd+H4Jrf7ZvNvKsZMiAZBIH6V1mpeHLPT9ZmGmbHtmOYgnOwehJ/zzXPXOl6td2Gqaix8uytN0Yjb5S7YPQdwME56dK153OV4uwKChGz1OEgt5bq6jhiQvLIwVFA5JPAFfXOi6WdI0Gw0+Fo9ttbJGQxI5A5P55rxH4PaNDcaveatOAxs4wIFPZ2z834AH869hFxCLfJu3QbehxV1pXdi8NCy5u5h+IbzTpb2O11K2hllZjGkzKGKKTggMOR9K2LdoRZAjbBaxcpGnBPuf85NeJ+PdXktbu2axu5sszMXJ6kHqPxre8G+Pra5i26hLCL8DH79sBvQr2Fc3s5cvOdXtKfPydT0LVdSil0e9tls1aCWBxIuw4cYOck9a8A8GXn2XxHDnpICmT2z/APqr2O41e6utqXDBIJOCofJwf/rV4dEU0zxGVL/uoJ2XPsCQKqj7ylEyxa5XFo9/0698yXaW+6OPyrz74zksui5OeJv/AGSug0K8862ik3ZLDqPSsv4hxJe/2WOCo8zH/jtZ0XyzMqi5otHj8RAkUkcZ5yK6+10tLu2FtKAYwuUlRs4JOeD3rorPwzpT+FvPSeM6kJtzKQSdmOF9PfNU7qw1BmtbOwiIknk2KxHyr9T0A966J1ed2joZQpcquzjNYsBYXKwLL5nyBicY6k1618ENF8qz1LV5f3bTFYIGYdVHLH6ZwPwrzfUNIn/4SqLSZZlaQvHCZQc5yQN365r6DtorHTLaKyjBht4I1jj2nGFH+c1pUl7iW9y6EE5uXYd4pi0+5sTbavDBPaMDu3H7vuD1U+4rnvDeg6Xb3Ed3bx+dKm5LRpDnylwAW/TGf8ayfHmpQRQTvDdyO8cWQvBH4/pXI+E/HhjaKxu28gs+BKDgbeyjPT61yckpe8uh2SdJSSlue0tqC2xKwRtLMnBcAkj6elfPXjkmHx3qL+UIyZVkKgYBJAJP4mvX7nXJmTy7REjj25LCXOfrjrXlHxCjjOrW13G3zzwfvP8AeUkZ/LFVQf7yxGLj+7uej6NqfmWVuwb5ZBnjtxXUCQsOW+XtXlvhLUEntI1DZESqMeh713sNyFtyd3zAc81zyjyyaM4u6uc/pmi/ZkUTxgTADcCOh9K3bfS0bHyg966/xNplnp8Nt5QIlZmPzNk4x79s1V8PW8V1qsMTgnZ+9cdto7H6nFX7GTqcrFzpRueW/FW0lsLDSY2V445zK4UjAbaAM/rVLVfE7N4PsLmCdo5zEEJRsHcBj+Yrpv2hZvPu9MZX3Lb74j9Ths/TjH4V4a08jRCLefLB3Bc8Zrv9inBJPZnOq7g22t0Puby5vH33M8krersTUFKRxSVva2hytt6sK3/Dl5DDHcwygbjh0P0zmsOKMyvtBxT5IZ7SQb0aNu2aipFTjyl0punJSHXk7XF7LMTyzE16j4bkaXTEYnJZRmvJ+Sfc16f4dkUaVAQeVUiuXFxtBJG+Hk3Ns3rywn1S6glVN0EKt5hHYnGP5GtK105AqqFAFdD8ObG21FtQaddwj8pgdxG373p9KZOIBezmHiLzGIwO2eK5OR8sWdHMrsbpuhvdTLHDAzliOgzj6141oupf2f8AEIXErHD3UsbMTz8xK/4V9MaTLDpnhea/BaNph5gyecHhcn9fxr5D1gmDWbtVcMUnfDqc5+Y4INehRpJJrq0c06j5lLoj1DxB8QpNBuXtooBcO44JfGPrxXlusa1d63d+fdMPl4RB0UVWubqa9uTPO29z196gxyaunR5Um9ya2Ic20thKnsphb3sEzDKo4LD1GeagqytjNJD5saF1A+bHatHa2pgrp3RseI7qJkigg4jBL8VJ4MlK6k6Z4K5/EVzryO6qGJIUYGa3vCLKmqksQMrgVzzp8lFxOj2vPVUj1VJCkb5wSwpmh+G7vT7SFdSg2T+h5wO3PriqaSKNqZ4GOPWvbdc02wtNGkkESpI5ULgnk5z0+ma4qMG4SOmUkmjg4NORuqgmsv4i6ZLafD+4ufLdI3mijz0DZPT3HFdbYRJcXkNsQxadgi4OMDqT+WapfHK5iHgo2KSKu1o5VTOMgNjAHsMmumhTWkmZ1Zv4UeV/C/WBZ3moWm8K0sSyIT6qSD/Or2p/Eu2064urZrH7TcIdqtxtP19K8ttr+exuRPbuVkXIB9jVd2aTc7ZZmOS1dLo802+hmsQ4QUVuW9X1e51q+a6uSM9EReiD0FUKXBxmnRR+ZIAc47mrSSVkc7bk7vc7Hw/qzvpR864cvbNgKT/Djg/zrkrmUy3Ukh6s5b8zU7w3emNuZCEkGM+v+BqkSWYmsoU1GTkuptUrOUFF9D1jwVK0miQAtyFIP0rb1PSrrVbq0kiUNBbIyy465ONuB+BrmPBkijSUXIyjZr1zwBZ22pHUPtEayBDHjP8AD97vXByt1mkdKfuXZy9rpyBFUKAPpW7pmhyXcwjggLseu0dB6mpb4wNqly0HERkJXHp7V1Oizwaf4ZuNS+4ZVMi5b+EfKuT9cn8aqjS5pO+yCc7LQ+XtcuG07xxfTEkvb6gx5Ofuv/8AWr0PxD44j0g29wVFzHKARHkZA6givLvFkiN4p1No5BIj3LurjowJzn9aypbqe68pZXLiJdqg9hXdKlz8tjCFf2akup0PifxrdeId0SQJbW7Y3KvJbHTJrlqUqcnjFJWkYKGiMJzlN3kzW0G/kt79ImnkSGT5Ww3Q9v1qTxHd/aLyOMElYl2iqC2E7QefEpIXr7H2qCWV5n3P1rP2ac+dGiqtUnBnU+BpSt3OmeCAR9a9LEpjibJByd2a8t8GuE1CQMcblwK9BEoAC9do4HrXn4pP2p0UH7h3F3qdxq0pu7nEbMOF6hB2FMtdfttJgvb+RdiJEUAZgDwcgn69ce9cq+vIL6K2lO1ihJ284OK4vxpdX8kZivLlpNk3lDd2CjOPwJ6n0rrp05KWu7IlNW0K3iTUZ/FOqzXL/PuJbCybiBn+ftXIXESxysqEkA96mUeVCZEmUPnjB5/zyaSFTMymQjaDy2evtXSlZHO3zGglvbNp1vcBf4Ssig9WzxWhDoNoUO9/MRmB3L1T1BHpk9f5VkWxz5qDPlZ+UZrobUywWsskUbEZYFl9MYpTcrWTPQoU6c2pcpFeaFbaNpzT72kmDKRzjqazY7aTU5yksgUfxSNwF9h71Jqmqy3iwQjaAcccnkf/AF6VLmKIRusS+cp/1W/ADDv71CUoq73MMR7PntBWRRk0xLK/aC4dmCNyUH3h6jNb2mz/ANmzCFZmkt5OULDBrN1zV57k28hhhiZU2YWPBwDkZz161a8J2/8AwkmrJpd7qElsnlSvCY4gxZ1UsF9AOCcn0qXCU46mEZRg9D1Pwlq9xa217a2wCpc7BI5PIUZ4H1zWvLMIl+7uJ4P91B3Y/wAvxrzXwZrFyltdzTS7kVEJ3duD0rYl1Wa+0jz7W5kgkVtr7Xxu3Ntx7jr+VY+xkmm9jf2kWrI0fHvjeJNOi0S2mhUiNRLlyc46ZxwPp+NeRX1miwfaGwTJyCjZ/P8An+XrSantl1ecSSn/AFxU8dgcdKpzMRNiN8jHoR15/wA/SuuMLdTnlK+5JpQh/tKJLhQ0bZU57ZHBrTh061nlNvI+xkIw553HPcen6/WswqscQCkecW6g9Pb6d81sWKGSRSF3MWX8cf8A6qbdk9TooQjNcrRpxeG7G5cyMrRbTvZQeGB9D3FZF+FhvZ7W3BESuF2qc7zgcfnWneX89lIUdNm6Mqu454zng/iaxbS4aR3nnUGOViGYDlW9v05rKEX8UmbYv2cVyxWo+50QfYftnnhnUjzI0HCg+/14NOsLaHYHgeZbmM7h0wwq5Z6tcpFNb20UXlSIyuVXzDyME89O3aufj1O8ikDJMVbpwBR78k7nC3FO56DpeoLcqjnlgQG9q9ivdaudXmMs4SOJDiNAc4HqfevEbyysrLQ4dW0nVr6UTXRtmNxAsS3JCbnkiHXapIU7v7w75A7e81xrNbeKVgxdxkIMfLWLoyV0jaNWN02dfb6rFpt2t1cBUhgBZXkO0SHB3HPYDpx2ryHxb4mTxbqzZuLcxfdTeSMKO5z2x2/rWh4wnkaxun+2OYHiWRY/M3BN7Y/Akf8A1q83iEOJH805A4Gwn1P9BW8I6ETlqJqdpHb3JijUqV6gnPNXdMjt5tKYug82GXccdWXHSs2FTJkPJ+76knOffFXYGU3bCPCxYA2jpn/I/WtFp1Chbn1V7m1Y6PZTxmUIJGkQb4u685+X8uh/A9qu3Ogadp2nXN2oLMULoD/D6cfWm6WkyI0kMLMQF2kcYI5xjuOaytT1aRrNbQ4CqxRuOcZzyPbA+tZNSlLc9FwpUqd2iFIZL6cJI4QcBmc8RjsPxpl7okWnXqjfLLE6h43wFyO4qwk6wRKtxHH5yHGGyqsD3JHepNY1jUbnSbdpNiLG/wArJGMHI5+bnPSm272jseY7Wuy5YvFpjpcWrSi2l4ZXOdpr0nwvrN1b291BabUjudnmvk7sDPA+ua8u8GSW+s6zHpGr6jcW1tckASpLFGsZ7sxkGMYHQck4FdJoF1daXfatazPPHHZTGLy7lR5ihSwAOOAemcZHpWUqMr3Rcaq2Z6G0roD5SGVx1AGQo6lsDqQOlcx448dQw6bBotrcRcRjzGALcds9voO1Z0mqHUtHmcTNDNE24EOQWJIAxj/PBrznWjE2s3KtIxAk25HoOPpVUqVvdY6k+qHXlvA9r9pzHIz/ANw4I+o/X8qpaWY49Th85Q0ROGyPWmXH+vHllxjpkYqQhEhKKQZSwO8Dp9Pat7aGUXaSl2NaCytJZmt5SU2EbXHJJJ7+3tW1FoGnzuZZofLZfnwp+V8+ntWRp8bySLsXc25foevX8quaheXNhJtcBBJGVXPPGc8H8/zrOd5OykepTp04xcnHQzb4AX89vAuIll2Ii9GPHB+nNFzokR08XkczSupHmhRhQD3H0PBqGylkZHuJVLwyEh8L0PXr6VftdVvTDPa2zIsTxlXWNBuxjnOeewNErrSJ50nGTbILG3h8sSQJKlzF82Q3DD6V1emX4uo1fGT0Y+leeQ6jexSh47iRW6ZBrtdS8O6x4Z0PS9Qupp47jUTI00PllRBgIUDH+8yvnHbp1BxE6TeoQqpaEHnyG7adjl969frn+lZGvXMl3CZJDj/SGYKM4GeTRRXVbUz+yRafaQyWJ3puLMhyT6ttI/L+VZdwPKCKnGRmiioW7B/CWUYx3C7cAMVyPriussriRpo4iRskjLEY70UVjW2PVwL0Zy0mINXBVQQpLgNyM4zW20EV3rJgljXy5mCEAYwNuePTmiinPocEvjl6nPai7qIod7GNQSoY5x9PypdI1W50XUY9QtNnnxBtu9cj5lKnj6MaKK1WxzPc1dKldNNdVOAwXP4Zq/PdywR/Z4yAjNu6cgpwMHt940UVS+FFrcwGgjk1idWB2hmbFWruGKSMzGNQ4VW+UYGSDn+WfxNFFS/iQ1szJt2LMyk53fpW7o8jh5U3nAj3A98gZFFFKex0YNv2iLGssbnRreaTmQLuz74FUdMmZtMe2+UIcHIHOcnvRRWUfgZpjP4q9C1e28a6Nb6kuVuXDqWU46dOlcwrHdk8/Wiirp7HDPc6nUvFsniH7PDNpGmWrW8axxSWqSKUjUcIAXKheSTgZJ59a2JbmW5n8yRssIwRjt0H9aKK0W7F0RnatPJdWl15rZ2xlAAAOEIVfxwBzWbpMEaxRttBafcjk84Ht6etFFT9lmj3KerRpAsRjUL5yh2x7gHA9uabbEvGH3EMgIBHfAzzRRT6Cj8R1WnXUqxWDBseYxRh2wBxWFrarHrasqjmTJB6HBoorCHxnrYr+B9xqJM91PZSS4Jk2xNgDBBOD+JrL8T20em3r2ltuWEOTtz+X86KKuO55Utivo2vvo6TIdN02/imZXMd7B5gVlzggggjqcjOD3BrTttVvNSF/fXUxkuLubzZnxjcxz2HQe1FFbLcyRcZ5FhkhSRljdWLAd9gyv6k/nWDJBHLrE+9chRvx2JwKKKXct9C3PGs9jJPIoMkcQcHHcMU/kB+VYduxaXaTkOcGiilHYJbo3NOdop5Y1ZiohDDJ74z/OrGruZ9Htnk+ZvL3bu+aKKxfxI9Wk74d37MqaZNI9k9ozfuRH5gX3Bz/Wr2qWkQ8M2+pYP2pvlZ/Xr+vFFFN/GeYvhOTQneOfxroP8AhJdX1XT4NMvr6ae2tneVBJIzEs20cknnG3j0yfWiitXsZx3P/9k=", "info": {"video_id": "167867", "label": "bending green bean until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167867", "label": "bending green bean