diff --git "a/matchstick_equation/bfs/train/batch_000721.jsonl" "b/matchstick_equation/bfs/train/batch_000721.jsonl" new file mode 100644--- /dev/null +++ "b/matchstick_equation/bfs/train/batch_000721.jsonl" @@ -0,0 +1,100 @@ +{"episode": 72100, "episode_seed": 247896938, "split": "train", "timestamp": "2025-10-28T03:49:45.693292", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 247896938, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [5, 1, 1, 4])", "action": "('move', [5, 1, 1, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "56-4=52", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "56-4=52", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2eab2e2100cfa3442461244c849a7f7d49b39a22585385029afb24c8371d91ec"} +{"episode": 72101, "episode_seed": 2358038924, "split": "train", "timestamp": "2025-10-28T03:49:45.784722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2358038924, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 6, 5, 8])", "action": "('move', [4, 6, 5, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "15+20*8=175", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "15+20*8=175", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "93d9e1592a522f2bcaa3d1f685222bc8b7e52cdff1cd6f5e06c6e08ab65e1741"} +{"episode": 72102, "episode_seed": 647606445, "split": "train", "timestamp": "2025-10-28T03:49:45.860830", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 647606445, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 2, 7])", "action": "('move', [6, 0, 2, 7])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1T4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONIhbCRh/EInuCqnqC5GcceG3X7THxjf/gixGzftZa43ihrH+x5PDH/AAllrv8A7C+1G1EX2bHm7PsuF67tnPTmv2c/as+Hf7LnxN+D114d/bCsPDE/gpLyCe5bxbfpa2kVwr4ifzndBG+5toIYE7ivIYgr8ePC3g+3/ZT8ZeGNG0SxTRk+H2oWlrZ20SiEWosZEWNAvATZgADjHSvmsz4fxOKx9bEwxLgnFaK99Faz1Wmn5n6nlfidl+X8GZPlM8uU5YTE+1c2lyzSk5cqdn7z57SvolGG97L83P8Ag1Y8SfFe9+HnxX8L6rLev4JsdV06bRfNj/cR6lJHN9rWNj/EYktWZRwMqeC3P61V86f8E7/hB8Mfgb4d8ZfD34Q+CbLw/osOv288enWCtsEklnCXcliWYk45JPAA6ACvouvV4ai4ZHQTd9L/AHtu3yPivEriLDcWcb4zNcPS9lCpJWjpf3Yxjd205pW5pWvq3q9woqK+vrLTLKbUtSvIre3t4mluLieQIkSKMszMeFAAJJPAAqh4M8ceC/iP4bt/GPw88X6Xr2kXe77JqujahHdW021ijbJYmZWwyspweCCOor3Lq9up8QqdR03UUXyp2vbS72V+7s/uNSiiimQcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv52/8Agkd8Z/ib4Z/bdvZPEHx01nwlaeJLHUJfHeqvrkdk91KqvKhnkuOPM+0svbfl2HQtX9JVfFH7AfgD9nDQP2q/FviH4TaT4aHiXVLXxC/jqbSrxJ7o3Q1iAqLlQ7GFsmQ7CF5zxxXyHEuCqYvHYSMKjg25K66aXutV2sfrXAfGmE4c4PzvLquD9s8TTglKytHVx966ei5uaFvtpd7r8hPjD8Z/2jNc/wCCu1t4z+H3xM1nxT4r0z4iWmn+B9VS+jvZbizE4S2hRo/3ckbRSEMBwwkfdyzV/SlXxP8AtB+A/wBnHUf+Ci+ieMfE+m+G3+I2n3/hdPDTXV6g1FLM3h8xoYC4LJ80uXCHGW5GK+2KvhjCzwlTFQnNzana762V79dXfX0J8TOM8LxZl+T0qOE9h9Xw6g3Ze9ql7tvsLlvHs5SXmyv5xf25Pi7+0p4Y/wCC1XinxpqnjLWNB8UaV8SRYeH9R81baSz0gyCG18st8ixNZyKdx+VlkZm+81f0dV8S/GzwJ+zpqf8AwUisPGviDTfDkvxJs9Z8PR6K91ep/aKWJKB2igL5KfNKC4Q4ywzxV8V4eWIwtFRm4/vIrTz0v6rdC8J+MsLwbjsfVrYT6wquHqQtZabPW/2Ha0/K29rH5cf8Fzfi94m8ZfGHwl4R0n9oPUfG3hCy0Fr3TzP4jg1CK31B55EmIaEDDeWkHDdAePvHP7ef8E8PEPxW8WfsN/CvxJ8b3vH8U3vgqyl1eXUY9lxKxjGySUdd7R7GJPJJJPJNeXf8FRvAX7N3jaHwHpX7R+meGptKjudSk0qLxJepbwvfiKERKm50EkhBfCc7hng4r6Q+CwI+DvhMEYx4ZsOMYx/o6VzZDgKuBzrEwqVXNqMNX1vrrq9rWRpxbxrhM78Ocoyeng1Slh5VG52Vpa/Z0+1e9T+8k9enTVjeMviN8Pfh1HYzfEHx3o2hJqd+ljpr6zqkVqLu6fOyCIyMvmSNg4RcscHArZr8Nv8Ag6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+7nOZf2TgJYhR5rNK3q+p4XhrwTHxA4sp5PKv7FSjOTla792N7RV1dt26rS76H7k0V+b37Hf7S19rnwT+H3iX4nftr6hd+LtQ8P2jato2o+O7I+bdSx7fLeAAPuO4fLndux3r7/8AhPd65e+AdPufELSNcsjfPNneybjtLZ5ztx9a48q4iw2b4l0aVOSsr3du6VtG+583m+S1snr1KVScZck3C8XdOzauvJ20Oir84/8Ag5t8SfFjRf2FtE0vwPLex+HtU8a28HjJ7RMo0CxSSW6TMOVjM6Rn0LqgPOAf0crn/ip8K/h38bvh9qnwq+LPhGz17w7rVuIdU0m/QtFcIGDAHBBBDKrAgggqCCCK9PMsJPHYCph4y5XJWv8A106PyO7grP8AD8LcWYPNq9L2sKM1Jx01S6q+nMt43+0kfhx+w1+0p8YPCn/BK3x2unftX63oOu+GjqEPw+8PweK7WBlthFFKwigceY482S4xznPC9AK6j/g1p8TfFr/hpP4jeFdOnvpPBU3g9LzXFKbrdNTW6jS0YsfuyNE12AB94Ic52DH7OeB/hh4A+Efw6sPhr8MvCFlo+h6HpwtdI0yyhxHbxKp2quck+pJySSSSSSa+Uv8Agk14F/Zz8ET+Ih+znp/hyG2v/DOjTeIn8O3yXAfUc3XmCZld9sgBHyEjbu6DPPxtDJcTlucYONSu535tNbLljstXo9umh+sY3xTy3NOHeI6FPLlH67UhOMrL3U5fb0+JW5o2v78pP1+0K8O/4KV+Ivix4S/YJ+K3iT4Hvep4ntPB10+nS6bHuuIlwBNJGOodYTIwI5BXI5Ar3GqPiYsPDeoFeosZcf8AfBr7uvTdWhKCdrpq/a63Pw7K8ZHLszoYuUFNU5xk4vaXLJPlfk7Wfkfz5/8ABC34v+JPB3xN8Y+C9X/aG1HwR4QudFjvbpYPElvp8U+orNHHEd0wOW8ppsheoUbvurWF/wAE8fi3+0r4m/4LR+FfGVj4u1fW/E+t+P5LPxVfmRbh7zSslLvzSvyNEttGWBHyqIkZfurX7Af8ExfgX8HvgkNf0X4TfDvTdCtdT8LeH7/UIrKNj9ouX+2hpGLkknAAxnA7AVgeCfAf7Odt/wAFP9Q8d6Lpnhv/AIWZL4tuoNXnhvUbU1sP7BYJvh3lo4yFiAbYM/Lyc8/l2CyyusLgsS68uWVRJR6R956rXy7dT+ksb4vZTiuIuIMVTy26xWG5E2ouStFRvUt9l815Wb+GC819rUUUV+rH8vBX8/8A/wAHCnjr9oCx/wCCpMWdQ1m1i8P6To83wye2jZDGCiSNNbbfvP8AbRMNw+bdEq9EWv6AK+Jv+Clvgb9nbxZ8cvDWqfGPT/Dlx4h0zwnLN4FGtXyRzi7F1ljbRs6+c4KxnAVsEKcDNfM8W0nVyhtSatKL9dbfrf1R+peEHFuH4M4ueOrYb26lSqQ5Va6uua6v/h5ZdoSlvs/rr4VXni/UPhf4b1D4g27Q6/PoFnJrkTxhCl40CGZSo4UiQsMDgVv0UV9LFcsUj8xqzVWrKaSV23ZbK/ReSCvyb/4OpfEfxZsfhZ8KvDOjSXqeCb/WtQl1/wAmP9xJqMccP2NJGHfy3u2VTwdrHqox+sleC/8ABQv4WfDv40fCjw98O/ip4Stdc0O+8aW5u9NvCwjlKWt26klCDwyg8HtXjcRU3VySuk7e7f7tbfO1j7Tw34iw3CfG+CzWvS9rCnJ3jpf3ouN1fTmjfmje2qWq3POP+CD2r/EvWP8AgmD8O5PiZDcK9ul5b6G1zAI2fTEuZFtiAMZXYMKx6qFPIwT9g15n+xzo2leHf2afCnh7QdOhs7GwspbaytLdAscEMc8ioigdFVQAB6CvTK7MsjyZdRje9ox/JHh8TZlTzniPGY+FNU41as5qK2ipSbt8rn5G/wDB1R4j+LFr4O+E/hbTpb1PBF5f6jPqoij/ANHl1ONYhbCRh/EInuCqnrlyM44k/wCCcPx3j8VfsQ+ENP8Aj3+2Nf21wLK40+Tw7qXjqzt4zpkcrwwQPC3z+WYFVcEhivfkGvvD/gob8JPht8b/AIaeFfh58WfB9rruiXXjeKS4068LhHZNPvmQ5RlPDAHg12n7I2h6LpH7NPgzSdL0m2t7W00SOC1t4YQqRRoSqIoHQBQAB6CvksblOIx/EVaNOvKneEXpfba2600v8z9BxXHmAq+FmA4f+pr2lCtOTqaap8zVtG+Z89pX6Qjv9mL9mDwuNK0DV/FAaT/ieahHMu7GwrHBHEGTjkHb159q9PoAAGAKK+vy/BrAYKnh078qtfuflGIrPEV5VLWufHX/AAXm8SfFjwx/wTJ8eXfwllvYpLh7O18QTafHmRNKlnVLnJHKoykI5H8Dtngk1+cX/BDL416/oPw38b+CPGn7UWp+DPDVhqdpP4f06PxZbafG1zMsv2pkWYFm4jgJx8oJz1Y5/dTxR4Y8PeNfDWoeDvFuj2+o6Vq1lLZ6lYXcYeK5glQpJG6nqrKxBHoa574LfAL4Nfs6/D61+FXwS+Hem+HfD9lLLJbaZYRHYryOXdiWJZiWJ5JJ6DoAK8TNshxWY5jHEUq7ppRtpe+/SzWj669D9NyfxBy7LfDLFcMVMGp1ataNRVHayS5b33fMuXlXTlnLa3vcR+yh461Hx1bS6lYeOn8S6N9hRYNY/tBLpJpEITIlj+RmIVt2O46Zr2akREjXZGgUDsBilr18swU8vwiozqObTbu99Xfu/wAz80xVeOIrOcY8q7I5n4033jfS/g54s1P4Z2zzeJLfwzfy+H4Y4RIz3y27mBQrcMTIEGDwelfzr/8ABJD4t/ELw5+3Rdan4k+NWqeFI/EGm6kfG+tyazFZTTthpgJZrgHDNdCMkfeJJ7Zr+k6vjr9h74G/CH4d/tM65468E/DzTtN1nxZpviG68SajDGxlv5hrFuQzliccuxwuBluleBxLgqmLx2EjCo4NuSuuml7rVa6WP0/gTjjA8NcI51llbCqrLFQioydtLNr3r9Fzc0bbTS73Xgvxw0b4Iavolx8dfht44s/GnxXtPE+h/wDCJeKv7ZttX1casl0iWNlEwJCxuDMGgUBWRppGBKl1/T+vjn48/A74Q69+3dp3xr1n4fadc+K9C1jwra6PrkqMZrSF7wblQZ2jPmPzjPzHBr7Gq+GMLPCVcVCU3NqdrvrZb9dXfX0PleIs1p47LsFRi5NwjJty6c3KlTjq/cgoXj8OspWit2V/OB+3b8UP2idH/wCC0/ifxf4g8T6ppHibR/iclp4dvpSkD2OlrKI7Noi/yJGbR0cMeCJC55Ymv6P68q1/4S/se6h+1fo/xP8AEmg+Dn+MdtoDx6LPc3kQ1c6f+9RnjgL7nQBpk8zYcAsu7AxXfn2V1M1oU4QqcnLJO/8Al5rofSeFvHGE4HxuOrV8H9YVbDzppWTs3Z+9f/l27Wn5WetrHyB4+0v9kb48NJH8a/jjpPxJtdJ0u+aG18VeNLTUItNtnjAubmONCojYRqMzkbowCVZckn60/wCCf+qeOdZ/Yr+GepfEdr1tWk8JWvmSalaiG4khC4t5JUAAV2gETMMDknIB4rzz/go/8C/g/wDG+TwX4e+Lfw807X7GxXVb60tL6NtiXCRQBXwpG7AZhg5BzyDXvvwV/wCSOeEuB/yLNh0H/TvHXlZDgauCzrEwqVXNqMNX1vr3e1rLU+ezPN6WI4YoYVczfO5WduWmo8ytT1fxuXNPSKvGPxbrpq8r/aj+FH7H/wAUbLwvF+1zong+7gsfEcT+E/8AhLb2KBTqTA7I4TI6+a7gf6r5g+0ZU4GPVK/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+3nmPhl2XSrShzq6Vntq+v9b2PV8K+FMRxnxnRy6jinhpOM5e0jfmXLF6Rs1dvZ6r3eZ9LH7i/ZLUNuFtHnPXYKkr83v2O/2lr7XPgn8PvEvxO/bX1C78Xah4ftG1bRtR8d2R826lj2+W8AAfcdw+XO7djvX3/8J7vXL3wDp9z4haRrlkb55s72TcdpbPOduPrXLlXEWGzfEujSpyVle7t3Sto33PlM3yWtk9epSqTjLkm4Xi7p2bV15O2h0VFFFfQninj3/BQTxB8VvCn7EfxS8SfA97xPFdl4KvpdGk06PfcRyCI5eIdd6puZccggEZOK/J3/AINZtb+J6ftO/EjQ9MS6fwjc+C4rjXpBAGiXUEu0Fnuc8q5jkvcD+IBifu1+31+xWxmZTyImI/I18j/8EwPgl8Jfgnf6zafCfwDYaDHrfg7Q9Q1YWKtm6uma6BkcsSSfboMnAGTXzGaUJS4hwU+Zr49PRX/G9n5H6nwxxrg8n8OM4yKphlOeJdNxnppZr4uvu25oW2k29Ov17Xjn/BQbXPHvhv8AYu+Imt/DW81G21WDw85N3o8PmXdtal0F1NCP+eiWxmdSMkFQRyBXsdUfExI8N6gV6/YZcf8AfBr6KvTdahKmna6auul1ufnOXYqOBzCjiZQU1CcZOL2lytOz30drPRnyj+yH4yXUf2w5vC3wx8RjUPCUXwghn1hNPeOe0t5vt0f9kt5ykkPLbyX7KucPGiv0wT+S/wCxx46/al1P/gvFpHiPX01aXxzefFa7tfFsVxaAyx2G+SK8RkPCRR2gcDHCIi7egr9b/wDgmB8EPhH8Cx4g0X4QeANP8P2uqeFvD9/qMVgrf6Rct9tDSMWJJOABjOB2Ayao+Evgn8JdN/4KL3Hx3sfAOnx+MdR8bXlhe+IQjG4ltl0FwI+TtAwiDIAJ2jJr86w+FlLKMulzv+L+cn+VvxZ+z8O8d5LwxWznDU8J7WFfC+yjKSipXs7uaTa5ZOeqTbtCC13X2HRRRX6UfhYV/P3/AMHEHi746P8A8FPxYajNqiWWi6LpL/DiNYDtCNGkjyQAD94xvRMpbBJaML0VRX9AlfHH/BRT4J/Cb4n/ABd0vxj8QfAVhq+p+FPBr3fhy8vFZmsJzdE+YgBCk5RD8wOCoIr5ni2i6uTtqVrSi/XW363+R+oeEfGOD4I4seYYnD+2jKlUhbS6bSaavpry8r/uylvs/qj4VXni/UPhf4b1D4g27Q6/PoFnJrkTxhCl40CGZSo4UiQsMDgVv0UV9LFcsUj8zqzVWrKaSV23ZbK/ReSCvPv2kdIGp+CLS4OmC4Njqsdwr7STAdkibxj2crzxhjXoNFcuPwn17BVMPzcvMmr9isPV9hWjUtezucv8FvCR8D/C3RvDLGXdBbF2E+N4aR2kIOAMYLkY9q6iiitqFJUKMaa+ykvuVjOcnObl3Plf9tjxRrOl/tTfCzRvEOuT2PhaXw/r1zZLI6x2lzrifZVjSRyRmRbOS+ZE7jzWAOwlfnn9l/8AaQ8NzeCpdX1f9t69tLe08Y6wmg6dceN7C2hOmRajMtovk4z5RiVQMnLJg55zX358df2fPgv+014Bk+F3x6+Hen+J9AkuorltN1JGKCaMkpIpUhlYZIyCOGI6Eg9Jo3hrw94d0e08P6DolrZ2NhbR21laW8CpHBCihUjVQMKqqAAB0Ar5fHcOYvF5nUxNPEumpJbXvorW3WnX1Z9d/b+VLh+jhfq960dG2o8tk5yTT1blLnSkmlZQWsua0OY+Auq69rHgb7brlzLOGun+yTzMWaSLAOcnqM5wa7WgAAYAor6PA4aWDwkKMpOTirXfU+Ur1FWrSmla/QKKKK6jIKKKKAOX+N1/450r4L+L9U+GFs83iW28L6hL4dhihEjSXy20hgUK3DEyBBg8HpX5vWfxv8LeG7n4A2PhT9pm+0CLV/DV+/iDU18QWttc3Vn9hRpJbqWbJjlOoxwqw4Jl85SPkYL+pNcD8LP2W/2efgl4y8U/EL4UfCPRtC1rxtffbPFOo2NtiTUZ98j73ySB88sjYXAJcnGa+dzvJcRmtejOnWdPkvte+vVarXpvsfV5FneWZdluIo4mjzzldw0jZtxlC029Uo83PCyfvKzSvzR+ffgJH4N+LPjW0bwt8XZPGk9vrtje6pqy6/BqM8YtpVmijkeL5UT92QAQCdzYOTx9gU2OGGHPlRKueu1cU6urJsqllVKcZVXUcndt+iXd/meBjMWsXOLUeVJWsFfzi/tx/F39pXwz/wAFqvFPjTU/GWsaF4o0n4kiw8P6h5q20lnpBkENr5Zb5EiazkU7j8rLKzN95q/o6rg9W/Zg/Z+13476f+07rHwm0e48faXppsLDxRJb5uYbciRSgOcZ2yyLuI3BWIzjis89ymtm1GnCnU5HGSd/66rofoXhjx5gOA8Zja2KwqrqvQnSS00bs0nf7ErWmlra2jtY+WPC3jH4e/EHxSNH0b9pSXx1qj2s0On2Fx4wttRlhR8CRoooQGyQFycHgCvtDwXoKeFfB2k+F43dl03TILVWkILERxqmTjjPHatBLa3jbdHbop9VQCn1OT5LUyurUqVKzqSnbV+V/N33PgMZjY4qEYxgoqN9vP5IK4T44/sx/AH9pa30W0+PPwp0jxTH4d1RdR0VNVgLi1uQMb1wRkEYypyrYGQcCu7or25whUi4zSa7PU58LisVgq6r4eo4TW0otxa6aNWa00I/slqG3C2jznrsFSUUVZgFFFFAEV6sj2cqQxq7mJgiMeGOOAfavIP2WvACeHNT1fXI7Ca0RdPtNKhtWUhI0t2mYKMjOR5u089h3r2SivPxGAWIx9HEuVvZ82nfmVvwOiniHTw86Vvitr6O4V45/wAFBtc8e+G/2LviJrfw1vNRttVg8POTd6PD5l3bWpdBdTQj/nolsZnUjJBUEcgV7HSSRxyxtFKgZWBDKwyCD2Nddem61CVNO101ftdbmuXYqGAzCjiZQU1TnGTi9pKLTs99Haz0Z+a+tfG/wZ4d/ag0nwj4R/ajfwr4dk+Foub9dI8VWdrbykXcX9mN5sm4uWglvGVQcFNr9CCfoX9law8KeP8Ax1pfi3wj8QD4oh0nUbm9vddi1aK+NxctayW5E00eVLBJl+UYICr2Bz7P8CP2Xv2fP2Y/D1/4U+AXwl0fwtp2p6k+oX9rpdvtWa4ZVUudxJ+6qgKPlUDgCu7jijiG2KNVHooxXx+A4UxOGnRlVxLahJS5Uny3Tvpd/jbue9nWd5biKrhgaTUOXlUpJKcu8pKN1e7slzOySV3YdRRRX2p8oFeLftMfDweOfF2naYNMkB1XTjp7Xtup8zYZCWXJyo2g7hkdyTwK9porz8zwCzLCOg5cqunf0aZ0YXEPDVfaJX3/ABQUUUV6BzhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4/+2b+3V+zl+wR8PtP+JP7R3ii+sbHVtUNhplrpGjXGoXdzKsMk8rJBbo0hSKCGWaR8bUSNmJFewV8D/wDBbjw58S9A8RfBv9o/wf8ABbxX490jwevjXRtc0PwXokmpXyTa34Zu9Pspvs8eWMX2kpE79I1n3HgGgD7p8K+KPD3jjwvpvjXwjrEGo6TrFhDe6XqFq+6K5t5UEkcqHurIysD6Gr9eRf8ABP8A+E3jP4DfsLfBz4J/EWPZr/hP4YaFpOtxbw3lXdvYQxSx5HBCurLnvtr12gArmfjN8XvA3wC+FWv/ABn+Jd/cW2g+G9NkvtTmtLGW5lESDJEcUSs8jk4CqoJJIArpq5D4/fEDSvhX8E/FPxD1vRNa1K10nRLieew8OaNNqN9OAhG2C2gVpJnOeEUEmgCL9nb4+fDn9qT4HeF/2h/hFfXVz4Z8X6RFqWiT3tm9vK8En3S8b/Mh46Hmu0r5F/4IU69qV7/wS1+FHg3xB8PvFvhjWPB/h+PQdc0nxl4XutJuku4FVnKRXKI0kX7wbZQNrEMAcg4+uqACkkkSKNpZGAVQSxPYUtJI4jjaRgSFBJAGSaAPEv2Sv+ChX7Mf7a/iPxb4O+BniLWH1bwVLbf23pfiDw3eaXcfZ7kOba8ijuo0aa2mEchjmUFW2nHbPt1fAX/BIf4s6h+09+1B8e/2sPiv8IPiN4O8c+Kryx0vTNB8Y/D3UNItNI8K6dLcw6bbxXNzEkd3czNJcXc/lkhDcIg4TJ+/aACiiigDxG6/4KFfs0af+2PZfsLalrOu2vjvU4pjpbXXhe8j0u+nhtVvJbSG/aMW8twluyytErllU84PFe3V+e3xn07xT8Tf+C6Pwd8U/C74P/FyO98A2+tWXxD1rxLpVx/whkehTaQ5gu9NlkLW4vZLuWGEvBtmKxyJINqiv0JoAKKKKAPLP2sP2y/gF+xV4T8O+Mv2gPFUumWnivxjYeF9BS2s3uJbvUrxysMSogJx8rMzdFVSTXqdfl9/wcH/AAS/bY+JPibwF8QPgX+y8vxN8KeE5dGazhtPEwtbrStck8T6XK9x9lWCWS4Vra0S3Mw2rbRXNzK25VZa/TvTpr240+CfUbNbe4eFWnt1l3iJyAWUNgbsHIzgZxQBNRRRQB5p+1h+1d8K/wBjT4UD4xfF6216402TWrLSbWy8MaBPql/d3l3MIYIYba3VpJXd2CgKCea6n4SfEvR/jJ8NNE+Kfh/RNb02y13T0u7aw8SaNNp1/AjDhJ7adVkgcd0cAivCv+CsPhD4Q+Mv2UPsnxx8HfF3WPD9j4r0zUZD8D7W4l8Q2NxbymW3uoRbfv1VJljy8PzqSp4UMRqf8Epl/aTT/gnf8J1/a8bWT8Qv+EYX+3j4kbOpbfOk+zfaz1+0/ZvI83PPmb885oA+g6KKKAK2s6xpXh7SLvxBruoQ2ljY20lxeXdxIFjhiRSzuzHgKFBJPYCvLv2Qf22PgP8AtyeBL74k/s/3+t3OkWV+LdbnW/DV3pv2tGjWSK6txcxoZ7aVGDRzJlHGcHgirv7a3w18X/Gf9jf4s/B/4fEf294q+Gmu6RomX2g3dzp88MIyenzuvNfH/wDwb0eGv2h/CPwW8b+HvibpvxZsfBdjceHrTwVp3xlWddUtb6LQ7WPW44FuP3iWC6grrAo/dBVby/kxQB+htFFFABXz58I/+Cl37PPxk/ay1T9izRPDXxB0jxxpljqN95Xin4fahplne2tlcpbT3Ftc3Eax3EXmSIFkjJVwwIJyK+g6+UP2c/A/jP4jf8FUPj5+03408J6pYaT4T8L+H/hv8P7rUtPlgS9gVH1bVLm3MigSxNc3dvD5iZUtZkZypoA+r6KKKACvAvjV/wAFMP2SP2fv2ofDP7IPxL8Z6nbeMfFD6elqtr4furixsnv55LewS7u40MVq1zNFJHEJGBdlIFe+1+UH/BSP4N/HHxV/wWa+H/jfw78CfHWrzR6h8O28A6zoGhSTeGZbW01q/m199dlUeV5ttayxy2hnO6N33Q/MTQB+r9FFFAH/2Q==", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1T4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONIhbCRh/EInuCqnqC5GcceG3X7THxjf/gixGzftZa43ihrH+x5PDH/AAllrv8A7C+1G1EX2bHm7PsuF67tnPTmv2c/as+Hf7LnxN+D114d/bCsPDE/gpLyCe5bxbfpa2kVwr4ifzndBG+5toIYE7ivIYgr8ePC3g+3/ZT8ZeGNG0SxTRk+H2oWlrZ20SiEWosZEWNAvATZgADjHSvmsz4fxOKx9bEwxLgnFaK99Faz1Wmn5n6nlfidl+X8GZPlM8uU5YTE+1c2lyzSk5cqdn7z57SvolGG97L83P8Ag1Y8SfFe9+HnxX8L6rLev4JsdV06bRfNj/cR6lJHN9rWNj/EYktWZRwMqeC3P61V86f8E7/hB8Mfgb4d8ZfD34Q+CbLw/osOv288enWCtsEklnCXcliWYk45JPAA6ACvouvV4ai4ZHQTd9L/AHtu3yPivEriLDcWcb4zNcPS9lCpJWjpf3Yxjd205pW5pWvq3q9wr8Gf+Dl3xl8aof29/Dml6rqGp22gaP4StLrwO0QMcaTPKxuJoWXrL5saBm+8PLjHQLn94b6+stMsptS1K8it7e3iaW4uJ5AiRIoyzMx4UAAkk8ACvjT/AIKCeCf2cf2qE8KfEC/0/wAN+OtM0bwf4g1Dwvq9repeWsVyktmrSRSQuUkIePaQSwymCOK5uLYe0yWdpWacX66pfrf1ser4ScVUOCuLoZriMM61NRnB2teLlFtNN6JuzT/uuVr7H0v+zFqvxH139m74f618YYJ4vFt54K0ubxPHdQCKVdQa0ja4DoOEbzS+VHQ5FdzUOmsW063ZjkmFCSfoKmr6OnHkpqN72W5+b4qssTiZ1VFRUm3ZbK7vZeS2RzPxpvvG+l/BzxZqfwztnm8SW/hm/l8PwxwiRnvlt3MChW4YmQIMHg9K/nb/AOCR3xn+Jvhn9t29k8QfHTWfCVp4ksdQl8d6q+uR2T3Uqq8qGeS448z7Sy9t+XYdC1f0lV8UfsB+AP2cNA/ar8W+IfhNpPhoeJdUtfEL+OptKvEnujdDWICouVDsYWyZDsIXnPHFfJ8S4Kpi8dhIwqODbkrrppe61Xax+p8B8aYThzg/O8uq4P2zxNOCUrK0dXH3rp6Lm5oW+2l3uvyE+MPxn/aM1z/grtbeM/h98TNZ8U+K9M+Ilpp/gfVUvo72W4sxOEtoUaP93JG0UhDAcMJH3cs1f0pV8T/tB+A/2cdR/wCCi+ieMfE+m+G3+I2n3/hdPDTXV6g1FLM3h8xoYC4LJ80uXCHGW5GK+2KvhjCzwlTFQnNzana762V79dXfX0J8TOM8LxZl+T0qOE9h9Xw6g3Ze9ql7tvsLlvHs5SXmyv5xf25Pi7+0p4Y/4LVeKfGmqeMtY0HxRpXxJFh4f1HzVtpLPSDIIbXyy3yLE1nIp3H5WWRmb7zV/R1XxL8bPAn7Omp/8FIrDxr4g03w5L8SbPWfD0eivdXqf2iliSgdooC+SnzSguEOMsM8VfFeHliMLRUZuP7yK089L+q3QvCfjLC8G47H1a2E+sKrh6kLWWmz1v8AYdrT8rb2sflx/wAFzfi94m8ZfGHwl4R0n9oPUfG3hCy0Fr3TzP4jg1CK31B55EmIaEDDeWkHDdAePvHP7ef8E8PEPxW8WfsN/CvxJ8b3vH8U3vgqyl1eXUY9lxKxjGySUdd7R7GJPJJJPJNeXf8ABUbwF+zd42h8B6V+0fpnhqbSo7nUpNKi8SXqW8L34ihESpudBJIQXwnO4Z4OK+kPgsCPg74TBGMeGbDjGMf6Olc2Q4Crgc6xMKlVzajDV9b666va1kacW8a4TO/DnKMnp4NUpYeVRudlaWv2dPtXvU/vJPXp01Y3jL4jfD34dR2M3xB8d6NoSanfpY6a+s6pFai7unzsgiMjL5kjYOEXLHBwK2a/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+7nOZf2TgJYhR5rNK3q+p4XhrwTHxA4sp5PKv7FSjOTla792N7RV1dt26rS76H7k0V+b37Hf7S19rnwT+H3iX4nftr6hd+LtQ8P2jato2o+O7I+bdSx7fLeAAPuO4fLndux3r7/wDhPd65e+AdPufELSNcsjfPNneybjtLZ5ztx9a48q4iw2b4l0aVOSsr3du6VtG+583m+S1snr1KVScZck3C8XdOzauvJ20Oiooor6E8U8e/4KCeIPit4U/Yj+KXiT4HteL4rsvBV9Lo0mnR77iOQRHLxD++qbmXHIIBGTivyh/4NaPE3xa/4aT+I3hXTp76TwVN4PS81xSm63TU1uo0tGLH7sjRNdgY+8EOc7Bj9ur7d9im2A7vKbGB3xXxp/wSa8C/s5+CJ/EQ/Zz0/wAOQ21/4Z0abxE/h2+S4D6jm68wTMrvtkAI+Qkbd3QZ5+YzOhKXEOCnzNfHp6K/47PyP1bhfjLDZT4bZzks8JzyxDpNVLK0dbe919216dvtN7dftCvDv+ClfiL4seEv2Cfit4k+B73qeJ7TwddPp0umx7riJcATSRjqHWEyMCOQVyOQK9xqj4mLDw3qBXqLGXH/AHwa+ir03VoSgna6av2utz84yvGRy7M6GLlBTVOcZOL2lyyT5X5O1n5H8+f/AAQt+L/iTwd8TfGPgvV/2htR8EeELnRY726WDxJb6fFPqKzRxxHdMDlvKabIXqFG77q1hf8ABPH4t/tK+Jv+C0fhXxlY+LtX1vxPrfj+Sz8VX5kW4e80rJS780r8jRLbRlgR8qiJGX7q1+wH/BMX4F/B74JDX9F+E3w703QrXU/C3h+/1CKyjY/aLl/toaRi5JJwAMZwOwFYHgnwH+znbf8ABT/UPHei6Z4b/wCFmS+LbqDV54b1G1NbD+wWCb4d5aOMhYgG2DPy8nPP5dgssrrC4LEuvLllUSUekfeeq18u3U/pLG+L2U4riLiDFU8tusVhuRNqLkrRUb1LfZfNeVm/hgvNfa1FFFfqx/LwV/P/AP8ABwp46/aAsf8AgqTFnUNZtYvD+k6PN8Mnto2QxgokjTW237z/AG0TDcPm3RKvRFr+gCvib/gpb4G/Z28WfHLw1qnxj0/w5ceIdM8JyzeBRrV8kc4uxdZY20bOvnOCsZwFbBCnAzXzPFtJ1cobUmrSi/XW3639UfqXhBxbh+DOLnjq2G9upUqkOVWurrmur/4eWXaEpb7P66+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfSxXLFI/Mas1Vqymkldt2Wyv0Xkgr8m/+DqXxH8WbH4WfCrwzo0l6ngm/1rUJdf8AJj/cSajHHD9jSRh38t7tlU8Hax6qMfrJXgv/AAUL+Fnw7+NHwo8PfDv4qeErXXNDvvGlubvTbwsI5SlrdupJQg8MoPB7V43EVN1ckrpO3u3+7W3ztY+08N+IsNwnxvgs1r0vawpyd46X96LjdX05o35o3tqlqtzzj/gg9q/xL1j/AIJg/DuT4mQ3CvbpeW+htcwCNn0xLmRbYgDGV2DCseqhTyME/YNeZ/sc6NpXh39mnwp4e0HTobOxsLKW2srS3QLHBDHPIqIoHRVUAAegr0yuzLI8mXUY3vaMfyR4fE2ZU854jxmPhTVONWrOaitoqUm7fK5+Rv8AwdUeI/ixa+DvhP4W06W9TwReX+oz6qIo/wDR5dTjWIWwkYfxCJ7gqp65cjOOJP8AgnD8d4/FX7EPhDT/AI9/tjX9tcCyuNPk8O6l46s7eM6ZHK8MEDwt8/lmBVXBIYr35Br7w/4KG/CT4bfG/wCGnhX4efFnwfa67ol143ikuNOvC4R2TT75kOUZTwwB4Ndp+yNoei6R+zT4M0nS9Jtre1tNEjgtbeGEKkUaEqiKB0AUAAegr5LG5TiMfxFWjTryp3hF6X22tutNL/M/QcVx5gKvhZgOH/qa9pQrTk6mmqfM1bRvmfPaV+kI7/Zi/Zg8LjStA1fxQGk/4nmoRzLuxsKxwRxBk45B29efavT6AABgCivr8vwawGCp4dO/KrX7n5RiKzxFeVS1rnx1/wAF5vEnxY8Mf8EyfHl38JZb2KS4eztfEE2nx5kTSpZ1S5yRyqMpCOR/A7Z4JNfmV/wRK8bfELVfAPxX8Dax4lu5vDOi+Dry40TT5ZwYrK5nA+0vGOqbxFAT/DlM9d2f3s8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gvk79oH4FfCH9nHwlp3wo+B3gGw8N+HrLwF4klttL05CEV5JbV3cliWZix6kk9B0AFfI8W5XVqJ45VLRjFJx7+8vw1v6pfL9X4b47wOD8O8RwrLCp1a1ZVFV00SUW/PmXJyq2nLOWqtaXqn7IXjvUvHekjU7Lx0/iXRzpcSxax/aC3STSphMiVPkZjtbdjuORnNe11X0lEj0u3WNAo8hOAMdhVivqsrwU8vwaozqObu3d76u/d/mflWKrxxFZzUeVdkcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv51/+CSHxb+IXhz9ui61PxJ8atU8KR+INN1I+N9bk1mKymnbDTASzXAOGa6EZI+8ST2zX9J1fHX7D3wN+EPw7/aZ1zx14J+HmnabrPizTfEN14k1GGNjLfzDWLchnLE45djhcDLdK8DiXBVMXjsJGFRwbclddNL3Wq10sfp/AnHGB4a4RzrLK2FVWWKhFRk7aWbXvX6Lm5o22ml3uvBfjho3wQ1fRLj46/DbxxZ+NPivaeJ9D/4RLxV/bNtq+rjVkukSxsomBIWNwZg0CgKyNNIwJUuv6f18c/Hn4HfCHXv27tO+Nes/D7TrnxXoWseFbXR9clRjNaQveDcqDO0Z8x+cZ+Y4NfY1XwxhZ4SrioSm5tTtd9bLfrq76+h8rxFmtPHZdgqMXJuEZNuXTm5UqcdX7kFC8fh1lK0Vuyv5wP27fih+0To//BafxP4v8QeJ9U0jxNo/xOS08O30pSB7HS1lEdm0Rf5EjNo6OGPBEhc8sTX9H9eVa/8ACX9j3UP2r9H+J/iTQfBz/GO20B49FnubyIaudP8A3qM8cBfc6ANMnmbDgFl3YGK78+yupmtCnCFTk5ZJ3/y810PpPC3jjCcD43HVq+D+sKth500rJ2bs/ev/AMu3a0/Kz1tY+QPH2l/sjfHhpI/jX8cdJ+JNrpOl3zQ2virxpaahFpts8YFzcxxoVEbCNRmcjdGASrLkk/Wn/BP/AFTxzrP7Ffwz1L4jtetq0nhK18yTUrUQ3EkIXFvJKgACu0AiZhgck5APFeef8FH/AIF/B/43yeC/D3xb+Hmna/Y2K6rfWlpfRtsS4SKAK+FI3YDMMHIOeQa99+Cv/JHPCXA/5Fmw6D/p3jryshwNXBZ1iYVKrm1GGr6317va1lqfPZnm9LEcMUMKuZvncrO3LTUeZWp6v43LmnpFXjH4t101eV/tR/Cj9j/4o2XheL9rnRPB93BY+I4n8J/8JbexQKdSYHZHCZHXzXcD/VfMH2jKnAx6pX4bf8HRnij4uj9qzwD4Z1O6v4vBtr4M+2eHFClYG1FrmVbt1YfekVEtAe6grjG7n288x8Muy6VaUOdXSs9tX1/rex6vhXwpiOM+M6OXUcU8NJxnL2kb8y5YvSNmrt7PVe7zPpY/cX7Jahtwto8567BUlfm9+x3+0tfa58E/h94l+J37a+oXfi7UPD9o2raNqPjuyPm3Use3y3gAD7juHy53bsd6+/8A4T3euXvgHT7nxC0jXLI3zzZ3sm47S2ec7cfWuXKuIsNm+JdGlTkrK93bulbRvufKZvktbJ69SlUnGXJNwvF3Ts2rrydtDoqKKK+hPFPHv+CgniD4reFP2I/il4k+B73ieK7LwVfS6NJp0e+4jkERy8Q671Tcy45BAIycV+Tv/BrNrfxPT9p34kaHpiXT+EbnwXFca9IIA0S6gl2gs9znlXMcl7gfxAMT92v2+v2K2MzKeRExH5Gvkf8A4JgfBL4S/BO/1m0+E/gGw0GPW/B2h6hqwsVbN1dM10DI5Ykk+3QZOAMmvmM0oSlxDgp8zXx6eiv+N7PyP1PhjjXB5P4cZxkVTDKc8S6bjPTSzXxdfdtzQttJt6dfr2vHP+Cg2uePfDf7F3xE1v4a3mo22qweHnJu9Hh8y7trUugupoR/z0S2MzqRkgqCOQK9jqj4mJHhvUCvX7DLj/vg19FXputQlTTtdNXXS63PznLsVHA5hRxMoKahOMnF7S5WnZ76O1noz5R/ZD8ZLqP7Yc3hb4Y+IxqHhKL4QQz6wmnvHPaW8326P+yW85SSHlt5L9lXOHjRX6YJ/Jf9jjx1+1Lqf/BeLSPEevpq0vjm8+K13a+LYri0BljsN8kV4jIeEijtA4GOERF29BX63/8ABMD4IfCP4FjxBovwg8Aaf4ftdU8LeH7/AFGKwVv9IuW+2hpGLEknAAxnA7AZNUfCXwT+Eum/8FF7j472PgHT4/GOo+NrywvfEIRjcS2y6C4EfJ2gYRBkAE7Rk1+dYfCyllGXS53/ABfzk/yt+LP2fh3jvJeGK2c4anhPawr4X2UZSUVK9ndzSbXLJz1SbdoQWu6+w6KKK/Sj8LCv5+/+DiDxd8dH/wCCn4sNRm1RLLRdF0l/hxGsB2hGjSR5IAB+8Y3omUtgktGF6Kor+gSvjj/gop8E/hN8T/i7pfjH4g+ArDV9T8KeDXu/Dl5eKzNYTm6J8xACFJyiH5gcFQRXzPFtF1cnbUrWlF+utv1v8j9Q8I+McHwRxY8wxOH9tGVKpC2l02k01fTXl5X/AHZS32f1R8KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK+liuWKR+Z1ZqrVlNJK7bstlfovJBXn37SOkDU/BFpcHTBcGx1WO4V9pJgOyRN4x7OV54wxr0GiuXH4T69gqmH5uXmTV+xWHq+wrRqWvZ3OX+C3hI+B/hbo3hljLugti7CfG8NI7SEHAGMFyMe1dRRRW1CkqFGNNfZSX3KxnOTnNy7nyv8AtseKNZ0v9qb4WaN4h1yex8LS+H9eubJZHWO0udcT7KsaSOSMyLZyXzInceawB2Er88/sv/tIeG5vBUur6v8AtvXtpb2njHWE0HTrjxvYW0J0yLUZltF8nGfKMSqBk5ZMHPOa+/Pjr+z58F/2mvAMnwu+PXw70/xPoEl1FctpupIxQTRklJFKkMrDJGQRwxHQkHpNG8NeHvDuj2nh/QdEtbOxsLaO2srS3gVI4IUUKkaqBhVVQAAOgFfL47hzF4vM6mJp4l01JLa99Fa2606+rPrv7fypcP0cL9XvWjo21HlsnOSaercpc6Uk0rKC1lzWhzHwF1XXtY8DfbdcuZZw10/2SeZizSRYBzk9RnODXa0AADAFFfR4HDSweEhRlJycVa76nyleoq1aU0rX6BXjX7VXgV/G11punDS3Y32nXemLeQKTIi3GwOg6gfcVhkfwnsDXstFY5pgFmeClh3LlTtr6NP8AQvC4h4WuqiV7X/IZbQi3t47dSSEQKCfYYp9FFegc5y/xuv8AxzpXwX8X6p8MLZ5vEtt4X1CXw7DFCJGkvltpDAoVuGJkCDB4PSvzes/jf4W8N3PwBsfCn7TN9oEWr+Gr9/EGpr4gtba5urP7CjSS3Us2THKdRjhVhwTL5ykfIwX9Sa4H4Wfst/s8/BLxl4p+IXwo+EejaFrXja++2eKdRsbbEmoz75H3vkkD55ZGwuAS5OM187neS4jNa9GdOs6fJfa99eq1WvTfY+ryLO8sy7LcRRxNHnnK7hpGzbjKFpt6pR5ueFk/eVmlfmj8+/ASPwb8WfGto3hb4uyeNJ7fXbG91TVl1+DUZ4xbSrNFHI8Xyon7sgAgE7mwcnj7ApscMMOfKiVc9dq4p1dWTZVLKqU4yquo5O7b9Eu7/M8DGYtYucWo8qStYK/nF/bj+Lv7Svhn/gtV4p8aan4y1jQvFGk/EkWHh/UPNW2ks9IMghtfLLfIkTWcincflZZWZvvNX9HVcHq37MH7P2u/HfT/ANp3WPhNo9x4+0vTTYWHiiS3zcw25EilAc4ztlkXcRuCsRnHFZ57lNbNqNOFOpyOMk7/ANdV0P0Lwx48wHAeMxtbFYVV1XoTpJaaN2aTv9iVrTS1tbR2sfLHhbxj8PfiD4pGj6N+0pL461R7WaHT7C48YW2oywo+BI0UUIDZIC5ODwBX2h4L0FPCvg7SfC8buy6bpkFqrSEFiI41TJxxnjtWgltbxtujt0U+qoBT6nJ8lqZXVqVKlZ1JTtq/K/m77nwGMxscVCMYwUVG+3n8kFcJ8cf2Y/gD+0tb6LafHn4U6R4pj8O6ouo6KmqwFxa3IGN64IyCMZU5VsDIOBXd0V7c4QqRcZpNdnqc+FxWKwVdV8PUcJraUW4tdNGrNaaEf2S1DbhbR5z12CpKKKswCiiigCK9WR7OVIY1dzEwRGPDHHAPtXkH7LXgBPDmp6vrkdhNaIun2mlQ2rKQkaW7TMFGRnI83aeew717JRXn4jALEY+jiXK3s+bTvzK34HRTxDp4edK3xW19HcK8c/4KDa5498N/sXfETW/hreajbarB4ecm70eHzLu2tS6C6mhH/PRLYzOpGSCoI5Ar2OkkjjljaKVAysCGVhkEHsa669N1qEqadrpq/a63NcuxUMBmFHEygpqnOMnF7SUWnZ76O1noz819a+N/gzw7+1BpPhHwj+1G/hXw7J8LRc366R4qs7W3lIu4v7MbzZNxctBLeMqg4KbX6EE/Qv7K1h4U8f8AjrS/FvhH4gHxRDpOo3N7e67Fq0V8bi5a1ktyJpo8qWCTL8owQFXsDn2f4Efsvfs+fsx+Hr/wp8AvhLo/hbTtT1J9Qv7XS7fas1wyqpc7iT91VAUfKoHAFd3HFHENsUaqPRRivj8BwpicNOjKriW1CSlypPlunfS7/G3c97Os7y3EVXDA0mocvKpSSU5d5SUbq93ZLmdkkruw6iiivtT5QK8W/aY+Hg8c+LtO0waZIDqunHT2vbdT5mwyEsuTlRtB3DI7kngV7TRXn5ngFmWEdBy5VdO/o0zowuIeGq+0Svv+KCiiivQOcKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvH/2zf26v2cv2CPh9p/xJ/aO8UX1jY6tqhsNMtdI0a41C7uZVhknlZILdGkKRQQyzSPjaiRsxIr2Cvgf/AILceHPiXoHiL4N/tH+D/gt4r8e6R4PXxro2uaH4L0STUr5Jtb8M3en2U32ePLGL7SUid+kaz7jwDQB90+FfFHh7xx4X03xr4R1iDUdJ1iwhvdL1C1fdFc28qCSOVD3VkZWB9DV+vIv+Cf8A8JvGfwG/YW+DnwT+IsezX/Cfww0LSdbi3hvKu7ewhiljyOCFdWXPfbXrtABXM/Gb4veBvgF8Ktf+M/xLv7i20Hw3psl9qc1pYy3MoiQZIjiiVnkcnAVVBJJAFdNXIfH74gaV8K/gn4p+Iet6JrWpWuk6JcTz2HhzRptRvpwEI2wW0CtJM5zwigk0ARfs7fHz4c/tSfA7wv8AtD/CK+urnwz4v0iLUtEnvbN7eV4JPul43+ZDx0PNdpXyL/wQp17Ur3/glr8KPBviD4feLfDGseD/AA/HoOuaT4y8L3Wk3SXcCqzlIrlEaSL94NsoG1iGAOQcfXVABSSSJFG0sjAKoJYnsKWkkcRxtIwJCgkgDJNAHiX7JX/BQr9mP9tfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/AIJD/FnUP2nv2oPj3+1h8V/hB8RvB3jnxVeWOl6ZoPjH4e6hpFppHhXTpbmHTbeK5uYkju7mZpLi7n8skIbhEHCZP37QAUUUUAeI3X/BQr9mjT/2x7L9hbUtZ1218d6nFMdLa68L3kel308Nqt5LaQ37Ri3luEt2WVolcsqnnB4r26vz2+M+neKfib/wXR+Dvin4XfB/4uR3vgG31qy+IeteJdKuP+EMj0KbSHMF3pssha3F7Jdywwl4NsxWORJBtUV+hNABRRRQB5Z+1h+2X8Av2KvCfh3xl+0B4ql0y08V+MbDwvoKW1m9xLd6leOVhiVEBOPlZmboqqSa9Tr8vv8Ag4P+CX7bHxJ8TeAviB8C/wBl5fib4U8Jy6M1nDaeJha3Wla5J4n0uV7j7KsEslwrW1oluZhtW2iubmVtyqy1+nenTXtxp8E+o2a29w8KtPbrLvETkAsobA3YORnAzigCaiiigDzT9rD9q74V/safCgfGL4vW2vXGmya1ZaTa2XhjQJ9Uv7u8u5hDBDDbW6tJK7uwUBQTzXU/CT4l6P8AGT4aaJ8U/D+ia3ptlrunpd21h4k0abTr+BGHCT206rJA47o4BFeFf8FYfCHwh8ZfsofZPjj4O+LuseH7HxXpmoyH4H2txL4hsbi3lMtvdQi2/fqqTLHl4fnUlTwoYjU/4JTL+0mn/BO/4Tr+142sn4hf8Iwv9vHxI2dS2+dJ9m+1nr9p+zeR5uefM355zQB9B0UUUAVtZ1jSvD2kXfiDXdQhtLGxtpLi8u7iQLHDEilndmPAUKCSewFeXfsg/tsfAf8Abk8CX3xJ/Z/v9budIsr8W63Ot+GrvTftaNGskV1bi5jQz20qMGjmTKOM4PBFXf21vhr4v+M/7G/xZ+D/AMPiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj/8A4N6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef/BS79nn4yftZap+xZonhr4g6R440yx1G+8rxT8PtQ0yzvbWyuUtp7i2ubiNY7iLzJECyRkq4YEE5FfQdfKH7Ofgfxn8Rv8Agqh8fP2m/GnhPVLDSfCfhfw/8N/h/dalp8sCXsCo+rapc25kUCWJrm7t4fMTKlrMjOVNAH1fRRRQAV4F8av+CmH7JH7P37UPhn9kH4l+M9TtvGPih9PS1W18P3VxY2T388lvYJd3caGK1a5mikjiEjAuykCvfa/KD/gpH8G/jj4q/wCCzXw/8b+HfgT461eaPUPh23gHWdA0KSbwzLa2mtX82vvrsqjyvNtrWWOW0M53Ru+6H5iaAP1fooooA//Z", "info": {"equation": "12+89=101", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1T4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONIhbCRh/EInuCqnqC5GcceG3X7THxjf/gixGzftZa43ihrH+x5PDH/AAllrv8A7C+1G1EX2bHm7PsuF67tnPTmv2c/as+Hf7LnxN+D114d/bCsPDE/gpLyCe5bxbfpa2kVwr4ifzndBG+5toIYE7ivIYgr8ePC3g+3/ZT8ZeGNG0SxTRk+H2oWlrZ20SiEWosZEWNAvATZgADjHSvmsz4fxOKx9bEwxLgnFaK99Faz1Wmn5n6nlfidl+X8GZPlM8uU5YTE+1c2lyzSk5cqdn7z57SvolGG97L83P8Ag1Y8SfFe9+HnxX8L6rLev4JsdV06bRfNj/cR6lJHN9rWNj/EYktWZRwMqeC3P61V86f8E7/hB8Mfgb4d8ZfD34Q+CbLw/osOv288enWCtsEklnCXcliWYk45JPAA6ACvouvV4ai4ZHQTd9L/AHtu3yPivEriLDcWcb4zNcPS9lCpJWjpf3Yxjd205pW5pWvq3q9wr8Gf+Dl3xl8aof29/Dml6rqGp22gaP4StLrwO0QMcaTPKxuJoWXrL5saBm+8PLjHQLn94b6+stMsptS1K8it7e3iaW4uJ5AiRIoyzMx4UAAkk8ACvjT/AIKCeCf2cf2qE8KfEC/0/wAN+OtM0bwf4g1Dwvq9repeWsVyktmrSRSQuUkIePaQSwymCOK5uLYe0yWdpWacX66pfrf1ser4ScVUOCuLoZriMM61NRnB2teLlFtNN6JuzT/uuVr7H0v+zFqvxH139m74f618YYJ4vFt54K0ubxPHdQCKVdQa0ja4DoOEbzS+VHQ5FdzUOmsW063ZjkmFCSfoKmr6OnHkpqN72W5+b4qssTiZ1VFRUm3ZbK7vZeS2RzPxpvvG+l/BzxZqfwztnm8SW/hm/l8PwxwiRnvlt3MChW4YmQIMHg9K/nb/AOCR3xn+Jvhn9t29k8QfHTWfCVp4ksdQl8d6q+uR2T3Uqq8qGeS448z7Sy9t+XYdC1f0lV8UfsB+AP2cNA/ar8W+IfhNpPhoeJdUtfEL+OptKvEnujdDWICouVDsYWyZDsIXnPHFfJ8S4Kpi8dhIwqODbkrrppe61Xax+p8B8aYThzg/O8uq4P2zxNOCUrK0dXH3rp6Lm5oW+2l3uvyE+MPxn/aM1z/grtbeM/h98TNZ8U+K9M+Ilpp/gfVUvo72W4sxOEtoUaP93JG0UhDAcMJH3cs1f0pV8T/tB+A/2cdR/wCCi+ieMfE+m+G3+I2n3/hdPDTXV6g1FLM3h8xoYC4LJ80uXCHGW5GK+2KvhjCzwlTFQnNzana762V79dXfX0J8TOM8LxZl+T0qOE9h9Xw6g3Ze9ql7tvsLlvHs5SXmyv5xf25Pi7+0p4Y/4LVeKfGmqeMtY0HxRpXxJFh4f1HzVtpLPSDIIbXyy3yLE1nIp3H5WWRmb7zV/R1XxL8bPAn7Omp/8FIrDxr4g03w5L8SbPWfD0eivdXqf2iliSgdooC+SnzSguEOMsM8VfFeHliMLRUZuP7yK089L+q3QvCfjLC8G47H1a2E+sKrh6kLWWmz1v8AYdrT8rb2sflx/wAFzfi94m8ZfGHwl4R0n9oPUfG3hCy0Fr3TzP4jg1CK31B55EmIaEDDeWkHDdAePvHP7ef8E8PEPxW8WfsN/CvxJ8b3vH8U3vgqyl1eXUY9lxKxjGySUdd7R7GJPJJJPJNeXf8ABUbwF+zd42h8B6V+0fpnhqbSo7nUpNKi8SXqW8L34ihESpudBJIQXwnO4Z4OK+kPgsCPg74TBGMeGbDjGMf6Olc2Q4Crgc6xMKlVzajDV9b666va1kacW8a4TO/DnKMnp4NUpYeVRudlaWv2dPtXvU/vJPXp01Y3jL4jfD34dR2M3xB8d6NoSanfpY6a+s6pFai7unzsgiMjL5kjYOEXLHBwK2a/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+7nOZf2TgJYhR5rNK3q+p4XhrwTHxA4sp5PKv7FSjOTla792N7RV1dt26rS76H7k0V+b37Hf7S19rnwT+H3iX4nftr6hd+LtQ8P2jato2o+O7I+bdSx7fLeAAPuO4fLndux3r7/wDhPd65e+AdPufELSNcsjfPNneybjtLZ5ztx9a48q4iw2b4l0aVOSsr3du6VtG+583m+S1snr1KVScZck3C8XdOzauvJ20Oiooor6E8U8e/4KCeIPit4U/Yj+KXiT4HteL4rsvBV9Lo0mnR77iOQRHLxD++qbmXHIIBGTivyh/4NaPE3xa/4aT+I3hXTp76TwVN4PS81xSm63TU1uo0tGLH7sjRNdgY+8EOc7Bj9ur7d9im2A7vKbGB3xXxp/wSa8C/s5+CJ/EQ/Zz0/wAOQ21/4Z0abxE/h2+S4D6jm68wTMrvtkAI+Qkbd3QZ5+YzOhKXEOCnzNfHp6K/47PyP1bhfjLDZT4bZzks8JzyxDpNVLK0dbe919216dvtN7dftCvDv+ClfiL4seEv2Cfit4k+B73qeJ7TwddPp0umx7riJcATSRjqHWEyMCOQVyOQK9xqj4mLDw3qBXqLGXH/AHwa+ir03VoSgna6av2utz84yvGRy7M6GLlBTVOcZOL2lyyT5X5O1n5H8+f/AAQt+L/iTwd8TfGPgvV/2htR8EeELnRY726WDxJb6fFPqKzRxxHdMDlvKabIXqFG77q1hf8ABPH4t/tK+Jv+C0fhXxlY+LtX1vxPrfj+Sz8VX5kW4e80rJS780r8jRLbRlgR8qiJGX7q1+wH/BMX4F/B74JDX9F+E3w703QrXU/C3h+/1CKyjY/aLl/toaRi5JJwAMZwOwFYHgnwH+znbf8ABT/UPHei6Z4b/wCFmS+LbqDV54b1G1NbD+wWCb4d5aOMhYgG2DPy8nPP5dgssrrC4LEuvLllUSUekfeeq18u3U/pLG+L2U4riLiDFU8tusVhuRNqLkrRUb1LfZfNeVm/hgvNfa1FFFfqx/LwV/P/AP8ABwp46/aAsf8AgqTFnUNZtYvD+k6PN8Mnto2QxgokjTW237z/AG0TDcPm3RKvRFr+gCvib/gpb4G/Z28WfHLw1qnxj0/w5ceIdM8JyzeBRrV8kc4uxdZY20bOvnOCsZwFbBCnAzXzPFtJ1cobUmrSi/XW3639UfqXhBxbh+DOLnjq2G9upUqkOVWurrmur/4eWXaEpb7P66+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfSxXLFI/Mas1Vqymkldt2Wyv0Xkgr8m/+DqXxH8WbH4WfCrwzo0l6ngm/1rUJdf8AJj/cSajHHD9jSRh38t7tlU8Hax6qMfrJXgv/AAUL+Fnw7+NHwo8PfDv4qeErXXNDvvGlubvTbwsI5SlrdupJQg8MoPB7V43EVN1ckrpO3u3+7W3ztY+08N+IsNwnxvgs1r0vawpyd46X96LjdX05o35o3tqlqtzzj/gg9q/xL1j/AIJg/DuT4mQ3CvbpeW+htcwCNn0xLmRbYgDGV2DCseqhTyME/YNeZ/sc6NpXh39mnwp4e0HTobOxsLKW2srS3QLHBDHPIqIoHRVUAAegr0yuzLI8mXUY3vaMfyR4fE2ZU854jxmPhTVONWrOaitoqUm7fK5+Rv8AwdUeI/ixa+DvhP4W06W9TwReX+oz6qIo/wDR5dTjWIWwkYfxCJ7gqp65cjOOJP8AgnD8d4/FX7EPhDT/AI9/tjX9tcCyuNPk8O6l46s7eM6ZHK8MEDwt8/lmBVXBIYr35Br7w/4KG/CT4bfG/wCGnhX4efFnwfa67ol143ikuNOvC4R2TT75kOUZTwwB4Ndp+yNoei6R+zT4M0nS9Jtre1tNEjgtbeGEKkUaEqiKB0AUAAegr5LG5TiMfxFWjTryp3hF6X22tutNL/M/QcVx5gKvhZgOH/qa9pQrTk6mmqfM1bRvmfPaV+kI7/Zi/Zg8LjStA1fxQGk/4nmoRzLuxsKxwRxBk45B29efavT6AABgCivr8vwawGCp4dO/KrX7n5RiKzxFeVS1rnx1/wAF5vEnxY8Mf8EyfHl38JZb2KS4eztfEE2nx5kTSpZ1S5yRyqMpCOR/A7Z4JNfmV/wRK8bfELVfAPxX8Dax4lu5vDOi+Dry40TT5ZwYrK5nA+0vGOqbxFAT/DlM9d2f3s8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gvk79oH4FfCH9nHwlp3wo+B3gGw8N+HrLwF4klttL05CEV5JbV3cliWZix6kk9B0AFfI8W5XVqJ45VLRjFJx7+8vw1v6pfL9X4b47wOD8O8RwrLCp1a1ZVFV00SUW/PmXJyq2nLOWqtaXqn7IXjvUvHekjU7Lx0/iXRzpcSxax/aC3STSphMiVPkZjtbdjuORnNe11X0lEj0u3WNAo8hOAMdhVivqsrwU8vwaozqObu3d76u/d/mflWKrxxFZzUeVdkcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv51/+CSHxb+IXhz9ui61PxJ8atU8KR+INN1I+N9bk1mKymnbDTASzXAOGa6EZI+8ST2zX9J1fHX7D3wN+EPw7/aZ1zx14J+HmnabrPizTfEN14k1GGNjLfzDWLchnLE45djhcDLdK8DiXBVMXjsJGFRwbclddNL3Wq10sfp/AnHGB4a4RzrLK2FVWWKhFRk7aWbXvX6Lm5o22ml3uvBfjho3wQ1fRLj46/DbxxZ+NPivaeJ9D/4RLxV/bNtq+rjVkukSxsomBIWNwZg0CgKyNNIwJUuv6f18c/Hn4HfCHXv27tO+Nes/D7TrnxXoWseFbXR9clRjNaQveDcqDO0Z8x+cZ+Y4NfY1XwxhZ4SrioSm5tTtd9bLfrq76+h8rxFmtPHZdgqMXJuEZNuXTm5UqcdX7kFC8fh1lK0Vuyv5wP27fih+0To//BafxP4v8QeJ9U0jxNo/xOS08O30pSB7HS1lEdm0Rf5EjNo6OGPBEhc8sTX9H9eVa/8ACX9j3UP2r9H+J/iTQfBz/GO20B49FnubyIaudP8A3qM8cBfc6ANMnmbDgFl3YGK78+yupmtCnCFTk5ZJ3/y810PpPC3jjCcD43HVq+D+sKth500rJ2bs/ev/AMu3a0/Kz1tY+QPH2l/sjfHhpI/jX8cdJ+JNrpOl3zQ2virxpaahFpts8YFzcxxoVEbCNRmcjdGASrLkk/Wn/BP/AFTxzrP7Ffwz1L4jtetq0nhK18yTUrUQ3EkIXFvJKgACu0AiZhgck5APFeef8FH/AIF/B/43yeC/D3xb+Hmna/Y2K6rfWlpfRtsS4SKAK+FI3YDMMHIOeQa99+Cv/JHPCXA/5Fmw6D/p3jryshwNXBZ1iYVKrm1GGr6317va1lqfPZnm9LEcMUMKuZvncrO3LTUeZWp6v43LmnpFXjH4t101eV/tR/Cj9j/4o2XheL9rnRPB93BY+I4n8J/8JbexQKdSYHZHCZHXzXcD/VfMH2jKnAx6pX4bf8HRnij4uj9qzwD4Z1O6v4vBtr4M+2eHFClYG1FrmVbt1YfekVEtAe6grjG7n288x8Muy6VaUOdXSs9tX1/rex6vhXwpiOM+M6OXUcU8NJxnL2kb8y5YvSNmrt7PVe7zPpY/cX7Jahtwto8567BUlfm9+x3+0tfa58E/h94l+J37a+oXfi7UPD9o2raNqPjuyPm3Use3y3gAD7juHy53bsd6+/8A4T3euXvgHT7nxC0jXLI3zzZ3sm47S2ec7cfWuXKuIsNm+JdGlTkrK93bulbRvufKZvktbJ69SlUnGXJNwvF3Ts2rrydtDoqKKK+hPFPHv+CgniD4reFP2I/il4k+B73ieK7LwVfS6NJp0e+4jkERy8Q671Tcy45BAIycV+Tv/BrNrfxPT9p34kaHpiXT+EbnwXFca9IIA0S6gl2gs9znlXMcl7gfxAMT92v2+v2K2MzKeRExH5Gvkf8A4JgfBL4S/BO/1m0+E/gGw0GPW/B2h6hqwsVbN1dM10DI5Ykk+3QZOAMmvmM0oSlxDgp8zXx6eiv+N7PyP1PhjjXB5P4cZxkVTDKc8S6bjPTSzXxdfdtzQttJt6dfr2vHP+Cg2uePfDf7F3xE1v4a3mo22qweHnJu9Hh8y7trUugupoR/z0S2MzqRkgqCOQK9jqj4mJHhvUCvX7DLj/vg19FXputQlTTtdNXXS63PznLsVHA5hRxMoKahOMnF7S5WnZ76O1noz5R/ZD8ZLqP7Yc3hb4Y+IxqHhKL4QQz6wmnvHPaW8326P+yW85SSHlt5L9lXOHjRX6YJ/Jf9jjx1+1Lqf/BeLSPEevpq0vjm8+K13a+LYri0BljsN8kV4jIeEijtA4GOERF29BX63/8ABMD4IfCP4FjxBovwg8Aaf4ftdU8LeH7/AFGKwVv9IuW+2hpGLEknAAxnA7AZNUfCXwT+Eum/8FF7j472PgHT4/GOo+NrywvfEIRjcS2y6C4EfJ2gYRBkAE7Rk1+dYfCyllGXS53/ABfzk/yt+LP2fh3jvJeGK2c4anhPawr4X2UZSUVK9ndzSbXLJz1SbdoQWu6+w6KKK/Sj8LCv5+/+DiDxd8dH/wCCn4sNRm1RLLRdF0l/hxGsB2hGjSR5IAB+8Y3omUtgktGF6Kor+gSvjj/gop8E/hN8T/i7pfjH4g+ArDV9T8KeDXu/Dl5eKzNYTm6J8xACFJyiH5gcFQRXzPFtF1cnbUrWlF+utv1v8j9Q8I+McHwRxY8wxOH9tGVKpC2l02k01fTXl5X/AHZS32f1R8KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK+liuWKR+Z1ZqrVlNJK7bstlfovJBXn37SOkDU/BFpcHTBcGx1WO4V9pJgOyRN4x7OV54wxr0GiuXH4T69gqmH5uXmTV+xWHq+wrRqWvZ3OX+C3hI+B/hbo3hljLugti7CfG8NI7SEHAGMFyMe1dRRRW1CkqFGNNfZSX3KxnOTnNy7nyv8AtseKNZ0v9qb4WaN4h1yex8LS+H9eubJZHWO0udcT7KsaSOSMyLZyXzInceawB2Er88/sv/tIeG5vBUur6v8AtvXtpb2njHWE0HTrjxvYW0J0yLUZltF8nGfKMSqBk5ZMHPOa+/Pjr+z58F/2mvAMnwu+PXw70/xPoEl1FctpupIxQTRklJFKkMrDJGQRwxHQkHpNG8NeHvDuj2nh/QdEtbOxsLaO2srS3gVI4IUUKkaqBhVVQAAOgFfL47hzF4vM6mJp4l01JLa99Fa2606+rPrv7fypcP0cL9XvWjo21HlsnOSaercpc6Uk0rKC1lzWhzHwF1XXtY8DfbdcuZZw10/2SeZizSRYBzk9RnODXa0AADAFFfR4HDSweEhRlJycVa76nyleoq1aU0rX6BXjX7VXgV/G11punDS3Y32nXemLeQKTIi3GwOg6gfcVhkfwnsDXstFY5pgFmeClh3LlTtr6NP8AQvC4h4WuqiV7X/IZbQi3t47dSSEQKCfYYp9FFegc5y/xuv8AxzpXwX8X6p8MLZ5vEtt4X1CXw7DFCJGkvltpDAoVuGJkCDB4PSvzes/jf4W8N3PwBsfCn7TN9oEWr+Gr9/EGpr4gtba5urP7CjSS3Us2THKdRjhVhwTL5ykfIwX9Sa4H4Wfst/s8/BLxl4p+IXwo+EejaFrXja++2eKdRsbbEmoz75H3vkkD55ZGwuAS5OM187neS4jNa9GdOs6fJfa99eq1WvTfY+ryLO8sy7LcRRxNHnnK7hpGzbjKFpt6pR5ueFk/eVmlfmj8+/ASPwb8WfGto3hb4uyeNJ7fXbG91TVl1+DUZ4xbSrNFHI8Xyon7sgAgE7mwcnj7ApscMMOfKiVc9dq4p1dWTZVLKqU4yquo5O7b9Eu7/M8DGYtYucWo8qStYK/nF/bj+Lv7Svhn/gtV4p8aan4y1jQvFGk/EkWHh/UPNW2ks9IMghtfLLfIkTWcincflZZWZvvNX9HVcHq37MH7P2u/HfT/ANp3WPhNo9x4+0vTTYWHiiS3zcw25EilAc4ztlkXcRuCsRnHFZ57lNbNqNOFOpyOMk7/ANdV0P0Lwx48wHAeMxtbFYVV1XoTpJaaN2aTv9iVrTS1tbR2sfLHhbxj8PfiD4pGj6N+0pL461R7WaHT7C48YW2oywo+BI0UUIDZIC5ODwBX2h4L0FPCvg7SfC8buy6bpkFqrSEFiI41TJxxnjtWgltbxtujt0U+qoBT6nJ8lqZXVqVKlZ1JTtq/K/m77nwGMxscVCMYwUVG+3n8kFcJ8cf2Y/gD+0tb6LafHn4U6R4pj8O6ouo6KmqwFxa3IGN64IyCMZU5VsDIOBXd0V7c4QqRcZpNdnqc+FxWKwVdV8PUcJraUW4tdNGrNaaEf2S1DbhbR5z12CpKKKswCiiigCK9WR7OVIY1dzEwRGPDHHAPtXkH7LXgBPDmp6vrkdhNaIun2mlQ2rKQkaW7TMFGRnI83aeew717JRXn4jALEY+jiXK3s+bTvzK34HRTxDp4edK3xW19HcK8c/4KDa5498N/sXfETW/hreajbarB4ecm70eHzLu2tS6C6mhH/PRLYzOpGSCoI5Ar2OkkjjljaKVAysCGVhkEHsa669N1qEqadrpq/a63NcuxUMBmFHEygpqnOMnF7SUWnZ76O1noz819a+N/gzw7+1BpPhHwj+1G/hXw7J8LRc366R4qs7W3lIu4v7MbzZNxctBLeMqg4KbX6EE/Qv7K1h4U8f8AjrS/FvhH4gHxRDpOo3N7e67Fq0V8bi5a1ktyJpo8qWCTL8owQFXsDn2f4Efsvfs+fsx+Hr/wp8AvhLo/hbTtT1J9Qv7XS7fas1wyqpc7iT91VAUfKoHAFd3HFHENsUaqPRRivj8BwpicNOjKriW1CSlypPlunfS7/G3c97Os7y3EVXDA0mocvKpSSU5d5SUbq93ZLmdkkruw6iiivtT5QK8W/aY+Hg8c+LtO0waZIDqunHT2vbdT5mwyEsuTlRtB3DI7kngV7TRXn5ngFmWEdBy5VdO/o0zowuIeGq+0Svv+KCiiivQOcKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvH/2zf26v2cv2CPh9p/xJ/aO8UX1jY6tqhsNMtdI0a41C7uZVhknlZILdGkKRQQyzSPjaiRsxIr2Cvgf/AILceHPiXoHiL4N/tH+D/gt4r8e6R4PXxro2uaH4L0STUr5Jtb8M3en2U32ePLGL7SUid+kaz7jwDQB90+FfFHh7xx4X03xr4R1iDUdJ1iwhvdL1C1fdFc28qCSOVD3VkZWB9DV+vIv+Cf8A8JvGfwG/YW+DnwT+IsezX/Cfww0LSdbi3hvKu7ewhiljyOCFdWXPfbXrtABXM/Gb4veBvgF8Ktf+M/xLv7i20Hw3psl9qc1pYy3MoiQZIjiiVnkcnAVVBJJAFdNXIfH74gaV8K/gn4p+Iet6JrWpWuk6JcTz2HhzRptRvpwEI2wW0CtJM5zwigk0ARfs7fHz4c/tSfA7wv8AtD/CK+urnwz4v0iLUtEnvbN7eV4JPul43+ZDx0PNdpXyL/wQp17Ur3/glr8KPBviD4feLfDGseD/AA/HoOuaT4y8L3Wk3SXcCqzlIrlEaSL94NsoG1iGAOQcfXVABSSSJFG0sjAKoJYnsKWkkcRxtIwJCgkgDJNAHiX7JX/BQr9mP9tfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/AIJD/FnUP2nv2oPj3+1h8V/hB8RvB3jnxVeWOl6ZoPjH4e6hpFppHhXTpbmHTbeK5uYkju7mZpLi7n8skIbhEHCZP37QAUUUUAeI3X/BQr9mjT/2x7L9hbUtZ1218d6nFMdLa68L3kel308Nqt5LaQ37Ri3luEt2WVolcsqnnB4r26vz2+M+neKfib/wXR+Dvin4XfB/4uR3vgG31qy+IeteJdKuP+EMj0KbSHMF3pssha3F7Jdywwl4NsxWORJBtUV+hNABRRRQB5Z+1h+2X8Av2KvCfh3xl+0B4ql0y08V+MbDwvoKW1m9xLd6leOVhiVEBOPlZmboqqSa9Tr8vv8Ag4P+CX7bHxJ8TeAviB8C/wBl5fib4U8Jy6M1nDaeJha3Wla5J4n0uV7j7KsEslwrW1oluZhtW2iubmVtyqy1+nenTXtxp8E+o2a29w8KtPbrLvETkAsobA3YORnAzigCaiiigDzT9rD9q74V/safCgfGL4vW2vXGmya1ZaTa2XhjQJ9Uv7u8u5hDBDDbW6tJK7uwUBQTzXU/CT4l6P8AGT4aaJ8U/D+ia3ptlrunpd21h4k0abTr+BGHCT206rJA47o4BFeFf8FYfCHwh8ZfsofZPjj4O+LuseH7HxXpmoyH4H2txL4hsbi3lMtvdQi2/fqqTLHl4fnUlTwoYjU/4JTL+0mn/BO/4Tr+142sn4hf8Iwv9vHxI2dS2+dJ9m+1nr9p+zeR5uefM355zQB9B0UUUAVtZ1jSvD2kXfiDXdQhtLGxtpLi8u7iQLHDEilndmPAUKCSewFeXfsg/tsfAf8Abk8CX3xJ/Z/v9budIsr8W63Ot+GrvTftaNGskV1bi5jQz20qMGjmTKOM4PBFXf21vhr4v+M/7G/xZ+D/AMPiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj/8A4N6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef/BS79nn4yftZap+xZonhr4g6R440yx1G+8rxT8PtQ0yzvbWyuUtp7i2ubiNY7iLzJECyRkq4YEE5FfQdfKH7Ofgfxn8Rv8Agqh8fP2m/GnhPVLDSfCfhfw/8N/h/dalp8sCXsCo+rapc25kUCWJrm7t4fMTKlrMjOVNAH1fRRRQAV4F8av+CmH7JH7P37UPhn9kH4l+M9TtvGPih9PS1W18P3VxY2T388lvYJd3caGK1a5mikjiEjAuykCvfa/KD/gpH8G/jj4q/wCCzXw/8b+HfgT461eaPUPh23gHWdA0KSbwzLa2mtX82vvrsqjyvNtrWWOW0M53Ru+6H5iaAP1fooooA//Z", "image_prev": "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", "image_next": "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", "info": {"equation": "12+89=101", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b3c1b78573df6c388af35d46f9c4a194a6272e8e63e3e88dc0a73c2ebebc672c"} +{"episode": 