until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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IeVP4gik5xk7I0dKcFzNHuvhi5+1zoOqoNx9/Su9FwNoQ9Mc15h4Ak/4louWPMgB/Af8A1813Mc+U+teZFcuh13vqfIVbmixF42lRVbgxsgbk5Hcf1rpvCvhrT9S1mGPUJEjtsEtlsbj2A98/yq0dFGmyzRoFk2E/PGOGA5rvnXVrHLTotO5zuqaHHa28t3DKQnXyiOmT2Nen/Bi2ntPD99drDnz7kBSOrBVxx7Ak15tqNnqZ8PDVrkbbaeTZCmcHg8kj06D869o0GIaZoOnWdtJGvlW6Fg3ckZP5kmk5NU7N3N6MU6l0WtZ8SQ217tK8xYLqByc+1eOeNzb6V5Y0MfZrO7laaRY2/jGMAH+7zkDtzW/451i6s0eeRYRL5uEZWyfp9K8sv7+W/uGkclVLErGGJVfpUUabk+Z7FYycFHke59AeDobeHRYZJNv2u8ijnvJsYLYX5V/L+prZmuhLCZLidool+4qjlh/QV4fo/jl7a2tbO6ViiYDybs7wOFz7AY/KuxuPE2nX2JDftc8YwoKpn0xWNWnKG6OmhUpyilBmDotxHZeOtWtoz8jTOUJ9mzj9f0r0rTr0zNJ83IyBXjFzdx2njW6mV8IXJBPqwB/ma9I0W83xqxOCeXxSrR2l5I5ovVrzZz/xhYn+x8nJ/ff+yV5jAQJl3Y2k4Oeles+P4lvn01TyFEh/PbVaPwrpY8L291DPE1+JSZkzk7SOF9Mjr+JropVlGmkznqUnKdznYNKS8tvs0wxsX5JVbODknr0PBrB1SyFje/Z/M8wKoJbGOtdlc2Ooy3Fpp+nxYmuG2qxGFUe56CqejaF9u+Idvpl6wkjikBlOc71Rdx/PH61dKTu5N6BOKdopantHw80+DS/A2lwbzHM8Znk46s/PI+mB+FUvFT6LfL9m1WOOcRvugkHDRsP7p7e46GtZ76ziVhOArgHkMRx+FeQeL9cWyaOW23yCViCJskH3Fc8rylZbs71yQh72yNTwFDbaf4o1ycSpNciUJCzdVVssWP6CvTGu2B22TgqR+8lJwM+5/oK+Y9M1i80qd5baUjzABIv98eleo6d42stSsYbWK+e3kA5iMWNo74PeqrUpR13M8NWpyXKtCj8WXkMmltJKkhHmD5DkA/LXQ6DqnmaZbSKQBIAcDtxXGeOZILjSbaZJTJLHOV3E5JBXJ/UCpvCOoq9tDDuDLGo3ezVnKPNRTXQio7Vmj1kSFozz8oX+lfML/fP1r6Jt7kC3JJ+bHNeX6HotjdatbrfusdsZMyk9xnpx69KrC1FBMxrU+exzuiIXk3pt8yP+EnlgeOncVrX+hQrbSXiOYmEe5osZG7H6V1F3oUFjqlyliVkh3kxFRwq56fhWBe6bqkmhXmrTkR2ysYo4W4Y8jLY9AO57nitlNzleLsLkUI2epzGlabNqurW1hApaSeQRjHbJ5P4DJr60ht47OzjhtZEEMMaoik4wFGBz+FeNfCLSYUtdQ1iUBpwfs8X+yMAsR7ngfnXouo3tnHp87C6eNth43jinXld27G+FhaN+5zmp6Rod9rQmiiS31BziYxYAdc5yVHGfcda6ewt7HSdMhitoRBYxDZHGDy3qxPue/evE9a8TSaV4ljMJaaFAC27hmXuM+hrvfD3jCDUtPa5QrLMOkbOF8r2x6+9czhJLmfU6IypObUdyT4oXLXngm5T7NtihkR0JTG07gMj8Cfzrzv4eXoivZ4ScFgHz9OP613WuXEmraZeWt8wCyQPtAbJBAyD+YFeTeHb0Wepb2faWXav1yKul79KUTnxPu1IyPetOvDNGzA/N0/WvPPjCSRo/Of8AXZ/8crqdLuFCDJwvU81ieOo1vZrCM4O0P+u2sqD5Zpk1FzQaPIYyVkVsZANdtp2mx3NotvKqtA4Lh1bO0kDGD26dO1dJpPhTSp/Dl3O88Q1FZFMaseQgzkfjz+QqpfWd5BawxWMLGSWQRphc4z3rrqVebRGNOly6s4rXtMXS5YoUmMu5SxJGCOa9F+BmiNLquoas42rDD5ETEcb2OT+QH61w/ijSbzTdaj0+6kWW4VAGdWyGYk5wfTPH4V7/AKLptroGkWOmQMY0hhwXUffc8sx+pzWkpNU0nqVRgnUb7G1q88lpab5PKeP+JQc7hjkYPWuU0GbS5J5LnTbO3hmB2KAm0Rgd8dup6U3xfdW4tUX7ZK7YbCqQCTivF9C8aXenakwuZ5JLGV8yKDggeoxzXL7Nzbt0OyVSELc/U+iJbmCzkKlRcS/eyQSAfZa8b+MdyLrWNOuGh2StAwZ8YLKG4z9OfzrubXxUl5aR/wBlPbugXJaKTGPrxnNcF8Sj9s0+yvJJN1xHK0RwcjaRn+YpUnaokOuk6TaNzwRqZbw7AQcFF8vH0Nd/bzeZEpDYBGa8X8D36iNbXf8ANliw/lXqdjcDYOeSOB7VFRcs2c0HeKOZ0zRfsyKJ4wJgBuBHQ+lbtvpaNj5Qe9df4m0yz0+G28oESszH5mycY9+2aq+HreK61WGJwTs/euO20dj9Til7GTqcrHzpRueW/FW0lsLDSY2V445zK4UjAbaAM/rVLVfE7N4PsLmCdo5zEEJRsHcBj+Yrpv2hZvPu9MZX3Lb74j9Ths/TjH4V4a08jRCLefLB3Bc8Zrv9inBJPZnOq7g22t0Puby5vH33M8krersTUFKRxSVva2hytt6sK3/Dl5DDHcwygbjh0P0zmsOKMyvtBxT5IZ7SQb0aNu2aipFTjyl0punJSHXk7XF7LMTyzE16j4bkaXTEYnJZRmvJ+Sfc16f4dkUaVAQeVUiuXFxtBJG+Hk3Ns3rywn1S6glVN0EKt5hHYnGP5GtK105AqqFAFdD8ObG21FtQaddwj8pgdxG373p9KZOIBezmHiLzGIwO2eK5OR8sWdHMrsbpuhvdTLHDAzliOgzj6141oupf2f8AEIXErHD3UsbMTz8xK/4V9MaTLDpnhea/BaNph5gyecHhcn9fxr5D1gmDWbtVcMUnfDqc5+Y4INehRpJJrq0c06j5lLoj1DxB8QpNBuXtooBcO44JfGPrxXlusa1d63d+fdMPl4RB0UVWubqa9uTPO29z196gxyaunR5Um9ya2Ic20thKnsphb3sEzDKo4LD1GeagqytjNJD5saF1A+bHatHa2pgrp3RseI7qJkigg4jBL8VJ4MlK6k6Z4K5/EVzryO6qGJIUYGa3vCLKmqksQMrgVzzp8lFxOj2vPVUj1VJCkb5xlhVfSvD0+nxRJfRgXGPmxyM+xqBJFAVM8DHHrXrniSxsLHSowkSJNLIrAL3wOT+tcFOD5GzqcldHEW+mq2PlBNY3xR0qax8GWtw8TRpNdqozxu+Vj09K7fRoYrnU4LWRSQ53sc4AVeT/AIfjWB8fb+GbR7e0WYb4Zlk8stycggnHtkV1YemlaUjKrN7I4X4c60LbTtSsjJsKsJQfbGD/ACFRah8UCLaa1isEeXJXzGI2n36ZrzuG8mtmcwyFC6lGx3BqEqducfjXS6HNNt7Gf1lxgox3Jr28n1C7kurh90shyTUKOyMGRipHcHFNIxUsEJnkCAHJ4GB3rSySsc123c6q31dm0IzvO7zBWjYE9D/+quSRisisOoIqxLHc2O6GQYD89cg+9VlGWH1rOnTUbtdTarVc1FPoezaPIZLKJsj7qk59cVNdaVe61qttLbRF4IA3nsD90NjHHfpWVo0ynToXB/gAr0/4Z2VtqP8AaazxiQL5WCc991ebTg3Vt6nXKSULmHZ6bGkYUKBzzW1ZaOZpAsUJdj2UZNaGsJbrrNwtvgIGA/EAA/rXQeG/Jh0251HBUYKrk8kL1+mW/lW9OleTT6EzqWjdHzD49D2njzVUYnfDPsGTnG0Dj6V6HrHjOK00O11I4lhkRT5YIycjnHvXmvxFnEvjnVJlkWQSzeZuU5ByBn9c1zUt/c3FpDaPIWhhzsX0rrlS51GxjCt7Pmudf4o+Ib6xAbXT7UWsJG1pMAOw9OOlcLTmU7jxj2ptaKChojCdSVR3kX9Hv5NP1KKVZWRCwWQg/wAOea3PFV5uhhtlkLgMXJJznisCDTprmItCpZl5Ye1RTzyyqqS9U+XnrWUqalNS7GsKzjTcH1NbwlKY9fg5wDkH6V7JauVjDFgcrivFPDjCPWYHbgA163HKFjCg4yc1x4tPnTRrh37p113qdxq0pu7nEbMOF6hB2FMtdfttJgvb+RdiJEUAZgDwcgn69ce9cq+vIL6K2lO1ihJ284OK4vxpdX8kZivLlpNk3lDd2CjOPwJ6n0rop05KWu7FKatoVvEmoz+KdVmuX+fcS2Fk3EDP8/auQuIljlZUJIB71Mo8qEyJMofPGDz/AJ5NJCpmZTIRtB5bPX2rpSsjnb5jQS3tm063uAv8JWRQerZ4rQh0G0KHe/mIzA7l6p6gj0yev8qyLY581Bnys/KM10NqZYLWWSKNiMsCy+mMUpuVrJnoUKdObUuUivNCttG05p97STBlI5x1NZsdtJqc5SWQKP4pG4C+w96k1TVZbxYIRtAOOOTyP/r0qXMUQjdYl85T/qt+AGHf3qEpRV3uYYj2fPaCsijJpiWV+0Fw7MEbkoPvD1Ga3tNn/s2YQrM0lvJyhYYNZuuavPcm3kMMMTKmzCx4OAcjOevWrXhO3/4STVk0u91CS2TypXhMcQYs6qWC+gHBOT6VLhKcdTCMoweh6n4S1e4tba9tbYBUudgkcnkKM8D65rXlmES/d3E8H+6g7sf5fjXmvgzWLlLa7mml3IqITu7cHpWxLqs19pHn2tzJBIrbX2vjdubbj3HX8qx9jJNN7G/tItWRo+PfG8SadFoltNCpEaiXLk5x0zjgfT8a8ivrNFg+0NgmTkFGz+f8/wAvWk1PbLq84klP+uKnjsDjpVOZiJsRvkY9COvP+fpXXGFupzylfck0oQ/2lElwoaNsqc9sjg1pw6dazym3kfYyEYc87jnuPT9frWYVWOIBSPOLdQent9O+a2LFDJIpC7mLL+OP/wBVNuyep0UIRmuVo04vDdjcuZGVotp3soPDA+h7isi/Cw3s9rbgiJXC7VOd5wOPzrTvL+eykKOmzdGVXcc8ZzwfxNYtpcNI7zzqDHKxDMByre36c1lCL+KTNsX7OK5YrUfc6IPsP2zzwzqR5kaDhQff68GnWFtDsDwPMtzGdw6YYVcs9WuUimt7aKLypEZXKr5h5GCeenbtXPx6neRSBkmKt04Ao9+Sdzhbinc9B0vUBcqjnlgQD7V6fPqt1qkn2q9ZFboqr0UdgK8kvLOystDh1bSdWvpfOujbMbiBYluWCbnkiHXapIU7v7w75A6a419rW5tYZmD87n28YFYyoS2RtGtHdnXDXodDEl7dhYo44mEfm5/eLjBY+pznge1eP67rg8UarJLPPF85Jwy4PsMnv2q74uOy3uAblnQvGNu8kKWG4gZ/D+tcSnleTIyl93+7x/P/ADit6cFa5nOWtht7EkdwyxqABxwcg/StG3ED6VDL5amWIsrDpuz0JrNgVTgyP8gOcY5q5bndNKQAEPROw/8ArVrt1HQtzarc3bTSrGRGKp5ykhnXupA6j256dfrT9U0ux0nTc2yh5WdQCx65PT6YqS3huFtJWSIkZbnODjGDxWHe6hPfzQQ7gScLwP4hxWKi5SvfQ9CqqdKltqPtLNL+XFzMyxscF8ZZ27gfSom02Kw1B4biOSRVODg43L2I/CrBvXtirbI0uFGC0iHAI6Edh6fjUOuahqE8lvNPK4Zo9oIAAIB4xj607ybstjzXa1za0+f+zpltwzmCTmPcc9fevU/BGuXOnWd/FaRqJbgxqXJ+4o3dPfmvIfB/2XXNbtdL1nULmC3kIWOZZoo1iOcks0nGAM8dScCu08MzXen6rrNtK8yC1m8spdACRQC33tvAOOuMj0rKVKSd1uWqsbWZ6I8zICyIZpeqoO59T345NYni/wAcwaT4ei0uC4hE0wbJJOdpOeQOgz+f0rIGtHUbK8MU7wTRFpBIr7ThRxj35H515j4oYHWZVlmJdVUZ/wCAgn9SaqnTa91lVJ31QXlrDc28l6xjkz3jbn8vfn8jWLabIr6BpFDR7xuBHUd6kutqSIkMjHHT5SD6f0/WngRpbyMxVpmAI2/w98j+VbpWMU/eubD6fZPdyWzkrGdziQdQOwHb/PataLwzY3bBHTYRg+YnAcDg49/asayRpFAI3vt28c55H+Nbd7ez6e8Mhi2JkgBjkcjsfwFRU5m0kz1adOnZycdDL1eOGxvWtrQeXEIlLsDzznj8eKgGgC8spZjLtuIxuECjJwOoPocc1DDdyz3styyq6qwD5XPHQEe/WtPT9YmsrsDTkhY55OC7nHT5T7ZHelK8VaO559RxlNtbGdp1laSAxnzxN1jdWHX06V1uk6g0qGGX5pY+Dn+dcHc6jfQ38gSZkKSHbhQMc/Sut1rQ9a8OaZo2q3s063WomQTRGLb9nACFFY/3mVs47dOuaidJy1IhUUdCDz5DdtOxy+9ev1z/AErI165ku4TJIcf6QzBRnAzyaKK6rakfZItPtIZLE703FmQ5J9W2kfl/Ksu4HlBFTjIzRRULdg/hLKMY7hduAGK5H1xXWWVxI00cRI2SRliMd6KKxrbHq4F6M5aTEGrgqoIUlwG5GcZrbaCK71kwSxr5czBCAMYG3PHpzRRTn0OCXxy9TntRd1EUO9jGoJUMc4+n5Uukarc6LqMeoWmzz4g23euR8ylTx9GNFFarY5nuaulSummuqnAYLn8M1fnu5YI/s8ZARm3dOQU4GD2+8aKKpfCi1uYDQRyaxOrA7QzNirV3DFJGZjGocKrfKMDJBz/LP4miipfxIa2Zk27FmZSc7v0rd0eRw8qbzgR7ge+QMiiilPY6MG37RFjWWNzo1vNJzIF3Z98CqOmTM2mPbfKEODkDnOT3oorKPwM0xn8VehavbeNdGt9SXK3Lh1LKcdOnSuYVjuyefrRRV09jhnudTqPi2TxF9nhm0jTLU28axxSWqSKUjXogBcqF5JOBknn1q5va4uXMhJLEKfoetFFaLqJdDP1iSS5snnnkMkkipIxOOu4j+QqtaRrBEqIBiWIsxIycgFh+oFFFKWxa+IpaxElveCKMbUKq+PcjP9aIcmB5skOq9uhwQOaKKHsEX7x01jcSfaIV3ZDwFmB7mudlZoNUMsR2OFLAjsTxRRWVNe8enjf4S9TobCNb/V4kuBvS5i3yr2Jx/SuY1iNbbU5rePPlxMVUH60UUU9zzJ7FjR9efR4pUOm6dfxTMrmO+t/MCsucEEEEdTkZwe4NdBY6xfX0uoXlzNvuLzEsz4xuYn26DnpRRW3VELZlhp5YIAkbYEwEb8A8Eb/zyo59q5y9hS51yNZMkSIrNg9eKKKOpf2UXXgiuLdd8ajYjY2jH3WAH6Nj8BXPQyMbk5wQx2kdsUUUkJ7o39GLJfxRB2KuCDk+5/wFal5I15oJ887sSMM/iaKKwn8Z7GH1o6+ZiaDcyJHLEuNsobccc9u9ay2MFxoc11IuZbabZGRxhfT+tFFXL4jylscY8rySs7MSxOSSea27jxNq+qWllpV7ezT21tO8qCSRmJZgOpJ5xt49Mn1oorQx6n//2Q==", 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", 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", "info": {"video_id": "167867", "label": "bending green bean until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "acc88664951631fecf3c253a17dda3d9a6f3a5ba6cca4e59dce7afd9facfbdc0"} +{"episode": 8085, "episode_seed": 597744782, "split": "train", "timestamp": "2025-10-13T02:54:53.642381", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 597744782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take wallet from body lotion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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Fc4IPX9aqxDdkeLyO+k3sMsiMGKbZEGeuMD9cVfTVJ4lFzdx/uJQ0iBe2Dg49ea6XxHorX6Jcw485F+YYySB0+pFYOpQve2VmH2tO8jW8RCAIF25OR39R6k0tHuK76HFS2t8rbvszE9DtYH+tQwWU0kqJNHIse7MhYY49Px6V0T/LOwDHHPUVSuBJvwqlt54x6+lYub2OtRN3wc7S+LrJiDtUsBj+HjivcIhkcfSvFvDFt9l1vSkYDzGmO5gepKnj9DXtkQwq/rmtaa0MqjuxxTPSoPJ+boKt4+X3pCBjFaGVyNVz6e1PXnA/P3pTx6cU1jtIwTgHscUIGeM+PI2tPGN0FACTMshx3yoz9OQaxYL+e2mf7PNNB0JKSYDYOckexFeg+MdKtLvW5Jp7iVN0MYxG4HTPtz1rl5PDCFFaCf8AePkOZejLjjp0I/Wk2rlJ6HY/DPVbvU11H7TKsoRkKP5YQ87s5A+lafj/AFsaToMzBvnIwoz3NY/wxsbiwfU454fLz5RXD7g33s4NP+JNg9zpbuYg4Q7sMM072VwSV9Dxi3drqd5bj5o4znaTwzHnn6V6v8M5nuLK9eRs5nyPbgV5cBuZIIEAycAKMV6h8NlEQ1CFcFVkUAjjPHU1jFtyNppKJ6ImSo4pJFO2pY+g9e9PIzx1PrWxgU40w2T+OBVhRjHAyeM04JzxnHWjtgdvakBQ115U8P38lu2JYoWaMkbuRz0/A15KnjLVXDAXEaiPgu0QyR6/SvZLlRNY3UWAQ8TL165UivD38OX6ICsMQEmN2Jc4Y9yCOn502EbdTQufFC38Ef8AaFkzGE70ks5dpDYIJ57EEce1cR/bF4sZYXVxjJAHnMP6+1a15Y3FmUS4Bj8tsFiDtY47H86yLnSwrlUumx/tIOtRJ2LjFdBbrW7m4j+zz3k0kWQ5V3yCR/8ArqvZbCrSyMRbp055kI/pUD6bIjfNNHkjrg1Mw+URx/djT8gO9ZuXY1UT37SWL2EDZODGuPyrQKDGCKzdEw2lWhHeJf5VrhRtOatGLKsh2kj2pYgcZwBn1qZ4ctTlTGOvSqEKgxjP1OO1c94h1ax03UYY7qYxNKm4fKSMAkZP5V0Pcjt1NcD8VLZnttOmjPz5dDhsdgw5/A0ybXY4avod9dQ5uYmnjIKMxKA47Ang9OlbXw9h+x3GqJKMwNKJLeUciRWJbjH1x+FeONK26NDtIPqOpH+f1r1L4LylrnWgjBNvkg5G7n5+npTitQnGyuj0jbjpTlyKkkIeRmB3ZPXGM0gX1oKizkL3WTe+JZ9PU/JbxKx+pJ/wq+g4+lc8LJ7Hx5qDMDtnhR1JHoSK6WJcqDUW1GxjD5SQBn+VQqrM3OcVcKAjkAf1pBFjtz70xAq85OfTFJdkrp9xtXeViZtoON3ykgfpUhXgjHToRTkCksp5yORTRLPLh45QjiwbzRzgSjAzyM8VBqOu6Zq1tCDI1jcQyearSxkqG5DDK9cgnH0rl7qze1uZyEkCFmUMYiAMMR1xzVcrPGnllHWUHayN1A9DmixXLEu6gvlwr7nk/hTbG7hiuA0q8opIctgIAOT9ew+tPupvOEg2gqBxWZ5LbkU4yeQD2rl6nStjp9OmK+JdIJIyLvBwOPu4/m1e5LkRqcdsZr5vN5PE0dwQVmik3q3+1nOf5V3kXxVBtokePZJjDBVz/Ot6ckY1IPQ9VMiKeSPzqpNq1rESPMUnHbn+Vcv4dluPG1obuKV4LUOUzINzMR1wOgrp5/CenWOkXdxOJLh0hYqZHON2MDgYHWtuXS5g3Z2M648S26Z24Bz1dgP8TWZdeJi0Mro64QEsEHY+59ay3tk8spEqBl4Vto4NZ7hiXWUbScB/fByOlZOZpyFiY3F8XuXcGZjggntnpTISZI12noMrx6jv+PFWIbd1w+7K7SWBHbtUCmKKaLyCwUx9Oo69KkZ1XgqQSS6gAMBCi/XrXT3ljBfwmKdcqRg1yXhaX7JJfKzDDFXX2BzxXQHV4kySw4961jsT1Oc/4VdpCXUk8dxOm/8AhAGAPQVo6L4Si8Pz3EltO8yTlSQ46EDHai68Z6ZCGD3kK46/OKyYPiLpkuoparcEBs/Ng4otFGju0dkpyetPBzk56+lYMnijT8nypASB13AD8zUCXur6m3+g2xMZPEhGF/M9fwFNK5jc6JpEUHDDNVZdTtoSQ0y5/wBnn9BXP6xpuqWENu91cxkzFvkXLbQMc88d/SufuJZoyA88pV84K4UCpk+UaTZ1d/4jit1by1JkYFVzxnj864wSusyiUnco7+nfFJ88ssTE7yqBevU56/yqyyS3Sp/C6v8AMG74/wD11DlctRsJI42OJAPLwSQwyMf5P615zOAyjAB684r0F8yae42/MOuD1wf/AK1cNcQ7Uk55Yms5F09zMmKyIWU/d71YiszZ2U8kvEjRtkHsMZx+nNUFmlgYFDtdTkZGcH6VenuBcWUrDcN8bABjz12g/jyfxqUas9q8NfNoNkw5zAnP4Vtj37fzrn/Bsgl8LWDqeREoPtgY/pW288cKEyMFA6k8VskczepMvp3oOAOuD25rJuPEFpCOHDfTpWXP4sT5vLTIHplv5f41TJudO7Ljk/p1rm/F32SWxtBOkchWU7VZd2PlwetZsviG4ldY90ih8gfKFH+NZCTtfuZZ2Y7vuc9OalySGotsqf2dp80M2LVIg2B8gwVx0I9K7H4cWcelS6qy3J8mRovvKPlxu79+9cnGAkrQ7slSFBPGTgEVv6FeLaXE9ud3zKpAC7j1anTbuKex6LDcoScNkdjVtXDDjFcdHrkO7kMT6kVdh16EnAccdqtjijYvdPS6kWUYEqjAb2qm8DwEA4GetLBq8bnlhn60y7voy3mGRAuP7wpMp6DsgngdOKd9fx4rEuvEVtb8Alj+h/OqNzreofZ/PSzlWEsFEhQ4yegycD1osRc6bzFDe/pVWXUbe2kzLIqgdQT2rjLnWLxjtmIVTwN0nB/AVl3F1LOsSv8AKMsZAOgxwP51PMh8rZPPetNcOwXajOWI7kZzUFxZ2d6Sk0EchOBu78e45p0oWWMSRRhpEYD5euM8/pQTm0mwT5iKQARyMcZqblNHPm1LmMg7dpy1RtpszqZ8HG78q0zCzXGxRj+lMvdXi02IW8QSa5A+ZQcrGPVv8KnluXzNGVLYytCxc5z04rKW2ZYySuTz1qxPe3tykl1JcTGNSCTEMKp6dB+NVrZpdomSWQIWPyyncrf4UezZan3Oq8F+MH0E+RJJJDHuLKy8qM9Qy/1Fev3PimLWfCssaMomlZE3IdysCc5B/CvHdIi0zUYpUW223KrlkZs545I9q3NL2WlvsiUKAMhV6DPf61optLlZnKMW7o17Vh9ncyZG08kc1RuFkE8jTLtJOVYHgj+tWGb5I4gOWYE/4VPfkJYSCQA5bAPQAnODUAxY9zw43Y3AqPYYxWbKr24RpFK8dD2HerkEoWHYWGEPPOSc/wCf1rn7aabVvF9zpcmqXFrAwk8pUjDZIQsF9gcHn296aVyW7Glc6wdOVjFGC02AvOAMD/69cvfX99eNN500hVThVBwv5VFpVxc30T/ap3kKAFd3vV+NBIwUgEbsdKbvaw49zn/IKBw8Wfb3qreRMhVwCp479K6nVbqws3IdS9wBny4+vtuPbpXPXd+86ZFtEvIIzJ0+vHrU8r3NFMqBikkbTOzhXViCSc4OcV9GeFvFthe2sIkCRqwASRWyh/wP1r59t40vpPJkAt5SfkLn5SfrXQ2WlXekTxSW97s3n51AyHHuKunNx3JqRjNHrfj+7xe2kMZ+URZLdgWOf6Vy15tW1dnUMpAx9e1NmvHvYkWUgsQoHfAXoKcHDzmM/MqIF6demc/y/Cpk7slKyKdqxWVS3zYGRg9f8KsXjFFgxkbXPPvxio541tryMRkbSMlP7oqr4mupbbSJZbeQo6yoAwoQmyW2fyy2CAVBJHXPFS+NNIsYdJaeNFR4xnjua5nVgLXRoNU07WdQlV7r7MTPEqLOQu5njA52qflO7nkfQS+INYl1eRomykAOB6n3ptJLUIvU4u4hPLnqx+X6UwRugyrjYw5H0/8Ar1upp0dwxGQFVcCoJdOW3+eVlQc4Jbg+uKxszfmQmj+MdS0W1a0jZmjySq5+7nqK6rwnrlx4o1hrK8dYIVQMZN2Xck9ATwK4B4YxcsFljJIBADDmn2dzdabqAmhAY45RhkMPStYys1ciUE1dH05pfhTS7dkdbSOR8/fk+c/rXnepXCT6xeMhA3Su/HQcnFS+DviK3lvDMHCqhBSTJKtjja3cZ7day0+S/fBypXLHrgkc1pVkmlYxhFpu5TuIvs8oO75HJI9QetTW9sskYYDbyACO2KJomnKzxYK7cFDzxzyKLIh4WII+UY+nNYmjGXUq5ZNg3JKF3eo5qvfX/wBkiWRQSzfIQG449fXqaqWKRah4zl06+1G6tbeWXakkcsaCI9yxk4xjPA5JwKzpftJ1G+sblrj/AESdo1S4AEiAEj5gOM8DOOKqzWpGj0L7eKLhMosYDAZO70rFk1zUbidn+1NF6bOBVnyUfccfO2AeKln0mMKGDKFAwxbp9aLs0VkZja/qtvhkvpCD3Jpz+KtZYFlnVWx8pIz/ADqreS2JiIjnVsDjaCc1WWNbpCIG3lecDrSu0V7rPoPwUmkXVpAwaKW92AyPIMuTjrz/AEq78QJktdNsYe7yMwA74GB/OvD9E1PWdIEY8mSW3B+VSdrJ/ut2+hrv9U1yTXLC3+0Es8MWxWIwS2c5/LFbSqJwsjD2bUrlOaNJYPnJXK7g3pWfbfNIitwD1z6VfLBo0gYEhkJb3Hb6f/WqrNA1o8YyzoSQD3/z1rE0LFwwihEkeA7SDJ/Cq0Ehadj1DuTj2NQ+JJnh0l2hkZG3p8y9f84rL17Stb8O6PpepXN3dLNeM/mxFMeQBtKBjj7xDZx2/Omlci5patM9nptzPBtWREwrY6ZP/wBevPrnIilG4nJLEk8k+pooq4FI27JxFozRBFKsq5z7sM/yp8sKDwo8wGGiuPLQDoAVz09feiin1H0K2lXEkVu11Gdk8DDY4HOMdD6iu+d8jzgqqXgjcgDjPNFFRMEWdPG+UMxzjOAfpWg3zwqWAIc7WBHBFFFShMo3wBvlUcAIoGPcVwd/fTaN4wnvLTb5sbsRvGRypU8fRjRRVLchk2gKC8qnphRV3VJpNO0O4ntm2yqQoYgHGWxRRT6jWxxdzM63KpnO87nY8lifU1parawfaLLbGF3NtbBPzcnk578UUVQ3uF/Gsd48Cj93k/KeegP+FdV4dd7vRZBM5Y28jIjd8BTgGiiplsUbFucJE3coDmr1gAfMbucf40UVmDHS2yy3kTFmUyIQdp9BwRXMeJ5WbQpS3PlyoAPaiiqRD2MXUvEb69bwQzaZp9v5KKkb2yOpVF6KAXIA5zwOTzTpWJgQnk5x+tFFOQRJ5mNnpt1cR8vGhYBuRkYrlJZHuHWWdzK5AYl+f07dKKKUC+pAFR52jZF27c8DnOa3/D9w5vms2CvGqFlLDLDpxn0ooqpAbtv8t2SO8hrQjdjbTPnnp+BoorNDZdt/ltlYdfLzz+NUbIl0kY8FwxbHr1oooJObvdabStYvozYWF7FLMGKXkO8BlHBBBBHU5GcHuDUdrdz6hqd9fXUhkuLhhJI3TLHOeO1FFadCFuX7SFJJWDZ4J/Q1z2r3k1xqNzFIQY4XKInYYGc+5oopIvqZt3K0KKqHAP6VZT92POQlZUwVcdaKKpj6s6+zka60i3lmbc+eT68mtGBjmNe2TRRWT3Gti5anzbtt/pii/J+1RLn5RHux75P+FFFMkx/EcjDQ0xwS65P0PFc7Prupanpcem3l3NNb27vInmSMxLNjqSecbePTJ9aKKuOxDP/Z", "info": {"video_id": "51075", "label": "pretending to take wallet from body lotion", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51075", "label": "pretending to take wallet from body lotion", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "51075", "label": "pretending to take wallet from body lotion", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a41270ee77560c697d39f3b888213d8eefc0c8678397f5ce429f51506766c122"} +{"episode": 8086, "episode_seed": 2618091815, "split": "train", "timestamp": "2025-10-13T02:54:55.951003", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2618091815, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pillow on the edge of ottoman so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220059", "label": "putting pillow on the edge of ottoman so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220059", "label": "putting pillow on the edge of ottoman so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "220059", "label": "putting pillow on the edge of ottoman so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0193ec5262d323b50cd4bb96b7147617f066e8e910644ee1371b0bc4854ce71e"} +{"episode": 8087, "episode_seed": 