72103, "episode_seed": 3393912538, "split": "train", "timestamp": "2025-10-28T03:49:45.936816", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3393912538, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [7, 0, 4, 4])", "action": "('move', [7, 0, 4, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "30+88=118", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "30+88=118", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e23945471a718c5b48d6baf3eef1438cb694dcde7909b35aef4d93496c89bd13"} +{"episode": 72104, "episode_seed": 863683001, "split": "train", "timestamp": "2025-10-28T03:49:46.011035", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 863683001, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [8, 5, 2, 7])", "action": "('move', [8, 5, 2, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "52+91=143", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "52+91=143", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ea20a6aee8a19696f9febe491476777d4b3093610876dcd5d06541b96a5a271d"} +{"episode": 72105, "episode_seed": 1539557810, "split": "train", "timestamp": "2025-10-28T03:49:46.093079", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1539557810, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 1, 8, 5])", "action": "('move', [6, 1, 8, 5])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "15+14*6=99", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "15+14*6=99", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3784206b723fa63919725351577af4c01201573d41aa11ac7d5a6ffba3c6bd74"} +{"episode": 72106, "episode_seed": 1158979902, "split": "train", "timestamp": "2025-10-28T03:49:46.152954", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1158979902, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 6, 5, 6])", "action": "('move', [1, 6, 5, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "90-4=86", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "90-4=86", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "963b174f2f187f9c709fb80aa38bbf10afd99f358d06087471aed35fd0ab2c65"} +{"episode": 72107, "episode_seed": 4016217906, "split": "train", "timestamp": "2025-10-28T03:49:46.231768", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4016217906, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [5, 6, 8, 6])", "action": "('move', [5, 6, 8, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "18+2*0=18", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1R4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONYhbCRh/EInuCqnrlyM448Nuv2mPjG/wDwRYjY/tZa43ihrH+x5PDH/CWWpf8AsL7UbURfZsebs+y4Xru2c9Oa/Vb/AIKbeE/gT41+DXhnQP2kINDk8JyeOYGvh4i1AWtqHFjfGMtIXQKd+MfMMnjnNWdA0Lwlbf8ABNC90eLTLGLR4/hTqMCQoirAlqLOZQoxwEEfHHGK+OzHK8RjM9xHs68oe4paX1W3LutNL/M/Wss8SMBl/AuTZdPLlOWFxTqOTStNKTlZaP3nzpSvsow3vZfDX/Bqx4k+K978PPiv4X1WW9fwTY6rp02i+bH+4j1KSOb7WsbH+IxJasyjgZU8Fuf1qr5k/wCCY3g74C+BvAXi3Q/2arLQIfCZ8QxS2n/CNXq3NrJM1pEJWEqu+9twwfmJG3HGMD6br6HhqLhkdBN30v8Ae27fI+F8Ts/o8T8dY3MqVH2MZyXutWa5YxjeSX2pWvLzb1e4V+DP/By74y+NUP7e/hzS9V1DU7bQNH8JWl14HaIGONJnlY3E0LL1l82NAzfeHlxjoFz+8N9fWWmWU2paleRW9vbxNLcXE8gRIkUZZmY8KAASSeABXxp/wUE8E/s4/tUJ4U+IF/p/hvx1pmjeD/EGoeF9Xtb1Ly1iuUls1aSKSFykhDx7SCWGUwRxXNxbD2mSztKzTi/XVL9b+tj0/CTiqhwVxdDNcRhnWpqM4O1rxcotppvRN2af91ytfY+l/wBmLVfiPrv7N3w/1r4wwTxeLbzwVpc3ieO6gEUq6g1pG1wHQcI3ml8qOhyK7modNYtp1uzHJMKEk/QVNX0dOPJTUb3stz83xVZYnEzqqKipNuy2V3ey8lsjmfjTfeN9L+DnizU/hnbPN4kt/DN/L4fhjhEjPfLbuYFCtwxMgQYPB6V/O3/wSN+M3xO8M/tuXsviD46az4Ss/EljqEvjvVX1yOye6lVZJUM8lxx5n2ll7b8uw6Fq/pKryn4EfCH9jnwN8SvH/iH9nnw94Ng8VavrCyfEZ/D93FNdC9LyuFukV2MDl2mbYQuSWOM5r5/PMmrZpiKM6db2fLf11W61Wumuux+m8D8dYPhjhLOcsq4P2zxcIxUrK0LNr3276Lm5oW+2l3uvwD+MPxn/AGjNc/4K7W3jP4ffEzWfFPivTPiJaaf4H1VL6O9luLMThLaFGj/dyRtFIQwHDCR93LNX9KVfHPx5+B/wj1/9u7TvjVrXw/0+58V6FrHhW00fXJUYzWkL3g3KgztGfMfnGfmPNfY1c3DGFnhKmKhObm1O131sr366u+voV4lcb4Li/AZRSw+FVH6tQUJWtq9FZW+wuW8b6pylp1ZX5y/FL/gvn4T+HX/BTu3/AGOx4OsJfh7Zaynh3xJ4sdJvttvrDM0bNGoYL9nimMcTgoWOyR1JG0H9Gq/Hn9tL/gh58X7/AP4KM6h+018Ptfsk8Aa/rp8TXN9e3Qe4s9XZnnazMQwzxSXKKQ4wFjm253IM9fEeKzDBYSFbDbRknLr7v+XcjwrwfAeNx2Op8TytH2E/Za2/eafDbeol8Cejd9G7H0x/wWC/4LG3P/BOHxN4O+GXw18C6Z4k8U62v9qazaawZlhtdJDtGpVo2X99LIjhTllUQsWU7lr7C+BXxm8FftEfBzw18cfh1cyy6J4p0eDUdOaePZIqSKDsdezqcqw9VPJ61+WP/BXn9jvxf/wU2+IHwh+M37Otqq+Jta02Hw7q2kajK8SWqgXF1I7F1BT7M/2pJMjLfLtyQAf1A/Zk+BHh/wDZh/Z98Ifs++FtSuL2x8JaFBp0V7df6y4KL88rAcDc5Zto4GcDpWeUY/GY7NMTK96Csovpddn18/kPinA8C4Xw8yieAf8Awoyc/bq7va/21srPl9na14817u9u6r8Nv+DozxR8XR+1Z4B8Napc38Xg208Gfa/DoClYG1FrmVbt1YfekCJaA91BXGN3P7k18q/8FK/gj8JfjfeeDtL+LngGw8QW2laVrl/p8GoKxSG5QWYWTAIzgEjByDnkGq4rpupkdVp2tZ+uq0OPwn4swnBfG1DM8TQ9rBRnGytzLmi1zRvpfp/hbPzC/b//AGk/i94v/wCCYfw/i1D9q3WvEOs+JxpyfEXQJvFdrcExmB5lEsEY8xAJo4Sc9wA3XFfav/Bs94j+K+ufsCahp/jyW9k0LS/G13beDHu48KLMxxPKkTHloxcvN7Bi4HTA+kP2rNA+HGv/ALBE2k/FS001vDl3pegx65/acyw25tjeWfmeZISuxcZy2Rj1FXf+Cdvh74aeFP2c4/D3wbtNMg8LWuv366FHosyyWv2cy7gY3UsHUkk7sncSTkk15WWZbXwHEUY1K8qj9k3d9ua1tW9Ovqe/m3H+CzLwwrZNDARpyni3U54pcsU05WWifOl7i/6d6eR7rVHxL4m8N+DNBu/FXjDxDY6TpdhCZr7UtSu0gt7eMdXkkchUUepIFXq/OP8A4ObfEnxY0X9hbRNL8Dy3sfh7VPGtvB4ye0TKNAsUkkCTMOVjM6IfQuqA84B+rzHGfUMDUxHLflV7f1+J+fcG8O/62cU4TKPaKmq01FyfRbuy6uytFdXZH6I6Br+heK9EtPE3hfW7TUtN1C2S4sNQsLlZoLmFwGSSORCVdWBBDAkEHIq3X4tf8EavjzrEP7IreHvif+1/qvhe10bxJcWnhfR28a2lisVjsjkO2OUFyvnyTYJ46gcCv1a/Zp8Wax4z8OXevXGunVNOuWjl07UROJUnDqSWjcfKyEbSCvHPFeHlfFOGzPEww8aclKSd3pZWV++3nY6+MOEanCed4vAOtGoqM3FSXVX006O26u7O6voel0UUV9SfHBX87/7GPxF/awuv+C7um67q0+tHxtqnxSu7HxrbyW/7z+zfNdLyKSPosMdtGSB91FiQr91a/ogr4q8F+Bf2dYP+CoGoePdH03w4fibL4tuodXnivkfU1sP7BYJvh3lo4yFiAfYM/Lyc8/McR0JVa2DkpNfvYrTz6/K34n6t4acY4bhbAZzQq4T2zxOGlBOyfLuvev8AYfNeVusYrzX2rRRRX05+Un81f7O3xo/aK0H/AIKzTeL/AIj/ABP1rwp4q1jx1e2Hj/VJL6OxmhtjM32qGRpfkiRViAC9F8tNvKrUv/BV340fFjxH+3bbX3hr44a14ri8Mwaa/wAPtXi1qO+ktpCscxMEluMGQXW/tvyqjoq1+u3wx8Bfs5wf8FLNV8caBpnhtviRc+LdSh8QzQ3qSaktn/ZcnliWLeTEhCxYbau7C8nNN/4KVeAv2cfE3xx8Naj8X9M8NS+IdM8KSzeBV1i9SKf7WLrcxto2dfOcFYzgKxBCnAzX5LVyqusvr1vby5YVXHl1s3zJc2++t9j+rqHjHla47wmZ/wBk6RwXsuVJc1+VzvHT+GkuVf8ATtydvsn158KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/WYrlikfyrVmqtWU0krtuy2V+i8kFfk3/wdS+I/izY/Cz4VeGdGkvU8E3+tahLr/kx/uJNRjjh+xpIw7+W92yqeDtY9VGP1krwX/goX8LPh38aPhR4e+HfxU8JWuuaHfeNLc3em3hYRylLW7dSShB4ZQeD2rxuIqbq5JXSdvdv92tvnax9p4b8RYbhPjfBZrXpe1hTk7x0v70XG6vpzRvzRvbVLVbnnH/BB7V/iXrH/BMH4dyfEyG4V7dLy30NrmARs+mJcyLbEAYyuwYVj1UKeRgn7BrzP9jnRtK8O/s0+FPD2g6dDZ2NhZS21laW6BY4IY55FRFA6KqgAD0FemV2ZZHky6jG97Rj+SPD4mzKnnPEeMx8Kapxq1ZzUVtFSk3b5XPyN/4OqPEfxYtfB/wn8LafLep4IvL/AFGfVRFH/o8upxrELYSMP4hE9wVU9cuRnHFP/gnl8UfDfjz/AIJ/+FvA37Q/7WV1aWs+l3OlXXhO88d2ljA+kpK8MNs8QKyLE0ChCCwZkPJ5r9AP+Chvwk+G3xv+GnhX4efFnwfa67ol143ikuNOvC4R2TT75kOUZTwwB4NM8P8Ahbw3F/wTavPDEOhWqacnwu1C0SySELGsAtJkEYA6KE+XA7V8fmOV18Zn1fkryh7ilp1W3LutNL/M/Rp8fYGfhnl2QRwqVWhXlN1Va+rk049eb37PVfBGz/l8/wD+Ccfhzwt4C/aB+LfgT4MaJZad4Ii0/Qry7sNGs4o7C21+RLlLlYzGMCRrSLT3kjH3co2Bv5+wa+dP+Cd/wg+GHwM8O+Mvh78IfBNl4f0WHX7eePT7BW2ebJZQl3JYlmY4HJJ4AHQAV9F19DwzBwyOgr30v97b/A/P+K8dTzDPatandq0Y3l8UuWEY80rN2lK12ryte3NLd/HX/BebxJ8WPDH/AATJ8eXfwllvYpLh7O18QTafHmRNKlnVLnJHKoykI5H8Dtngk1+ZX/BErxt8QtV8A/FfwNrHiW7m8M6L4OvLjRNPlnBisrmcD7S8Y6pvEUBP8OUz13Z/ezxR4Y8PeNfDWoeDvFuj2+o6Vq1lLZ6lYXcYeK5glQpJG6nqrKxBHoa+Tv2gfgV8If2cfCWnfCj4HeAbDw34esvAXiSW20vTkIRXkltXdyWJZmLHqST0HQAV4XFuV1aieOVS0YxSce/vL8Nb+qXy+74b47wOD8O8RwrLCp1a1ZVFV00SUW/PmXJyq2nLOWqtaXqn7IXjvUvHekjU7Lx0/iXRzpcSxax/aC3STSphMiVPkZjtbdjuORnNe11X0lEj0u3WNAo8hOAMdhVivqsrwU8vwaozqObu3d76u/d/mflWKrxxFZzUeVdkcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv52/+CR3xn+J3hn9t29k8QfHXWfCVp4lstQl8eao+ux2T3UqrJKhnkuODJ9pZe2/LsOjNX9JVfHX7D3wN+EPw7/aZ1zx14J+HmnabrPizTfEN14k1GGNjLfzDWLchnLE45djhcDLdK8DiTB1cXjsJGFRwbclddNL3Wq7WP0/gTjfA8NcI51llfCqrLFQioydtLNr3r9Fzc0bbTS73UvwEj8G/FnxraN4W+LsnjSe312xvdU1Zdfg1GeMW0qzRRyPF8qJ+7IAIBO5sHJ4+wKbHDDDnyolXPXauKdXr5NlUsqpTjKq6jk7tv0S7v8z80xmLWLnFqPKkrWCue+KtvpVx8PtUXWW2wrbFlYKCVcfcIB77sV0NeJ/tgfFRvDHhO40fRrCW+u7SITmyiHNzO2Ft7cHBOXkZR04yDVZ5iqeEyupKSvzLlS7uWiX9dBYGlKtiopaWd2+yR53+yj4h8LeNP2uNdt9Rhc3Xhfw01r4deSKMxSzPLE2pPG28tvjD2ER+Rdu9xk7iB9YV8nXnwO1v9nG9+H2qaFdLdaroN0l/qd07oP7RkuNy6su8xADzTNJKoAX51iyVAyPrCORJUWWNgysAVYHIIrz+F37DBywU1apSdmu99U/n+h05ouesq8XeM1p8t0LXxp+1b41i0j9svW7L4seLpNL8N2PwhhufDi30yQWmx7u6/tedGYgPKixaeHznYjIeA/P2XXyr/wAFLPgh8JPjheeDtL+LvgCw8QW2laVrl/p8GoKzJDcoLMLJgEZ4JGDlTnkGr4rpupkdVp2tZ+uq0PQ4WxOCw+acmLi3TnFxbik5R2d4qTSv7vK9V7rZ8j/8Fe/HP7TB/wCCHnwoutUfWY5dcbRIfiNLJZCGV7T7LI8P2pVA8rfOlsWGB85VSBnbXpn/AAbK6v8AEzUP2BNU0/xjDcDQ7Hx1eR+EXngCq1s0cTziNsZdRctNzzhiwzxgfUH7S3g/wx8RP2Gl8E+N9Fh1LSdWsfD9tqVjcZ2XET3tkGQ7SDgj0INW/wBgfwJ4O+GHwJl+H3w+8OW2kaLpPiXUINO02zUiOCPzc4GSSeSSSSSSSSSTXNSw0qfFEG5t/ufyaj+O/qfc43jzAYrwuq5BHBxhOWLdVSVuWMXd2XXmXwJ7ez08j2uuR+PHhH4L+O/hBr/hT9omy0W48E3diR4ij8Q3CxWQgVg+6WR2UIFZVYNkbSoIIIFddX5x/wDBzb4k+LGi/sLaJpfgeW9j8Pap41t4PGT2iZRoFikkgSZhysZnRD6F1QHnAPvZnio4PL6laUeZRT07+vl38j4zgfI6vEnF2Cy2lW9jKrUilPZxtreO3vae7qvetqj7z+Dng74P+D/hV4f8M/A7StGh8H2elQp4cTRHSW0NptzG0TqSJFYHdvyd2d2STmuoVVUBVUADoAK/Fv8A4I1fHnWIf2RW8PfE/wDa/wBV8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8q4nwuY4inhoUpRbXlyqyvp5dFouh18a8LYnhriDG4SrXVV0qklz3d5a7u/2tfeV3Z31e56XRRRX1R8UFfzt/sceOv2pdT/AOC8WkeI9fTVpfHN58Vru18WxXFoDLHYb5IrxGQ8JFHaBwMcIiLt6Cv6JK+PPCXwT+Eum/8ABRe4+O9j4B0+PxjqPja8sL3xCEY3EtsuguBHydoGEQZABO0ZNfMcR0HVrYOSk1+9itPPr8rfifqfhvxrg+E8BnFCvhlVeKw8oRbt7r1Vnf7D5ryS1bjHTqvsOiiivpz8sP5p/wBn34ufH/Sv+Ctf/CbfFD4i6r4Y8W6h4+vrTxvq9xdxWU9pCzul1GzyjZCqxqUA6KFUL0Wv0e/aI0b9lf4o/Dfxf8R/GXxesvHfiLQ/CUv9ka9f+JbbVdQ0V0YyWpslQ4hla78rbtXdLJsjO4EIfdPh58D/AIR6T/wUFuvjfp/w/wBPi8Xax401Wy1LXtjGee3XS5QsZySoGI0+6ATtGc0z/goj8DfhB8Svi5pfi/x78PdO1XU/Cng57zw7d3cbE2E5uifMQAhScohG4HBUEYr8lq5TXWXV63t5csarjy62b5kuZ676326bn9AcTeJGW8ScVZfjaOGeGVKhCL9nbmbinJwWqXJf3Fd6R1cX8B9U/CW88Y6j8KvDOofEW2aHxBP4fspNdhaMIY7xoEMylRwpEhYYHAroKKK/WYrlikfgdaoqtWU0krtuy2V+i8kFefftI6QNT8EWlwdMFwbHVY7hX2kmA7JE3jHs5XnjDGvQaK5cfhPr2CqYfm5eZNX7FYer7CtGpa9nc5f4LeEj4H+FujeGWMu6C2LsJ8bw0jtIQcAYwXIx7V1FFFbUKSoUY019lJfcrGc5Oc3LufK/7bHijWdL/am+FmjeIdcnsfC0vh/XrmyWR1jtLnXE+yrGkjkjMi2cl8yJ3HmsAdhK/N/7PXx38DeKvhhqNp40/bQul0mTxRrlppui3njewtrebR1v547eMwgA+U0AAHILIQc85r9Bvjr+z58F/wBprwDJ8Lvj18O9P8T6BJdRXLabqSMUE0ZJSRSpDKwyRkEcMR0JB6TRvDXh7w7o9p4f0HRLWzsbC2jtrK0t4FSOCFFCpGqgYVVUAADoBXy2P4bxeMzKpiYYlwUklZXvorW3WnX5s+v/ALfyqOQUcKsPetF2bajy2TnJNPVuUudKSaVlBNOXNaHn37MHhcaVoGr+KA0n/E81COZd2NhWOCOIMnHIO3rz7V6fQAAMAUV9Fl+DWAwVPDp35Va/c+UxFZ4ivKpa1wrxr9qrwK/ja603Thpbsb7TrvTFvIFJkRbjYHQdQPuKwyP4T2Br2Wis80wCzPBSw7lyp219Gn+hWFxDwtdVEr2v+Qy2hFvbx26kkIgUE+wxT6KK9A5zl/jdf+OdK+C/i/VPhhbPN4ltvC+oS+HYYoRI0l8ttIYFCtwxMgQYPB6V+b1n8b/C3hu5+ANj4U/aZvtAi1fw1fv4g1NfEFrbXN1Z/YUaSW6lmyY5TqMcKsOCZfOUj5GC/qTXA/Cz9lv9nn4JeMvFPxC+FHwj0bQta8bX32zxTqNjbYk1GffI+98kgfPLI2FwCXJxmvnc7yXEZrXozp1nT5L7Xvr1Wq16b7H1eRZ3lmXZbiKOJo885XcNI2bcZQtNvVKPNzwsn7ys0r80fIf2Xfim/jDxPa6T4J+Oc/ji3trs/wBozv4hh1AwI652yNDwo+TK7hnOcHk19OU2OGGHPlRKueu1cU6u3KMtq5bRlCpWdRt3u/RK277dz5/F4mGJmpRgo2VtP6QVzF78LtJvfiJD8QpLt/MiQbrbYNrSBdqvnrwO3qB9D09FduIwuHxSiqsb8rUl5NbMwp1alJtwdrq3yZzXxG+GmnfEaC0ivb+S3a0mLB40DFkbG5eemcDnt6GuighitoEt4V2pGgVFHYAYFPopwwuHpV51oxtKdrvvbYJVakqag3otvmFfGv7VfjWLSP2zdasfiv4uk0vw5Y/CGG58OLfTJBaFHu7n+150ZiA8qLFp4fOdiMh4D8/ZVcJ8cv2YvgB+0vb6LafHn4UaR4pj8O6ouo6KmqwFxa3AGNwwRkEYyhyrYGQcCuDO8uqZrl8sPCXK20/LR7P+tz2eHswwGX46UsbFunKLi3FJzjqmnHmaV7rleq91yPhD9mH42+HvHHwK8Bt8VP2wrvVtWvNKsZbvw9q/jWxVZrgMrQI9sgVg4YRMIxghwAR1FfeH7O3hJvCfw5CyCYPqOo3N+6TDBUyvnAGBxgAjPrXbfZLUNuFtHnPXYKkrhyrIKuX4x4iriHUfLy6rZXT3bfYjNc2pZjObp0VSjKTlaOyvfRaLRXt6IK5/4qfCv4d/G74fap8Kviz4Rs9e8O61biHVNJv0LRXCBgwBwQQQyqwIIIKgggiugor6OUYzi4yV0zyaNarh6satKTjKLTTTs01qmmtU09U1sYPw6+F/w9+EvgbSvhp8NvCFjo+g6JZJaaVplnCBHbwqOFGck+pJJJJJJJJNbqqqgKqgAdABS0URjGKSSskKrVqV6kqlSTlKTbbbu23q2292+rCiiimQFeL6X8PzdftOnWzpklsLDU5tUZoVOyZns3tQzE5zlZO2OU9iK9oorz8dgFjp0ZOVvZzU/W19DooYh0FNJX5k194UUUV6Bzn5VXHxv1bQPhD8L9Y8UfHS/wDDnj3Vfi1JD4zu5dStrS9gvDPdjWYJvNyLeOGN3UYA2KLcD767vefAE3gT41a1deFtA+PU3jnUtQtktbiZvFFvqNzZ2xfB2iIYjTLEksMZ719P+Hv2Xf2e/Cnxw1r9pPw78JNGtPHXiKyW01rxNFb/AOk3cIEY2sc4GfJiyQAW2LknFd1HbwRHdFCin1VQK+Fp8H4qzjUxT5XK9knZ63u9d36PXufb55xLleNrqpgsPy35m21FNSm23GPLf3IfDHZtXdo35U+iiivuj4gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvH/ANs39ur9nL9gj4faf8Sf2jvFF9Y2OraobDTLXSNGuNQu7mVYZJ5WSC3RpCkUEMs0j42okbMSK9gr4H/4LceHPiXoHiL4N/tH+D/gt4r8e6R4PXxro2uaH4L0STUr5Jtb8M3en2U32ePLGL7SUid+kaz7jwDQB90+FfFHh7xx4X03xr4R1iDUdJ1iwhvdL1C1fdFc28qCSOVD3VkZWB9DV+vIv+Cf/wAJvGfwG/YW+DnwT+IsezX/AAn8MNC0nW4t4byru3sIYpY8jghXVlz32167QAVzPxm+L3gb4BfCrX/jP8S7+4ttB8N6bJfanNaWMtzKIkGSI4olZ5HJwFVQSSQBXTVyHx++IGlfCv4J+KfiHreia1qVrpOiXE89h4c0abUb6cBCNsFtArSTOc8IoJNAEX7O3x8+HP7UnwO8L/tD/CK+urnwz4v0iLUtEnvbN7eV4JPul43+ZDx0PNdpXyL/AMEKde1K9/4Ja/Cjwb4g+H3i3wxrHg/w/HoOuaT4y8L3Wk3SXcCqzlIrlEaSL94NsoG1iGAOQcfXVABSSSJFG0sjAKoJYnsKWkkcRxtIwJCgkgDJNAHiX7JX/BQr9mP9tfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/gkP8WdQ/ae/ag+Pf7WHxX+EHxG8HeOfFV5Y6Xpmg+Mfh7qGkWmkeFdOluYdNt4rm5iSO7uZmkuLufyyQhuEQcJk/ftABRRRQB4jdf8FCv2aNP/AGx7L9hbUtZ1218d6nFMdLa68L3kel308Nqt5LaQ37Ri3luEt2WVolcsqnnB4r26vz2+M+neKfib/wAF0fg74p+F3wf+Lkd74Bt9asviHrXiXSrj/hDI9Cm0hzBd6bLIWtxeyXcsMJeDbMVjkSQbVFfoTQAUUUUAeWftYftl/AL9irwn4d8ZftAeKpdMtPFfjGw8L6CltZvcS3epXjlYYlRATj5WZm6KqkmvU6/L7/g4P+CX7bHxJ8TeAviB8C/2Xl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/xk+GmifFPw/omt6bZa7p6XdtYeJNGm06/gRhwk9tOqyQOO6OARXhX/BWHwh8IfGX7KH2T44+Dvi7rHh+x8V6ZqMh+B9rcS+IbG4t5TLb3UItv36qkyx5eH51JU8KGI1P+CUy/tJp/wTv+E6/teNrJ+IX/AAjC/wBvHxI2dS2+dJ9m+1nr9p+zeR5uefM355zQB9B0UUUAVtZ1jSvD2kXfiDXdQhtLGxtpLi8u7iQLHDEilndmPAUKCSewFeXfsg/tsfAf9uTwJffEn9n+/wBbudIsr8W63Ot+GrvTftaNGskV1bi5jQz20qMGjmTKOM4PBFXf21vhr4v+M/7G/wAWfg/8PiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj/AP4N6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef/AAUu/Z5+Mn7WWqfsWaJ4a+IOkeONMsdRvvK8U/D7UNMs721srlLae4trm4jWO4i8yRAskZKuGBBORX0HXyh+zn4H8Z/Eb/gqh8fP2m/GnhPVLDSfCfhfw/8ADf4f3WpafLAl7AqPq2qXNuZFAlia5u7eHzEypazIzlTQB9X0UUUAFeBfGr/gph+yR+z9+1D4Z/ZB+JfjPU7bxj4ofT0tVtfD91cWNk9/PJb2CXd3GhitWuZopI4hIwLspAr32vyg/wCCkfwb+OPir/gs18P/ABv4d+BPjrV5o9Q+HbeAdZ0DQpJvDMtraa1fza++uyqPK822tZY5bQzndG77ofmJoA/V+iiigD//2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "18+2*0=18", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8e4f508ce535670149adaeb814f74ff5e2e7c9fc515e4cc9709ac6d3f046ef07"} +{"episode": 72108, "episode_seed": 3816881939, "split": "train", "timestamp": "2025-10-28T03:49:46.300040", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3816881939, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 4, 6, 4])", "action": "('move', [1, 4, 6, 4])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KDx+HvGlxqEXhjSfDFlJ4ER0KQeXJGrXUsRHDOblXVm+9+6QdFWvs79jv9p++1r9nXwD41+M37dOpR+KZtFt7rWbDUvH9hGPM3EqssRGRlAm5Sd3JzzmvYf+CpPw9/Zi8f8AxI8EQ/tJ6Z4Xuja+GNZfwtF4m1BIA16ZrH5YVZ1EznC/Jhs8cc19UfCtdNtPg/4cvtQWCKOLw1ZyTzShVVFFuhLMTwABySa/Pf7HxOMz3Fxp4mVOzi9L68yvbRr4dkftnFHH+Czbw8yXKI4BRlh1JObStLl933NG/ffvVNvfS33Mz9n3WPEeteEprzW7qW4gNzmxuZnLGRCATgn7y56H3I7V3lY3gL4i/Dz4peHk8WfDDx3oviPSXlaKPU9B1SG8t2dThlEkTMpIPUZyK2a+1y7DvCYKnRc+flXxPr+fy12PxzGc/wBanzw5HfWO1vIK/l+8V/Gn9qrQP+CmWp/FHxV421vQPiavxFlttR1J5ltbizLTG2eLL/JHEID5YB/diMAfdr+oGvgzxZ8PP2Yp/wDgpHqHj6bSvC8nxTj+I+kxiV79G1RLH7BYJuEBfKpsO3zAnRiN2DXz3FuGnXp4blm4/vFHT+919VbT1P1nwk44wnBn9qKvg/rHt8PJLRO1r6Sv/wAu5c3v/wCGOjPz1/4Lq/GvxR4mm8E/D/wr+0tqfjbwbNHPfXdpL4ot9Qhj1GNyiM3kgFWEMhwG4+Zsc5r9H/8Ag3t8UfGLxR/wTU8Oy/FyS+lhsdbvbLwhPfx4Z9Hi8tYQhPLxrL58aE9FjCj5VWvRv+Cn3g34A+Lvg/4T0L9o2z0A+E5PHkTX3/CQ3y2lr5i6bqBi3Sl0CnfjHzDJ45rvf2FtK8M6F+y54c0XwXZ2lvo9pcalDpMFht8hLZdRuREI9vBTYFwR1GK5cny+tgeJJwqVnUap3u+t2lZ6vY0zzjzB5l4R4PIIYFQlTrSftLLlduZ+7onzvntLyS3vZet0UUV9wfjJ+Uv/AAdO+J/jJpvwY+GXhjw7Jfx+BtT1y+bxQ1vF+4kvokhaxjlcc/dN26oeCY93VBj0/wD4NqfFHxh8RfsAXVn8R5r+bQ9L8Y3dr4HlvY/l+wCOJpEiY8vGty04HUKwZR93A95/bXn/AGfP2pfgenw6m1zw3430NfHlhY+I9N0/V47qOGZGd/JmMD5jdWUHaSG4rq/2CPBvhX4efs9ReBfA2gW2l6PpPiPV7bTdOtE2x28S302FUfrk5JJJJJJNfJUqP/GYSqKbadO/luo29NL+p+xY3jfDPwfpcKzwfLWp13JzaS0d5qX83O1Lk7ciWutl7PRRRX1p+OhWZ40n1+18HatdeFIfM1SPTJ202PaDvuBGxjGDwctjg8Vp0UmrqxUJck1K17dHsz+a/wD4JffEb9qSX/grl4L8RWmoa7P4017x68HxAE8JNxPaSzE6oLlGHCrGsrsCBsaJSACi1/ShXwf8Bvh7+zHp3/BQ248d+C9M8L/8LIuviP4mj8TXFnfpLqS25i1Pb5sW8tEpCw87V3YXk55+8K+U4RoSoYStFybtUktfK2vz6n654xca4XjfOsJiaGE+rqFCEbNK7veWlvsK9oeWul7Ir8Fv+Dm7xT8Zb79tzRPCfi+a/Twdp/hGCfwbC8e22aSRj9rkQjh5PMRFYn5gEjHAxn96a+QP+CoXgD9mT4g+M/hxYftOaf4YubGDT9ck0OPxRqKW8bXvmaaFEe+RBI5XI2c5HY1vxbSdTIqjvblafrqlZ/ff5HD4P8V4fg7jilj62HdZcs42ik5K6+KF+ulnt7rkfPX7DH7Tepa5+y14B8WfGr9ufVLbxM+lLLqNhqHj+xiwqTOIVkiYbhmFYshjuOSW5Jr9Av2dte8Q+IvDN1qWrX8l3aSTq+n3ckhcSqw3MVb+JOQQRxyfSrn7PtrYQ/s++CHmtoUVPBumFiyABQLSP8hW18P/AIl/Db4raCfE/wAK/iBofiXS1naA6j4f1WG8txKoBaPzIWZdwBGVzkZHrWeV5HiMHi4V6mKlPR+679V5ye3p2PlM7zWOb4jE4qlhVTjObl7q92HNJtRVkrdUvJG5RRRX1J80Yc3xO+Gtv49i+FU/xD0NPFE9mbuDw2+rQi/kt+f3y25bzCnyt8wXHynnityv5h/2kfjH+1ToP/BULxT8TvEHi/WtG+JOnfEWeC1v3kW3nskWUwQRpu+RIhblEUH5DGecqST+zngn46eEz4mjsNB/bOuvEN3eBre30m48e2d15zN/cjjAcvxxtOetfELjbDwlUjUoyum0rW2Xe9rPvufr/HvhRU4Lo5fUji41frNLndvsy0vbfmg+ZcstG7PRH25RWL8PLnW7zwTpt14iD/bHtwZjIMMeTgsD0JGCfetqvsqFVV6EaiVuZJ2e6ur6n5HUh7Obj2djyX9vLxB8XPCv7GXxN8SfAcXn/CX2Xgy+m0FtOh8y4ScRE7ol7uo3FcAnIGATgV+AH/BHf4vePPAn7YEem2fxv1LwfoGv6ZdnxhqEGuxWS3CRQySQGSSfK7vtBTB+987DozV/SzXwb/wS8+HH7L3hT4vpq/wG0jwsuq6l4Du38ZzaFfJczG8+06e224w7mJwzSnYduCW44r5DiTBVcVmuEjCq4OXMk10sr3Wq1ezP2HgPjrB8O8BZ1lVXBKrLEKNp2Vlf3ffbW0fip7+/2vc/If8A4KsfGL4meMv24dTvLj416t4psvDYtI/A+strcd01vb+Wk4MM0GF3CdpDuHzBgAT8ox/RV+yjq/xQ8Qfsw/DzXfjdb3EXjG88FaZN4piu7cRSrqDWsZnDoOEbzC2VHQ5FfKP/AAVB+HX7L3i/402l58ctJ8Kz67p/w7kk8Dxa7fpFM1359yT9niZ1899yxHbtfnbxzz902JLWULMckxLkn6U+G8HUwea4unOo5uPKrvrdN3er1W24eIXHWE4m4KyTLqWC9i8PCScrK0rWh7jSWkmuad/t97XctfnV/wAHMPif4xaB+wfpmnfD2W/i8Par4wt7bxvLZR5U2nlu8KTMOVja4WL2LBFJ5AP6K141/wAFAdJ8C69+yV4p0b4nR2L+HLqbTI9cXU5xFbm1OpWol8xyVCJtzlsjA5yK+hzmk62VV4J291/gr/jsfDcDZ1S4d4wwOZVKPtY0qkW4d9baf3le8f7yR8Hf8Gv3iv44aj+zP8UfD+qtfTeEtI1q2Pgo3EOYUvpIZnvYoWPUZFo7J90NKT1dq/Pj9hb4l/tcy/8ABXDwh4se915/iTq/xNFv41ilgJuJIpLjbqkU8RGFRIBPuUgCMRgjbsGP3S/4Jn+FPg54K+DfiPw/8ArDRbfwnF4zdtJXw/cLNaMG06wZ2SRWYSZcvltxOcjPFeL/AA38Afsx23/BR6fx94d07wwfihJ8StVj1ueDUEfVI7M2N2ql4fMLRIVEQ3bFyCvJ3c/F1MLKWWZY/aP44r/wJ3/8ltZeR+2YPxVy/D8S8T4p5bdYym0o2V4ckXB+0X8s2+apa/vpLW91950UUV+jH80H8/3/AAcq+J/jHqf/AAUDXwx47e+XwrpfhazbwNDNFttzDLGpupY8cMxuFdHb737pFPCrX1r+zd8XfC/xa/Y58JaL+0v+2TeT3OueE4ofFXhzUPiHZ2sU0LAqbaWJCrojQ7VZNwJViD1NfSH/AAUj+AfwZ+OnxF8LD4wfDnTvEK6F4P1q80hdRRmW2n86yy4AYBs7RkNkHHIr1j4maTpeqfsFa7Y6jp8M0Nz8JbiO4jeMYkRtMYMD9QSK/OauUYjF5zjVDEShy2btfVSTdnqtFst9D9uz/wARsBmnAuR5RSwap1MLe9RW3VleFtbz+Od7e+lq9zwv9gXRPDvw8/bQ8a/Db4CaXbad4Gb4f2Wo+K9H0O1iTTLHX2ufLtXUR/LFczWSsZEGN0cMDsOVZvtivmH/AIJ3fBL4S/ALX/Hfgb4M+AbDw7pLwaTcvZaerbXmY3gaRixLMxCqMknhQBwK+nq+l4Wi45FR1ve7/F6H5xxdmFLMc7lUp8zUYxjzStzz5Ypc0rNq77XdkkuZ2uyv5efG3xa/ac0//gpfqHxO8c+KdV0f4lw/Ep477UbkpBcWMnn/AGfaPM+SJEh+Rc/IsYGPlANf1DV8QeLfgH8GZv29b/4/z/DfTX8aL8UdJsk8RSIzXCwfYLFNgydo+Ulchc4JGcE1w8W4adenhuWbj+8UdP73X1VtPU+48JuPMBwQ8zWJwir+3oOKvbRq/uyv/wAu583v2u/djozmPEJ/Zs+OusaZ4b+JH7Qdl8S47O+a40fw14m8aWepWxufLdRMLVcLNIsbSAFlbaGYgA8j2j/gk0Tbfs3a5oHhxpH8EaR8RtasvhpMY18p9ESVCogdc+dbpctdxxSEndHGvLDDHX/4KKfBz4XfGn4deDvh/wDFXwRZa3ot146SSfT7oMEdk0zUGQ5QqwwwB4Ndf+xB4f0Pwn+zNoHhbwxpMFhpum3mqWthY2sYSO3hj1K6RI1A6AKAB9K5soy+tgeJJwqVnUap3u+t2lZ6vY+WxOc0anCLwq5ryqK0Xbkgopvmjrfnk20/dikr6ycvd9Yrw7/gpV4m+MXg39g34p+J/gE98niyy8JzyaZLpkW+5hXKiaSIdd6wmVgR8wKgjkCvcaCAwKsAQRyDX2dem61GVNO101dbq63+R8vleMjl2Z0MXKmqipzjJxltLlknyvydrPyZ/NL/AMEb/H3xM0j9svw/4C8O+J7yHw5r96Z/FGmpOPJvDb29w1s7q33mSV8qV+Ybm/h3V+yf7M3xB1T/AIS7W/BHhH4hve6haeOL2a58OpqaSGxSS4IAaFfmijcZf5uCWZgfTqvif+yj+zl+zD4Fib4AfB/RvCh8R/EHT7vWzpNuU+1SgTbSck4Vd77UGFXc2AMmvR/2Oo0HwovJAg3HxdrOWxyf9Omr82wnDuJo5vHCOu01DmvG+3P8K1Xr69D9W8TOPsv44zqecYXC+zg1GFpW5m4x+KVrq+vKtfhjHXoerUUUV+nH42FZnjSfX7Xwdq114Uh8zVI9MnbTY9oO+4EbGMYPBy2ODxWnRSaurFQlyTUrXt0ezP5q/wDgmL45/aXv/wDgrv4E8UiXWLvxvqvxCkTxu13a77lreWR11Uzq4+TbCZy3A2beMFQK/pUr4j+C3wE+DXhj9uaL446B8OdOtvF2ufEvxPb6r4gRGNxcRCPVRtJJIUfu487QM7RnNfblfKcI0HQwlaLk3apJa+Vtfn1P1nxf45wXHec4TFYbC+wVOhCLWl27t20+zG9odba2V7Ir8Ff+Dm/xR8ZL/wDbb0Twl4wlv18HWHhGCbwdBJHttXklY/bJEI4eQyIisTyAkY4GM/vVXkX7Wnwh/Yq+K+neGov2zdD8FXdtY61nwsfGV/FbL9tcD91CZHTzGcKMxchtoypwMenn2XTzPLnQjPld07vbTo/63sed4TcY4bgbjKnmdfDOvHlnHlik5rmXxQv10s9vdcj4C/Y++MGhfEj9iPwdoX7Rf7ZV/Fcan4Xaz13w7d/EKzs42st0kUdvJGm140a2EakbgxDHJBJr3r9hPQPB/wAN/wBt/W/h3+ztpdnp3gy4+F8WoeNdH8PW8Q0y11UXUEelzHZxFczWf2vIGDJHBE7Z4Y/U/wC0bpemy/s7ePLWTT4TG3grVEZPLGCv2SUY+mK8Q/4Jx/Av4P8AwA8T+NvCXwX+H2n+HNOutG0O7ubXT1bEs7SakpkZnLMx2qo5PAHFfM0soxGX8QYWNTESqXUnrfRJbbvRmdXijDYzA5nWjTdNV5NqlG3slzyvd6rWnpyJR3SfMlGz+qKKKK+/Pzk8f1T4N/sSXn7Xtl8U9X8PeCG+NSaPmxnmvoRrJsxG8Xmrbl9zKI/MTzdhIUFd2BgeuLa2qMGS2jBHQhBX8xf7SPxj/ap0H/gqF4p+J3iDxfrWjfEnTviLPBa37yLbz2SLKYII03fIkQtyiKD8hjPOVJJ/ZzwT8dPCZ8TR2Gg/tnXXiG7vA1vb6TcePbO685m/uRxgOX442nPWvhYcZYOhKrGVBp8z2tr5y2s++5+0eIvhpmHC1DLJ1cesQq1FNXbfJaz5Yav9373uPS/vaI+3KKxfh5c63eeCdNuvEQf7Y9uDMZBhjycFgehIwT71tV9rQqqvQjUStzJOz3V1fU/GqkPZzcezseS/t5eIPi54V/Yy+JviT4Di8/4S+y8GX02gtp0PmXCTiIndEvd1G4rgE5AwCcCv5/P+CPPxR8YeCP2zLc23xjvfCOka1o97H4r1iHWYbMywrE0savNOCBm4WHp8xPsTX9LtePfsyfBj9iD4a+JPGt9+yh4c8D22qahrGPHX/CK3sM8kd4rynyrhUdvIZWaXEWFAO7CjFfPZ5klfNMZRqU63s+W/e/rHVa99VofrfBHiDg+GeBs4yergfbSxSjadlaN/d99tPSPxU9/f7XufF/xq8I/sX/GLwf4t8d/GH4qaT49u9O8JyRT+Ida8UW2p3miWiszxm12nFu3nlSpVQ0khVCWBC194/sn6v8Ttf/Zf+HeufGuC5i8YXngnTJvFEd7bCGZb9rWMziSMABH8wtlQBg5FfMv/AAUj/Z/+CnxY+K1x4p+JPw00zWtQ8L/DSS60C4vY2P2Kbzrpt6qCFY7o0PzAj5RxX2rYktZQsxJJiXJP0ri4bwdTB5rjKc6jm48ibfW6bu9Xqttz5XO84pYvhzCYZczalKXvWtTS91Qp6t2lo56R1UUo+7dy1+dX/BzD4n+MWgfsH6Zp3w9mv4vD2q+Mbe28by2UeVNp5bvCkzDlY2uFi9iwRT1AP6K1h/En4beA/jD4D1X4YfE/wtaa3oGt2bWuq6VfR7oriJuqkdRzggjBBAIIIBr6bMcLLHYGpQjLlcla/wDXTv5HFwZn1DhfirB5tWpe1hRmpOOmqXa+nMt4/wB5I/D3/ghn8Zta8O/C3xt4N8ZftOX/AIK8OWesWs+g2EPim005JbmWOT7U4EoLOdsdtk/dHbkmvqfVvBnwN8MfEj4a/F79nO+03WPiXqfxisfsfinTL2HU9U1oXM6JrS3E4LGWJdOe4eT+GBUQqI88/ob8H/gf8JPgD8PbD4U/BvwBp3h/w7pnmfYdKsIcRxF3aRz8xJJZ2YkkkkmvkrwB8A/gzon7eEfx60n4cabB4y1H4pataXviFUY3EkAsr1dnLbVG2NASoBIXk8nPwWKyDFZdLCKpiHK9SMba2j5xu+nTRH6BmfH+Az3i/Mc5pUZUadRSkqcbWqWioqNbVLlnrKpbnu20lrzL7fooor9KPxg+HPjX48jsP22Pi1ZfG3xnJpmm6V4M0h/CkGpzx29rHoLW7tfXcBYgSE3vmJM5zt8m3U4BXd5R+zF8dvDvjH9mTwmfjL+2xfy3WoaCE1fRdX8d2Fus1sxZUhmgAUoGg2Bk4I3EHBzX3v8AHT9k79m/9pm/0DU/j38HdF8VXHhe8a60GXVbcubSRihbGCNysY0JRsq2wZBxXfmztCcm1jJ/3BXxlfhfGVsfWrxxTgpu+l7+j1Wi2W+h9vjOI8oq5VRpUsN+9tTU21FKPs4ci5Grt+0+OpdR95L4tzyn9l3wiLE65493Ska0tpBHux5bJAJSHTjnJnIzkj5Rjoa9aoAAGAKK+ly3BLLsDDDKV+Vb7X1ufH4mu8TXlUatcK/J7xx8bfE/h39jTU/Gvib4u3+jfFaX4lmPVbi5ureHULXxD/bSo9p5cmVijjt1VVGMLaokgO35z+sNedp+yZ+zdH+0DJ+1Snwb0QfEOWy+yyeK/s3+lNF5Qi6527vLAj343bPlzjivOz7J62bxpKnU5OSV/wDgrzXT1ep9NwvneVZRGqsbR9om4TjZRd5U+b93K+1Opze+1d+6vdfT5b0L4k/DHxX4rsdPj/avfxldx3LvpGkah44tL398Y3TzI4o8M0gjeRe+FduO4+ufgR4ObwH8K9M8Ov5wbfc3TrOAHVri4kuCpAAxgykAdQBzzXVra2qMGS2jBHQhBUlRlORVMtxcsRVrupKS5dV0vfdtnh4vHxxNFU4wUUnfT/hkFFFFfRHnHA/tHaKus/D1GfS1uRZ6lDdBiCTAU3YkGPTOOeME1N+zv4PbwZ8MobJxMHvdQvL+RJxhlM87y4xgYHzcZ5xXcdetFebHLks2eO5tXDkt873udLxLeEVC3W9/lYKKKK9I5gooooA8J8FfDdpv2h11U6VJZro2uahqrLCpEbyXEVzGWYsDkObl34IyenAIr3aiivNyvLlltGcFLm5pOV35nTisS8TNStayS+4K/Bb/AIObvFPxlvv23NE8J+L5r9PB1h4Rgn8GwPHttWkkY/a5UI4eTzERWJ+YBIxwMZ/emvPvj7+yn+zp+1LaaPY/tCfCHR/FkWgXxu9HTVoC32aUgBiuCMqwVdynKttXIOBWOe5bVzXL3h6c+V3T8nbo/wCt0j77wr42wPAHF9PNsXQ9tBRnGytzR5l8Ub6X6PVe65H55/saftAr4/8A2QfBl1+0R+21qX9s6loLR67o+qfECyhEkBkkRIpYj84DW4jDBjuIYknJNfdv7K3haGCfW/iDbO7Q6vZ2NrbMpBieKA3Dq6ED5gftJGckHAx0OfW1sbFFCJZxAAYAEYwBUoAAwBgDsK87L+HK2Dx0MTVxMqnImkmu6t1k/wCrHzWdZ7SzbFYirTw8aSqzlPljtG8nLlWi0Wy8gooor6k+dPO7/wDZM/Zu1P8AaAt/2qNQ+DmizfEK1s/stv4qe3JuUi8tovXaW8tmTeRu2nbnAAr0BbW1RgyW0YI6EIKkoqIU6dO/Kkru7t1fd+Z04jGYvFqCr1JT5IqMeZt8sVtFX2iruyWiCiiirOY8l/by8QfFzwr+xl8TfEnwHF5/wl9l4MvptBbTofMuEnERO6Je7qNxXAJyBgE4FfgB/wAEdvi9498C/tgR6fZ/G/U/B+ga/pl2fGOowa7FZLcJHDJJAZJZ8qW+0FMH73zsBwzV/SzXnXwU/ZJ/Zr/Zy1jxDr/wO+DOieGrzxXeC68QT6bbbTeSBnYZySFUNI5CLhRuOAK+azvI8TmmLpVaVZ0+RNaXur9VZrV7PVaH61wV4jZdwtwTm2SV8Gqs8Wkoy0stLe/fW0Pjp2TtO+17nzF4Pl8BfGi61Xwr4d+OknjnVdW0z7Bc3B8T2+o3VravvUBREMIgaRmyVxk8ntX3BBEIYEhByEQLz7Ckjt4IjuihRT6qoFPrpybJp5VKrKdV1JTtdtdr+bvufmeNxqxailDlUb7ef3BRRRXuHCFeE6J8NReftGpfjSpbNdM8Q3OsN5CkJI8kE8W9i2eH84txj5hx0Ir3aivNzDLlj6lGTlb2c1L1t0OnD4l4eM0lfmVvQKKKK9I5gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5D4+fHf4V/sxfBvxD8ffjb4qi0Twr4W05r3WdSlRn8qMEABVUFndmKoqKCWZlABJrr6+Tf+C3vwV+J/x5/wCCbPjjwd8HvCV54h1zT9T0LXovDunR77jVINN1izvp7aJP45Ght5NqdWYKo5NAHsn7Jf7XnwP/AG1/hQfjD8BtdvbrTYNWudL1Oy1bSprC+0y/t2CzWt1bTqskEq5UlGAOHU9CK9Or4u/4I2+FvH+oQftBftL+K/hr4k8H6P8AGP496j4m8G6B4u0iTT9RGmCxsrRLme1kw9u8sltI2xwG2hSeor7RoAKKKKAPG/2yv28f2c/2DfC+geLf2idf1OytfEuuxaTpK6VodxfO9xIyqC4hRhFGC6Au5C5dRySBXslfDH/Bwj4s1K1/4J/3Pw18NfCzx14r1rxP4v0FtNsfBHgu91h41stXsr2d5haxuYV8mCQqzYDMAo5NfZXwx+IGlfFf4c6H8TdC0rVrCy8QaVBqFpZa9pUtjewRyxh1Se3mCyQSgHDRuAykEEAigDdooooAK8C+JX/BS/8AZN+EX7Vmhfsc/ELxTrWneLPEWo22m6bezeFr3+yG1G5hM1vYNqPlfZhdSRgMsW/dgjOM177X5x/t3fGu/wDjV/wVc+EP7KPxT+CvxSt/hX8MPEmk+Ll8Q+HvhlqepWPibxdIdmmwvewQtDaWNkJzPPK7cyYRtqxs1AH6OUUUUAFFFFAHgX7O3/BSz9lX9qD4/eIv2ZvhjrviGLxd4c0x9Tex8Q+Eb7TE1LT0uTate2UlzEi3duJhs82PKkkYyOa99r81f2DtK8U/ED/gtJ8RP2k/hj8FPjToHgrWPhRNYfEC7+Nej3MP2LxENXEsFhoz3RYraCIzu0dsxts7Cvav0qoAKKKKAI7q6trG1kvb24SKGGMvLLIwCooGSxJ6ADnNeU/sY/ttfs9/t9/CGf46fszeKLnWfDMGv3mjjULnT5Lbzbi2ZVkKLIAWT5gVccEGsT/gpf8AD/8AaF+LH7DvxA+F37LmiQ6l4w8R6ZFptvp82uJphubKa5ijv4ku3Vlt5Gs2uVSQq21mU7SRivnr/g3y8FfHv4bfs/fFzwP8bf2V3+FEEPx/8UXXh7Q21Q3KfZ5rrLRQEwReZbQlVjiuVBS4QCRQo4oA++qKKKACvGv2xP26fgr+xDpvhe9+LukeL9TufGWtS6V4c0jwR4Qu9bvry5jtpLl1W3tEeQhYYpHJA4Ck9q9lr4d/4LkeCPhp4n+DPhXxF458E/tAX+seHrzVbzwLrH7PlrdvqOl62+nS28DTvZ/v4o5BM6Bh+7PzCQhTggH2Z4B8Zad8RPA2jfEDSNO1KztNc0q3v7a01jTpLO7hjmjWRUnglAkhlAYBo3AZWBBAINa1eSfsEp+0JH+xR8KU/awa4PxKHgLS/wDhNzeFTP8A2l9mTzvN2/L5u7O/HG/dXrdABRRRQB4j8bP+Chn7MXwC/aG8M/st+OvEesT+M/E8EFzHp2heGrzUU0u1nuPs0F1fy28bpYwST5jWSUqpYHnAzXt1fjz/AMFEfgF+2R4L/wCCxuqfGr9n/SvjCuufEAfDtPhxq/gcXP8AwjPlWGovFrttr7R/uViSyeWVEn+U/aGKZfp+w1ABRRRQAV81/Av/AIKqfs0fH79p5v2QfDnhb4k6H43Ok3up29l40+G2paPDdWdpKsU08Ut1EiyR73UBlyCWGDzX0pXx5+yb4C8c/FX/AIKm/tE/tf8AxB8Gavpml+GdN0f4XfDOXWNOlt/tVjbR/wBo6pdQeYo8yGW9uURZUyr/AGU4JxQB9h0UUUAf/9k=", "image_prev": "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", "image_next": "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", "info": {"equation": "69+15=84", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KDx+HvGlxqEXhjSfDFlJ4ER0KQeXJGrXUsRHDOblXVm+9+6QdFWvs79jv9p++1r9nXwD41+M37dOpR+KZtFt7rWbDUvH9hGPM3EqssRGRlAm5Sd3JzzmvYf+CpPw9/Zi8f8AxI8EQ/tJ6Z4Xuja+GNZfwtF4m1BIA16ZrH5YVZ1EznC/Jhs8cc19UfCtdNtPg/4cvtQWCKOLw1ZyTzShVVFFuhLMTwABySa/Pf7HxOMz3Fxp4mVOzi9L68yvbRr4dkftnFHH+Czbw8yXKI4BRlh1JObStLl933NG/ffvVNvfS33Mz9n3WPEeteEprzW7qW4gNzmxuZnLGRCATgn7y56H3I7V3lY3gL4i/Dz4peHk8WfDDx3oviPSXlaKPU9B1SG8t2dThlEkTMpIPUZyK2a+1y7DvCYKnRc+flXxPr+fy12PxzGc/wBanzw5HfWO1vIK/l+8V/Gn9qrQP+CmWp/FHxV421vQPiavxFlttR1J5ltbizLTG2eLL/JHEID5YB/diMAfdr+oGvgzxZ8PP2Yp/wDgpHqHj6bSvC8nxTj+I+kxiV79G1RLH7BYJuEBfKpsO3zAnRiN2DXz3FuGnXp4blm4/vFHT+919VbT1P1nwk44wnBn9qKvg/rHt8PJLRO1r6Sv/wAu5c3v/wCGOjPz1/4Lq/GvxR4mm8E/D/wr+0tqfjbwbNHPfXdpL4ot9Qhj1GNyiM3kgFWEMhwG4+Zsc5r9H/8Ag3t8UfGLxR/wTU8Oy/FyS+lhsdbvbLwhPfx4Z9Hi8tYQhPLxrL58aE9FjCj5VWvRv+Cn3g34A+Lvg/4T0L9o2z0A+E5PHkTX3/CQ3y2lr5i6bqBi3Sl0CnfjHzDJ45rvf2FtK8M6F+y54c0XwXZ2lvo9pcalDpMFht8hLZdRuREI9vBTYFwR1GK5cny+tgeJJwqVnUap3u+t2lZ6vY0zzjzB5l4R4PIIYFQlTrSftLLlduZ+7onzvntLyS3vZet0UUV9wfjJ+Uv/AAdO+J/jJpvwY+GXhjw7Jfx+BtT1y+bxQ1vF+4kvokhaxjlcc/dN26oeCY93VBj0/wD4NqfFHxh8RfsAXVn8R5r+bQ9L8Y3dr4HlvY/l+wCOJpEiY8vGty04HUKwZR93A95/bXn/AGfP2pfgenw6m1zw3430NfHlhY+I9N0/V47qOGZGd/JmMD5jdWUHaSG4rq/2CPBvhX4efs9ReBfA2gW2l6PpPiPV7bTdOtE2x28S302FUfrk5JJJJJJNfJUqP/GYSqKbadO/luo29NL+p+xY3jfDPwfpcKzwfLWp13JzaS0d5qX83O1Lk7ciWutl7PRRRX1p+OhWZ40n1+18HatdeFIfM1SPTJ202PaDvuBGxjGDwctjg8Vp0UmrqxUJck1K17dHsz+a/wD4JffEb9qSX/grl4L8RWmoa7P4017x68HxAE8JNxPaSzE6oLlGHCrGsrsCBsaJSACi1/ShXwf8Bvh7+zHp3/BQ248d+C9M8L/8LIuviP4mj8TXFnfpLqS25i1Pb5sW8tEpCw87V3YXk55+8K+U4RoSoYStFybtUktfK2vz6n654xca4XjfOsJiaGE+rqFCEbNK7veWlvsK9oeWul7Ir8Fv+Dm7xT8Zb79tzRPCfi+a/Twdp/hGCfwbC8e22aSRj9rkQjh5PMRFYn5gEjHAxn96a+QP+CoXgD9mT4g+M/hxYftOaf4YubGDT9ck0OPxRqKW8bXvmaaFEe+RBI5XI2c5HY1vxbSdTIqjvblafrqlZ/ff5HD4P8V4fg7jilj62HdZcs42ik5K6+KF+ulnt7rkfPX7DH7Tepa5+y14B8WfGr9ufVLbxM+lLLqNhqHj+xiwqTOIVkiYbhmFYshjuOSW5Jr9Av2dte8Q+IvDN1qWrX8l3aSTq+n3ckhcSqw3MVb+JOQQRxyfSrn7PtrYQ/s++CHmtoUVPBumFiyABQLSP8hW18P/AIl/Db4raCfE/wAK/iBofiXS1naA6j4f1WG8txKoBaPzIWZdwBGVzkZHrWeV5HiMHi4V6mKlPR+679V5ye3p2PlM7zWOb4jE4qlhVTjObl7q92HNJtRVkrdUvJG5RRRX1J80Yc3xO+Gtv49i+FU/xD0NPFE9mbuDw2+rQi/kt+f3y25bzCnyt8wXHynnityv5h/2kfjH+1ToP/BULxT8TvEHi/WtG+JOnfEWeC1v3kW3nskWUwQRpu+RIhblEUH5DGecqST+zngn46eEz4mjsNB/bOuvEN3eBre30m48e2d15zN/cjjAcvxxtOetfELjbDwlUjUoyum0rW2Xe9rPvufr/HvhRU4Lo5fUji41frNLndvsy0vbfmg+ZcstG7PRH25RWL8PLnW7zwTpt14iD/bHtwZjIMMeTgsD0JGCfetqvsqFVV6EaiVuZJ2e6ur6n5HUh7Obj2djyX9vLxB8XPCv7GXxN8SfAcXn/CX2Xgy+m0FtOh8y4ScRE7ol7uo3FcAnIGATgV+AH/BHf4vePPAn7YEem2fxv1LwfoGv6ZdnxhqEGuxWS3CRQySQGSSfK7vtBTB+987DozV/SzXwb/wS8+HH7L3hT4vpq/wG0jwsuq6l4Du38ZzaFfJczG8+06e224w7mJwzSnYduCW44r5DiTBVcVmuEjCq4OXMk10sr3Wq1ezP2HgPjrB8O8BZ1lVXBKrLEKNp2Vlf3ffbW0fip7+/2vc/If8A4KsfGL4meMv24dTvLj416t4psvDYtI/A+strcd01vb+Wk4MM0GF3CdpDuHzBgAT8ox/RV+yjq/xQ8Qfsw/DzXfjdb3EXjG88FaZN4piu7cRSrqDWsZnDoOEbzC2VHQ5FfKP/AAVB+HX7L3i/402l58ctJ8Kz67p/w7kk8Dxa7fpFM1359yT9niZ1899yxHbtfnbxzz902JLWULMckxLkn6U+G8HUwea4unOo5uPKrvrdN3er1W24eIXHWE4m4KyTLqWC9i8PCScrK0rWh7jSWkmuad/t97XctfnV/wAHMPif4xaB+wfpmnfD2W/i8Par4wt7bxvLZR5U2nlu8KTMOVja4WL2LBFJ5AP6K141/wAFAdJ8C69+yV4p0b4nR2L+HLqbTI9cXU5xFbm1OpWol8xyVCJtzlsjA5yK+hzmk62VV4J291/gr/jsfDcDZ1S4d4wwOZVKPtY0qkW4d9baf3le8f7yR8Hf8Gv3iv44aj+zP8UfD+qtfTeEtI1q2Pgo3EOYUvpIZnvYoWPUZFo7J90NKT1dq/Pj9hb4l/tcy/8ABXDwh4se915/iTq/xNFv41ilgJuJIpLjbqkU8RGFRIBPuUgCMRgjbsGP3S/4Jn+FPg54K+DfiPw/8ArDRbfwnF4zdtJXw/cLNaMG06wZ2SRWYSZcvltxOcjPFeL/AA38Afsx23/BR6fx94d07wwfihJ8StVj1ueDUEfVI7M2N2ql4fMLRIVEQ3bFyCvJ3c/F1MLKWWZY/aP44r/wJ3/8ltZeR+2YPxVy/D8S8T4p5bdYym0o2V4ckXB+0X8s2+apa/vpLW91950UUV+jH80H8/3/AAcq+J/jHqf/AAUDXwx47e+XwrpfhazbwNDNFttzDLGpupY8cMxuFdHb737pFPCrX1r+zd8XfC/xa/Y58JaL+0v+2TeT3OueE4ofFXhzUPiHZ2sU0LAqbaWJCrojQ7VZNwJViD1NfSH/AAUj+AfwZ+OnxF8LD4wfDnTvEK6F4P1q80hdRRmW2n86yy4AYBs7RkNkHHIr1j4maTpeqfsFa7Y6jp8M0Nz8JbiO4jeMYkRtMYMD9QSK/OauUYjF5zjVDEShy2btfVSTdnqtFst9D9uz/wARsBmnAuR5RSwap1MLe9RW3VleFtbz+Od7e+lq9zwv9gXRPDvw8/bQ8a/Db4CaXbad4Gb4f2Wo+K9H0O1iTTLHX2ufLtXUR/LFczWSsZEGN0cMDsOVZvtivmH/AIJ3fBL4S/ALX/Hfgb4M+AbDw7pLwaTcvZaerbXmY3gaRixLMxCqMknhQBwK+nq+l4Wi45FR1ve7/F6H5xxdmFLMc7lUp8zUYxjzStzz5Ypc0rNq77XdkkuZ2uyv5efG3xZ/acsP+CmGofE3xx4p1bSPiXB8SnjvtQuSkFxYyef9nKjzPkiRIfkXPyLGBj5QDX9Q1eQRfBz9iUftezfFSHw/4JPxrbRv304voTrP2LyxF5pg37gvl4j83ZnZ8u7BxRn+UVc1jSUKvJyyv/wV5rp89T7Twq4/wfAqzL2+C+sfWKLitE+W19JX/wCXUr+//hjoz5Y8Qn9mz466xpnhv4kftB2XxLjs75rjR/DXibxpZ6lbG58t1EwtVws0ixtIAWVtoZiADyPaP+CTRNt+zdrmgeHGkfwRpHxG1qy+GkxjXyn0RJUKiB1z51uly13HFISd0ca8sMMdf/gop8HPhd8afh14O+H/AMVfBFlrei3XjpJJ9PugwR2TTNQZDlCrDDAHg11/7EHh/Q/Cf7M2geFvDGkwWGm6beapa2FjaxhI7eGPUrpEjUDoAoAH0ryMoy+tgeJJwqVnUap3u+t2lZ6vY+axOc0anCLwq5ryqK0Xbkgopvmjrfnk20/dikr6ycvd9Yrw7/gpV4m+MXg39g34p+J/gE98niyy8JzyaZLpkW+5hXKiaSIdd6wmVgR8wKgjkCvcaCAwKsAQRyDX2dem61GVNO101dbq63+R8vleMjl2Z0MXKmqipzjJxltLlknyvydrPyZ/NL/wRv8AH3xM0j9svw/4C8O+J7yHw5r96Z/FGmpOPJvDb29w1s7q33mSV8qV+Ybm/h3V+yf7M3xB1T/hLtb8EeEfiG97qFp44vZrnw6mppIbFJLggBoV+aKNxl/m4JZmB9Oq+J/7KP7OX7MPgWJvgB8H9G8KHxH8QdPu9bOk25T7VKBNtJyThV3vtQYVdzYAya9H/Y6jQfCi8kCDcfF2s5bHJ/06avzbCcO4mjm8cI67TUOa8b7c/wAK1Xr69D9W8TOPsv44zqecYXC+zg1GFpW5m4x+KVrq+vKtfhjHXoerUUUV+nH42FZnjSfX7Xwdq114Uh8zVI9MnbTY9oO+4EbGMYPBy2ODxWnRSaurFQlyTUrXt0ezP5q/+CYvjn9pe/8A+Cu/gTxSJdYu/G+q/EKRPG7XdrvuWt5ZHXVTOrj5NsJnLcDZt4wVAr+lSviP4LfAT4NeGP25ovjjoHw50628Xa58S/E9vqviBEY3FxEI9VG0kkhR+7jztAztGc19uV8pwjQdDCVouTdqklr5W1+fU/WfF/jnBcd5zhMVhsL7BU6EItaXbu3bT7Mb2h1trZXsivwV/wCDm/xR8ZL/APbb0Twl4wlv18HWHhGCbwdBJHttXklY/bJEI4eQyIisTyAkY4GM/vVXkX7Wnwh/Yq+K+neGov2zdD8FXdtY61nwsfGV/FbL9tcD91CZHTzGcKMxchtoypwMenn2XTzPLnQjPld07vbTo/63sed4TcY4bgbjKnmdfDOvHlnHlik5rmXxQv10s9vdcj4C/Y++MGhfEj9iPwdoX7Rf7ZV/Fcan4Xaz13w7d/EKzs42st0kUdvJGm140a2EakbgxDHJBJr3r9hPQPB/w3/bf1v4d/s7aXZ6d4MuPhfFqHjXR/D1vENMtdVF1BHpcx2cRXM1n9ryBgyRwRO2eGP1P+0bpemy/s7ePLWTT4TG3grVEZPLGCv2SUY+mK8Q/wCCcfwL+D/wA8T+NvCXwX+H2n+HNOutG0O7ubXT1bEs7SakpkZnLMx2qo5PAHFfM0soxGX8QYWNTESqXUnrfRJbbvRmdXijDYzA5nWjTdNV5NqlG3slzyvd6rWnpyJR3SfMlGz+qKKKK+/Pzk8f1T4N/sSXn7Xtl8U9X8PeCG+NSaPmxnmvoRrJsxG8Xmrbl9zKI/MTzdhIUFd2BgeuLa2qMGS2jBHQhBX8xf7SPxj/AGqdB/4KheKfid4g8X61o3xJ074izwWt+8i289kiymCCNN3yJELcoig/IYzzlSSf2c8E/HTwmfE0dhoP7Z114hu7wNb2+k3Hj2zuvOZv7kcYDl+ONpz1r4WHGWDoSqxlQafM9ra+ctrPvuftHiL4aZhwtQyydXHrEKtRTV23yWs+WGr/AHfve49L+9oj7corF+Hlzrd54J0268RB/tj24MxkGGPJwWB6EjBPvW1X2tCqq9CNRK3Mk7PdXV9T8aqQ9nNx7Ox5L+3l4g+LnhX9jL4m+JPgOLz/AIS+y8GX02gtp0PmXCTiIndEvd1G4rgE5AwCcCv5/P8Agjz8UfGHgj9s23+z/GO98IaRrWj3sfivV4dZhszLCsTSxq804IGblYenzEn0Jr+l2viH/gm/+z/8FfhH8V9O8RfDb4a6Zo9/4m+HV1d6/d20bGS9m+0aa25y5OPmkc4GBljxXyHEuCqYvNcJGFVwcuZJrpZXutVq9j9f4F4+wHDfAmc5RWwaqzxKjyydrK65fevr7nxwte077bnlnxq8I/sX/GLwf4t8d/GH4qaT49u9O8JyRT+Ida8UW2p3miWiszxm12nFu3nlSpVQ0khVCWBC194/sn6v8Ttf/Zf+HeufGuC5i8YXngnTJvFEd7bCGZb9rWMziSMABH8wtlQBg5FfMv8AwUj/AGf/AIKfFj4rXHin4k/DTTNa1Dwv8NJLrQLi9jY/YpvOum3qoIVjujQ/MCPlHFfatiS1lCzEkmJck/Snw3g6mDzXGU51HNx5E2+t03d6vVbbnyOd5xSxfDmEwy5m1KUvetaml7qhT1btLRz0jqopR927lr86v+DmHxP8YtA/YP0zTvh7NfxeHtV8Y29t43lso8qbTy3eFJmHKxtcLF7FginqAf0VrD+JPw28B/GHwHqvww+J/ha01vQNbs2tdV0q+j3RXETdVI6jnBBGCCAQQQDX02Y4WWOwNShGXK5K1/66d/I4uDM+ocL8VYPNq1L2sKM1Jx01S7X05lvH+8kfh7/wQz+M2teHfhb428G+Mv2nL/wV4cs9YtZ9BsIfFNppyS3Mscn2pwJQWc7Y7bJ+6O3JNfU+reDPgb4Y+JHw1+L37Od9pusfEvU/jFY/Y/FOmXsOp6prQuZ0TWluJwWMsS6c9w8n8MCohUR55/Q34P8AwP8AhJ8Afh7YfCn4N+ANO8P+HdM8z7DpVhDiOIu7SOfmJJLOzEkkkk18leAPgH8GdE/bwj+PWk/DjTYPGWo/FLVrS98QqjG4kgFlers5bao2xoCVAJC8nk5+CxWQYrLpYRVMQ5XqRjbW0fON306aI/QMz4/wGe8X5jnNKjKjTqKUlTja1S0VFRrapcs9ZVLc922kteZfb9FFFfpR+MHw58a/Hkdh+2x8WrL42+M5NM03SvBmkP4Ug1OeO3tY9Ba3dr67gLECQm98xJnOdvk26nAK7vKP2Yvjt4d8Y/syeEz8Zf22L+W61DQQmr6Lq/juwt1mtmLKkM0AClA0GwMnBG4g4Oa+9/jp+yd+zf8AtM3+gan8e/g7oviq48L3jXWgy6rblzaSMULYwRuVjGhKNlW2DIOK782doTk2sZP+4K+Mr8L4ytj61eOKcFN30vf0eq0Wy30Pt8ZxHlFXKqNKlhv3tqam2opR9nDkXI1dv2nx1LqPvJfFueU/su+ERYnXPHu6UjWltII92PLZIBKQ6cc5M5GckfKMdDXrVAAAwBRX0uW4JZdgYYZSvyrfa+tz4/E13ia8qjVrhX8v3iv40ftV6D/wUy1P4o+KvG2t6D8TV+IkttqWpPMtrcWZaY2zxZf5I4lgPlgH92IwB92v6ga88T9k79m+P9oCT9qlPg5oo+Ictl9kk8V/Zz9qaLyxFjOdu7ywI9+N2z5c44rzs+yevm8aSp1OTklfr96t1XT1ep+oeF3iJl3AKzFYrBqv9ZouEdtHr7sr/wDLud/ftd+7HRny1oXxJ+GPivxXY6fH+1e/jK7juXfSNI1DxxaXv74xunmRxR4ZpBG8i98K7cdx9c/Ajwc3gP4V6Z4dfzg2+5unWcAOrXFxJcFSABjBlIA6gDnmurW1tUYMltGCOhCCpKjKciqZbi5YirXdSUly6rpe+7bPznF4+OJoqnGCik76f8Mgooor6I844H9o7RV1n4eoz6WtyLPUoboMQSYCm7Egx6Zxzxgmpv2d/B7eDPhlDZOJg97qF5fyJOMMpnneXGMDA+bjPOK7jr1orzY5clmzx3Nq4clvne9zpeJbwioW63v8rBRRRXpHMFFFFAHhPgr4btN+0OuqnSpLNdG1zUNVZYVIjeS4iuYyzFgchzcu/BGT04BFe7UUV5uV5cstozgpc3NJyu/M6cViXiZqVrWSX3BX4Lf8HN3in4y337bmieE/F81+ng6w8IwT+DYHj22rSSMftcqEcPJ5iIrE/MAkY4GM/vTXn3x9/ZT/AGdP2pbTR7H9oT4Q6P4si0C+N3o6atAW+zSkAMVwRlWCruU5Vtq5BwKxz3Laua5e8PTnyu6fk7dH/W6R994V8bYHgDi+nm2Loe2gozjZW5o8y+KN9L9Hqvdcj88/2NP2gV8f/sg+DLr9oj9trUv7Z1LQWj13R9U+IFlCJIDJIiRSxH5wGtxGGDHcQxJOSa+7f2VvC0ME+t/EG2d2h1ezsbW2ZSDE8UBuHV0IHzA/aSM5IOBjoc+trY2KKESziAAwAIxgCpQABgDAHYV52X8OVsHjoYmriZVORNJNd1brJ/1Y+azrPaWbYrEVaeHjSVWcp8sdo3k5cq0Wi2XkFFFFfUnzp53f/smfs3an+0Bb/tUah8HNFm+IVrZ/ZbfxU9uTcpF5bReu0t5bMm8jdtO3OABXoC2tqjBktowR0IQVJRUQp06d+VJXd3bq+78zpxGMxeLUFXqSnyRUY8zb5YraKvtFXdktEFFFFWcx5R+3Tr3xS8L/ALHfxJ8Q/BV79PFFn4RvJdIl0qDzbqJxGd0kKYO6VU3MoAJ3AYBOBXw74++M3gTwX8Tvgf4e+Fv7SL+HNJvtF1Jb290vxFaQ+foK2CGGWWeXdtzdw2qqQcuwlHO1sfpzXnXwU/ZI/Zq/Zy1jxD4g+B3wZ0PwzeeK7wXXiCfTLbabyQM7LnJIVQ0jkIuFG44Ar5rOsjxOaYulVpVnDkTXW6v1Vmtej1Wh9hkme5Vl+U1aGJoc9T33DSNpOcFD329UqdueFlL3rr3b8y+YvB8vgL40XWq+FfDvx0k8c6rq2mfYLm4Pie31G6tbV96gKIhhEDSM2SuMnk9q+4IIhDAkIOQiBefYUkdvBEd0UKKfVVAp9dOTZNPKpVZTqupKdrtrtfzd9z53G41YtRShyqN9vP7gooor3DhCvCdE+GovP2jUvxpUtmumeIbnWG8hSEkeSCeLexbPD+cW4x8w46EV7tRXm5hlyx9SjJyt7Oal626HTh8S8PGaSvzK3oFFFFekcwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFch8fPjv8K/2Yvg34h+Pvxt8VRaJ4V8Lac17rOpSoz+VGCAAqqCzuzFUVFBLMygAk119fJv8AwW9+CvxP+PP/AATZ8ceDvg94SvPEOuafqeha9F4d06PfcapBpusWd9PbRJ/HI0NvJtTqzBVHJoA9k/ZL/a8+B/7a/wAKD8YfgNrt7dabBq1zpep2WraVNYX2mX9uwWa1uradVkglXKkowBw6noRXp1fF3/BG3wt4/wBQg/aC/aX8V/DXxJ4P0f4x/HvUfE3g3QPF2kSafqI0wWNlaJcz2smHt3lktpG2OA20KT1FfaNABRRRQB43+2V+3j+zn+wb4X0Dxb+0Tr+p2Vr4l12LSdJXStDuL53uJGVQXEKMIowXQF3IXLqOSQK9kr4Y/wCDhHxZqVr/AME/7n4a+GvhZ468V614n8X6C2m2PgjwXe6w8a2Wr2V7O8wtY3MK+TBIVZsBmAUcmvsr4Y/EDSviv8OdD+JuhaVq1hZeINKg1C0ste0qWxvYI5Yw6pPbzBZIJQDho3AZSCCARQBu0UUUAFeBfEr/AIKX/sm/CL9qzQv2OfiF4p1rTvFniLUbbTdNvZvC17/ZDajcwma3sG1HyvswupIwGWLfuwRnGa99r84/27vjXf8Axq/4KufCH9lH4p/BX4pW/wAK/hh4k0nxcviHw98MtT1Kx8TeLpDs02F72CFobSxshOZ55XbmTCNtWNmoA/RyiiigAooooA8C/Z2/4KWfsq/tQfH7xF+zN8Mdd8QxeLvDmmPqb2PiHwjfaYmpaelybVr2ykuYkW7txMNnmx5UkjGRzXvtfmr+wdpXin4gf8FpPiJ+0n8Mfgp8adA8Fax8KJrD4gXfxr0e5h+xeIhq4lgsNGe6LFbQRGd2jtmNtnYV7V+lVABRRRQBHdXVtY2sl7e3CRQwxl5ZZGAVFAyWJPQAc5ryn9jH9tr9nv8Ab7+EM/x0/Zm8UXOs+GYNfvNHGoXOnyW3m3FsyrIUWQAsnzAq44INYn/BS/4f/tC/Fj9h34gfC79lzRIdS8YeI9Mi0230+bXE0w3NlNcxR38SXbqy28jWbXKpIVbazKdpIxXz1/wb5eCvj38Nv2fvi54H+Nv7K7/CiCH4/wDii68PaG2qG5T7PNdZaKAmCLzLaEqscVyoKXCASKFHFAH31RRRQAV41+2J+3T8Ff2IdN8L3vxd0jxfqdz4y1qXSvDmkeCPCF3rd9eXMdtJcuq29ojyELDFI5IHAUntXstfDv8AwXI8EfDTxP8ABnwr4i8c+Cf2gL/WPD15qt54F1j9ny1u31HS9bfTpbeBp3s/38UcgmdAw/dn5hIQpwQD7M8A+MtO+IngbRviBpGnalZ2muaVb39taaxp0lndwxzRrIqTwSgSQygMA0bgMrAggEGtavJP2CU/aEj/AGKPhSn7WDXB+JQ8BaX/AMJubwqZ/wC0vsyed5u35fN3Z34437q9boAKKKKAPEfjZ/wUM/Zi+AX7Q3hn9lvx14j1ifxn4ngguY9O0Lw1eaiml2s9x9mgur+W3jdLGCSfMaySlVLA84Ga9ur8ef8Agoj8Av2yPBf/AAWN1T41fs/6V8YV1z4gD4dp8ONX8Di5/wCEZ8qw1F4tdttfaP8AcrElk8sqJP8AKftDFMv0/YagAooooAK+a/gX/wAFVP2aPj9+0837IPhzwt8SdD8bnSb3U7ey8afDbUtHhurO0lWKaeKW6iRZI97qAy5BLDB5r6Ur48/ZN8BeOfir/wAFTf2if2v/AIg+DNX0zS/DOm6P8LvhnLrGnS2/2qxto/7R1S6g8xR5kMt7coiyplX+ynBOKAPsOiiigD//2Q==", "info": {"equation": "69+15=84", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2c59f5d9e0c7fa55daac88e24ed726d680770f083cd0423cde701b20e373e70b"} +{"episode": 