2609664574, "split": "train", "timestamp": "2025-10-13T02:54:56.840975", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2609664574, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking lotion so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63542", "label": "poking lotion so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63542", "label": "poking lotion so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "63542", "label": "poking lotion so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c499a889c792a0c41a15f01ba6e3a84b658067854d176d5ecc86fd2e5f6fc1d8"} +{"episode": 8088, "episode_seed": 3480221478, "split": "train", "timestamp": "2025-10-13T02:54:58.544762", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3480221478, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take sweater out of closet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "100721", "label": "pretending to take sweater out of closet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "100721", "label": "pretending to take sweater out of closet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "100721", "label": "pretending to take sweater out of closet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b27b1bf2c7038ef6806ba2b3ee132b785360f5a7422ad3bfb6a21546bf5a8274"} +{"episode": 8089, "episode_seed": 2041853871, "split": "train", "timestamp": "2025-10-13T02:54:59.674561", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2041853871, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing a small phone diary in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "52148", "label": "throwing a small phone diary in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "52148", "label": "throwing a small phone diary in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "52148", "label": "throwing a small phone diary in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f4fe9686d3497cecf906ea8bd24dbea56fd1112c685dcfb76675a66daddd5aba"} +{"episode": 8090, "episode_seed": 4015805377, "split": "train", "timestamp": "2025-10-13T02:55:02.256240", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4015805377, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling papaya from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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GMMluhDXU2OIk7/iegFfQtq0SMsEQ2xRKI41HRVAwB+QrOs103SdM+x6Zbw20IGSq9WPqx6k+5rMn8Q2VmQhuYxK54G6qPWpUuRanSzyoVKsciqabWQrwe1YMut20spiWcnacHHPNTRajCZFRZQWB5qTexk69pLfPIBweSB3rz/WbYqwdQfMTjI4yK9cvdtxbkhhu649a4vWtH8xJFUFmPzLxz9KpMzmro4uG8a9KK4OY88+v+cVeRsZFEWi3OmBnuYSiycJnqSOvH4inohJNVucTVnqMVCWG0HrxivZ/Dv2jQfDFrZzwfZ5yC8gPJ5OecV5VYSCyvYLny1kMUivsbo2DnmvQdL8Rfa7SSS8b/SndmOOmCegFJuxz4j4Dora582RpHY4PSsrUNQAchty4znninC5JjyDzWRqZAgcs3zHmpkzzdzhPFOqSSmQqSBux+FcWsp3+ueK9Bn0C91gutpbPIvVnAwq/U9K3fCHw7tdIuV1LVnS5ukO6KFRlIz6kn7x/QURPTw0JOOiN3wpDcaH4N07TJjiTYZZBjBBZi2P1rTlbcADyCKqXkzS3RYE4zSNdrsAH8PWhs9WMOVFG5sdswdR8rcV6vHcwwbUVdzAAewry5rzf8p9a7m3kdWLvx7VUTkxrtympd6iCpTGAe1eZ+L9fS3M204OdtdRe3MsauRISF4HvzXlXiOzlulkVpG5fPTrUy1POvdnE3+oNdXTSE5rc0C9i+zvDI2CPmXPoeorlZ4mgmaN+GFI0xWPGSDUo7YM9FWa2dsLIu/0qXACYBBBrzi2vZYpAySEH610+nassq4d9rZ/OqRs0bbxDoDwRzSD7Y0sHlXrxxofmQjIx7VPCySKGBDYHNWrS2ie4XzSVjY/MyjJX3AqrCUmjZttRlWMt54K5wBWH4hSPWtZ0K0kbCSTMkhz0Ulc0+XTXnV5LR2jlTr6N+FZkMd3b61p76oEjVZQyyA57jt+VJblzmpQaPXvt628MdtaYRFG0Y9BxUV5qJRSpmG4YBz71mgBJFdmJfAyM8A1WunM7kjjC9fpmqb0PJbOW8Xa2yu0aSZ2Iefer8viuz0L4faXHGF82ay3lh1LMct+Nc/rVsHd2bDE/Ka881yV0nFuJXaOMcKeg+grM6cLUjCV2j0R/ipb2z/Ikk2TkgDAFOm+LcM0chjsyCp+Xc2C1eQl8DHekUsTVWOxVmz3Cw8VT3tszm2cbiMsTx68VbTWEDNnbkHBAPOa8jsfEt/aQCEPuQDC5HSrMWqajNKkibOG3YJ60jZVVY9lstRWVzkEE1LdPFMADwwPr1rmNA1Jb9pdqlCnZup9x7VauJX+3ptJYtj5SeM0Fppq5x6wEfODxUTQXUU/n205j6fKuQPetQxAQnFMKFLdiQfpW1jzpRT3MZ/Ekl1fwWU8rAGdElyQMAsAfwxmu38deObWyuGtLZcRqGVVHPIPGfwx+Vef674da8IngwJQOfeuW1FdQMubwyO/Tc3U1LRVKSp30NDUfF2p3rOv2hkjYEbV44NZcF6ftKvcbpFzzzziqeDSgUWD2km9Tu4/ElikW6EFSSGI75/zmtTw74gguisbvtnaTaFPVs15qpqxBI8ciPG5V1OVYHkGp5TZV2e3XV7JCyBSAM7TW/Zi2hsPt1zD5iNA8x2nllBCqo/2nc4HoATXA6dfvrmjpc7gt3G4SQe543f1p8c95rPjl9Dm1W6s7a3QvFHGN+ZEjJRfQYGTk+/elboaVJ6XRQ1G2vRfvcXsu+aZiWQH5Y/8AZX8+tVY4m35PrT7S7udSLvdTPKyhTlversMeTwKtLSxzTd3cYkQXnG7irKyiH5ipKjkBWwfwNCqB+fJoYBjz0FNozaTVmNs9fntrgI8v7ts8SjGefXpmrepaul4I7ZxtaSRVBWQAgk4z+tZd5Zw31q8DdD0PcH1ri70ahpU2xy7qpyj/AEqXFNHO6Eb3R9I6xeWOgabDp0EiBFUqPqFGST3J65rzPU/iVb2cnkxBpCvUiuB17xpqGulGmOxlAztPU4xmubLFjknmhI9D2qirQO8ufiNql3JstlijLHCn0rbs7rVZLRvMuF+dh83Q4Hf8a8qHUVpx61fw2pjW4fGRjJ5FDiEaz6nqMWotEyRGUs7HAzXplpq8F0pHmrvPGAa8F1i0tbTRLPW9L1jUJ2+1/Zg11CI1uCF3O8QznapIU7h/EPcDuZYJJGSZH2yIOo4z9SKFGxjXl7VK3Q7zVbkW1iz7S69woyea8617X7KGMuHLSBTx0Oar614sntwbF5JFm2gjc+A3uD3rgtRupruTMrdCTyalxdzmVN31IJpvPnd8Y3HIFVTJvcjPApss6xgqh3Me/pUUPWhRsdEDQiUEZ71NE5jlUgkYqKLtT+d1Szp6HZ6PK0sY2OAcYxWzCJONuMDjk964vRbmRLoKvTvXbQPuZSBgelWZvc0LdjBKG8w+/PBrK19S7QFmbPOMn6VBYyR6h4xfTL7Ubm0tpJNkbxSxosfcli/GMZ4HJOBUKC6OpX9ldyXLG1lMaLc43qASOccZ4GccU0iW9bGnD4kmso0kmHmDhDg8+3H9a1f+Egs7qyLb2TcDwVORxXOLErOVIGPcVh67Dd29uZLInCffjU8MPUVVjnlSXQTWdfmhEkccySd923a2a4uaZ7iZpZGJZjkmklvN7ncjZ9zmq0kxfgDaKhRsOMbCM2X46VJGeagUc1Ogwapm0SwOorU0258uQBulZS9asW5ImX61BTO7spjBJHPFgdOncV2emiPUL61uYpDEY1LlgeUIGSfwGa8unuZI9OLROyFWAyPSt/WdJ1zw74W0+9n1C8guNSLxSwbdoiUhSFc46lTnHbjvmm1dFRqcuhrFV2gYpoUNHyO9FFaGT2IzwwNZ97bQ3EZWRAwx/WiigRxGqWFvDOwRSOax2UKcCiikACpYj84oopMaO08IzvDqESKfkcgMp6H5hUUOsXdlr13rMRQ3n2qZssuRzlOn0JooqV8Ro/hRf8PqNt0OcAJj9a1bcDmiitEZyJE5QH1prDLMvbiiigkjCgZwKpX0EdxbkSLmiigDhtTtIoZG2AjmsvvRRSAcvWnk4XOM80UUDN/W/FsniGG1hm0jTLU26pHFJapIpSNc4QAuVA5JOBknmvXIfuj6UUUwict4v0y2utKaaRD5kRyrA815a3DEAnFFFAmIPv1chUZooqWXAuoMVJjIoorNm/Q0tKAEwx3Fd1ZM0PkMhw2RzRRVIzZgX2rnSte1CL+z7C8hlmDGO7h3gMoyCCCCOpyM4PcGrek3k+o6hf3t0/mXE7CSRsYyTmiirRn1NFEBcn3qHYriTcM/MR+FFFMGcv4g0ayCmVYtrY/hNcTNGqOQM8UUUiRiVOnWiiky0SqOa0rCFJN5bPyqCPzAooqSi1fOUsSg6FgaivfE2rX+m22mXd5NPbW0rTIJZGYlmx1JPONvHpk+tFFPoS9z/9k=", 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", "info": {"video_id": "186782", "label": "pulling papaya from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "186782", "label": "pulling papaya from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "186782", "label": "pulling papaya from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "77be647701ddba96628f32ec5c4ad39015333b0d6cbfedcc35f760aff326d615"} +{"episode": 8091, "episode_seed": 4148773622, "split": "train", "timestamp": "2025-10-13T02:55:03.281513", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4148773622, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open box without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "166891", "label": "pretending to open box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "166891", "label": "pretending to open