72109, "episode_seed": 422467596, "split": "train", "timestamp": "2025-10-28T03:49:46.376227", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 422467596, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 1, 5])", "action": "('move', [6, 0, 1, 5])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "99+40=139", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "99+40=139", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "afb07ddfad27c322d4c088c891de5c695302f82798d6c1433b687384eb93483e"} +{"episode": 72110, "episode_seed": 2650405653, "split": "train", "timestamp": "2025-10-28T03:49:46.459556", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2650405653, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 4, 6])", "action": "('move', [6, 0, 4, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "11+18*1=29", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "11+18*1=29", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b12f6886dc198299bbf188038b796a583bdaf9d279f426dd94e8c0e78a914e27"} +{"episode": 72111, "episode_seed": 3028411652, "split": "train", "timestamp": "2025-10-28T03:49:46.520904", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3028411652, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 5, 0, 5])", "action": "('move', [1, 5, 0, 5])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "93-2=91", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "93-2=91", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ba9a80069e0b98409df6333fd1540963e466c45847b5c3091962224c65c09003"} +{"episode": 72112, "episode_seed": 3600668396, "split": "train", "timestamp": "2025-10-28T03:49:46.586397", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3600668396, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 4, 4])", "action": "('move', [6, 0, 4, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "33-16=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KER+HvGlxqEXhnSfDFlJ4DjdCkHlyRq11LERwzm5V1ZvvfukHRVr0D9pr9qj406v/wAEmdK16X9sPXtS8a69pFla+MdCbxhaSyyWNwZI5ke3QeYu6MxBudwDHd1av1h/al+Dv7E/xS1XwddfteaB4JvLzT9Yx4KPi6+igdrx2jJigEjr5zMUjzF8wbC5U8VuftX6do1z+y98SINWtLc2svgTV1u/NACmI2cofcew25yfSvh8Zw3iqmLxGIhinFS1sr322lqtFst9D9+n4sZa8g4dwTytN4CalJyS5Z8rSfI7P4/iqX/5eJbn5T/8Grfij4xyeOPih4MjlvpPh/FpNteTI8ebaDWGlVE2MfuyPAsm4D7wiQt91a/Zuvk7/gmF4H/Z08BTeONJ/ZesPDkPhiVNLm3eF75Lq2kuCbxZGMqu+58KoOWJAAHFfWNevwtFxyKjre93+L0PhfFXiOjxXx3i8xpUPYxk4rlatL3YpXnb7Ttr22u7XCv5fvFfxo/ar0D/AIKZan8UPFXjbW9B+JqfEWW21LUnmW2uLMtMbZ4sv8kcSwHywD+7EYH8Nf1A15BF8HP2JR+17N8VIfD/AIJPxrbRv304voTrP2LyxF5pg37gvl4j83ZnZ8u7BxRn+U1c1jRUKvJyyv8A8Ff3l0+ep6/hXx/g+BVmft8F9Z+sUXFaJ8tr6Sv/AMupX9/f4Y6M/GH/AILq/GvxR4mm8E/D/wAK/tLan428GzRz313aS+KLfUIY9RjcojN5IBVhDIcBuPmbHOa/R/8A4N7fFHxi8Uf8E1PDsvxckvpYbHW72y8IT38eGfR4vLWEITy8ay+fGhPRYwo+VVr0b/gp94N+APi74P8AhPQv2jbPQD4Tk8eRNff8JDfLaWvmLpuoGLdKXQKd+MfMMnjmu9/YW0rwzoX7LnhzRfBdnaW+j2lxqUOkwWG3yEtl1G5EQj28FNgXBHUYryMny+tgeJJwqVnUap3u+t2lZ6vY68848weZeEeDyCGBUJU60n7Sy5Xbmfu6J8757S8kt72XrdFFFfcH4yFFYfgr4nfDb4k/b/8AhXXxC0PX/wCyrxrTVP7F1aG6+x3A6wy+UzeW47q2CPStylGUZK6d0aVaVWjNwqRcWujVn9wUUUUzMKzPGk+v2vg7VrrwpD5mqR6ZO2mx7Qd9wI2MYweDlscHitOik1dWKhLkmpWvbo9mfzX/APBL74jftSS/8FcvBfiK01DXZ/GmvePXg+IAnhJuJ7SWYnVBcow4VY1ldgQNjRKQAUWv6UK+D/gN8Pf2Y9O/4KG3HjvwXpnhf/hZF18R/E0fia4s79JdSW3MWp7fNi3lolIWHnau7C8nPP3hXynCNCVDCVouTdqklr5W1+fU/XPGLjXC8b51hMTQwn1dQoQjZpXd7y0t9hXtDy10vZFfgt/wc3eKfjLfftuaJ4T8XzX6eDtP8IwT+DYXj22zSSMftciEcPJ5iIrE/MAkY4GM/vTXyB/wVC8AfsyfEHxn8OLD9pzT/DFzYwafrkmhx+KNRS3ja98zTQoj3yIJHK5GznI7Gt+LaTqZFUd7crT9dUrP77/I4fB/ivD8HccUsfWw7rLlnG0UnJXXxQv10s9vdcj56/YY/ab1LXP2WvAPiz41ftz6pbeJn0pZdRsNQ8f2MWFSZxCskTDcMwrFkMdxyS3JNfoF+ztr3iHxF4ZutS1a/ku7SSdX0+7kkLiVWG5irfxJyCCOOT6Vc/Z9tbCH9n3wQ81tCip4N0wsWQAKBaR/kK2vh/8AEv4bfFbQT4n+FfxA0PxLpaztAdR8P6rDeW4lUAtH5kLMu4AjK5yMj1rPK8jxGDxcK9TFSno/dd+q85Pb07Hymd5rHN8RicVSwqpxnNy91e7Dmk2oqyVuqXkjcooor6k+aMOb4nfDW38exfCqf4h6GniiezN3B4bfVoRfyW/P75bct5hT5W+YLj5TzxW5X8w/7SPxj/ap0H/gqF4p+J3iDxfrWjfEnTviLPBa37yLbz2SLKYII03fIkQtyiKD8hjPOVJJ/ZzwT8dPCZ8TR2Gg/tnXXiG7vA1vb6TcePbO685m/uRxgOX442nPWviFxth4SqRqUZXTaVrbLve1n33P1/j3woqcF0cvqRxcav1mlzu32ZaXtvzQfMuWWjdnoj7corF+Hlzrd54J0268RB/tj24MxkGGPJwWB6EjBPvW1X2VCqq9CNRK3Mk7PdXV9T8jqQ9nNx7OwUUUVqQfzs/8F/fHHx2k/wCCoGvx+M9S1a1ttAtdOPw9OGiEFl5McomtivUm688mQfNvQjPyAD95v2UdX+KHiD9mH4ea78bre4i8Y3ngrTJvFMV3biKVdQa1jM4dBwjeYWyo6HIr5T/4KifD79mPxp8a7W/+OumeF7nXtO+HUknghNf1BIpjd+fck/Z42dfPfcsXy7X528c8/c9iS1lCzHJMS5J+lfJZJh5Us8x15N6x/wDJrv8ADZeR+w8e8cYXiPgfI8sp4P2UsNCSc7K0rJQ9y3STXNO/2+9ruWvzq/4OYfE/xi0D9g/TNO+Hs1/F4e1Xxjb23jeWyjyptPLd4UmYcrG1wsXsWCKeoB/RWsP4k/DbwH8YfAeq/DD4n+FrTW9A1uza11XSr6PdFcRN1UjqOcEEYIIBBBANfQZjhZY7A1KEZcrkrX/rp38j4XgvPqHC/FeDzatS9rCjNScdNUu19OZbx/vJH4ef8ESfjp4x0X4M+N/BHi39qTVPCGgaTewyeEdLHiy1sIjdSpM1zsWcFmBZYCQMKCxPVmr50/4J6fFz9qLXf+CqHgL4haF4o1nVvHXiD4gwx+KLxSJpr61mmA1HzQPlaMW/nMeNqKgZcbFI/pA+D/wP+EnwB+Hth8Kfg34A07w/4d0zzPsOlWEOI4i7tI5+Ykks7MSSSSTXxt8Nvh9+zHaf8FHJvH3h3TPDB+J8nxK1WLWp4NQR9UjszY3arvh3lokKiEbti5BXk7ufgsVkGKy6eEVTEOV6kY21tHzjr+iP3HLvGLKauccRY2GVpxxtJ8ukW1yxcP3mnwz5uapZv37LW91950UUV+lH8zn8/wD/AMHKHiz40Xn/AAUIj8PeNLjUIvDOkeGLKTwHG6FIBHIitdTREcM5uVdWb737pB0Va+t/2d/jL4f+M37IPhaw/ak/bR1C8vvEPhdE8YaDqvxGtLdLmOTIaCeNSrqrxbQ6lgxDMG5Jr7q/al+Dv7E/xS1XwddfteaB4JvLzT9Yx4KPi6+igdrx2jJigEjr5zMUjzF8wbC5U8Vu/tVaPpWpfsx/EXT7/ToZYLnwNq0U8bxjDo1nKrKfYgkV8Pi+G8VUxeIxEcU4qWtle+20tVotlvoftWe+JOCzXgnJcnp4H2c8Je9WyV2tL03veT9+pqv3iWvU+Zf2A/DHhH4c/tueOfA/wB0Cx03wdP8ADvT73xhp2hWMKafaa4LpksyDGMRzyWXml4xjKRwuQCwZ/tyvmH/gnd8EvhL8Atf8d+Bvgz4BsPDukvBpNy9lp6tteZjeBpGLEszEKoySeFAHAr6er1+FYcmRUdb3u/xeh+ecXZhSzHO5VKfM1GMY80rc8+WKXNKzau+13ZJLmdrsr+X7xX8aP2q9B/4KZan8UfFXjbW9B+Jq/ESW21LUnmW1uLMtMbZ4sv8AJHEsB8sA/uxGAPu1/UDXkEXwc/YlH7Xs3xUh8P8Agk/GttG/fTi+hOs/YvLEXmmDfuC+XiPzdmdny7sHFGf5TVzWNFQq8nLK/wDwV/eXT56n2nhXx/g+BVmXt8F9Z+sUXFaJ8tr6Sv8A8upX9/8Awx0Z8seIT+zZ8ddY0zw38SP2g7L4lx2d81xo/hrxN40s9Stjc+W6iYWq4WaRY2kALK20MxAB5HtH/BJom2/Zu1zQPDjSP4I0j4ja1ZfDSYxr5T6IkqFRA65863S5a7jikJO6ONeWGGOv/wAFFPg58LvjT8OvB3w/+Kvgiy1vRbrx0kk+n3QYI7JpmoMhyhVhhgDwa6/9iDw/ofhP9mbQPC3hjSYLDTdNvNUtbCxtYwkdvDHqV0iRqB0AUAD6V5GUZfWwPEk4VKzqNU73fW7Ss9XsfNYnOaNThF4Vc15VFaLtyQUU3zR1vzybafuxSV9ZOXu+sV4d/wAFKvE3xi8G/sG/FPxP8Anvk8WWXhOeTTJdMi33MK5UTSRDrvWEysCPmBUEcgV7jQQGBVgCCOQa+zr03Woypp2umrrdXW/yPl8rxkcuzOhi5U1UVOcZOMtpcsk+V+TtZ+TP5tf+CLvxd8a+Af2pLrw7b/HPUvBfhfWtFuJfFF1ba9DYxztCjG2LyTZUsJZMDHzEO3YtX7K/AX4vt4l12HQfh3+0NceOLiK+jmmifxPBqLwq2Fw/kY2xkKfvD+8Qa9x+Bf7Jn7Nv7M39t/8AChPg3onhb/hI74Xet/2XbbftUo3bSck4Vd77UGFXccAZNegxwQRHMUKKT12qBXxeE4Sx1GnGLxckk78sb23vpqvy3P0vxM8RMt444onmeFwfs4uEY+9bmdl8UrJq+vKtX7sY+ifRRRX3J+TBWZ40n1+18HatdeFIfM1SPTJ202PaDvuBGxjGDwctjg8Vp0UmrqxUJck1K17dHsz+av8A4Ji+Of2l7/8A4K7+BPFIl1i78b6r8QpE8btd2u+5a3lkddVM6uPk2wmctwNm3jBUCv6VK+I/gt8BPg14Y/bmi+OOgfDnTrbxdrnxL8T2+q+IERjcXEQj1UbSSSFH7uPO0DO0ZzX25XynCNB0MJWi5N2qSWvlbX59T9Z8X+OcFx3nOExWGwvsFToQi1pdu7dtPsxvaHW2tleyK/BX/g5v8T/GS/8A229E8JeMJb9fB1h4Rgm8HQSR7bVpJWP2yRCOHkMiIrE/MAkY4GM/vVXyr/wUY+A3wc+PXjjwFpPxl+Hen+I7XS9G1280+31FWKQziXTF3gKwzwSMHIPcVvxbSdTI6jTtytP11Ss/vv8AI4fCLi/CcE8a0syxND2seWcbK3NHmXxRvpfSz1XuykfJ/wCx78YdC+JH7EXg7Q/2i/2y76K41Pwu1nrvh27+IVnZxtZbpIo7d402vGjWwjUjcGIY5IJNe9fsJ6B4P+G/7b+t/Dv9nbS7PTvBlx8L4tQ8a6P4et4hplrqouoI9LmOziK5ms/teQMGSOCJ2zwx93udN064/wCCfMlvNYQsj/BsqyGMYIOk4xXAf8E4/gX8H/gB4n8beEvgv8PtP8OaddaNod3c2unq2JZ2k1JTIzOWZjtVRyeAOK8PD5ViMDn2E9pXlPmUnrfRJbbvR3Ma3E+GxWCzOqqbpqtJ2pRt7Jc873eq1p6ciUd0nzLls/qiiiiv0E/ODx/VPg3+xJefte2XxT1fw94Ib41Jo+bGea+hGsmzEbxeatuX3Moj8xPN2EhQV3YGB64traowZLaMEdCEFfzF/tI/GP8Aap0H/gqF4p+J3iDxfrWjfEnTviLPBa37yLbz2SLKYII03fIkQtyiKD8hjPOVJJ/ZzwT8dPCZ8TR2Gg/tnXXiG7vA1vb6TcePbO685m/uRxgOX442nPWvhYcZYOhKrGVBp8z2tr5y2s++5+0eIvhpmHC1DLJ1cesQq1FNXbfJaz5Yav8Ad+97j0v72iPtyisX4eXOt3ngnTbrxEH+2PbgzGQYY8nBYHoSME+9bVfa0Kqr0I1ErcyTs91dX1PxqpD2c3Hs7BRRRWpB/Or/AMHBPiz41ap/wU08SaX8Q7jUU07R7DT4/AkM0ZSNNPaBHLwAcMGuTcZfkllKn7oA/er9lDV/ih4g/Zh+Hmu/G22uIfGN54K0ybxTFd24hlXUGtYzOHQcI3mFsqOhyK+Z/wDgpN8Bfg18XfivP4r+J3w507XNQ8LfDSS68P3N+jMbKbzrpt6qGCsd0aHDAj5Rx1r7TsSWsoWY5JiXJP0r5LJMO6We468m9Y/+TXf4bLyP17jvjvA8TcE5JldHCKlPCwcZS01aUY+7bW0rc87/AGu9ruWiiivrT8hK+rvfR6TdSaYm65W3c264zl9p2jn3xX80v7D3j/8Aat1D/grp4K8ZXr6zcfEu/wDiiI/Fq3NpuugskzRaoksbDCKlsbkMMARqhxt2jH9MVfEPgL4DfBvR/wBvJPj5pnw606LxnqXxS1a0vvEQVjcSwCyvV2csVUbY0BKgEheTyc/JcT4eVXEYOSk1+8S087a+qtp6n694X8eYHg7Lc4w2IwirPE0HGLdtGlJcsr/YlzXklreK06r7eooor60/IT+f/wD4OUPFnxovP+ChEfh7xpcahF4Z0jwxZSeA43QpAI5EVrqaIjhnNyrqzfe/dIOirX2H+yz+0Fa/EH9lrwdqH7Q/7bV/NrWr+G4z4n0bVviBYxpMH3AwzRcMA0RUMpIbDHJBzX318c/2T/2cP2mL/QNT+PXwe0XxTceF7w3Wgy6rblzaSkoWxgjcrGNMo2VbaMg4rvzZ2hOTaxk/7gr4yvwvjK2PrV44pwU3fS9/R6rRbLfQ/YeI/EzLM64FynIqeBUamDTUp6Welvd0b9/46l7e+lvueU/su+ERYnXPHu6UjWltII92PLZIBKQ6cc5M5GckfKMdDXrVAAAwBRX0uW4JZdgYYZSvyrfa+tz8lxNd4mvKo1a4V/L94r+NH7Veg/8ABTLU/ij4q8ba3oPxNX4iS22pak8y2txZlpjbPFl/kjiWA+WAf3YjAH3a/qBrzxP2Tv2b4/2gJP2qU+Dmij4hy2X2STxX9nP2povLEWM527vLAj343bPlzjivOz7J6+bxpKnU5OSV+v3q3VdPV6n6h4XeImXcArMVisGq/wBZouEdtHr7sr/8u539+137sdGfLWhfEn4Y+K/Fdjp8f7V7+MruO5d9I0jUPHFpe/vjG6eZHFHhmkEbyL3wrtx3H1z8CPBzeA/hXpnh1/ODb7m6dZwA6tcXElwVIAGMGUgDqAOea6tbW1RgyW0YI6EIKkqMpyKpluLliKtd1JSXLqul77ts/OcXj44miqcYKKTvp/wyCiiivojzgooooAKKKKACiiigDwnwV8N2m/aHXVTpUlmuja5qGqssKkRvJcRXMZZiwOQ5uXfgjJ6cAivdqKK83K8uWW0ZwUubmk5XfmdOKxLxM1K1rJL7gr4p+Onju5039vDxvZfF/wAXNpukaT8PNMn8GQancJb2Q052mfVLqNmIDuJooFmY8okcOdqkFvtavPfj9+yj+zl+1NaaPY/tC/CDRvFkWgXpu9HTVoC/2aVgAxXBGVYKu5DlW2rkHArHPctq5rl7w9OfK7p+Tt0f9b2PX4czHL8uxk/rsW6c4uLcUnOPvRkpRUmlf3eV6r3ZS16P4B/Za+Ovhfxf+zP4fi+Kf7bOpAXdlc28uj6p45sLQSaaLiaO2imtwoMYa0EIZOGwxzg5r7g/ZW8LQwT638QbZ3aHV7OxtbZlIMTxQG4dXQgfMD9pIzkg4GOhz62thYooRLOIBRgARjAFSgADAGAOwrzsv4crYPHQxNXEyqciaSa7q3WT/qxOa5zQzCrWdGgqUaknKy2im7pKyW2y8gooor6k8E87v/2TP2btT/aAt/2qNQ+DmizfEK1s/stv4qe3JuUi8tovXaW8tmTeRu2nbnAAr0BbW1RgyW0YI6EIKkoqIU6dO/Kkru7t1fd+Z04jGYvFqCr1JT5IqMeZt8sVtFX2iruyWiCiiirOYKKKKAPDP2pPh3/wm/idNMXSZA2uaE2ktfWykyFHaTKZOVG3zGYcdyTkCvcYIhDAkIOQiBefYU6ivNweXRwmMr4jmu6rTt2srfM6a2JdajTp2ty3+dwooor0jmCvCdE+GovP2jUvxpUtmumeIbnWG8hSEkeSCeLexbPD+cW4x8w46EV7tRXm5hlyx9SjJyt7Oal626HTh8S8PGaSvzK3oFFFFekcwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFch8fPjv8ACv8AZi+DfiH4+/G3xVFonhXwtpzXus6lKjP5UYIACqoLO7MVRUUEszKACTXX18m/8Fvfgr8T/jz/AME2fHHg74PeErzxDrmn6noWvReHdOj33GqQabrFnfT20SfxyNDbybU6swVRyaAPZP2S/wBrz4H/ALa/woPxh+A2u3t1psGrXOl6nZatpU1hfaZf27BZrW6tp1WSCVcqSjAHDqehFenV8Xf8EbfC3j/UIP2gv2l/Ffw18SeD9H+Mfx71HxN4N0DxdpEmn6iNMFjZWiXM9rJh7d5ZLaRtjgNtCk9RX2jQAUUUUAeN/tlft4/s5/sG+F9A8W/tE6/qdla+Jddi0nSV0rQ7i+d7iRlUFxCjCKMF0BdyFy6jkkCvZK+GP+DhHxZqVr/wT/ufhr4a+FnjrxXrXifxfoLabY+CPBd7rDxrZavZXs7zC1jcwr5MEhVmwGYBRya+yvhj8QNK+K/w50P4m6FpWrWFl4g0qDULSy17SpbG9gjljDqk9vMFkglAOGjcBlIIIBFAG7RRRQAV4F8Sv+Cl/wCyb8Iv2rNC/Y5+IXinWtO8WeItRttN029m8LXv9kNqNzCZrewbUfK+zC6kjAZYt+7BGcZr32vzj/bu+Nd/8av+Crnwh/ZR+KfwV+KVv8K/hh4k0nxcviHw98MtT1Kx8TeLpDs02F72CFobSxshOZ55XbmTCNtWNmoA/RyiiigAooooA8C/Z2/4KWfsq/tQfH7xF+zN8Mdd8QxeLvDmmPqb2PiHwjfaYmpaelybVr2ykuYkW7txMNnmx5UkjGRzXvtfmr+wdpXin4gf8FpPiJ+0n8Mfgp8adA8Fax8KJrD4gXfxr0e5h+xeIhq4lgsNGe6LFbQRGd2jtmNtnYV7V+lVABRRRQBHdXVtY2sl7e3CRQwxl5ZZGAVFAyWJPQAc5ryn9jH9tr9nv9vv4Qz/AB0/Zm8UXOs+GYNfvNHGoXOnyW3m3FsyrIUWQAsnzAq44INYn/BS/wCH/wC0L8WP2HfiB8Lv2XNEh1Lxh4j0yLTbfT5tcTTDc2U1zFHfxJdurLbyNZtcqkhVtrMp2kjFfPX/AAb5eCvj38Nv2fvi54H+Nv7K7/CiCH4/+KLrw9obaoblPs811looCYIvMtoSqxxXKgpcIBIoUcUAffVFFFABXjX7Yn7dPwV/Yh03wve/F3SPF+p3PjLWpdK8OaR4I8IXet315cx20ly6rb2iPIQsMUjkgcBSe1ey18O/8FyPBHw08T/Bnwr4i8c+Cf2gL/WPD15qt54F1j9ny1u31HS9bfTpbeBp3s/38UcgmdAw/dn5hIQpwQD7M8A+MtO+IngbRviBpGnalZ2muaVb39taaxp0lndwxzRrIqTwSgSQygMA0bgMrAggEGtavJP2CU/aEj/Yo+FKftYNcH4lDwFpf/Cbm8Kmf+0vsyed5u35fN3Z34437q9boAKKKKAPEfjZ/wAFDP2YvgF+0N4Z/Zb8deI9Yn8Z+J4ILmPTtC8NXmoppdrPcfZoLq/lt43SxgknzGskpVSwPOBmvbq/Hn/goj8Av2yPBf8AwWN1T41fs/6V8YV1z4gD4dp8ONX8Di5/4RnyrDUXi12219o/3KxJZPLKiT/KftDFMv0/YagAooooAK+a/gX/AMFVP2aPj9+0837IPhzwt8SdD8bnSb3U7ey8afDbUtHhurO0lWKaeKW6iRZI97qAy5BLDB5r6Ur48/ZN8BeOfir/AMFTf2if2v8A4g+DNX0zS/DOm6P8LvhnLrGnS2/2qxto/wC0dUuoPMUeZDLe3KIsqZV/spwTigD7DooooA//2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "33-16=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2d8d71e627327bbee6516aa85fd40e76535ec5717d39f70d9f8c89bb28ee0a06"} +{"episode": 72113, "episode_seed": 1290825165, "split": "train", "timestamp": "2025-10-28T03:49:46.657738", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1290825165, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 0, 2, 6])", "action": "('move', [4, 0, 2, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "108/12=9", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "108/12=9", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3460dd5fd77da99e8a456229d2c1719fe20784dfc174689819527a07e99c8cb7"} +{"episode": 72114, "episode_seed": 2693941133, "split": "train", "timestamp": "2025-10-28T03:49:46.732724", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2693941133, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 5, 3, 4])", "action": "('move', [1, 5, 3, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "83+87=170", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "83+87=170", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c7c5981062bb6fcac096c2df8b0ce51f307dea082262b7c00c1a51e12286fbb2"} +{"episode": 72115, "episode_seed": 4179670707, "split": "train", "timestamp": "2025-10-28T03:49:46.798348", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4179670707, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 1, 4, 4])", "action": "('move', [0, 1, 4, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "67-48=19", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "67-48=19", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b501fbd59c2d5622f71399f8acd3df7cfb145691443cba526fc9a9c7f4d412a0"} +{"episode": 72116, "episode_seed": 3010775765, "split": "train", "timestamp": "2025-10-28T03:49:46.875375", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3010775765, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 1, 8, 5])", "action": "('move', [3, 1, 8, 5])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "50+69=119", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "50+69=119", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "251a9dbff4086549f182d27394957368255a286cb5af6ef22ef1215569571b61"} +{"episode": 72117, "episode_seed": 4281997849, "split": "train", "timestamp": "2025-10-28T03:49:46.935628", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4281997849, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 8, 4, 6])", "action": "('move', [2, 8, 4, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "54/18=3", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cbr9rvw14K8VTajH4DtfC0d14SgaLbaTXbsy3kikcSSgiJWzyqleAGy3pf8AwST/AGivFGqfsfWFj8aP2ztY8PtpOrzad4Z0ubxxZ2fk6VDFCsSrHKC+xX85VLdlAHyha+1f+Cpvgj9mvx5qPw40j9qe38NyeHEuNWkt/wDhKNUWztxdiKAJiRpI8vtMmFzyMnHHHrP7CuheGdI/Zb8OaT4a0qyg021udTh06C0iUQx266ldLGqAcbAoAGOMYr87q5TiMXxNiKdPESg7KV1e9nbTdaLofu+c+I2AxnhJl2Rf2elKlO3O0uV8vN70NL88r/vPO+/NpzX7M3xL1Xx1rWmy+FPia/i3S4o2trvU11VL1HCKcl5Ivk8wEjngkkZr6GrnNM+K/wAJNQ8f3nwj0f4leHJ/FOnweff+GLbWbdtQtoiEPmSWyt5iLiSM7ioGHX1FdHX12T4CeXYaVOVZ1W5N3fTy3f57n4vmE5zqxlKlyXSaVrXT2ey0fR9grwP/AIKi+K/jf4I/YA+KPiv9nN9QTxfZeHd+nTaTDvuYITNGLqWIdQ6WxncMPmUruXkCvfKbNu8l9vXacYr0a9J1qEqaduZNXW6ut16DynHQyzNaGMlTVRUpxm4S+GSjJPll5StZ+TP5wf8Aggx4w+Oeg/8ABSfwZpfwgudSe01kzQeNre1j8yKXSQhaV5weAqOI2DnkOVAOWwfo3/g6Y8WfHE/HD4e+B9Qk1GP4b/8ACMm+0tBFttJ9a8+eO4JYfflSA2wAb7iytt++1fUf/BMP4a/sl+DfjP4Q179nfSvCUeu3/ga7HjG48PaklzcCYxWbbJ8SOYSZPMOz5QWU8fLx7T/wVR8Ifs/eN/BHw/0T9pu38PyeFD41lkm/4SbUVtLUTjSr7yiZGdAGznA3c+9fm+Dwsp8G1vffxN+WltPR7+p/SuaeLOX1/GfB54sufLTpqm4tL2rclL3105lzWjrrHqr6eN/8G13i343+J/2Crq0+KM+oz6Bpfiqe08B3GoR8GwVEMiROeXiS4MyjqFIZBwuB+hdeJ/8ABPbRfBvhv9mDTtA+HVlY23h+z1/WotEg0sqbZLUapc+X5RUkFCuCGBOc5yc5r2yvuslg6eUUE3f3IvXzV/w2PwPjfOaXEPF2NzGnRVKNWpKSgumvX+895d5NhRRRXpnyxzPxl+Lngb4CfCrxB8Z/iZqjWWgeGdLlv9VuUiMjLFGuSFUcsx4AA6kgV+b/AOwJ/wAHEzftQftgJ8A/jN8K9K8L+HvFmomx8AalpzTSXMd08u22tr0s7K7SqVTzI1QCTA27Wyn3l+2n4J8G/Ff9mvxX8GPHEtwtl4w0mXSmNpJtlTzB/rFOMZTG/B4O3B4NflF/wSN/4IkfFSz/AGvI/j/8Z9Vii8F/DLxbK/hu+0+Uq/iPU7G4AjdFPzJbpIpLsfvPEYhkbmHyWa5hmX9uUMJgne1nNeTf2n0Vvnr6H7Z4eZf4Z1eCs3xHEcrYlRtRu2n8Lt7JL4puekk7rltsuZn7Y0UUV9afiYUUUUAfz/f8HKHi3446p+34fCPxAl1FPB2leHrOTwBbzRbLVopYIzdyxY4dzcrIjsfmxEinhVr9Rv8Aghn4u+OPjX/gm14G1j47z6jPep9og0G61WPbNPpEb7bRyTy67BhHblkVTyME1f8Agp/8P/2V/iF8S/hnp/7V9n4Wm0iDSddfSh4r1VbSL7UZ9KGEZpE3Ns3fLk8Z44r3f9jC1tbH9lPwDY2NtHDBB4at44IYUCpGirhVUDgKAAABwAK+MyzDSpcV4tubeif/AIFZ2+WyP2/i3xAwed+E+U5FDA+znRetSy5XyJxbh1vUvzVNve73uvTqKKK+zPxA/mL/AOCsHxA/aE1H/gpH8SNc+MeqavZ69ofi+eDw08+6B7LS4Z2bTmt9uNieSY5VZfvM5fO5ia+3f2jf2rvjV/w6/j8baX+2rrl18SNR8Lad/wAJJpMPjSxabbcFEvV+zxgMh8t2yEwyckYI4+if+Ckfwz/ZM8Y/tK+LNe+NekeEbrxnYfDexPg1dd1FI7ssBqTL5ELSDzsSgEfK3zCvub4iWsB+EWuslqhc+G7rB8sEk/Z2r81wuS4nF5ljIU8TKHLLW1/evd66rY/ozinxXy3H5Vw8llUV9U5ZNSSUZcnKnCGj/dy5bu/Wys7Xf4G/8G6Hi3446N/wUX0jwv8ADGXUG8M6vo97/wALBt7eLfb/AGGK3laCWbPCFbowKr/eBlKjh2B/oar4J/4Jb/Df9kvwL8YrG9/Zb0zwjGb74b3f/CSXHhjU0u2a4WfSiqzOsjlCNzkISOpOK+9q9/g2Djkqd73lJ+nSy+6/qz4zxo4uw/GfGssbRwzoKNOELSSU5NXfNO3X3uVav3Yx9EVW1nWdH8OaPd+IfEOrW1hYWFs9xfX17OsUNvCilnkkdiFRFUEliQAASas1+cf/AAcyeLvjl4b/AGJtF0z4bT6jB4X1bxQtt49nsI/lNvs3W8UzjlInmAz2Zgik8gH3sxxiwGCqYjlvyq9v6/HyPi+DuHXxbxRhMnVVU/bzUeZ7JbvTq7K0VpeVldXP0F8D/EDwH8TvDsXi/wCG3jbSPEOkzu6Q6poepRXdvIysVYLJEzKSCCCAeCMVr1/Pd/wQ1+N3jjwn4u8X/DvXP2j9U8FeBhpX9oC3i8TW+nwSaq0sMaspnBy5hWTITqEXd0Wv1S+D/wAZh4gum8P/AA6/aOuvGt5HcLcGIeJ4NRmizhACIORGfRhjJNfKUuN8LKlFyoy5utrW+Tvf8PI+m488OqnBnFFfKo4iNSMLNS2dpJSSktUmr66+fWx9f0UyAzNAjXCgSFB5gXoDjnFPr7dO6ufmgV/Kh8bvjH+1Vp37aGu/GH4i+J9c0v4s6d4wea6vpf3F3Y38MmxEVeiKgVUVB8gRQoytf1X14lr/AMDf2B9S/bD074n+I/DfgF/jatosunPc6hCNZkiSB0WZbYybpCsKuBJsJCpwQEGPnuIcoq5tCkoVeTll1637ea6er1P2Twf8RcF4fV8wniMC8T7alZWSvHlu2pX2pTv+8evwxdmfmF/wVY/aM+Isf7EGn6b8P/2wtY1+8125s7Hx9o0XjSyvN9nJayGdGjhG5UNwI1bacYJU5ViDgf8ABrt4t+OEX7TfjTwRoE2oyfD6XwsbzxHCIt1pBqQljS0cseI5XT7QBjBdYznIQbf1y/bf0rw5efsf/Eqz8Q2dqdPm8GX8eoC4wsZgMLCTe3GF2bsnIwMnNeLf8ExvAP7M3w/8d+PNP/ZT07wxD4cudF0eW4k8Kagl1BLdC51NW3Sq77nChBgtwMcDNfPU8qxGB4lw0amIlUbUnd3vZJ6at6M9XLPEjAUfCTMci/s5c1Sek0lyLmcXeWl+ePL7notuXX7Aooor9DPwY/CX/g558XfHC6/a78NeCvFU+ox+A7XwtHdeEoGj22k10zMt5IpHEkoIiVs8qpXgBst6L/wSG+PWs/8ADG9jo3xW/bA1Lwsmla1c2XhrR18Z2VgsWmokRTbE678ec0+Gbk444Ar9Of2xvhR+xf8AFX4e2Fn+29pfg6Xw5Z6ssmm3HjPU47KGK8aNwBHM8keHZN/yBvmCk4O3j0jwp4c8H6B4X03QfBmj2Fto9lYQ2+k21hEggitkQLEkYXgIEChccYAxXxeI4ZxeIzWriKeKcObtfm9HqtNND9wzfxOy/HeFmX8OLLrToy1qNLkfLfWGl+eXNep5335tPzG+Lng74J/D3wlpXxn/AGUrvTb74s3Hju2fwd4q0S/h1HWNe1i4u4Uu4Jp9zNdpJC8gnRiUSMscIMmv1Nr8/wDw3+zh8CdH/axT9oLTPhdpcXjW8+OF7DceIwjG4ZDqlxGQMsVUlEVMqoOMjPJz+gFVwfQlRpYlOTdqjj93X1d9fRHwvF2b0sxw2DoxlObhFyc5/F7/AC/u170v3cOVuN2ruc3yxvYK8D/4Ki+Kvjf4I/YA+KPir9nN9QTxfZeHd+nTaTDvuYITNGLqWIdQ6WxncMPmUruXkCvfKOvWvra9J1qEqaduZNXW6ut16HzOU46GWZrQxkqaqKlOM3CXwyUZJ8svKVrPyZ/L5/wSz+Jfjf4dftq+Frzwt8T7vwpaas8ll4n1i21KG1I01gJZQ00wKoC0UZz1JUAcnB/XnWrT9mj49+ItG0v4l/HXT/ifPp9xJNoXh7xP4xtNUt0uGjIaZLNcJLKI94DMr7VZ8YyTX178Dv2M/wBln9mrxDr3iv4EfA3QfDGoeJpA2t3WmWpVrjDs4UbiRGm52OxNq9OPlGPNP+CkHwV+FHxw0P4e+Afi14Dsdd0aTxjPO9hdhlQyR6VfFGyhVsgk96/OcXwxjMvyipOWJdoptxV+V/j+h+y8c+J2V8dcbUMwwtCWGioRg5rldXrzOylFP4nFLnV4rVq9lz3/AASJEemfDz4j+Dfh+zv8L9D+I91bfDCSNFNqLRoYpb2K0lXPn26ag92iPlhwQGOOPrmvGP2BfCvhvwL+zdaeC/Buh22maTpXiXXbXTdPs49kVvCmq3QVFHYAfiepyTXs9fb5LTdPKKEW7+5H8Vf8Nkfk3EuPhmme18TCNlKXXd2SXNJ9ZztzTfWTbCiiuI+NXxDh8KaG+g2Mjf2jqEJWHaB+7QnDOf1A9/pXTjsZRy/Cyr1XZRX39kvN7HkUKM8RVVOG7PEf2qviL4n8beKLH4efDO5H9ueIdSGheFmCI4hkZWe5vijSKHSCGOac4PzCJF6sAfoX4V/DTwp8HPhzovwu8EWAt9L0PT47W0QAbmCj5pHI+87tudm6szMx5Jrw79jHwFL428c63+0tr1my2sH2jw74GilKnbaRTBb28CmMMhnuIQi/McxW0bDAc5+ka8bhzCVVRnjq/wDErPmflHovu/TsduZVYc6oU/hhp8+rCiiivpDzQooooA/n+/4OUPFvxx1T9v0+EviBLqKeD9K8PWcngC3mi2WrRSwRm7mixw7m5WRHY/NiJFPCrX6gf8EJNe+MXiD/AIJneAp/jJBdrLbLcW3hx722ETyaPG+20YAAFk2DCMRlkVTyME6f/BQ79n74LftDfFj4c+Hfjb8OdP8AEljp+h67c2VtqG/bFMbjSlLjYyn7pIwcjnpXsH7GFra2H7KfgGwsbaOGCDw1bxwQwoFSNFXCqqjgAAAADgAV8ZlmGlS4sxbc29E//ArO3y2R+18WeImX574V5Vw/SwahUw796elvdUo3jbW9S/NUvb3v5r3Xp1FFFfZn4ofzDf8ABW7xl8d/Ev8AwUW+J118drjUk1XS/FNzZ6FFfReX9n0iOZjp4hUcCMwGOQEfeMjOcszGv1G+CPxy074mfs0eGR+0F+3Pqg1vXvCUA8XabL8SLK0JlmhxNGyx7WiyGIIUqy54IIrvP+ChP7OXwL+K3x08d/Ev4k/C7S9a13w38NrJtC1K/jZmtCqalIpVdwVsOA3zA8ivs74j2tr/AMKg16T7NGW/4Ru6OSg6/Z2r81wmS4nF5ljIU8TKHLLW1/evd66rY/eePPE/LeJOGMnwVDAqnPDxs5aaNKMbU7K6i7czvZ3S7Xfwj8BvAfwl+EX7eXwdtP2RPDWj6XLrWg6nb+ObPwlaQvbz+FksjJbXV0UztAvls1inJ3SmSQbnwdv6L18Q/wDBOb9nL4F/AL4zaPP8Gvhfpfh6TXPhhdzavLYo5e6dZ9JKlmdmOAXcgAgAsTjmvt6vf4NpuGSp3veUn6dLL7r/ADPzfjbM6OZZnTVOUp+zpqLnOynN80p80kpS25uSPvS92MdeiK534t+F/hj41+GGv+FvjTp2lXfhK80mdPEcOtsq2n2PYTK0rOQEVVBYuSNu3dkYzXRV+cf/AAcyeLvjl4b/AGJtF0z4bT6jB4X1bxQtt49nsI/lNvs3W8UzjlInmAz2Zgik8gH3cyxUcFgKleUeZRW3f/gd/I5uCchrcT8WYPK6Vb2Mqs0lP+W2t1t72nuq6vKyutz7Q/ZT+GP7KPw1+EMGgfsf6R4Ui8GS309xC/hO8ju7Sa5LBZXMyO/mPlQpJYkBAvAUAekxwQRHMUKKT1KqBX8+P/BDX43eOPCfi7xf8O9c/aP1TwV4GGlf2gLeLxNb6fBJqrSwxqymcHLmFZMhOoRd3Ra/VL4P/GYeILpvD/w6/aOuvGt5HcLcGIeJ4NRmizhACIORGfRhjJNfJ4fjTBRw8Y+wknorRSt8v008j6nxE4DxvDHF+JwNXF+3aal7STfO+ZKXv3v72uur79bH1/RTIDM0CNcKBIUHmBegOOcU+vuU7q5+XBX8qHxt+Mf7VWnftoa98YfiL4o13S/izp3jB5rq+l/cXljfxSbERV6IqBVRUHyBAFGVr+q+vEtf+Bv7A+pfth6d8T/EfhvwC/xtW0WXTnudQhGsyRJA6LMtsZN0hWFXAk2EhU4ICDHz3EOUVc2hSUKvJyy69b9vNdPV6n7J4P8AiLgvD+vmE8RgXifbUrKyV48t3aV9qUr/ALx6/DF2Z8qXvj/4P/FH4XQeDfjj+2hNrVlquk26eJ9A1L4m2a212xRGmgmEJQmMuGVkDAMuVOQSD0n7GPhXwd8L/wDgope+Dv2a/D9hpfh/U/ho9z8UtK8O2EKWFrexXES6PJJ5YxBcSRSX2EG3fGgcqc7z9P8A7a/h/RNb/ZH+I2i6tpUE9peeEb2C6geMbZI3iKspx2Kkj8a8o/4J7fAf4Ofs9/FPx54O+Cfw707w3plz4f0W6ubXTkbEsxudUXezOzMx2qoGTwBxivnoZViMDxJhYVMRKo2pO7vfRPTVvR9T5zBcQYeHD+NjyyXOnFUlb2V52TnLX4oWTglB+9GLcly2f1ZRRRX6Gfnx+Ev/AAc8+Lvjjdftd+GvBPiqfUY/Adr4WjuvCVu0e20mumZlvJFI4klBEStnlVK8ANlvS/8Agkp+0V4p1T9j6wsfjT+2frPh9tJ1abTvDOlzeOLOzMOlRRQrEqxygvsD+cqlv4VAHyha/VD9ob9lj9nr9q/wxZ+Df2ifhRpXivTdOvftdjb6kjZt5tjIXRkKsuVYggHB4yDgY6/w94S8L+EtAsfCvhjw/Z2Gm6ZZxWmn2NrbqkVtBGoSONFAwqqoAAHQCvjMTwxja+Z1cTDEuCl2vf0eq0XQ/a818VMqzDwxwHDEcAlVoSu5vl5dL+9HRvnne827a33vp8tfs/eGPB3xN1rQbjwR4xGvWGneI/7VutastTjvPtF0kjzSNNMmVLPI5LYwctxivrWmxxxxLtijVR6KMU6vbyXKf7Iw8qbqOblJybatvbzfbufkGNxf1yopctklawUUUV7BxhXmH7T2hDVdD0bVG0dbgaZqTzx3OCWtnaF4twxwAUkdST6j1r0+iuHMsH/aGBnh+bl5la+9jfDVvq9eNS17HEfs8eCW8A/C620eQTh7rUL7UJEuQAyNdXUtwVxgYAMmADzjGcmu3oorfC0FhcNCindRSX3KxFWo6tWU31bYVyPxG+EWl/EPULXUrjU5bWSBfLlMUYbzI8k456EEnB5HJ4NddRU4vB4bHUHRrx5ovp6eg6NarQnz03ZkdnaQWFpFY2sYSKGNY41HZQMAfkKkooroSUVZGTbbuwooopgFFFFAHkP7TGhS3Wv6D4ij0QSyWlvcW1vdojM6+c8LPFxxhjDER3JXiu2+CfglPhx8JPD3gaOSZhpmlRQ5uCN/A5zgAZ59K6iivKw+Vxw+aVsbztuokrdrLv8AI6qmKdTCwo2+G+vqFFFFeqcp+bj/ABK0tbT9orVf2lviJc6brdn4y1208RJq00UE2l6IFaHSFtomwPJks2ikhOCJp55eWckCr+z5+0FD41/Z28Iap8cf26tSXxFqvhe1k8T2F18QtPhBnkiBljeIKNmc4K8EZI4Nfb/xR/Yy/ZZ+NfxX0L45fFf4HaDrvi3w15X9ia5f2xaa38qUyxDggOEkJZQ4YKSSMZr0o2doTk2sf/fAr4dcKY76zVqRxbipO+l7v/FqtV8z73NuJ8kxeEjHD4X95JxlLmUVGHLHl5KVrvkbbk7qL0hGzcXKXg37K3g7SdR8YW/xM0GYPptl4Yk07TJbSRXtZobiS1lBRxnfhbZMEHGG5zkGvfaRVVBtVQAOgApa+lyjLVlWBjhlLmtfW1t3fbU+MxmJeLruo1a4VjfEL4e+Cfix4H1X4a/Ejwxaa1oOt2T2mq6Xfxb4rmFxhlYfqCMEEAgggGtmivSlFSTTV0zCnUqUaiqU21JO6a0aa2afRo4n4F/s4/A39mfwGvwx+BHwy0vwzoS3cl0dO06E7XnkxvkZmJZ2IVRkknCqOgAHZxwQRHMUKKT1KqBT6KUIQpwUYKyXRbF4nE4jGV5V8RNznJ3cpNttvq29W/NhRRRVGIV/Kh8bfjH+1Vp37aGvfGH4i+KNd0v4s6d4wea6vpf3F5Y38UmxEVeiKgVUVB8gQBRla/qvrzLVv2NP2W9e/aCtf2qtY+B+g3HxCs0VbfxTLbE3C7YjErEZ2s6xnaHKlgAuCNox89xBk1fOIUlTqcnI79fv06rp6vVH7B4R+JWW+HNfHTxmD9uq9NRW101f3Xf/AJdzv79rv3Y+6z5D0f4x/DvxH4KsLD4mftuTak13pcA17R9S+I1g1vcSNGpmhkRMZQtuBUEccZr6n/Zf8Gm213XviS7TZ1WwsrGPcB5bpBJcyb14ycm5IJyR8o9DXr32Kz/59Iv+/YqQADgCufAcN1sJmEMVWxMqjinZNd1bdyZ+bYvNIYijKnCkoKTvptvfawUUUV9SeQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUGq2kuoaZc2ENy0LzwPGkydYyykBh7jOaAPnj9nf8A4Ku/sRftS/tCan+zL8G/idd33iWwW+axkutCuraw1tbKbybw6ddyoIb0QSHbJ5TNt5PIBNfR1fip/wAErf2b/wBpmw/aJ/ZC/Z48Y/s3+OPCl5+yTZfEiP4oeLtb8Py22kX7arczLYrp143yX4uBKsreWTtAO7pX7V0AFFFFABXhv7bP/BRP9mD/AIJ+aV4c1b9pLxFq9knirU/sOkR6P4eub9i++KMvIYUZYYw80K73KgtIoGScV7lX59/8HH/i3Vpf2DYvgp4P+Efj/wAXeIPFfi7RrzTbbwP4GvtYWGHTtWsbq5Nw9rG4t/3QYpvx5hVgucHAB+gasGUMOhGRS1zXwd+Jui/Gb4X6H8U/Dmi63ptjrunpdWtj4k0WbTr+BG6LPbTqskL8co4BFdLQAUUUUAUPFXifQ/BPhfUvGfie/FrpmkWE17qN0yMwhgiQySPhQScKpOACeOBXh/7IH/BTL9lL9t7xx4k+GHwV17xBbeJvCtnBfar4d8XeEr7Rr37DOcQ3kcN5FG0kD8YkAx8y+oz7V458UweBvBOseNrrSL/UItH0q4vpLDSrRp7q5WKNpDFDEvMkjBdqoOWYgDrX5y/8EZvijrH7Vf7ZfxY/bW/aM+DfxN8H/FnxnoCabo/hrxR8MtT0nSvCvhKyuwLXT0vrqFIr29lklFxKVPchFCo1AH6X0UUUAFFFFAHzv+2b/wAFRf2TP2CdestD/aL1bxTZpcWcV5f6ro3gnUNRsNHtZZ/Ijnvrq3haK0RpAVXzGBO04FfQOm6lYazp1vq+l3aT2t1Ak1tPGcrJGwDKwPcEEGvzK/4OL7C4+Ofwui/Zv8D/AAK/aD174kRWVvf/AAyl+Hui3dx4T1i/mvoM22sbCbSVIfsqOUvVCqspMZO5q/ST4exeJ4PAGhweNbe1i1lNHtl1eKyUCFLoRL5qxgcBA+4DHbFAGxRRRQAUEhQWYgADkmivE/8Ago34Q/aW+IX7EfxF+H/7IUUL/ELXtAbTtD87VEsSqzyJFcMlw4KwSi3aYpIQdr7Tg4xQAv7Gv/BQX9l/9vmLxvd/sw+NbjXbX4f+LJvDuv3r6dJDC15GMkwO4AmjI5Ei8EEEda9rr8yv+DfX4WftJfBP4t/tM+A/it+xL/wqDwvJ490+Xw9ar4jN9bxtDpltai0tZPs0IvYViiRzeJ8rOzJt3KSf01oAKKKKACvnP4lf8FQP2dfhn+1VN+xxc+EPiVrvjKzfShqp8JfDbUtVsNMXUSRayXV1bRNFbIwDkvIQAI3JOFOPoyvyW/4KoeAPiFpX7dr+P/2FPAn7TOl/tE694v8ACEEOt6Da3cfgDVtFtgonN/LF/okkMcEt0jrcnzFkzsG1skA/WmiiigAooooA5D4+fHr4S/swfB3X/j58dfGlr4e8J+GLA3es6td5KQx5CgAKCzszMqKqgszMAASRXP8A7KX7XHwm/bI+Hk/xI+Eln4ls7W0vzZ3lh4u8KXmjX0EnlpIpa3u40k2NHIjq4BVgwINfO/8AwcE/s7fGL9pj/gmX4n8E/A7QdY1bW9K8R6HrsmkeHRu1C8tLLUIZ51tl/jnWNWkRP4mjAAJIFUf+CG1v+0HH8Ovixc/ESf4sN8N5/idM3wUHxwe6bxKNG+zReabj7Z/pIiNz5vliX5sBsfLigD7looooA//Z", "image_prev": "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", "image_next": "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", "info": {"equation": "54/18=3", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fc414169cd5fafbb9de0a2d9a5fe9327a2cf6190137937ae1de6e1dfde59c8ee"} +{"episode": 72118, "episode_seed": 3543620143, "split": "train", "timestamp": "2025-10-28T03:49:46.996052", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3543620143, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 5, 1, 0])", "action": "('move', [0, 5, 1, 0])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cbr9rvw14K8VTajH4DtfC0d14SgaLbaTXbsy3kikcSSgiJWzyqleAGy3a/8ABNH9pT4nT/sBXy+NP2xtY0XXNDTUbLwDo03jSytStrBaRi0jWKYbign8xF3nGFCj5QK+6/8Agqb4I/Zr8eaj8ONI/ant/DcnhxLjVpLf/hKNUWztxdiKAJiRpI8vtMmFzyMnHHHrP7Cuh+GdI/Zc8OaT4a0qyg021udTh06CziUQx266ldCNY8cbAoAGOMYr87q5TiMXxNiKdPESg7KV1e9nbTdaLofvWa+JOAxPhRlmSf2cuajPWbS5HyXu46X5p3/eer35tP5vP2Xfi9+1FdftyeFfix8MPEeual8T9W8aRyreRAzXWoXM8uJ1kU8OkitIHVvl2Fs4A4/qkr85/CPw2/ZKt/24pvH/AIf0zwi3xWPxpvBqcsGppJqsVudTmQs0HmFogY/LXeEXKsOcOc/oxXpcHUJUKWJTk3ao4/d19XfX0RweNHHmE45xmX1KGD+r+zoq90rvms0lbenG3ubfFJ2V7BRRRX2R+KBX4mf8HTHiz44n44fD3wPqEmox/Df/AIRk32loIttpPrXnzx3BLD78qQG2ADfcWVtv32r9s6+WP+Cp/g/9n/xx4J+H+h/tM22gSeFT41lkmHiXUVtbUTjSr7yiZGdAGznA3c+9eBxRRdbJKtpWsr+tnsz9G8KOJ6HCHHOFzGth/bJc0eVJOS5k1zQv9pdO6urq9zxv/g2u8W/G/wAT/sFXVp8UZ9Rn0DS/FU9p4DuNQj4NgqIZEic8vElwZlHUKQyDhcD9C68T/wCCe2i+DfDf7MGnaB8OrGxttAs9f1qLRINLKm2S1GqXPl+UVJBQrghgTnOcnOa9srsyWDp5RQTd/ci9fNX/AA2PC43zmlxDxdjcxp0VSjVqSkoLpr1/vPeXeTYUUVz/AI6+LXwq+F8unw/Ez4meH/Dr6tcGDSk13WYLQ3soxmOISuvmN8y/KuT8w9a9KUoxV5OyPmqVGrXqKFKLlJ9Erv7kdBRRRTMwooooA+Mv+C9/i/45eDP+CbfivUPgbLqML3N/a2niq60uLdLDo0m9bkkj5kQny0dh0R2zhSxH5Cf8EW/jH49+H37TNz4PsvjpqXgrwhrGkTz+KJbXXYbCGV4Y3+zFnmyu4SyADb8xDEdM4/o+1vS9G1vRbzRfEVhbXWn3lrJBf2t5GrwzQupV0dW4ZSpIIPBBOa8k/Y3+D37Dfwu8FatB+xBo/ghdDvdUDazc+DdUiv45LpY1wkkySSHcqMpCFvlD5AG8k/KZxkOIzHM6denX9nZW63X+HVb311P2vhPxKwOQ+GGY8PVcv9rOtK6qWXKuZJL2jab5oct6e+va13+CH/BZb4wfED4i/tVP4X1b43al418J6Jplu/hG4u9chvoolngiNyUeH5dxmRg2RuwijoFr9mf+CGfi744+Nf8Agm14G1j47z6jPep9og0G61WPbNPpEb7bRyTy67BhHblkVTyME3P+Chf7PPwR/aB+K/w68N/Gn4aab4isbDQ9durO1vg4WKY3GlKXGxlJ+UkYORz0r2H9jC1tbD9lPwDYWNtHDBB4at44IYUCpGirhVVRwAAAABwAK4MhwNXBcR4inOq5uMVdvrez11e2yNOMfEfLeIfC/LMho4JU6lCWstLe6pRvC2t6l+apdL3v5r3Xp1FFFfdH4gc/4j+LXwq8H+K9L8B+LviZ4f0rXNbYLoujajrMEF3fkttAghdw8p3cfKDzxXQV/MZ/wVf+IH7Qupf8FJPiRrnxi1XWLTXtC8XzweGXm3QSWWlwzs2nNb7cbE8kxyqy/eZy+dzE1+pv7N37SU/iD4EeCvFPxh/bx1O38VXnh6zufEFpP8QtPh2XTIGdWiC/Jz1Xt04r4n/XTD08RUp1aMvddlazemmqbVvxP2njbwgqcI8O5bmcMZGq8VG8o7WbipLkevNGzs27a2097T9JqK8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/MDE4yrKynPynGNuOvPqtfT5Zj4Zng44iMXFO+j8nY/HsVh5YWs6bd7BX5x/wDBzJ4u+OPhv9ibRdL+G02ow+F9W8UpbePJ7CP5Tb7N1vFM45SJ5gPQMwRSeQD+jlc78W/C/wAMfGvww1/wt8adO0q78JXmkzp4jh1tlW0+x7CZWlZyAiqoLFyRt27sjGaeZYWWNwFShGXK5K1/66d/I+h4Jz6lwxxZg81q0fbRozUnDv00/vK94/3kj8EP+CGvxu8ceE/F3i/4d63+0fqngrwMNK/tEW8XiW30+CTVWlhjVlM4OXMKyZCdQi7ui14R/wAFNfi58TPiR+2b4pu/GXxa1LxVb6DftZeEtWutVjuvL01XMkHlSw/IR85bcvO4nPzA1/R5+yn8Mf2Ufhr8IYNA/Y/0jwpF4Mlvp7iF/Cd5Hd2k1yWCyuZkd/MfKhSSxICBeAoA+Vv+ClPwy/ZF8cftLRz/ALROkeD7jWLT4c2f/CHQ+I9SjgkknN3qJKwRNIvnkuIsptfkqMfNg/nea5Bisuyb2s8S5RVvdV+XV9NfPsfv2SeMmVx8WMXnX9lPlqwcEko+2Til7zVrXly2mr6Lq+XX6H/4Ju+KPjZ41/YV+GHir9ooXx8Y3vheKTV5NUg8u5lG5hDJKvXzHhETMThiWJIBJFe3VznweLN8JPCzMSSfDljkn/r3Sujr9Mw8HToQg3eySu93pufzNmmMjmGZ18VGmqaqTlJRj8MeaTfLHyjey8kFfyofG74x/tVad+2frvxh+I3ifXNK+LOneMHnur6X9xd2N/DJsRFXoioFVFQfIEUKMrX9V9fnX+0J8M/2TNV/bl8WeO/EukeEZvipbfETw7/ZL3eop/aiwLb6OFeO3MmSAhkIcISACQeMj5PjLDyq4ehJTatNL/wLr6q2nqz9e8F+PcHwPisxdfBfWPa0dLJXXLe8XfanPm/eb/DHRmz4B/aI8M2GlaJrniP9vC6l1OKztZtRs7z4jac0LXHlqZEdAMFd+4FQcds19c/s86x4o1jw/dz65dTXFqJlNjcXDFi+QS2GP3lzjnnkkdq7i/bRdKsZtT1NrW2traJpbi4nKokSKCWdmPCqACSTwAKzfh/8TPht8WNA/wCEp+FfxA0PxLpYnaA6l4f1aG8txKoBZPMhZl3AEZGcjI9a68vyLE4LHxrVcXKpZP3XfW/rJ6ddt7H5bisZ9bw05U8OoxurtLRN6pbaeWu1zcooor6c8U/CX/g558XfHC6/a78NeCvFU+ox+A7XwtHdeEoGj22k10zMt5IpHEkoIiVs8qpXgBst6L/wSG+PWs/8Mb2OjfFb9sDUvCyaVrVzZeGtHXxnZWCxaaiRFNsTrvx5zT4ZuTjjgCv05/bG+FH7F/xV+HthZ/tvaX4Ol8OWerLJptx4z1OOyhivGjcARzPJHh2Tf8gb5gpODt49I8KeHPB+geF9N0HwZo9hbaPZWENvpNtYRIIIrZECxJGF4CBAoXHGAMV8XiOGcXiM1q4ininDm7X5vR6rTTQ/cM38Tsvx3hZl/Diy606MtajS5Hy31hpfnlzXqed9+bT8wPjP8PvgH4N8IaN8ZP2Yk0fVfiu3xBtLnwT4p0q6g1TV9b1ya8hW5jknLM1yHieQTKTtjjZmxGMmv1Tr8/8Aw3+zh8CdH/axT9oLTPhdpcXjW8+OF7DceIwjG4ZDqlxGQMsVUlEVMqoOMjPJz+gFVwfQlRp4lOTdqjj93X1d9fRHwvF2b08xw2DoxlObhFyc5/F7/L+7XvS/dw5W43au5zfLG9gooor7I+JCvxM/4OmPFnxyPxv+HvgbUJNRj+G//CMm+0tBFttJ9a8+eO4JYfflSA24Ab7izNt++1ftnXzV/wAFJPg78L/jroXw9+H/AMX/AAVZ6/osnjGed9PvS4QyppV8UfKMpBBJ714HE9F1skq2layv62ezP0Twr4rwvBnG2GzTE0PawjzJrTmXMmuaN9OZfK6urq9zwT/g2j1/4xav+wLeab8QobweHdN8X3cPgWW6tgivZkLJOImxmRBdPPyc4beoPy4H6IV4x+wL4W8N+Bv2b7TwZ4O0S303SdK8S67a6bp9pHsit4U1W6Coo7AAfU9TkmvZ67Mlg6eUUIt39yP4q/4bI8PjbOqPEXFuNzKlSVKNWpKSiumvW3V7yfWTbCv51f8Ag4T8W/HDXf8AgpB4j8PfFabUV0TSLC0TwFbXUWy3XTXhRnlgA4YNceeGfklo9pPyAD+iqvNPj/8Asc/sv/tT32i6n+0L8E9D8WXHh6R30ebVbcs1vvKllypG5SUUlGypx0rnz/Kqub4H2FOfK7p67Pyf5+qPqPCTj3AeHfFTzPGYd1oOnKGluaLdmpRvZX05Xqvdk/R/nj/wT/8A2lPEfiz9kLwbrfx7/bp1vTvEslpNHPaXXxAsbaWO3SeRLbcjguCYFjOX+Zs5bkmvu39mX4ga7491RdX0vxifEGiz2BJ1NL1biGQrhFdZE+QsSpB29fm4yOPZo9PsIo1iisYVVVAVViAAA6AVKiJGu2NAoHQAYrzsHw3jMPiqdWeMnJRd7O9n5fE/y2Plc74gw+b4/E4mnhY0lWnKSjG1o80m7LRaK9ltsLRRRX1h8yfGX/Be7xf8c/Bn/BNzxXqHwMm1GGS5v7W08U3WlxbpYdGkLrckkfMiE+WjsvRHbOFLEfkJ/wAEW/jJ49+H37TNz4Ns/jrqXgrwhrGkT3HiiW112GwhleGN/sxZ5sruEsgA2/MQxHTOP6Df2pYIbr9mP4jWtxEHjk8B6urowyGBspQQa+dv2Af2dPgZ+z78ctX0L4LfDDS/DtrqXgtLi/isUYm4lF2FVmZ2ZjgcAZwMnA5OfhOIMBVxXEOGjCq4OaaTX2eVN6arc/cOEfEfLcj8Lcy4fq4JVKlaV1PSz5uVXnfXmp25qbV9bbWu8PwJ46+HvjLxfD/Y/wC0QfHetxWkkdjb3Xi221Ge3hZ42lEUcOCAzRw7jg/cTp3+uPgn4JT4cfCTw94GjkmYaZpUUObgjfwOc4AGefSulS2t4m3RwIp9VUCn17WT5FPLMTUr1KzqSkkrtdvO7ufkGMx8cVTjCMFFLt/wyCiiivoTzjxL46fA39gbx1+0F4O8bftB+G/ANx8SbVoV8Fv4g1CGLUZzHMXiWGFpFNxtlJKja+GJxya9pNnaE5NrH/3wK/mQ/wCCr/xA/aF1L/gpJ8SNc+MWq6xaa9oXi+eDwy826CSy0uGdm05rfbjYnkmOVWX7zOXzuYmv1N/Zu/aSn8QfAjwV4p+MP7eOp2/iq88PWdz4gtJ/iFp8Oy6ZAzq0QX5Oeq9unFfDQ4wweHxVaE6DVpWvFK7tpeW2v3n7lx74W5jw3wxlOOqZiq6rQ0g27U7pTtS1d4a6tKOtnb3tP0lVVQbVUADoAKWvKv2bfF/iPxkL3WZdabU9JuoEuLW/E/mxSM/zAxOMqyspz8pxjbjrz6rX1WWY+GZ4OOIjFxTvo/J2PxXFYeWFrOm3ewV+cf8AwcyeLvjl4b/Ym0XTPhtPqMHhfVvFC23j2ewj+U2+zdbxTOOUieYDPZmCKTyAf0crnfi34X+GPjX4Ya/4W+NOnaVd+ErzSZ08Rw62yrafY9hMrSs5ARVUFi5I27d2RjNPMsLLG4CpQjLlcla/9dO/kfQcE57R4Y4sweaVaPto0ZqTh36af3le8f7yR+CH/BDX43eOPCfi7xf8O9c/aP1TwV4GGlf2gLeLxNb6fBJqrSwxqymcHLmFZMhOoRd3Ra+7PHvw+/Yf+NVr4j8bfGjx94d+Ic8Xh8Qav4g8T+KLbU7jStOViVEThgtookJYMgUs7YJOcV9s/sp/DH9lH4a/CGDQP2P9I8KReDJb6e4hfwneR3dpNclgsrmZHfzHyoUksSAgXgKAPm7/AIKC/s1/AX41ftCX3iH4sfCrSdevPD3wzs5tGmv42ItnN1qbkhQwVwWjQ4YMPl6cnP53muQYrLsm9rPEuUVb3Vfl1fTXz7H6RxBx7guJvEWtmdOjUwcZaNwS9t7qS95c0FzSaV/efLppJrX3L/gnNrnxU8SfsP8Aw11n40Lff8JDN4cT7Q+qWgguZbcO62sksYA2yPbCF2yAcscgHIr2uuc+DzFvhJ4WZjknw5Ykk/8AXuldHX6Zh4Olh4QbvZJXe7st2fjmZ4uOPzKtiYwUFUnKSjHaPM2+VeSvZeQV/KV8e/ip+0237Y+vfFb4r61q9n8VNP8AGf2m6ubyMR3NjqNvMPKVUOVQRGONUUfIFRQPlAr+rWvEtf8Agb+wPqX7YenfE/xH4b8Av8bVtFl057nUIRrMkSQOizLbGTdIVhVwJNhIVOCAgx4XEOT1c2hSUKvJyy69b/qunq9T9X8H/EXBeH1fMJ4jAvE+2pWVkrx5bu0r7UpX/ePX4YuzPlS98f8Awf8Aij8LoPB3xw/bQm1qy1XSbdPE+gal8TbNba7YojTQTCEoTGXDKyBgGXKnIJB6n9jTQ/Dnwy/4KDXPw7/Zu0u203wte/Dqa++Jug+HrWJdMstQWe3TSp3WP5be6lhN2Co2mSKFHIbAavpr9tfw/omt/sj/ABG0XVtKgntLzwjewXUDxjbJG8RVlOOxUkfjXlH/AAT2+A/wc/Z7+Kfjzwd8E/h3p3hvTLnw/ot1c2unI2JZjc6ou9mdmZjtVQMngDjFfP08qxGB4kwsKmIlUbUnd3vZJ6bvR9T5zBcQYeHD+NjyyXOnFUlb2V52TnLX4oWTglB+9GLcly2f1ZRRRX6Gfnx+Ev8Awc8+Lvjjdftd+GvBPiqfUY/Adr4WjuvCVu0e20mumZlvJFI4klBEStnlVK8ANlvS/wDgkp+0V4p1T9j6wsfjT+2frPh9tJ1abTvDOlzeOLOzMOlRRQrEqxygvsD+cqlv4VAHyha/VD9ob9lj9nr9q/wxZ+Df2ifhRpXivTdOvftdjb6kjZt5tjIXRkKsuVYggHB4yDgY6/w94S8L+EtAsfCvhjw/Z2Gm6ZZxWmn2NrbqkVtBGoSONFAwqqoAAHQCvjMTwxja+Z1cTDEuCl2vf0eq0XQ/a818VMqzDwxwHDEcAlVoSu5vl5dL+9HRvnne827a33vp8tfs/eGPB3xN1rQbjwR4xGvWGneI/wC1brWrLU47z7RdJI80jTTJlSzyOS2MHLcYr61pscccS7Yo1UeijFOr28lyn+yMPKm6jm5Scm2rb28327n5BjcX9cqKXLZJWsFFFFewcYV5h+09oQ1XQ9G1RtHW4Gmak88dzglrZ2heLcMcAFJHUk+o9a9PorhzLB/2hgZ4fm5eZWvvY3w1b6vXjUtexxH7PHglvAPwuttHkE4e61C+1CRLkAMjXV1LcFcYGADJgA84xnJrt6KK3wtBYXDQop3UUl9ysRVqOrVlN9W2FFFFbmYUUUUAFFFFAHzT/wAFWPEPjHw9+zHY/wBiapqGn+Hb/wAc6PZfEbUdMUB7Xw7LPtu2d+sULHyo5ZB92KR8kLuYfMnxn+OmkeG/2v8A4ceHfC37ST+FrW+8MavL4vOkeIbO1i+w+XFJYySTSZ2lp2HlgH50ZiAVBI/SjWNH0nxDpF1oGvaZBe2N9bPb3tndRCSKeJ1KvG6sCGVlJBB4IJFcF+z1+yP+zZ+yjoOoeGv2ePg9o/hWy1W7W51KPT4mLXMqrsUu8jMxCjOFzgbmIALHPyub8P4nMsyhiaddwSVut1v8Oq3vrqvmfbZRxDk+CySWHxGH56sfaKOkeSXtIqPNNv3lKn8ULKSb5fg5W5fPHwu+N2l6nqsvh7wV+1Vd+L7+5CSx2DeMLa/nQRk/NGkOGAyw3cEH5c19f+GpdTn8PWM2tR7Lt7SM3K+j7Rn9atpbW8Tbo4EU+qqBT67coyevltWc6uIlV5klrfS3q2fMYzGU8TGMY01G3b/hkFFFFe6cB5l8Uf2NP2WvjV8V9C+OXxW+B+g674t8NeV/YmuX9sWmtvKkMsY4IDhJCWUOGAJOMZr0k2doTk2sf/fAqSiojSpwk5Rik3vpv69zqr47G4qlTpVqspRpq0U5NqK3tFN2ir62VhFVUG1VAA6AClooqzlCvzj/AODmTxd8cvDf7E2i6Z8Np9Rg8L6t4oW28ez2Efym32breKZxykTzAZ7MwRSeQD+jlY3xC+Hvgn4seB9V+GvxI8MWmtaDrdk9pqul38W+K5hcYZWH6gjBBAIIIBrizLCSx2BqUIy5XJWv/XTo/I+n4Lz+hwtxVg82rUVVhRmpOD6ryvpzL4ovpJJn4D/8ENfjd448J+LvF/w71z9o/VPBXgYaV/aAt4vE1vp8EmqtLDGrKZwcuYVkyE6hF3dFr9MfBGp+Avijfarpfhb41nx1rGoactndXJ8SQaldw237xUQeT9xA00jDK/ec8npX1V8C/wBnH4G/sz+A1+GPwI+GWl+GdCW7kujp2nQna88mN8jMxLOxCqMkk4VR0AA7OOCCI5ihRSepVQK+QhwbipYZUauLfL1ik3H5Xl+nyPqeP+P8BxbxbiM2wuEVKM7JXtzOyS5pWVuZ21s32u7XKPhDQo/C3hPS/DMUjuunadBaq7kFmEcaoCccZ47Vo0UV92lZWPzBu7Cv5UPjb8Y/2qtO/bQ174w/EXxRrul/FnTvGDzXV9L+4vLG/ik2Iir0RUCqioPkCAKMrX9V9eZat+xp+y3r37QVr+1VrHwP0G4+IVmirb+KZbYm4XbEYlYjO1nWM7Q5UsAFwRtGPn+IMmr5xCkqdTk5Hfr9+nVdPV6o/X/CPxKy3w5r46eMwft1XpqK2umr+67/APLud/ftd+7H3WfIej/GP4d+I/BVhYfEz9tybUmu9LgGvaPqXxGsGt7iRo1M0MiJjKFtwKgjjjNfU/7L/g022u698SXabOq2FlYx7gPLdIJLmTevGTk3JBOSPlHoa9e+xWf/AD6Rf9+xUgAHAFc+A4brYTMIYqtiZVHFOya7q27kz82xeaQxFGVOFJQUnfTbe+1gooor6k8gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioNVtJdQ0y5sIbloXngeNJk6xllIDD3Gc0AfPH7O//BV39iL9qX9oTU/2Zfg38Tru+8S2C3zWMl1oV1bWGtrZTeTeHTruVBDeiCQ7ZPKZtvJ5AJr6Or8VP+CVv7N/7TNh+0T+yF+zx4x/Zv8AHHhS8/ZJsviRH8UPF2t+H5bbSL9tVuZlsV068b5L8XAlWVvLJ2gHd0r9q6ACiiigArw39tn/AIKJ/swf8E/NK8Oat+0l4i1eyTxVqf2HSI9H8PXN+xffFGXkMKMsMYeaFd7lQWkUDJOK9yr8+/8Ag4/8W6tL+wbF8FPB/wAI/H/i7xB4r8XaNeabbeB/A19rCww6dq1jdXJuHtY3Fv8AugxTfjzCrBc4OAD9A1YMoYdCMilrmvg78TdF+M3wv0P4p+HNF1vTbHXdPS6tbHxJos2nX8CN0We2nVZIX45RwCK6WgAooooAoeKvE+h+CfC+peM/E9+LXTNIsJr3UbpkZhDBEhkkfCgk4VScAE8cCvD/ANkD/gpl+yl+29448SfDD4K694gtvE3hWzgvtV8O+LvCV9o179hnOIbyOG8ijaSB+MSAY+ZfUZ9q8c+KYPA3gnWPG11pF/qEWj6VcX0lhpVo091crFG0hihiXmSRgu1UHLMQB1r85f8AgjN8UdY/ar/bL+LH7a37Rnwb+Jvg/wCLPjPQE03R/DXij4ZanpOleFfCVldgWunpfXUKRXt7LJKLiUqe5CKFRqAP0vooooAKKKKAPnf9s3/gqL+yZ+wTr1lof7RereKbNLizivL/AFXRvBOoajYaPayz+RHPfXVvC0VojSAqvmMCdpwK+gdN1Kw1nTrfV9Lu0ntbqBJraeM5WSNgGVge4IINfmV/wcX2Fx8c/hdF+zf4H+BX7QevfEiKyt7/AOGUvw90W7uPCesX819Bm21jYTaSpD9lRyl6oVVlJjJ3NX6SfD2LxPB4A0ODxrb2sWspo9surxWSgQpdCJfNWMDgIH3AY7YoA2KKKKACgkKCzEAAck0V4n/wUb8IftLfEL9iP4i/D/8AZCihf4ha9oDadofnaoliVWeRIrhkuHBWCUW7TFJCDtfacHGKAF/Y1/4KC/sv/t8xeN7v9mHxrca7a/D/AMWTeHdfvX06SGFryMZJgdwBNGRyJF4III617XX5lf8ABvr8LP2kvgn8W/2mfAfxW/Yl/wCFQeF5PHuny+HrVfEZvreNodMtrUWlrJ9mhF7CsUSObxPlZ2ZNu5ST+mtABRRRQAV85/Er/gqB+zr8M/2qpv2OLnwh8Std8ZWb6UNVPhL4balqthpi6iSLWS6uraJorZGAcl5CABG5Jwpx9GV+S3/BVDwB8QtK/btfx/8AsKeBP2mdL/aJ17xf4Qgh1vQbW7j8AatotsFE5v5Yv9Ekhjglukdbk+Ysmdg2tkgH600UUUAFFFFAHIfHz49fCX9mD4O6/wDHz46+NLXw94T8MWBu9Z1a7yUhjyFAAUFnZmZUVVBZmYAAkiuf/ZS/a4+E37ZHw8n+JHwks/Etna2l+bO8sPF3hS80a+gk8tJFLW93Gkmxo5EdXAKsGBBr53/4OCf2dvjF+0x/wTL8T+CfgdoOsatreleI9D12TSPDo3aheWllqEM862y/xzrGrSIn8TRgAEkCqP8AwQ2t/wBoOP4dfFi5+Ik/xYb4bz/E6ZvgoPjg903iUaN9mi803H2z/SREbnzfLEvzYDY+XFAH3LRRRQB//9k=", "image_next": "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", "info": {"equation": "37-2=35", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cLr9rvw14K8VT6jH4DtfC0d14SgaLbaTXTsy3kikcSSgiJWzyqleAGy3a/8ABNH9pP4nT/sBXy+NP2xtY0XXNDTUbLwDo03jSytStrBaRi0jWKYbmQT70XecYUKPlAr9Sf2xvhR+xf8AFX4e2Fn+29pfg6Xw5Z6ssmm3HjPU47KGK8aNwBHM8keHZN/yBvmCk4O3j0jwp4c8H+H/AAvpug+DNHsLXR7Gwhg0m2sIkEEVsiBYkjC8BAgULjjAGK+LxHDWLxGa1cRTxThzW2vzej1Wi6H7lmfijl+L8MMu4e/s1c9CV3OSXJLlvrHS/NPm/ebdd+bT+W/9l34vftRXX7cnhX4sfDDxHrmpfE/VvGkcq3kQM11qFzPLidZFPDpIrSB1b5dhbOAOP6pK/Ofwj8Nv2Srf9uKbx/4f0zwi3xWPxpvBqcsGppJqsVudTmQs0HmFogY/LXeEXKsOcOc/oxVcHUJUKWJTk3ao4/d19XfX0Rh40ceYTjnGZfUoYP6v7Oir3Su+azSVt6cbe5t8UnZXsFeB/wDBUXxX8b/BH7AHxR8V/s5vqCeL7Lw7v06bSYd9zBCZoxdSxDqHS2M7hh8yldy8gV75R1619bXpOtQlTTtzJq63V1uvQ/JMpx0MszWhjJU1UVKcZuEvhkoyT5ZeUrWfkz+YL/gld8W/iN8M/wBsrw5F4Q+Luo+EdN16VrPxdqNpq0Vor6eAZX8ySb5AAyKQT82eBycH1/8A4LjfGvx14y+JnhX4fab+0RqfjbwLBoq6haxT+I7fUIYtUMs8crEwYw4h8oAP0Dtt+81fuj8Dv2M/2Wf2avEOveK/gR8DdB8Mah4mkDa3daZalWuMOzhRuJEabnY7E2r04+UY8j/4Kl+CP2efGfgn4f6H+0pY+HW8Kt41lkn/AOEjv1tLUTjSr7ysyF0AbOcDdz71+c4vhjGYDKKk54l2im3FX5Xr6/puf0jU8bMlzXxXwmfUcsbhCCp2fK6rbT95W05o35Y66xW6vZeO/wDBtd4t+N/if9gq6tPijPqM+gaX4qntPAdxqEfBsFRDIkTnl4kuDMo6hSGQcLgfoXXif/BPbRfBvhv9mDTtA+HVjY22gWev61FokGllTbJajVLny/KKkgoVwQwJznOTnNe2V9xksHTyigm7+5F6+av+Gx+D8b5zS4h4uxuY06KpRq1JSUF016/3nvLvJsKKK5/x18WvhV8L5dPh+JnxM8P+HX1a4MGlJruswWhvZRjMcQldfMb5l+Vcn5h616UpRirydkfNUqNWvUUKUXKT6JXf3I6CiiimZhRRRQB8Zf8ABe/xf8cvBn/BNvxXqHwNl1GF7m/tbTxVdaXFulh0aTetySR8yIT5aOw6I7ZwpYj8hP8Agi38Y/Hvw+/aZufB9l8dNS8FeENY0iefxRLa67DYQyvDG/2Ys82V3CWQAbfmIYjpnH9H2t6Xo2t6LeaL4isLa60+8tZIL+1vI1eGaF1Kujq3DKVJBB4IJzXkn7G/we/Yb+F3grVoP2INH8ELod7qgbWbnwbqkV/HJdLGuEkmSSQ7lRlIQt8ofIA3kn5TOMhxGY5nTr06/s7K3W6/w6re+up+18J+JWByHwwzHh6rl/tZ1pXVSy5VzJJe0bTfNDlvT317Wu/wQ/4LLfGD4gfEX9qp/C+rfG7UvGvhPRNMt38I3F3rkN9FEs8ERuSjw/LuMyMGyN2EUdAtfsz/AMEM/F3xx8a/8E2vA2sfHefUZ71PtEGg3Wqx7Zp9IjfbaOSeXXYMI7csiqeRgm5/wUL/AGefgj+0D8V/h14b+NPw003xFY2Gh67dWdrfBwsUxuNKUuNjKT8pIwcjnpXsP7GFra2H7KfgGwsbaOGCDw1bxwQwoFSNFXCqqjgAAAADgAVwZDgauC4jxFOdVzcYq7fW9nrq9tkacY+I+W8Q+F+WZDRwSp1KEtZaW91SjeFtb1L81S6XvfzXuvTqKKK+6PxA5/xH8WvhV4P8V6X4D8XfEzw/pWua2wXRdG1HWYILu/JbaBBC7h5Tu4+UHniugr+Yz/gq/wDED9oXUv8AgpJ8SNc+MWq6xaa9oXi+eDwy826CSy0uGdm05rfbjYnkmOVWX7zOXzuYmv1N/Zu/aSn8QfAjwV4p+MP7eOp2/iq88PWdz4gtJ/iFp8Oy6ZAzq0QX5Oeq9unFfE/66YeniKlOrRl7rsrWb001Tat+J+08beEFThHh3LczhjI1Xio3lHazcVJcj15o2dm3bW2nvafpNRXlX7Nvi/xH4yF7rMutNqek3UCXFrfifzYpGf5gYnGVZWU5+U4xtx159Vr6fLMfDM8HHERi4p30fk7H49isPLC1nTbvYK/OP/g5k8XfHHw3+xNoul/DabUYfC+reKUtvHk9hH8pt9m63imccpE8wHoGYIpPIB/Ryud+Lfhf4Y+Nfhhr/hb406dpV34SvNJnTxHDrbKtp9j2EytKzkBFVQWLkjbt3ZGM08ywssbgKlCMuVyVr/107+R9DwTn1LhjizB5rVo+2jRmpOHfpp/eV7x/vJH4If8ABDX43eOPCfi7xf8ADvW/2j9U8FeBhpX9oi3i8S2+nwSaq0sMaspnBy5hWTITqEXd0WvCP+Cmvxc+JnxI/bN8U3fjL4tal4qt9Bv2svCWrXWqx3Xl6armSDypYfkI+ctuXncTn5ga/o8/ZT+GP7KPw1+EMGgfsf6R4Ui8GS309xC/hO8ju7Sa5LBZXMyO/mPlQpJYkBAvAUAfK3/BSn4Zfsi+OP2lo5/2idI8H3GsWnw5s/8AhDofEepRwSSTm71ElYImkXzyXEWU2vyVGPmwfzvNcgxWXZN7WeJcoq3uq/Lq+mvn2P37JPGTK4+LGLzr+yny1YOCSUfbJxS95q1ry5bTV9F1fLr9D/8ABN3xR8bPGv7Cvww8VftFC+PjG98LxSavJqkHl3Mo3MIZJV6+Y8IiZicMSxJAJIr26uc+DxZvhJ4WZiST4csck/8AXuldHX6Zh4OnQhBu9kld7vTc/mbNMZHMMzr4qNNU1UnKSjH4Y80m+WPlG9l5IK/lQ+N3xj/aq079s/XfjD8RvE+uaV8WdO8YPPdX0v7i7sb+GTYiKvRFQKqKg+QIoUZWv6r6/Ov9oT4Z/smar+3L4s8d+JdI8IzfFS2+Inh3+yXu9RT+1FgW30cK8duZMkBDIQ4QkAEg8ZHyfGWHlVw9CSm1aaX/AIF19VbT1Z+veC/HuD4HxWYuvgvrHtaOlkrrlveLvtTnzfvN/hjozZ8A/tEeGbDStE1zxH+3hdS6nFZ2s2o2d58RtOaFrjy1MiOgGCu/cCoOO2a+uf2edY8Uax4fu59cupri1EymxuLhixfIJbDH7y5xzzySO1dxftoulWM2p6m1rbW1tE0txcTlUSJFBLOzHhVABJJ4AFZvw/8AiZ8NvixoH/CU/Cv4gaH4l0sTtAdS8P6tDeW4lUAsnmQsy7gCMjORketdeX5FicFj41quLlUsn7rvrf1k9Ou29j8txWM+t4acqeHUY3V2lom9UttPLXa5uUUUV9OeKfhL/wAHPPi7443X7XfhrwT4qn1GPwHa+Fo7rwlbtHttJrpmZbyRSOJJQRErZ5VSvADZb0v/AIJKftFeKdU/Y+sLH40/tn6z4fbSdWm07wzpc3jizszDpUUUKxKscoL7A/nKpb+FQB8oWv0z/bG+FH7F/wAVfh7YWf7b2l+DpfDlnqyyabceM9TjsoYrxo3AEczyR4dk3/IG+YKTg7ePSPCnhzwfoHhfTdB8GaPYW2j2VhDb6TbWESCCK2RAsSRheAgQKFxxgDFfF4jhrF4jNauIp4pw5rbX5vR6rRdD9vzfxOy/HeFuX8OLLrToy1qNLkfLfWGl+eXNep5335tPzA+M/wAPvgH4N8IaN8ZP2Yk0fVfiu3xBtLnwT4p0q6g1TV9b1ya8hW5jknLM1yHieQTKTtjjZmxGMmv1Tr8//Df7OHwJ0f8AaxT9oLTPhdpcXjW8+OF7DceIwjG4ZDqlxGQMsVUlEVMqoOMjPJz+gFVwfQlRp4lOTdqjj93X1d9fRHw3F2b08xw2DoxlObhFyc5/F7/L+7XvS/dw5W43au5zfLG9gooor7I+JCvxM/4OmPFnxyPxv+HvgbUJNRj+G/8AwjJvtLQRbbSfWvPnjuCWH35UgNuAG+4szbfvtX7Z181f8FJPg78L/jroXw9+H/xf8FWev6LJ4xnnfT70uEMqaVfFHyjKQQSe9eBxPRdbJKtpWsr+tnsz9E8K+K8LwZxths0xND2sI8ya05lzJrmjfTmXyurq6vc8E/4No9f+MWr/ALAt5pvxChvB4d03xfdw+BZbq2CK9mQsk4ibGZEF08/Jzht6g/LgfohXjH7Avhbw34G/ZvtPBng7RLfTdJ0rxLrtrpun2keyK3hTVboKijsAB9T1OSa9nrsyWDp5RQi3f3I/ir/hsjw+Ns6o8RcW43MqVJUo1akpKK6a9bdXvJ9ZNsK/nV/4OE/Fvxw13/gpB4j8PfFabUV0TSLC0TwFbXUWy3XTXhRnlgA4YNceeGfklo9pPyAD+iqvNPj/APsc/sv/ALU99oup/tC/BPQ/Flx4ekd9Hm1W3LNb7ypZcqRuUlFJRsqcdK58/wAqq5vgfYU58runrs/J/n6o+o8JOPcB4d8VPM8Zh3Wg6coaW5ot2alG9lfTleq92T9H+eP/AAT/AP2lPEfiz9kLwbrfx7/bp1vTvEslpNHPaXXxAsbaWO3SeRLbcjguCYFjOX+Zs5bkmvu39mX4ga7491RdX0vxifEGiz2BJ1NL1biGQrhFdZE+QsSpB29fm4yOPZo9PsIo1iisYVVVAVViAAA6AVKiJGu2NAoHQAYrzsHw3jMPiqdWeMnJRd7O9n5fE/y2Plc74gw+b4/E4mnhY0lWnKSjG1o80m7LRaK9ltsLRRRX1h8yfGX/AAXu8X/HPwZ/wTc8V6h8DJtRhkub+1tPFN1pcW6WHRpC63JJHzIhPlo7L0R2zhSxH5Cf8EW/jJ49+H37TNz4Ns/jrqXgrwhrGkT3HiiW112GwhleGN/sxZ5sruEsgA2/MQxHTOP6Df2pYIbr9mP4jWtxEHjk8B6urowyGBspQQa+dv2Af2dPgZ+z78ctX0L4LfDDS/DtrqXgtLi/isUYm4lF2FVmZ2ZjgcAZwMnA5OfhOIMBVxXEOGjCq4OaaTX2eVN6arc/cOEfEfLcj8Lcy4fq4JVKlaV1PSz5uVXnfXmp25qbV9bbWu8PwJ46+HvjLxfD/Y/7RB8d63FaSR2NvdeLbbUZ7eFnjaURRw4IDNHDuOD9xOnf64+CfglPhx8JPD3gaOSZhpmlRQ5uCN/A5zgAZ59K6VLa3ibdHAin1VQKfXtZPkU8sxNSvUrOpKSSu1287u5+QYzHxxVOMIwUUu3/AAyCiiivoTzjxL46fA39gbx1+0F4O8bftB+G/ANx8SbVoV8Fv4g1CGLUZzHMXiWGFpFNxtlJKja+GJxya9pNnaE5NrH/AN8Cv5kP+Cr/AMQP2hdS/wCCknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8NDjDB4fFVoToNWla8Uru2l5ba/efuXHvhbmPDfDGU46pmKrqtDSDbtTulO1LV3hrq0o62dve0/SVVVBtVQAOgApa8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/ADAxOMqyspz8pxjbjrz6rX1WWY+GZ4OOIjFxTvo/J2PxXFYeWFrOm3ewV+cf/BzJ4u+OXhv9ibRdM+G0+oweF9W8ULbePZ7CP5Tb7N1vFM45SJ5gM9mYIpPIB/Ryud+Lfhf4Y+Nfhhr/AIW+NOnaVd+ErzSZ08Rw62yrafY9hMrSs5ARVUFi5I27d2RjNPMsLLG4CpQjLlcla/8AXTv5H0HBOe0eGOLMHmlWj7aNGak4d+mn95XvH+8kfgh/wQ1+N3jjwn4u8X/DvXP2j9U8FeBhpX9oC3i8TW+nwSaq0sMaspnBy5hWTITqEXd0Wvuzx78Pv2H/AI1WviPxt8aPH3h34hzxeHxBq/iDxP4ottTuNK05WJUROGC2iiQlgyBSztgk5xX2z+yn8Mf2Ufhr8IYNA/Y/0jwpF4Mlvp7iF/Cd5Hd2k1yWCyuZkd/MfKhSSxICBeAoA+bv+Cgv7NfwF+NX7Ql94h+LHwq0nXrzw98M7ObRpr+NiLZzdam5IUMFcFo0OGDD5enJz+d5rkGKy7JvazxLlFW91X5dX018+x+kcQce4LibxFrZnTo1MHGWjcEvbe6kveXNBc0mlf3ny6aSa19y/wCCc2ufFTxJ+w/8NdZ+NC33/CQzeHE+0PqloILmW3DutrJLGANsj2whdsgHLHIByK9rrnPg8xb4SeFmY5J8OWJJP/XuldHX6Zh4Olh4QbvZJXe7st2fjmZ4uOPzKtiYwUFUnKSjHaPM2+VeSvZeQV/KV8e/ip+0237Y+vfFb4r61q9n8VNP8Z/abq5vIxHc2Oo28w8pVQ5VBEY41RR8gVFA+UCv6ta8S1/4G/sD6l+2Hp3xP8R+G/AL/G1bRZdOe51CEazJEkDosy2xk3SFYVcCTYSFTggIMeFxDk9XNoUlCrycsuvW/wCq6er1P1fwf8RcF4fV8wniMC8T7alZWSvHlu7SvtSlf949fhi7M+VL3x/8H/ij8LoPB3xw/bQm1qy1XSbdPE+gal8TbNba7YojTQTCEoTGXDKyBgGXKnIJB6n9jTQ/Dnwy/wCCg1z8O/2btLttN8LXvw6mvviboPh61iXTLLUFnt00qd1j+W3upYTdgqNpkihRyGwGr6a/bX8P6Jrf7I/xG0XVtKgntLzwjewXUDxjbJG8RVlOOxUkfjXlH/BPb4D/AAc/Z7+Kfjzwd8E/h3p3hvTLnw/ot1c2unI2JZjc6ou9mdmZjtVQMngDjFfP08qxGB4kwsKmIlUbUnd3vZJ6bvR9T5zBcQYeHD+NjyyXOnFUlb2V52TnLX4oWTglB+9GLcly2f1ZRRRX6Gfnx+Ev/Bzz4u+ON1+134a8E+Kp9Rj8B2vhaO68JW7R7bSa6ZmW8kUjiSUERK2eVUrwA2W9L/4JKftFeKdU/Y+sLH40/tn6z4fbSdWm07wzpc3jizszDpUUUKxKscoL7A/nKpb+FQB8oWv1Q/aG/ZY/Z6/av8MWfg39on4UaV4r03Tr37XY2+pI2bebYyF0ZCrLlWIIBweMg4GOv8PeEvC/hLQLHwr4Y8P2dhpumWcVpp9ja26pFbQRqEjjRQMKqqAAB0Ar4zE8MY2vmdXEwxLgpdr39HqtF0P2vNfFTKsw8McBwxHAJVaErub5eXS/vR0b553vNu2t976fLX7P3hjwd8Tda0G48EeMRr1hp3iP+1brWrLU47z7RdJI80jTTJlSzyOS2MHLcYr61pscccS7Yo1UeijFOr28lyn+yMPKm6jm5Scm2rb28327n5BjcX9cqKXLZJWsFFFFewcYV5h+09oQ1XQ9G1RtHW4Gmak88dzglrZ2heLcMcAFJHUk+o9a9PorhzLB/wBoYGeH5uXmVr72N8NW+r141LXscR+zx4JbwD8LrbR5BOHutQvtQkS5ADI11dS3BXGBgAyYAPOMZya7eiit8LQWFw0KKd1FJfcrEVajq1ZTfVthRRRW5mFFFFABRRRQB80/8FWPEPjHw9+zHY/2Jqmoaf4dv/HOj2XxG1HTFAe18Oyz7btnfrFCx8qOWQfdikfJC7mHzJ8Z/jppHhv9r/4ceHfC37ST+FrW+8MavL4vOkeIbO1i+w+XFJYySTSZ2lp2HlgH50ZiAVBI/SjWNH0nxDpF1oGvaZBe2N9bPb3tndRCSKeJ1KvG6sCGVlJBB4IJFcF+z1+yP+zZ+yjoOoeGv2ePg9o/hWy1W7W51KPT4mLXMqrsUu8jMxCjOFzgbmIALHPyub8P4nMsyhiaddwSVut1v8Oq3vrqvmfbZRxDk+CySWHxGH56sfaKOkeSXtIqPNNv3lKn8ULKSb5fg5W5fPHwu+N2l6nqsvh7wV+1Vd+L7+5CSx2DeMLa/nQRk/NGkOGAyw3cEH5c19f+GpdTn8PWM2tR7Lt7SM3K+j7Rn9atpbW8Tbo4EU+qqBT67coyevltWc6uIlV5klrfS3q2fMYzGU8TGMY01G3b/hkFFFFe6cB5l8Uf2NP2WvjV8V9C+OXxW+B+g674t8NeV/YmuX9sWmtvKkMsY4IDhJCWUOGAJOMZr0k2doTk2sf/AHwKkoqI0qcJOUYpN76b+vc6q+OxuKpU6VarKUaatFOTait7RTdoq+tlYRVVBtVQAOgApaKKs5Qr84/+DmTxd8cvDf7E2i6Z8Np9Rg8L6t4oW28ez2Efym32breKZxykTzAZ7MwRSeQD+jlY3xC+Hvgn4seB9V+GvxI8MWmtaDrdk9pqul38W+K5hcYZWH6gjBBAIIIBrizLCSx2BqUIy5XJWv8A106PyPp+C8/ocLcVYPNq1FVYUZqTg+q8r6cy+KL6SSZ+A/8AwQ1+N3jjwn4u8X/DvXP2j9U8FeBhpX9oC3i8TW+nwSaq0sMaspnBy5hWTITqEXd0Wv0x8Ean4C+KN9qul+FvjWfHWsahpy2d1cnxJBqV3DbfvFRB5P3EDTSMMr95zyelfVXwL/Zx+Bv7M/gNfhj8CPhlpfhnQlu5Lo6dp0J2vPJjfIzMSzsQqjJJOFUdAAOzjggiOYoUUnqVUCvkIcG4qWGVGri3y9YpNx+V5fp8j6nj/j/AcW8W4jNsLhFSjOyV7czskuaVlbmdtbN9ru1yj4Q0KPwt4T0vwzFI7rp2nQWqu5BZhHGqAnHGeO1aNFFfdpWVj8wbuwr+VD42/GP9qrTv20Ne+MPxF8Ua7pfxZ07xg811fS/uLyxv4pNiIq9EVAqoqD5AgCjK1/VfXmWrfsafst69+0Fa/tVax8D9BuPiFZoq2/imW2JuF2xGJWIztZ1jO0OVLABcEbRj5/iDJq+cQpKnU5OR36/fp1XT1eqP1/wj8Sst8Oa+OnjMH7dV6aitrpq/uu//AC7nf37Xfux91nyHo/xj+HfiPwVYWHxM/bcm1JrvS4Br2j6l8RrBre4kaNTNDIiYyhbcCoI44zX1P+y/4NNtruvfEl2mzqthZWMe4Dy3SCS5k3rxk5NyQTkj5R6GvXvsVn/z6Rf9+xUgAHAFc+A4brYTMIYqtiZVHFOya7q27kz82xeaQxFGVOFJQUnfTbe+1gooor6k8gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioNVtJdQ0y5sIbloXngeNJk6xllIDD3Gc0AfPH7O/8AwVd/Yi/al/aE1P8AZl+DfxOu77xLYLfNYyXWhXVtYa2tlN5N4dOu5UEN6IJDtk8pm28nkAmvo6vxU/4JW/s3/tM2H7RP7IX7PHjH9m/xx4UvP2SbL4kR/FDxdrfh+W20i/bVbmZbFdOvG+S/FwJVlbyydoB3dK/augAooooAK8N/bZ/4KJ/swf8ABPzSvDmrftJeItXsk8Van9h0iPR/D1zfsX3xRl5DCjLDGHmhXe5UFpFAyTivcq/Pv/g4/wDFurS/sGxfBTwf8I/H/i7xB4r8XaNeabbeB/A19rCww6dq1jdXJuHtY3Fv+6DFN+PMKsFzg4AP0DVgyhh0IyKWua+DvxN0X4zfC/Q/in4c0XW9Nsdd09Lq1sfEmizadfwI3RZ7adVkhfjlHAIrpaACiiigCh4q8T6H4J8L6l4z8T34tdM0iwmvdRumRmEMESGSR8KCThVJwATxwK8P/ZA/4KZfspftveOPEnww+CuveILbxN4Vs4L7VfDvi7wlfaNe/YZziG8jhvIo2kgfjEgGPmX1GfavHPimDwN4J1jxtdaRf6hFo+lXF9JYaVaNPdXKxRtIYoYl5kkYLtVByzEAda/OX/gjN8UdY/ar/bL+LH7a37Rnwb+Jvg/4s+M9ATTdH8NeKPhlqek6V4V8JWV2Ba6el9dQpFe3sskouJSp7kIoVGoA/S+iiigAooooA+d/2zf+Cov7Jn7BOvWWh/tF6t4ps0uLOK8v9V0bwTqGo2Gj2ss/kRz311bwtFaI0gKr5jAnacCvoHTdSsNZ0631fS7tJ7W6gSa2njOVkjYBlYHuCCDX5lf8HF9hcfHP4XRfs3+B/gV+0Hr3xIisre/+GUvw90W7uPCesX819Bm21jYTaSpD9lRyl6oVVlJjJ3NX6SfD2LxPB4A0ODxrb2sWspo9surxWSgQpdCJfNWMDgIH3AY7YoA2KKKKACgkKCzEAAck0V4n/wAFG/CH7S3xC/Yj+Ivw/wD2QooX+IWvaA2naH52qJYlVnkSK4ZLhwVglFu0xSQg7X2nBxigBf2Nf+Cgv7L/AO3zF43u/wBmHxrca7a/D/xZN4d1+9fTpIYWvIxkmB3AE0ZHIkXgggjrXtdfmV/wb6/Cz9pL4J/Fv9pnwH8Vv2Jf+FQeF5PHuny+HrVfEZvreNodMtrUWlrJ9mhF7CsUSObxPlZ2ZNu5ST+mtABRRRQAV85/Er/gqB+zr8M/2qpv2OLnwh8Std8ZWb6UNVPhL4balqthpi6iSLWS6uraJorZGAcl5CABG5Jwpx9GV+S3/BVDwB8QtK/btfx/+wp4E/aZ0v8AaJ17xf4Qgh1vQbW7j8AatotsFE5v5Yv9Ekhjglukdbk+Ysmdg2tkgH600UUUAFFFFAHIfHz49fCX9mD4O6/8fPjr40tfD3hPwxYG71nVrvJSGPIUABQWdmZlRVUFmZgACSK5/wDZS/a4+E37ZHw8n+JHwks/Etna2l+bO8sPF3hS80a+gk8tJFLW93Gkmxo5EdXAKsGBBr53/wCDgn9nb4xftMf8Ey/E/gn4HaDrGra3pXiPQ9dk0jw6N2oXlpZahDPOtsv8c6xq0iJ/E0YABJAqj/wQ2t/2g4/h18WLn4iT/FhvhvP8Tpm+Cg+OD3TeJRo32aLzTcfbP9JERufN8sS/NgNj5cUAfctFFFAH/9k=", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cLr9rvw14K8VT6jH4DtfC0d14SgaLbaTXTsy3kikcSSgiJWzyqleAGy3a/8ABNH9pP4nT/sBXy+NP2xtY0XXNDTUbLwDo03jSytStrBaRi0jWKYbmQT70XecYUKPlAr9Sf2xvhR+xf8AFX4e2Fn+29pfg6Xw5Z6ssmm3HjPU47KGK8aNwBHM8keHZN/yBvmCk4O3j0jwp4c8H+H/AAvpug+DNHsLXR7Gwhg0m2sIkEEVsiBYkjC8BAgULjjAGK+LxHDWLxGa1cRTxThzW2vzej1Wi6H7lmfijl+L8MMu4e/s1c9CV3OSXJLlvrHS/NPm/ebdd+bT+W/9l34vftRXX7cnhX4sfDDxHrmpfE/VvGkcq3kQM11qFzPLidZFPDpIrSB1b5dhbOAOP6pK/Ofwj8Nv2Srf9uKbx/4f0zwi3xWPxpvBqcsGppJqsVudTmQs0HmFogY/LXeEXKsOcOc/oxVcHUJUKWJTk3ao4/d19XfX0Rh40ceYTjnGZfUoYP6v7Oir3Su+azSVt6cbe5t8UnZXsFeB/wDBUXxX8b/BH7AHxR8V/s5vqCeL7Lw7v06bSYd9zBCZoxdSxDqHS2M7hh8yldy8gV75R1619bXpOtQlTTtzJq63V1uvQ/JMpx0MszWhjJU1UVKcZuEvhkoyT5ZeUrWfkz+YL/gld8W/iN8M/wBsrw5F4Q+Luo+EdN16VrPxdqNpq0Vor6eAZX8ySb5AAyKQT82eBycH1/8A4LjfGvx14y+JnhX4fab+0RqfjbwLBoq6haxT+I7fUIYtUMs8crEwYw4h8oAP0Dtt+81fuj8Dv2M/2Wf2avEOveK/gR8DdB8Mah4mkDa3daZalWuMOzhRuJEabnY7E2r04+UY8j/4Kl+CP2efGfgn4f6H+0pY+HW8Kt41lkn/AOEjv1tLUTjSr7ysyF0AbOcDdz71+c4vhjGYDKKk54l2im3FX5Xr6/puf0jU8bMlzXxXwmfUcsbhCCp2fK6rbT95W05o35Y66xW6vZeO/wDBtd4t+N/if9gq6tPijPqM+gaX4qntPAdxqEfBsFRDIkTnl4kuDMo6hSGQcLgfoXXif/BPbRfBvhv9mDTtA+HVjY22gWev61FokGllTbJajVLny/KKkgoVwQwJznOTnNe2V9xksHTyigm7+5F6+av+Gx+D8b5zS4h4uxuY06KpRq1JSUF016/3nvLvJsKKK5/x18WvhV8L5dPh+JnxM8P+HX1a4MGlJruswWhvZRjMcQldfMb5l+Vcn5h616UpRirydkfNUqNWvUUKUXKT6JXf3I6CiiimZhRRRQB8Zf8ABe/xf8cvBn/BNvxXqHwNl1GF7m/tbTxVdaXFulh0aTetySR8yIT5aOw6I7ZwpYj8hP8Agi38Y/Hvw+/aZufB9l8dNS8FeENY0iefxRLa67DYQyvDG/2Ys82V3CWQAbfmIYjpnH9H2t6Xo2t6LeaL4isLa60+8tZIL+1vI1eGaF1Kujq3DKVJBB4IJzXkn7G/we/Yb+F3grVoP2INH8ELod7qgbWbnwbqkV/HJdLGuEkmSSQ7lRlIQt8ofIA3kn5TOMhxGY5nTr06/s7K3W6/w6re+up+18J+JWByHwwzHh6rl/tZ1pXVSy5VzJJe0bTfNDlvT317Wu/wQ/4LLfGD4gfEX9qp/C+rfG7UvGvhPRNMt38I3F3rkN9FEs8ERuSjw/LuMyMGyN2EUdAtfsz/AMEM/F3xx8a/8E2vA2sfHefUZ71PtEGg3Wqx7Zp9IjfbaOSeXXYMI7csiqeRgm5/wUL/AGefgj+0D8V/h14b+NPw003xFY2Gh67dWdrfBwsUxuNKUuNjKT8pIwcjnpXsP7GFra2H7KfgGwsbaOGCDw1bxwQwoFSNFXCqqjgAAAADgAVwZDgauC4jxFOdVzcYq7fW9nrq9tkacY+I+W8Q+F+WZDRwSp1KEtZaW91SjeFtb1L81S6XvfzXuvTqKKK+6PxA5/xH8WvhV4P8V6X4D8XfEzw/pWua2wXRdG1HWYILu/JbaBBC7h5Tu4+UHniugr+Yz/gq/wDED9oXUv8AgpJ8SNc+MWq6xaa9oXi+eDwy826CSy0uGdm05rfbjYnkmOVWX7zOXzuYmv1N/Zu/aSn8QfAjwV4p+MP7eOp2/iq88PWdz4gtJ/iFp8Oy6ZAzq0QX5Oeq9unFfE/66YeniKlOrRl7rsrWb001Tat+J+08beEFThHh3LczhjI1Xio3lHazcVJcj15o2dm3bW2nvafpNRXlX7Nvi/xH4yF7rMutNqek3UCXFrfifzYpGf5gYnGVZWU5+U4xtx159Vr6fLMfDM8HHERi4p30fk7H49isPLC1nTbvYK/OP/g5k8XfHHw3+xNoul/DabUYfC+reKUtvHk9hH8pt9m63imccpE8wHoGYIpPIB/Ryud+Lfhf4Y+Nfhhr/hb406dpV34SvNJnTxHDrbKtp9j2EytKzkBFVQWLkjbt3ZGM08ywssbgKlCMuVyVr/107+R9DwTn1LhjizB5rVo+2jRmpOHfpp/eV7x/vJH4If8ABDX43eOPCfi7xf8ADvW/2j9U8FeBhpX9oi3i8S2+nwSaq0sMaspnBy5hWTITqEXd0WvCP+Cmvxc+JnxI/bN8U3fjL4tal4qt9Bv2svCWrXWqx3Xl6armSDypYfkI+ctuXncTn5ga/o8/ZT+GP7KPw1+EMGgfsf6R4Ui8GS309xC/hO8ju7Sa5LBZXMyO/mPlQpJYkBAvAUAfK3/BSn4Zfsi+OP2lo5/2idI8H3GsWnw5s/8AhDofEepRwSSTm71ElYImkXzyXEWU2vyVGPmwfzvNcgxWXZN7WeJcoq3uq/Lq+mvn2P37JPGTK4+LGLzr+yny1YOCSUfbJxS95q1ry5bTV9F1fLr9D/8ABN3xR8bPGv7Cvww8VftFC+PjG98LxSavJqkHl3Mo3MIZJV6+Y8IiZicMSxJAJIr26uc+DxZvhJ4WZiST4csck/8AXuldHX6Zh4OnQhBu9kld7vTc/mbNMZHMMzr4qNNU1UnKSjH4Y80m+WPlG9l5IK/lQ+N3xj/aq079s/XfjD8RvE+uaV8WdO8YPPdX0v7i7sb+GTYiKvRFQKqKg+QIoUZWv6r6/Ov9oT4Z/smar+3L4s8d+JdI8IzfFS2+Inh3+yXu9RT+1FgW30cK8duZMkBDIQ4QkAEg8ZHyfGWHlVw9CSm1aaX/AIF19VbT1Z+veC/HuD4HxWYuvgvrHtaOlkrrlveLvtTnzfvN/hjozZ8A/tEeGbDStE1zxH+3hdS6nFZ2s2o2d58RtOaFrjy1MiOgGCu/cCoOO2a+uf2edY8Uax4fu59cupri1EymxuLhixfIJbDH7y5xzzySO1dxftoulWM2p6m1rbW1tE0txcTlUSJFBLOzHhVABJJ4AFZvw/8AiZ8NvixoH/CU/Cv4gaH4l0sTtAdS8P6tDeW4lUAsnmQsy7gCMjORketdeX5FicFj41quLlUsn7rvrf1k9Ou29j8txWM+t4acqeHUY3V2lom9UttPLXa5uUUUV9OeKfhL/wAHPPi7443X7XfhrwT4qn1GPwHa+Fo7rwlbtHttJrpmZbyRSOJJQRErZ5VSvADZb0v/AIJKftFeKdU/Y+sLH40/tn6z4fbSdWm07wzpc3jizszDpUUUKxKscoL7A/nKpb+FQB8oWv0z/bG+FH7F/wAVfh7YWf7b2l+DpfDlnqyyabceM9TjsoYrxo3AEczyR4dk3/IG+YKTg7ePSPCnhzwfoHhfTdB8GaPYW2j2VhDb6TbWESCCK2RAsSRheAgQKFxxgDFfF4jhrF4jNauIp4pw5rbX5vR6rRdD9vzfxOy/HeFuX8OLLrToy1qNLkfLfWGl+eXNep5335tPzA+M/wAPvgH4N8IaN8ZP2Yk0fVfiu3xBtLnwT4p0q6g1TV9b1ya8hW5jknLM1yHieQTKTtjjZmxGMmv1Tr8//Df7OHwJ0f8AaxT9oLTPhdpcXjW8+OF7DceIwjG4ZDqlxGQMsVUlEVMqoOMjPJz+gFVwfQlRp4lOTdqjj93X1d9fRHw3F2b08xw2DoxlObhFyc5/F7/L+7XvS/dw5W43au5zfLG9gooor7I+JCvxM/4OmPFnxyPxv+HvgbUJNRj+G/8AwjJvtLQRbbSfWvPnjuCWH35UgNuAG+4szbfvtX7Z181f8FJPg78L/jroXw9+H/xf8FWev6LJ4xnnfT70uEMqaVfFHyjKQQSe9eBxPRdbJKtpWsr+tnsz9E8K+K8LwZxths0xND2sI8ya05lzJrmjfTmXyurq6vc8E/4No9f+MWr/ALAt5pvxChvB4d03xfdw+BZbq2CK9mQsk4ibGZEF08/Jzht6g/LgfohXjH7Avhbw34G/ZvtPBng7RLfTdJ0rxLrtrpun2keyK3hTVboKijsAB9T1OSa9nrsyWDp5RQi3f3I/ir/hsjw+Ns6o8RcW43MqVJUo1akpKK6a9bdXvJ9ZNsK/nV/4OE/Fvxw13/gpB4j8PfFabUV0TSLC0TwFbXUWy3XTXhRnlgA4YNceeGfklo9pPyAD+iqvNPj/APsc/sv/ALU99oup/tC/BPQ/Flx4ekd9Hm1W3LNb7ypZcqRuUlFJRsqcdK58/wAqq5vgfYU58runrs/J/n6o+o8JOPcB4d8VPM8Zh3Wg6coaW5ot2alG9lfTleq92T9H+eP/AAT/AP2lPEfiz9kLwbrfx7/bp1vTvEslpNHPaXXxAsbaWO3SeRLbcjguCYFjOX+Zs5bkmvu39mX4ga7491RdX0vxifEGiz2BJ1NL1biGQrhFdZE+QsSpB29fm4yOPZo9PsIo1iisYVVVAVViAAA6AVKiJGu2NAoHQAYrzsHw3jMPiqdWeMnJRd7O9n5fE/y2Plc74gw+b4/E4mnhY0lWnKSjG1o80m7LRaK9ltsLRRRX1h8yfGX/AAXu8X/HPwZ/wTc8V6h8DJtRhkub+1tPFN1pcW6WHRpC63JJHzIhPlo7L0R2zhSxH5Cf8EW/jJ49+H37TNz4Ns/jrqXgrwhrGkT3HiiW112GwhleGN/sxZ5sruEsgA2/MQxHTOP6Df2pYIbr9mP4jWtxEHjk8B6urowyGBspQQa+dv2Af2dPgZ+z78ctX0L4LfDDS/DtrqXgtLi/isUYm4lF2FVmZ2ZjgcAZwMnA5OfhOIMBVxXEOGjCq4OaaTX2eVN6arc/cOEfEfLcj8Lcy4fq4JVKlaV1PSz5uVXnfXmp25qbV9bbWu8PwJ46+HvjLxfD/Y/7RB8d63FaSR2NvdeLbbUZ7eFnjaURRw4IDNHDuOD9xOnf64+CfglPhx8JPD3gaOSZhpmlRQ5uCN/A5zgAZ59K6VLa3ibdHAin1VQKfXtZPkU8sxNSvUrOpKSSu1287u5+QYzHxxVOMIwUUu3/AAyCiiivoTzjxL46fA39gbx1+0F4O8bftB+G/ANx8SbVoV8Fv4g1CGLUZzHMXiWGFpFNxtlJKja+GJxya9pNnaE5NrH/AN8Cv5kP+Cr/AMQP2hdS/wCCknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8NDjDB4fFVoToNWla8Uru2l5ba/efuXHvhbmPDfDGU46pmKrqtDSDbtTulO1LV3hrq0o62dve0/SVVVBtVQAOgApa8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/ADAxOMqyspz8pxjbjrz6rX1WWY+GZ4OOIjFxTvo/J2PxXFYeWFrOm3ewV+cf/BzJ4u+OXhv9ibRdM+G0+oweF9W8ULbePZ7CP5Tb7N1vFM45SJ5gM9mYIpPIB/Ryud+Lfhf4Y+Nfhhr/AIW+NOnaVd+ErzSZ08Rw62yrafY9hMrSs5ARVUFi5I27d2RjNPMsLLG4CpQjLlcla/8AXTv5H0HBOe0eGOLMHmlWj7aNGak4d+mn95XvH+8kfgh/wQ1+N3jjwn4u8X/DvXP2j9U8FeBhpX9oC3i8TW+nwSaq0sMaspnBy5hWTITqEXd0Wvuzx78Pv2H/AI1WviPxt8aPH3h34hzxeHxBq/iDxP4ottTuNK05WJUROGC2iiQlgyBSztgk5xX2z+yn8Mf2Ufhr8IYNA/Y/0jwpF4Mlvp7iF/Cd5Hd2k1yWCyuZkd/MfKhSSxICBeAoA+bv+Cgv7NfwF+NX7Ql94h+LHwq0nXrzw98M7ObRpr+NiLZzdam5IUMFcFo0OGDD5enJz+d5rkGKy7JvazxLlFW91X5dX018+x+kcQce4LibxFrZnTo1MHGWjcEvbe6kveXNBc0mlf3ny6aSa19y/wCCc2ufFTxJ+w/8NdZ+NC33/CQzeHE+0PqloILmW3DutrJLGANsj2whdsgHLHIByK9rrnPg8xb4SeFmY5J8OWJJP/XuldHX6Zh4Olh4QbvZJXe7st2fjmZ4uOPzKtiYwUFUnKSjHaPM2+VeSvZeQV/KV8e/ip+0237Y+vfFb4r61q9n8VNP8Z/abq5vIxHc2Oo28w8pVQ5VBEY41RR8gVFA+UCv6ta8S1/4G/sD6l+2Hp3xP8R+G/AL/G1bRZdOe51CEazJEkDosy2xk3SFYVcCTYSFTggIMeFxDk9XNoUlCrycsuvW/wCq6er1P1fwf8RcF4fV8wniMC8T7alZWSvHlu7SvtSlf949fhi7M+VL3x/8H/ij8LoPB3xw/bQm1qy1XSbdPE+gal8TbNba7YojTQTCEoTGXDKyBgGXKnIJB6n9jTQ/Dnwy/wCCg1z8O/2btLttN8LXvw6mvviboPh61iXTLLUFnt00qd1j+W3upYTdgqNpkihRyGwGr6a/bX8P6Jrf7I/xG0XVtKgntLzwjewXUDxjbJG8RVlOOxUkfjXlH/BPb4D/AAc/Z7+Kfjzwd8E/h3p3hvTLnw/ot1c2unI2JZjc6ou9mdmZjtVQMngDjFfP08qxGB4kwsKmIlUbUnd3vZJ6bvR9T5zBcQYeHD+NjyyXOnFUlb2V52TnLX4oWTglB+9GLcly2f1ZRRRX6Gfnx+Ev/Bzz4u+ON1+134a8E+Kp9Rj8B2vhaO68JW7R7bSa6ZmW8kUjiSUERK2eVUrwA2W9L/4JKftFeKdU/Y+sLH40/tn6z4fbSdWm07wzpc3jizszDpUUUKxKscoL7A/nKpb+FQB8oWv1Q/aG/ZY/Z6/av8MWfg39on4UaV4r03Tr37XY2+pI2bebYyF0ZCrLlWIIBweMg4GOv8PeEvC/hLQLHwr4Y8P2dhpumWcVpp9ja26pFbQRqEjjRQMKqqAAB0Ar4zE8MY2vmdXEwxLgpdr39HqtF0P2vNfFTKsw8McBwxHAJVaErub5eXS/vR0b553vNu2t976fLX7P3hjwd8Tda0G48EeMRr1hp3iP+1brWrLU47z7RdJI80jTTJlSzyOS2MHLcYr61pscccS7Yo1UeijFOr28lyn+yMPKm6jm5Scm2rb28327n5BjcX9cqKXLZJWsFFFFewcYV5h+09oQ1XQ9G1RtHW4Gmak88dzglrZ2heLcMcAFJHUk+o9a9PorhzLB/wBoYGeH5uXmVr72N8NW+r141LXscR+zx4JbwD8LrbR5BOHutQvtQkS5ADI11dS3BXGBgAyYAPOMZya7eiit8LQWFw0KKd1FJfcrEVajq1ZTfVthRRRW5mFFFFABRRRQB80/8FWPEPjHw9+zHY/2Jqmoaf4dv/HOj2XxG1HTFAe18Oyz7btnfrFCx8qOWQfdikfJC7mHzJ8Z/jppHhv9r/4ceHfC37ST+FrW+8MavL4vOkeIbO1i+w+XFJYySTSZ2lp2HlgH50ZiAVBI/SjWNH0nxDpF1oGvaZBe2N9bPb3tndRCSKeJ1KvG6sCGVlJBB4IJFcF+z1+yP+zZ+yjoOoeGv2ePg9o/hWy1W7W51KPT4mLXMqrsUu8jMxCjOFzgbmIALHPyub8P4nMsyhiaddwSVut1v8Oq3vrqvmfbZRxDk+CySWHxGH56sfaKOkeSXtIqPNNv3lKn8ULKSb5fg5W5fPHwu+N2l6nqsvh7wV+1Vd+L7+5CSx2DeMLa/nQRk/NGkOGAyw3cEH5c19f+GpdTn8PWM2tR7Lt7SM3K+j7Rn9atpbW8Tbo4EU+qqBT67coyevltWc6uIlV5klrfS3q2fMYzGU8TGMY01G3b/hkFFFFe6cB5l8Uf2NP2WvjV8V9C+OXxW+B+g674t8NeV/YmuX9sWmtvKkMsY4IDhJCWUOGAJOMZr0k2doTk2sf/AHwKkoqI0qcJOUYpN76b+vc6q+OxuKpU6VarKUaatFOTait7RTdoq+tlYRVVBtVQAOgApaKKs5Qr84/+DmTxd8cvDf7E2i6Z8Np9Rg8L6t4oW28ez2Efym32breKZxykTzAZ7MwRSeQD+jlY3xC+Hvgn4seB9V+GvxI8MWmtaDrdk9pqul38W+K5hcYZWH6gjBBAIIIBrizLCSx2BqUIy5XJWv8A106PyPp+C8/ocLcVYPNq1FVYUZqTg+q8r6cy+KL6SSZ+A/8AwQ1+N3jjwn4u8X/DvXP2j9U8FeBhpX9oC3i8TW+nwSaq0sMaspnBy5hWTITqEXd0Wv0x8Ean4C+KN9qul+FvjWfHWsahpy2d1cnxJBqV3DbfvFRB5P3EDTSMMr95zyelfVXwL/Zx+Bv7M/gNfhj8CPhlpfhnQlu5Lo6dp0J2vPJjfIzMSzsQqjJJOFUdAAOzjggiOYoUUnqVUCvkIcG4qWGVGri3y9YpNx+V5fp8j6nj/j/AcW8W4jNsLhFSjOyV7czskuaVlbmdtbN9ru1yj4Q0KPwt4T0vwzFI7rp2nQWqu5BZhHGqAnHGeO1aNFFfdpWVj8wbuwr+VD42/GP9qrTv20Ne+MPxF8Ua7pfxZ07xg811fS/uLyxv4pNiIq9EVAqoqD5AgCjK1/VfXmWrfsafst69+0Fa/tVax8D9BuPiFZoq2/imW2JuF2xGJWIztZ1jO0OVLABcEbRj5/iDJq+cQpKnU5OR36/fp1XT1eqP1/wj8Sst8Oa+OnjMH7dV6aitrpq/uu//AC7nf37Xfux91nyHo/xj+HfiPwVYWHxM/bcm1JrvS4Br2j6l8RrBre4kaNTNDIiYyhbcCoI44zX1P+y/4NNtruvfEl2mzqthZWMe4Dy3SCS5k3rxk5NyQTkj5R6GvXvsVn/z6Rf9+xUgAHAFc+A4brYTMIYqtiZVHFOya7q27kz82xeaQxFGVOFJQUnfTbe+1gooor6k8gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioNVtJdQ0y5sIbloXngeNJk6xllIDD3Gc0AfPH7O/8AwVd/Yi/al/aE1P8AZl+DfxOu77xLYLfNYyXWhXVtYa2tlN5N4dOu5UEN6IJDtk8pm28nkAmvo6vxU/4JW/s3/tM2H7RP7IX7PHjH9m/xx4UvP2SbL4kR/FDxdrfh+W20i/bVbmZbFdOvG+S/FwJVlbyydoB3dK/augAooooAK8N/bZ/4KJ/swf8ABPzSvDmrftJeItXsk8Van9h0iPR/D1zfsX3xRl5DCjLDGHmhXe5UFpFAyTivcq/Pv/g4/wDFurS/sGxfBTwf8I/H/i7xB4r8XaNeabbeB/A19rCww6dq1jdXJuHtY3Fv+6DFN+PMKsFzg4AP0DVgyhh0IyKWua+DvxN0X4zfC/Q/in4c0XW9Nsdd09Lq1sfEmizadfwI3RZ7adVkhfjlHAIrpaACiiigCh4q8T6H4J8L6l4z8T34tdM0iwmvdRumRmEMESGSR8KCThVJwATxwK8P/ZA/4KZfspftveOPEnww+CuveILbxN4Vs4L7VfDvi7wlfaNe/YZziG8jhvIo2kgfjEgGPmX1GfavHPimDwN4J1jxtdaRf6hFo+lXF9JYaVaNPdXKxRtIYoYl5kkYLtVByzEAda/OX/gjN8UdY/ar/bL+LH7a37Rnwb+Jvg/4s+M9ATTdH8NeKPhlqek6V4V8JWV2Ba6el9dQpFe3sskouJSp7kIoVGoA/S+iiigAooooA+d/2zf+Cov7Jn7BOvWWh/tF6t4ps0uLOK8v9V0bwTqGo2Gj2ss/kRz311bwtFaI0gKr5jAnacCvoHTdSsNZ0631fS7tJ7W6gSa2njOVkjYBlYHuCCDX5lf8HF9hcfHP4XRfs3+B/gV+0Hr3xIisre/+GUvw90W7uPCesX819Bm21jYTaSpD9lRyl6oVVlJjJ3NX6SfD2LxPB4A0ODxrb2sWspo9surxWSgQpdCJfNWMDgIH3AY7YoA2KKKKACgkKCzEAAck0V4n/wAFG/CH7S3xC/Yj+Ivw/wD2QooX+IWvaA2naH52qJYlVnkSK4ZLhwVglFu0xSQg7X2nBxigBf2Nf+Cgv7L/AO3zF43u/wBmHxrca7a/D/xZN4d1+9fTpIYWvIxkmB3AE0ZHIkXgggjrXtdfmV/wb6/Cz9pL4J/Fv9pnwH8Vv2Jf+FQeF5PHuny+HrVfEZvreNodMtrUWlrJ9mhF7CsUSObxPlZ2ZNu5ST+mtABRRRQAV85/Er/gqB+zr8M/2qpv2OLnwh8Std8ZWb6UNVPhL4balqthpi6iSLWS6uraJorZGAcl5CABG5Jwpx9GV+S3/BVDwB8QtK/btfx/+wp4E/aZ0v8AaJ17xf4Qgh1vQbW7j8AatotsFE5v5Yv9Ekhjglukdbk+Ysmdg2tkgH600UUUAFFFFAHIfHz49fCX9mD4O6/8fPjr40tfD3hPwxYG71nVrvJSGPIUABQWdmZlRVUFmZgACSK5/wDZS/a4+E37ZHw8n+JHwks/Etna2l+bO8sPF3hS80a+gk8tJFLW93Gkmxo5EdXAKsGBBr53/wCDgn9nb4xftMf8Ey/E/gn4HaDrGra3pXiPQ9dk0jw6N2oXlpZahDPOtsv8c6xq0iJ/E0YABJAqj/wQ2t/2g4/h18WLn4iT/FhvhvP8Tpm+Cg+OD3TeJRo32aLzTcfbP9JERufN8sS/NgNj5cUAfctFFFAH/9k=", "info": {"equation": "37-2=35", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1a84304ba4698349c4012c097079a14e124eb83a44f1ee605bd07ab93a6d43e9"} +{"episode": 72119, "episode_seed": 1953625571, "split": "train", "timestamp": "2025-10-28T03:49:47.075039", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1953625571, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 6, 2, 8])", "action": "('move', [4, 6, 2, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "10*10=100", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1R4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONYhbCRh/EInuCqnrlyM448Nuv2mPjG/wDwRYjY/tZa43ihrH+x5PDH/CWWpf8AsL7UbURfZsebs+y4Xru2c9Oa/Wb/AIKG/CT4bfG/4aeFfh58WfB9rruiXXjeKS4068LhHZNPvmQ5RlPDAHg1Fonh3wtYf8E1b/QTpFnBpcHwr1K2+zCNUijtltJk2dgqBBj2Ar47McrxGMz7Eezryh7ilpfVbcu600v8z9XyvxLy3AcEZPlcsBGpPCYr2spO1ppScrbN80ubllfS0I77L4Y/4NWPEnxXvfh58V/C+qy3r+CbHVdOm0XzY/3EepSRzfa1jY/xGJLVmUcDKngtz+tVfMn/AATH8G/AbwL4D8W6F+zXY6BB4TPiGKW1/wCEavVubV5mtIhKwlV33tuGD8xI244wAPpuvoeGouGR0E3fS/3tu3yPiPE3P6PFHHWNzKlR9jGcl7r0a5YxjeSX2pWvLzb1e54/+3j+114V/Yc/Zb8UftF+KLP7Y+k2oi0fTRn/AE7UJTst4SR91S5BZv4UVjyQAfGv+CUP/BVfRv2/v2evE/xB+Jukad4b8T+Ap2bxhaaakv2OOzdZJYLqPezsFKRSqylmYNCx6Mor03/gpV+x2P26f2PPFX7P1nq/2HVruKO+8PXTPiNdQt28yBZf+mbsNjHsHLDkCviT/glJ+x942/4J26B4y+FH7TsEAu/i5pdzpuqWGnzNKLG4tYpjbQLPFlP9It57t95wFMUagkkiuTM8xxmX5zSc3ag4tNvbms3q++it5XPdyTAcA4rwvxdTEyf9qKvDkSfvez91Oy2ceV1G29pqKdtL+if8E3v+C6ulftyftj+Jf2bvEfgGy0LS7/7TP8ML+3Ev2i+ht97vHdhmZVlaBfOG0Kq+XIp3EqT+h9fkh/wRW/4JCeN/gZ+2X4l/aZ8f6wJPDngW/wBQ0jwFcQSbX1ieRXgluHXHCRQu8ZHQzMcEiI5/W+urhzEZhissVXF/E22unu9P1t5WOTxawvA+D4qVLhWSeHVKnzWba9pZ3s3rfl5XLtNyTs7pFFFFe8fmJ/PB+3F8Rv2sLP8A4LrajrukXGtL410r4mWVj4Gt44Pn/s/zESziiT7rRSQSZI6OJZC33mr+h+vij9obwL+zrqv/AAUY0Xxp4q07w5L8R7C/8Lp4bkvL5BqKWZvD5jQwl8snzS5cIcfNyMcfa9fMcPUJUcVjLyb/AHnX0vf11s/Q/VvEnjHDcVZZk1GlhPYvDYdQbslzbL3bfYXLeN9nKS82V/OL+3J8Xf2lPDH/AAWq8U+NNU8ZaxoPijSviSLDw/qPmrbSWekGQQ2vllvkWJrORTuPyssjM33mr+jqvjf4y/BH4S63+3xbfHDWPAGn3Pi3SvEfhyy03XZkZpre3by9yKM7RnzHGcZwxGajivDyr4Wiozcf3kVp56X9VuheFXG2C4Kx2Oq4nCquq2HnTSdtG7Ozv9iW01va2jtY/Kb/AILm/F7xN4y+MPhLwjpP7Qeo+NvCFloLXunmfxHBqEVvqDzyJMQ0IGG8tIOG6A8feOf28/4J4eIfit4s/Yb+FfiT43veP4pvfBVlLq8uox7LiVjGNkko672j2MSeSSSeSa8v/wCCovgH9m/xvD4D0r9o7TPDU2lR3OpS6XF4jvUt4XvxFCIgm50EkhBfCc7hng4r6P8AgsCPg74TBGMeGbDjGMf6Olc+Q4Crgc6xMKlVzajDV9b666va1kbcW8a4TO/DnKMnp4NUpYeVRudlaWv2dPtXvU/vJPXp01Y3jL4jfD34dR2M3xB8d6NoSanfpY6a+s6pFai7unzsgiMjL5kjYOEXLHBwK2a/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+7nOZf2TgJYhR5rNK3q+p4XhrwTHxA4sp5PKv7FSjOTla792N7RV1dt26rS76H7k0V+b37Hf7S19rnwT+H3iX4nftr6hd+LtQ8P2jato2o+O7I+bdSx7fLeAAPuO4fLndux3r7/wDhPd65e+AdPufELSNcsjfPNneybjtLZ5ztx9a48q4iw2b4l0aVOSsr3du6VtG+583m+S1snr1KVScZck3C8XdOzauvJ20Oiooor6E8U8e/4KCeIPit4U/Yj+KXiT4HteL4rsvBV9Lo0mnR77iOQRHLxD++qbmXHIIBGTivyh/4NaPE3xa/4aT+I3hXTp76TwVN4PS81xSm63TU1uo0tGLH7sjRNdgY+8EOc7Bj9ur7d9im2A7vKbGB3xXxp/wSa8C/s5+CJ/EQ/Zz0/wAOQ21/4Z0abxE/h2+S4D6jm68wTMrvtkAI+Qkbd3QZ5+YzOhKXEOCnzNfHp6K/47PyP1bhfjLDZT4bZzks8JzyxDpNVLK0dbe919216dvtN7dftCvDv+ClfiL4seEv2Cfit4k+B73qeJ7TwddPp0umx7riJcATSRjqHWEyMCOQVyOQK9xqj4mLDw3qBXqLGXH/AHwa+ir03VoSgna6av2utz84yvGRy7M6GLlBTVOcZOL2lyyT5X5O1n5H8+f/AAQt+L/iTwd8TfGPgvV/2htR8EeELnRY726WDxJb6fFPqKzRxxHdMDlvKabIXqFG77q1hf8ABPH4t/tK+Jv+C0fhXxlY+LtX1vxPrfj+Sz8VX5kW4e80rJS780r8jRLbRlgR8qiJGX7q1+wH/BMX4F/B74JDX9F+E3w703QrXU/C3h+/1CKyjY/aLl/toaRi5JJwAMZwOwFYHgnwH+znbf8ABT/UPHei6Z4b/wCFmS+LbqDV54b1G1NbD+wWCb4d5aOMhYgG2DPy8nPP5dgssrrC4LEuvLllUSUekfeeq18u3U/pLG+L2U4riLiDFU8tusVhuRNqLkrRUb1LfZfNeVm/hgvNfa1FFFfqx/Lx/NX+zt8aP2itB/4KzTeL/iP8T9a8KeKtY8dXth4/1SS+jsZobYzN9qhkaX5IkVYgAvRfLTbyq1L/AMFXfjR8WPEf7dttfeGvjhrXiuLwzBpr/D7V4tajvpLaQrHMTBJbjBkF1v7b8qo6KtfsT8PPgf8ACPSf+Cgt18b9P+H+nxeLtY8aarZalr2xjPPbrpcoWM5JUDEafdAJ2jOay/8AgpV4B/Zy8T/HHw1qXxe0vw3L4g0zwpLN4FXWL1Ipxdi6yxto2dfOcFYjgK2CFOBmvyWrlVdZfXre3lywquPLrZvmS5t99b7H9WYbxnyifHWEzOOVpqOD9k4rlunZyfLp8CtyLqqbk7fZPrv4VXni/UPhf4b1D4g27Q6/PoFnJrkTxhCl40CGZSo4UiQsMDgVv0UV+sxXLFI/lerNVasppJXbdlsr9F5IK/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv9a1CXX/ACY/3Emoxxw/Y0kYd/Le7ZVPB2seqjH6yV4L/wAFC/hZ8O/jR8KPD3w7+KnhK11zQ77xpbm7028LCOUpa3bqSUIPDKDwe1eNxFTdXJK6Tt7t/u1t87WPtPDfiLDcJ8b4LNa9L2sKcneOl/ei43V9OaN+aN7aparc84/4IPav8S9Y/wCCYPw7k+JkNwr26XlvobXMAjZ9MS5kW2IAxldgwrHqoU8jBP2DXmf7HOjaV4d/Zp8KeHtB06GzsbCyltrK0t0CxwQxzyKiKB0VVAAHoK9MrsyyPJl1GN72jH8keHxNmVPOeI8Zj4U1TjVqzmoraKlJu3yufLH7bHifWdL/AGpvhZo3iHXJ7HwtL4f165slkdY7S51tPsqRrI5IzItnJfMiE8jzWAOwkfPX7U/xG+Pb/wDBCPx14p+HWq6tcCfWtStNP1SC2UTTeE31uWJZQUHMLWRA80fehO7ODur6u/4KG/CT4a/G/wCGnhT4e/Frwda67ol144ikuNOvC4R2TT75kOUZSCCAeDR4e8P6HB/wTXvPCcGkwR6ZH8LdQs47COPbEluLSaMRBR0UJ8oA6Cvm6uEnPPsX77XNR+6+n4Wv82fV5RxHleV4PLcQ8Mp1KFaEpJqPLKNOcp6PdufOoyurLkTvK9ofB3/BqlrHxMl8B/FzQb6K5/4Q2DV9Nn0yRoAIf7TeKVbkK+MlvJS0LLngbDxu5/W+vnT/AIJ3/CD4Y/A3w74y+Hvwh8E2Xh/RYdft549OsFbYJJLOEu5LEsxJxySeAB0AFfRderw1BwyOgr30v97b/A4vEviLDcWccYzNaFL2UKklaOl/djGN3bTmlbmla+rer3CvnL9tzxTZfD23uvFuh2f2rVxpqJa2CKn+lXskghtIvmZQWeV0TBI4xzX0Lqup2ei6bPq2oS7ILaJpJW9FAyfqa+YG8J3/AO0v+0FObuGVdO8MWDa4xZ1VW1CXzLfTojlDuEcaXMjYIIYQnnPHDxU/rVCngaa5qk3dLsoptv57fNnzeUr2VSVeTtGKt83/AFc9k/ZNsPB2nfs2eC4/AlyZ9Pl0GG4+0yRqktxcSjzLiWVUZgszzNK0gBOHZhk16HXiP7HI1bwwPE/w8uwv9nJrEmq6IodQbdbk77qAoEUjF15soJLZFxjI24r26vaynF0sbl1OrT0TS07NaNfJnFi6MqGJlCXcKKKK9E5j+dv9u3x1+1K//BdLUNWtk1WTxlpHxQ0+18CWptAzCySaP7AkUZ+Vo3iZW9G8x2blmr+iSvjr4+fBP4S+Iv28NO+Nuu+AbC78WaHrHhW00fXZlYzWkL3g3KnO0Z8x+cZ+Y4NfYtfMcPUHRxWMvJv9519L/fr+B+p+I/GuD4ty3J6FDDKi8Lh1Tk1b3notLfYXLeKeqcperK/N/wCI3xN8c6dd/Ei7XxZfj4mr+0BDZaHpcscTXRK6pbLpNtDbt963k02OKXOPmjaeQnhmH6QV8cfGT4JfCXWf2+7b456t4BsLjxdpPiPw5ZaZr8qsZ7aBvLDInO0ZEjjOM4YjNLimhKtQoWk1+8jt5u1/VdD5rhLMMvwNat9bpc65VJaJ3cHdQlf7E9p210Ts7WfwX/wdO+IfivJ+0H8OPCWpyXq+B08IS3ekIY8W0uqNcyJdHcPvyLCLQYP3VcYxvOf1S/4Jzax8Tdf/AGEvhPq/xihuU8Rz+B7A6iLyARSn90BGzqMYYxhCeAcnkA5rh/8AgpF8E/hN8c5PBXh34v8AgOw8Q2Nguq31paagrFI7hIoAsmFIzgMwwcg55Br3v4K/8kc8JcD/AJFmw6D/AKd46MuoOHEmMlzN6Q09V+ltPU+l4l41weceG+UZFTwyhPDSqOU9Nbv7PX3r3nfeUU9enTV5X+1H8KP2P/ijZeF4v2udE8H3cFj4jifwn/wlt7FAp1JgdkcJkdfNdwP9V8wfaMqcDHqlfht/wdGeKPi6P2rPAPhnU7q/i8G2vgz7Z4cUKVgbUWuZVu3Vh96RUS0B7qCuMbufRzzHwy7LpVpQ51dKz21fX+t7HD4V8KYjjPjOjl1HFPDScZy9pG/MuWL0jZq7ez1Xu8z6WP3F+yWobcLaPOeuwVJX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv/wCE93rl74B0+58QtI1yyN882d7JuO0tnnO3H1rlyriLDZviXRpU5Kyvd27pW0b7nymb5LWyevUpVJxlyTcLxd07Nq68nbQ6KiiivoTxTx7/AIKCeIPit4U/Yj+KXiT4HveJ4rsvBV9Lo0mnR77iOQRHLxDrvVNzLjkEAjJxX5O/8Gs2t/E9P2nfiRoemJdP4RufBcVxr0ggDRLqCXaCz3OeVcxyXuB/EAxP3a/b6/YrYzMp5ETEfka+R/8AgmB8EvhL8E7/AFm0+E/gGw0GPW/B2h6hqwsVbN1dM10DI5Ykk+3QZOAMmvmM0oSlxDgp8zXx6eiv+N7PyP1PhjjXB5P4cZxkVTDKc8S6bjPTSzXxdfdtzQttJt6dfr2vHP8AgoNrnj3w3+xd8RNb+Gt5qNtqsHh5ybvR4fMu7a1LoLqaEf8APRLYzOpGSCoI5Ar2OqPiYkeG9QK9fsMuP++DX0Vem61CVNO101ddLrc/OcuxUcDmFHEygpqE4ycXtLladnvo7WejPlH9kPxkuo/thzeFvhj4jGoeEovhBDPrCae8c9pbzfbo/wCyW85SSHlt5L9lXOHjRX6YJ/Jf9jjx1+1Lqf8AwXi0jxHr6atL45vPitd2vi2K4tAZY7DfJFeIyHhIo7QOBjhERdvQV+t//BMD4IfCP4FjxBovwg8Aaf4ftdU8LeH7/UYrBW/0i5b7aGkYsSScADGcDsBk1R8JfBP4S6b/AMFF7j472PgHT4/GOo+NrywvfEIRjcS2y6C4EfJ2gYRBkAE7Rk1+dYfCyllGXS53/F/OT/K34s/Z+HeO8l4YrZzhqeE9rCvhfZRlJRUr2d3NJtcsnPVJt2hBa7r7Dooor9KPws/N/wCAPxN8d3L/AAWZPFt/c/EfVvi9OnjTTZo4muzPvvRrcNxCeYYreKR8YA8tVtsffTd8N/8ABxB4u+Oj/wDBT8WGozaolloui6S/w4jWA7QjRpI8kAA/eMb0TKWwSWjC9FUV+n3w5+CPwm0T/goPdfHLS/ANhB4v1fxpqtlqXiBVY3E9uulyhYzkkKMRx/dAztGc0n/BRT4J/Cb4n/F3S/GPxB8BWGr6n4U8Gvd+HLy8VmawnN0T5iAEKTlEPzA4KgivzGpg5x4fxEfaP3a/32aj+N7+qR++8I+IOR8McbwzOOC54ToVE42inGdR89o9OSNvZp6NwlJ8qvyH1R8KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/TYrlikfg1Waq1ZTSSu27LZX6LyQV59+0jpA1PwRaXB0wXBsdVjuFfaSYDskTeMezleeMMa9Borlx+E+vYKph+bl5k1fsVh6vsK0alr2dzl/gt4SPgf4W6N4ZYy7oLYuwnxvDSO0hBwBjBcjHtXUUUVtQpKhRjTX2Ul9ysZzk5zcu58r/ALbHijWdL/am+FmjeIdcnsfC0vh/XrmyWR1jtLnXE+yrGkjkjMi2cl8yJ3HmsAdhK/N/7PXx38DeKvhhqNp40/bQul0mTxRrlppui3njewtrebR1v547eMwgA+U0AAHILIQc85r9Bvjr+z58F/2mvAMnwu+PXw70/wAT6BJdRXLabqSMUE0ZJSRSpDKwyRkEcMR0JB6TRvDXh7w7o9p4f0HRLWzsbC2jtrK0t4FSOCFFCpGqgYVVUAADoBXy2P4bxeMzKpiYYlwUklZXvorW3WnX5s+v/t/Ko5BRwqw960XZtqPLZOck09W5S50pJpWUE05c1oeffsweFxpWgav4oDSf8TzUI5l3Y2FY4I4gyccg7evPtXp9AAAwBRX0WX4NYDBU8OnflVr9z5TEVniK8qlrXKmvaNaeIdFutDvs+VdQNG5XqMjqPcdazvh94HtPAHh8aHbXbXDNK0s07Jt3scDpzgYAH4VuUVpLC4eWJWIcffSaT8mSqtRU3TT0etjmPB/wu0rwd4l1HxJZ3jyNfEiOJkAEKltzKD3+b9APrXT0UUYbC4fB0vZ0Y8sbt2827sKtWpWlzTd2FFFFdBmeLfEb4fHxH+0Hp0o0ySISXmm3sl1Ap/eizlWZSxORgMu04xww7kGvaaKK8/A4BYKpWmpX9pJy9LpaHRXxDrxgrW5VYK/MT9o74xa94T8E/GPxD4i+K17oXj61+NhtNNkmuYILqzC6jbppMcKS/KsL6ckMocjBRppCeGI/TuuD1b9l/wDZ91348af+09rHwm0e48faXppsNP8AFElvm5htyJFKA5xnbLIu4jcFcjOOK489ymtm1GnCnU5HGSd/66rofQcMZxlmUVaksbS9omk0kou8ou6hLm2pz2na7WjtK1n8seFvGPw9+IPikaPo37SkvjrVHtZodPsLjxhbajLCj4EjRRQgNkgLk4PAFfaHgvQU8K+DtJ8Lxu7LpumQWqtIQWIjjVMnHGeO1aCW1vG26O3RT6qgFPqcnyWpldWpUqVnUlO2r8r+bvueNjMbHFQjGMFFRvt5/JBXCfHH9mP4A/tLW+i2nx5+FOkeKY/DuqLqOipqsBcWtyBjeuCMgjGVOVbAyDgV3dFe3OEKkXGaTXZ6nPhcVisFXVfD1HCa2lFuLXTRqzWmhH9ktQ24W0ec9dgqSiirMAooooAivVkezlSGNXcxMERjwxxwD7V5B+y14ATw5qer65HYTWiLp9ppUNqykJGlu0zBRkZyPN2nnsO9eyUV5+IwCxGPo4lyt7Pm078yt+B0U8Q6eHnSt8VtfR3CvHP+Cg2uePfDf7F3xE1v4a3mo22qweHnJu9Hh8y7trUugupoR/z0S2MzqRkgqCOQK9jpJI45Y2ilQMrAhlYZBB7GuuvTdahKmna6av2utzXLsVDAZhRxMoKapzjJxe0lFp2e+jtZ6M/NfWvjf4M8O/tQaT4R8I/tRv4V8OyfC0XN+ukeKrO1t5SLuL+zG82TcXLQS3jKoOCm1+hBP0L+ytYeFPH/AI60vxb4R+IB8UQ6TqNze3uuxatFfG4uWtZLciaaPKlgky/KMEBV7A59n+BH7L37Pn7Mfh6/8KfAL4S6P4W07U9SfUL+10u32rNcMqqXO4k/dVQFHyqBwBXdxxRxDbFGqj0UYr4/AcKYnDToyq4ltQkpcqT5bp30u/xt3PezrO8txFVwwNJqHLyqUklOXeUlG6vd2S5nZJK7sOooor7U+UPyquPjfq2gfCH4X6x4o+Ol/wCHPHuq/FqSHxndy6lbWl7BeGe7GswTebkW8cMbuowBsUW4H313e8+AJvAnxq1q68LaB8epvHOpahbJa3EzeKLfUbmzti+DtEQxGmWJJYYz3r6f8Pfsu/s9+FPjhrX7Sfh34SaNaeOvEVktprXiaK3/ANJu4QIxtY5wM+TFkgAtsXJOK7qO3giO6KFFPqqgV8LT4PxVnGpinyuV7JOz1vd67v0evc+3zziXK8bXVTBYflvzNtqKalNtuMeW/uQ+GOzau7Rvyp9FFFfdHxAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeP/ALZv7dX7OX7BHw+0/wCJP7R3ii+sbHVtUNhplrpGjXGoXdzKsMk8rJBbo0hSKCGWaR8bUSNmJFewV8D/APBbjw58S9A8RfBv9o/wf8FvFfj3SPB6+NdG1zQ/BeiSalfJNrfhm70+ym+zx5YxfaSkTv0jWfceAaAPunwr4o8PeOPC+m+NfCOsQajpOsWEN7peoWr7orm3lQSRyoe6sjKwPoav15F/wT/+E3jP4DfsLfBz4J/EWPZr/hP4YaFpOtxbw3lXdvYQxSx5HBCurLnvtr12gArmfjN8XvA3wC+FWv8Axn+Jd/cW2g+G9NkvtTmtLGW5lESDJEcUSs8jk4CqoJJIArpq5D4/fEDSvhX8E/FPxD1vRNa1K10nRLieew8OaNNqN9OAhG2C2gVpJnOeEUEmgCL9nb4+fDn9qT4HeF/2h/hFfXVz4Z8X6RFqWiT3tm9vK8En3S8b/Mh46Hmu0r5F/wCCFOvale/8EtfhR4N8QfD7xb4Y1jwf4fj0HXNJ8ZeF7rSbpLuBVZykVyiNJF+8G2UDaxDAHIOPrqgApJJEijaWRgFUEsT2FLSSOI42kYEhQSQBkmgDxL9kr/goV+zH+2v4j8W+DvgZ4i1h9W8FS239t6X4g8N3ml3H2e5Dm2vIo7qNGmtphHIY5lBVtpx2z7dXwF/wSH+LOoftPftQfHv9rD4r/CD4jeDvHPiq8sdL0zQfGPw91DSLTSPCunS3MOm28VzcxJHd3MzSXF3P5ZIQ3CIOEyfv2gAooooA8Ruv+ChX7NGn/tj2X7C2pazrtr471OKY6W114XvI9Lvp4bVbyW0hv2jFvLcJbssrRK5ZVPODxXt1fnt8Z9O8U/E3/guj8HfFPwu+D/xcjvfANvrVl8Q9a8S6Vcf8IZHoU2kOYLvTZZC1uL2S7lhhLwbZisciSDaor9CaACiiigDyz9rD9sv4BfsVeE/DvjL9oDxVLplp4r8Y2HhfQUtrN7iW71K8crDEqICcfKzM3RVUk16nX5ff8HB/wS/bY+JPibwF8QPgX+y8vxN8KeE5dGazhtPEwtbrStck8T6XK9x9lWCWS4Vra0S3Mw2rbRXNzK25VZa/TvTpr240+CfUbNbe4eFWnt1l3iJyAWUNgbsHIzgZxQBNRRRQB5p+1h+1d8K/2NPhQPjF8XrbXrjTZNastJtbLwxoE+qX93eXcwhghhtrdWkld3YKAoJ5rqfhJ8S9H+Mnw00T4p+H9E1vTbLXdPS7trDxJo02nX8CMOEntp1WSBx3RwCK8K/4Kw+EPhD4y/ZQ+yfHHwd8XdY8P2PivTNRkPwPtbiXxDY3FvKZbe6hFt+/VUmWPLw/OpKnhQxGp/wSmX9pNP8Agnf8J1/a8bWT8Qv+EYX+3j4kbOpbfOk+zfaz1+0/ZvI83PPmb885oA+g6KKKAK2s6xpXh7SLvxBruoQ2ljY20lxeXdxIFjhiRSzuzHgKFBJPYCvLv2Qf22PgP+3J4EvviT+z/f63c6RZX4t1udb8NXem/a0aNZIrq3FzGhntpUYNHMmUcZweCKu/trfDXxf8Z/2N/iz8H/h8R/b3ir4aa7pGiZfaDd3OnzwwjJ6fO6818f8A/BvR4a/aH8I/Bbxv4e+Jum/Fmx8F2Nx4etPBWnfGVZ11S1votDtY9bjgW4/eJYLqCusCj90FVvL+TFAH6G0UUUAFfPnwj/4KXfs8/GT9rLVP2LNE8NfEHSPHGmWOo33leKfh9qGmWd7a2VyltPcW1zcRrHcReZIgWSMlXDAgnIr6Dr5Q/Zz8D+M/iN/wVQ+Pn7TfjTwnqlhpPhPwv4f+G/w/utS0+WBL2BUfVtUubcyKBLE1zd28PmJlS1mRnKmgD6vooooAK8C+NX/BTD9kj9n79qHwz+yD8S/Gep23jHxQ+npara+H7q4sbJ7+eS3sEu7uNDFatczRSRxCRgXZSBXvtflB/wAFI/g38cfFX/BZr4f+N/DvwJ8davNHqHw7bwDrOgaFJN4ZltbTWr+bX312VR5Xm21rLHLaGc7o3fdD8xNAH6v0UUUAf//Z", "info": {"equation": "10*10=100", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3d139fa0e7d20e78f72a7422a3446c4d5abeef1f3076960003b4dbf09c0c5132"} +{"episode": 72120, "episode_seed": 978369054, "split": "train", "timestamp": "2025-10-28T03:49:47.148176", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 978369054, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 0, 7, 6])", "action": "('move', [0, 0, 7, 6])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/bz4kfsxfAD4wfEfwt8Xfib8KNI1rxL4KnM3hbWL2AtNp8hZX3IQcHDKrDcDtYZGDzXl3/BS7wf8AAvxb8D9E0H9oOy0JvCc3jS1OpjX7xbW1yLa6Me+UugX94Fx8wycDnOK/P834dxVOGKxf1hqLvLlV9VvZ6pabLR6H9GZN4wZSsbw1TWW80sBF052UbyckoJ01bfT2mtr1G/8AE+P/AOCFXiT4seKP+CZHw8v/AIuTXstzDHdW2iTagmJH0uK4dLTBPLII1CoT1RVxkYJ+vK8w/Yy07QtH/Zh8IaT4XtbaDTLXT3h02GzAEMdus0ixrHjjYECgY4xivT6+zyyLhl1GLd/djv6I/D+J8yp5xxHjMdCmqaq1ZzUVtFSk3b5XPyN/4OqPEfxYtfB3wn8LafLep4IvL/UZ9VEUf+jy6nGsQthIw/iET3BVT1y5GccaF/8AEf8Aawb/AINlYfErXWt/26+iCwlvPI/0n/hGf7RMAbP3vKNjtXzOvlHdnHzV9qf8FNvCfwJ8a/BrwzoH7SEGhyeE5PHMDXw8RagLW1DixvjGWkLoFO/GPmGTxzmrmgaV4Ztv+CZt7ocVnaR6LH8KdRt0t0wsCWgs5lCDHAjEfHHAFfNVcJOee4v32ual919Pwtf5s/VMD4h4PB8C5JlzwClLCYv2rk0rVFGTlyp2+KXOlK+low3vZfC//Bqx4k+K978PPiv4X1WW9fwTY6rp02i+bH+4j1KSOb7WsbH+IxJasyjgZU8Fuf1qr5k/4JjeDvgL4G8BeLdD/ZqstAh8JnxDFLaf8I1erc2skzWkQlYSq7723DB+YkbccYwPpuvV4ai4ZHQTd9L/AHtu3yPi/E7P6PE/HWNzKlR9jGcl7rVmuWMY3kl9qVry829XueP/ALeP7XXhX9hz9lvxR+0X4os/tj6TaiLR9NGf9O1CU7LeEkfdUuQWb+FFY8kAHxr/AIJQ/wDBVfRv2/v2evE/xB+Jukad4b8T+Ap2bxhaaakv2OOzdZJYLqPezsFKRSqylmYNCx6Mor03/gpV+x2P26f2PPFX7P1nq/2HVruKO+8PXTPiNdQt28yBZf8Apm7DYx7Byw5Ar4k/4JSfsfeNv+CdugeMvhR+07BALv4uaXc6bqlhp8zSixuLWKY20CzxZT/SLee7fecBTFGoJJIrkzPMcZl+c0nN2oOLTb25rN6vvoreVz3ckwHAOK8L8XUxMn/airw5En73s/dTstnHldRtvaainbS/on/BN7/gurpX7cn7Y/iX9m7xH4BstC0u/wDtM/wwv7cS/aL6G33u8d2GZlWVoF84bQqr5cincSpP6H1+SH/BFb/gkJ43+Bn7ZfiX9pnx/rAk8OeBb/UNI8BXEEm19YnkV4Jbh1xwkULvGR0MzHBIiOf1vrq4cxGYYrLFVxfxNtrp7vT9beVjk8WsLwPg+KlS4Vknh1Sp81m2vaWd7N635eVy7Tck7O6RRRRXvH5ifzwftxfEb9rCz/4LrajrukXGtL410r4mWVj4Gt44Pn/s/wAxEs4ok+60UkEmSOjiWQt95q/ofr4o/aG8C/s66r/wUY0Xxp4q07w5L8R7C/8AC6eG5Ly+Qailmbw+Y0MJfLJ80uXCHHzcjHH2vXzHD1CVHFYy8m/3nX0vf11s/Q/VvEnjHDcVZZk1GlhPYvDYdQbslzbL3bfYXLeN9nKS82V/OL+3H8XP2lfDP/BarxT401PxlrGheKNJ+JIsPD+oiVbaSz0gyCG18st8iRNZyKdx+VlkZm+81f0dV5Vr/wAJf2PdQ/av0f4n+JNB8HP8Y7bQHj0We5vIhq50/wDeozxwF9zoA0yeZsOAWXdgYrqz7K6ma0acIVORxknf/LzXQy8LeOMJwPjcdWr4P6wq2HnTSsnZuz96/wDy7drT8rb2sfhn/wAFzfi94m8ZfGHwl4R0n9oPUfG3hCy0Fr3TzP4jg1CK31B55EmIaEDDeWkHDdAePvHP7ef8E8PEPxW8WfsN/CvxJ8b3vH8U3vgqyl1eXUY9lxKxjGySUdd7R7GJPJJJPJNeXf8ABUbwF+zd42h8B6V+0fpnhqbSo7nUpNKi8SXqW8L34ihESpudBJIQXwnO4Z4OK+kPgsCPg74TBGMeGbDjGMf6OleVkOAq4HOsTCpVc2ow1fW+uur2tZHVxbxrhM78Ocoyeng1Slh5VG52Vpa/Z0+1e9T+8k9enTVjeMviN8Pfh1HYzfEHx3o2hJqd+ljpr6zqkVqLu6fOyCIyMvmSNg4RcscHArZr8Nv+DozxR8XR+1Z4B8M6ndX8Xg218GfbPDihSsDai1zKt26sPvSKiWgPdQVxjdz7uc5l/ZOAliFHms0rer6nheGvBMfEDiynk8q/sVKM5OVrv3Y3tFXV23bqtLvofuTRX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv/4T3euXvgHT7nxC0jXLI3zzZ3sm47S2ec7cfWuPKuIsNm+JdGlTkrK93bulbRvufN5vktbJ69SlUnGXJNwvF3Ts2rrydtDoqKKK+hPFPHv+CgniD4reFP2I/il4k+B7Xi+K7LwVfS6NJp0e+4jkERy8Q/vqm5lxyCARk4r8of8Ag1o8TfFr/hpP4jeFdOnvpPBU3g9LzXFKbrdNTW6jS0YsfuyNE12Bj7wQ5zsGP26vt32KbYDu8psYHfFfGn/BJrwL+zn4In8RD9nPT/DkNtf+GdGm8RP4dvkuA+o5uvMEzK77ZACPkJG3d0GefmMzoSlxDgp8zXx6eiv+Oz8j9W4X4yw2U+G2c5LPCc8sQ6TVSytHW3vdfdtenb7Te3X7Qrw7/gpX4i+LHhL9gn4reJPge96nie08HXT6dLpse64iXAE0kY6h1hMjAjkFcjkCvcao+Jiw8N6gV6ixlx/3wa+ir03VoSgna6av2utz84yvGRy7M6GLlBTVOcZOL2lyyT5X5O1n5H8+f/BC34v+JPB3xN8Y+C9X/aG1HwR4QudFjvbpYPElvp8U+orNHHEd0wOW8ppsheoUbvurWF/wTx+Lf7Svib/gtH4V8ZWPi7V9b8T634/ks/FV+ZFuHvNKyUu/NK/I0S20ZYEfKoiRl+6tfsB/wTF+Bfwe+CQ1/RfhN8O9N0K11Pwt4fv9Qiso2P2i5f7aGkYuSScADGcDsBWB4J8B/s523/BT/UPHei6Z4b/4WZL4tuoNXnhvUbU1sP7BYJvh3lo4yFiAbYM/Lyc8/l2CyyusLgsS68uWVRJR6R956rXy7dT+ksb4vZTiuIuIMVTy26xWG5E2ouStFRvUt9l815Wb+GC819rUUUV+rH8vH81f7O3xo/aL0L/grNN4w+I3xP1rwp4q1jxze2HxA1WS+jsZobYzMLqGRpPkiRVjAC9F8tAvKrUv/BV340fFjxH+3bbX3hr44a14ri8Mwaa/w+1eLWo76S2kKxzEwSW4wZBdb+2/KqOirX78+EPhH+x3pH7Unij4k+CvD/g5Pi5f6TEni2eyu4m1b7GVh2NPCHLRowSD5yq7sJknivDf+CiPwP8AhF8Svi5pfi/x78PtO1XUvCng57zw5d3SMTYTm6JMiAEKTmND8wOCoIr8yzHh3E4HAVKrxLcede6r2d5JXevxdXpv1P6mw3jbk744wuayyrljDCex5bRTvbmTjpb2f2I9fZtu2vKfVPwqvPF+ofC/w3qHxBt2h1+fQLOTXInjCFLxoEMylRwpEhYYHArfoor9MiuWKR/LtWaq1ZTSSu27LZX6LyQV+Tf/AAdS+I/izY/Cz4VeGdGkvU8E3+tahLr/AJMf7iTUY44fsaSMO/lvdsqng7WPVRj9ZK8F/wCChfws+Hfxo+FHh74d/FTwla65od940tzd6beFhHKUtbt1JKEHhlB4PavG4ipurkldJ292/wB2tvnax9p4b8RYbhPjfBZrXpe1hTk7x0v70XG6vpzRvzRvbVLVbnnH/BB7V/iXrH/BMH4dyfEyG4V7dLy30NrmARs+mJcyLbEAYyuwYVj1UKeRgn7BrzP9jnRtK8O/s0+FPD2g6dDZ2NhZS21laW6BY4IY55FRFA6KqgAD0FemV2ZZHky6jG97Rj+SPD4mzKnnPEeMx8Kapxq1ZzUVtFSk3b5XPyN/4OqfEfxYtfB/wn8LafLep4IvL/UZ9VEUf+jy6nGkQthIw/iET3BVT1BcjOOKf/BPL4oeG/Hn/BP/AMLeBf2iP2sru0tZ9LudKuvCd547tLGB9JSV4YbZ4gVkWJoFCEFgWQ8nmv1N+Ov7PvwX/aa8ASfC749fDvT/ABPoEt1FctpupIxQTRklJFKkMrDJGQRwxHQkVmftAeDvCmn/ALLPjXwfYeHbODSoPAGo2UOnwwBYo7cWUkYiVR0UJ8oA6CvnMz4dxWJx1XFwxDgpRWivfRap6rTS/wA3offy8RcBU8O8v4bjhLVcPWlUdVW2bk049eb3rPVaQjZ/y+Bf8E4/DnhbwF+0D8W/AnwY0Sy07wRFp+hXl3YaNZxR2Ftr8iXKXKxmMYEjWkWnvJGPu5RsDfz9g186f8E7/hB8MPgZ4d8ZfD34Q+CbLw/osOv288en2Cts82SyhLuSxLMxwOSTwAOgAr6Lr1OGYOGR0Fe+l/vbf4Hw3FeOp5hntWtTu1aMby+KXLCMeaVm7Sla7V5WvbmluyvnL9tzxTZfD23uvFuh2f2rVxpqJa2CKn+lXskghtIvmZQWeV0TBI4xzX0Lqup2ei6bPq2oS7ILaJpJW9FAyfqa+YG8J3/7S/7QU5u4ZV07wxYNrjFnVVbUJfMt9OiOUO4RxpcyNgghhCec8cPFT+tUKeBprmqTd0uyim2/nt82ceUr2VSVeTtGKt83/Vz2T9k2w8Had+zZ4Lj8CXJn0+XQYbj7TJGqS3FxKPMuJZVRmCzPM0rSAE4dmGTXodeI/scjVvDA8T/Dy7C/2cmsSaroih1Bt1uTvuoCgRSMXXmygktkXGMjbivbq9rKcXSxuXU6tPRNLTs1o18mcWLoyoYmUJdwooor0TmP52/27fHX7Ur/APBdLUNWtk1WTxlpHxQ0+18CWptAzCySaP7AkUZ+Vo3iZW9G8x2blmr+iSvjr4+fBP4S+Iv28NO+Nuu+AbC78WaHrHhW00fXZlYzWkL3g3KnO0Z8x+cZ+Y4NfYtfMcPUHRxWMvJv9519L/fr+B+p+I/GuD4ty3J6FDDKi8Lh1Tk1b3notLfYXLeKeqcperK/nF/bj+Lv7Svhn/gtV4p8aan4y1jQvFGk/EkWHh/UPNW2ks9IMghtfLLfIkTWcincflZZWZvvNX9HVeVa/wDCX9j3UP2r9H+J/iTQfBz/ABjttAePRZ7m8iGrnT/3qM8cBfc6ANMnmbDgFl3YGK6s+yupmtGnCFTkcZJ3/wAvNdCfC3jjCcD43HVq+D+sKth500rJ2bs/ev8A8u3a0/Kz1tY+QPH2l/sjfHhpI/jX8cdJ+JNrpOl3zQ2virxpaahFpts8YFzcxxoVEbCNRmcjdGASrLkk/Wn/AAT/ANU8c6z+xX8M9S+I7XratJ4StfMk1K1ENxJCFxbySoAArtAImYYHJOQDxXnn/BR/4F/B/wCN8ngvw98W/h5p2v2Niuq31paX0bbEuEigCvhSN2AzDByDnkGvffgr/wAkc8JcD/kWbDoP+neOvKyHA1cFnWJhUqubUYavrfXu9rWWp89meb0sRwxQwq5m+dys7ctNR5lanq/jcuaekVeMfi3XTV5X+1H8KP2P/ijZeF4v2udE8H3cFj4jifwn/wAJbexQKdSYHZHCZHXzXcD/AFXzB9oypwMeqV+G3/B0Z4o+Lo/as8A+GdTur+Lwba+DPtnhxQpWBtRa5lW7dWH3pFRLQHuoK4xu59vPMfDLsulWlDnV0rPbV9f63ser4V8KYjjPjOjl1HFPDScZy9pG/MuWL0jZq7ez1Xu8z6WP3F+yWobcLaPOeuwVJX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv8A+E93rl74B0+58QtI1yyN882d7JuO0tnnO3H1rlyriLDZviXRpU5Kyvd27pW0b7nymb5LWyevUpVJxlyTcLxd07Nq68nbQ6KiiivoTxTx7/goJ4g+K3hT9iP4peJPge94niuy8FX0ujSadHvuI5BEcvEOu9U3MuOQQCMnFfk7/wAGs2t/E9P2nfiRoemJdP4RufBcVxr0ggDRLqCXaCz3OeVcxyXuB/EAxP3a/b6/YrYzMp5ETEfka+R/+CYHwS+EvwTv9ZtPhP4BsNBj1vwdoeoasLFWzdXTNdAyOWJJPt0GTgDJr5jNKEpcQ4KfM18enor/AI3s/I/U+GONcHk/hxnGRVMMpzxLpuM9NLNfF1923NC20m3p1+va8c/4KDa5498N/sXfETW/hreajbarB4ecm70eHzLu2tS6C6mhH/PRLYzOpGSCoI5Ar2OqPiYkeG9QK9fsMuP++DX0Vem61CVNO101ddLrc/OcuxUcDmFHEygpqE4ycXtLladnvo7WejPlH9kPxkuo/thzeFvhj4jGoeEovhBDPrCae8c9pbzfbo/7JbzlJIeW3kv2Vc4eNFfpgn8l/wBjjx1+1Lqf/BeLSPEevpq0vjm8+K13a+LYri0BljsN8kV4jIeEijtA4GOERF29BX63/wDBMD4IfCP4FjxBovwg8Aaf4ftdU8LeH7/UYrBW/wBIuW+2hpGLEknAAxnA7AZNUfCXwT+Eum/8FF7j472PgHT4/GOo+NrywvfEIRjcS2y6C4EfJ2gYRBkAE7Rk1+dYfCyllGXS53/F/OT/ACt+LP2fh3jvJeGK2c4anhPawr4X2UZSUVK9ndzSbXLJz1SbdoQWu6+w6KKK/Sj8LP5q/wBnf40ftFaF/wAFZpvGHxH+KGteFPFWseOb2w8f6rJfR2M0NsZm+1QyNJ8kaKsQAXovlpt5Va/XjwBN4E+NWtXXhbQPj1N451LULZLW4mbxRb6jc2dsXwdoiGI0yxJLDGe9a3w8+B/wj0n/AIKC3Xxv0/4f6fF4u1jxpqtlqWvbGM89uulyhYzklQMRp90AnaM5r7Djt4IjuihRT6qoFfnGW8O1sdGrfEyUY1JJx3T5WtXra79D9j8S/ELAcWZjhMThsEqPs8PCD23V7pWXwRvaK3t2vZPooor9HPxwK8+/aR0gan4ItLg6YLg2Oqx3CvtJMB2SJvGPZyvPGGNeg0VyY/CfXsFUw/Ny8yav2NsPV9hWjUtezucv8FvCR8D/AAt0bwyxl3QWxdhPjeGkdpCDgDGC5GPauooorahSVCjGmvspL7lYznJzm5dwrF+JGljXPh9rmiPpy3i3mk3EElq4OJleNlZOOeQSOK2qKdWHtaUoXtdNfeEJcklLseY/sx+E20TQ9Y8RSCZW1nUUk2yjAxFCkQK8ZwdvvzXp1FFc+X4NYDBU8OnflVr9zTEVniK8qlrXKmvaNaeIdFutDvs+VdQNG5XqMjqPcdazvh94HtPAHh8aHbXbXDNK0s07Jt3scDpzgYAH4VuUVpLC4eWJWIcffSaT8mSqtRU3TT0etjmPB/wu0rwd4l1HxJZ3jyNfEiOJkAEKltzKD3+b9APrXT0UUYbC4fB0vZ0Y8sbt2827sKtWpWlzTd2FFFFdBmeLfEb4fHxH+0Hp0o0ySISXmm3sl1Ap/eizlWZSxORgMu04xww7kGvaaKK8/A4BYKpWmpX9pJy9LpaHRXxDrxgrW5VYK/nF/bj+Lv7Svhn/AILVeKfGmp+MtY0LxRpPxJFh4f1DzVtpLPSDIIbXyy3yJE1nIp3H5WWVmb7zV/R1XB6t+zB+z9rvx30/9p3WPhNo9x4+0vTTYWHiiS3zcw25EilAc4ztlkXcRuCsRnHFcee5TWzajThTqcjjJO/9dV0P0bwx48wHAeMxtbFYVV1XoTpJaaN2aTv9iVrTS1tbR2sfLHhbxj8PfiD4pGj6N+0pL461R7WaHT7C48YW2oywo+BI0UUIDZIC5ODwBX2h4L0FPCvg7SfC8buy6bpkFqrSEFiI41TJxxnjtWgltbxtujt0U+qoBT6nJ8lqZXVqVKlZ1JTtq/K/m77nwGMxscVCMYwUVG+3n8kFcJ8cf2Y/gD+0tb6LafHn4U6R4pj8O6ouo6KmqwFxa3IGN64IyCMZU5VsDIOBXd0V7c4QqRcZpNdnqc+FxWKwVdV8PUcJraUW4tdNGrNaaEf2S1DbhbR5z12CpKKKswCiiigCK9WR7OVIY1dzEwRGPDHHAPtXkH7LXgBPDmp6vrkdhNaIun2mlQ2rKQkaW7TMFGRnI83aeew717JRXn4jALEY+jiXK3s+bTvzK34HRTxDp4edK3xW19HcK8c/4KDa5498N/sXfETW/hreajbarB4ecm70eHzLu2tS6C6mhH/PRLYzOpGSCoI5Ar2OkkjjljaKVAysCGVhkEHsa669N1qEqadrpq/a63NcuxUMBmFHEygpqnOMnF7SUWnZ76O1noz819a+N/gzw7+1BpPhHwj+1G/hXw7J8LRc366R4qs7W3lIu4v7MbzZNxctBLeMqg4KbX6EE/Qv7K1h4U8f+OtL8W+EfiAfFEOk6jc3t7rsWrRXxuLlrWS3ImmjypYJMvyjBAVewOfZ/gR+y9+z5+zH4ev/AAp8AvhLo/hbTtT1J9Qv7XS7fas1wyqpc7iT91VAUfKoHAFd3HFHENsUaqPRRivj8BwpicNOjKriW1CSlypPlunfS7/G3c97Os7y3EVXDA0mocvKpSSU5d5SUbq93ZLmdkkruw6iiivtT5Q/Kq4+N+raB8IfhfrHij46X/hzx7qvxakh8Z3cupW1pewXhnuxrME3m5FvHDG7qMAbFFuB99d3098Afi/H4i8VQ6B8P/2kLnxxdfbIZprWXxVb6i8MedhyIMFYyCclhjvkYr3rw9+y7+z34U+OGtftJ+HfhJo1p468RWS2mteJorf/AEm7hAjG1jnAz5MWSAC2xck4ruo7eCI7ooUU+qqBXxGH4TxtKTbxckua9lfXW93qtX10evc+2z7iPKcfWU8JhuW93K6impTbbjG1/ch8Mdm1d2jflT6KKK+3PiQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8f/AGzf26v2cv2CPh9p/wASf2jvFF9Y2OraobDTLXSNGuNQu7mVYZJ5WSC3RpCkUEMs0j42okbMSK9gr4H/AOC3Hhz4l6B4i+Df7R/g/wCC3ivx7pHg9fGuja5ofgvRJNSvkm1vwzd6fZTfZ48sYvtJSJ36RrPuPANAH3T4V8UeHvHHhfTfGvhHWINR0nWLCG90vULV90VzbyoJI5UPdWRlYH0NX68i/wCCf/wm8Z/Ab9hb4OfBP4ix7Nf8J/DDQtJ1uLeG8q7t7CGKWPI4IV1Zc99teu0AFcz8Zvi94G+AXwq1/wCM/wAS7+4ttB8N6bJfanNaWMtzKIkGSI4olZ5HJwFVQSSQBXTVyHx++IGlfCv4J+KfiHreia1qVrpOiXE89h4c0abUb6cBCNsFtArSTOc8IoJNAEX7O3x8+HP7UnwO8L/tD/CK+urnwz4v0iLUtEnvbN7eV4JPul43+ZDx0PNdpXyL/wAEKde1K9/4Ja/Cjwb4g+H3i3wxrHg/w/HoOuaT4y8L3Wk3SXcCqzlIrlEaSL94NsoG1iGAOQcfXVABSSSJFG0sjAKoJYnsKWkkcRxtIwJCgkgDJNAHiX7JX/BQr9mP9tfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/gkP8AFnUP2nv2oPj3+1h8V/hB8RvB3jnxVeWOl6ZoPjH4e6hpFppHhXTpbmHTbeK5uYkju7mZpLi7n8skIbhEHCZP37QAUUUUAeI3X/BQr9mjT/2x7L9hbUtZ1218d6nFMdLa68L3kel308Nqt5LaQ37Ri3luEt2WVolcsqnnB4r26vz2+M+neKfib/wXR+Dvin4XfB/4uR3vgG31qy+IeteJdKuP+EMj0KbSHMF3pssha3F7Jdywwl4NsxWORJBtUV+hNABRRRQB5Z+1h+2X8Av2KvCfh3xl+0B4ql0y08V+MbDwvoKW1m9xLd6leOVhiVEBOPlZmboqqSa9Tr8vv+Dg/wCCX7bHxJ8TeAviB8C/2Xl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/xk+GmifFPw/omt6bZa7p6XdtYeJNGm06/gRhwk9tOqyQOO6OARXhX/BWHwh8IfGX7KH2T44+Dvi7rHh+x8V6ZqMh+B9rcS+IbG4t5TLb3UItv36qkyx5eH51JU8KGI1P+CUy/tJp/wAE7/hOv7XjayfiF/wjC/28fEjZ1Lb50n2b7Wev2n7N5Hm558zfnnNAH0HRRRQBW1nWNK8PaRd+INd1CG0sbG2kuLy7uJAscMSKWd2Y8BQoJJ7AV5d+yD+2x8B/25PAl98Sf2f7/W7nSLK/Futzrfhq7037WjRrJFdW4uY0M9tKjBo5kyjjODwRV39tb4a+L/jP+xv8Wfg/8PiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj/wD4N6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef/BS79nn4yftZap+xZonhr4g6R440yx1G+8rxT8PtQ0yzvbWyuUtp7i2ubiNY7iLzJECyRkq4YEE5FfQdfKH7Ofgfxn8Rv+CqHx8/ab8aeE9UsNJ8J+F/D/w3+H91qWnywJewKj6tqlzbmRQJYmubu3h8xMqWsyM5U0AfV9FFFABXgXxq/wCCmH7JH7P37UPhn9kH4l+M9TtvGPih9PS1W18P3VxY2T388lvYJd3caGK1a5mikjiEjAuykCvfa/KD/gpH8G/jj4q/4LNfD/xv4d+BPjrV5o9Q+HbeAdZ0DQpJvDMtraa1fza++uyqPK822tZY5bQzndG77ofmJoA/V+iiigD/2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "14*13=182", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "14*13=182", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "17f454f66170adfc0355065088df333923bcf8c46a854c6be07e55b2294bc617"} +{"episode": 72121, "episode_seed": 3613097139, "split": "train", "timestamp": "2025-10-28T03:49:47.210283", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3613097139, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 5, 6, 1])", "action": "('move', [3, 5, 6, 1])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "56+3=59", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "56+3=59", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a99c1c95f407116845749b404e5b60fcc018b2ac40373da10e9a91f2ed24171"} +{"episode": 72122, "episode_seed": 2259017933, "split": "train", "timestamp": "2025-10-28T03:49:47.282832", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2259017933, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [8, 6, 2, 8])", "action": "('move', [8, 6, 2, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/aP40fCj9j7xp8aPAHi/47aH4Pn8daReSt8OpddvIo74zKyO/2WNnBnKMEfAVthIYYJyeW/4KD/CT4afGP4U+Hvh58T/BlnrOiX3jO3N3p10GCSlLW7dclCrcMoPB7V+fZtw/iYQxeKWJai7y5VfXS9parbZaPSx/RuV+L2VYfEcNe0yz/cIOEnaPv3Xs+andatW59Wv3jaurcz4D/ghV4k+LHij/AIJkfDy/+Lk17Lcwx3Vtok2oJiR9LiuHS0wTyyCNQqE9UVcZGCfryvM/2OdG0rw7+zT4U8PaDp0NnY2FlLbWVpboFjghjnkVEUDoqqAAPQV6ZX2eWRcMuoxbv7sdfkj8O4mzKnnPEeMx9OmqcatWc1FbRUpN2+Vz8jf+DqjxH8WLXwd8J/C2ny3qeCLy/wBRn1URR/6PLqcaxC2EjD+IRPcFVPXLkZxx4bdftMfGN/8AgixGx/ay1xvFDWP9jyeGP+EstS/9hfajaiL7Njzdn2XC9d2znpzX6zf8FDfhJ8Nvjf8ADTwr8PPiz4Ptdd0S68bxSXGnXhcI7Jp98yHKMp4YA8GotE8O+FrD/gmrf6CdIs4NLg+FepW32YRqkUdstpMmzsFQIMewFfH5jleIxmfYj2deUPcUtL6rbl3Wml/mfq+V+JeW4DgjJ8rlgI1J4TFe1lJ2tNKTlbZvmlzcsr6WhHfZfDH/AAaseJPive/Dz4r+F9VlvX8E2Oq6dNovmx/uI9Skjm+1rGx/iMSWrMo4GVPBbn9aq+ZP+CY/g34DeBfAfi3Qv2a7HQIPCZ8QxS2v/CNXq3Nq8zWkQlYSq7723DB+YkbccYAH03X0PDUXDI6Cbvpf723b5HxHibn9HijjrG5lSo+xjOS916NcsYxvJL7UrXl5t6vc8f8A28f2uvCv7Dn7Lfij9ovxRZ/bH0m1EWj6aM/6dqEp2W8JI+6pcgs38KKx5IAPjX/BKH/gqvo37f37PXif4g/E3SNO8N+J/AU7N4wtNNSX7HHZusksF1HvZ2ClIpVZSzMGhY9GUV6b/wAFKv2Ox+3T+x54q/Z+s9X+w6tdxR33h66Z8RrqFu3mQLL/ANM3YbGPYOWHIFfEn/BKT9j7xt/wTt0Dxl8KP2nYIBd/FzS7nTdUsNPmaUWNxaxTG2gWeLKf6Rbz3b7zgKYo1BJJFcmZ5jjMvzmk5u1Bxabe3NZvV99Fbyue7kmA4BxXhfi6mJk/7UVeHIk/e9n7qdls48rqNt7TUU7aX9E/4Jvf8F1dK/bk/bH8S/s3eI/ANloWl3/2mf4YX9uJftF9Db73eO7DMyrK0C+cNoVV8uRTuJUn9D6/JD/git/wSE8b/Az9svxL+0z4/wBYEnhzwLf6hpHgK4gk2vrE8ivBLcOuOEihd4yOhmY4JERz+t9dXDmIzDFZYquL+JttdPd6frbyscni1heB8HxUqXCsk8OqVPms217SzvZvW/LyuXabknZ3SKKKK94/MT+eD9uL4jftYWf/AAXW1HXdIuNaXxrpXxMsrHwNbxwfP/Z/mIlnFEn3WikgkyR0cSyFvvNX9D9fFH7Q3gX9nXVf+CjGi+NPFWneHJfiPYX/AIXTw3JeXyDUUszeHzGhhL5ZPmly4Q4+bkY4+16+Y4eoSo4rGXk3+86+l7+utn6H6t4k8Y4birLMmo0sJ7F4bDqDdkubZe7b7C5bxvs5SXmyiiivpz8pPxF/4Om/Enxa/wCGhvhv4W1Ca+j8EReEZLvR12bbeTVDcyJdMGH3pFhW04P3Q4xjec/qr/wTw8Q/FbxZ+w38K/Enxve8fxTe+CrKXV5dRj2XErGMbJJR13tHsYk8kkk8k15j/wAFSfA/7Ovj2LwHpf7Sdj4cuNKiuNTl0qLxLfrBC1+IoRGELOgdyC+E53DPBxX0b8FgR8HfCYIxjwzYcYxj/R0r5fLqEqfEmMlzN6Q09V+lrL1P1bibjHDZt4aZPksMJySw8qjdSytLX7PX3r3qf3knr06asbxl8Rvh78Oo7Gb4g+O9G0JNTv0sdNfWdUitRd3T52QRGRl8yRsHCLljg4FbNfht/wAHRnij4uj9qzwD4Z1O6v4vBtr4M+2eHFClYG1FrmVbt1YfekVEtAe6grjG7n085zL+ycBLEKPNZpW9X1PH8NeCY+IHFlPJ5V/YqUZycrXfuxvaKurtu3VaXfQ/cmivze/Y7/aWvtc+Cfw+8S/E79tfULvxdqHh+0bVtG1Hx3ZHzbqWPb5bwAB9x3D5c7t2O9ff/wAJ7vXL3wDp9z4haRrlkb55s72TcdpbPOduPrXHlXEWGzfEujSpyVle7t3Sto33Pm83yWtk9epSqTjLkm4Xi7p2bV15O2h0VfnH/wAHNviT4saL+wtoml+B5b2Pw9qnjW3g8ZPaJlGgWKSS3SZhysZnSM+hdUB5wD+jlcj8ePCPwX8d/CDX/Cn7RNlotx4Ju7EjxFH4huFishArB90sjsoQKyqwbI2lQQQQK9PM8LLG5fUoRlyuSav/AJ+XfyPQ4Hz2lwzxdgs0q0faxo1IycN2+nu/3le8f7yR+I37DX7Snxg8Kf8ABK3x2unftX63oOu+GjqEPw+8PweK7WBlthFFKwigceY482S4xznPC9AK6j/g1p8TfFr/AIaT+I3hXTp76TwVN4PS81xSm63TU1uo0tGLH7sjRNdgAfeCHOdgx+yPwq8IfCHwZ8HdF8O/AzS9Gg8I2Wixr4bXQ3SW0+ybMxtE6kiRWB3b8ndndk5zXzh/wTA+CXwl+Cd/rNp8J/ANhoMet+DtD1DVhYq2bq6ZroGRyxJJ9ugycAZNfG4fJsRl2cYJTxDnfmtvZcsdlq9Ht00P1XMPFTLMfkPEeFjlyhLHVYzi9Pd977eifNG3MrX9+Unp1+va8O/4KV+I/ix4S/YJ+K/iT4Hvep4ns/B10+nS6bHuuIlwBNJGOodYTIwI5BXI5Ar3GkkjSVGilQMrAhlYZBHoa+7r03Woypp2umr9rrc/D8rxscuzOhi5QU1TnGbi9pcsk+V+TtZ+R/PN/wAELfi/4k8HfE3xj4M1f9obUfBHhC50WO9ulg8SW+nxT6is0ccR3TA5bymmyF6hRu+6tYX/AATx+Lf7Svib/gtH4V8ZWPi7V9b8T634/ks/FV+ZFuHvNKyUu/NK/I0S20ZYEfKoiRl+6tfvF+yn8JP2Pfhf4N1fTf2PdA8HW2h3OvzS6z/wiN5Fcw/2iERZEkdHcK6qEHl5G0EYUZrxDwh8EfhJpf8AwUWuPjrp/wAP9Pi8Yah42vLC88QKjG4ktl0FwIuTtUYRBwATtGTX51PIMTl7wjniHJOpFJK9ldt3Wvl2W5/RmL8ZMoxXEGfYv+zOX63h/Zx5lHnTjHl/eLtK95JNv3YLzX2JRRRX6UfzIfzV/s7fGj9orQf+Cs03i/4j/E/WvCnirWPHV7YeP9Ukvo7GaG2MzfaoZGl+SJFWIAL0Xy028qtS/wDBV340fFjxH+3bbX3hr44a14ri8Mwaa/w+1eLWo76S2kKxzEwSW4wZBdb+2/KqOirX7E/Dz4H/AAj0n/goLdfG/T/h/p8Xi7WPGmq2Wpa9sYzz266XKFjOSVAxGn3QCdozmsv/AIKVeAf2cvE/xx8Nal8XtL8Ny+INM8KSzeBV1i9SKcXYussbaNnXznBWI4CtghTgZr8lq5VXWX163t5csKrjy62b5kubffW+x/VmG8Z8onx1hMzjlaajg/ZOK5bp2cny6fArci6qm5O32T67+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfrMVyxSP5XqzVWrKaSV23ZbK/ReSP58f+C/vxJ/aA0D/gqtdatda7q2mjwtYaPcfDS5jzELaERRzefbkcE/bftGX67o9p4QAfop8M/il4P8ZxeGoPEv7VsvivXWtYJRoN/43s7sfb2t8SFIIsEuu6UADOATxXZ/8FAfgl8JviR8d9M8eePfANhqur+FPClrceHL+8Rmawla+mJdBnaTlEI3A4KgjBr7DW1tUbeltGCOhCCvz7+wq+Y5njIRxEoLmV1unzK9nqttvQ/XeLPEDAZzwrkmApYNQnhKThKWnvNcqvGyvZ8vPK/25P1fN/BbwkfA/wALdG8MsZd0FsXYT43hpHaQg4AxguRj2rqKKK+9oUlQoxpr7KS+5WPyCcnObl3Plj9tjxPrOl/tTfCzRvEOuT2PhaXw/r1zZLI6x2lzrafZUjWRyRmRbOS+ZEJ5HmsAdhI+ev2p/iN8e3/4IR+OvFPw61XVrgT61qVpp+qQWyiabwm+tyxLKCg5hayIHmj70J3Zwd1fV3/BQ34SfDX43/DTwp8Pfi14Otdd0S68cRSXGnXhcI7Jp98yHKMpBBAPBo8PeH9Dg/4Jr3nhODSYI9Mj+FuoWcdhHHtiS3FpNGIgo6KE+UAdBXyVXCTnn2L99rmo/dfT8LX+bP0XKOI8ryvB5biHhlOpQrQlJNR5ZRpzlPR7tz51GV1Zcid5XtD4O/4NUtY+JkvgP4uaDfRXP/CGwavps+mSNABD/abxSrchXxkt5KWhZc8DYeN3P63186f8E7/hB8Mfgb4d8ZfD34Q+CbLw/osOv288enWCtsEklnCXcliWYk45JPAA6ACvouvV4ag4ZHQV76X+9t/gcXiXxFhuLOOMZmtCl7KFSStHS/uxjG7tpzStzStfVvV7hXzl+254psvh7b3Xi3Q7P7Vq401EtbBFT/Sr2SQQ2kXzMoLPK6JgkcY5r6F1XU7PRdNn1bUJdkFtE0kreigZP1NfMDeE7/8AaX/aCnN3DKuneGLBtcYs6qrahL5lvp0Ryh3CONLmRsEEMITznjh4qf1qhTwNNc1Sbul2UU2389vmz5vKV7KpKvJ2jFW+b/q57J+ybYeDtO/Zs8Fx+BLkz6fLoMNx9pkjVJbi4lHmXEsqozBZnmaVpACcOzDJr0OvEf2ORq3hgeJ/h5dhf7OTWJNV0RQ6g263J33UBQIpGLrzZQSWyLjGRtxXt1e1lOLpY3LqdWnomlp2a0a+TOLF0ZUMTKEu4UUUV6JzH87f7dvjr9qV/wDgulqGrWyarJ4y0j4oafa+BLU2gZhZJNH9gSKM/K0bxMrejeY7NyzV/RJXx18fPgn8JfEX7eGnfG3XfANhd+LND1jwraaPrsysZrSF7wblTnaM+Y/OM/McGvsWvmOHqDo4rGXk3+86+l/v1/A/U/EfjXB8W5bk9ChhlReFw6pyat7z0WlvsLlvFPVOUvVlFFFfTn5YfiJ/wdO+IfivJ+0H8OPCWpyXq+B08IS3ekIY8W0uqNcyJdHcPvyLCLQYP3VcYxvOf1S/4Jzax8Tdf/YS+E+r/GKG5TxHP4HsDqIvIBFKf3QEbOoxhjGEJ4ByeQDmuH/4KRfBP4TfHOTwV4d+L/gOw8Q2Nguq31paagrFI7hIoAsmFIzgMwwcg55Br3v4K/8AJHPCXA/5Fmw6D/p3jr5fLqDhxJjJczekNPVfpbT1P1PiXjXB5x4b5RkVPDKE8NKo5T01u/s9feved95RT16dNXlf7Ufwo/Y/+KNl4Xi/a50TwfdwWPiOJ/Cf/CW3sUCnUmB2RwmR1813A/1XzB9oypwMeqV+G3/B0Z4o+Lo/as8A+GdTur+Lwba+DPtnhxQpWBtRa5lW7dWH3pFRLQHuoK4xu59HPMfDLsulWlDnV0rPbV9f63scPhXwpiOM+M6OXUcU8NJxnL2kb8y5YvSNmrt7PVe7zPpY/cX7Jahtwto8567BUlfm9+x3+0tfa58E/h94l+J37a+oXfi7UPD9o2raNqPjuyPm3Use3y3gAD7juHy53bsd6+//AIT3euXvgHT7nxC0jXLI3zzZ3sm47S2ec7cfWuXKuIsNm+JdGlTkrK93bulbRvufKZvktbJ69SlUnGXJNwvF3Ts2rrydtDoq/OP/AIObfEfxY0X9hbRNK8Dy3sfh7VPGtvB4ye0TKNAsUkkCTMOVjM6IfQuqA84B/RyvIf26/BHhP4lfsz6x4B8eaDDqmjatq2j2+pafcbvLuIjqlrlW2kHHA6EV251TdXKK8U7e6/wV/wAdj0eBs8ocNcYYHM61L2kaVSMnHutrq+nMr80f7yR+W/8AwRs+PGrp+yG/hz4o/tf6r4XtdH8R3Nn4Y0c+NbSxWKw8uOQ7I5QX2+fJNgnjqBwBX6c/sgeF9EjivfHPhu4WXTbrR7Gw0yW2lWS3lt4jK6NG4zvGJR8wJBGKm/YT8A+Cvh3+z9B4E8D+GLPTNH0nX9UttN0+1ixHBEt5LhRnJ9TkkkkkkkmvZlVVAVVAA6ACvAyLIq0Hh8bUxEpJRuotaLmjsnd7X7dEdvG/E+H4h4hx2LoYdUo1qkpWVr25r62XxPeXm2LXh/8AwUr8R/Fjwj+wV8VvEnwOe9TxPZ+Drp9Ol02PdcRLgCaSMdQ6wmRgRyCuRyBXuFUfExYeG9QK9RYy4/74NfXV6bq0JQTtdNX7XW58tleMjl2Z0MXKCmqc4ycXtLlknyvydrPyP58f+CGXxg8TeDPiR4z8Gap+0NqPgjwjcaIl9cJB4kt9Pin1FZo44jmYHLeUZsheoUbvurX68fsrWHhTx/460vxb4R+IB8UQ6TqNze3uuxatFfG4uWtZLciaaPKlgky/KMEBV7A5zP8AgmL8C/g98Ehr+i/Cb4d6boVrqfhbw/f6hFZRsftFy/20NIxckk4AGM4HYCvrWOKOIbYo1UeijFfBcP5DWxOGw+LliJcsXzKHS8W9tbfh1P0bxQ43wfFnFuKx+Gw3s41FGOtuZ2gleVtG367Jdh1FFFfoR+VH5v8AwB+Jvju5f4LMni2/ufiPq3xenTxpps0cTXZn33o1uG4hPMMVvFI+MAeWq22Pvpu+G/8Ag4g8XfHR/wDgp+LDUZtUSy0XRdJf4cRrAdoRo0keSAAfvGN6JlLYJLRheiqK/T74c/BH4TaJ/wAFB7r45aX4BsIPF+r+NNVstS8QKrG4nt10uULGckhRiOP7oGdozmk/4KKfBP4TfE/4u6X4x+IPgKw1fU/Cng17vw5eXiszWE5uifMQAhScoh+YHBUEV+Y1MHOPD+Ij7R+7X++zUfxvf1SP33hHxByPhjjeGZxwXPCdConG0U4zqPntHpyRt7NPRuEpPlV+Q+qPhVeeL9Q+F/hvUPiDbtDr8+gWcmuRPGEKXjQIZlKjhSJCwwOBW/RRX6bFcsUj8GqzVWrKaSV23ZbK/ReSPzy/bH+J8/hjx/8AtLX/AMSfiDd6NeaN4bsh4Q894o2ttMOlBrWezR+JS+pyXibsHdKix84C10HwU+PNnfW2hw3H7Yt5r3iDUNJhjutEn8c2dyZLpolaVUhiAYuGDYCnjBr6x+JP7MP7P/xg+I/hb4vfE74T6RrXiXwVOZvC2sXsBabT5CyvuQg4OGVWXcDtYZGDzXcLa2qNvS2jBHQhBXxlbhbG1sXWqxxTgpybsr7Po9VtsvI+wx/EWU1sBh6dHD/vIxiptqKScYRglFq7alyucm0nzStZ25pUvCE2rXHhXTp9dQrePZxm4DDB3bRnI7H1960aKK+xpQdOnGDd7JK76+Z8bKXNJu1rnyv+2x4o1nS/2pvhZo3iHXJ7HwtL4f165slkdY7S51xPsqxpI5IzItnJfMidx5rAHYSvzf8As9fHfwN4q+GGo2njT9tC6XSZPFGuWmm6LeeN7C2t5tHW/njt4zCAD5TQAAcgshBzzmv0G+Ov7PnwX/aa8AyfC749fDvT/E+gSXUVy2m6kjFBNGSUkUqQysMkZBHDEdCQek0bw14e8O6PaeH9B0S1s7Gwto7aytLeBUjghRQqRqoGFVVAAA6AV8pj+G8XjMyqYmGJcFJJWV76K1t1p1+bPr/7fyqOQUcKsPetF2bajy2TnJNPVuUudKSaVlBNOXNaHn37MHhcaVoGr+KA0n/E81COZd2NhWOCOIMnHIO3rz7V6fQAAMAUV9Fl+DWAwVPDp35Va/c+UxFZ4ivKpa1ypr2jWniHRbrQ77PlXUDRuV6jI6j3HWs74feB7TwB4fGh2121wzStLNOybd7HA6c4GAB+FblFaSwuHliViHH30mk/JkqrUVN009HrY5jwf8LtK8HeJdR8SWd48jXxIjiZABCpbcyg9/m/QD6109FFGGwuHwdL2dGPLG7dvNu7CrVqVpc03dhRRRXQZni3xG+Hx8R/tB6dKNMkiEl5pt7JdQKf3os5VmUsTkYDLtOMcMO5Br2miivPwOAWCqVpqV/aScvS6Wh0V8Q68YK1uVWCiiivQOc8o/aj8Nvrlpo88WkmaRGuLeO4jRmeMzKi7Rjj5to6jqor0TwXoKeFfB2k+F43dl03TILVWkILERxqmTjjPHatOivPoYBUMwrYrmu6iirduVW/E6KmIc8PClb4b/iFcJ8cf2Y/gD+0tb6LafHn4U6R4pj8O6ouo6KmqwFxa3IGN64IyCMZU5VsDIOBXd0V2zhCpFxmk12eosLisVgq6r4eo4TW0otxa6aNWa00I/slqG3C2jznrsFSUUVZgFfNf/BRDxFrui6n8I7C61e5sfCl/wDEIx+I54iEhluFsbh9Ohncn5Y3vFiwOjSrEvJYKfpSuf8Aip8Kvh18b/h9qnwp+LPhCz17w7rUAh1TSb9C0VwgYOAcEEEMqsCCCCoIIIrhzLCTx2AqUIy5XJWv/XTo/I9XJMbhsvzOnXxEeaCunZJtKUXFyino5RvzRu17yWq3Pzz+E/7QPh6fx58TdNvv2z77QdI07x9LBoGn2/jSxsoUT7JbSXQjVgWdBePcjeSckMM8V9w/s0+LNY8Z+HLvXrjXTqmnXLRy6dqInEqTh1JLRuPlZCNpBXjniut+HXwu+Hnwk8C6V8M/ht4PsdH0HRLNLXStMs4QI7eFeijOSe5JJJJJJJJJrdVVUBVUADoAK8TKuHsXgMRTq1MVKaircuttrd3oumnRHZnObYLHVqiw1BQg7JPTmtFJXlZW5pWvLV6t7i145/wUG1zx74b/AGLviJrfw1vNRttVg8POTd6PD5l3bWpdBdTQj/nolsZnUjJBUEcgV7HSSRxyxtFKgZWBDKwyCD2NfSV6brUJU07XTV+11ueXl2KhgMwo4mUFNU5xk4vaSi07PfR2s9GfmvrXxv8ABnh39qDSfCPhH9qN/Cvh2T4Wi5v10jxVZ2tvKRdxf2Y3mybi5aCW8ZVBwU2v0IJ+qP2TPiPdeONUhTw38VpfGOk21vLDd6o2sR3w3g7gHli+TzAXAxwdpHoK9E+BH7L37Pn7Mfh6/wDCnwC+Euj+FtO1PUn1C/tdLt9qzXDKqlzuJP3VUBR8qgcAV3ccUcQ2xRqo9FGK+Sy3hfGYOdKU8U7Qd+VX5fTfr107nuZ3nOV4qq4YKj7iioqUklOXVyko3V7uySk7JJXdh1FFFfZHyx+VVx8b9W0D4Q/C/WPFHx0v/Dnj3Vfi1JD4zu5dStrS9gvDPdjWYJvNyLeOGN3UYA2KLcD767vefAE3gT41a1deFtA+PU3jnUtQtktbiZvFFvqNzZ2xfB2iIYjTLEksMZ719P8Ah79l39nvwp8cNa/aT8O/CTRrTx14isltNa8TRW/+k3cIEY2sc4GfJiyQAW2LknFd1HbwRHdFCin1VQK+Fp8H4qzjUxT5XK9knZ63u9d36PXufb55xLleNrqpgsPy35m21FNSm23GPLf3IfDHZtXdo35U+iiivuj4gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvH/2zf26v2cv2CPh9p/xJ/aO8UX1jY6tqhsNMtdI0a41C7uZVhknlZILdGkKRQQyzSPjaiRsxIr2Cvgf/AILceHPiXoHiL4N/tH+D/gt4r8e6R4PXxro2uaH4L0STUr5Jtb8M3en2U32ePLGL7SUid+kaz7jwDQB90+FfFHh7xx4X03xr4R1iDUdJ1iwhvdL1C1fdFc28qCSOVD3VkZWB9DV+vIv+Cf8A8JvGfwG/YW+DnwT+IsezX/Cfww0LSdbi3hvKu7ewhiljyOCFdWXPfbXrtABXM/Gb4veBvgF8Ktf+M/xLv7i20Hw3psl9qc1pYy3MoiQZIjiiVnkcnAVVBJJAFdNXIfH74gaV8K/gn4p+Iet6JrWpWuk6JcTz2HhzRptRvpwEI2wW0CtJM5zwigk0ARfs7fHz4c/tSfA7wv8AtD/CK+urnwz4v0iLUtEnvbN7eV4JPul43+ZDx0PNdpXyL/wQp17Ur3/glr8KPBviD4feLfDGseD/AA/HoOuaT4y8L3Wk3SXcCqzlIrlEaSL94NsoG1iGAOQcfXVABSSSJFG0sjAKoJYnsKWkkcRxtIwJCgkgDJNAHiX7JX/BQr9mP9tfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/AIJD/FnUP2nv2oPj3+1h8V/hB8RvB3jnxVeWOl6ZoPjH4e6hpFppHhXTpbmHTbeK5uYkju7mZpLi7n8skIbhEHCZP37QAUUUUAeI3X/BQr9mjT/2x7L9hbUtZ1218d6nFMdLa68L3kel308Nqt5LaQ37Ri3luEt2WVolcsqnnB4r26vz2+M+neKfib/wXR+Dvin4XfB/4uR3vgG31qy+IeteJdKuP+EMj0KbSHMF3pssha3F7Jdywwl4NsxWORJBtUV+hNABRRRQB5Z+1h+2X8Av2KvCfh3xl+0B4ql0y08V+MbDwvoKW1m9xLd6leOVhiVEBOPlZmboqqSa9Tr8vv8Ag4P+CX7bHxJ8TeAviB8C/wBl5fib4U8Jy6M1nDaeJha3Wla5J4n0uV7j7KsEslwrW1oluZhtW2iubmVtyqy1+nenTXtxp8E+o2a29w8KtPbrLvETkAsobA3YORnAzigCaiiigDzT9rD9q74V/safCgfGL4vW2vXGmya1ZaTa2XhjQJ9Uv7u8u5hDBDDbW6tJK7uwUBQTzXU/CT4l6P8AGT4aaJ8U/D+ia3ptlrunpd21h4k0abTr+BGHCT206rJA47o4BFeFf8FYfCHwh8ZfsofZPjj4O+LuseH7HxXpmoyH4H2txL4hsbi3lMtvdQi2/fqqTLHl4fnUlTwoYjU/4JTL+0mn/BO/4Tr+142sn4hf8Iwv9vHxI2dS2+dJ9m+1nr9p+zeR5uefM355zQB9B0UUUAVtZ1jSvD2kXfiDXdQhtLGxtpLi8u7iQLHDEilndmPAUKCSewFeXfsg/tsfAf8Abk8CX3xJ/Z/v9budIsr8W63Ot+GrvTftaNGskV1bi5jQz20qMGjmTKOM4PBFXf21vhr4v+M/7G/xZ+D/AMPiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj/8A4N6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef/BS79nn4yftZap+xZonhr4g6R440yx1G+8rxT8PtQ0yzvbWyuUtp7i2ubiNY7iLzJECyRkq4YEE5FfQdfKH7Ofgfxn8Rv8Agqh8fP2m/GnhPVLDSfCfhfw/8N/h/dalp8sCXsCo+rapc25kUCWJrm7t4fMTKlrMjOVNAH1fRRRQAV4F8av+CmH7JH7P37UPhn9kH4l+M9TtvGPih9PS1W18P3VxY2T388lvYJd3caGK1a5mikjiEjAuykCvfa/KD/gpH8G/jj4q/wCCzXw/8b+HfgT461eaPUPh23gHWdA0KSbwzLa2mtX82vvrsqjyvNtrWWOW0M53Ru+6H5iaAP1fooooA//Z", "info": {"equation": "20*11=220", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "20*11=220", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e14b544800198bf9548b46380ca90001077a45aa865473b0fa3ab7d7aa16cc5a"} +{"episode": 72123, "episode_seed": 2946948101, "split": "train", "timestamp": "2025-10-28T03:49:47.340449", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2946948101, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 1, 1, 8])", "action": "('move', [6, 1, 1, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8*12=96", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8*12=96", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "95302ce2085c73a177cf610afd4ab84218d793c2363f0c741e45c3d0d8e88a05"} +{"episode": 72124, "episode_seed": 3991489802, "split": "train", "timestamp": "2025-10-28T03:49:47.403976", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3991489802, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 4, 1, 0])", "action": "('move', [4, 4, 1, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "17+29=46", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "17+29=46", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "08dbe44326ba75836a2e6687afc79cad4dc80c642a66e85f85d8b35bff6d9591"} +{"episode": 72125, "episode_seed": 1554912278, "split": "train", "timestamp": "2025-10-28T03:49:47.482907", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1554912278, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 0, 2, 7])", "action": "('move', [1, 0, 2, 