box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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01Kd16nBXK9DVetCdN0R9az66EeXNWYUUUUyAr2T4CXKNceItOfkzWscwX1CsVb9Hrxuuo+H3ib/hE/Gdhqb824YxXC+sbDDf0P4VUXqJ7H1DpkjNZrC5/ewfum98dD+IwaWcc+tTTQwskV5ZyZjdfldeQy9QD9Khknjt4zPM6qFGS7HAX3rpuYLU5P4p6iuk/Dq9hYgS3CiHHfLkZ/JRXzjodlFqWu2NlPJ5cM86I7eik813HxZ8XDXtUjsbZj9ltyTz/EfU15yjtHIsiMVdSCCOxrmm7s6I6bnostvceCPEgMLudMEvzr1KL6ivVLWeDW7LdCfMTGQw6GvONJ1WHxlDBZSkfbZPlmz2AHLfkK6XwPZy6JrN1pzzt9ndd9sjdAQfmA/CuFt9T1JJNXhsVNf0O4s5DeWTmOZQRx3HcGvMfFErSNbB02Ou4Ffyr6H1e3jnjO3nHXivD/iNafZbuz4wGD/0pUv4iRzVb8rOIpyHBFNortOQ+qfhtef278MNGaFwbiwzbMf7rITt/AqQPxrpdWvvO0loDHg9SrDlSO3518/fBzx5H4U1qXT79/8AiXX2AcnhJOgPtnpn6V7zrGpad5LFp9u4ZUlCSD+FaNc0dApzUJ3Z5hqujyACeMmO4Uh0deCrA5BFebeP9R1TWtZjvNQjwY4FgBXp8uefxzmvcHEd/aLKhBwcGuG8WaagtpQwXJGRXIm4s9GcFUiXvhdpkejeD5dTmwLi/JZfURrwPzOTXOeMLgyiWTP0qloHiG6trc2Er5iUYQegqDxDN5sCtngms5fEEbKFkcVLy5qCtIwqyysR0HFZp610QdzjqoXBoALEAAkngCjNey/AzwrZaoms61dRpLLZ7IoFYZ2lgSzD3wAB+NaPYyWrPIriwvLRFe5tZoVb7pkjK5/OvR/g/rl//a82jNNvsfs8kqowzsYY+6ewOeR0rvdc0JdQMsF1CGhkztBHSsj4feDB4e1rVb2V8q0fk2wJ5wTlifyArFVL3TOn2PLJNbFzXB/pMpJPB44rh/H9uTLpMqj+Bs/nXoHiCLbcu2PlbGD71xnjFPO03T3A/wBWzDP1rBO0jrlrE8+uE+yXsdwo+Rv8mqV5D5VwQPut8y/Suhurbz9PMZGCPmU1iXH72yjbnfEdrfTtW8GclSJQopTW54R0S08Q64NPu7x7YNDK8ZSPeXdULBfYcdfatTmZkwIHRx/FkYFOaMqME5APBFSWC5Ev0HPpRIGUgdqvoRfUghb98Setev8AwN8Smw8Tz6LKVFtqKZTPaVAcAfUEj8BXjpwXP1ra8N3w03xDpN8WI+z3kUjYOOA4z+lSaRdnc+xYYSkxOMZqvqEe48fe7GtOQgFiO54NVJkJY5rOWh3Rd3c8y1q0ZLyd/wCJ2PNcTrMYEkcsa4miPLdcjtXqWv2+ZzxkYzmuKk0O51a6e3tY2ZiNzsBnao6muSTszrUk46nmUuiu8k1xOxSF5CsQVctKx5wo9u5rH1XRRYQiWNywBw6tjK56dK9Q8SW6aTaiOOWO3eNfKe4mPKL1IjXuTkEmvMtVuImRo7dmaAD7z/eds9TVUakpy02OGtGNmzForq9c8PaNaeGbfVtLv7yYNcm1zcwCNbkhNzvEM52qcKdw/iHuByhzXYcYUUUUAeheEfiheaFpw0y9Es1qvEckbfOg9MHqP1+tJr3xFlv4SkMs8pPQyE4X6CvPqKrndrE8qvcfLI80jSSMWZjkk0yiipKNLQtYm0LV4L+DrGcMP7ynqK988O2a+IdLj1O0lw0k37qXuijkgfyr5xr6G+A2prd+HLnT2+/ZTEgf7MnI/UGsa0bq50UJtPlOwuICqbGAVAOWJrxH4tDF9p4B4Akwf++a9Flvp7nx3eaXc6ve2tqZzHGYpY0WPoSSXGMYzx1JryP4hS3Z1g293Lcu1vLJGBcY3rggc44zwOnFRTg+ZNhVmmmjjqKKK6TnCt208Ya7Z2a2iX8jwJjYknzbfoTyKwqKLgeo/C/xPdXOt3Gm30zSrcqZELdmH/1q6XxWv+kNF2ArxrQdTbSNctL5TgRSAt/u9/0r2vWFW/t4ruEhkkUMpHcVjVO3DS0seZXsJt7hXAIyanuCtzZFD1xkVf1q23Im0cg1kglV2+nFYtmrWpiSNsgkU9enFZjfeNaepKVY7e55Fa3iTwVe+G/Duj6jeCVbi+MnmwtGQLcAIUDH+8ytnHbp1zjeltc46r6HLsOtepfBDWbyz1/UNMicfZrq28yRSP4kPBHpwxoorcyhue0XQHko2BkJWJFM7XTAn+HNFFc0tzshsV9TUSqytyAc1wOvDNlEh6CQ0UVk/iN1sc7PxGAOgHFc7fAR3NzGvC88UUVUDCpsZkahsg+lXtO1K40HVor6y2edEGC+Yu4fMpU8fQmiiunqcb2I7AkJKfp/WlmYmPnHrRRWv2UZ/aKg6txTQT0zRRUMpH1/4A1e71vwNpV7esHuHgAdgMbscZPvxXRz9M+1FFZzO+GyMPUIkkQlhzjrTrO2isYrwwIFZV8vd3IMe4k++aKK4qztYuWx8p61ql5rWqz3l/O0srMfYAdMAdqoTgC3zjOCOtFFdcdLHLPqaXiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrXPmiitlsYCUUUUgCiiigAooooAK9q/Z7crdeIMdooD+r0UVFT4WaUvjRc8Q6qdO8SavmysrtJbjcUuot4DKOCMEEdemcHuDXl/jG9n1C/F7dP5k87NJI2MZJxRRSjugn1OZooorQzCiiigAr3zwmxufBmmvLyxh2/gDiiis6mxvQ+IwtegjjkwBXJSgCY47GiiuY7ZGNrJ+dSAAevFJqHifV9U0i20u9vpp7a2leVBJIzEswUcknnG3j0yfWiiuil8Jw1viP/Z", 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", 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", "info": {"video_id": "166891", "label": "pretending to open box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "166891", "label": "pretending to open box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8e1b9a82e623d941be25ad1c2e413942a34d10ab5f95b8e5ac48b57d52f94704"} +{"episode": 8092, "episode_seed": 3224790688, "split": "train", "timestamp": "2025-10-13T02:55:04.367260", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3224790688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding book behind bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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QabbTLICoYqe9chaNW1tHubqGzGS0sgQn09f0zXr6xJBbJGOFRc/kK4fwnbx3esLMq4FvGWIx/EeB+ma7LVZ/I0y5l7iMgfWsKj1OimrI4O9lS9n64Ylm39gSen5CvNPIZ5ChI+XIz9DXo6wPt2ht3y5PHQVxcMAILAZJJ6134SNlY56suZ3MOa1If7vFAtiw5HWtyS2zg4zUAg+bHTvXZYysS2Vv5VkO3U1RtTnXUJ43oyceuM/0rchQ/Z9nPTpXO3DNBqMUg4KSD8OaiavFoDZukkRiygMMYbHQ1XtkAmIRSkrYBGeM9sVpT28sSY8qXHswI/GpPDdjLd+ILZZVAQShsdeF5/wrzZOyZtFa2PZNMtxaabbW4/5Zxhf0rG8RTSIpWI4kdgox6V0MY4HtXK+I5HW4h25A5ycZxXIo3aR0t2TZjLA1rIrAb5B8wbP55rmPFkQ+2wsjHLRncvpzXXtGMZIKvnGAc7q5zX4ManEjjJEWfpya9Gj8SOWRy01n+7yBn1qutsfu4/TrW+8W4HIzVaSIDqPyrusZtFXTrTFwX9jS6tk27R9MitGzi2PkHtmqusREKODzzmkw6GhtMmnxSIR8yKRzyDgVn3EazbhJviY9GHQn0q5o/my6VDIBJ+7BQFADjB9KZcJLK/lxQltx5LDbXnSVm0Wtjbs/MudqglU9+tdBb2SSGKEjcXcD6Dqf0qjYRKqAAY966HRIDNqTyEfLEu0f7x5P6YrKbtEuCuzextT2UVxmqqG0m8kI+/kknuS2K7O9Pl2sjd9tcjqiumjOhHDFF/NhSoL3zSo9DnI4NwBIwKjljA3Daa00RRGo7Dnn602WJWYEDjHIr10zmMhbfL569jmrYgYwupHb0qzDb5OcH1yauwwqdykHkccUSYkjh7SZrDxDZzgZAl2keoPH9a7ubZNsEZwGbbtPVa4rWLUw3DY6g5Brt9EiW78q7YfKUDk/hk1yYhapjj2KHiDEFxZwxr86owPtnFb3g2yYPPcOcscLmuXa7a/1i6uWx5KvsjPrj7x+nb8K9E8OW/k6XGWGGf5j+NcdR6WN6S6l29Pl2Uh9q5OCNUYN/rJDyAegrqNZbZYt64rD8vepljHzHg0qS1KqPQ5nxGhOp2yty3lZPtlv/rVmNb7YiWGT3Fa2rZk1keYMlI0GPxJqIhDycHcK9WlpFGDMWWIbhgEUsEBBq88A4HqfTtU8dvtA4wa0bJsYurwn7IjcUeDrlE+22kuR8yup9DjH+FbOq23m6cCOx9K5nSP3GtBOglUxn+Y/lWNXWDDZnWxWwlvjuwVjG4kfSuetpWaNYYwNx647V0szppXh+5vHOCwwPX/PSsPS7ZYrXeV+bBNcSNEd74LtPJ02WY9ZXPPsOB/WtDxEc6WYwceYwFW9HtvsulQRY5VADVHxCA6wxEkAntXNuzo2RgRRpHEUiGR1Zz3riLaHzIk2jg9fyruJ2e2hlULwEb+VcxZRAWwGeSo6/SvUw/U5JFKWFVbBB6VU8gseOxrbuIVZQV6ioEtwznHSuskghh+6AeD61zGtQlJpcDBBruYIgJB6elc94jtNt074684rNiNmC7jvtKhmPySNECc/xcVu+E9PVbyG4YfP5Z/Uj/CuP8Nr9qsxbnJMb7cegPP+Neh+HZEbWLu1Ugm2ijB9s7v8K8usrXRvTfvI7BRiI/SuX1MiS+ePjIjBH511PSKuWuWX7fI4++rYH0xWEF7xtP4SrFGsbAr+8l9T0Wud16MnWQhGWEK8/Xca6xo8r5sQ5Y5xXMahmTWppHGSoQD8Fz/Wu+j8Rzsy2gCx5Iye+KrSxgvkcevvWwyocg4Oe9V2txwDnJ/Wu65LKUEBXOO1QazAfIRuOmK244No4GDTNatfNsUYds5qG9RW0M/wfcobK6tJcgpLuVuwyP8A61bdtbhrySR8FYhnI+lcroR8rU5IDkCZCD9Rz/jXVajJ/ZXhuSQAmadgqJ3J7D9RXFVVpjWxLbOsahm+6o3H6Cu20C2aGwR5BiSQl3+pribOE3GqR2oB2cO/+6Og/E/yr0m3XbEAB0FcdR3djogtLlLVji1K+pA/M1heIFDaQkijhrhB+H+RWzrLFvKjXqzgVieIiBZwW46GZSfwBrXD/FcmozBRcqpxxt4qzGgZVJ6ZwajwRGgHQgcVND8rEelemjAUQ7eeoNTwRAkvj61Zji85AO/WiSEw25GM8UmwOR1i28+Vyo4rQ029eHwt9jt/+P2aU28Y9M85/AfyouFHmMTgg+9cjaia/wDG1zYtqtzaIol8kRLu+YJu2j06Hk+mKwqaqw0tTsZdESxvbK2hYlZlCEem3qfxzXo9ogSFVAwAK8h+Gepahrl/cTahey3S26J5XmHO3dnP8hXsMR4rz6nxHTBWiZuuNmBUzwWArPtsxgk9H+UVa1lt08KD+9moEUO55+WMY/Grp7E1NzmdZXb4gnUL0WNR/wB8k/1qui4K5GD3qxfnztcuJMcghB+CCosFmJ64716dP4UYPck8nd3wR0pVTGM81Nbtkgeoq21ruO9fyqmxGfexBbIqf5Vx0kJt76KbGArg5H1rttSyV2g5449q43xRLJbaM8kLtHKHUZHuazb0Ha51OqRDWtSg0+E4tbRPNlYdC5Hyj+v4CqukWxnvbS3HIZ9zf7q8/wA8VyF7eXGk6DHqOkeIdSfzbowMbiNUW5IQFnjHXapwp3eo9xXofg6283UJbn+FAI0/mf1/lXFU91GtON2d8gCxqK53XiXu40HbJro+30rmr9g+osx6ItYx3RrLZlO9AfSrtz96OByfrg1yduuUQc8EA/kK6m+Ji0e8kb+OF8/iOK5uBTHAe/POfoK9HD7M5ZD1QNkYGQad5O35h35NJHlSMd6vwx+ahGMV03JK8Ee6THQjnisbXIVlfA5NdMtuYASeD2rBvULSk+nWobEZnhmeLS9QuHuOEERfnplef5ZruPAlpIi3l9cA/aLxllYHqo52j8BXl1otvqni99K1DULq2tpZdiPHLHGsfQksX4xjPA5JwK7r4YzXY1rxFZXMt0wtZkRY7nG9OX644zwM44rhxGqbN6Ss0emucRVybjdcSuTwXNdRO+2E/SuWi/eOPQkn9a5YfEaz2LlsCq7G/wCWhwPauV1IY128VV/5aYH4IBXWRrvdn6Kg2j+tcpcfvdXu5h1eV8e2MCu6g/eMJESLhlBHPepxBkdcEdPpUYVixbuO9Xbc7iFI611kECx4wCOaNRhAstp6nuRWkbT5t46HnFUtSyw2g59KhsDj4Ivs2r20rDCCQZ+mcGuov7b+3tWeJG22tjGUVh3lI6/gD+ormPE8j22jtLDI0cgkQbh1wTzVDVIvE3hXQNLu21S9imvmkaWFl4iPysu4kfeYNkj/AANc9XV3KSPRvCqh7yeRuW8zbn2HArvE+7RRXnfaZ1fZRk6gT9ui9gxH1rE1of6PbMeSZCTn/dNFFdOH3MahlsB5UTd+KswoPMH50UV6Jia9uAB070XnEXHriiioY0c7dRrg8dRz+deZ3+oT6X4uuL222+bHMwXeMj5l2nj6MaKKzlsNHWfCCNYrvV1XoFh/9mr2RPu0UV59T42dMfhRh6m5F4p9EJpiErYoQeX5Y/Wiirp7Gc9znLgY1W4H/TUj/wAdFMVR5rr2xmiivSh8KMWX7ONWjLEcitVVHl4Ax8uaKKbBGVfqHJB6A1w3jFQNCZuv75f50UVmx9TlNe8RNrlnFHLpmn27W6KkT2yOpRFBwgBYgDueOTzXt3gpAmkQkdSoYk9yeSaKK4q/Q6KfU6zJ2n6Vyt2xa+dT0eRVP0xRRWcfiCfwlfW2J064T+HymNc/gCGT2P8ASiivQobHPIfH9xT3AH8q2rRFDR4HUZoorokInuQNpNc7qEahmYZz60UVDA83vtYOla3qMRsLC9ilmDGO8h3gMo4IIII6nIzg9wa774SXk+o6hr1/dSeZc3LRSSvjGSd/YdKKK463ws2hueoXpIt2I9K5qFykBZeoWiiuaHxMqpsi+58q0jVeAwGa5ggfbZh6ySfzoorsobmEhEUFmHbrWjaRqYt5HNFFdTEau0bSMYxWPqCBzz2NFFQxnEeLxjQmbJz5qfzrjdS1vUdQ0iLT7u7mmgtnaVPMkZiWbGc5POMcemT60UVjMa2P/9k=", "info": {"video_id": "152022", "label": "holding book behind bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152022", "label": "holding