7])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/DL/g5Z8a/HXS/29Ph/babqGrW2maP4Vtb7wK9ohATUWu5DNLAV6zB4rYH+IbY+ORn9za+P/8Agp74L+Ani3xp4BufjRp+gXGo6bpmr3HgpdbvFjkGoiSxI+zqzr5svCnaA3QHFfO8U0nVyadpWs4v/wAmS/W/yP0rwn4pw/B/GVPMK2H9uuSpHlVrq8Hqr+ln/dcvQ+pPhld+Kr/4b+Hr7x1A0WtzaHaSazE8YQpdGFDKCo4Uhy3A4FblFFfQxXLFI/OKs1Uqymkldt2Wy8l5H8537B3xp+Ouif8ABVLxHq/xV+Mes+DtT8QanrcPxJ1GTVYtOk3IZZPJlab5I9tzHEoUDIwFXAzW7+z58XPj94m/4L46D4i8PfETV/E2pTfE7+ym1T7Yl4114dVjFIC8fyPEtgrMWHA27/vDNfu74O/Zt+BHw/8Air4m+OHgz4W6Tp3izxkIh4m123gxNfiMYTfk4HQE7QNxALZIzXzpq3gn4Af8PSIPGw07w/8A8LIivYIIpfti/wBpJph0R8kQ78iLeSPMCdSV3c4r86rcP4rL50ZzxDadWPu621fxb723067n9KVPGbKMzzbHYullaSqYD6va0dJJat2X8NN8vfljDRbL7Cooor9GP5oCisnwX4+8CfEjR28Q/DvxrpOvaetw8DX2i6lFdQiVDh4y8TMu5TwVzkd61qSakroupTqUpuE001uno18gooopkHyd/wAFwPEHxQ8Nf8ExPidqHwnlvI72SwtrfUpbBN0iabLdRR3h45CGBpAxHRCx4HNfPH/Brp4g+J+p/sjeN9F8TSXj+F9N8aBPCzXCfu0keBXu44mPVQxiYgcBpGPVmr79/aittJvf2aviDZa8kTWE3gnVI75bhtsZhNpKJAx4wu0nJ9M15t/wTa8KfBnwV8EdY8P/ALP1losHhKLxbM2lL4eulntGDWloXZJFZg+ZC+TuPOR2xXzlei/9aKNTmf8ADlp00f8AwfwR+m4DizD4fwoxnD7wt51MRCoqtlouVaX35vcaj/dlPbr9CV+K/wDwdO+KPixZ/Gn4U6F9qv7fwhB4dub7S3iUpCdWFyVmYOOsiQi2xn7okyPvGv2or5M/4Kp+C/gD430LwZYftBWHh+4soJtTm0KLxDerDG2pC3TyRHudRJIctiP5t3Pymr4opupkdWztaz/FHP4U8S0OEuOMNmVWg60Yqa5Vbm96EleN9Lq/3XPiL/gvf42/aU1L/gm1+zWvxDOqRjXbC3ufiR51r5e7Wl023eFLjH3XLPets6FkJxlBj75/4I7eIPid4n/4Jo/CPWPi7LeSaw/hto45b9NsslilxKlk57sDarAQx5ZSGPWpP2/vDPwV8ZfsweGdB/aLi0V/Cc/iDTTqo8Q3wtrTIt5jHvkZ0C/vAuPmGTgc5xXqv7K9pp9h+zb4GsNJt4orSDwvZx2kUCgRpEsShFUDgKFAAxxjFYYLDypcSVW5t/uob+tv/bb/ADZ6GfcZ4XNfDXCZNDBqnKGJrVOdJWaleXLHrp7RJrpGFPfp31fAPxw/4Lg+GfhB/wAFSdE/Yc/4ROxn8H/arbR/FXid1l+1Wmr3I/dLEAdhgRpLdJCVJy0hB+Qbvv6vyZ/b8/4I4/F7xJ/wUqj/AGzPhrqtkfB+o3lt4g1J725DTW+tWybo7QRD5mhmkgg+cH5BK4/hXPTxDisdgsHGthvsyTl193r8u5y+GGE4KxmZ4ynxJK0Pq9T2Wtv3unLbvO1+RPRy6PRHt/8AwUs/4LYaL+wT+1h4E/Z70/wXZ6xYXKw33xJvrhZfO02wmlCR/ZQrANMEWWUhgwI8tRgsSPvHTtQstW0+DVdOuFlt7mFZYJV6OjAFWH1BBr8jP+Cif/BPLUv+CnP7dHwv+Lvwd1CS30XxloFsnjh7gskml2Nr5TS3Cq6j5wtx5HlkD96i8YZiv64aNpNnoOj2mh6cjLb2VtHBArNkhEUKoJPXgDmpybGYvG4rEzk70lK0H00unbutte+w+NMHwXhOFcleUv8A2uVObxKvqpcy5eZdHfmUV/Iot9G36g1ylhO9kuZhCxhGOrYOP1r8Iv8Aggn49/aW1f8A4K4+JJPFtzrEt7r1hrk3xVS7gORMjlt06n/Vut4Y0HdS5QcMRX7x18g/sjeC/gFon7dXxE8U/Diw8Pr4v1OfxH/wm0+nXiy3hYavD5IuEDkxZXJAIXdjPOM1GdUXPMcFNSatN6d9L/pb0bHwRxZh8g4Xz3AVML7V4qjGKlZe5aTV32XvqSt9uMPVfmp8E/iB+1BL/wAHHt3d3txrDa/c/FPUNM1a3eDk+Hl8xAjJ08hbGOJ1PQBEcZODX7018hWXgv4Aj/gqhd+OLSw8Pt8STqIgu5lvFbUl0z/hHF25i37liLhRv2jJwM9q+vaOHKLowxKcm/3s1r5W/PqHibxZh+LMRl1SlhfYexwtKm1ZatX1VvsLaHkBIAyTgDqayfBXj3wL8StATxX8OvGmk6/pcsjxx6lomoxXVu7oxV1EkTMpKsCCM8EYNeK/8FUvEHxQ8Lf8E7vi5r3wbkvE1+38ITmCXT4900VuWVbqRO4K25mbcOVxuHIFfkn/AMELfjLrXhvwX4+8EeLf2nNS8E+GrW+s7rRrCLxXbafFJeSrIty6iYEsdkVvnHAwO5ozfiGlk+MhSqU3JSTd162Vv117GWR+H0874Bx3EkcRGLw9SFP2b3kpct3fp8ceXTW0+yP3sory39lvxhqXjbwzc62PFTa5pkohbT9W+1rcJcfKQzJIvyuDhSSvGSa9Sr1suxsMxwccRGLSlfR76Nr9D8+xNB4as6bd7H5v/wDBzp4g+J+k/sMaBpXg+S8Tw/qfjm3h8WtbJlGiWGWS3SUjohnRG9C6J3wD5X/wSY/aIvbb9jvwafiZ+2Ff6Te6VeT2mk+HrzxrZ28aWEMuy3iMDjfswCoBIJUDHGK/Qb/goboHwt8U/stat4f+NkOlyeE7rWNJXXF1q6EFr5P9oW5/eSFlCLuC87hzitD9jyy+HXgv9lLw8fD6aTp/hrSrS9NlNDJGtpb2Md1OUYSZ2iJYwDuzjaM5718tmWV18dxDKNOvKn+7Tur7XtbdadfU/UIcZYVeFdDIfqalOGJlP2llZ3hts3z+9Z/3VH5dt8HL3XL/AOH1lc+IJJHmJcRyTEl3jDHaTnk8d+4wa6is/wAKeLfCnjvw7aeLvA/ibT9Z0m+j8yx1TSb2O4t7hMkbo5IyVcZBGQT0rQr63B0fq+Ep0ubm5UlfvZb/ADPy7Eczrz5o8ru7rt5fI/ET/g6I8Y/F7TP2p/hjpqajqNr4Z0/wk2oeHJYcpEuq/bHFzIjjkyqiWfuoK4xuOfMP+CvPx2+JPjz9nP4N6Bqn7SWqeLodV01dQ8a6TP4ktbyO31hLWDaXjgAMTAzXQCn5evda/dX4wfs5fA34/wB14evPjP8ADHSvEcvhPWU1Xw6+pQlzY3aYIkXBGegypyp2jIOBXk//AAUs8F/ATxj8GvDuhftEWGgP4Xk8bQNdr4hvFtrUyiyvTFukLoAd+MDdyeOc4r4vPchxK+tY1V2otX5VfWy2eq+W5+/8K+LOVYH/AFdwjy7nlgZVVJpRvL2l0nTX82vM72vNKz6lv/glR4g+KHin/gnX8Ite+Mcl4+v3HhCHzpb+PbNLbh3W1kbuS1sIW3Hls7jyTX0FXF/s4QW9r+z34FtbOFI4YvB+mpDHGoCqgtYwAAOAAMYrtK+0wcXDCU4t3tFa99D8MzrGxzLOMTi4wUFUqTmoraPNJvlXkr2QV+F3/BzJ4q+NcX7dXgPSI5tSTRtM8I2134KSGEmP7e93J57xYB3y7o7YEdcLGMYIz+6NfJ//AAUj+D3wv+KXijwhrPxF8EWOsXXhfQtY1Hw/Leqx+w3QlscSoAQCw2r94EcDivG4qpOrk07O1nF/+TJfrf5H2vhTxZheC+MKeZYih7aPJUjbS6couzV9PJ/3XLfZ/Snwyu/FV/8ADfw9feOoGi1ubQ7STWYnjCFLowoZQVHCkOW4HArcoor6GK5YpH53VmqlWU0krtuy2XkvIK/BW38aftJXP/ByjHfXf9qSa9F8YW05IZLUFk8OYaLhCMCH+zCX3D+El+pzX71V8n6z8Hvhe/8AwUig+OL+CLJvF0etQaZHr7KxnS0OhOxiHO0AknkDOCRnBxXzvEVF1VhWpNWqw283+h+keHHF+E4T/tNV8Oqv1jDVKS20crb3+y/tJauyPrCvE/8AgpBr/wAT/C37B3xY8Q/BqS8TxJaeCL6TTpdPTdPF+7PmSRjrvWLewI5BGRyBXtlNliiniaCeNXR1KujjIYHqCO4r3q9N1qMqadrpq/a63PgssxkcvzKhipQU1TnGTi9pcsk+V+TtZn4Ef8EKvjFrXhbTPH/grxN+0rqXgjwxHJaXthZw+KLfTopr+TekrgTAl28uKMHbwAq57V+0P7KnjPUfG/h251mDxg3iDSXihFlrH21blbhgCrMsqfK+do3FeM+ma6L4Hfs4fAr9mrwdL8P/AIEfC/SvDGjT6hLfTafpkG1HuJAoeQ5JJJCqOvAUAYAArtURI12IoUDoAMV8vlHDmLy+tTqVMS5KN/c15dU138+x9t4jcaYHjTifF5lhsN7KNVxte3N7sYq8raXfLd6vfdi0UUV9afnZ8nf8FwPEHxQ8Nf8ABMT4n6h8KJbyO9ksLa31KWwTdImmy3UUd505CGBpA5HRCx4GTXzp/wAGt2q/EW7/AGSvHmla9Fcf8I1aeOFPh2SWABDM9shulRurAEQEjoCx9TX6CftNadY6x+zj4+0jVLVZ7W78G6nBcwP92SN7WRWU+xBI/GuA/wCCfvwv+Hnwa+Fev/Dr4WeEbPQ9DsPF8v2TTbFSI4y9nZux+YkklmYkkk8185Xot8UUanM/4ctOmj/+2/BH6XgeL8JhvCrF8OPDJ1KmIhUVTTRKK073XLZdOWctuvu9fip/wdSeIfiiPjH8LPDFzJeJ4MXw1dXengR4gk1T7QUnO4fekWEW3B+6JOPvtX7V1xXxp/Zy+Bv7Rdpo1h8cPhjpXiaHw9rMeq6NHqkJcWt3GCFkXBGeDypyrdwcCu7OsvqZpl0sPCXK3bXpo76nD4acX4TgbjChnGJoe1hTU04q1/ei4pxvomr/AHXPgD4Q+IfhX+0Z8D/h7pP7Tn7Qdt471abQrDUNS8IeKPGFlc239p/Y/wB4z2aYDMm+UhWyEOTjKgj7A/4JsTXsn7F3g6B5biTTrX7fa+GJbmII0miQ39xFpjDHDIbJLYo/8SbWyc5pn7f3wk+Gnxk+Emi/D34oeDLPWtFvvF9qbzTroMElKQ3DrkoVbhlB4Pau6/ZasbLSv2cPA+l6ZaR29ta+GLOG2t4UCpFGkSqqKB0AAAA7AV4eTZdWy/PasKlZ1H7Navzl6va34nNm2eUMwyB04QcOes5qCtyQSUtIa/ac9VyxSUI6yv7ve1zvxZg0yf4d6qNWbES2xZWCgkSAjZjPfdj866KvGP2wviReeHfBsvh/w3aNd6nsWSC0XpNcO3l20WcHG6ZkyccDnkV7md4mGGyuq5K91ypd3LRI+WwNOVXFRS0s737JanG/sS674a8ZfGv4hau8ZOpaPbWelaU8sceGslkm+0SQsHLMGvEkikBVcG1i69a+ma+ZfCHwfuv2cPjF4DtPD1150FnpraZq880kate290qtPKW8sZf7bFHNgbPlZ+5Cn6arj4akqeXvCyVp0m4yXzun80zbM1zYj2qd1NJr/L5EOoNcpYTvZLmYQsYRjq2Dj9a/nO/4JnfGL4xaT/wUi8Ra98WPjJq3g/U9fXWR8RdWn1WHT52uA7SNFLJMMIftaxjYOcjaOM1/RvXEeA/2bvgT8MPiL4q+LfgD4W6TpXiTxtPHN4q1i1t8TajJHu2s5JIByzE7QNxOTk81Wd5PXzWdF0qrp8jeqvfVbqzWunfZs+44J45wPCuQZxl9fCqtLG04wi3b3Wm73v0tLmVvtwj6r4f8P6L8Hh+0V8NfjF8G/Fdn4p+IWrfFK2tr3xXBqkGqalqFm1m0WoQzzKTiCLT1DbQAIvLiIALZb9F6+UbT4M/Cq0/4KTTfG628CWCeLZ9c/s2XXgh882g8NhhF12gZA5AB4xnFfV1c/C+GnhaOIhKbk1Vkrvra2vXfqfPcS5lTzCng4xcnyUkm5bq7b5I6v3IbR26u0b2Ud5a2l9aS2WoW0c0E0bJPDMgZHQjBVgeCCMgg15z+y18M/wBlf4bfCaHw7+yNpHhWHwc1/cTQnwpeR3Vo9yXxM3mo7hnDLtPzEjaF4AAHE/8ABVLxB8UPC3/BO74ua98G5LxNft/CE5gl0+PdNFbllW6kTuCtuZm3DlcbhyBX5J/8ELfjLrXhvwX4+8EeLf2nNS8E+GrW+s7rRrCLxXbafFJeSrIty6iYEsdkVvnHAwO5qs4z7D5RjqcKlJyvFu6tda7K/prr2Ppsg4HxeceHOYZ7TxfJCjVpxdK7tPZczV7XXtPc0enPsfvWqqihEUADoAKWvLf2W/GGpeNvDNzrY8VNrmmSiFtP1b7Wtwlx8pDMki/K4OFJK8ZJr1KvYy7GwzHBxxEYtKV9Hvo2v0PzjE0Hhqzpt3sfm/8A8HOmv/E/Sf2GNA0rwhJeJ4f1Pxzbw+LWtkyjRLDLJbpKR0QzojDsXRO+AfDv+CaHj/wf4/8A2ANB+Gn7Qv7TU0GmSyXmmnwTf+NrWztZ9MWYqlvJBlZDE/zqVLDepI5U8/pf+3d8P/BnxU/Zzvvh58Q/DsGraJquuaTDqOm3O7y54/7Qgba20g9VB4I6Vxuk/DrwJaf8E19Y+Gtr4Tso9ATwxrGmJpUcWIls/tFxF5IA5C+X8vXOO9fI5zltbGZ3U5Kzh+65tOqTa5d1o9/0P1TB8cYOl4bYXIfq1qtPFOp7VWuk46NbPnV7br3Yx17VP+CatlY+Hf8AhangXwHax2/gfRfHaR+HLKzgRLKyupLK3l1G3ttnAjW6d2ZBwkskqgDBUfT9eH/sDfDfwH8Ivg/qnw6+GXhW00TQ9M8VXSWGmWSkRwhooXbGSSSWZmJJJJJr3CvpMgi4ZLh1e/ur8dfw2PgOJcZTx2eVq0L2uld/FLlSjzSs3707c0tX7zer3ZX5Mf8AB1T4g+KFp8MfhN4b0uS8Twbe61qU2teUn7h9RjihFosjf3vLe7KqeDhj/Dx+s9eCf8FCfhL8NvjZ8MPDPgD4s+DrTXtFuPGkUs2nXu7y3eOxvWQnaQeCAetZ8R03UyOuk7e7f7ne3ztY93w24jw3CfG+CzXEUvawpyd46X96Mo3V9OaN+ZXtqlqtyp/wSe1b4ja3/wAE4fg9qPxWiuE1hvBsCYuoBG7WiMyWjED1tVgIPVgQTya+hq4z9nG3gtP2fPA1pawJFFF4Q01Ioo1Cqii1jAUAdAAMYrs69LBx5MJTje9orX5HzGdY2OZZxicXGCgqlSc1FbR5pN8q8leyCvIf2nvAjeONS0XTP7Oc/bILjTxeQAmSNZmjLqOoHCBuR/AewNevUVlmWBWY4OWHcuVNrX0af6HJhq7w1ZVEr2v+KsFFFFdxgFeQ6j4F/tL9qC21v+zpIRbTrqLzRKcTlbJ7YMxOR0fbxj7g969eorgx2BWO9leVuScZ+vL0N6Fd0ObS/MmvvCiiiu8wCiiigAooooAxPiTpY1v4fa3ozaet2t3pU8L2rA4lVoypXjnkE9K5f9mvwy+geCL3UJBKG1jV3vSsoxj9zFCMcdCIQefU9sV6HRXDPAqeYwxfN8MXG3q07/gbqu44Z0bbtO/oFFFFdxgcD+0bpf8AaPgSCcaaLg2eqRTodpJhIV13jH+9t57Ma3vhR4YHgv4Z6D4UDSH+z9KghPnY35CDrgDmugorhhgVDMZ4vm1lFRt2s2/1N5V3LDKjbZt39QrnNR+G2l6j8QLTx/LdOJbaHabcINrsMhWz1GATx7D0OejorevhqGJUVVjezUl6rZmdOrUpNuLtdW+TOc8YfDfS/GGv6Xr95dPG2my7mjVQRMoIYKT2+YDn0JHuOjooopYahRqzqQjaU2m33srL8AlVqTioyei2CiiityDyJPA7Xv7UY8QnTngFpOdQaWJTtnY2BtFZic/wtjjHMY9Dn12iiuHA4FYFVEpX55yn6c3T5G9eu67jpblSX3Ed3aWt/ay2F9bRzQTxtHNDKgZJEIwVYHggg4INcf8ABD9nb4Ifs2+BU+GfwL+Gml+GtCS7luhpunQkIZpCC8hLEkk4AyT0UAcACu0orscIOak1quvXUI4nEww8qEZtQk03G75W43s2tm1d2b2u7biKqooRFAA6AClooqjA+cf+CgHiDWtH1z4SWFxq1xZeG7/x5JHrUkZVYZrpdPuWsIJnP3Ua5ClR/FKkS8kgH5g+Cfxy8CeJ9J8Tad4p/bBlXSP+E+1m20nw/ceNbG3tZ9PF2wWPyRhnhZzKAc5dcHJBBr9Cfi58IPhn8evh3qXwm+MPgyy8QeHNXjRNS0m/QmKcI6yLnBBBV0VgQQQVBFXvB/gXwd4A8KaZ4G8F+GrPTdI0awhstL0+1gCx21vEgSONB2CqoA+lfKZnw7isfmMsRDEOmnFLS9/TdadfU+to57llLIKeGdC9aLtdqPLy80pc1/i525cr0soxWrvaPL/s4+GH8OeAprqUSh9W1SW+ZZRjG5UQYGBwRGDz6+mK76iivocFhlg8HToJ35ElfvZHy9eq61aVRq13cK88/aS0l9T8GWUyaZ9oNnqyTIwUloWMckYYAeokK8/3q9Doqcwwix+CqYfm5eZWv2Hh63sK8alr2ZifDXw4vg/4d6D4TRpCNM0a2tQZcbj5cSpzgAZ4rboorppwVOCiuisZSfNJsKKKKsQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV438dv29v2Yv2b/jv4D/Zw+LXjmew8VfEa4EXh+2h0ueaGPfMlvC91NGpS1SW4kSCNpSoklYIMmvZK/M7/gqr8E/jf4x/b+8O6Z4E+D3ijXrH4p+HPAWiaX4l0fSXnsPD9xoPjlNbv5L6ZfltE+xMZI2fAkeIouWwKAP0xooooAK8u8AftifA34mftO+Nv2Q/CGs6hP40+H2lWWoeJraXSJ4raKG6z5XlzuoSY8fMEJ2ngnIIHqNfF3gf4rR3f/BdLxv4cX4WfEGK0k+Buj6BF4pufAl/Hoct/bX1/qEsaaiY/s7gQXkABDYMm+MfMhFAH2jRRRQAyeeK1ge5uJAscaFnY9AAMk15D+yN+3Z+zt+27Z+J7j4D69q00/g/Vo7DX9O17w9daZd27SxCa3m8m6jRzDNEwkikA2uvIr164mW3t3uHRmEaFiqLkkAZwAOp9q+If+CN3xO1D9ofxN8dP2pPiL8LfH/hDx1498cW02q6D418CX2jRaXo1pFLZ6PZW8l1Ei3rrbQPPPLHkLLeFeAFyAfcNFFFAHM/GT4teEfgT8L9a+Lvjsag2k6DZG5u4tI0ua+u5RkKscNvArSTSMzKqoilmZgAKx/2Y/2lvhL+178E9H/aA+COsXV74d1s3CWzX+ny2lxDNBPJbzwTQSqrxSxzRSRsjAEMhqP9q/xXofgv9m/xnr3ijwz411fSxoU1vqdl8OLeeXXfs0+IJZbJbZlm86NJGlUwnzV8vKZYAHxX/gil4G8ffDj/AIJ0eDfCnj7wdr2gmPV9en0DTvFll9n1gaPNrF5Np8moIQGF49q8Mkpcby7kv8xagD6sooooA84/a1/av+Cf7EfwA179pj9obxJLpXhPw4sB1G6t7R7iUtNPHBEkcSAtI7SSIoUDPOegr0Kyu4NQs4b+2JMc8SyRkjBKsMj9DX5//wDBxj8GP2pPjZ+xgNF/Z8+BP/CxNK0u01q/8UaBbawLa7ST+yp7eyuoIRFK988MlxJMtqihpJI4sMpXn7m+FV14ovvhf4bvfG/hpNF1qbQbN9X0eK9FytjdGFDLAJgqiUI+5d4Vd23OBnFAG/RRRQB478TP24Pg78LP2ofDH7IeseH/ABnqPi/xVpsGoWreHvBl7f2FhazXEtvHNe3UKNHZxmSGQbpSo+XrXsVfAP8AwUO8JeMf+HlvwJ8cfs+eFPjTD8R5dc8P2Gq654dgnHgy48Hx6heS6vb6pIn7kypDLIyJN82+SAxZO/H39QAUUUUAeTeC/wBtf4A/EL9qPxL+yB4Q1zU73xh4RsVn154tBuf7Nt5CkMjWn27Z9na6WK4gkaAPvVJVYjrj1mvzF/YZ+DH7Uvwf/wCC1vxdilsfidb+Edf8SeLfEHiuXVTP/wAIheWF6ujSaFJYbv3LX4kGoxzFP3gSHa/yiOv06oAKr6vqcOi6TdaxcwzyR2lu80kdtC0kjKqliERQS7HHCjkngVYooA8R/Y3/AG/PgZ+3HL4usvhDovjTS77wPf2tn4k0rxx4LvNEu7WW4hM8IMN2iOd0eH6dGU9GGfbq+Yf+CXXgzxd/wg/xS/aH+InhbU9I1v4ufGvxD4gFjrVjJbXcOl2866VpiSRygOgNjp1vIoIHEuRwRX09QAVxP7Rv7Qvwu/ZU+C2u/H74zavcWXhzw9BHJfS2djJdTu0kqQxRRQxBnllklkjjRFBLM6gda7avmT/gsX4S8aeOf+Cc/wAQvC/gfwXrPiCa4bSW1PS/Ddk1xqjaWmrWcmoSWMagsbyO0W4khKfOJY0KfMFoA9h/Zs/aM+Fn7WXwW0X4+fBjVrq88Pa6s4tWv9PltLiGWGeS3ngmglVXhljmikjdGAKshFd1Xy//AMEbvCXi/wAEf8E8/Bfh3xf4K13w+I9T12XRNO8V2TW+r/2TLrN7Lp82oI4Di8ltHglmMn7xpJGZ/mLV9QUAFeO/tift4/s0/sIeHNB8UftI+MrrSrbxHqzWGmLYaTPeyHZE009w6QIzR28EStJLMwCRoMsRkV7FX54/8HEPwE8efGL9n/wzffBdPiCfHjJr/hbw5D4H8CjXYb+PXNLksbixvsuv9nwTLsH285WDYSRlloA/Qu3uILu3S7tZkkilQPHJGwKupGQQR1BFPrA+FXha+8DfC/w34J1S5Wa50fQLOxuJlORJJFAkbMCfUqTW/QB//9k=", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/DL/g5Z8a/HXS/29Ph/babqGrW2maP4Vtb7wK9ohATUWu5DNLAV6zB4rYH+IbY+ORn9za+P/8Agp74L+Ani3xp4BufjRp+gXGo6bpmr3HgpdbvFjkGoiSxI+zqzr5svCnaA3QHFfO8U0nVyadpWs4v/wAmS/W/yP0rwn4pw/B/GVPMK2H9uuSpHlVrq8Hqr+ln/dcvQ+pPhld+Kr/4b+Hr7x1A0WtzaHaSazE8YQpdGFDKCo4Uhy3A4FblFFfQxXLFI/OKs1Uqymkldt2Wy8l5BX4MWXj79ps/8HJ5unuNY/t0/F1tLe38jn/hGs7Nuzp5H9mgSbvT9597mv3nr4+1jwZ8A5P+CpUHjlrHQG+JMd7BBHM16p1JNMOiPkiHfkRbyR5gTuV3c4r53iKi6v1VqTVqsNvP/I/SvDbizD8Lf2oquG9t7fC1Ka0Xut21d/sP7Xoj7Booor6M/Mj8Qv8Ag6C8X/GTT/2svhlpdvf6lbeHNP8ACX2/wu9uCiLqpvJBcSRsvJlVI7P3UFcY3c/sj8BdQ8d6t8DPBeq/FGCWLxNdeE9Ol8RxTwiN0v2tYzcBkHCkSl8qOAeK+af2/wDw3+zn+1Jo/hfxJcp4b8c2Hh7TvEF3pN7Z6gl5BaahALMbg0LlS6Hgq2cdxX1/bEm3jJOSUGT+FfN5XS5c8xslK6fI/vTf4bLyP07i3iuhmvA+TZKsL7KphPaqUmkruUlst1fed95aj6KKK+kPzE+Tv+C4HiD4oeGv+CYnxO1D4Ty3kd7JYW1vqUtgm6RNNluoo7w8chDA0gYjohY8Dmvnj/g108QfE/U/2RvG+i+JpLx/C+m+NAnhZrhP3aSPAr3ccTHqoYxMQOA0jHqzV9+/tRW2k3v7NXxBsteSJrCbwTqkd8tw22Mwm0lEgY8YXaTk+ma82/4JteFPgz4K+COseH/2frLRYPCUXi2ZtKXw9dLPaMGtLQuySKzB8yF8ncecjtivnK9F/wCtFGpzP+HLTpo/+D+CP03AcWYfD+FGM4feFvOpiIVFVstFyrS+/N7jUf7sp7dfoSvxX/4OnfFHxYs/jT8KdC+1X9v4Qg8O3N9pbxKUhOrC5KzMHHWRIRbYz90SZH3jX7UV8mf8FU/BfwB8b6F4MsP2grDw/cWUE2pzaFF4hvVhjbUhbp5Ij3OokkOWxH827n5TV8UU3UyOrZ2tZ/ijn8KeJaHCXHGGzKrQdaMVNcqtze9CSvG+l1f7rnxF/wAF7/G37Smpf8E2v2a1+IZ1SMa7YW9z8SPOtfL3a0um27wpcY+65Z71tnQshOMoMffP/BHbxB8TvE//AATR+EesfF2W8k1h/DbRxy36bZZLFLiVLJz3YG1WAhjyykMetSft/eGfgr4y/Zg8M6D+0XFor+E5/EGmnVR4hvhbWmRbzGPfIzoF/eBcfMMnA5zivVf2V7TT7D9m3wNYaTbxRWkHhezjtIoFAjSJYlCKoHAUKABjjGKwwWHlS4kqtzb/AHUN/W3/ALbf5s9DPuM8LmvhrhMmhg1TlDE1qnOkrNSvLlj109ok10jCnv076vgH44f8FwfDPwg/4Kk6J+w5/wAInYz+D/tVto/irxO6y/arTV7kfuliAOwwI0lukhKk5aQg/IN339X5M/t+f8Ecfi94k/4KVR/tmfDXVbI+D9RvLbxBqT3tyGmt9atk3R2giHzNDNJBB84PyCVx/CueniHFY7BYONbDfZknLr7vX5dzl8MMJwVjMzxlPiSVofV6nstbfvdOW3edr8iejl0eiPb/APgpZ/wWw0X9gn9rDwJ+z3p/guz1iwuVhvviTfXCy+dpthNKEj+yhWAaYIsspDBgR5ajBYkfeOnahZatp8Gq6dcLLb3MKywSr0dGAKsPqCDX5Gf8FE/+CeWpf8FOf26Phf8AF34O6hJb6L4y0C2Txw9wWSTS7G18ppbhVdR84W48jyyB+9ReMMxX9cNG0mz0HR7TQ9ORlt7K2jggVmyQiKFUEnrwBzU5NjMXjcViZyd6SlaD6aXTt3W2vfYfGmD4LwnCuSvKX/tcqc3iVfVS5ly8y6O/Mor+RRb6Nv1BrlLCd7JczCFjCMdWwcfrX4Rf8EE/Hv7S2r/8FcfEkni251iW916w1yb4qpdwHImRy26dT/q3W8MaDupcoOGIr946+Qf2RvBfwC0T9ur4ieKfhxYeH18X6nP4j/4TafTrxZbwsNXh8kXCByYsrkgELuxnnGajOqLnmOCmpNWm9O+l/wBLejY+COLMPkHC+e4CphfavFUYxUrL3LSau+y99SVvtxh6r81Pgn8QP2oJf+Dj27u7241htfufinqGmatbvByfDy+YgRk6eQtjHE6noAiOMnBr96a+QrLwX8AR/wAFULvxxaWHh9viSdREF3Mt4rakumf8I4u3MW/csRcKN+0ZOBntX17Rw5RdGGJTk3+9mtfK359Q8TeLMPxZiMuqUsL7D2OFpU2rLVq+qt9hbQ8gJAGScAdTWT4K8e+BfiVoCeK/h1400nX9LlkeOPUtE1GK6t3dGKuokiZlJVgQRngjBrxX/gql4g+KHhb/AIJ3fFzXvg3JeJr9v4QnMEunx7porcsq3UidwVtzM24crjcOQK/JP/ghb8Zda8N+C/H3gjxb+05qXgnw1a31ndaNYReK7bT4pLyVZFuXUTAljsit844GB3NGb8Q0snxkKVSm5KSbuvWyt+uvYyyPw+nnfAOO4kjiIxeHqQp+ze8lLlu79Pjjy6a2n2R+9lFeW/st+MNS8beGbnWx4qbXNMlELafq32tbhLj5SGZJF+VwcKSV4yTXqVetl2NhmODjiIxaUr6PfRtfofn2JoPDVnTbvY/N/wD4OdPEHxP0n9hjQNK8HyXieH9T8c28Pi1rZMo0SwyyW6SkdEM6I3oXRO+AfK/+CTH7RF7bfsd+DT8TP2wr/Sb3Srye00nw9eeNbO3jSwhl2W8Rgcb9mAVAJBKgY4xX6Df8FDdA+Fvin9lrVvD/AMbIdLk8J3WsaSuuLrV0ILXyf7Qtz+8kLKEXcF53DnFaH7Hll8OvBf7KXh4+H00nT/DWlWl6bKaGSNbS3sY7qcowkztESxgHdnG0Zz3r5bMsrr47iGUadeVP92ndX2va2606+p+oQ4ywq8K6GQ/U1KcMTKftLKzvDbZvn96z/uqPy7b4OXuuX/w+srnxBJI8xLiOSYku8YY7Sc8njv3GDXUVn+FPFvhTx34dtPF3gfxNp+s6TfR+ZY6ppN7HcW9wmSN0ckZKuMgjIJ6VoV9bg6P1fCU6XNzcqSv3st/mfl2I5nXnzR5Xd3Xby+R+In/B0R4x+L2mftT/AAx01NR1G18M6f4SbUPDksOUiXVftji5kRxyZVRLP3UFcY3HPmH/AAV5+O3xJ8efs5/BvQNU/aS1TxdDqumrqHjXSZ/ElreR2+sJawbS8cABiYGa6AU/L17rX7q/GD9nL4G/H+68PXnxn+GOleI5fCespqvh19ShLmxu0wRIuCM9BlTlTtGQcCvJ/wDgpZ4L+AnjH4NeHdC/aIsNAfwvJ42ga7XxDeLbWplFlemLdIXQA78YG7k8c5xXxee5DiV9axqrtRavyq+tls9V8tz9/wCFfFnKsD/q7hHl3PLAyqqTSjeXtLpOmv5teZ3teaVn1Lf/AASo8QfFDxT/AME6/hFr3xjkvH1+48IQ+dLfx7ZpbcO62sjdyWthC248tnceSa+gq4v9nCC3tf2e/AtrZwpHDF4P01IY41AVUFrGAABwABjFdpX2mDi4YSnFu9orXvofhmdY2OZZxicXGCgqlSc1FbR5pN8q8leyCvwu/wCDmTxV8a4v26vAekRzakmjaZ4RtrvwUkMJMf297uTz3iwDvl3R2wI64WMYwRn90a+T/wDgpH8Hvhf8UvFHhDWfiL4IsdYuvC+haxqPh+W9Vj9huhLY4lQAgFhtX7wI4HFeNxVSdXJp2drOL/8AJkv1v8j7Xwp4swvBfGFPMsRQ9tHkqRtpdOUXZq+nk/7rlvs/pT4ZXfiq/wDhv4evvHUDRa3NodpJrMTxhCl0YUMoKjhSHLcDgVuUUV9DFcsUj87qzVSrKaSV23ZbLyXkFfgrb+NP2krn/g5Rjvrv+1JNei+MLackMlqCyeHMNFwhGBD/AGYS+4fwkv1Oa/eqvk/Wfg98L3/4KRQfHF/BFk3i6PWoNMj19lYzpaHQnYxDnaASTyBnBIzg4r53iKi6qwrUmrVYbeb/AEP0jw44vwnCf9pqvh1V+sYapSW2jlbe/wBl/aS1dkfWFeJ/8FINf+J/hb9g74seIfg1JeJ4ktPBF9Jp0unpuni/dnzJIx13rFvYEcgjI5Ar2ymyxRTxNBPGro6lXRxkMD1BHcV71em61GVNO101ftdbnwWWYyOX5lQxUoKapzjJxe0uWSfK/J2sz+fH/giR4x8cT2fxU8C3XiO6/wCEZsvA1/qFrp7TL5VvfSiGOSdQeVZo4owT0xGuegr9tf2TPGmpeOfC0utReMW8Q6U9vb/YtZN6tytwwUqzLKnyuTtG4rxn0zXj/wAev2dfgh+zL4Msvh/8A/hppnhbRp9B8S302n6VEVR7iRbEPIckkkhVHXgKAMAAV9b2aIlpEqKFAjGABgdK+GyDJa+DzacZVn+65bpXtLmi7dfs9NPuPv8AxK4vwXGOfV81w2H9nCu9E7cy5FGN3bS8rXdn13e5JRRRX3x+ZHyd/wAFwPEHxQ8Nf8ExPifqHwolvI72SwtrfUpbBN0iabLdRR3nTkIYGkDkdELHgZNfOn/BrdqvxFu/2SvHmla9Fcf8I1aeOFPh2SWABDM9shulRurAEQEjoCx9TX6CftNadY6x+zj4+0jVLVZ7W78G6nBcwP8Adkje1kVlPsQSPxrgP+Cfvwv+Hnwa+Fev/Dr4WeEbPQ9DsPF8v2TTbFSI4y9nZux+YkklmYkkk8185Xot8UUanM/4ctOmj/8AtvwR+l4Hi/CYbwqxfDjwydSpiIVFU00SitO91y2XTlnLbr7vX4qf8HUniH4oj4x/CzwxcyXieDF8NXV3p4EeIJNU+0FJzuH3pFhFtwfuiTj77V+1dcV8af2cvgb+0XaaNYfHD4Y6V4mh8PazHqujR6pCXFrdxghZFwRng8qcq3cHAruzrL6maZdLDwlyt216aO+pw+GnF+E4G4woZxiaHtYU1NOKtf3ouKcb6Jq/3XPgD4Q+IfhX+0Z8D/h7pP7Tn7Qdt471abQrDUNS8IeKPGFlc239p/Y/3jPZpgMyb5SFbIQ5OMqCPsD/AIJsTXsn7F3g6B5biTTrX7fa+GJbmII0miQ39xFpjDHDIbJLYo/8SbWyc5pn7f3wk+Gnxk+Emi/D34oeDLPWtFvvF9qbzTroMElKQ3DrkoVbhlB4Pau6/ZasbLSv2cPA+l6ZaR29ta+GLOG2t4UCpFGkSqqKB0AAAA7AV4eTZdWy/PasKlZ1H7Navzl6va34nNm2eUMwyB04QcOes5qCtyQSUtIa/ac9VyxSUI6yv7ve1zvxZg0yf4d6qNWbES2xZWCgkSAjZjPfdj866KvGP2wviReeHfBsvh/w3aNd6nsWSC0XpNcO3l20WcHG6ZkyccDnkV7md4mGGyuq5K91ypd3LRI+WwNOVXFRS0s737JanG/sS674a8ZfGv4hau8ZOpaPbWelaU8sceGslkm+0SQsHLMGvEkikBVcG1i69a+ma+ZfCHwfuv2cPjF4DtPD1150FnpraZq880kate290qtPKW8sZf7bFHNgbPlZ+5Cn6arj4akqeXvCyVp0m4yXzun80zbM1zYj2qd1NJr/AC+RDqDXKWE72S5mELGEY6tg4/Wv5zv+CZ3xi+MWk/8ABSLxFr3xY+MmreD9T19dZHxF1afVYdPna4DtI0Uskwwh+1rGNg5yNo4zX9G9cR4D/Zu+BPww+Ivir4t+APhbpOleJPG08c3irWLW3xNqMke7azkkgHLMTtA3E5OTzVZ3k9fNZ0XSqunyN6q99VurNa6d9mz7jgnjnA8K5BnGX18Kq0sbTjCLdvdabve/S0uZW+3CPqvh/wAP6L8Hh+0V8NfjF8G/Fdn4p+IWrfFK2tr3xXBqkGqalqFm1m0WoQzzKTiCLT1DbQAIvLiIALZb9F6+UbT4M/Cq0/4KTTfG628CWCeLZ9c/s2XXgh882g8NhhF12gZA5AB4xnFfV1c/C+GnhaOIhKbk1Vkrvra2vXfqfPcS5lTzCng4xcnyUkm5bq7b5I6v3IbR26u0b2Ud5a2l9aS2WoW0c0E0bJPDMgZHQjBVgeCCMgg15z+y18M/2V/ht8JofDv7I2keFYfBzX9xNCfCl5HdWj3JfEzeajuGcMu0/MSNoXgAAcT/AMFUvEHxQ8Lf8E7vi5r3wbkvE1+38ITmCXT4900VuWVbqRO4K25mbcOVxuHIFfkn/wAELfjLrXhvwX4+8EeLf2nNS8E+GrW+s7rRrCLxXbafFJeSrIty6iYEsdkVvnHAwO5qs4z7D5RjqcKlJyvFu6tda7K/prr2Ppsg4HxeceHOYZ7TxfJCjVpxdK7tPZczV7XXtPc0enPsfvWqqihEUADoAKWvLf2W/GGpeNvDNzrY8VNrmmSiFtP1b7Wtwlx8pDMki/K4OFJK8ZJr1KvYy7GwzHBxxEYtKV9Hvo2v0PzjE0Hhqzpt3sfm/wD8HOmv/E/Sf2GNA0rwhJeJ4f1Pxzbw+LWtkyjRLDLJbpKR0QzojDsXRO+AfDv+CaHj/wAH+P8A9gDQfhp+0L+01NBpksl5pp8E3/ja1s7WfTFmKpbyQZWQxP8AOpUsN6kjlTz+l/7d3w/8GfFT9nO++HnxD8Owatomq65pMOo6bc7vLnj/ALQgba20g9VB4I6Vxuk/DrwJaf8ABNfWPhra+E7KPQE8MaxpiaVHFiJbP7RcReSAOQvl/L1zjvXyOc5bWxmd1OSs4fuubTqk2uXdaPf9D9UwfHGDpeG2FyH6tarTxTqe1VrpOOjWz51e2692Mde1T/gmrZWPh3/hangXwHax2/gfRfHaR+HLKzgRLKyupLK3l1G3ttnAjW6d2ZBwkskqgDBUfT9eH/sDfDfwH8Ivg/qnw6+GXhW00TQ9M8VXSWGmWSkRwhooXbGSSSWZmJJJJJr3CvpMgi4ZLh1e/ur8dfw2PgOJcZTx2eVq0L2uld/FLlSjzSs3707c0tX7zer3ZX5Mf8HVPiD4oWnwx+E3hvS5LxPBt7rWpTa15SfuH1GOKEWiyN/e8t7sqp4OGP8ADx+s9eCf8FCfhL8NvjZ8MPDPgD4s+DrTXtFuPGkUs2nXu7y3eOxvWQnaQeCAetZ8R03UyOuk7e7f7ne3ztY93w24jw3CfG+CzXEUvawpyd46X96Mo3V9OaN+ZXtqlqtyp/wSe1b4ja3/AME4fg9qPxWiuE1hvBsCYuoBG7WiMyWjED1tVgIPVgQTya+hq4z9nG3gtP2fPA1pawJFFF4Q01Ioo1Cqii1jAUAdAAMYrs69LBx5MJTje9orX5HzGdY2OZZxicXGCgqlSc1FbR5pN8q8leyCvIf2nvAjeONS0XTP7Oc/bILjTxeQAmSNZmjLqOoHCBuR/AewNevUVlmWBWY4OWHcuVNrX0af6HJhq7w1ZVEr2v8AirBRRRXcYBXkOo+Bf7S/agttb/s6SEW066i80SnE5Wye2DMTkdH28Y+4PevXqK4MdgVjvZXlbknGfry9DehXdDm0vzJr7wooorvMDyP9qjwSfG0Gk6YNOdzdRXeni6gUmSIXAjDKOoGdgPI6p9a9bjQRxrGDwoAGaWiuDD4FUMbWxHNf2nLp25Vb8TepXdShCnb4b/O7Ciiiu8wMT4k6WNb+H2t6M2nrdrd6VPC9qwOJVaMqV455BPSuX/Zr8MvoHgi91CQShtY1d70rKMY/cxQjHHQiEHn1PbFeh0VwzwKnmMMXzfDFxt6tO/4G6ruOGdG27Tv6BRRRXcYHA/tG6X/aPgSCcaaLg2eqRTodpJhIV13jH+9t57Ma3vhR4YHgv4Z6D4UDSH+z9KghPnY35CDrgDmugorhhgVDMZ4vm1lFRt2s2/1N5V3LDKjbZt39QrnNR+G2l6j8QLTx/LdOJbaHabcINrsMhWz1GATx7D0OejorevhqGJUVVjezUl6rZmdOrUpNuLtdW+TOc8YfDfS/GGv6Xr95dPG2my7mjVQRMoIYKT2+YDn0JHuOjooopYahRqzqQjaU2m33srL8AlVqTioyei2CiiityDyJPA7Xv7UY8QnTngFpOdQaWJTtnY2BtFZic/wtjjHMY9Dn12iiuHA4FYFVEpX55yn6c3T5G9eu67jpblSX3Ed3aWt/ay2F9bRzQTxtHNDKgZJEIwVYHggg4INcf8EP2dvgh+zb4FT4Z/Av4aaX4a0JLuW6Gm6dCQhmkILyEsSSTgDJPRQBwAK7Siuxwg5qTWq69dQjicTDDyoRm1CTTcbvlbjeza2bV3Zva7tuIqqihEUADoAKWiiqMD5x/wCCgHiDWtH1z4SWFxq1xZeG7/x5JHrUkZVYZrpdPuWsIJnP3Ua5ClR/FKkS8kgH5g+Cfxy8CeJ9J8Tad4p/bBlXSP8AhPtZttJ8P3HjWxt7WfTxdsFj8kYZ4WcygHOXXByQQa/Qn4ufCD4Z/Hr4d6l8JvjD4MsvEHhzV40TUtJv0JinCOsi5wQQVdFYEEEFQRV7wf4F8HeAPCmmeBvBfhqz03SNGsIbLS9PtYAsdtbxIEjjQdgqqAPpXymZ8O4rH5jLEQxDppxS0vf03WnX1PraOe5ZSyCnhnQvWi7Xajy8vNKXNf4uduXK9LKMVq72jy/7OPhh/DngKa6lEofVtUlvmWUYxuVEGBgcERg8+vpiu+oor6HBYZYPB06Cd+RJX72R8vXqutWlUatd3CvPP2ktJfU/BllMmmfaDZ6skyMFJaFjHJGGAHqJCvP96vQ6KnMMIsfgqmH5uXmVr9h4et7CvGpa9mYnw18OL4P+Heg+E0aQjTNGtrUGXG4+XEqc4AGeK26KK6acFTgororGUnzSbCiiirEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeN/Hb9vb9mL9m/47+A/2cPi145nsPFXxGuBF4ftodLnmhj3zJbwvdTRqUtUluJEgjaUqJJWCDJr2SvzO/wCCqvwT+N/jH9v7w7pngT4PeKNesfin4c8BaJpfiXR9Jeew8P3Gg+OU1u/kvpl+W0T7ExkjZ8CR4ii5bAoA/TGiiigAry7wB+2J8DfiZ+0742/ZD8IazqE/jT4faVZah4mtpdInitoobrPleXO6hJjx8wQnaeCcggeo18XeB/itHd/8F0vG/hxfhZ8QYrST4G6PoEXim58CX8ehy39tfX+oSxpqJj+zuBBeQAENgyb4x8yEUAfaNFFFADJ54rWB7m4kCxxoWdj0AAyTXkP7I37dn7O37btn4nuPgPr2rTT+D9WjsNf07XvD11pl3btLEJrebybqNHMM0TCSKQDa68ivXriZbe3e4dGYRoWKouSQBnAA6n2r4h/4I3fE7UP2h/E3x0/ak+Ivwt8f+EPHXj3xxbTaroPjXwJfaNFpejWkUtno9lbyXUSLeuttA888seQst4V4AXIB9w0UUUAcz8ZPi14R+BPwv1r4u+OxqDaToNkbm7i0jS5r67lGQqxw28CtJNIzMqqiKWZmAArH/Zj/AGlvhL+178E9H/aA+COsXV74d1s3CWzX+ny2lxDNBPJbzwTQSqrxSxzRSRsjAEMhqP8Aav8AFeh+C/2b/GeveKPDPjXV9LGhTW+p2Xw4t55dd+zT4gllsltmWbzo0kaVTCfNXy8plgAfFf8Agil4G8ffDj/gnR4N8KePvB2vaCY9X16fQNO8WWX2fWBo82sXk2nyaghAYXj2rwySlxvLuS/zFqAPqyiiigDzj9rX9q/4J/sR/ADXv2mP2hvEkuleE/DiwHUbq3tHuJS008cESRxIC0jtJIihQM856CvQrK7g1Czhv7YkxzxLJGSMEqwyP0Nfn/8A8HGPwY/ak+Nn7GA0X9nz4E/8LE0rS7TWr/xRoFtrAtrtJP7Knt7K6ghEUr3zwyXEky2qKGkkjiwylefub4VXXii++F/hu98b+Gk0XWptBs31fR4r0XK2N0YUMsAmCqJQj7l3hV3bc4GcUAb9FFFAHjvxM/bg+Dvws/ah8Mfsh6x4f8Z6j4v8VabBqFq3h7wZe39hYWs1xLbxzXt1CjR2cZkhkG6UqPl617FXwD/wUO8JeMf+HlvwJ8cfs+eFPjTD8R5dc8P2Gq654dgnHgy48Hx6heS6vb6pIn7kypDLIyJN82+SAxZO/H39QAUUUUAeTeC/21/gD8Qv2o/Ev7IHhDXNTvfGHhGxWfXni0G5/s23kKQyNafbtn2drpYriCRoA+9UlViOuPWa/MX9hn4MftS/B/8A4LW/F2KWx+J1v4R1/wASeLfEHiuXVTP/AMIheWF6ujSaFJYbv3LX4kGoxzFP3gSHa/yiOv06oAKr6vqcOi6TdaxcwzyR2lu80kdtC0kjKqliERQS7HHCjkngVYooA8R/Y3/b8+Bn7ccvi6y+EOi+NNLvvA9/a2fiTSvHHgu80S7tZbiEzwgw3aI53R4fp0ZT0YZ9ur5h/wCCXXgzxd/wg/xS/aH+InhbU9I1v4ufGvxD4gFjrVjJbXcOl2866VpiSRygOgNjp1vIoIHEuRwRX09QAVxP7Rv7Qvwu/ZU+C2u/H74zavcWXhzw9BHJfS2djJdTu0kqQxRRQxBnllklkjjRFBLM6gda7avmT/gsX4S8aeOf+Cc/xC8L+B/Bes+IJrhtJbU9L8N2TXGqNpaatZyahJYxqCxvI7RbiSEp84ljQp8wWgD2H9mz9oz4WftZfBbRfj58GNWurzw9rqzi1a/0+W0uIZYZ5LeeCaCVVeGWOaKSN0YAqyEV3VfL/wDwRu8JeL/BH/BPPwX4d8X+Ctd8PiPU9dl0TTvFdk1vq/8AZMus3sunzagjgOLyW0eCWYyfvGkkZn+YtX1BQAV47+2J+3j+zT+wh4c0HxR+0j4yutKtvEerNYaYthpM97IdkTTT3DpAjNHbwRK0kszAJGgyxGRXsVfnj/wcQ/ATx58Yv2f/AAzffBdPiCfHjJr/AIW8OQ+B/Ao12G/j1zS5LG4sb7Lr/Z8Ey7B9vOVg2EkZZaAP0Lt7iC7t0u7WZJIpUDxyRsCrqRkEEdQRT6wPhV4WvvA3wv8ADfgnVLlZrnR9As7G4mU5EkkUCRswJ9SpNb9AH//Z", "info": {"equation": "11+14*4=67", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "11+14*4=67", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e4859e06f65e567197552b621698cb5c35f0a3f717d200934bd33a45a96e3509"} +{"episode": 72126, "episode_seed": 322190426, "split": "train", "timestamp": "2025-10-28T03:49:47.539697", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 322190426, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 5, 1, 1])", "action": "('move', [4, 5, 1, 1])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "78/13=6", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cLr9rvw14K8VT6jH4DtfC0d14SgaLbaTXTsy3kikcSSgiJWzyqleAGy3a/8ABNH9pP4nT/sBXy+NP2xtY0XXNDTUbLwDo03jSytStrBaRi0jWKYbmQT70XecYUKPlAr9Zv2hv2WP2ev2r/DFn4N/aJ+FGleK9N069+12NvqSNm3m2MhdGQqy5ViCAcHjIOBjr/D3hPwx4S0Cx8K+GPD9nYabplnFaadY2luqRW0EahI40UDCqqgAAdAK+MxPDGMr5nVxMMS4KXa9/R6rRdD9uzHxWynG+GuX8NLL4+0w8k5SfLyPlvrFWvzTv+8vbrvfT+Wv9l34vftRXX7cnhX4sfDDxHrmpfE/VvGkcq3kQM11qFzPLidZFPDpIrSB1b5dhbOAOP6pK/Ojwj8NP2S7f9uGb4geH9K8JN8VT8arwanNDqSSarHbnU5ULNB5haIGPyl3hFyrDnDnP6L0+DqEqFLEpybtUcfu6+rvr6Ijxo48wnHOMy+pQwf1f2dFXva75rNJW3pxt7m3xSdlewV4H/wVF8V/G/wR+wB8UfFf7Ob6gni+y8O79Om0mHfcwQmaMXUsQ6h0tjO4YfMpXcvIFe+U2bd5L7eu04xX1tek61CVNO3MmrrdXW69D8kynHQyzNaGMlTVRUpxm4S+GSjJPll5StZ+TP5hP+CV3xb+I3wz/bK8OReEPi7qPhHTdelaz8XajaatFaK+ngGVxJJN8gwyKQT82eBycH1//guN8a/HXjL4meFfh9pv7RGp+NvAsGirqFrFP4jt9Qhi1QyzxysTBjDiHygA/QO237zV+hn/AATH+GH7I/hL4y+ENc/Z70bwguuX/ge7HjGfQNRjurgTGKzbZOBI5hJk8w7PlBZTx8vHtH/BU3wV+zv4x8EeANE/aWsvDp8KHxrLJP8A8JJfraWonGlX3lZkLoA2c4G7n3r8ow2U4irw/UxKryUY39zWzs/W34H9O5l4v5ZW8XsJnCyt2hTVOzUfbNyT95K1uZc1o66x6q+nj3/Btd4t+N/if9gq6tPijPqM+gaX4qntPAdxqEfBsFRDIkTnl4kuDMo6hSGQcLgfoXXif/BPbRfBvhv9mDTtA+HVlY23h+z1/WotEg0sqbZLUapc+X5RUkFCuCGBOc5yc5r2yv0nJYOnlFBN39yL181f8Nj+e+N85pcQ8XY3MadFUo1akpKC6a9f7z3l3k2FFFFemfLHM/GX4ueBvgJ8KvEHxn+JmqNZaB4Z0uW/1W5SIyMsUa5IVRyzHgADqSBX5v8A7An/AAcTN+1B+2AnwD+M3wr0rwv4e8WaibHwBqWnNNJcx3Ty7ba2vSzsrtKpVPMjVAJMDbtbKfeX7afgnwb8V/2a/FfwY8cS3C2XjDSZdKY2km2VPMH+sU4xlMb8Hg7cHg1+UX/BI3/giR8VLP8Aa8j+P/xn1WKLwX8MvFsr+G77T5Sr+I9TsbgCN0U/Mlukikux+88RiGRuYfJZrmGZf25QwmCd7Wc15N/afRW+evoftnh5l/hnV4KzfEcRytiVG1G7afwu3skvim56STuuW2y5mftjRRRX1p+JhRRRQB/P9/wcoeLfjjqn7fh8I/ECXUU8HaV4es5PAFvNFstWilgjN3LFjh3NysiOx+bESKeFWv1G/wCCGfi744+Nf+CbXgbWPjvPqM96n2iDQbrVY9s0+kRvttHJPLrsGEduWRVPIwTV/wCCn/w//ZX+IXxL+Gen/tX2fhabSINJ119KHivVVtIvtRn0oYRmkTc2zd8uTxnjivd/2MLW1sf2U/ANjY20cMEHhq3jghhQKkaKuFVQOAoAAAHAAr4zLMNKlxXi25t6J/8AgVnb5bI/b+LfEDB534T5TkUMD7OdF61LLlfInFuHW9S/NU297ve69Oooor7M/ED+Yv8A4Kv/ABA/aE1L/gpJ8SNb+MWqavaa9ofi+eDw0026CSy0uGdm05rfbjYnkmOVWX7zOXzuYmvt39o39q741f8ADr+Pxtpf7auuXXxI1Hwtp3/CSaTD40sWm23BRL1fs8YDIfLdshMMnJGCOP0q+OnwN/YG8dftBeDvG37QfhvwDcfEm1aFfBb+INQhi1GcxzF4lhhaRTcbZSSo2vhiccmvS/ipaW//AArHxIY7WMt/YN5jEYznyHr4T/VXGPEVpwxbipNvS93197Va6+Z/QvEni/lmaZfkNNZTFfUuST5klCfJypxp6P8Ady5bu/Wys7Xf4D/8G6Hi3446N/wUX0jwv8MZdQbwzq+j3v8AwsG3t4t9v9hit5WglmzwhW6MCq/3gZSo4dgf6Gq+Cf8Aglv8N/2S/Avxisb39lvTPCMZvvhvd/8ACSXHhjU0u2a4WfSiqzOsjlCNzkISOpOK+9q9Dg2Djkqd73lJ+nSy+6/qz5Pxo4uw/GfGssbRwzoKNOELSSU5NXfNO3X3uVav3Yx9EVW1nWdH8OaPd+IfEOrW1hYWFs9xfX17OsUNvCilnkkdiFRFUEliQAASas1+cf8AwcyeLvjl4b/Ym0XTPhtPqMHhfVvFC23j2ewj+U2+zdbxTOOUieYDPZmCKTyAfezHGLAYKpiOW/Kr2/r8fI+L4O4dfFvFGEydVVT9vNR5nslu9OrsrRWl5WV1c/QXwP8AEDwH8TvDsXi/4beNtI8Q6TO7pDqmh6lFd28jKxVgskTMpIIIIB4IxWvX893/AAQ1+N3jjwn4u8X/AA71z9o/VPBXgYaV/aAt4vE1vp8EmqtLDGrKZwcuYVkyE6hF3dFr9Uvg/wDGYeILpvD/AMOv2jrrxreR3C3BiHieDUZos4QAiDkRn0YYyTXylLjfCypRcqMubra1vk73/DyPpuPPDqpwZxRXyqOIjUjCzUtnaSUkpLVJq+uvn1sfX9FMgMzQI1woEhQeYF6A45xT6+3Turn5oFfyofG74x/tVad+2frvxh+I3ifXNK+LOneMHnur6X9xd2N/DJsRFXoioFVFQfIEUKMrX9V9fnX+0J8M/wBkzVf25fFnjvxLpHhGb4qW3xE8O/2S93qKf2osC2+jhXjtzJkgIZCHCEgAkHjI+O4yw8quHoSU2rTS/wDAuvqraerP2zwX49wfA+KzF18F9Y9rR0sldct7xd9qc+b95v8ADHRmz4B/aI8M2GlaJrniP9vC6l1OKztZtRs7z4jac0LXHlqZEdAMFd+4FQcds19c/s86x4o1jw/dz65dTXFqJlNjcXDFi+QS2GP3lzjnnkkdq7i/bRdKsZtT1NrW2traJpbi4nKokSKCWdmPCqACSTwAKzfh/wDEz4bfFjQP+Ep+FfxA0PxLpYnaA6l4f1aG8txKoBZPMhZl3AEZGcjI9a68vyLE4LHxrVcXKpZP3XfW/rJ6ddt7H5bisZ9bw05U8OoxurtLRN6pbaeWu1zcooor6c8UKwPiveeM9O+FviXUPhxamfxDB4fvJNBgEav5l6sDmBdrEBsyBRg8HvW/RSkuaLRpRqKlVjNpOzTs9nbo/J9T+Vv9nn4gftRS/t5eGPiD4Un1vUPixP8AECOVjc2plvZ9RecrOssbjqcyK6sAFXdnaBx/VJXwB4d/Zz+Bmk/tZL+0Jp/ww0yPxte/HC9hufEm1zcMh1S4jIGWKqSiKuVAOMjPJz9/18dwdQdCliU5N2qOP/gPX1d9fRH7H4yeIGA4+xeAq4XCewVKlZ7Xbk0+VW+xC3ubP3paK9grwP8A4Ki+Kvjf4I/YA+KPir9nN9QTxfZeHd+nTaTDvuYITNGLqWIdQ6WxncMPmUruXkCvfKbOSIXK9dpx+VfW16TrUJU07cyaut1dbr0PyjKcdDLM1oYyVNVFSnGbhL4ZKMk+WXlK1n5M/l+/4JZ/Evxv8Ov21fC134W+J934UtdWeSy8T6xbalDakaawEsoaaYFUBaKM565UAcnB/XnWrT9mj49+ItG0v4l/HXT/AInz6fcSTaF4e8T+MbTVLdLhoyGmSzXCSyiPeAzK+1WfGMk1of8ABO79m74D/Bz4s+APFvwv+FmlaLqfiTwDdy67fWsbGS8bybGT5i7Ngb3Ztq4GT04GPYv+CkHwV+FHxw0P4e+Afi14Dsdd0aTxjPO9hdhlQyR6VfFGyhVsgk96/KMNlOIq8P1MSq8lGN/c1s7fP9D9u8Q/EXLeMOO6GNw1CWHioRg5qzq/au7JxT0bilzq8d2r2XPf8EiRHpnw8+I/g34fs7/C/Q/iPdW3wwkjRTai0aGKW9itJVz59umoPdoj5YcEBjjj65rxj9gXwr4b8C/s3Wngvwbodtpmk6V4l12103T7OPZFbwpqt0FRR2AH4nqck17PX6RktN08ooRbv7kfxV/w2R+O8S4+GaZ7XxMI2Updd3ZJc0n1nO3NN9ZNsKKK4j41fEOHwpob6DYyN/aOoQlYdoH7tCcM5/UD3+ldOOxlHL8LKvVdlFff2S83seRQozxFVU4bs8R/aq+Ivifxt4osfh58M7kf254h1IaF4WYIjiGRlZ7m+KNIodIIY5pzg/MIkXqwB+hfhX8NPCnwc+HOi/C7wRYC30vQ9PjtbRABuYKPmkcj7zu252bqzMzHkmvDv2MfAUvjbxzrf7S2vWbLawfaPDvgaKUqdtpFMFvbwKYwyGe4hCL8xzFbRsMBzn6RrxuHMJVVGeOr/wASs+Z+Uei+79Ox25lVhzqhT+GGnz6sKKKK+kPNCiiigD+f7/g5Q8W/HHVP2/T4S+IEuop4P0rw9ZyeALeaLZatFLBGbuaLHDublZEdj82IkU8KtfqB/wAEJNe+MXiD/gmd4Cn+MkF2ststxbeHHvbYRPJo8b7bRgAAWTYMIxGWRVPIwTp/8FDv2fvgt+0N8WPhz4d+Nvw50/xJY6foeu3Nlbahv2xTG40pS42Mp+6SMHI56V7B+xha2th+yn4BsLG2jhgg8NW8cEMKBUjRVwqqo4AAAAA4AFfGZZhpUuLMW3NvRP8A8Cs7fLZH7XxZ4iZfnvhXlXD9LBqFTDv3p6W91SjeNtb1L81S9ve/mvdenUUUV9mfih/MZ/wVf+IH7Qupf8FJPiRrnxi1XWLTXtC8XzweGXm3QSWWlwzs2nNb7cbE8kxyqy/eZy+dzE1+oHwR+OWnfEz9mjwyP2gv259U/tvXvCUA8XadL8SLK0JlmhxNGyx7WiyGIIUqy54IIr7G+OnwN/YG8dftBeDvG37QfhvwDcfEm1aFfBb+INQhi1GcxzF4lhhaRTcbZSSo2vhiccmvSvivaWo+F/iVxax5GgXhz5Y/54PXwi4WxjxFacMW4qTb0vd9fe1WuvmfuvHXilgOJuG8owFLLvYyw0F7zSS0SjalZX5Lxu9veSXS7+C/gN4D+Evwi/by+Dtp+yJ4a0fS5da0HU7fxzZ+ErSF7efwslkZLa6uimdoF8tmsU5O6UySDc+Dt/ReviH/AIJzfs5fAv4BfGbR5/g18L9L8PSa58MLubV5bFHL3TrPpJUszsxwC7kAEAFicc19vV6HBtNwyVO97yk/TpZfdf5n53xtmdHMszpqnKU/Z01FznZTm+aU+aSUpbc3JH3pe7GOvRFc78W/C/wx8a/DDX/C3xp07SrvwleaTOniOHW2VbT7HsJlaVnICKqgsXJG3buyMZroq/OP/g5k8XfHLw3+xNoumfDafUYPC+reKFtvHs9hH8pt9m63imccpE8wGezMEUnkA+7mWKjgsBUryjzKK27/APA7+RzcE5DW4n4sweV0q3sZVZpKf8ttbrb3tPdV1eVldbn2h+yn8Mf2Ufhr8IYNA/Y/0jwpF4Mlvp7iF/Cd5Hd2k1yWCyuZkd/MfKhSSxICBeAoA9JjggiOYoUUnqVUCv58f+CGvxu8ceE/F3i/4d65+0fqngrwMNK/tAW8Xia30+CTVWlhjVlM4OXMKyZCdQi7ui1+qXwf+Mw8QXTeH/h1+0ddeNbyO4W4MQ8TwajNFnCAEQciM+jDGSa+Tw/GmCjh4x9hJPRWilb5fpp5H1PiJwHjeGOL8TgauL9u01L2km+d8yUvfvf3tddX362Pr+imQGZoEa4UCQoPMC9Acc4p9fcp3Vz8uCv5Svj38U/2mz+2Pr3xW+LGtavZfFTT/Gf2m6uryMR3NjqNvMPKVUOVQRGONUUfIFRQPlAr+rWvgL4+/s4/AvX/ANrTxj8f9c+F2l3XjPTviV4dhsPEM8bNPAiw6Kq7QW2ZCuwDbcjPBzivjuMsPKrh6ElJr30v/AuvqraerP2nwa8Qsv4CxWYPFYRV/bUrLa6cW/dd/wDl3Pm9+137sdGYl74/+D/xR+F0Hg744ftoTa1ZarpNunifQNS+JtmttdsURpoJhCUJjLhlZAwDLlTkEg9T+xpofhz4Zf8ABQa5+Hf7N2l22m+Fr34dTX3xN0Hw9axLpllqCz26aVO6x/Lb3UsJuwVG0yRQo5DYDV9Nftr+H9E1v9kf4jaLq2lQT2l54RvYLqB4xtkjeIqynHYqSPxryj/gnt8B/g5+z38U/Hng74J/DvTvDemXPh/Rbq5tdORsSzG51Rd7M7MzHaqgZPAHGK86nlWIwPEmFhUxEqjak7u97JPTd6PqfL4LiDDw4fxseWS504qkreyvOyc5a/FCycEoP3oxbkuWz+rKKKK/Qz8+CiiigD53sfhV/bPxuhsTpEtill4vfXZhbKQhkE0kxclgfld2JPqScYr6IoorysqyuOVwqRU3Lnk5a+fT/gnVi8U8VKLatZJBXh3/AAUm8SfFTwh+w98QvEXwZvNWtddttKhzeaDb+be2li11Ct9PAuCfNjszcSKQCylAQCQK9xo69a9CvSdahOmnbmTV1urq116GmV4yOXZnQxcqaqKnOMnF7S5ZJ8r30drPR6H5ifH34y+C/APiP4GaV8Hv2gY/DcN9rq2yXWia/aRiXwz9jkE8jTSFgkW6C3CyA/M6lQSeK9R8N/EX4Y+LvFOn2n/DUx8Z6jFJI2kaZqHja0vmjlMTq0kUUWGL+U0i55wrNx3H058Df2Mv2WP2afEGu+KvgP8AA3QPDGoeJXDa1daZalWuMOzhRkkRpudjsTavTj5Rj0pbW1RgyW0YI6EIK+Go8HY1Yb2UsW0ne8Um4/8ApSv56H02b8QZPUrU44Gg3GC+OajGcm23qo8yXLflXvO6V9L8q4z9njwS3gH4XW2jyCcPdahfahIlyAGRrq6luCuMDABkwAecYzk129FFfb4WgsLhoUU7qKS+5WPj6tR1aspvq2wrkfiN8ItL+IeoWupXGpy2skC+XKYow3mR5Jxz0IJODyOTwa66ipxeDw2OoOjXjzRfT09B0a1WhPnpuzI7O0gsLSKxtYwkUMaxxqOygYA/IVJRRXQkoqyMm23dhRRRTAKKKKAPIf2mNClutf0HxFHoglktLe4tre7RGZ1854WeLjjDGGIjuSvFdt8E/BKfDj4SeHvA0ckzDTNKihzcEb+BznAAzz6V1FFeVh8rjh80rY3nbdRJW7WXf5HVUxTqYWFG3w319Qooor1TlP5jP+Cr/wAQP2hdS/4KSfEjXPjFqusWmvaF4vng8MvNugkstLhnZtOa3242J5JjlVl+8zl87mJr9R/2fv2govGv7PPhHVPjl+3VqS+ItV8MW0nifT7n4hafCDPJEDLG8QA2ZyQV4IyRwa+3/ij+xp+y18avivoXxy+K3wP0HXfFvhryv7E1y/ti01t5UhljHBAcJISyhwwBJxjNekmztCcm1j/74FfDrhPHLE1akcW4KTvpe7/xarX7z9u468Vsp4s4ayvLaOXqnLCwtJvltdRUbU7JtQduZp2d7Lpd+DfsreDtJ1Hxhb/EzQZg+m2XhiTTtMltJFe1mhuJLWUFHGd+FtkwQcYbnOQa99pFVUG1VAA6AClr6XKMtWVYGOGUua19bW3d9tT8bxmJeLruo1a4VjfEL4e+Cfix4H1X4a/Ejwxaa1oOt2T2mq6Xfxb4rmFxhlYfqCMEEAgggGtmivSlFSTTV0zCnUqUaiqU21JO6a0aa2afRo4n4F/s4/A39mfwGvwx+BHwy0vwzoS3cl0dO06E7XnkxvkZmJZ2IVRkknCqOgAHZxwQRHMUKKT1KqBT6KUIQpwUYKyXRbF4nE4jGV5V8RNznJ3cpNttvq29W/NhRRRVGIV+T178aNS0T/gnr45+IfxT+Kt9pfxQF1qk3iW4vpoY9SsfFyXLtb2qwNkIUkgt0hiC4+zxIygqNx/WGvMtW/Yz/Za139oK2/aq1j4H6DcfEKzRFt/FMlsTcKViMSsRnazrGdocqWACgEbRj57iDJq+cQpKnU5OV3/4Pqraer1R9fwtneUZVGrDH0XNOUJrlUW26fP+7fNa0KnP7zV2uWL5JbHyFovxj+HniPwRp9h8Tf23JtSa70q3Gv6PqPxGsGt7iRolM0MiJjKFtwKgjjjNfVH7L/g022u698SXabOq2FlYx7gPLdIJLmTevGTk3JBOSPlHoa9e+xWf/PpF/wB+xUgAHAFc+A4brYTMIYqtiZVHFOya7q27kzx8XmkMRSnThSUFJ3023vtYKKKK+pPICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqDVbSXUNMubCG5aF54HjSZOsZZSAw9xnNAHzx+zv/wAFXf2Iv2pf2hNT/Zl+DfxOu77xLYLfNYyXWhXVtYa2tlN5N4dOu5UEN6IJDtk8pm28nkAmvo6vxU/4JW/s3/tM2H7RP7IX7PHjH9m/xx4UvP2SbL4kR/FDxdrfh+W20i/bVbmZbFdOvG+S/FwJVlbyydoB3dK/augAooooAK8N/bZ/4KJ/swf8E/NK8Oat+0l4i1eyTxVqf2HSI9H8PXN+xffFGXkMKMsMYeaFd7lQWkUDJOK9yr8+/wDg4/8AFurS/sGxfBTwf8I/H/i7xB4r8XaNeabbeB/A19rCww6dq1jdXJuHtY3Fv+6DFN+PMKsFzg4AP0DVgyhh0IyKWua+DvxN0X4zfC/Q/in4c0XW9Nsdd09Lq1sfEmizadfwI3RZ7adVkhfjlHAIrpaACiiigCh4q8T6H4J8L6l4z8T34tdM0iwmvdRumRmEMESGSR8KCThVJwATxwK8P/ZA/wCCmX7KX7b3jjxJ8MPgrr3iC28TeFbOC+1Xw74u8JX2jXv2Gc4hvI4byKNpIH4xIBj5l9Rn2rxz4pg8DeCdY8bXWkX+oRaPpVxfSWGlWjT3VysUbSGKGJeZJGC7VQcsxAHWvzl/4IzfFHWP2q/2y/ix+2t+0Z8G/ib4P+LPjPQE03R/DXij4ZanpOleFfCVldgWunpfXUKRXt7LJKLiUqe5CKFRqAP0vooooAKKKKAPnf8AbN/4Ki/smfsE69ZaH+0Xq3imzS4s4ry/1XRvBOoajYaPayz+RHPfXVvC0VojSAqvmMCdpwK+gdN1Kw1nTrfV9Lu0ntbqBJraeM5WSNgGVge4IINfmV/wcX2Fx8c/hdF+zf4H+BX7QevfEiKyt7/4ZS/D3Rbu48J6xfzX0GbbWNhNpKkP2VHKXqhVWUmMnc1fpJ8PYvE8HgDQ4PGtvaxaymj2y6vFZKBCl0Il81YwOAgfcBjtigDYooooAKCQoLMQAByTRXif/BRvwh+0t8Qv2I/iL8P/ANkKKF/iFr2gNp2h+dqiWJVZ5EiuGS4cFYJRbtMUkIO19pwcYoAX9jX/AIKC/sv/ALfMXje7/Zh8a3Gu2vw/8WTeHdfvX06SGFryMZJgdwBNGRyJF4III617XX5lf8G+vws/aS+Cfxb/AGmfAfxW/Yl/4VB4Xk8e6fL4etV8Rm+t42h0y2tRaWsn2aEXsKxRI5vE+VnZk27lJP6a0AFFFFABXzn8Sv8AgqB+zr8M/wBqqb9ji58IfErXfGVm+lDVT4S+G2parYaYuoki1kurq2iaK2RgHJeQgARuScKcfRlfkt/wVQ8AfELSv27X8f8A7CngT9pnS/2ide8X+EIIdb0G1u4/AGraLbBROb+WL/RJIY4JbpHW5PmLJnYNrZIB+tNFFFABRRRQByHx8+PXwl/Zg+Duv/Hz46+NLXw94T8MWBu9Z1a7yUhjyFAAUFnZmZUVVBZmYAAkiuf/AGUv2uPhN+2R8PJ/iR8JLPxLZ2tpfmzvLDxd4UvNGvoJPLSRS1vdxpJsaORHVwCrBgQa+d/+Dgn9nb4xftMf8Ey/E/gn4HaDrGra3pXiPQ9dk0jw6N2oXlpZahDPOtsv8c6xq0iJ/E0YABJAqj/wQ2t/2g4/h18WLn4iT/FhvhvP8Tpm+Cg+OD3TeJRo32aLzTcfbP8ASREbnzfLEvzYDY+XFAH3LRRRQB//2Q==", "info": {"equation": "78/13=6", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b109c4526889333503ad97fa707402a1ab95e1e128a493530fee441044991232"} +{"episode": 72127, "episode_seed": 1856133078, "split": "train", "timestamp": "2025-10-28T03:49:47.587558", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1856133078, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 0, 3, 1])", "action": "('move', [0, 0, 3, 