book behind bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "152022", "label": "holding book behind bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e7deacec68de1c7ee08988bd9bf6737811e5bbc1effd3f4de60bec3e45960129"} +{"episode": 8093, "episode_seed": 637379098, "split": "train", "timestamp": "2025-10-13T02:55:05.618671", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 637379098, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking paper towels up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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l+8g1V3nmkW4ViJGA6HHb+Veq/Ad1t9V1YSGMJNGkavuGdykn8iD19hWbrfhK01MNMg8i5P8AGo4b/eH9aj+HUd3oni5NPuYQqzKxWUHIbGOn61pGacTConds99Xw5CNWGpNeS8P5gTIxn0z6e1cx45Mc+pW3l4ykRXOOvNdTGxaMAmuR8UAnUIsf88z/ADpSleNjOn8RzMlqsqlXUEHggjOaybnQChL2b+Wf7hzt/A9RXVeUDzTvsweuWSudidjmdP1nVrBxaTo0qOpTZIm8EH+7711fhbRks7OMIjAqMHcckAds1WNvLC26NmRuzKAcfnS2/iG90svFqYE1m/S6hiCvF/vqOCPcYrSikpe8yKt2tEZPxFvprZ9Ml+yLNjzMgk/KRt7j/PFcLJe6xrx+zxRLBA3DFc9Pcn+lek+Jdl5FZS280c0LbsNG2Rjj8qyre1WMdOa0qy5ZNIdFpRTtqeWadp/23xPBYMnlN5rIXbPbOCR+Ga9y0fUBpn9oSwtie7gjViB9xkBGc/Q4/CuT1CztjdwTmBTc5IWQcEDHP161sqvlWxcjk1lOrtYuFNSTcj0LQvDFs9tb3180jzsRMVL/AC56imeNZlltreNRlRISSfpWZYeM7C3sIUm8wSBQCoxVjxFItxa2sinKs2R9CK25/dsjk5JKd2cz9n6ehpr2iupBQEHggjrWikeYwPSnrHzXO0dKZytx4chZt0DeQc9MZX8uo/Cup8NQ6fHMbWPUIp59uWQthz+B5xUptVccDBrPvtIS6ClwyyxndHMhw8beqntTp2hK7Qp3krXOluQszSeUMFsqMV86peWYYCUtCqZzHs4z+Fe02us6lpo2ajA18iggXFuAJce6Hgn6V5Pe6XCbh0ePJByG6HB6V01akZJOJnShZtSK9l5Gq3siQq6W6KWmkPBb2Hpn1rv7FJruHSNLf91FDGIlTORHGDkn64wK5nQdNAuWSNdsYIyB3PvVy61C7Gs7LMqH243HtXM5XdjrSSj7q1PX59UghUBWAAGBzWbP4jt4wS0oAHrXiuu+KLm3uBZjUZDKg/euv3c+grmJbq61m7EZnmeNeWLMT+NbJXOOUEtLnvVx40tUJ2S7j7c1nS+MZpc+Uv4sa84tUZBGoyFUYrYgzkZpSLUEb9zrmpTIdsiqT04rDhbWXu5lJeT7QpWTa3ysDwQfQYrUhj8xQKe9qyjqwB7qSD+lYtX3NUrbGro2ni3tFBAQICeRxmuf8YXUVv8AZVndwXDgOq5x06j3q1Df6hpu5GMt/Zt96ORsyx/7rdx7GodakstUtoZYHE6KxV0ZSGQnGAR26GupSj7PQxs+f3tjmLjWdMjgEcEUk8g6ZBUZPcmtjwZbL9uudSvQ32xx5acYCJjt/ntUFppFtHL5ghUEdCecVs6LCWvrhR03flXNOemh1QjHojqtL1K20HTp1gjZ7mU/NK3AB9f/AK1dP4Oa7ktbi+u3bFww8tD6D+L8a8u8VarHo+n7iw37wFXGd3er/hv4sabKsVrdv9nfAALfd/Oqgm9TCvZLlXU9oDg1Fd2cF7btDcRLLG3VWGayLDWre6jDRyqwPcGteO4DAc1qmcex5x4n8AhUa4tU8yFfmK/xoPY9xXCPpd5ZyeZaSF8c4zhv8D+lfRGVcYPevKLu0H2mYxj5d7YA9M1hVhHc6qNRvRlXRrO8u71Ly+jbzygQM+d20DjOenXgV088ZgUIH+VVyR71ypW9gkE1nezW8ynIG4tG3syHgj6YNaVr4gt7iUQ6ov8AZ9wSMliTFJ/ut2+hrfDuCViaqk3cyjmT5mOTSonNbOp2k0qRyBFyPlOAFrLEZRipxkHHBzWErpmsXdDo4txAqQWKwahaXSLhllAJ9jxU1umWFaFxHmyLDqpDfrWtJK2pEzsIGzCv0rm9fTfqUfoI/wCtblpJm3Q+1ZWpp5l8px0T+tKT0MKa94zY4sqBUgix2qWOPDEVYKcVkdRWVARgioZLVSau7Kay5FMZzdzp8FnJuiiRPM5baMA/hUQWtPVFJMQAJJzwB9Kyp5RbW7yt/COnqewpMZTfbLqEW0ghMjHvmpL+78qQwoS3y8AdSap2TeVEZXPPrS20LXEU10erNhT7CnCHO7FylyROh0Hw1Dc7J7ld7Zzg8gV1OsqDBAo/hf8ApUegYFhGR/dqbUju8sejf0rRpKJxczlPUzkj7YqYQjGacq8j8qsqvFZG5XVMGnMmRUpXnpQRxVIClNCrKcivK5F3uWPJ9a9cdeDXk90vlyGMZyX2ik2WtS3phEFs8x43Zx9PWspiyTtIDhpe/cDuK1ZJAlvsGMBcD6VjI7TEMe3A/Oimrs0m7GdqWgxXRVtpyR94cEVNpWhLaQbMbmJyzEda6SODfagY5qxFAEUZWtZu2iMFFbmZHpwAxtq7FYZwcVooq46VPGgzWfMVYqQ25jxVtV4wam2cU0LigZXaBT2qpcQqh6fe6+9abCqV2D8pxxSYylsAp+nExLNP90MxYHufSobmQqgRfvyHaPp3pt3L5NuEX06VnLexcNNSpqFmNZgleQFmGdoPNconhh4roPtJA5C+9egWMXlqqnnA5+tTR2gedsr3rqfuxVjner1OTsL3U9JkDW8jpj+HqPyrvNE+IMvyx3sRU/3l5FQnTLdzhlFM/sG3L7kG3FZ84OCe53h8Twy6ezwOGldcIB2PrXOAEYz1pllYi3XGc1aKY7UnK44wUdiGSFXGSKqy2qOhUqCCMEEZBq/imMKRaIQ91dNqSTSqY42QwrtwQNuce9UwvNXtNmgE0duziW5mXEyLz5RVRw31z+lQvAY5WQ9VOKc0Z03oSQDBrR4a3dOxUiqCDAq6h+Sqi9BtG1p06PZIS6jAwcnpVW5lSS4JU5AGM1ipIVJFOe8S3jeaZwkcalnY9gOSayc29BRppO4+/wBe03Sb60tr24WKS5yELdBjux7DPGa2QAVyK+d/Eerya3rkt9KWAbAiX+4nYfl+prqvC/ja68PtFaXjNeaWx2ow+/F7D/4k/hVJWLseuFMVEwxTrS9tdRs0urOdJoJBlXU/p7H2rizd31940vNMOsXNpCDJ5KxqGyVTcF9hweT/AFppXE3Y6LUfMSJWRiBnDYNcbqtwbm7W1jPyRnLn1b/61JpOv3cuk6hJe3Uk0mIxCrnPzHP+fwplpDtTe/LHkmpnoXT97UjvX8m22j06VtWUQitIofRQD9e9YU4869t4f70gz9BzXSWylnFaUdNRVdWdP4bfOnKmcsnymptQnUOqAgkdcdqwrctCW2kjnsae8veolNvQzjTSdyTVNct9F0uW+ucmOPGFXqxJ4A960dH1iy1mzW6sZ1ljPB7FT6EdjXj/AMQ9Z+1XsenRtmK2OXA6NIR/QfzNYug6ne6RKl3plw0c4+9GeVkXPTHf6flQlZXLsfRZXNNK4rmfC/jex8QIkEmLa/xzCx4f1Knv9OtWfGN9c2Ph557OZ4ZRKgDoecE8imTsbDgYNeVXVxHeagjxKNgQMTjnJ/8ArVqanqV3DosV/Za/qUoac2+Z41RZiFyzx99qn5Tu9R9Bg6arCIyPyzDP9KVRWVi6XvO5JdHCHB7VTtl/dJ781avD8h+lV4OAg9qdIqZu2f8AqwKnc4qC0HyVK9aT1IQqPg4NWFuYY5oonlVZJciNScFiOuKoZINec+ItWfUNZaSOQiGH5IiPQHr+J5/KslG7G3Y9jA4pClcNoHjV4GS01hty9EuRzx/teo9+vrXdJIkkayIysjDKspyCPUUxkZFRuF+zy5QOVIYAjIrDtLn7b4zl0y81O6tbaSXZG8UsaLH3JYuMYxnjqTgUlrf3dlJrltcSTtJFL9niS5A3qSWHOOM4GTjiny6XI5rvlQ4yC5v3lwNq/KuBge5qpdHzL6FO28VbgQRW4GOgqjF8+pKT2yf0rKGrN5aKxtW7c59a1I1AXdWTbcsAK11GIxXTJ6GAwvg1YjmG05IAA5zVWQd65rxhqzWGjG2ibE1z8uQeQn8R/Hp+JrC2pR3lpLHcW6TwyLJE4yjqcgipyMivFfDPiTUNCLNAwmtd372Bjwfceh9x+NetaNr1jrtr51nJlh9+JuHQ+4/r0p2sBdK4qNgKzfFd1PZaG81tK0UglQbl64J5rA1qHxFomjabe3WoXazXZfzIiuBDjaVBOPvENnHb86ai2S5JOx2clpBZyS38MYW4m+Vm/qPeqqsWcljknqTRRSnuKGxMoGKnX7pooqojZSbhj9a5Px7dTQ6NDAjYS4m2Se4Azj86KKzW5R5g5Juhn1FaVq5KyKcFccg9D82MUUVctgjubOg6zfeH9bEdlMfKkmWOSKTlXB9R6j161vazfzaZ4zvry32+bHM23cMjldp4+hNFFOBFQz9JjU3G09FAxXQYAHFFFZVPiN6XwFKABtZjz2ViPyrprEAvRRW1PYznuXmGGNVbyRobSaVcbkRmGfUAmiisnuCPDb2V5j5sjFndtzMe5PJqSByiKw7IOPWiitfsi6mlL8sbXKkrNGy4cHBOfX3967ODXb/WfAl2L6QSvb3USLIRhmHP3vX60UVMAmVNW19tYhhjk06xgMKqkb26upVB/CAWIA5z0681LbDEQAoopVug8PsyC/OIX+lMQAMtFFOmVM3rQDyhT5AKKKuRCMbxBPJb6JdSRna+0Ln0yQD/ADrzKX/j4x2yBRRSW4S2LsH7weWwypkI+nvXQeD9YvbfVodPEu61lcqY35C+49DRRS6jNK/1htM1zUYzYWN5FLMGKXcO8BlHBBBBHU5GcHuDTdPu59S1K7vruQyXEz+a7dMsfaiinU+Ain/ENyb5YziqdqAb1j/sH+lFFY0zeoa9mP3tbRH7uiiuhmRWk6GvLfF08k2tXgdsiJhGg9FGP8TRRULcb2MmyYqyEHBLnn8K0IbqfTZ4LuylaCYgnKcY/wDrH06UUUP4hL4T0LVb+bUvAdteT7RLK0bNsGBnJrmrrW9RvtPgsLq6llggdpF8yRmJLY65POMcemT60UVUdjOe5//Z", "info": {"video_id": "140570", "label": "picking paper towels up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "140570", "label": "picking paper towels up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "140570", "label": "picking paper towels up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d0fe52c8e578632a5c8008162882c07cd034104dd8652abdf9b27d738a6c43fb"} +{"episode": 8094, "episode_seed": 156482928, "split": "train", "timestamp": "2025-10-13T02:55:06.432352", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 156482928, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing keys against bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219852", "label": "throwing keys against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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Oua5/TFWFijqHY9PauytbFtisrgmMAlW6dK6r2R5zV2S+Uk8RguVARl6Edc9K8t1DwlNp3i+3SNm8qWXcX9FNesNJFMwWE5ypyT2p0lkl1EBKg8xeA3qK4qtSUG5xOyhGMrQn8hmmxBYkjzuAUDPrWbqcTwXZdfunqfpWxZQNbvjtUGrwCRCCO+RiuOlOzO2tG90VBbwPbuTGpR1O4E8Vg6eWtpXtnOWibbnPUdj+IxWnLcrHaASvGICfLbfwM+h9iK4S2uDoGqvA9xHLpjTNFDIGB8o/eUH2IPH4+lejTV0eZJ2dmXNb3q6oCACCTn2NZsTtGRgd88962vEMDWh8uRMSKAGz2JzWPHC7sMHJzijDNumr9DqzCKjXbWz1Og0uFp5UZmX2UdhXcWqyxp8wwWxwKxfD9vHJbIoQ+YxAYkY246/WutFkpVRG4PUZ7GtZ3tZHCrdTN+yiKRTCT3yHGBmqWr3zW2iXZLkY2EfnXQyfv9sQXAzyQc8+1cL4xchXhBIUDLD1xWD0ZvBKW5Jp2oNO+wtwRuFXbtXdWZ3HT5eP0rl/DF7HdQo6nJT5a7IpmLcPSsaknGdjqhTU4cy3PPfGpntbG0u45CYUm2zQgnDKcY3DoelZ19Y2I+z3ItovJLBXwMZVuh49DitjxvKp0eWMDaJHVMfjnP6VgeD7f/hI7pdIu9Rmt42hkVNke8syoWC+w46n0969TBSXI0zxMwpydRNM0dL8OtEl3JGwFqJYhtJ+6W3DA+teu6GYW8AR8lkiVyvfHByPzFePeG9QnutKv0lld5I1jlAJ7qef5iuy8CeKBBol/ptxGWj81yjY6EjpUSqwVSpHb/hkd9HDVZ4elPe1/wA2cneMqXQ39GXrXVeFLcys5iBCHg1yWsIVAfsr7a9R8FWapoaPsxuOc1z4d3oo6cxjy4h+ZsxxIFWNlAGBzTGy2Ez+7B4q20GXIByB3qSW2BAVUK4JFU02cVzPkt4jlgwBTJ4rz34k3D/8ItcFfk3uiHb3Ga9CuINrbckjODiuL8eaab7w7cxQjcygNgdyppfaQ9bOx4SRViO5k+yG23fuy2SPeoWGDyKb0rtscl7HZaMFvdCEUkighWQ5Pp0NdHpY3eGrVs58t9oP1rltZ0TS7Hw1b6tpGp30oe6NqTcQiJbkhNzvEM52qcKdw/iHuB03h0+Z4YuE7xkGuPNJKVKCS2PUyCk4Vakr6Oxau5GCGME4dQSoOKxmOJDgkHPT0rS1YvHDBImRkbSR6daoW0iAgMhYHr9azw2tNMvHR5a8l/Wpu2NuZI0kIPJGWzya6SzhV7gIwJG3IVuNx7ViaQj+bG7owjX5lXPArrYwzQBAoEh5DelbSaSOFLUgZHgkKZPXO0dMUsluXt/OjP3eWOec09RJDI4f5if485BpsvmSjEabVUcgcZrBGvUpqQ0ihiShPRuBmmXds0cixlgu/wCbAB4qyZA4UGMHA5BPX6VRu5JHDSgMu09c9PSpexS3LIuZCsaqnHABHfHUViW2lXqa5qUrySTW7R+dHuAyOSHAx2HB+lUdL1Az+KZNMv8AU7u1tpptiyJPFGsXqzGTjGM8DknA71a8Cy38Pj2e3vLq7b7JM8SQ3WA4GSCrAEjOAOnFdEMO6kGm9GZ/WfY1E0tUzNvUJ01V4CoQOe+Kw1xxjNej/EG2ghniii2/MrkhRjjoK8+t5Imbax6HpjrWVCDpuVNvZndjantowrpW5l+TOn0OwLxiTYNq4JPfmuxggEQVVJx3zWf4ZtJGtIt+fLU5APb/ABrpykUikuoXZnAX+laz10PPRmTW2xxJsEfBGVOQaiTcDuBYlRnbWptaeRfNOR2B4FRyW6IpnVgNo5yOPpWXJdFqdmu5HFOszgcB/SoryPcG4+6KqxsTqKyBdoPYdq1JUDR5/vDBrzpw5HY9FVFJJnj3jfz7bVrRHkc2M7bWi3HbvHQ/Xmubn06Frryi0ipMnQP/ABD6+1d38R7ItoZlH34pVZTXNeI/DWqaB4d0bVL151ubsyPJC0ZH2fAQoGP95lcnHbp1Br3MDNOikzw8fTkq3Mmdp4+VYdcvggwEC4H4CuOtZnDBc8dvaiiuej8U/Vnq4z+HS/wo9Y8N28aWKMo5wOa28ld2CRu6+9FFVPc4kIyhQCOtcX4sgR4btmzu8tjn8DRRWE+htS3ZwvgIlZp1BOPLRvx5r1eBF+zLx2oorHE/xDuw/wDBR5n8RhsihVeAZT/KuI0nWrrQdUF7ZiPzoy23zFyPmUqePoxoor08H8CPHx3xs0/B9xJJrM6Eja9rIrAd+P8A6wrtvB0amC/UjI5P44oop2Tr1P8ACejhW1hKdv5jG17m1n+hP47hXr3g5i3g+1Y9TGpzRRXJgv4TNM4/jx9DYXhQfXNX7kYt1x1yDn8KKK6lseQ9zEujtKkex/WsnU1G0HHUtn86KKzqbGtPc+e/ElvHba9dRxDC7s4+tZOcHOM0UV0rY5pbnQa/4tk8RW9vDNpGmWpt1WOKS1SRSka5wgBcqByScDJPPrXoOi28UWj3QRQBgj68UUVyY5fuX/XVHpZS2q6X9bMravzboOynA/Ksq35uFyByw4oornwf8M68z/j/ACPQdIt0jgikGdzMcknPet+FA0yAjIJwaKK2qbnnLYW6jWMKEG0FRkCqsSB3ZGGRjP60UVktyuhVux5cjKuQA2RULRrNGAw/jAyODzmiiktiux53e6wdM1PUoW0+wvoZX3mO9g8wBk5UgggjryM4PcGq3hLW7+88SRanPPvu7jUkaV8Y3Fs54HQc9O1FFehR+FHJNXqff+TPVviXEivZyBQGYNnFeU2EayasI2ztLkUUVzL/AHifyPSl/uNL5/me4WcEcdnEEXb8g6fSrMMayTBWzg0UU5fEcK2FuY1RwFGAVBrOuPukdqKKmQ4mXcZiusISMEVugZg5oorhrnbS2PPviRK0Wh/Lj5pFzXm8/ibVtT0a30y9vJp7e2keRPMkZiS2OpJ5xt49Mn1oor0st+A87Mt0f//Z", 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", "info": {"video_id": "219852", "label": "throwing keys against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219852", "label": "throwing keys against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "219852", "label": "throwing keys against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e7937361b73a86b61735c9e027bb1d0752dbd8e5159c918777817b90eeec12d8"} +{"episode": 8095, "episode_seed": 424167355, "split": "train", "timestamp": "2025-10-13T02:55:07.204108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 424167355, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting orangepeel on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164983", "label": "putting orangepeel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164983", "label": "putting orangepeel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "164983", "label": "putting orangepeel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f91b6da06c871157398df8c50cb69869f766be725b853d1caa3c4fdda489eb8f"} +{"episode": 8096, "episode_seed": 3454879517, "split": "train", "timestamp": "2025-10-13T02:55:08.792534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3454879517, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a book so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "195866", "label": "pushing a book so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "195866", "label": "pushing a book so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195866", "label": "pushing a book so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "195866", "label": "pushing a book so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3f98b53a6579dc3bdcbc52d6915310014db31d503f124bb10e681595f033242b"} +{"episode": 8097, "episode_seed": 1271492386, "split": "train", "timestamp": "2025-10-13T02:55:10.276836", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1271492386, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a snacks box is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157964", "label": "showing that a snacks box is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157964", "label": "showing that a snacks box is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157964", "label": "showing that a snacks box is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d4b1de40e7b9aa1816945f26a408f3df9ea6b1835203462a8163f70e5c520f81"} +{"episode": 8098, "episode_seed": 4229545753, "split": "train", "timestamp": "2025-10-13T02:55:11.678645", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4229545753, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking stabiliser from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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1PQsQAa53VPEml2hIExkYdkGf/rVn6543trOH7JotiqzkYkvZkLye+0tkj61wVxLNfTAZYs3JJOSaS1ZLg9zornxibmQxQW3BPDyHJ/IVkTmTzDJkEOc5AxiorK1aGfDryfWrUinkVSVgOv8AhoSH1Un/AKZf+zV21y2eRzXF/DphG2ohuB+75/76rtXj+UsOcnrms57nRS2KDjd1qzbMBbndnCvjAHqP/rVFsO7rUE0AnjMb79hOSFcrn64qUbSjzKx3PhG5sWW7spFRp5MblJGdn+Ga2bTwzpGlTPNY2MUMjAguMlsemT0Fec+HYY9O12zltkSMbij4GNysP8QDXq8spFsXzyRUyJjzRVrnjHxMtW89pB1HINeP6hd3kp2SApGOgU8H8e9e0/EGQyhsnnoK8207TZNVv4rCCEzTSuERAOSTRAJ3atc48IzEcHmnzW8kErRupBWvUdc+G95odlayzNA1xIpklto3BaIds+uQCePSud8Q2kU1na3cSDLRhXx3IroS7nBJpPQ5IEFI/X/69fUEzkxDtkCvl1htkA96+mZnLxrhsYHSoqG1BblS5f8Ah71lzZLEGtF5A4O7APSqEq5fvWZ2RKjs6n5TtI6Edq4/xR9stLWHGo3brIzBwzgDp6ACuwcENz0rmfF8BfToWGSFk5/KhbimtDnrxH06xt2tpJIS6AtscjJ9etafhrWtK0aGXVNTJuL1XCwq7Fmxjkrnoc9zWFdXT3louVZWUYAJqCKHzYvLkTI96Vu4ScmrJlnxN4zvvEspEhEFsp+SBOn1J7muYJzya2m0GR2zFnbVzT/Dpuba9U/6yJd4z7da0jbocc01uc/AgbcccryK9N+Erf8AIYB/6Y/+z156tv5MrKeMivQfhV8p1j38r/2ereiFT+JHoE4bbxWdN0+lX53wME9eBWe4+bk5rFnfEWxYrOfdGH6V2mr6d9h8BSznKyuqIo9C5Gf0Ncfp8PmanbR9mkVSPYnmu/8AHU4Xw1ZwpgLJcqSPZc//AFqbelh04P2sbdbHnd5iFFQDhRgVz0p+1X7J2QY/GtjVJDkmuetJSs87nuTXJc+w5LxRFdfJGyrxg1yGparPZzrHCRkLgsRmumu5CEJ7d65q7shfXkar1Y7RXTSfQ+azSgmuZbmM93d3smJJ3YnsTxT5lVlAbqBjIpz2clpc4cYZWwQaJwA2K6UjwGfUM7c7aoTruyf0qxM/y+9U2JIPNc7PRiU3GCcVXbOav7OTmqs6hc0GiZwniRntNYW4VC3ygYFYN0WnuN68Z616DqVnFdoVkXJ7GuRvdMa3lOM8UAojLfTYruMCUBielbq/DnULSyh1OSxdLVmGN3DEeuOuKoaNctaXkEy8tFIrgH2PvXvkOrQeJ/DLvGnlzFCqE4YqRxzVROXEPl2R89eINLitrlJIVwrDNYEsJzmu78WxzQxNbSWk3mRMQZFjJX865/w74fOua49leXs1rGUkMXlx7i7BCwXnoOOp9PetjluXfAyGM6jnv5f/ALNXYqSRtz0rjfA0cqfbzMrLu8vAY/WuxGM596yluddJ+4PiTe2CM1M9rsByO1Psk3TY6Ac5NaMwj+zBgRuHJ96ErlOVjnd3lSBxnIIIr0trjzNNjY8blB/SvNbnb/DwK7yKUDToFPOYx/KsqhR5l478xcOx+UngVw2m3c2m65a3kH+tikWRQDjODXb+PG8yUIDwlcCylpI2TgrxVR2Ierse6Pcx+NPBc18DHbaqQ8dsoGQNoOUUjrkEda8l1C1l0/SZbDUIpYpowGXehGeAc/rXrPw+0op4XjjLSLPeqLlfl+XALKMe525OPasz4k2lyugDUItyRy7UeUAE89VI7fdroi9Dz5aSsj57mT59y8jPWvovzC8WQO1eV6x4L0aLRbfVNL1G8kBufILXMIRbjC7meIDkKp+U7u5HuB6XHIdgB9KzmdWH6iH73I4qLb8xqxwxx+NSrbqIy7H6Cszq5rGTOoAPpWbdxrLCY3G5T1BrcuVTk1kXAAJIPSiw7nEanpPkNujGFPQelU7ZSsgz+tdbeASfe57c1iTWgEhK+tK47dT1D4VW2hzQSyXUMLapFMDbmX5j93gqv1ySfpWd4t0u20fxgLeGIxCaNjIwXCvk8Edsf/XrG8C29zdeI7byGZDbnznYDOFBAPHvnH416R4q0ZtT0y4swsgkQrLC0XDIMHGPYc/nWkXocFbSR876xALXU5Iz0ViPwrrfhtndqZU4H7r/ANmqnYeGbXUPG0ml6reXi2zSCIXQeOIKwwWZjJ2xnAHJOBW/4V03+xtS1iyAmURTBAk4AkGCw+bHGfpxVt6BS+NHUtKGYhhggdqrSRgnjmnE/NnFSKAXGKyO5D9KTZq8DnorZ/StjxTfPdW9lGW+VGJFU7aIJKsmMkDmq2tTHyVJHRcD2rKo7M9TAwjNc3VM5jVpixODkVhRNjf9a0ryXepNZQbDGsUe+56JEF637o1kRt5V1HJ/dYGtS8I8o1T0+zXUNVtbRpNizSrGWx0ycZrenufP5g90SeKoQbk3SqAJxuH171x9wWLGvQfGGi6npmkgXAjMcLookBwx3Z7fhWXrXgTUNH0TRr2785Z79pPOiaIgWwAQoGP95g2cdunXOOt6HzV7ntmSUOaj70UVgekNqpcAEtmiigZlTuwJwax7z5ic80UUmaxMsqEIK8GvcfA9tEPCtuwX5pFDs3ck0UVUDkxWwur6RazXAEu90bkoW4NeS6xfSaP4uvLq0WNXhmYICuVGV2nj6E0UVszhKnh+Zy8ycYXaB+tdCJG3CiisnudtL4EWFldAMHHFPaZyhGeBRRSRTMqV2MqAngtXfagxiht0TgbB/KiiomUeaeLWLOxPXNchbqC5XsT2oopx2MvtH0X8PtPtrvRtE1eaPN5DYC1jYHAVAx7ep9azfiOg/wCEYvIxwkd5EFUAdKKK3icU9zx7X/E0mtQRRSabp9uYFVI5LdHUqgzhQCxAHOTgcnmu0jc+V17UUVEzqw/UlRiOe9X5JSbLbheTnOOaKKg2Zm3Jwo965+7lYSHFFFJmkShdE4X3FUQxYNmiioL6Hc/DCKOfWNVtJUDQy2Q3jJBIDrxkc4PevY9QgjHkbFEYMbJhQBwBwPwooraGx51f4j5/8R6y2leLdYi+wWF5DJcBjHdw7wGUZBBBBHU5GcHuDTfDmoXOo6hqd7dSeZPO6ySNjGSc/lRRTewqXxI6Lccmp4OZkB6E0UVJ2GzCAWZewOawdfdssM8UUVjX3R6uVbs4q4dgrc96zlYl+tFFZI9iWwy5/wBXTvDn/Iy6d7XKH/x4UUVvTPFzA9Y+Kmm2trZQyRx5LyocP8wGfTNecXut6he6VDY3N1LNDA7yr5kjMSzYznJ5xjj0yfWiiupnzaP/2Q==", 