1])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "10-9=1", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/KKKKAP5+P8Ag5B8aftC6r+33d+C/iZLqcfgjStJtJPhzbTQ7LSSCW1hN3NERxI5uhKjMfmAjRegXP21/wAGyHjf9oXxR+yf4p0T4nT6pceCtF12C3+HlzqMXyBSspvIYJD8zxJJ5XHKqzuqnO4L7H/wVS8C/sx+PvHvwx0r9qy28MyeH4tN8QS2f/CU6qtnALsNpgXbI0keX2GTC55GTjjI9Q/4JxaF4K8Mfs5y+HvhvYWFr4es/F+sR6Jb6Vt+zJa/bHMflFSQVKkEMCd2c5Oc18JgMLKnxnW99v3XL1vbR+Svp6I/oLiLxKwOa+DGC4fjl6hODhH2llyJ03rOHX2k7fvP8c9Xc96ooor7s/n0+fP+Cqni74/+BP8Agn98S/Fn7MP9ojxnZ6PE1hLpFv5t1Bbm5hW8liHUOlqZ3DL8y7dy8gV/Nt+zR8WfjL8JvjxoPjv4J+PdS0LxPJqAt4dVsrxY5Cs52SK7SfIVZWO4yfL3PTI/rMr81v2SP2WP2dvhv4s+DPxi8D/CDR9O8U6zrlkdT1uKN2nmM2nXUkp+diE3tydoGenTivguLcJOrmWEcajjzPlXk7r3l56/gj9/8KPFDK+C+FMzy3E4BVpVbyT0tK8OX2dW+rpq11a/xSVtbnjX/BW39pPxtoH7J9zbfAT9tHWtebVNaj07xPp9v44s7xpNJmgnWUFIgJApk8lWK84Yg/KTXx3/AMEO/G37QvhX/gov4D0f4CTam8Gs6lHbeNrKyi8yCXRN4Ny9wp+UJGvzK5wVfbt+Zgrf0G/taWVkf2VfiarWkW0/D7WgwKDkfYZq+Qv+Cf8A8LP2Mvh/+0/4d1H9krSfBkb3fhvVo9eufCmrR3rnAs2jSV1lkKDO8hcgEgnBxxwYrKMTgs8wkKmIlNye7vdWa0Wr3Ovg3xRy7J/DLM8nllqnKafvJLkftFyp1dL3ja8LXvovdtc/QKiiiv0w/nUKKK5n4hfGn4OfCSawtvit8WfDPhiTVGddMj8Q69b2TXhQqGEQmdfMILpnbnG9c9RUylGCvJ2RrRoVsTUVOlFyk+iTb77LyOmoooqjIKKKKACvy7/4OhPGn7Qvh/8AZ58C+Gvh/LqcHw/1rVryPx/PYw/unnT7M1hDPIOVRj9pYKflZolzyqiv1Erw3/gpBpXgrXP2O/E2j/EiKyfw9c6lokWuLqUwjt/sh1iyE3mOSAibN2WyMDJyMZrys7oPEZRWgpOPut3Xlrb52s/Jn2Ph/n9HhfjPBZpVoKtGlO/I+t043X96N+aH95I/Cr/gjD8b/ib8Pv2kpPAOnfHnVPBfgjV9PuLrxW1trsFjA8kMDi2cvPlQ/mui/L8zA4OVBx2P/BcL47/EnxV468M/DPRv2kNV8afD59Hj1FbeTxJb38C6ss1xG5YwYwywtFgPwN5K9Wr9Qv8Agmj8N/2XfAPxj8VWX7LOjeFYtAuvCNjJeS+F72O7hluheXQO+VXfcwXb8pb5QeAM89p/wVP8JfA/xV8H/Beg/tAWehnwjP8AEWA6sNevFtbTjTNRMe+UugX94Ex8wycDnOD+e4fJ8VW4ceLWJkopSfJrbRvT4ra2vsftmN8Wctl4y087/sv3YqNPlaXtW2rc9rW9or2Sv8KUbrdfCP8Awaz+N/2hb7XfiH4CuZ9Un+FtjpqXMH2iLdaWmtvLGNkLn7rvBvZ0Xj5UZsEqW/Y6vlj/AIJe+Efgt4H0Hx7oH7PWnaHbeEhr9lLpg8O3CTWkhbToDI6yKzCQl9wLbicjGeMD6nr7nhmm6eR0btu6vr0u9vRH5F4ocSUOK+OMXmNLD+xjJpcv2vdSXNO2nO7Xl2el3a7KKK4n9pTVPihof7O3jzWvghZSXPjO08G6nN4St4rdZWl1NbWRrZQjfK5MoQBTwc4Ne5OXJBytex8NhaDxWJhRTScmlduyV3a7fRLq+xoR/Gn4OTfEZ/g9F8WfDLeLo13SeFl163OpKPLEuTbb/NA8sh/u/dIbpzXTV/JDH8WfjZ4f+NzfGX/hNtdtfH9tr7ahJrsk7rqCaiJCzSMzfN5m/IIPuCMcV+5vwz+Pum6h8NPDt98Qv2+dUt/EE+gWcmvQf8LJ05PKvWgQzrtVSFxIXGBwMYFfDYfjjDy5vbUZLXTls9PO9tT9r8TfBip4f08HOnjI1lWi7prlalG13FK94O+j3XXc/RGivCv2ePiN4j8f+IrXW9B8XnX9Gu4SZr+C8W4t3VQVDq6EpncpHynkhu4491r6fKM0p5vhXXhBxV2tfLr/AF1uj8XxeFlhKvI2npfQKKKK9Q5QooooA/mW/wCCy3jT9oXxd/wUQ+I9p+0NLqazaR4gurLwnaahD5ccOhLPIbEwKPl8t4Ssm4ffZ2ZvmJx+z3/BBfxv+0N49/4J0eG9Y/aHn1S4nh1K4tvCd7rEW2e60RFiFs+4/NIm7zVR25ZEXGV2sea/4KGfDH9jX4i/tjWH/DWOn+Dp5bbwBpY8Or4r1hLQsW1HUfNEQaVPN6RZHzYyvTPP05+w9bwWf7I3w+s7W3SGKHwzbxxQxIFWNFBCqqjhQAAABwAK+DyPCyo8T4pObdl9/M09fQ/oLxB8S8DxL4Z5XlFLL/ZShb37LlXs04v2VtbS3ne1tve3XqlFFFfeH8+hRRRQB/Px/wAHIPjT9oXVf2+7vwX8TJdTj8EaVpNpJ8ObaaHZaSQS2sJu5oiOJHN0JUZj8wEaL0C5+1P+DYLxL8ddW/ZM8W6D48tr3/hCNL8Rxr4CuLq0CIzSCV79IX4MiLL5ZPUK7uAc7gvv/wDwUg+A/wAHv2g/ih8NPB/xq+H9j4i0y20bxDd29nfFwsc6yaWgcFGU52uw645+ld//AME8fCfhnwH8ArzwT4L0K20vSNK8a63a6bp1nEEit4UvZAqKB0H6k5JySTXweAwsqfGlb327RcvW9tH5K+noj9+4h8UMszbwcwfDcMCoVafJFz05V7Nv34dfaVLe+3b4p6u57rRRRX3h+Ang/wDwU28U/GbwX+w3498S/AS51e38RW1na5u9AthNfWtg15At/PAuCfNjs2uZFIBZSgIGQK+Rf2gfiLY+EfgH4At/2RfHCXfio+ItFX4SWWhTwX02rPBMkMkexi3mwi2acTv0TJ3svWv0yr81v2Rf2Wv2ePhn4u+DHxl8B/CLSNM8VaxrlkdS1yFHaeUz6ddvNguxCb25OwLnp04r4PivCyqZpg5KbXNJR06e8veXnr+CP0ThPOMnwmWShjKHPKhN1YpRi41bxivZ1W2moJwT0Urqc1yq/MvR/wDg4R8aftC+CP8AgnfqN38ApdThhvfEFvZeOrvSYd0kGhSQXAmLMPmjjaYW0bsv8MhU/KzV+RP/AARB8S/HXw7/AMFJPh7F8C7a9mbUdQFp4uitbQSp/YTMhvGm3DCIqqrB8gh1TGWIU/0L/tbRxy/sqfE2KVAyt8PtaDKwyCPsM3FfLP7Gf7L/AOz5+zt+1H4Vu/gh8JdJ8Nzav4Z1hdSnsFcyXCoLIqpaRmO0FidoIGecZAoz7CylxLhJc7XM18uV9PU+64F8UMs4d8McyyGtgVUqVOa0tOWXOrfvL6vk3ja99F7tuY+56KKK+8PwEK/mX/4LLeNP2hfF3/BRD4jWf7Q02prNpHiG6s/CdnqEPlxwaEs7mxMCj5fLeErJuH32dmb5icf00V5X+0L+xB+yb+1drOleIf2ifgToXiu/0SJ4tMu9ShbzIo2YMYyyMpdNwyFbIBLYA3NnweIcorZxhFSpz5WnfXZ+tvwP1nwf8RMt8OOIqmOxuGdaE4OF4254a3vHmsrO1pK601vpZ/mr/wAEtv2mfGvir9kXS7r4/wD7beuaPqFnqM1jodld+OrO0ddLhjijgykgMhAYSqGf5iFHUYJ+zfg58Yb/AMWLb6X8NfjlN40m0+4w88evw6hIDISwWYwcYwDjcOFU46Zr6os9G0jTrOHTtP0q2gt7eJYoIIYFVI0UYVVUDAAAAAHAAqeOGGLPlRKueu1cV5C4Ux1knjp2VtNenb3vuPls+4owmc51icfTwcKSqzlJRVrR5ne3wr57X8giMhiUyqA+0bgOgPenUUV9qtEfHhX5d/8AB0J40/aF8Pfs8+BfDXw/l1OD4f61q15H4/nsYf3Tzp9mawhnkHKox+0sFPys0S55VRX6iVzXxk8JfCjxz8KvEHhX46aZpF54Pu9KmHiOHXmRbMWgUtI8rOQI1ULv35GwqGBBAI8/NMJLH5fUoRnyuS3/AB+57PyPruA+IqPCfF+DzarQVeNKd3B9bpxuv70b80P7yR/Ov/wRg+Lnjz4e/tRTeGdN+NN94K8J61pM0ni68tdYt7FZRBFKbUNLOCARNIAFXk7zxgEj9P8AxSv7Mnx41PRvD/xY/aJs/iQlnqSXGi+G/E3jq0v7Vr37scgtEKrPIASFDq4+dgBya+sv2QPhF+xd8L/h1eWX7FOieDI/DV5qjSX9x4O1CK9hmu1RAQ8yPJudU2fKW+UEcDPPE/8ABSn4TfDb4wfDzwJ8PPib4Ns9Z0TUPiNF9s065VgkuzStSkTJQqww6qeCOlfDYjhrF4PJ5zeKbjGLfKr8r69/0Pv+OfELBcXeICzGhhpYVe7DmSXttLpzkk4+/Z8tude6opyPIf8Agm1pmleA/wBuD4o/Db9nTToLf4WDwxbX/ii00i2i/szTvF7XAjaGGRPuStaLulgU4jKICqYUH7wr5l/4JwfCv4c/BZPiL8O/hR4NsdB0Sz8RWL2+m6fGVjV3023Z2JJJZiTksxJ6c4Ar6ar6rhim6eR0btu6vr0u9vRH5zxhmdLNc8nVpp2SjHmlbnnyxS552v70t3q7aLmk1zMoorif2lNU+KGh/s7ePNa+CFlJc+M7Twbqc3hK3it1laXU1tZGtlCN8rkyhAFPBzg17s5ckHK17Hz+FoPFYmFFNJyaV27JXdrt9Eur7Hmtn+z1/wAE24v2x5viNY+FfhuPjd9oa8mjTU4Dq6zG2Bac2fmZEhhO8yeXuIbfnJLH3z7HZ/8APrH/AN+xX8ksfxZ+Nnh/43N8Zf8AhNtdtfH9tr7ahJrsk7rqCaiJCzSMzfN5m/IIPuCMcV+5vwz+Pum6h8NPDt98Qv2+dUt/EE+gWcmvQf8ACydOTyr1oEM67VUhcSFxgcDGBXweD4zwUOfmw7jdt+6lr5vbXufu/ix4T5lwdDA1KuZfWeeHIudu8OS2kE3L9373u7W7an6IIiRrtjQKB0AGKWvCv2ePiN4j8f8AiK11vQfF51/RruEma/gvFuLd1UFQ6uhKZ3KR8p5IbuOPda+qyjNKeb4V14QcVdrXy6/11uj8LxeFlhKvI2npfQKKKK9Q5QooooA/mX/4LLeNP2hfFv8AwUQ+I1p+0LLqazaR4gurLwnaX8PlxwaEs8hsTAo+Xy3hKybh99nZm+YnH7Lf8EBvEvx18Tf8E2vC8vxxtr1FstQuLTwbLf2giebQo1iFswwAXQN5qo7DLIi4yuGLf22/2Y/gB+0T+2FHN8cPhVpniVtH+H2knTDqPmfuPM1DU9+AjKCG2JkNkfL7mvf/ANh63t7T9kX4e2lpbxxQw+GbeOGGJAqRooIVVA4AAAAA4AFfB5HhZUeKMUnNvlX38zT19D9+4/8AFDLOKPDbLclo4FUqlLlvLTljyRcf3dtVz7yva23vfEvVaKKK+8PwEKKKKAPIP2n/AA4L7VdC8UPoiyNp1vdQQ6gqsWgWZoTJGccBWMMR57oMV0P7Nvw/f4d/Dd7CUXCy6lrN9qk0dyAGje4naUrjAwBu4B59a76ivHo5RGjnFTH87bmkrW226/I7J4xzwccPy7O9/v8A8wooor2DjPB/+Cm3in4zeC/2G/HviX4CXOr2/iK2s7XN3oFsJr61sGvIFv54FwT5sdm1zIpALKUBAyBXxV+2T8YvBXwv/ZE8L6j+zr8aYNK1ePU9Ij+F19o2rW0kt00cqWz7WlLK0awSSrLIeEJG5lzX6m15J8Jf2D/2PPgT8UtS+NXwh/Z68OaB4o1YTi91ewtCHImk8yVUUkrEGYciMKMcdOK+Wz3h/EZtjKVanW5OXTrpre8fP7tlqfd8NcR5JleAjSx2Hc5UqjqRSUXGrdQXs6rbTUE4J6Kd1Ka5VfmXy/rXxb+EGvafd6D4i/bqudS0y9he3vtOvfiXYNDdQOCrxSAAEoykqQCCQTyK92/Z38E2nij4l6T8UrC4eSz0jR7uOxuLZla3nW6EBBDAEP8ALEpBU9GzyCK+gfsVn/z6Rf8AfsU9VVRtUAAdAKywvC9aljqeJrYqVTkd0mv1cnY+bq5pCdCVKFJRv2/4ZC0UUV9ceQFFFFABRRRQAUUUUAFfl3/wdCeNf2hvDv7PPgXw38PptUg8Aa1q17H4/nsYf3Tzp9mawgnkHKox+0sFPys0a55VRX6iVifEj4beA/jB4E1X4Y/E/wAKWWuaBrdm1rqulahCHiuIm6gjsQcEMMFSAQQQDXBmmDnmGAqYeMuVyW/4/c9n5H1vAvEmH4R4uwmcV6CrQoyu4O2t01dX05o35oPpJI/nT/4Iw/G74m/D/wDaRk8A6d8edU8F+CNXsLi78Vtba9BYwPJDA4tnLz5UP5rovy/MwODlQcfqtpXxJ+E3ivxJpdtqH7WQ8X3kF75mjaVqnjuzuwLto3iDxxR7WaXZJIg68SNxnGPrH9n/APZV/Z2/ZX8LXfgv9nz4R6R4W02+vTd3tvp0JzPNtC73dyzNhVAAJwO2Mmu8W0tVYMttGCOhCCvkqXB+OWF9lLGNLrFJuP8A6UvyPrPEnxFy3jXiuea4XBKlHljFXtzy5ftTsmubW27tFRV9Dy/9l34fv4VsvEPi+YXCyeJdSguDHMAFCxW0UClBgHBCZyc5zkcV6pRRX2GX4OOAwUMOnflVr9z8sxFZ4itKo1a4UUUV2GJ5Lb/sI/sfWn7QL/tT237PnhxPiBJdNdP4lFqfO+0NH5bTbc+WJCucuF3EktncSa9W+x2f/PrH/wB+xUlFZ06VKlfkild3dla77vzOvF5hj8e4PFVZVOSKjHmk5csVtFXbtFdEtEIiJGu2NAoHQAYpaKK0OQKKKKACiiigDw39oLw1KvxRh8VweHs3FzpdvZJewxszTpHLLIkRxxlXlkIA5+c9a9G+BfgGP4XfB7w58PopZnGk6VFBuuCC5wM/NgAZ59K6yivHweURwmZVsZztup0tt8+vlsdlbGOthoUeW3L+IUUUV7BxhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfOn7aX/BVH9jb9gjxTpfgX4/+NNX/ALd1TSZ9WXRvDPhm81a5tNMhOJtQuUtY3NvbIcgyvheD6GvcPhr8SfAfxj+H2i/Fb4XeKrPXPDniLTIdQ0TWNPl3w3ltKgeORD6FSOvI6EA1+XX/AAUl8MfGX9mX/gqR8Rf2s7n9mfx/8RvB3xa/ZI1D4deGpvAHhabWJLLX/tJkS0uo4QTbwSjB85vkBY56Gvsb/gjb+zt8U/2UP+CYnwb+APxssWs/FWgeEUXWtPeUO1lLLLJP9nJUkFoxIEOCQCpAoA+mqKKKACiiigDlfjd8aPh7+zx8Kdb+NPxV1aay8P8Ah+0+0ajcW1jLcyhSyoqpFCrSSOzMqhVUklhXHfsV/ts/Aj9v34Lf8L8/Z11LVbnw8NZu9KdtZ0eawuEurZgsyNDMA67WOOR1z6V2fxq+LGg/Av4W6z8WvE+ga/qlhodqLi50/wAL6DPqeoTLvVcQ2turSzNlgdqqTgE9Aa/Pr/g2o8e6xo37NvjD9nrx38EviX4R8Q23xG8Q+J8+Nfh5qOk2s9hfX5a38qe5iRJJSpBaNSWUdRQB+ltFFFABRRRQAV8sX3/BZX9hHR/2ktO/Zf8AEfjbxHpGtax4ok8N6NruseCNStdD1DV438t7KDUZYVt5ZRJ8nysRu4zX1PX5B/tMftHX/wC3Z/wVO8M/DH9p/wDZu+Nnhv4JfAn4h2914KsdL+DGsXq+OfFEUzQx6lc3sVuYrXTIG+ZMN+9Vt7MFYhQD9fKKKKACiiigArxv9r39un4HfsTaNpmq/F+x8XahLrH2hrHTPBfgq/1u7MUCB553is4nMcUaspaR9qjI5r2Svjz/AILD+OPhavwVtfg38ZPhn+0bqOjeIobq5t9e/Z50/UZbq3u4YjGlpcvpzeaqTCdiEkUwOY/nI2igD6A/ZW/ao+Bv7afwL0P9o/8AZy8apr/hLxBHI2nagtu8Lbo5GjkjeOQBkdHVlZSOCK9Dr4z/AOCAfwu/aK+DH/BK74b/AA1/ac+Hf/CK+INLS9Sy0SfT4rW6g003UjWhuo4gFW4aMhnJG4k5b5ia+zKACiiigAoory/9tax/aP1X9kz4haT+yC1mvxNvPC11b+CZb+5WGKK/kTYkhdyFUruLAnjcozQByX7Pf/BTH9kP9qX9qb4ifsd/BD4gXGteM/hap/4S9ItNkFnAyyrC6R3BGyVklJRgpOGVh2Ne+1+NP/BGP9nb9sf9l/8A4K4+KfCvjP8A4J8z/D7wkvwK0TQtX1w+OP7VtVktz5pvlv1s4o9SvLq4LPNEhVojKzEsBiv2WoAKKKKACiiigD5d+NX/AAVz/Zf+CH7RWvfstal4J+Kvibxd4XtrC48QW3gL4VarrkOnx3sZktmlls4XVA6q2M4+4w/hOPqGNxIiyAEBgCAwwa/HD/gsb8ONf0f9on4jfEj9iD4c/td6P+1B4kv/AA3b+FNc8BWd5F4O1iK1ESo1zND/AKJJbpE9yrLdneshOAEY5/Xj4fDxgPAOhj4hmA+IBo9t/bhtceV9s8pfO2Y42+Zux7UAbFFFFAH/2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "10-9=1", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bf84f322660151604062db2c06e7951520d9c254cf7910dab8ad2b97ba91cd92"} +{"episode": 72128, "episode_seed": 2391491240, "split": "train", "timestamp": "2025-10-28T03:49:47.652151", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2391491240, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 0, 1, 0])", "action": "('move', [3, 0, 1, 0])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KER+HvGlxqEXhnSfDFlJ4DjdCkHlyRq11LERwzm5V1ZvvfukHRVr0D9pr9qj406v/wAEmdK16X9sPXtS8a69pFla+MdCbxhaSyyWNwZI5ke3QeYu6MxBudwDHd1av1h/al+Dv7E/xS1XwddfteaB4JvLzT9Yx4KPi6+igdrx2jJigEjr5zMUjzF8wbC5U8VuftX6do1z+y98SINWtLc2svgTV1u/NACmI2cofcew25yfSvh8Zw3iqmLxGIhinFS1sr322lqtFst9D9+n4sZa8g4dwTytN4CalJyS5Z8rSfI7P4/iqX/5eJbn5T/8Grfij4xyeOPih4MjlvpPh/FpNteTI8ebaDWGlVE2MfuyPAsm4D7wiQt91a/Zuvk7/gmF4H/Z08BTeONJ/ZesPDkPhiVNLm3eF75Lq2kuCbxZGMqu+58KoOWJAAHFfWNevwtFxyKjre93+L0PhfFXiOjxXx3i8xpUPYxk4rlatL3YpXnb7Ttr22u7XCiiivoT87Px4/4OpfFHxlt5PhZ4Oglv4/h/cx3l1cLFHi2n1dCFQSMOrrAzFFPZ5CM84+qf+De3xR8YvFH/AATU8Oy/FyS+lhsdbvbLwhPfx4Z9Hi8tYQhPLxrL58aE9FjCj5VWvSf+CoPhP4E+Nfg/4S0D9pCDQ5PCcnjyJr0eI79bW1Eg03UDEWkZ0CnfjHzDJ45zXdfsLaV4Z0L9lzw5ovguztLfR7S41KHSYLDb5CWy6jciIR7eCmwLgjqMV8nhqEocX1pcz1pp2+aVvla5+wZrxvhcb4PYLh2OD5Z0q0m6tlZ/FK668757S8kt72XrdFFFfWH4+FFYfgr4nfDb4k/b/wDhXXxC0PX/AOyrxrTVP7F1aG6+x3A6wy+UzeW47q2CPStylGUZK6d0aVaVWjNwqRcWujVn9wUUUUzM/NL/AIOevFPxl0T9jrwrofgeW/i8J6v4t8rxtJZx/u3CR+ZaRTMOVjMqswH3S8aZ5Cg/K3/BGr49+OtI/Zj8a+EfEf7VWq+FLDQrth4F0f8A4S20sY/PkhmlmEcc4JZTMYif4Nzt3LV+23xT+Ffw7+N3w/1T4VfFnwhZ694d1q3EOqaTfx7orhAwYA4wQQyqwIIIKggggGovhV8HPhd8D/h/pvwr+EvgbT9B8PaPE0em6VYw4igVnZ2xnJJLMzEkkksSSSa+TzLh3F47NHiqeIdNOKWl7q3TdaPfffofr+D8SsswvhWuFZYFSqqt7TnduVq/NzPr7T/l329npfofzm/8EqPir+0nrX/BV3wD428O+IdY1PxT4n8a7fG11/rpb6wnl36k0/YoIhJISeFMasuCq1/SvXwd8Bfh5+zFpn/BQyfxz4K0vwv/AMLIufiP4lj8TT2d+kmpJbmLU9vmxby0KkLDztXOF655+8aOEaEqGErRcm7VJL7ra/MXjHxrheN86wmKoYT6uoUIRs7Xd7y0t9hXtDy1sr2RX4Lf8HN3in4y3v7bmieE/F81+ng7T/CME/g2B49ts0kjH7ZIhHDyeYiKxPzAJGOBjP7015F+1p8If2Kvivp3hqL9s3Q/BV3bWOtZ8LHxlfxWy/bXA/dQmR08xnCjMXIbaMqcDHp59l08zy50Iz5XdO7206P+t7Hl+E3GOG4G4yp5nXwzrx5Zx5YpOa5l8UL9dLPb3XI/Jz4qftUfGy+/4JA2niSX9sbX7vx3qWhQ2muaE3jG0eZ9OluWgdWtwPNGbUpuOd+GLHnNX/8Ag1h8T/GIfG34k+DLCS/fwB/wjEV7qaGLNrDq/wBoiS2IY/ckeD7TkD7yxDP3Fx+vP7RmmadJ+zv48tnsITG3grVEKeWMbfskox9MV4f/AME4/gX8IPgB4n8beEfgx8PtP8O6bc6Nod3c2tgrYlnaTUlMjM7MzHCqOTwBxXzNLKMRl/EGFjUxEql1J630sttW9GfVQ8Tssq+H2c5SsvjCeKre0i425YqUouz0TvTt+7t36W1+qKKKK+/Pwsw5vid8Nbfx7F8Kp/iHoaeKJ7M3cHht9WhF/Jb8/vlty3mFPlb5guPlPPFblfzD/tI/GP8Aap0H/gqF4p+J3iDxfrWjfEnTviLPBa37yLbz2SLKYII03fIkQtyiKD8hjPOVJJ/ZzwT8dPCZ8TR2Gg/tnXXiG7vA1vb6TcePbO685m/uRxgOX442nPWviFxth4SqRqUZXTaVrbLve1n33P1/j3woqcF0cvqRxcav1mlzu32ZaXtvzQfMuWWjdnoj7corF+Hlzrd54J0268RB/tj24MxkGGPJwWB6EjBPvW1X2VCqq9CNRK3Mk7PdXV9T8jqQ9nNx7Ox5L+3l4g+LnhX9jL4m+JPgOLz/AIS+y8GX02gtp0PmXCTiIndEvd1G4rgE5AwCcCvwA/4I7fF7x54F/a/j0+z+N+peD/D+v6ZdnxhqEGuxWS3CRwySQGSWfK7vtBTB+987AcM1f0s149+zJ8GP2IPhr4k8a337KHhzwPbapqGsY8df8IrewzyR3ivKfKuFR28hlZpcRYUA7sKMV89neSV8zxlGpTrez5brrf1jqtej12P1vgjxBwfDPA2cZPVwPtpYpRtOytG/u++2npH4qe/v9r3P59v+CrHxi+JnjL9uHU7y4+NereKbLw2LSPwPrLa3HdNb2/lpODDNBhdwnaQ7h8wYAE/KMf0Vfso6v8UPEH7MPw81343W9xF4xvPBWmTeKYru3EUq6g1rGZw6DhG8wtlR0ORXzN/wUj+AHwW+LHxVn8UfEn4baZrV/wCFvhpJd+H7i9jY/YpvOum3qoIVjujQ/MCPlHvX2pYktZQsxyTEuSfpXFw3g6mDzXF051HNx5Vd9bpu71eq23L8QOPsBxTwZkuWUMGqUsNCSlLTWyjH3ba2lbnle3vd7XctfnV/wcw+J/jFoH7B+mad8PZb+Lw9qvjC3tvG8tlHlTaeW7wpMw5WNrhYvYsEUnkA/orXjX/BQHSfAuvfsleKdG+J0di/hy6m0yPXF1OcRW5tTqVqJfMclQibc5bIwOcivoc5pOtlVeCdvdf4K/47HxPA2dUuHeMMDmVSj7WNKpFuHfW2n95XvH+8kfkV/wAEOvjn4m0j4UeMPA3jv9qfVPB3hnStUtn8M6avi21sI/OmEzXZRZgWYZEBIHygsSOWav1Z/ZW+JF/461W0bw18UJPF+kQW8kF3qv8Aa0d6rFASN8sXyGQMwHY4PtVL/gmn4M+Cvg/4OeI9B+A2laHD4Ti8Zu2kjQZkntWDadYM7JIrMHy5fLbjzkZ4r3DTPiT8MtQ8dX3wr0fx9oM/ibTLVbnUvDdtqsLX1pCwQrLLbq3mRofMjwzKAd688ivlckyTEuhhsVLFy5dJKGtv8PxW/DY9/wAQOJqXE/FuYY3D4P2anJtq2sUkouUrLSTavLX4nu+u9RRRX3h+an8//wDwcoeLPjRef8FCI/D3jS41CLwzpHhiyk8BxuhSARyIrXU0RHDOblXVm+9+6QdFWvrf9nf4y+H/AIzfsg+FrD9qT9tHULy+8Q+F0TxhoOq/Ea0t0uY5MhoJ41KuqvFtDqWDEMwbkmvur9qX4O/sT/FLVfB11+15oHgm8vNP1jHgo+Lr6KB2vHaMmKASOvnMxSPMXzBsLlTxW7+1Vo+lal+zH8RdPv8AToZYLnwNq0U8bxjDo1nKrKfYgkV8Pi+G8VUxeIxEcU4qWtle+20tVotlvoftWe+JOCzXgnJcnp4H2c8Je9WyV2tL03veT9+pqv3iWvU+Zf2A/DHhH4c/tueOfA/wB0Cx03wdP8O9PvfGGnaFYwpp9prgumSzIMYxHPJZeaXjGMpHC5ALBn+3K+Yf+Cd3wS+EvwC1/wAd+Bvgz4BsPDukvBpNy9lp6tteZjeBpGLEszEKoySeFAHAr6er1+FYcmRUdb3u/wAXofnnF2YUsxzuVSnzNRjGPNK3PPlilzSs2rvtd2SS5na7KKKK+hPmD8eP+DqXxR8ZLeT4WeDoJb+P4f3Md5dXCxR4tptXQhUEjDq6wMxRT2eQjPOPqX/g3i1r4q6z/wAEz/DyfE2C5W1stf1C28Ivc24jMmkq6FCpHLoJ2uVDHsuOgFevf8FGPhJ8Nvjd8OPB3w8+LPg+113RLrx2kk+nXhcI7ppmoshyjKQQwB4NdZ+xD4f0Twp+zNoHhfwzpUFhp2m3mqWthZWsYWOCGPUrpUjUDoAoAH0r5LDYdw4vrT5nrTTt80remlz9ezTjzA47whwfDUcIo1KVZydTSzXvO66875uWV9LLre0fWK8O/wCClXib4xeDf2Dfin4n+AT3yeLLLwnPJpkumRb7mFcqJpIh13rCZWBHzAqCOQK9xoIDAqwBBHINfUV6brUZU07XTV1urrf5H5fleMjl2Z0MXKmqipzjJxltLlknyvydrPyZ/Nr/AMEXfi7418A/tSXXh23+OepeC/C+taLcS+KLq216GxjnaFGNsXkmypYSyYGPmIduxav2V+AvxfbxLrsOg/Dv9oa48cXEV9HNNE/ieDUXhVsLh/IxtjIU/eH94g17j8C/2TP2bf2Zv7b/AOFCfBvRPC3/AAkd8LvW/wCy7bb9qlG7aTknCrvfagwq7jgDJr0GOCCI5ihRSeu1QK+LwnCWOo04xeLkknflje299NV+W5+l+JniJlvHHFE8zwuD9nFwjH3rczsvilZNX15Vq/djH0T6KKK+5PyYKzPGk+v2vg7VrrwpD5mqR6ZO2mx7Qd9wI2MYweDlscHitOik1dWKhLkmpWvbo9mfzV/8ExfHP7S9/wD8Fd/AnikS6xd+N9V+IUieN2u7XfctbyyOuqmdXHybYTOW4GzbxgqBX9KlfEfwW+Anwa8MftzRfHHQPhzp1t4u1z4l+J7fVfECIxuLiIR6qNpJJCj93HnaBnaM5r7cr5ThGg6GErRcm7VJLXytr8+p+s+L/HOC47znCYrDYX2Cp0IRa0u3du2n2Y3tDrbWyvZFfgt/wc3eKPjLfftuaJ4T8XzX6eDtP8JQT+DYHj22rSSMftcqEcNJ5iIrE/MAkY4GM/vTXyr/AMFGPgN8HPj1448BaT8Zfh3p/iO10vRtdvNPt9RVikM4l0xd4CsM8EjByD3Fb8W0nUyOo07crT9dUrP77/I4fCLi/CcE8a0syxND2seWcbK3NHmXxRvpfSz1XuykfLf7Gn7QK/ED9kHwZd/tEfttaj/bGpaC0eu6PqnxAsoRJAZJESKWM/OA1uIwwY7iGJJyTX3d+yt4Whgn1v4g2zu0Or2dja2zKQYnigNw6uhA+YH7SRnJBwMdDnq/2eLKz/4UB4G/0SL/AJE7TOBGP+fSKu1AAGAMAdhWOWcPVsLjKeLq4mVTlTsmu6tu2/6sfK55nlLNMXiKlOhGkqs5S5Y7RvJy5VotFsvIKKKK+rPnDx/VPg3+xJefte2XxT1fw94Ib41Jo+bGea+hGsmzEbxeatuX3Moj8xPN2EhQV3YGB64traowZLaMEdCEFfzF/tI/GP8Aap0H/gqF4p+J3iDxfrWjfEnTviLPBa37yLbz2SLKYII03fIkQtyiKD8hjPOVJJ/ZzwT8dPCZ8TR2Gg/tnXXiG7vA1vb6TcePbO685m/uRxgOX442nPWvhYcZYOhKrGVBp8z2tr5y2s++5+0eIvhpmHC1DLJ1cesQq1FNXbfJaz5Yav8Ad+97j0v72iPtyisX4eXOt3ngnTbrxEH+2PbgzGQYY8nBYHoSME+9bVfa0Kqr0I1ErcyTs91dX1PxqpD2c3Hs7Hkv7eXiD4ueFf2Mvib4k+A4vP8AhL7LwZfTaC2nQ+ZcJOIid0S93UbiuATkDAJwK/AD/gjv8XvHvgT9sCPTrT436n4P0DX9Muz4x1CDXYrJbhIoZJIDJLPlS32gpg/e+dgOGav6Wa+If+Cb/wCz/wDBX4R/FfTvEXw2+GumaPf+Jvh1dXev3dtGxkvZvtGmtucuTj5pHOBgZY8V8hxJgquKzXCRhVcHLmV10sr3Wq32Z+v8C8fYDhvgTOcnrYNVZ4lR5ZO1ldcvvX19z44Wvad9tyPwfL4C+NF1qvhXw78dJPHOq6tpn2C5uD4nt9RurW1feoCiIYRA0jNkrjJ5PavuCCIQwJCDkIgXn2FJHbwRHdFCin1VQKfXsZNk08qlVlOq6kp2u2u1/N33PyvG41YtRShyqN9vP7gr86v+DmHxP8YtA/YP0zTvh7NfxeHtV8Y29t43lso8qbTy3eFJmHKxtcLF7FginqAf0VrmPjR4V+E3jb4T+IPC3x3sNIufB15pcq+JI9elWOzFoF3O0ruQI1UDdvyNu0MCCM13ZlhZY3AVKEZcrkmr/wBdO/ke1wVnlLhrizBZpVo+2jRqRk4dX6f3lvH+8kfiR/wQz+M2teHfhb428G+Mv2nL/wAFeHLPWLWfQbCHxTaacktzLHJ9qcCUFnO2O2yfujtyTX1Zf+GPgz4O+Inw7+LH7NOs2WqfEnXPi7YxR+J9I1GLUdT1+O4uYxrUd1MGYzwLYedJIp+SARRsoj4z97/s5/D79nf4f/BvRvDH7MOkeHYfA8KSvog8NXEdxZuGldpHSVGYSZkL5bcTnPPFfLfgD4B/BnRP28I/j1pPw402DxlqPxS1a0vfEKoxuJIBZXq7OW2qNsaAlQCQvJ5OfgsRkOJy94TnxLknUgkle0b9Y6/doj9BzbjzB5zxlmWbQoSoRmpP2aS9+yUeWsrpJS1lU0nq3FLXmX2/RRRX6Wfix/P/AP8AByh4s+NF5/wUIj8PeNLjUIvDOkeGLKTwHG6FIBHIitdTREcM5uVdWb737pB0Va+w/wBln9oK1+IP7LXg7UP2h/22r+bWtX8NxnxPo2rfECxjSYPuBhmi4YBoioZSQ2GOSDmvvr45/sn/ALOH7TF/oGp/Hr4PaL4puPC94brQZdVty5tJSULYwRuVjGmUbKttGQcV35s7QnJtYyf9wV8ZX4XxlbH1q8cU4Kbvpe/o9VotlvofsPEfiZlmdcC5TkVPAqNTBpqU9LPS3u6N+/8AHUvb30t9zyn9l3wiLE65493Ska0tpBHux5bJAJSHTjnJnIzkj5Rjoa9aoAAGAKK+ly3BLLsDDDKV+Vb7X1ufkuJrvE15VGrXCiiiu4wPOP2mNH/tTwjp122lrcDT9WFykuCWt3MMsW8Y9VldSTx89bHwI8HN4D+FemeHX84Nvubp1nADq1xcSXBUgAYwZSAOoA55rr6K82nlyhms8bzNuUVG3azv/XzOmWJcsKqFtne4UUUV6RzBRRRQAUUUUAFFFFAHhPgr4btN+0OuqnSpLNdG1zUNVZYVIjeS4iuYyzFgchzcu/BGT04BFe7UUV5uV5cstozgpc3NJyu/M6cViXiZqVrWSX3BXxT8dPHdzpv7eHjey+L/AIubTdI0n4eaZP4Mg1O4S3shpztM+qXUbMQHcTRQLMx5RI4c7VILfa1ee/H79lH9nL9qa00ex/aF+EGjeLItAvTd6OmrQF/s0rABiuCMqwVdyHKttXIOBWOe5bVzXL3h6c+V3T8nbo/63sevw5mOX5djJ/XYt05xcW4pOcfejJSipNK/u8r1Xuylr0fwV+x/+0fpd58APCeu+Nv259VtbyOOUwWGoeONPtSLKO6lWzWS32gx5tVg3IcHk5wc196/s7a94h8ReGbrUtWv5Lu0knV9Pu5JC4lVhuYq38SZIII45PpXerYWKKESziAUYAEYwBUoAAwBgDsK4ctyDFYHGRr1MVKokmrO9tf+3n/VjPNs3w2Y1qs6WHjSU5OSStaKbbstFtt6BRRRX0x4Z53f/smfs3an+0Bb/tUah8HNFm+IVrZ/ZbfxU9uTcpF5bReu0t5bMm8jdtO3OABXoC2tqjBktowR0IQVJRUQp06d+VJXd3bq+78zpxGMxeLUFXqSnyRUY8zb5YraKvtFXdktEFFFFWcx5R+3Tr3xS8L/ALHfxJ8Q/BV79PFFn4RvJdIl0qDzbqJxGd0kKYO6VU3MoAJ3AYBOBXw74++M3gTwX8Tvgf4e+Fv7SL+HNJvtF1Jb290vxFaQ+foK2CGGWWeXdtzdw2qqQcuwlHO1sfpzXnXwU/ZI/Zq/Zy1jxD4g+B3wZ0PwzeeK7wXXiCfTLbabyQM7LnJIVQ0jkIuFG44Ar5rOsjxOaYulVpVnDkTXW6v1Vmtej1Wh9hkme5Vl+U1aGJoc9T33DSNpOcFD329UqdueFlL3rr3b8y8I+CHxjHiDWxoHw6/aPufG94tzHO1u/im31GSJfuciDBWM55yMd6+vBnHNMjt4IjuihRT6qoFPrsyjKq2WKftK8qrlbfpb5v8ApI+cxmKhinHlgo27f8Mgr86v+DmHxR8YvD/7CGmad8PZr+Lw9qvjC3tvG8tlH8ptPLd4Y5mHKxtcLF7FginqAf0VrD+JPw28B/GHwHqvww+J/ha01vQNbs2tdV0q+j3RXETdVI6jnBBGCCAQQQDXZmOFljsDUoRlyuStf+unfyPa4Mz6hwvxVg82rUvawozUnHTVLtfTmW8f7yR+IP8AwQ6+OfifR/hR4w8DePP2p9V8HeGdK1O2fwxpq+LbXT4vOmEzXZjWYFiMiEkD5QWJHLNX6Y/sw6H4R+IHi/Q/Efgzxv8A8JFaaPrFzqN1rdtqkV79pumgnifzpkypc/aCSBg8DtXv/wAH/gf8JPgD8PbD4U/BvwBp3h/w7pnmfYdKsIcRxF3aRz8xJJZ2YkkkkmuojjjiXbFGqj0UYr5jB8KYijUozq4pyVNqXLZ2uuiu9Pu2Pb4640wnFfE2NzPDYVUo13otL2so3lZfFK3NLV+83q9x1FFFfaH56FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXIfHz47/Cv9mL4N+Ifj78bfFUWieFfC2nNe6zqUqM/lRggAKqgs7sxVFRQSzMoAJNdfXyb/wW9+CvxP8Ajz/wTZ8ceDvg94SvPEOuafqeha9F4d06PfcapBpusWd9PbRJ/HI0NvJtTqzBVHJoA9k/ZL/a8+B/7a/woPxh+A2u3t1psGrXOl6nZatpU1hfaZf27BZrW6tp1WSCVcqSjAHDqehFenV8Xf8ABG3wt4/1CD9oL9pfxX8NfEng/R/jH8e9R8TeDdA8XaRJp+ojTBY2VolzPayYe3eWS2kbY4DbQpPUV9o0AFFFFAHjf7ZX7eP7Of7BvhfQPFv7ROv6nZWviXXYtJ0ldK0O4vne4kZVBcQowijBdAXchcuo5JAr2Svhj/g4R8Wala/8E/7n4a+GvhZ468V614n8X6C2m2PgjwXe6w8a2Wr2V7O8wtY3MK+TBIVZsBmAUcmvsr4Y/EDSviv8OdD+JuhaVq1hZeINKg1C0ste0qWxvYI5Yw6pPbzBZIJQDho3AZSCCARQBu0UUUAFeBfEr/gpf+yb8Iv2rNC/Y5+IXinWtO8WeItRttN029m8LXv9kNqNzCZrewbUfK+zC6kjAZYt+7BGcZr32vzj/bu+Nd/8av8Agq58If2Ufin8Ffilb/Cv4YeJNJ8XL4h8PfDLU9SsfE3i6Q7NNhe9ghaG0sbITmeeV25kwjbVjZqAP0cooooAKKKKAPAv2dv+Cln7Kv7UHx+8RfszfDHXfEMXi7w5pj6m9j4h8I32mJqWnpcm1a9spLmJFu7cTDZ5seVJIxkc177X5q/sHaV4p+IH/BaT4iftJ/DH4KfGnQPBWsfCiaw+IF38a9HuYfsXiIauJYLDRnuixW0ERndo7ZjbZ2Fe1fpVQAUUUUAR3V1bWNrJe3twkUMMZeWWRgFRQMliT0AHOa8p/Yx/ba/Z7/b7+EM/x0/Zm8UXOs+GYNfvNHGoXOnyW3m3FsyrIUWQAsnzAq44INYn/BS/4f8A7QvxY/Yd+IHwu/Zc0SHUvGHiPTItNt9Pm1xNMNzZTXMUd/El26stvI1m1yqSFW2synaSMV89f8G+Xgr49/Db9n74ueB/jb+yu/wogh+P/ii68PaG2qG5T7PNdZaKAmCLzLaEqscVyoKXCASKFHFAH31RRRQAV41+2J+3T8Ff2IdN8L3vxd0jxfqdz4y1qXSvDmkeCPCF3rd9eXMdtJcuq29ojyELDFI5IHAUntXstfDv/BcjwR8NPE/wZ8K+IvHPgn9oC/1jw9eareeBdY/Z8tbt9R0vW306W3gad7P9/FHIJnQMP3Z+YSEKcEA+zPAPjLTviJ4G0b4gaRp2pWdprmlW9/bWmsadJZ3cMc0ayKk8EoEkMoDANG4DKwIIBBrWryT9glP2hI/2KPhSn7WDXB+JQ8BaX/wm5vCpn/tL7Mnnebt+Xzd2d+ON+6vW6ACiiigDxH42f8FDP2YvgF+0N4Z/Zb8deI9Yn8Z+J4ILmPTtC8NXmoppdrPcfZoLq/lt43SxgknzGskpVSwPOBmvbq/Hn/goj8Av2yPBf/BY3VPjV+z/AKV8YV1z4gD4dp8ONX8Di5/4RnyrDUXi12219o/3KxJZPLKiT/KftDFMv0/YagAooooAK+a/gX/wVU/Zo+P37Tzfsg+HPC3xJ0PxudJvdTt7Lxp8NtS0eG6s7SVYpp4pbqJFkj3uoDLkEsMHmvpSvjz9k3wF45+Kv/BU39on9r/4g+DNX0zS/DOm6P8AC74Zy6xp0tv9qsbaP+0dUuoPMUeZDLe3KIsqZV/spwTigD7DooooA//Z", "image_prev": "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", "image_next": "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", "info": {"equation": "37-12=25", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KER+HvGlxqEXhnSfDFlJ4DjdCkHlyRq11LERwzm5V1ZvvfukHRVr0D9pr9qj406v/wAEmdK16X9sPXtS8a69pFla+MdCbxhaSyyWNwZI5ke3QeYu6MxBudwDHd1av1h/al+Dv7E/xS1XwddfteaB4JvLzT9Yx4KPi6+igdrx2jJigEjr5zMUjzF8wbC5U8VuftX6do1z+y98SINWtLc2svgTV1u/NACmI2cofcew25yfSvh8Zw3iqmLxGIhinFS1sr322lqtFst9D9+n4sZa8g4dwTytN4CalJyS5Z8rSfI7P4/iqX/5eJbn5T/8Grfij4xyeOPih4MjlvpPh/FpNteTI8ebaDWGlVE2MfuyPAsm4D7wiQt91a/Zuvk7/gmF4H/Z08BTeONJ/ZesPDkPhiVNLm3eF75Lq2kuCbxZGMqu+58KoOWJAAHFfWNevwtFxyKjre93+L0PhfFXiOjxXx3i8xpUPYxk4rlatL3YpXnb7Ttr22u7XCv5fvFfxo/ar0D/AIKZan8UPFXjbW9B+JqfEWW21LUnmW2uLMtMbZ4sv8kcSwHywD+7EYH8Nf1A154n7J37N8f7QEn7VKfBzRR8Q5bL7JJ4r+zn7U0XliLGc7d3lgR78btny5xxVZ9k9fN40lTqcnJK/X71bqunq9T1PC7xEy7gFZisVg1X+s0XCO2j192V/wDl3O/v2u/djoz8Rf8Agur8a/FHiabwT8P/AAr+0tqfjbwbNHPfXdpL4ot9Qhj1GNyiM3kgFWEMhwG4+Zsc5r9H/wDg3t8UfGLxR/wTU8Oy/FyS+lhsdbvbLwhPfx4Z9Hi8tYQhPLxrL58aE9FjCj5VWvR/+Cnvgz4BeMPg/wCE9B/aLstAbwnJ48ia+HiG+W1tfMXTdQMW6QugU78Y+YZPHNd5+wtpXhnQv2XPDmi+C7O0t9HtLjUodJgsNvkJbLqNyIhHt4KbAuCOoxXjZPl9bA8SThUrOo1Tvd9btKz1ex3Z5x5g8y8I8HkEMCoSp1pP2llyu3M/d0T53z2l5Jb3svW6KKK+4PxkKKw/BXxO+G3xJ+3/APCuviFoev8A9lXjWmqf2Lq0N19juB1hl8pm8tx3VsEelblKMoyV07o0q0qtGbhUi4tdGrP7gooopmYVmeNJ9ftfB2rXXhSHzNUj0ydtNj2g77gRsYxg8HLY4PFadFJq6sVCXJNSte3R7M/mv/4JffEb9qSX/grl4L8RWmoa7P4017x68HxAE8JNxPaSzE6oLlGHCrGsrsCBsaJSACi1/ShXwf8AAb4e/sx6d/wUNuPHfgvTPC//AAsi6+I/iaPxNcWd+kupLbmLU9vmxby0SkLDztXdheTnn7wr5ThGhKhhK0XJu1SS18ra/PqfrnjFxrheN86wmJoYT6uoUIRs0ru95aW+wr2h5a6XsivwW/4ObvFPxlvf23NE8J+L5r9PB2n+EYJ/BsDx7bZpJGP2yRCOHk8xEVifmASMcDGf3pryL9rT4Q/sVfFfTvDUX7Zuh+Cru2sdaz4WPjK/itl+2uB+6hMjp5jOFGYuQ20ZU4GPTz7Lp5nlzoRnyu6d3tp0f9b2PL8JuMcNwNxlTzOvhnXjyzjyxSc1zL4oX66We3uuR+TnxU/ao+Nl9/wSBtPEkv7Y2v3fjvUtChtNc0JvGNo8z6dLctA6tbgeaM2pTcc78MWPOav/APBrD4n+MQ+NvxJ8GWEl+/gD/hGIr3U0MWbWHV/tESWxDH7kjwfacgfeWIZ+4uP15/aM0zTpP2d/Hls9hCY28FaohTyxjb9klGPpivD/APgnH8C/hB8APE/jbwj8GPh9p/h3TbnRtDu7m1sFbEs7SakpkZnZmY4VRyeAOK+ZpZRiMv4gwsamIlUupPW+lltq3oz6qHidllXw+znKVl8YTxVb2kXG3LFSlF2eid6dv3du/S2v1RRRRX35+FmHN8Tvhrb+PYvhVP8AEPQ08UT2Zu4PDb6tCL+S35/fLblvMKfK3zBcfKeeK3K/mH/aR+Mf7VOg/wDBULxT8TvEHi/WtG+JOnfEWeC1v3kW3nskWUwQRpu+RIhblEUH5DGecqST+zngn46eEz4mjsNB/bOuvEN3eBre30m48e2d15zN/cjjAcvxxtOetfELjbDwlUjUoyum0rW2Xe9rPvufr/HvhRU4Lo5fUji41frNLndvsy0vbfmg+ZcstG7PRH25RWL8PLnW7zwTpt14iD/bHtwZjIMMeTgsD0JGCfetqvsqFVV6EaiVuZJ2e6ur6n5HUh7Obj2djyX9vLxB8XPCv7GXxN8SfAcXn/CX2Xgy+m0FtOh8y4ScRE7ol7uo3FcAnIGATgV+AH/BHb4vePPAv7X8en2fxv1Lwf4f1/TLs+MNQg12KyW4SOGSSAySz5Xd9oKYP3vnYDhmr+lmvHv2ZPgx+xB8NfEnjW+/ZQ8OeB7bVNQ1jHjr/hFb2GeSO8V5T5VwqO3kMrNLiLCgHdhRivns7ySvmeMo1Kdb2fLddb+sdVr0eux+t8EeIOD4Z4GzjJ6uB9tLFKNp2Vo3933209I/FT39/te5/Pt/wVY+MXxM8Zftw6neXHxr1bxTZeGxaR+B9ZbW47pre38tJwYZoMLuE7SHcPmDAAn5Rj+ir9lHV/ih4g/Zh+Hmu/G63uIvGN54K0ybxTFd24ilXUGtYzOHQcI3mFsqOhyK+Zv+CkfwA+C3xY+Ks/ij4k/DbTNav/C3w0ku/D9xexsfsU3nXTb1UEKx3RofmBHyj3r7UsSWsoWY5JiXJP0ri4bwdTB5ri6c6jm48qu+t03d6vVbbl+IHH2A4p4MyXLKGDVKWGhJSlprZRj7ttbStzyvb3u9ruWvzq/4OYfE/wAYtA/YP0zTvh7LfxeHtV8YW9t43lso8qbTy3eFJmHKxtcLF7Fgik8gH9Fa8a/4KA6T4F179krxTo3xOjsX8OXU2mR64upziK3NqdStRL5jkqETbnLZGBzkV9DnNJ1sqrwTt7r/AAV/x2PieBs6pcO8YYHMqlH2saVSLcO+ttP7yveP95I/Ir/gh18c/E2kfCjxh4G8d/tT6p4O8M6Vqls/hnTV8W2thH50wma7KLMCzDIgJA+UFiRyzV+rP7K3xIv/AB1qto3hr4oSeL9Igt5ILvVf7WjvVYoCRvli+QyBmA7HB9qpf8E0/BnwV8H/AAc8R6D8BtK0OHwnF4zdtJGgzJPasG06wZ2SRWYPly+W3HnIzxXuGmfEn4Zah46vvhXo/j7QZ/E2mWq3OpeG7bVYWvrSFghWWW3VvMjQ+ZHhmUA7155FfK5JkmJdDDYqWLly6SUNbf4fit+Gx7/iBxNS4n4tzDG4fB+zU5NtW1iklFylZaSbV5a/E9313qKKK+8PzU/n/wD+DlDxZ8aLz/goRH4e8aXGoReGdI8MWUngON0KQCORFa6miI4Zzcq6s33v3SDoq19b/s7/ABl8P/Gb9kHwtYftSfto6heX3iHwuieMNB1X4jWlulzHJkNBPGpV1V4todSwYhmDck191ftS/B39if4par4Ouv2vNA8E3l5p+sY8FHxdfRQO147RkxQCR185mKR5i+YNhcqeK3f2qtH0rUv2Y/iLp9/p0MsFz4G1aKeN4xh0azlVlPsQSK+HxfDeKqYvEYiOKcVLWyvfbaWq0Wy30P2rPfEnBZrwTkuT08D7OeEverZK7Wl6b3vJ+/U1X7xLXqfMv7Afhjwj8Of23PHPgf4A6BY6b4On+Hen3vjDTtCsYU0+01wXTJZkGMYjnksvNLxjGUjhcgFgz/blfMP/AATu+CXwl+AWv+O/A3wZ8A2Hh3SXg0m5ey09W2vMxvA0jFiWZiFUZJPCgDgV9PV6/CsOTIqOt73f4vQ/POLswpZjncqlPmajGMeaVuefLFLmlZtXfa7sklzO12UUUV9CfMH48f8AB1L4o+MlvJ8LPB0Et/H8P7mO8urhYo8W02roQqCRh1dYGYop7PIRnnH1L/wbxa18VdZ/4Jn+Hk+JsFytrZa/qFt4Re5txGZNJV0KFSOXQTtcqGPZcdAK9e/4KMfCT4bfG74ceDvh58WfB9rruiXXjtJJ9OvC4R3TTNRZDlGUghgDwa6z9iHw/onhT9mbQPC/hnSoLDTtNvNUtbCytYwscEMepXSpGoHQBQAPpXyWGw7hxfWnzPWmnb5pW9NLn69mnHmBx3hDg+Go4RRqUqzk6mlmved1153zcsr6WXW9o+sV4d/wUq8TfGLwb+wb8U/E/wAAnvk8WWXhOeTTJdMi33MK5UTSRDrvWEysCPmBUEcgV7jQQGBVgCCOQa+or03Woypp2umrrdXW/wAj8vyvGRy7M6GLlTVRU5xk4y2lyyT5X5O1n5M/m1/4Iu/F3xr4B/akuvDtv8c9S8F+F9a0W4l8UXVtr0NjHO0KMbYvJNlSwlkwMfMQ7di1fsr8Bfi+3iXXYdB+Hf7Q1x44uIr6OaaJ/E8GovCrYXD+RjbGQp+8P7xBr3H4F/smfs2/szf23/woT4N6J4W/4SO+F3rf9l2237VKN20nJOFXe+1BhV3HAGTXoMcEERzFCik9dqgV8XhOEsdRpxi8XJJO/LG9t76ar8tz9L8TPETLeOOKJ5nhcH7OLhGPvW5nZfFKyavryrV+7GPon0UUV9yfkwVmeNJ9ftfB2rXXhSHzNUj0ydtNj2g77gRsYxg8HLY4PFadFJq6sVCXJNSte3R7M/mr/wCCYvjn9pe//wCCu/gTxSJdYu/G+q/EKRPG7XdrvuWt5ZHXVTOrj5NsJnLcDZt4wVAr+lSviP4LfAT4NeGP25ovjjoHw50628Xa58S/E9vqviBEY3FxEI9VG0kkhR+7jztAztGc19uV8pwjQdDCVouTdqklr5W1+fU/WfF/jnBcd5zhMVhsL7BU6EItaXbu3bT7Mb2h1trZXsivwW/4ObvFHxlvv23NE8J+L5r9PB2n+EoJ/BsDx7bVpJGP2uVCOGk8xEVifmASMcDGf3pr5V/4KMfAb4OfHrxx4C0n4y/DvT/Edrpeja7eafb6irFIZxLpi7wFYZ4JGDkHuK34tpOpkdRp25Wn66pWf33+Rw+EXF+E4J41pZliaHtY8s42VuaPMvijfS+lnqvdlI+W/wBjT9oFfiB+yD4Mu/2iP22tR/tjUtBaPXdH1T4gWUIkgMkiJFLGfnAa3EYYMdxDEk5Jr7u/ZW8LQwT638QbZ3aHV7OxtbZlIMTxQG4dXQgfMD9pIzkg4GOhz1f7PFlZ/wDCgPA3+iRf8idpnAjH/PpFXagADAGAOwrHLOHq2FxlPF1cTKpyp2TXdW3bf9WPlc8zylmmLxFSnQjSVWcpcsdo3k5cq0Wi2XkFFFFfVnzh4/qnwb/YkvP2vbL4p6v4e8EN8ak0fNjPNfQjWTZiN4vNW3L7mUR+Ynm7CQoK7sDA9cW1tUYMltGCOhCCv5i/2kfjH+1ToP8AwVC8U/E7xB4v1rRviTp3xFngtb95Ft57JFlMEEabvkSIW5RFB+QxnnKkk/s54J+OnhM+Jo7DQf2zrrxDd3ga3t9JuPHtndeczf3I4wHL8cbTnrXwsOMsHQlVjKg0+Z7W185bWffc/aPEXw0zDhahlk6uPWIVaimrtvktZ8sNX+7973Hpf3tEfblFYvw8udbvPBOm3XiIP9se3BmMgwx5OCwPQkYJ962q+1oVVXoRqJW5knZ7q6vqfjVSHs5uPZ2PJf28vEHxc8K/sZfE3xJ8Bxef8JfZeDL6bQW06HzLhJxETuiXu6jcVwCcgYBOBX4Af8Ed/i9498CftgR6dafG/U/B+ga/pl2fGOoQa7FZLcJFDJJAZJZ8qW+0FMH73zsBwzV/SzXxD/wTf/Z/+Cvwj+K+neIvht8NdM0e/wDE3w6urvX7u2jYyXs32jTW3OXJx80jnAwMseK+Q4kwVXFZrhIwquDlzK66WV7rVb7M/X+BePsBw3wJnOT1sGqs8So8snayuuX3r6+58cLXtO+25H4Pl8BfGi61Xwr4d+OknjnVdW0z7Bc3B8T2+o3VravvUBREMIgaRmyVxk8ntX3BBEIYEhByEQLz7Ckjt4IjuihRT6qoFPr2MmyaeVSqynVdSU7XbXa/m77n5XjcasWopQ5VG+3n9wV+dX/BzD4n+MWgfsH6Zp3w9mv4vD2q+Mbe28by2UeVNp5bvCkzDlY2uFi9iwRT1AP6K1zHxo8K/Cbxt8J/EHhb472GkXPg680uVfEkevSrHZi0C7naV3IEaqBu35G3aGBBGa7sywssbgKlCMuVyTV/66d/I9rgrPKXDXFmCzSrR9tGjUjJw6v0/vLeP95I/Ej/AIIZ/GbWvDvwt8beDfGX7Tl/4K8OWesWs+g2EPim005JbmWOT7U4EoLOdsdtk/dHbkmvqy/8MfBnwd8RPh38WP2adZstU+JOufF2xij8T6RqMWo6nr8dxcxjWo7qYMxngWw86SRT8kAijZRHxn73/Zz+H37O/wAP/g3o3hj9mHSPDsPgeFJX0QeGriO4s3DSu0jpKjMJMyF8tuJznnivlvwB8A/gzon7eEfx60n4cabB4y1H4pataXviFUY3EkAsr1dnLbVG2NASoBIXk8nPwWIyHE5e8Jz4lyTqQSSvaN+sdfu0R+g5tx5g854yzLNoUJUIzUn7NJe/ZKPLWV0kpayqaT1bilrzL7fooor9LPxY/n//AODlDxZ8aLz/AIKER+HvGlxqEXhnSPDFlJ4DjdCkAjkRWupoiOGc3KurN9790g6KtfYf7LP7QVr8Qf2WvB2oftD/ALbV/NrWr+G4z4n0bVviBYxpMH3AwzRcMA0RUMpIbDHJBzX318c/2T/2cP2mL/QNT+PXwe0XxTceF7w3Wgy6rblzaSkoWxgjcrGNMo2VbaMg4rvzZ2hOTaxk/wC4K+Mr8L4ytj61eOKcFN30vf0eq0Wy30P2HiPxMyzOuBcpyKngVGpg01Kelnpb3dG/f+Ope3vpb7nlP7LvhEWJ1zx7ulI1pbSCPdjy2SASkOnHOTORnJHyjHQ161QAAMAUV9LluCWXYGGGUr8q32vrc/JcTXeJryqNWuFFFFdxgecftMaP/anhHTrttLW4Gn6sLlJcEtbuYZYt4x6rK6knj562PgR4ObwH8K9M8Ov5wbfc3TrOAHVri4kuCpAAxgykAdQBzzXX0V5tPLlDNZ43mbcoqNu1nf8Ar5nTLEuWFVC2zvcKKKK9I5gooooAKKKKACiiigDwnwV8N2m/aHXVTpUlmuja5qGqssKkRvJcRXMZZiwOQ5uXfgjJ6cAivdqKK83K8uWW0ZwUubmk5XfmdOKxLxM1K1rJL7gr4p+Onju5039vDxvZfF/xc2m6RpPw80yfwZBqdwlvZDTnaZ9Uuo2YgO4migWZjyiRw52qQW+1q89+P37KP7OX7U1po9j+0L8ING8WRaBem70dNWgL/ZpWADFcEZVgq7kOVbauQcCsc9y2rmuXvD058run5O3R/wBb2PX4czHL8uxk/rsW6c4uLcUnOPvRkpRUmlf3eV6r3ZS16P4K/Y//AGj9LvPgB4T13xt+3PqtreRxymCw1Dxxp9qRZR3Uq2ayW+0GPNqsG5Dg8nODmvvX9nbXvEPiLwzdalq1/Jd2kk6vp93JIXEqsNzFW/iTJBBHHJ9K71bCxRQiWcQCjAAjGAKlAAGAMAdhXDluQYrA4yNepipVEk1Z3tr/ANvP+rGebZvhsxrVZ0sPGkpyckla0U23ZaLbb0Ciiivpjwzzu/8A2TP2btT/AGgLf9qjUPg5os3xCtbP7Lb+KntyblIvLaL12lvLZk3kbtp25wAK9AW1tUYMltGCOhCCpKKiFOnTvypK7u7dX3fmdOIxmLxagq9SU+SKjHmbfLFbRV9oq7slogoooqzmPKP26de+KXhf9jv4k+Ifgq9+niiz8I3kukS6VB5t1E4jO6SFMHdKqbmUAE7gMAnAr4d8ffGbwJ4L+J3wP8PfC39pF/Dmk32i6kt7e6X4itIfP0FbBDDLLPLu25u4bVVIOXYSjna2P05rzr4Kfskfs1fs5ax4h8QfA74M6H4ZvPFd4LrxBPplttN5IGdlzkkKoaRyEXCjccAV81nWR4nNMXSq0qzhyJrrdX6qzWvR6rQ+wyTPcqy/KatDE0Oep77hpG0nOCh77eqVO3PCyl7117t+ZeEfBD4xjxBrY0D4dftH3Pje8W5jna3fxTb6jJEv3ORBgrGc85GO9fXgzjmmR28ER3RQop9VUCn12ZRlVbLFP2leVVytv0t83/SR85jMVDFOPLBRt2/4ZBX51f8ABzD4o+MXh/8AYQ0zTvh7NfxeHtV8YW9t43lso/lNp5bvDHMw5WNrhYvYsEU9QD+itYfxJ+G3gP4w+A9V+GHxP8LWmt6Brdm1rqulX0e6K4ibqpHUc4IIwQQCCCAa7MxwssdgalCMuVyVr/107+R7XBmfUOF+KsHm1al7WFGak46apdr6cy3j/eSPxB/4IdfHPxPo/wAKPGHgbx5+1Pqvg7wzpWp2z+GNNXxba6fF50wma7MazAsRkQkgfKCxI5Zq/TH9mHQ/CPxA8X6H4j8GeN/+EitNH1i51G61u21SK9+03TQTxP50yZUuftBJAweB2r3/AOD/AMD/AISfAH4e2Hwp+DfgDTvD/h3TPM+w6VYQ4jiLu0jn5iSSzsxJJJJNdRHHHEu2KNVHooxXzGD4UxFGpRnVxTkqbUuWztddFd6fdse3x1xphOK+JsbmeGwqpRrvRaXtZRvKy+KVuaWr95vV7jqKKK+0Pz0KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuQ+Pnx3+Ff7MXwb8Q/H342+KotE8K+FtOa91nUpUZ/KjBAAVVBZ3ZiqKiglmZQASa6+vk3/AILe/BX4n/Hn/gmz448HfB7wleeIdc0/U9C16Lw7p0e+41SDTdYs76e2iT+ORobeTanVmCqOTQB7J+yX+158D/21/hQfjD8BtdvbrTYNWudL1Oy1bSprC+0y/t2CzWt1bTqskEq5UlGAOHU9CK9Or4u/4I2+FvH+oQftBftL+K/hr4k8H6P8Y/j3qPibwboHi7SJNP1EaYLGytEuZ7WTD27yyW0jbHAbaFJ6ivtGgAooooA8b/bK/bx/Zz/YN8L6B4t/aJ1/U7K18S67FpOkrpWh3F873EjKoLiFGEUYLoC7kLl1HJIFeyV8Mf8ABwj4s1K1/wCCf9z8NfDXws8deK9a8T+L9BbTbHwR4LvdYeNbLV7K9neYWsbmFfJgkKs2AzAKOTX2V8MfiBpXxX+HOh/E3QtK1awsvEGlQahaWWvaVLY3sEcsYdUnt5gskEoBw0bgMpBBAIoA3aKKKACvAviV/wAFL/2TfhF+1ZoX7HPxC8U61p3izxFqNtpum3s3ha9/shtRuYTNb2Daj5X2YXUkYDLFv3YIzjNe+1+cf7d3xrv/AI1f8FXPhD+yj8U/gr8Urf4V/DDxJpPi5fEPh74ZanqVj4m8XSHZpsL3sELQ2ljZCczzyu3MmEbasbNQB+jlFFFABRRRQB4F+zt/wUs/ZV/ag+P3iL9mb4Y674hi8XeHNMfU3sfEPhG+0xNS09Lk2rXtlJcxIt3biYbPNjypJGMjmvfa/NX9g7SvFPxA/wCC0nxE/aT+GPwU+NOgeCtY+FE1h8QLv416Pcw/YvEQ1cSwWGjPdFitoIjO7R2zG2zsK9q/SqgAooooAjurq2sbWS9vbhIoYYy8ssjAKigZLEnoAOc15T+xj+21+z3+338IZ/jp+zN4oudZ8Mwa/eaONQudPktvNuLZlWQosgBZPmBVxwQaxP8Agpf8P/2hfix+w78QPhd+y5okOpeMPEemRabb6fNriaYbmymuYo7+JLt1ZbeRrNrlUkKttZlO0kYr56/4N8vBXx7+G37P3xc8D/G39ld/hRBD8f8AxRdeHtDbVDcp9nmustFATBF5ltCVWOK5UFLhAJFCjigD76ooooAK8a/bE/bp+Cv7EOm+F734u6R4v1O58Za1LpXhzSPBHhC71u+vLmO2kuXVbe0R5CFhikckDgKT2r2Wvh3/AILkeCPhp4n+DPhXxF458E/tAX+seHrzVbzwLrH7PlrdvqOl62+nS28DTvZ/v4o5BM6Bh+7PzCQhTggH2Z4B8Zad8RPA2jfEDSNO1KztNc0q3v7a01jTpLO7hjmjWRUnglAkhlAYBo3AZWBBAINa1eSfsEp+0JH+xR8KU/awa4PxKHgLS/8AhNzeFTP/AGl9mTzvN2/L5u7O/HG/dXrdABRRRQB4j8bP+Chn7MXwC/aG8M/st+OvEesT+M/E8EFzHp2heGrzUU0u1nuPs0F1fy28bpYwST5jWSUqpYHnAzXt1fjz/wAFEfgF+2R4L/4LG6p8av2f9K+MK658QB8O0+HGr+Bxc/8ACM+VYai8Wu22vtH+5WJLJ5ZUSf5T9oYpl+n7DUAFFFFABXzX8C/+Cqn7NHx+/aeb9kHw54W+JOh+NzpN7qdvZeNPhtqWjw3VnaSrFNPFLdRIske91AZcglhg819KV8efsm+AvHPxV/4Km/tE/tf/ABB8Gavpml+GdN0f4XfDOXWNOlt/tVjbR/2jql1B5ijzIZb25RFlTKv9lOCcUAfYdFFFAH//2Q==", "info": {"equation": "37-12=25", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dea152192b3e571b5fa3fa4866f73c6179756e3f7cf8dc358346f5140642b64e"} +{"episode": 72129, "episode_seed": 1809578946, "split": "train", "timestamp": "2025-10-28T03:49:47.721668", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1809578946, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 8, 6])", "action": "('move', [6, 0, 8, 