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", "info": {"video_id": "205449", "label": "taking stabiliser from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205449", "label": "taking stabiliser from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205449", "label": "taking stabiliser from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ca0d47ba4c516ccf23b6cc67c06c1620579a242184f81eb13443b132ff2363c6"} +{"episode": 8099, "episode_seed": 2720347957, "split": "train", "timestamp": "2025-10-13T02:55:12.974266", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 122, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2720347957, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pen down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "72383", "label": "moving pen down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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3CylAPeT5f50p1Yr4mVGlJ7I9E8SautvAVHJ6Aeteb3V6zEheMnqWr6Hb4W2GpeBvtlxC76w8YmUmRgB32YHHIxn3rgIPDGnoFaO0iH1XJ/WsqMFFDxNb3jy6PzJG+UM5PoM1pQaVqlwP3dpOR6ldo/WvVrfSYEUbUVfYACr8Wnx4+7XQjjdfseV2/gzVrjlhFGP9p8n9K0oPh5K3M94fpHH/AFNenxW6IAAoFK+0HFBm60jgrb4fWK48xZZD/tvgfpWrB4F09QGW1gG08BlzXTL96rsA6elDgpqzJVacZKSexm23g5YYlbfGiHoI0Ap7aXbRgouTjua6GObdaNHn5lHA9qxJ5Rk4P5fyrxcThoU+mp9Lh8Q6sVJbEmlxQW3nEKAcgZA+tXZr8IMJ8oA61nWzFY5CcAMR/WsTxJqgsLMMGO4nCgd/aooN8qSLqL3tS5q8dprsD2Nzz0ZZB1RvUV4vqcV9peqz2M6gSxNj5VzuHYj2IrsNH1+WS+kFwQvmOBnPQV2M9pBfSLPtAbGM45I7V6FByi+VnHiofu/aLoeSW9hrF8B5Vtckeu3aP1rSh8E61ccyCKIf7cmT+leo21rFH1XdV4IgGQors1PJdZnmlt8N5Gx598x9RFH/AFNbdn8N9NXBkSWU/wDTSTj8hiu1hIyeKuwqpIosQ6kn1OcsPAGnxTgRWVqGbkFlzj863D4TitVPmMBj+FFArah+Uq4PKnINT38qvEsgIIPJOOhrz8VhIXc31PYy/FylD2fVHLS6bAoPy9B3ry6CCa9uRb2lrJPMxwqJyT+Ar1qd8twOD0FaSaRaaTZqbO3hs0k4/dp87j3PX86wwslT5rI6sXTdTluebx/D7U3spZJ7uztLjb+7hWISnP8AtMeB+Ga4CTSfEs87xPbXpZGKkZ2qCPyFe/yvbp8u0uR3Y1m3HkzSscDd3Arsp13e0jirUGoXpnkNr4H1u4XdIkUee8kmT+ma2LX4cTOB598B7Rx/1Nek2gjB8vA9RVobFbHFdiTPKdaTODtvhtpyEGZrib/efaP0rcs/BGkWxBWxgz6su4/rXT7RUqLTsQ5yfUp22g2oXYECr6KAK1rXw9azQGSRnYrwRUkAHFXoZRC/P3TwSP0rnxGFp1VeSu0deCxUqM+W+jMe40+2gbbFEoA6nFcD45tVlvNNhRAwkEqsPb5f1FeiXsnzsARx3HSuV1uJWntpWXlQ23PbpXkxUY1VZH0Em3T1ZixxxaRpPlRAKwXJNcT4o8UtJp/9nQuRI20uyn7uP611+oubtxbJ3HzHPSsiHwlp4l3NaoxJyWcliT+NehQhf3mebisQoe6jgLPWdTt5d9teXCSH+JHOa1YtS8W3f+qvNUYevmMB+teiW2h20AASJEH+yoFaMWnRKR8ua7U30PNdbsecx6X4uuQDLqU8YP8Az0uWJ/StC18M6uHDy67eFh/zzY/1Nd+1vGg4UCmqijgU7szdWTObh8P3LACXUL6b/rpOcfkK0bTwis86q6RTMvKtMS+M+gNbUKDdWlbHy3STup7elZVaCqQ5TTD4qVKopPVGafC0NqmWccfwooAqvLpsKnJHA9a6O/mAAORgjOQOKxJ3Ltx+A9K8OvShTeh9LTm5o6j4geJbjQrC40+2UJNdkR27KeQCPmOO2B/MVwdlbeRaxx9Sq8k881oeLoJr/XNO1K5LbZ45FQ9PukdPTr+gqtbxNFEkZkaQquN79W9zXvxWh8vWk3KxPHGDVqOMCool4qdjtUVRiMbA71Xf60sknNRDJNMRLGCDntWhB0HpVFOKtxuFHPamhMmlyI8qccdqz32n94wwueBU1zdxxRku6rGBkknpVCB2uFeWSNooQfk3/eb3x2rz8wUXFO+p6uVSlzONtB5mPluR0rjPFMb3LRCIMZIm8w88Hpj/AD711k037pyV2r2rNt4FvLsyniMYB/2sdq4sNaKPUrN82hS0TwzaW8Yvr9Nxc/JG3b0rqrX+yLW4cSLcFXUECLBAPfrWNrE5dkgVsKCDx2AqSz+dgTxXfQg5vnZw43EqEfZrc622OmZyrIYz08wYb8a2LOHw9L8twY0yfvBuBXFBiO9L5jV28p5XtfI6rUbXTIL5F0/E0JxuO6nzwWSWXn/ZHBUj7jZ71zETMWHNasPmFQA7AfWplBvZlxqxW8S/BfRXFuMW8kTBud1QXUuzg5YHoPelPA5OaytRvREoDAvIxxHGnLP9P8e1KpFOm4yYUqso1lKC+RJK6x9eXP6V0GtyBok+mAPauUG6ONJJx+9IHyA5rX1i6LFjmvBhuz6ab0RzPibW49F08XDHJZwqqOrVzGgeKWvL8xXOI3kcsOe3YCqfjmOW/u7S1gLtMT8qZ+UZ71taP4T0zS7eKTUIxNeSDO5+w9vSuxRio3e7OeEry06HS2z/AOkFs8YzV3eCetZei6jo9rCtvPpd8RvI8/zg24Z4OOuK6iG48L3BIkn+zntjd/WvSpu0Vc8GtTUqknB6XKtvIGyp7VbTPGKZNBYQt5llOblT2jkUn8jj+dPtUjuc7pbu1bOAWt8r079au6MlTlsXIG4+lWWwyEGs21ns4rlrWXWIJZgSFzGUzTbjUo0gaR3Ear94npQpK1xShJOzEkYEkORtToPWub8Q3IURueMBsfpWpG1xdT+fKvkWygkK4+d/c+g9uvrWRrFvLqeo2FrAuBIzBf0rw5crxHubH0lJzWGvUVmYEE7XF3FaxcR2+XmP96Ru34DA/OtdIwB71kaLaSwQRuHUAs3mqy5JPbntzn8620GSDXsxjZWR8/Um5ycmSxRk1Yb5VFInFRySdqozGyOxqJdxNBYnFPSmIsQE554rRi6D3qhGec1bEiqvX3ppiYy5Yg7Tlv7o7VTlKxqQeXPU02+v1TaNpedvuRp1P+A96bKREgZ8NIR930rxcwiue66n0OV1JSp2l0Oq+JNitrpOizRjC29z5X4Op/qorklGcV6F8SIQ/gyVupgmhkyeo+cDP61wEH7xFb1FerD4Txq/xliNcAUk78VJnatU5XySKswZETk04U2jdimSTq2MUk12kCgEFnbhEXqx9qpvdM0pgt1Dzdyfup9f8KtWtusALs2+Zh88jdf/AKw9q48Ri40vdWrPQwmAnW96WkfzEjtCzi4vMM68qg+6n09T7/lSynzOWyqDoPWpsGXlvuD1rmbd7jVPF9zpkmq3FpD+88kRpuyyoWC+w4PJ9PevMXPXlvqe4lChCyWhoX7EwhR3qO2P2a03txisXQL+51BJzdTvKFCldx6ZzmrOo3gCCENyeMVtTptPkMatVWcyq87T3BdjwxrZs+IwSaw4B5rgDpWzEWRAMdK9iCUY2R8/Uk5ybZoKxA61NGQ3WqCyknpVqJgcGqMrGjAoLVpxMEFZcTADOQOM01biW84gcxwd5h1b/d/x/KsqtaFKPNJm1ChOtLlgi9c3jvKbe2UPN/ET92P/AHv8OtMjt4rQNIxMtw/3nfq3t7D2FPQRW8IWJAqjoB3PvWL4nuriy0V7mCZo5/MQBlPOM9K8eriJV5W2R9Dh8JDDR5t33L8hIbe5y56e1P1a5G1vQVyWqzvBosOpWWuahMGufs+biNUWchdzPEOu1ThTu9R7gbeouZBj15NHsnTepbqqpsUbHT459XbU5vm+QJGp7Y6moNQkOpaykKtmKEbnwfyFOvL3+ztKdl5kxgD3PQVFolsYbMO5zLKd7se5rtw9PmlzPoedja3s4ckd2a6quMACpYYFkOCM0xc1etI/3gNd9jxbksNhGBkLg1djW4tzugnkQ+xpyYFVnu3mk8i0Cs4OHkPKp/ifb86xqzjCPNJ2RrRpzqS5YK7GXE8n2tZJgJ7pjlfkBcn1z2+tWbayw4uLshpF5Vf4Y/p6n3/lT7a2jtsnJeVj88rcsf8APpUxHmcnhB3rxauNdT3Y6I+iw2AVL3p6y/IimJlBJ4jHb1rV8I6fHdaq946/8ey4X8T/APWrz2O+e98az6Xdard2to02yNopY0WPoSWLjGMZ46k12fwsmvX1XxHaXc9y4tZUjCXAG9eXHOOAeBnHFa4ehJSU+g8RWTg4HJzQfZNY1SzxxDeSqPpuJH6EVPEpJq34miW38f6vGOkpjlH4oM/yNRRqFya9pHzk1aTQO20VWds1JK+TUOelMkUetSoaiyBQHABJIAHJpCLiOBUEtzJLIYLYBpB95z91Pr6n2qtHJJfHELGODvL0Lf7vt7/lV+NY7eIJEgVR0A71wYjGKPuw3PVwmXudp1dF2I44IrNSRmSZ/vO3Vv8APpUb5VizHLmqPiS4nsdHa4hlaObzEAZTzg1k65Za9oWi6Zf3l7dLPeGTzIimBDgKUBOPvENnHb864I0pVU5XPWlUjStCx7p4tUTeCdZV+R9mZ/xHP8xXmNgc2sefSiivcWx85iPiLLniqjnLGiiqRzkTGqN/PJH5EaMV819rMOoGO1FFZ1XaDa7GmHSdWKfcv2kSQRqsagCrQGSo9aKK+a6n2FiSfjCjgV59qWoT6R4ruLy12ebFK23eMjldp4+jGiiurCfEzmxPwjfDxMcNyF9FH86dq8SrDp0wzvkMoY+uCKKK9Ch/FPMxX8Iu6aoxnHNbEY5oor0Oh5D3HgDNWokHFFFJgRqTdag9tKcwxqp2DoxPr61rpwAo4FFFfP45t12mfUZdFLDJpE0IDSYPOM1z3jAltGfPOJU4/Giis6Xxo6KvwM5TWfEb61HBFJpmn25gVUje3R1KoOigFiAOc8DrzXZ3Y5/CiivRrbo8+lsczqbGbU7aB+Y+Wx6mt+EAAADgCiiu3D/w0eRjn+9Zch5bmtOEAYx6UUVuziIL2aRrq3tAxWOUMXK8McY4z261oQRJDAqxqFUdAKKK+ezRv2yXkfT5PFewbtrcnPUDsafNwgUcCiiuCJ6TPNNZ1Y6V4g1OL7DY3kUk4Ypdw7wGUcEEEEdTkZwe4Nd18Hr241C98Q3dzIXnuXhklbGMk7z+A9q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", "info": {"video_id": "72383", "label": "moving pen down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72383", "label": "moving pen down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "72383", "label": "moving pen down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e1612a3ea48796758a9d8aa2e68fc04bfd3386f8b11f5094da888fb73ed5e2d4"}