6])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqtdatda5q2nDwvYaPcfDS5jzELaERRzefbkcE/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/R7/gox4F/Z18U/tIeG9Z+LeneHJ/FGl+GLeXwMNYvUS5Fx9ulLm2iZx5zjbGcBW2kKeK9M/4KX+EPgV4r+B2iaF+0LZ6EfCU3jS1Op/2/era2mRbXRj3yl0C/vAuPmGTgc5xX5jj8rr1a2YVI15JQd2ukrrms9VtstGf0tlnirl2Hr8LN5Zd4OEoNpK8217Pmp6au659Wv3ja6cz5D/ghV4k+LHij/gmR8PL/wCLk17Lcwx3Vtok2oJiR9LiuHS0wTyyCNQqE9UVcZGCfryvMP2MtO0LR/2YfCGk+F7W2g0y1094dNhswBDHbrNIsax442BAoGOMYr0+v0HLIuGXUYt392O/oj8F4nzKnnHEeMx0KapqrVnNRW0VKTdvlc/I3/g6o8R/Fi18HfCfwtp8t6ngi8v9Rn1URR/6PLqcaxC2EjD+IRPcFVPXLkZxx4bdftMfGN/+CLEbH9rLXG8UNY/2PJ4Y/wCEstS/9hfajaiL7Njzdn2XC9d2znpzX6rf8FNvCfwJ8a/BrwzoH7SEGhyeE5PHMDXw8RagLW1DixvjGWkLoFO/GPmGTxzmrOgaF4Stv+CaF7o8WmWMWjx/CnUYEhRFWBLUWcyhRjgII+OOMV8dmOV4jGZ7iPZ15Q9xS0vqtuXdaaX+Z+tZZ4kYDL+Bcmy6eXKcsLinUcmlaaUnKy0fvPnSlfZRhvey+Gv+DVjxJ8V734efFfwvqst6/gmx1XTptF82P9xHqUkc32tY2P8AEYktWZRwMqeC3P61V8yf8ExvB3wF8DeAvFuh/s1WWgQ+Ez4hiltP+EavVubWSZrSISsJVd97bhg/MSNuOMYH03X0PDUXDI6Cbvpf723b5Hwvidn9HifjrG5lSo+xjOS91qzXLGMbyS+1K15eber3CvwZ/wCDl3xl8aof29/Dml6rqGp22gaP4StLrwO0QMcaTPKxuJoWXrL5saBm+8PLjHQLn94b6+stMsptS1K8it7e3iaW4uJ5AiRIoyzMx4UAAkk8ACvjT/goJ4J/Zx/aoTwp8QL/AE/w3460zRvB/iDUPC+r2t6l5axXKS2atJFJC5SQh49pBLDKYI4rm4th7TJZ2lZpxfrql+t/Wx6fhJxVQ4K4uhmuIwzrU1GcHa14uUW003om7NP+65WvsfS/7MWq/EfXf2bvh/rXxhgni8W3ngrS5vE8d1AIpV1BrSNrgOg4RvNL5UdDkV3NQ6axbTrdmOSYUJJ+gqavo6ceSmo3vZbn5viqyxOJnVUVFSbdlsru9l5LZHM/Gm+8b6X8HPFmp/DO2ebxJb+Gb+Xw/DHCJGe+W3cwKFbhiZAgweD0r+dv/gkd8Z/ib4Z/bdvZPEHx01nwlaeJLHUJfHeqvrkdk91KqvKhnkuOPM+0svbfl2HQtX9JVfFH7AfgD9nDQP2q/FviH4TaT4aHiXVLXxC/jqbSrxJ7o3Q1iAqLlQ7GFsmQ7CF5zxxXyfEuCqYvHYSMKjg25K66aXutV2sfqfAfGmE4c4PzvLquD9s8TTglKytHVx966ei5uaFvtpd7ru/2Xfim/jDxPa6T4J+Oc/ji3trs/wBozv4hh1BoEdc7ZGh4UfJldwznODzX05WJc/ED4b6R43s/hneeNtDtfEmpWjXVh4fk1KFL66gXduljgLCR0G1ssFIG088GtuvZyjL6mXUZwnWdVt3u+mi03f5n5njqsqs4ydPkTWmm6u9VorrcK/nF/bk+Lv7Snhj/AILVeKfGmqeMtY0HxRpXxJFh4f1HzVtpLPSDIIbXyy3yLE1nIp3H5WWRmb7zV/R1Xxv8Zfgj8Jdb/b4tvjhrHgDT7nxbpXiPw5ZabrsyM01vbt5e5FGdoz5jjOM4YjNeXxXh5V8LRUZuP7yK089L+q3R+j+FXG2C4Kx2Oq4nCquq2HnTSdtG7Ozv9iW01va2jtY/Kb/gub8XvE3jL4w+EvCOk/tB6j428IWWgte6eZ/EcGoRW+oPPIkxDQgYby0g4boDx945/bz/AIJ4eIfit4s/Yb+FfiT43veP4pvfBVlLq8uox7LiVjGNkko672j2MSeSSSeSa8v/AOCovgH9m/xvD4D0r9o7TPDU2lR3OpS6XF4jvUt4XvxFCIgm50EkhBfCc7hng4r6P+CwI+DvhMEYx4ZsOMYx/o6Vz5DgKuBzrEwqVXNqMNX1vrrq9rWRtxbxrhM78Ocoyeng1Slh5VG52Vpa/Z0+1e9T+8k9enTVjeMviN8Pfh1HYzfEHx3o2hJqd+ljpr6zqkVqLu6fOyCIyMvmSNg4RcscHArZr8Nv+DozxR8XR+1Z4B8M6ndX8Xg218GfbPDihSsDai1zKt26sPvSKiWgPdQVxjdz7uc5l/ZOAliFHms0rer6nheGvBMfEDiynk8q/sVKM5OVrv3Y3tFXV23bqtLvofuTRX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv8A+E93rl74B0+58QtI1yyN882d7JuO0tnnO3H1rjyriLDZviXRpU5Kyvd27pW0b7nzeb5LWyevUpVJxlyTcLxd07Nq68nbQ6Kvzj/4ObfEnxY0X9hbRNL8Dy3sfh7VPGtvB4ye0TKNAsUklukzDlYzOkZ9C6oDzgH9HK5/4qfCv4d/G74fap8Kviz4Rs9e8O61biHVNJv0LRXCBgwBwQQQyqwIIIKgggivTzLCTx2AqYeMuVyVr/106PyO7grP8PwtxZg82r0vawozUnHTVLqr6cy3jf7SR+HH7DX7Snxg8Kf8ErfHa6d+1freg674aOoQ/D7w/B4rtYGW2EUUrCKBx5jjzZLjHOc8L0ArqP8Ag1p8TfFr/hpP4jeFdOnvpPBU3g9LzXFKbrdNTW6jS0YsfuyNE12AB94Ic52DH7OeB/hh4A+Efw6sPhr8MvCFlo+h6HpwtdI0yyhxHbxKp2quck+pJySSSSSSa+Uv+CTXgX9nPwRP4iH7Oen+HIba/wDDOjTeIn8O3yXAfUc3XmCZld9sgBHyEjbu6DPPxtDJcTlucYONSu535tNbLljstXo9umh+sY3xTy3NOHeI6FPLlH67UhOMrL3U5fb0+JW5o2v78pP1+0K8O/4KV+Ivix4S/YJ+K3iT4Hvep4ntPB10+nS6bHuuIlwBNJGOodYTIwI5BXI5Ar3GqXiXf/wjmobAS32KXAA77DX3dem6tCUE7XTV+11ufh2V4yOXZnQxcoKapzjJxe0uWSfK/J2s/I/F7/g1d8R/Fj/hdPxP8JWcl6/gY+F7e81JTHm3i1b7SiW53H7sjwfauB94RDP3Frw39jH4i/tYXX/Bd3Tdd1afWj421T4pXdj41t5Lf95/Zvmul5FJH0WGO2jJA+6ixIV+6tfqz/wSY8Cfs5eBbHxNb/s16f4bh0288P6FNrL+Gr5LmN7/ABeCTzHV3xIBtyhI256DNUPBXgb9nSD/AIKg6j480fTvDZ+Jsvi26h1ieK+R9TWw/sFgm+HeWjjIWIB9gz8vJzz+d4fCyllGXS52v3tvvk/yt+LP6Ox3itl9TiviLF/2bpisMqaTS5ouMFG9T+7LmvK38sF5r7Wooor9JP5iP5q/2dvjR+0VoP8AwVmm8X/Ef4n614U8Vax46vbDx/qkl9HYzQ2xmb7VDI0vyRIqxABei+Wm3lVqX/gq78aPix4j/bttr7w18cNa8VxeGYNNf4favFrUd9JbSFY5iYJLcYMgut/bflVHRVr9ifh58D/hHpP/AAUFuvjfp/w/0+LxdrHjTVbLUte2MZ57ddLlCxnJKgYjT7oBO0ZzWX/wUq8A/s5eJ/jj4a1L4vaX4bl8QaZ4Ulm8CrrF6kU4uxdZY20bOvnOCsRwFbBCnAzX5LVyqusvr1vby5YVXHl1s3zJc2++t9j+rMN4z5RPjrCZnHK01HB+ycVy3Ts5Pl0+BW5F1VNydvsn138KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/WYrlikfyvVmqtWU0krtuy2V+i8kfz2f8HBPjz46WP/BU2+n1rUdRtbfw5p2kTfDl2jCpDbiKOYzQdmP237Rl+Tuj2nhAB9+2WofA74+eH/DHhv44/tD2nxDukjt7w+FPEvjSyvrVtRFuQzm0TCysm+XCsGVckgZAI+wvjR8KP2PvGnxo8AeL/jtofg+fx1pF5K3w6l128ijvjMrI7/ZY2cGcowR8BW2EhhgnJ5b/AIKEfCP4Z/GT4VeHvh78UPBdnrWi33jO3N3p10GCSFLW7dclCrcMoPB7V+f5tw/iYRxeKWIai7y5VfXS9parbZaPQ/aM28Q8FneUZBl0MLLDywkOSVWKXM9VFyp6xvflcpXlG85SV9Lun/wS4eaP9ku10rTWkfwzpvijWrLwJK8ahX0KK/mSz8sr/rIRGNsb8741RssCGP0TXmf7HOjaT4c/Zo8J+HtA06GzsLCyktrK0t0CxwQxzyIkagdFVQAB6CvTK+zyyLhl1GLd7Rjr8kflGeYyGYZziMTGPKpzk7ere/n38z8jf+DqjxH8WLXwf8J/C2ny3qeCLy/1GfVRFH/o8upxrELYSMP4hE9wVU9cuRnHFP8A4J5fFHw348/4J/8AhbwN+0P+1ldWlrPpdzpV14TvPHdpYwPpKSvDDbPECsixNAoQgsGZDyea/QD/AIKG/CT4bfG/4aeFfh58WfB9rruiXXjeKS4068LhHZNPvmQ5RlPDAHg0zw/4W8Nxf8E2rzwxDoVqmnJ8LtQtEskhCxrALSZBGAOihPlwO1fH5jldfGZ9X5K8oe4padVty7rTS/zP02fH2Bn4Z5dkEcKlVoV5TdVWvq5NOPXm9+z1XwRs/wCXz/8A4Jx+HPC3gL9oH4t+BPgxollp3giLT9CvLuw0azijsLbX5EuUuVjMYwJGtItPeSMfdyjYG/n7Br50/wCCd/wg+GHwM8O+Mvh78IfBNl4f0WHX7eePT7BW2ebJZQl3JYlmY4HJJ4AHQAV9F19DwzBwyOgr30v97b/A/P8AivHU8wz2rWp3atGN5fFLlhGPNKzdpStdq8rXtzS3fx1/wXm8SfFjwx/wTJ8eXfwllvYpLh7O18QTafHmRNKlnVLnJHKoykI5H8Dtngk1+ZX/AARK8bfELVfAPxX8Dax4lu5vDOi+Dry40TT5ZwYrK5nA+0vGOqbxFAT/AA5TPXdn97PFHhjw9418Nah4O8W6Pb6jpWrWUtnqVhdxh4rmCVCkkbqeqsrEEehr5O/aB+BXwh/Zx8Jad8KPgd4BsPDfh6y8BeJJbbS9OQhFeSW1d3JYlmYsepJPQdABXhcW5XVqJ45VLRjFJx7+8vw1v6pfL7vhvjvA4Pw7xHCssKnVrVlUVXTRJRb8+ZcnKracs5aq1peqfsheO9S8d6SNTsvHT+JdHOlxLFrH9oLdJNKmEyJU+RmO1t2O45Gc17XVfSUSPS7dY0CjyE4Ax2FWK+qyvBTy/BqjOo5u7d3vq793+Z+VYqvHEVnNR5V2RzPxpvvG+l/BzxZqfwztnm8SW/hm/l8PwxwiRnvlt3MChW4YmQIMHg9K/nX/AOCSHxb+Ifh39ue61TxH8atU8KR+INO1I+N9ck1mKymnbDTASzXAOHa6EZI+8Tntmv6Tq8p+BHwh/Y58DfErx/4h/Z58PeDYPFWr6wsnxGfw/dxTXQvS8rhbpFdjA5dpm2ELkljjOa8zPMmrZpiKMqdb2fLf116rVa6a67H6ZwPx1g+GOE85yyrg/bPFwjFSsrQs2vfbvoubmhb7aXe6+GvjPY/Bu60m5+Pnwp+Idv4u+LVr4i0aLwn4ti1y31XWP7T+0LFaWETKcLFIjzo8CgK8ck7sDgsv6d18c/Hn4HfCHXv27tO+Nes/D7TrnxXoWseFbXR9clRjNaQveDcqDO0Z8x+cZ+Y4NfY1c3DGFnhKmKhOo5tTtd9Wlv11d9fQ+Y4jzWnj8uwVGLk3CMm3LpzcqVOOr9yChePw6ylaK3ZX5v8AxG+JvjnTrv4kXa+LL8fE1f2gIbLQ9Lljia6JXVLZdJtobdvvW8mmxxS5x80bTyE8Mw/SCvjj4yfBL4S6z+33bfHPVvANhceLtJ8R+HLLTNflVjPbQN5YZE52jIkcZxnDEZrTimhKtQoWk1+8jt5u1/VdB8JZhl+BrVvrdLnXKpLRO7g7qEr/AGJ7TtronZ2s/gv/AIOnfEPxXk/aD+HHhLU5L1fA6eEJbvSEMeLaXVGuZEujuH35FhFoMH7quMY3nP6pf8E5tY+Juv8A7CXwn1f4xQ3KeI5/A9gdRF5AIpT+6AjZ1GMMYwhPAOTyAc1w/wDwUi+Cfwm+Ocngrw78X/Adh4hsbBdVvrS01BWKR3CRQBZMKRnAZhg5BzyDXvfwV/5I54S4H/Is2HQf9O8dGXUHDiTGS5m9Iaeq/S2nqfS8S8a4POPDfKMip4ZQnhpVHKemt39nr717zvvKKevTpq8r/aj+FH7H/wAUbLwvF+1zong+7gsfEcT+E/8AhLb2KBTqTA7I4TI6+a7gf6r5g+0ZU4GPVK/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+jnmPhl2XSrShzq6Vntq+v9b2OHwr4UxHGfGdHLqOKeGk4zl7SN+ZcsXpGzV29nqvd5n0sfuL9ktQ24W0ec9dgqSvze/Y7/AGlr7XPgn8PvEvxO/bX1C78Xah4ftG1bRtR8d2R826lj2+W8AAfcdw+XO7djvX3/APCe71y98A6fc+IWka5ZG+ebO9k3HaWzznbj61y5VxFhs3xLo0qclZXu7d0raN9z5TN8lrZPXqUqk4y5JuF4u6dm1deTtodFRRRX0J4p49/wUE8QfFbwp+xH8UvEnwPe8TxXZeCr6XRpNOj33EcgiOXiHXeqbmXHIIBGTivyd/4NZtb+J6ftO/EjQ9MS6fwjc+C4rjXpBAGiXUEu0Fnuc8q5jkvcD+IBifu1+31+xWxmZTyImI/I18j/APBMD4JfCX4J3+s2nwn8A2Ggx634O0PUNWFirZurpmugZHLEkn26DJwBk18xmlCUuIcFPma+PT0V/wAb2fkfqfDHGuDyfw4zjIqmGU54l03Gemlmvi6+7bmhbaTb06/XteHf8FK/EfxY8I/sE/FbxJ8D3vU8T2fg66fTpdNj3XES4AmkjHUOsJkYEcgrkcgV7jSSRpKjRSoGVgQysMgj0NfRV6brUZU07XTV+11ufneV4yOXZnQxcqamqc4ycXtLlknyvydrPyP54P8Aghf8Vdc8E/FLxt4b1H493vgfwxe+H4rq8ktvEFtp63V/HOqQAvMCWIjkuflX6noK+/tL8MfBbS/j38Lvi78CNcsfEHxD1j4u20V14qstQg1TUtWtZo/L1dLicEloY9PBYgYWERw7Qu75vub4E/swfs+/syeHr/wp8A/hNo/hbTtU1N9Qv7XTLfas1yyqpc7iT91VAA4AHAFfO3hD4IfCLSv+Citx8dNO+H2nReMNQ8bXlheeIFRvPktl0FwI+TtUYRBkAE7Rk1+d1OHsVlrwntMQ5J1IrlV7Jtt3Wv6Lc/YeJfEfLuKeL8dnGHoSownSaUVa9S0FG1azS5XvL49Eo215l9i0UUV+kn4efm/8Afib47uX+CzJ4tv7n4j6t8Xp08aabNHE12Z996NbhuITzDFbxSPjAHlqttj76bvhv/g4g8XfHR/+Cn4sNRm1RLLRdF0l/hxGsB2hGjSR5IAB+8Y3omUtgktGF6Kor9Pvhz8EfhNon/BQe6+OWl+AbCDxfq/jTVbLUvECqxuJ7ddLlCxnJIUYjj+6BnaM5pP+CinwT+E3xP8Ai7pfjH4g+ArDV9T8KeDXu/Dl5eKzNYTm6J8xACFJyiH5gcFQRX5jUwc48P4iPtH7tf77NR/G9/VI/feEfEHI+GON4ZnHBc8J0KicbRTjOo+e0enJG3s09G4Sk+VX5D6o+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfpsVyxSPwarNVasppJXbdlsr9F5I/nx/wCC/vxJ/aA0D/gqvdarda5q2nDwtYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAfop8M/il4P8ZxeGoPEv7VsvivXWtYJRoN/43s7sfb2t8SFIIsEuu6UADOATxX1/wDEj9mL4AfGD4j+Fvi78TfhRpGteJfBU5m8LaxewFptPkLK+5CDg4ZVYbgdrDIwea7dbW1Rt6W0YI6EIK+LxHCmLxGJrz+tOMajbsru6fR6pabLfQ/VuKPEfLs+4ayfLaWCUJ4Km4Slp7z91XjZXs+XnlfXnk+13zfwW8JHwP8AC3RvDLGXdBbF2E+N4aR2kIOAMYLkY9q6iiivsKFJUKMaa+ykvuVj8nnJzm5dz5X/AG2PFGs6X+1N8LNG8Q65PY+FpfD+vXNksjrHaXOuJ9lWNJHJGZFs5L5kTuPNYA7CV+b/ANnr47+BvFXww1G08aftoXS6TJ4o1y003RbzxvYW1vNo6388dvGYQAfKaAADkFkIOec1+g3x1/Z8+C/7TXgGT4XfHr4d6f4n0CS6iuW03UkYoJoySkilSGVhkjII4YjoSD0mjeGvD3h3R7Tw/oOiWtnY2FtHbWVpbwKkcEKKFSNVAwqqoAAHQCvlsfw3i8ZmVTEwxLgpJKyvfRWtutOvzZ9f/b+VRyCjhVh71ouzbUeWyc5Jp6tylzpSTSsoJpy5rQ8+/Zg8LjStA1fxQGk/4nmoRzLuxsKxwRxBk45B29efavT6AABgCivosvwawGCp4dO/KrX7nymIrPEV5VLWuFeNftVeBX8bXWm6cNLdjfadd6Yt5ApMiLcbA6DqB9xWGR/CewNey0VnmmAWZ4KWHcuVO2vo0/0KwuIeFrqole1/yGW0It7eO3UkhECgn2GKfRRXoHOcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv52/8Agkb8Z/id4Z/bcvpfEHx11nwlZ+JLLUJfHmqvrsdk91KqySoZ5LjgyfaWH+3l2HQtX9JVcF8Lf2XP2evgn4y8U/EL4U/CTRtC1rxtfC88U6jY22JNRn3yPvfJIHzSyNhcAlycZr53O8lxGa16M6VZ0+S+1769VZrXpvsfqHBPH2X8K8K5vlVfCKrLGQjGMtLRaunzX1sr80bbTS73Xz58BI/BvxZ8a2jeFvi7J40nt9dsb3VNWXX4NRnjFtKs0UcjxfKifuyACATubByePsCmxwww58qJVz12rinV1ZNlUsqpTjKq6jk7tv0S7v8AM/O8Zi1i5xajypK1gr8xP2jvjFr3hPwT8Y/EPiL4rXuhePrX42G002Sa5ggurMLqNumkxwpL8qwvpyQyhyMFGmkJ4Yj9O64PVv2X/wBn3Xfjxp/7T2sfCbR7jx9pemmw0/xRJb5uYbciRSgOcZ2yyLuI3BXIzjis89ymtm1GnCnU5HGSd/66roe5wxnGWZRVqSxtL2iaTSSi7yi7qEubanPadrtaO0rWfyx4W8Y/D34g+KRo+jftKS+OtUe1mh0+wuPGFtqMsKPgSNFFCA2SAuTg8AV9oeC9BTwr4O0nwvG7sum6ZBaq0hBYiONUyccZ47VoJbW8bbo7dFPqqAU+pyfJamV1alSpWdSU7avyv5u+542MxscVCMYwUVG+3n8kFcJ8cf2Y/gD+0tb6LafHn4U6R4pj8O6ouo6KmqwFxa3IGN64IyCMZU5VsDIOBXd0V7c4QqRcZpNdnqc+FxWKwVdV8PUcJraUW4tdNGrNaaEf2S1DbhbR5z12CpKKKswCiiigCK9WR7OVIY1dzEwRGPDHHAPtXkH7LXgBPDmp6vrkdhNaIun2mlQ2rKQkaW7TMFGRnI83aeew717JRXn4jALEY+jiXK3s+bTvzK34HRTxDp4edK3xW19HcKKKK9A5wrxfS/h+br9p062dMkthYanNqjNCp2TM9m9qGYnOcrJ2xynsRXtFFefjsAsdOjJyt7Oan62vodFDEOgppK/MmvvCiiivQOc/Kq4+N+raB8IfhfrHij46X/hzx7qvxakh8Z3cupW1pewXhnuxrME3m5FvHDG7qMAbFFuB99d3vPgCbwJ8atauvC2gfHqbxzqWoWyWtxM3ii31G5s7Yvg7REMRpliSWGM96+n/AA9+y7+z34U+OGtftJ+HfhJo1p468RWS2mteJorf/SbuECMbWOcDPkxZIALbFyTiu6jt4IjuihRT6qoFfC0+D8VZxqYp8rleyTs9b3eu79Hr3Pt884lyvG11UwWH5b8zbaimpTbbjHlv7kPhjs2ru0b8qfRRRX3R8QFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXj/7Zv7dX7OX7BHw+0/4k/tHeKL6xsdW1Q2GmWukaNcahd3MqwyTyskFujSFIoIZZpHxtRI2YkV7BXwP/wAFuPDnxL0DxF8G/wBo/wAH/BbxX490jwevjXRtc0PwXokmpXyTa34Zu9Pspvs8eWMX2kpE79I1n3HgGgD7p8K+KPD3jjwvpvjXwjrEGo6TrFhDe6XqFq+6K5t5UEkcqHurIysD6Gr9eRf8E/8A4TeM/gN+wt8HPgn8RY9mv+E/hhoWk63FvDeVd29hDFLHkcEK6sue+2vXaACuZ+M3xe8DfAL4Va/8Z/iXf3FtoPhvTZL7U5rSxluZREgyRHFErPI5OAqqCSSAK6auQ+P3xA0r4V/BPxT8Q9b0TWtStdJ0S4nnsPDmjTajfTgIRtgtoFaSZznhFBJoAi/Z2+Pnw5/ak+B3hf8AaH+EV9dXPhnxfpEWpaJPe2b28rwSfdLxv8yHjoea7SvkX/ghTr2pXv8AwS1+FHg3xB8PvFvhjWPB/h+PQdc0nxl4XutJuku4FVnKRXKI0kX7wbZQNrEMAcg4+uqACkkkSKNpZGAVQSxPYUtJI4jjaRgSFBJAGSaAPEv2Sv8AgoV+zH+2v4j8W+DvgZ4i1h9W8FS239t6X4g8N3ml3H2e5Dm2vIo7qNGmtphHIY5lBVtpx2z7dXwF/wAEh/izqH7T37UHx7/aw+K/wg+I3g7xz4qvLHS9M0Hxj8PdQ0i00jwrp0tzDptvFc3MSR3dzM0lxdz+WSENwiDhMn79oAKKKKAPEbr/AIKFfs0af+2PZfsLalrOu2vjvU4pjpbXXhe8j0u+nhtVvJbSG/aMW8twluyytErllU84PFe3V+e3xn07xT8Tf+C6Pwd8U/C74P8AxcjvfANvrVl8Q9a8S6Vcf8IZHoU2kOYLvTZZC1uL2S7lhhLwbZisciSDaor9CaACiiigDyz9rD9sv4BfsVeE/DvjL9oDxVLplp4r8Y2HhfQUtrN7iW71K8crDEqICcfKzM3RVUk16nX5ff8ABwf8Ev22PiT4m8BfED4F/svL8TfCnhOXRms4bTxMLW60rXJPE+lyvcfZVglkuFa2tEtzMNq20VzcytuVWWv0706a9uNPgn1GzW3uHhVp7dZd4icgFlDYG7ByM4GcUATUUUUAeaftYftXfCv9jT4UD4xfF6216402TWrLSbWy8MaBPql/d3l3MIYIYba3VpJXd2CgKCea6n4SfEvR/jJ8NNE+Kfh/RNb02y13T0u7aw8SaNNp1/AjDhJ7adVkgcd0cAivCv8AgrD4Q+EPjL9lD7J8cfB3xd1jw/Y+K9M1GQ/A+1uJfENjcW8plt7qEW379VSZY8vD86kqeFDEan/BKZf2k0/4J3/Cdf2vG1k/EL/hGF/t4+JGzqW3zpPs32s9ftP2byPNzz5m/POaAPoOiiigCtrOsaV4e0i78Qa7qENpY2NtJcXl3cSBY4YkUs7sx4ChQST2Ary79kH9tj4D/tyeBL74k/s/3+t3OkWV+LdbnW/DV3pv2tGjWSK6txcxoZ7aVGDRzJlHGcHgirv7a3w18X/Gf9jf4s/B/wCHxH9veKvhprukaJl9oN3c6fPDCMnp87rzXx//AMG9Hhr9ofwj8FvG/h74m6b8WbHwXY3Hh608Fad8ZVnXVLW+i0O1j1uOBbj94lguoK6wKP3QVW8v5MUAfobRRRQAV8+fCP8A4KXfs8/GT9rLVP2LNE8NfEHSPHGmWOo33leKfh9qGmWd7a2VyltPcW1zcRrHcReZIgWSMlXDAgnIr6Dr5Q/Zz8D+M/iN/wAFUPj5+03408J6pYaT4T8L+H/hv8P7rUtPlgS9gVH1bVLm3MigSxNc3dvD5iZUtZkZypoA+r6KKKACvAvjV/wUw/ZI/Z+/ah8M/sg/Evxnqdt4x8UPp6Wq2vh+6uLGye/nkt7BLu7jQxWrXM0UkcQkYF2UgV77X5Qf8FI/g38cfFX/AAWa+H/jfw78CfHWrzR6h8O28A6zoGhSTeGZbW01q/m199dlUeV5ttayxy2hnO6N33Q/MTQB+r9FFFAH/9k=", "image_next": "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", "info": {"equation": "98+50=148", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "98+50=148", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "51905f4122c639dccede30ef232ca4ac5bfc05b25a54a8b41b95677ebca355a0"} +{"episode": 72130, "episode_seed": 2436995562, "split": "train", "timestamp": "2025-10-28T03:49:47.778978", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2436995562, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 4, 4, 6])", "action": "('move', [3, 4, 4, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "60-58=2", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cbr9rvw14K8VTajH4DtfC0d14SgaLbaTXbsy3kikcSSgiJWzyqleAGy3pf8AwST/AGivFGqfsfWFj8aP2ztY8PtpOrzad4Z0ubxxZ2fk6VDFCsSrHKC+xX85VLdlAHyha+1f+Cpvgj9mvx5qPw40j9qe38NyeHEuNWkt/wDhKNUWztxdiKAJiRpI8vtMmFzyMnHHHrP7CuheGdI/Zb8OaT4a0qyg021udTh06C0iUQx266ldLGqAcbAoAGOMYr87q5TiMXxNiKdPESg7KV1e9nbTdaLofu+c+I2AxnhJl2Rf2elKlO3O0uV8vN70NL88r/vPO+/NpzX7M3xL1Xx1rWmy+FPia/i3S4o2trvU11VL1HCKcl5Ivk8wEjngkkZr6GrnNM+K/wAJNQ8f3nwj0f4leHJ/FOnweff+GLbWbdtQtoiEPmSWyt5iLiSM7ioGHX1FdHX12T4CeXYaVOVZ1W5N3fTy3f57n4vmE5zqxlKlyXSaVrXT2ey0fR9grwP/AIKi+K/jf4I/YA+KPiv9nN9QTxfZeHd+nTaTDvuYITNGLqWIdQ6WxncMPmUruXkCvfKbOSIXK9dpx+VejXpOtQlTTtzJq63V1uvQeU46GWZrQxkqaqKlOM3CXwyUZJ8svKVrPyZ/MJ/wSu+LfxG+Gf7ZXhyLwh8XdR8I6br0rWfi7UbTVorRX08AyuJJJvkGGRSCfmzwOTg+v/8ABcb41+OvGXxM8K/D7Tf2iNT8beBYNFXULWKfxHb6hDFqhlnjlYmDGHEPlAB+gdtv3mr9JP8Agnd+zd8B/g58WfAHi34X/CzStF1PxJ4Bu5ddvrWNjJeN5NjJ8xdmwN7s21cDJ6cDHqP/AAVL8Efs8+M/BPw/0P8AaUsfDreFW8ayyT/8JHfraWonGlX3lZkLoA2c4G7n3r8nw2U4irw9UxKryUY39zWzs/W34H9M47xjyfF+LmEzunlt4Qpqn9l1W2pe8rac0b8sddYrdXsvHf8Ag2u8W/G/xP8AsFXVp8UZ9Rn0DS/FU9p4DuNQj4NgqIZEic8vElwZlHUKQyDhcD9C68T/AOCe2i+DfDf7MGnaB8OrGxttAs9f1qLRINLKm2S1GqXPl+UVJBQrghgTnOcnOa9sr9KyWDp5RQTd/ci9fNX/AA2P5/43zmlxDxdjcxp0VSjVqSkoLpr1/vPeXeTYUUVz/jr4tfCr4Xy6fD8TPiZ4f8Ovq1wYNKTXdZgtDeyjGY4hK6+Y3zL8q5PzD1r0pSjFXk7I+apUateooUouUn0Su/uR0FFFFMzCiiigD4y/4L3+Lvjn4N/4Jt+K7/4GS6jDJc39raeKrnS4t0sOjSF1uSSPmRCfLR2XojtnCliPyE/4It/GTx78Pv2mbnwdZfHXUvBXhDWNInn8US2uuw2EMrwxv9mLPNldwlkAG35iGI6Zx/QZ+1RFbz/sw/EeG7VWifwHrCyq/wB0qbKbOfbFfL//AATQ+Gv7J3gP4xa5D+ynpPhJNKu/CStq0vhbUY7yN7lblQBJIskh3BCCEJ4DZAG4k/CcQYCriuIcNGFVwc00mvs8qb01W5+58H+IeCyXwpzTIqmAVWVSV+ey5ffsk53TfNDlvT317Wu7/wALvjdpep6rL4e8FftVXfi+/uQksdg3jC2v50EZPzRpDhgMsN3BB+XNfX/hqXU5/D1jNrUey7e0jNyvo+0Z/Wsn4gfFH4RfB6xttZ+KfxF8N+Fra8uPs9pdeINXt7GOeXBby0aZlDNgE7RzgGuk69K9zJ8prZdWqSqYiVVtJWfT8X+h+P46vKvRhJUeSLvZ20dt7OyTt1CiiivfPMP5i/8AgrB8QP2hNR/4KR/EjXPjHqmr2evaH4vng8NPPugey0uGdm05rfbjYnkmOVWX7zOXzuYmvt39o39q741f8Ov4/G2l/tq65dfEjUfC2nf8JJpMPjSxabbcFEvV+zxgMh8t2yEwyckYI4+if+Ckfwz/AGTPGP7SvizXvjXpHhG68Z2Hw3sT4NXXdRSO7LAaky+RC0g87EoBHyt8wr7m+IlrAfhFrrJaoXPhu6wfLBJP2dq/NcLkuJxeZYyFPEyhyy1tf3r3euq2P6M4p8V8tx+VcPJZVFfVOWTUklGXJypwho/3cuW7v1srO13+Bv8AwboeLfjjo3/BRfSPC/wxl1BvDOr6Pe/8LBt7eLfb/YYreVoJZs8IVujAqv8AeBlKjh2B/oar4J/4Jb/Df9kvwL8YrG9/Zb0zwjGb74b3f/CSXHhjU0u2a4WfSiqzOsjlCNzkISOpOK+9q9/g2Djkqd73lJ+nSy+6/qz4zxo4uw/GfGssbRwzoKNOELSSU5NXfNO3X3uVav3Yx9EVW1nWdH8OaPd+IfEOrW1hYWFs9xfX17OsUNvCilnkkdiFRFUEliQAASas1+cf/BzJ4u+OXhv9ibRdM+G0+oweF9W8ULbePZ7CP5Tb7N1vFM45SJ5gM9mYIpPIB97McYsBgqmI5b8qvb+vx8j4vg7h18W8UYTJ1VVP281HmeyW706uytFaXlZXVz9BfA/xA8B/E7w7F4v+G3jbSPEOkzu6Q6poepRXdvIysVYLJEzKSCCCAeCMVr1/Pd/wQ1+N3jjwn4u8X/DvXP2j9U8FeBhpX9oC3i8TW+nwSaq0sMaspnBy5hWTITqEXd0Wv1S+D/xmHiC6bw/8Ov2jrrxreR3C3BiHieDUZos4QAiDkRn0YYyTXylLjfCypRcqMubra1vk73/DyPpuPPDqpwZxRXyqOIjUjCzUtnaSUkpLVJq+uvn1sfX9FMgMzQI1woEhQeYF6A45xT6+3Turn5oFfyofG74x/tVad+2hrvxh+IvifXNL+LOneMHmur6X9xd2N/DJsRFXoioFVFQfIEUKMrX9V9eJa/8AA39gfUv2w9O+J/iPw34Bf42raLLpz3OoQjWZIkgdFmW2Mm6QrCrgSbCQqcEBBj57iHKKubQpKFXk5Zdet+3munq9T9k8H/EXBeH1fMJ4jAvE+2pWVkrx5btqV9qU7/vHr8MXZn5hf8FWP2jPiLH+xBp+m/D/APbC1jX7zXbmzsfH2jReNLK832clrIZ0aOEblQ3AjVtpxglTlWIOB/wa7eLfjhF+03408EaBNqMnw+l8LG88RwiLdaQakJY0tHLHiOV0+0AYwXWM5yEG39df21tB0XWf2SPiNo2qaXDPa3nhC9t7qB04kieIqynHYqSPxryj/gnt8CPg7+z58U/Hng34J/DvTvDemXPh/Rbq4tNOVsSzG51Rd7M7MzHaoAyeAOMV89TyrEYHiXDRqYiVRtSd3e9knpq3oz0st8TcsoeFGYcPfUIqpVndSVuX3nH3pK1+eFvct5aq2v1XRRRX6GfhJ+Ev/Bzz4t+ON1+134a8FeKp9Rj8B2vhaO68JQNHttJrt2ZbyRSOJJQRErZ5VSvADZb0X/gkL8etZP7G1jo/xW/bA1Lwumla3c2XhrR18Z2VgsWmokRTbE678ec0+Gbk444Ar7w/4KO/A34R/tAeJvh14L+M/gKy8RaVC2r3UVlfM4RZljt1VwUZTkB2HXHNej/sN+HPD/h/9mLw/oGh6La2ljYXmqW1laW8CrHBCmpXSpGoAwFVQAB6CvzurlOIxfE2IhTxEoOyldXvZ203Wi6H7pm/iXlmO8J8v4eWBSqUZay05fd5vejpfmnf379b730+EPi54O+Cfw98JaV8Z/2UrvTb74s3Hju2fwd4q0S/h1HWNe1i4u4Uu4Jp9zNdpJC8gnRiUSMscIMmv1Nr8/8Aw3+zh8CdH/axT9oLTPhdpcXjW8+OF7DceIwjG4ZDqlxGQMsVUlEVMqoOMjPJz+gFelwfQlRpYlOTdqjj93X1d9fRHwPF2b0sxw2DoxlObhFyc5/F7/L+7XvS/dw5W43au5zfLG9grw7/AIKTeJPip4Q/Ye+IXiL4M3mrWuu22lQ5vNBt/NvbSxa6hW+ngXBPmx2ZuJFIBZSgIBIFe402ckQuV67Tj8q+tr0nWoTpp25k1dbq6tdeh8vleMjl2Z0MXKmqipzjJxe0uWSfK99Haz0eh8B6P47g039oL9nvw1+zd4sS+a51p45tP0eWG7im8J/YJEuLiY5YpCrxWoWYEAyAKCzfKfkr/g6Y8WfHI/G/4e+BtQk1GP4b/wDCMm+0tBFttJ9a8+eO4JYfflSA24Ab7izNt++1fXX/AATp/Zx+BXwW+LXgDxf8Kvhfpeh6p4k8AXcmuX9mjmW8bybGQ7i7HA3uzbVwMkccDHsn/BST4O/C/wCOuhfD34f/ABf8FWev6LJ4xnnfT70uEMqaVfFHyjKQQSe9fm+Dwsp8G1nzv4m/utp6Pf1P2HhnjPIuEfELBY+lhnVpUoyi3JRVRufM+dJNxUoX5Y+9qk9Y81o+Cf8ABtHr/wAYtX/YFvNN+IUN4PDum+L7uHwLLdWwRXsyFknETYzIgunn5OcNvUH5cD9EK8Y/YF8LeG/A37N9p4M8HaJb6bpOleJddtdN0+0j2RW8KardBUUdgAPqepyTXs9fdZLB08ooRbv7kfxV/wANkfnHG2dUeIuLcbmVKkqUatSUlFdNetur3k+sm2Ffzq/8HCfi344a7/wUg8R+HvitNqK6JpFhaJ4CtrqLZbrprwozywAcMGuPPDPyS0e0n5AB/RVXmnx//Y5/Zf8A2p77RdT/AGhfgnofiy48PSO+jzarblmt95UsuVI3KSiko2VOOlc+f5VVzfA+wpz5XdPXZ+T/AD9UfUeEnHuA8O+KnmeMw7rQdOUNLc0W7NSjeyvpyvVe7J+j/PH/AIJ//tKeI/Fn7IXg3W/j3+3TreneJZLSaOe0uviBY20sduk8iW25HBcEwLGcv8zZy3JNfdv7MvxA13x7qi6vpfjE+INFnsCTqaXq3EMhXCK6yJ8hYlSDt6/NxkcezR6fYRRrFFYwqqqAqrEAAB0AqVESNdsaBQOgAxXnYPhvGYfFU6s8ZOSi72d7Py+J/lsfK53xBh83x+JxNPCxpKtOUlGNrR5pN2Wi0V7LbYWiiivrD5k+Mv8Agvf4u+OXgz/gm34r1D4Gy6jC9zf2tp4qutLi3Sw6NIXW5JI+ZEJ8tHYdEds4UsR+P/8AwRc+Kfi74f8A7U9xodn8Z7zwV4Z1fQ528T31rrFvYLKIUY2ytLMCAfOcYVeTuPbOP6Q9b0vRtb0W80XxFYW11p95ayQX9reRq8M0LqVdHVuGUqSCDwQTmvJP2N/g9+w38LvBWrQfsQaP4IXQ73VA2s3Pg3VIr+OS6WNcJJMkkh3KjKQhb5Q+QBvJPymcZBXzHM6denX5LK3W6/w6re+up+18J+JeByHwwzHh6pl/tZ1pXVSy5VzJL942m+aHLenvr2td/KWv+GP2R/j5r41H4tfFXQvild6bo91HbReMPF1rqkemWbAG5liiDBIMgLvn2hlCJ867RX0D/wAEpte8Z6/+yNav4j1PU7/RrPxPq1n4B1HV0xPd+HIrp00+Td1kTyQFSQ8tGqHJBDHA/wCChX7O/wAEP2gfiz8OvDvxo+Gem+IrGw0PXbmztr4OFilNxpSlxsZSflJGDkc9K9i/YwtLWw/ZT8A2FjbRwQQeGreKCCFAqRoq4VVUcKAAAAOABXBkOBq4PiPEU51XNxirt9b2eur22Wp8fmWd0a/CFLCLmlKU72lbkpKPPpT1bvPmvL3YJWtaV7r06iiivuj4Q/mG/wCCt3jL47+Jf+Ci3xOuvjtcakmq6X4pubPQor6Ly/s+kRzMdPEKjgRmAxyAj7xkZzlmY1+o3wR+OWnfEz9mjwyP2gv259UGt694SgHi7TZfiRZWhMs0OJo2WPa0WQxBClWXPBBFd5/wUJ/Zy+BfxW+Onjv4l/En4XaXrWu+G/htZNoWpX8bM1oVTUpFKruCthwG+YHkV9nfEe1tf+FQa9J9mjLf8I3dHJQdfs7V+a4TJcTi8yxkKeJlDllra/vXu9dVsfvPHniflvEnDGT4KhgVTnh42ctNGlGNqdldRduZ3s7pdrv4R+A3gP4S/CL9vL4O2n7InhrR9Ll1rQdTt/HNn4StIXt5/CyWRktrq6KZ2gXy2axTk7pTJINz4O39F6+If+Cc37OXwL+AXxm0ef4NfC/S/D0mufDC7m1eWxRy906z6SVLM7McAu5ABABYnHNfb1e/wbTcMlTve8pP06WX3X+Z+b8bZnRzLM6apylP2dNRc52U5vmlPmklKW3NyR96Xuxjr0RXO/Fvwv8ADHxr8MNf8LfGnTtKu/CV5pM6eI4dbZVtPsewmVpWcgIqqCxckbdu7Ixmuir84/8Ag5k8XfHLw3+xNoumfDafUYPC+reKFtvHs9hH8pt9m63imccpE8wGezMEUnkA+7mWKjgsBUryjzKK27/8Dv5HNwTkNbifizB5XSrexlVmkp/y21utve091XV5WV1ufaH7Kfwx/ZR+Gvwhg0D9j/SPCkXgyW+nuIX8J3kd3aTXJYLK5mR38x8qFJLEgIF4CgD0mOCCI5ihRSepVQK/nx/4Ia/G7xx4T8XeL/h3rn7R+qeCvAw0r+0BbxeJrfT4JNVaWGNWUzg5cwrJkJ1CLu6LX6pfB/4zDxBdN4f+HX7R1141vI7hbgxDxPBqM0WcIARByIz6MMZJr5PD8aYKOHjH2Ek9FaKVvl+mnkfU+InAeN4Y4vxOBq4v27TUvaSb53zJS9+9/e111ffrY+v6KZAZmgRrhQJCg8wL0Bxzin19yndXPy4K/lQ+N3xj/aq039s/XvjD8RvFGu6V8WdO8YPNdX0v7i7sb+KTYiKvRFQKqKg+QIAoytf1X18BfH39nH4F6/8AtaeMfj/rnwu0u68Z6d8SvDsNh4hnjZp4EWHRVXaC2zIV2AbbkZ4OcV8dxlh5VcPQkptWml/4F19VbT1Z+0+DXiDl/AWKzB4rCKv7alZbXTi37rv/AMu583v7v3Y6Mp6P8Y/h34j8FWFh8TP23JtSa70uAa9o+pfEawa3uJGjUzQyImMoW3AqCOOM19T/ALL/AINNtruvfEl2mzqthZWMe4Dy3SCS5k3rxk5NyQTkj5R6GvXvsVn/AM+kX/fsVIABwBXTgOG62EzCGKrYmVRxTsmu6tu5M/LcXmkMRRlThSUFJ3023vtYKKKK+pPIPib48+Mdei/4KN6v4f8Aif4jubLS7P4b2knw0sLyRYbO6EksravNESR506GG0Djkxxc4CnJ8U/Zg/aK0PV7Xx4mo/tu6lpOh2nxN1eHwbbJ410+yjOm7o3LRIVy8X2p7sJIc70CkEjBP6CftDfssfs9ftX+GLPwb+0T8KNK8V6dp179rsbfUkbNvNsKF0dGVlyrEEA4PGQcDHX+HfCXhfwl4fsfCnhjw9Z2GmaZZxWmnWFpbqkVtBGoSONFAwqqoAAHAAr4zE8MYyvmdXEwxLgpdr39HqtF0Puq/EuSzyWFGOGvW5YQldRUIqCtzwesnOpZOd0rPm1lzLl+W/wBn7wx4O+JutaDceCPGI16w07xH/at1rVlqcd59oukkeaRppkypZ5HJbGDluMV9a02OOOJdsUaqPRRinV7eS5T/AGRh5U3Uc3KTk21be3m+3c+RxuL+uVFLlskrWCvDv+Ck3iT4qeEP2HviF4i+DN5q1rrttpUObzQbfzb20sWuoVvp4FwT5sdmbiRSAWUoCASBXuNHXrXp16TrUJ007cyaut1dWuvQrK8ZHLszoYuVNVFTnGTi9pcsk+V76O1no9D8xPj78ZfBfgHxH8DNK+D37QMfhuG+11bZLrRNftIxL4Z+xyCeRppCwSLdBbhZAfmdSoJPFeo+G/iL8MfF3inT7T/hqY+M9RikkbSNM1DxtaXzRymJ1aSKKLDF/KaRc84Vm47j6c+Bv7GX7LH7NPiDXfFXwH+BugeGNQ8SuG1q60y1KtcYdnCjJIjTc7HYm1enHyjHpS2tqjBktowR0IQV8NR4Oxqw3spYtpO94pNx/wDSlfz0Pps34gyepWpxwNBuMF8c1GM5NtvVR5kuW/Kved0r6X5Vxn7PHglvAPwuttHkE4e61C+1CRLkAMjXV1LcFcYGADJgA84xnJrt6KK+3wtBYXDQop3UUl9ysfH1ajq1ZTfVthRRRW5mFFFFABRRRQB8Zf8ABe/xf8c/Bn/BNvxXqHwMm1GGS5v7W08VXWlxbpYNGkLrckkfMiE+WjsvRHbOFLEfkJ/wRb+Mfj34fftMXPg6z+OupeCvB+saRPP4oltddhsIZXhjf7MWebK7hJIANvzEMR0zj+kDWNI0rxBpN1oOvabBe2N9bPb3tndRCSKeJ1KvG6tkMrKSCDwQSK4H9nr9kf8AZs/ZR0HUPDP7PHwe0jwrZardrdalFp8TE3EqqEUu8jMxAHQZwMsQAWOflc34fxWZZjDE067gkraXuvSzW99dV8z9n4V8UMr4f8Ncw4arYFVKmIk3GenL7yirzvrzU+W9O19bbWu/mXwJ46+HvjLxfD/Y/wC0QfHetxWkkdjb3Xi221Ge3hZ42lEUcOCAzRw7jg/cTp3+uPgn4JT4cfCTw94GjkmYaZpUUObgjfwOc4AGefSulS2t4m3RwIp9VUCn105PkU8sxNSvUrOpKSSu1287u5+U4zHxxVOMIwUUu3/DIKKKK+hPOPzcf4laWtp+0Vqv7S3xEudN1uz8Za7aeIk1aaKCbS9ECtDpC20TYHkyWbRSQnBE088vLOSBV/Z8/aCh8a/s7eENU+OP7dWpL4i1XwvayeJ7C6+IWnwgzyRAyxvEFGzOcFeCMkcGvt/4o/sZfss/Gv4r6F8cviv8DtB13xb4a8r+xNcv7YtNb+VKZYhwQHCSEsocMFJJGM16UbO0JybWP/vgV8OuFMd9Zq1I4txUnfS93/i1Wq+Z97m3E+SYvCRjh8L+8k4ylzKKjDljy8lK13yNtyd1F6QjZuLlLwb9lbwdpOo+MLf4maDMH02y8MSadpktpIr2s0NxJaygo4zvwtsmCDjDc5yDXvtIqqg2qoAHQAUtfS5RlqyrAxwylzWvra27vtqfGYzEvF13UatcKxviF8PfBPxY8D6r8NfiR4YtNa0HW7J7TVdLv4t8VzC4wysP1BGCCAQQQDWzRXpSipJpq6ZhTqVKNRVKbakndNaNNbNPo0cT8C/2cfgb+zP4DX4Y/Aj4ZaX4Z0JbuS6OnadCdrzyY3yMzEs7EKoySThVHQADs44IIjmKFFJ6lVAp9FKEIU4KMFZLoti8TicRjK8q+Im5zk7uUm2231berfmwoooqjEK/J69+NGpaJ/wT18c/EP4p/FW+0v4oC61SbxLcX00MepWPi5Ll2t7VYGyEKSQW6QxBcfZ4kZQVG4/rDXmWrfsZ/sta7+0FbftVax8D9BuPiFZoi2/imS2JuFKxGJWIztZ1jO0OVLABQCNox89xBk1fOIUlTqcnK7/8H1VtPV6o+v4WzvKMqjVhj6LmnKE1yqLbdPn/AHb5rWhU5/eau1yxfJLY+UPh/wDtEeGrDSND1zxL+3hcy6pFZWs2pWd58RtOaFrjy1MqOgGCu/cCoOO2a+uv2edY8Uax4fu59cup7i1EymxuLhixfIJYBj95c459SR2rvvsVn/z6Rf8AfsVIABwBWWXZBisFjY16mKlUST0d+vrJ+vrY8XGZlSxNOUY0Ywu76dPTT5BRRRX0x5QUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQaraS6hplzYQ3LQvPA8aTJ1jLKQGHuM5oA+eP2d/+Crv7EX7Uv7Qmp/sy/Bv4nXd94lsFvmsZLrQrq2sNbWym8m8OnXcqCG9EEh2yeUzbeTyATX0dX4qf8Erf2b/2mbD9on9kL9njxj+zf448KXn7JNl8SI/ih4u1vw/LbaRftqtzMtiunXjfJfi4Eqyt5ZO0A7ulftXQAUUUUAFeG/ts/wDBRP8AZg/4J+aV4c1b9pLxFq9knirU/sOkR6P4eub9i++KMvIYUZYYw80K73KgtIoGScV7lX59/wDBx/4t1aX9g2L4KeD/AIR+P/F3iDxX4u0a80228D+Br7WFhh07VrG6uTcPaxuLf90GKb8eYVYLnBwAfoGrBlDDoRkUtc18Hfibovxm+F+h/FPw5out6bY67p6XVrY+JNFm06/gRuiz206rJC/HKOARXS0AFFFFAFDxV4n0PwT4X1Lxn4nvxa6ZpFhNe6jdMjMIYIkMkj4UEnCqTgAnjgV4f+yB/wAFMv2Uv23vHHiT4YfBXXvEFt4m8K2cF9qvh3xd4SvtGvfsM5xDeRw3kUbSQPxiQDHzL6jPtXjnxTB4G8E6x42utIv9Qi0fSri+ksNKtGnurlYo2kMUMS8ySMF2qg5ZiAOtfnL/AMEZvijrH7Vf7ZfxY/bW/aM+DfxN8H/FnxnoCabo/hrxR8MtT0nSvCvhKyuwLXT0vrqFIr29lklFxKVPchFCo1AH6X0UUUAFFFFAHzv+2b/wVF/ZM/YJ16y0P9ovVvFNmlxZxXl/qujeCdQ1Gw0e1ln8iOe+ureForRGkBVfMYE7TgV9A6bqVhrOnW+r6XdpPa3UCTW08ZyskbAMrA9wQQa/Mr/g4vsLj45/C6L9m/wP8Cv2g9e+JEVlb3/wyl+Hui3dx4T1i/mvoM22sbCbSVIfsqOUvVCqspMZO5q/ST4exeJ4PAGhweNbe1i1lNHtl1eKyUCFLoRL5qxgcBA+4DHbFAGxRRRQAUEhQWYgADkmivE/+CjfhD9pb4hfsR/EX4f/ALIUUL/ELXtAbTtD87VEsSqzyJFcMlw4KwSi3aYpIQdr7Tg4xQAv7Gv/AAUF/Zf/AG+YvG93+zD41uNdtfh/4sm8O6/evp0kMLXkYyTA7gCaMjkSLwQQR1r2uvzK/wCDfX4WftJfBP4t/tM+A/it+xL/AMKg8LyePdPl8PWq+IzfW8bQ6ZbWotLWT7NCL2FYokc3ifKzsybdykn9NaACiiigAr5z+JX/AAVA/Z1+Gf7VU37HFz4Q+JWu+MrN9KGqnwl8NtS1Ww0xdRJFrJdXVtE0VsjAOS8hAAjck4U4+jK/Jb/gqh4A+IWlft2v4/8A2FPAn7TOl/tE694v8IQQ63oNrdx+ANW0W2Cic38sX+iSQxwS3SOtyfMWTOwbWyQD9aaKKKACiiigDkPj58evhL+zB8Hdf+Pnx18aWvh7wn4YsDd6zq13kpDHkKAAoLOzMyoqqCzMwABJFc/+yl+1x8Jv2yPh5P8AEj4SWfiWztbS/NneWHi7wpeaNfQSeWkilre7jSTY0ciOrgFWDAg187/8HBP7O3xi/aY/4Jl+J/BPwO0HWNW1vSvEeh67JpHh0btQvLSy1CGedbZf451jVpET+JowACSBVH/ghtb/ALQcfw6+LFz8RJ/iw3w3n+J0zfBQfHB7pvEo0b7NF5puPtn+kiI3Pm+WJfmwGx8uKAPuWiiigD//2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "60-58=2", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d37ff687a4b20dcb6871c420889f5ddb3652fa761ca0bbf17a29f6fca6ac9a56"} +{"episode": 72131, "episode_seed": 3446790398, "split": "train", "timestamp": "2025-10-28T03:49:47.837170", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3446790398, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 5, 1, 7])", "action": "('move', [2, 5, 1, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "5+35=40", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "5+35=40", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "219c00b506cf6c1b9a6e1b1c237f3227f713292706d8b81e791a603af425658a"} +{"episode": 72132, "episode_seed": 3476881111, "split": "train", "timestamp": "2025-10-28T03:49:47.880714", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3476881111, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 0, 1, 8])", "action": "('move', [0, 0, 1, 8])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6g/4OgPH37Tnh74b+CvCPgi41e1+GOseevjGewgxbz3yuhtoLiVeQpUOwjbCsyg8lRj8sf2EvjJ8bfg3+0l4dvvgh8TtS8LXOrajb2GtXun38dusmnvMhnWVpf3YUIC2X+6QCMECv6kfiH8O/A3xa8Ean8NviX4Usdc0HWbRrbVNK1GASQ3ETdVZT+BBHIIBBBANcH+zx+w9+yX+yfealqP7O/wACNC8LXOsRJFqV1Yws0s8aElULyMzBcnO0EAnBIJAr4zNeGMVmGa/WoV+Vad7xt/Lt+a3Z/RvBvjbknDPhtV4dr5aqlVqaT932dTnfxVb6txvbRO6jFXj0/Pz/AIKB/tQ+NvAX7LPiXxR+zT+3VrWoeJ7Z4BDb2nj2wupTatKFnKRqu4kRknK/MOo5FfjF4W8VeONA8cWHjLwdr2p23iO21NLrTtSsZ3F2l2HDJIjqd3mb8EEck1/XiLO0ByLWMH2QV+PGi/Bf9gMfBm58beH9C+H83xTTT7q6m8rWoptTjvRO5lk+zGZikqjcxwgKYyNpGR83xDk+Jy+VF1MRKpzNpXvpttqzv8HfFjLeE8lx2DqZb7Rv3+aCWvu25ara0graPW3NL3Wfp3+xTr3xt8T/ALJvw/8AEP7SFjcW3jq88M20nieG8tFgmW6K/NvjXhGxgkYGCTwOleoUUV+p0oOnSjBu9kld7vzZ/NuOxMcZjauIjBQU5Slyx0jG7b5YrolsvIKKKK0OUKKKKAPjr/grD/wVz+Hn/BN7wra+E9G0NPEfxL16w+1aB4en3pa29uXeP7ZdOuD5W9HVY0O+RkIygy48J/4Jk/8ABw1YftTfGK2+AH7VfgTSPCeueIr+G18Gav4cSc2V3cyEIlnOkryPHK7kBJAxRi20hCAXz/8Agu7+xb4U/bDtn/aD8D+KV0vxL4A8OtaSS30rmz1WxjkkmMO0AmKVZJZNjqCHLbWGCrJ51/wR8/4IL/Fbwt8U/Df7Wv7YiTeHE8OXtnrPhHwbbXA+2T3kZWaKa8K58hI2CnyPvuww+1VKyfAf2vnWO4gcME+alF2enu26tvvvaz9Ln9MZHlHgpT8JqlbNJ2zBxk3eT9sqn2FThs4fDd2as3ztNafshRRRX35/M4UUUUAFFFFAH8vX/BU3x7+0546/ba8bD9qi41ddb0zWLi00mx1SHyktNMErm1WCMfKsTRlXBXhyxYkkk1+mH/BsD4+/ab8SfCnxr4T8e3Gr3Xwz0Z7dPBVxqEOYIbxnkN1BbytyUUeWxQZVWc4wSa9Y/wCCj/w2/Y5+IX7ZFsv7XNp4PkhtfhjYHQT4s1tLIbm1HUPO8otLHvOBHkc446Z59v8A+CZHh/wT4V+Cvibw78NdN0+z8PWnxC1BNFt9JC/ZltvKtyhjK8MpB3bgTu3bsknJ/OMowc6PF9WDqN8qbv3vbR/f+B/TnG/izl/EHhNh8op5Z7OT5I81l7OHs3q6PW7tZqy5VKSvLd/R1FFFfo5/MYVHeXlpp1pLqGoXUcFvBG0k88zhUjRRlmZjwAACST0qSvzH/wCDm/4g/tQ+EP2dvCGgfCa41e1+HuuXl9b/ABJvdLh+Qt/o32K3uJV+ZIZC1wCvCOyqrZ+VTw5ljVl2BniHFy5Vsvu+7u+iPqOC+GZ8ZcUYXJoVo0nWlbnlsrJyfrJpWitOaTSur3P0P+G/xx+Cnxje8j+EPxg8LeKm08Rm/Xw34gtr42wfdsMnku2zdsfGcZ2nHQ11Nfyefsl/GH45/BP456N4n/Z6+IWp+G9eu51sGvdNvEh8y3lZVkjlMn7sxnhj5nyqVVuCoI/dCf44/DrzXEP/AAUF1MpuO0/8LN0/p2/hr5PDccYadK9ajJS/u2a/Fo/QfFHwhl4fZpRoUMXGtTqxcldcs42snzJXVm37rvrZq3u3f3nRXzN8Jvi14m8d3Onap8OviQ3imJGS1F3a6ml3DPsKhhK8RKZzje3BG7tmvpmvoMmzqlnMJypwcVF2163/AK1XQ/I8Zgp4JxUpJ37BRRRXtHEFFFFABX5Jf8HQ3j79pzQ/DPgnwT4WuNYtfhVq8Eh8Sy2MO21utTSXdDBcSryQEXesbYUsu4AlPl/W2vA/+CnOl+Ddb/Yv8SaR8RIrN9Audb8PRa4uozCO3+yNrtgJvMckbE8stlsjAycjGa8jPcPLE5RWgpOPut6eWtvR2sz7bw64ko8J8ZYTM6uHVeMJfC9/e05o3v78b3j5pbbr8Df+CP3j/wDad8Fft5eBdP8A2YrjV3udY1u1tfFWn6dB5sNxovnp9ra4Q/L5aRFnDtjYwBUg4z/TdX55/sRfCv8AY0+Hv7W3gy//AGSNH8FxrdafrsWt3fhPVI71ji3tzHHJIskhUfeITIBIzg4zX6GV4vBNNxylz5m7yenRW7evU+w8b+NsLxtxTCvQwjoezgotySVSd9bzt22irvTW+tkUUUV9ifjIUUUUAfNf/BXPxp+0n8P/ANgbxx4q/ZSGpr4tt4IMT6LbebdW9kZVF3LEMEqyw723KNy43DkZr+ZbStV8SDxPba5pN5dSav8Ab0ntrhCZJ2ud4ZWHUs5fB7kmv6/a/JWy/Y6/Zc0v9meX492PwP0RfGL6VNfnX3jkeYXT3DbpgrOUV+SQQo2nlcEA1+d8bYaTxFCrzvX3bdFruvPX8Ef0b4L+K+VcC5HjcBisD7WU3zqUeVOV42UKl/sK101zW5pe67n6NfsU698bfE/7Jvw/8Q/tIWNxbeOrzwzbSeJ4by0WCZbor82+NeEbGCRgYJPA6V6hRRX6BSg6dKMG72SV3u/Nn8+Y7ExxmNq4iMFBTlKXLHSMbtvliuiWy8gooorQ5Qrzj47fEk6JZHwbok3+m3Uf+lOn/LKJsjAIPDn+Rz3FbvxN+KGleAbI23zS6hPCxtYE6DsGY9hn88HFfJvjjTfH/wC0Z8UoP2bfBV/eWsutWf8AafxB8UW7iJtJ0V5TE6RM0Tr9quiJYolwCqxzSZHljPyHEObVJzWWYJ3qz0dvsr/Nr7l8j2MuwkUvrNfSEdvP+vzL3wI+Fdr+2T8UV8deJbOO6+FPgTWCNKtZoYpbfxbrsDzRSysRI2+ys3C7FKAS3IL5KwKG+zqy/BHgvwv8OPB+meAfBWjQadpGjWMVnp1jaxBI4YY1CqoCgAYArUr3MpyyjlODjQp79X3f9bHDi8VPF1nOXyXZBRRRXpnKFFFFABRRRQB/L1/wVN8fftOeOv22vGw/aouNYXW9M1i4tNJsdVh8pLTTBK5tVgjHyrE0ZVwV4csWJJJNfpR/wa5+Kf2h9Q+Ffjzwr4ptL8/DSwu4JPCdzcWQWH+0XZzeRxS4DPgCIsvIUt2JIr3z9un9mf4CftGftmeR8cfhfp3iVNJ+F+mtpov2kH2cyalqIcjy3XOdi9c9OK9Z/wCCa3hHwv4B+Efi3wT4J0C10rSNK+JGp22nadYwiOK3iWO3wqqPzJ6kkkkkk1+b5Rg5UeL6sHUb5U3fve2j+/8AA/pfjXxgyniPwroZHSy5U6loJv3eSnyP4qVtU5WtqlZSkry3f0RRRRX6QfzQFZPjvw54K8X+C9V8MfEfSdPv9AvrCWLWbPVo0e2ltip8wSh/l2bc5zwOta1fmP8A8HN/xB/ah8Ifs7eENA+E1xq9r8PdcvL63+JN7pcPyFv9G+xW9xKvzJDIWuAV4R2VVbPyqeDM8ZHL8BUxEo8yitl16fd38j6rgjhytxbxXhMppV1RlVlZTl9myctO8tLQV1eTSur3PrX9jH4Bf8E1vhnrmu6/+w3oXw4bUpbSG31+98Ha3DqM8UDMzRxu6yyNEjsjHblQ5iBOdgx7/wDYrP8A59Iv+/Yr+UD9kv4w/HP4J/HPRvE/7PXxC1Pw3r13Otg17pt4kPmW8rKskcpk/dmM8MfM+VSqtwVBH7oT/HH4dea4h/4KC6mU3Haf+Fm6f07fw18hgeM8DTw6jKg4+UErfofpXi/4Y5jwjntJ1cweK9tG6lUb9quWytK7lp/I762at7t394pFHENscaqPRRinV8zfCb4teJvHdzp2qfDr4kN4piRktRd2uppdwz7CoYSvESmc43twRu7Zr6Zr6TJs6pZzCcqcHFRdtet/61XQ/GMZgp4JxUpJ37BRRRXtHEFFFFABX5Jf8HQ3j79pzQ/DPgnwT4WuNYtfhVq8Eh8Sy2MO21utTWXdDBcSLyQEXesbYUsu4AlPl/W2vCv+Ck3hjw/41/ZA1zwf4r0qK/0vVfEXhu01Gynzsngk17T0dDgg4KsRwQeeDXkZ7h5YnKK0FJx91vTy1t6O1mfa+HnEuH4R4xwma18Oq0actYu3XTmjfRSjfmj5rpuv5/8A/gkN4p/aI8K/8FAfh7L+zbaX1xql7rUFpr8NlZLOraK80YvjKGBCxrCCxc42lVIOcA/0618Hfsr/ALMH7Pn7Of7X3gR/gd8JdI8NPqmma8uoTWEbmSdUgtiql5GZtoJJ2ggZ5xmvvGvF4JpOOVSnzN3k9Oit29ep9b41cd4DjzianisJhvZRhBRu7c89b3na693aKu9Nb62RRRRX2J+OhRRRQAy6a4W2ka0RWlEZMSseC2OAfbNfIt/8BLfxd4bn+BFj4fudKsrqP7K1rYxkGziaQMSpcNhQTwzZHI9a+vaMDrivCznI45xOk5VHHkd7JXve33PTfX0O/BY54OMko35gooor3TgCiiigDkPiV8ItN+IdxDqP9pPZ3cMfliVYg6umcgMMjpk4wR949a1/BHgzS/AmhLoelu8g8xpJZpMbpGPc446AD6AVsUVw08twNLGSxUYJVJbv+tPmbyxNeVFUnL3V0Ciiiu4wCiiigAooooAKKKKAPB/2iPCgX4njxs3hxVmm0eDT11SNWJlhSSWRYmP3QVeWUgcH5j1rr/2Xvhifhn4G1LzftSza/wCI7rWJ4rsANE82xdoGAQuIxgHJ5616TgHqKK8LC5HHDZxVx/tG3NWtba9uvXbTRfM76uOdXBxw/La3UKKKK904ArO8X+EPC3j/AML6h4J8b+HrPVtH1W0e21LTdQgWWG5hcYZHRgQwIPStGik0mrMqE505qcHZrVNbp90eS/s8fsI/sg/soazqPiP9nn4BaD4X1DVrVba/v7KF3mkhVtwiDyszKhbBKqQGKqTnauPVvsVn/wA+kX/fsVJRUUqVKhDkpxUV2SsvwOnHZhj8zxDxGMqyq1Ha8pycpO2iu229FohqRRxDbHGqj0UYp1FFaHIFFFFABRRRQAVw/wC0R4VXxp8Lbrw/P4eTU4WvbS4ktmVmIaC4jnikULyWSaKJh/u813FFc+Lw6xeFnRbtzJq66XVjSjU9jVjO17O588fBH4Yv4j+MWi/E24F1Gvhqzv44GVQIpWukjRgxI5IEYIAIxnmvoejAHQUVxZNlccowSw6lzat3tbfy1/M2xmKeMr+0asFFFFeqcoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGZ4z8ZeFPh34S1Px7468QWmk6Lo1jLearqd9MI4bW3jUs8jseAoUEk18ufs3f8Fvf+CeH7U/xh0T4IfDP4oaza6x4sS4bwRc+JvCN/pdl4oEDESf2dc3MSR3WMHhDk4wMkgV2n/BVn9nv4kftW/8E5fjF+zx8IAj+JvFXgi7s9FgkmEa3E+A6wljwofbsyePm5r8o/hz8Mf2lf2ztf8A+Cen7Mngv9jv4peBdW/Zf1CK6+Lnijxp4Nn0rTtJW0FkjJaXUoCXhlNo7KIiclos9SVAP3eooooAKKKKACiiigDyP9sr9uD9n39g74ZwfFX9obW9VttOvL02lhbaH4futSurqZYnmZUhto3bCxxyOzHCqqkkitj9lH9qT4Rfto/ALw9+0t8CNUvL3wp4nt3m0m5v7B7aV0WRoyWjcBl+ZD1+teY/8FYPjXpPwg/Yn8aaPefDzxz4lvvGnh/UvD2i2PgPwVe63cC8nsZ/LaWO0R2hhJXaZWAUFlGckCvC/wDg25+It7bf8E5/Bv7L3jL4O/Ebwj4t+HGirH4it/G/gDUNHgd7i6uXRbaa6iRbnCrltmdu5c4yMgH6DUUUUAFFFFABRRRQB8nftN/8Fp/2Fv2SPHOs+CPjDrfjaNPDV5FaeKPEWk/DjVrzR9GnkKhY7m+igMEbfOvG4/eHevpj4d/EPwR8W/Aej/E/4aeJ7TWvD/iDTob/AEbVrCXfDd20qB45EPoVIPPI6HBr8n/+C0/7Znx1/aV+NOqf8EvdL+Afxl8HfBOQJH8Xfi54a+DOra9c69CPLmOmaQtvA8ao/CvdMSOGAGF2yfpR+xNovwh8N/sl/D7w38A/BmveHvBmneGLa08OaN4p0i4sNRtraJdii5guVWWOU7SzB1BJbOOaAPUaKKKACiiigAql4k8RaN4Q8O3/AIr8R3y2un6ZZy3d9cspIihjQu7kKCThQTgAnirtYvxH8W3fgH4fa545sPB2q+Ip9G0i5vYdA0KFJL3UmiiZxbW6Oyq0shXYgZlBZgCR1oA+YPhZ/wAFu/2C/ip8fPDP7NsGveNvDniXxszL4K/4Tf4caro1tr5GcG0mu4EWUNj5SOGyADkivrmvw/j+HHjb43/8FoPgV+0l+wp8Bf2lZo9O8S3918Xr/wDaK8O6iNE8P6bczbp49NOrg/ZpQrTCNbU7VPkhOM1+4FABRRRQAUUUUAFZPj3x34N+F3gnV/iR8Q/Elpo2g6Dp01/rOrX8wjhs7aJC8krseiqqkn6VrV8N/wDBaz9nv9tn9qDw98NPhX+zx8FNM+Inw2j8V/2r8YfAt548i8Ov4ktrbZJZ6e93JFLi1acb5kWNi4iVcrncAD2P/gn3/wAFOP2TP+CnPgrxB8QP2SvFGrarpnhnVU07VZtV0KexZZ3j8xQqzAFht7jp0r6Br8lv+DazwV+2N8MPjF+1Ho3xz/Yvvfh14e8S/GPVNaTUNQ1Jo0t7xriTFjZQvbRi9tFVjtvYiI2CDCDcMfrTQAUUUUAf/9k=", "image_next": "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", "info": {"equation": "1*1=1", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/KKKKAPmv/grn4z/AGkvh/8AsDeOPFX7KQ1NfFtvBBifRrXzbq3sjKou5YhglWWHe25RuXGRyM1/M94W8V+ONB8cWHjPwbr2pW3iO21KO607UrGdxdrdhwySI6nd5m/BBHJNf161+Omi/Bf9gMfBm58beH9C+H83xTTT7q6m8rWoptTjvRO5lk+zGZikqjcxwgKYyNpGR+d8bYaTxNCqpvX3bdtd156/gj+kvBPxQwHBeRY/A1svdZyvPngldrltyVG9qatdPW3NL3Xc/Tv9inXvjb4n/ZN+H/iH9pCxuLbx1eeGbaTxPDeWiwTLdFfm3xrwjYwSMDBJ4HSvUKKK/QKUHTpRg3eySu935s/nfHYmOMxtXERgoKcpS5Y6Rjdt8sV0S2XkFFFFaHKfmD/wUz/4OHbL9lz4yXXwB/ZT8B6P4s1nw5qE1p4z1jxGk4srW6jYo9nAkTxvJIjgh5CQildoDnJX3v8A4JQf8Fb/AIdf8FIvCNz4Y1XQ08OfErQLAXPiLw7Dve1ngDrH9stZGyTEWdAY3O+NnAJcYdvj/wD4Kpf8G+Pxg+Knx91f9on9jLUbXVh401i61PxT4a17VEt5LK+mdpZZ7eaTCvDI7MfLbDRsflLIQI5v+Cb37H3xF/4JL63D+0v8Rp49avtSspNH+Jnh+wtZZW0HSpJ4ZPtNs0QZriW3eEPMu3a0ZYIQY90n5+83zrAZ8o418tKTstPdt0affa/4n9M57lHgnV8KKdXKp3zBRi1aT9s6n21UjsofFZ2S0jytt6/XH/BWH/grn8PP+Cb3hW18J6NoaeI/iXr1h9q0Dw9PvS1t7cu8f2y6dcHyt6Oqxod8jIRlBlx4T/wTJ/4OGrD9qb4xW3wA/ar8CaR4T1zxFfw2vgzV/DiTmyu7mQhEs50leR45XcgJIGKMW2kIQC+R/wAFyv2PvA37bmiQ/tOfDPxjHY634M8KiOG7u5XNlrOmBnuAmAuYpA0zlHAO/ftYcqycD/wR8/4IL/Fbwt8U/Df7Wv7YiTeHE8OXtnrPhHwbbXA+2T3kZWaKa8K58hI2CnyPvuww+1VKyNZvnWO4gcME+alF2dl7turb++1n6XFkeUeClLwmqVs0ny5g4ybvJ+2VT7Cpw2cPhu7NWb52mtP2Qooor78/mcKKKKACiiigD+Xr/gqb49/ac8dftteNh+1Rcauut6ZrFxaaTY6pD5SWmmCVzarBGPlWJoyrgrw5YsSSSa/TD/g2B8fftN+JPhT418J+PbjV7r4Z6M9ungq41CHMEN4zyG6gt5W5KKPLYoMqrOcYJNesf8FH/ht+xz8Qv2yLZf2ubTwfJDa/DGwOgnxZraWQ3NqOoed5RaWPecCPI5xx0zz7f/wTI8P+CfCvwV8TeHfhrpun2fh60+IWoJotvpIX7Mtt5VuUMZXhlIO7cCd27dkk5P5xlGDnR4vqwdRvlTd+97aP7/wP6c438Wcv4g8JsPlFPLPZyfJHmsvZw9m9XR63drNWXKpSV5bv6Oooor9HP5jCo7y8tNOtJdQ1C6jgt4I2knnmcKkaKMszMeAAASSelSV+Y/8Awc3/ABB/ah8Ifs7eENA+E1xq9r8PdcvL63+JN7pcPyFv9G+xW9xKvzJDIWuAV4R2VVbPyqeHMsasuwM8Q4uXKtl933d30R9RwXwzPjLijC5NCtGk60rc8tlZOT9ZNK0VpzSaV1e5+h/w3+OPwU+Mb3kfwh+MHhbxU2niM36+G/EFtfG2D7thk8l22btj4zjO046Gupr+Tz9kv4w/HP4J/HPRvE/7PXxC1Pw3r13Otg17pt4kPmW8rKskcpk/dmM8MfM+VSqtwVBH7oT/ABx+HXmuIf8AgoLqZTcdp/4Wbp/Tt/DXyeG44w06V61GSl/ds1+LR+g+KPhDLw+zSjQoYuNanVi5K65ZxtZPmSurNv3XfWzVvdu/vOivmb4TfFrxN47udO1T4dfEhvFMSMlqLu11NLuGfYVDCV4iUznG9uCN3bNfTNfQZNnVLOYTlTg4qLtr1v8A1quh+R4zBTwTipSTv2CiiivaOIKKKKACvyS/4OhvH37Tmh+GfBPgnwtcaxa/CrV4JD4llsYdtrdamku6GC4lXkgIu9Y2wpZdwBKfL+tteB/8FOdL8G63+xf4k0j4iRWb6Bc634ei1xdRmEdv9kbXbATeY5I2J5ZbLZGBk5GM15Ge4eWJyitBScfdb08tbejtZn23h1xJR4T4ywmZ1cOq8YS+F7+9pzRvf343vHzS23X4G/8ABH7x/wDtO+Cv28vAun/sxXGrvc6xrdra+KtP06DzYbjRfPT7W1wh+Xy0iLOHbGxgCpBxn+m6vzz/AGIvhX+xp8Pf2tvBl/8AskaP4LjW60/XYtbu/CeqR3rHFvbmOOSRZJCo+8QmQCRnBxmv0MrxeCabjlLnzN3k9Oit29ep9h438bYXjbimFehhHQ9nBRbkkqk763nbttFXemt9bIooor7E/GQooooA+a/+CufjT9pP4f8A7A3jjxV+ykNTXxbbwQYn0W2826t7IyqLuWIYJVlh3tuUblxuHIzX8y2lar4kHie21zSby6k1f7ek9tcITJO1zvDKw6lnL4Pck1/X7X5K2X7HX7Lml/szy/Hux+B+iL4xfSpr86+8cjzC6e4bdMFZyivySCFG08rggGvzvjbDSeIoVed6+7botd156/gj+jfBfxXyrgXI8bgMVgfaym+dSjypyvGyhUv9hWumua3NL3Xc/Rr9inXvjb4n/ZN+H/iH9pCxuLbx1eeGbaTxPDeWiwTLdFfm3xrwjYwSMDBJ4HSvUKKK/QKUHTpRg3eySu935s/nzHYmOMxtXERgoKcpS5Y6Rjdt8sV0S2XkFFFFaHKFeI/tDWHhq18VxSaS23UJog1/DEg2ck4YkHIc9xjkYPHf0T4m/FDSvANkbb5pdQnhY2sCdB2DMewz+eDivk3xvpvj/wDaL+KcH7N3gm/vLWXWrT+0/iD4ot3ETaTorymJ0jZonU3V0RLFEuAVWOaTI8sZ+J4oxdPHSjldCKnVk1f+7/wbfh6o9zKqMqCeKqO0Uvv/AK/M47wH47+GH7QX7V3hLwx8T7eRvhpZ+ILiz8M3NxBbvpnijxXarKRBPIZiTBEFdrdPL2z3MDZb91Esn6G18q/Hr9kz4faH8PF+DUGgCDwZcadHZaZDaKqvYeUFMZjO3EcqMqyI+M7lz1Br1D9kP4g/EnxJ8OovCHxpvbe98UaIghutatpkKazEPuXYRUj8tyMCRNgCuDtLKVJXDGKp5fWnldeKhUT0/vf0tV3QZpSliIRxVN3jb7j1qiiivtzwwooooAKKKKAP5ev+Cpvj79pzx1+2142H7VFxrC63pmsXFppNjqsPlJaaYJXNqsEY+VYmjKuCvDlixJJJr9KP+DXPxT+0PqHwr8eeFfFNpfn4aWF3BJ4TubiyCw/2i7ObyOKXAZ8ARFl5CluxJFe+ft0/sz/AT9oz9szyPjj8L9O8SppPwv01tNF+0g+zmTUtRDkeW65zsXrnpxXrP/BNbwj4X8A/CPxb4J8E6Ba6VpGlfEjU7bTtOsYRHFbxLHb4VVH5k9SSSSSSa/N8owcqPF9WDqN8qbv3vbR/f+B/S/GvjBlPEfhXQyOllyp1LQTfu8lPkfxUrapytbVKylJXlu/oiiiiv0g/mgKyfHfhzwV4v8F6r4Y+I+k6ff6BfWEsWs2erRo9tLbFT5glD/Ls25zngda1q/Mf/g5v+IP7UPhD9nbwhoHwmuNXtfh7rl5fW/xJvdLh+Qt/o32K3uJV+ZIZC1wCvCOyqrZ+VTwZnjI5fgKmIlHmUVsuvT7u/kfVcEcOVuLeK8JlNKuqMqsrKcvs2Tlp3lpaCuryaV1e59a/sY/AL/gmt8M9c13X/wBhvQvhw2pS2kNvr974O1uHUZ4oGZmjjd1lkaJHZGO3KhzECc7Bj3/7FZ/8+kX/AH7Ffygfsl/GH45/BP456N4n/Z6+IWp+G9eu51sGvdNvEh8y3lZVkjlMn7sxnhj5nyqVVuCoI/dCf44/DrzXEP8AwUF1MpuO0/8ACzdP6dv4a+QwPGeBp4dRlQcfKCVv0P0rxf8ADHMeEc9pOrmDxXto3UqjftVy2VpXctP5HfWzVvdu/vFIo4htjjVR6KMU6vmb4TfFrxN47udO1T4dfEhvFMSMlqLu11NLuGfYVDCV4iUznG9uCN3bNfTNfSZNnVLOYTlTg4qLtr1v/Wq6H4xjMFPBOKlJO/YKKKK9o4gooooAK/JL/g6G8fftOaH4Z8E+CfC1xrFr8KtXgkPiWWxh22t1qay7oYLiReSAi71jbCll3AEp8v6214V/wUm8MeH/ABr+yBrng/xXpUV/peq+IvDdpqNlPnZPBJr2no6HBBwVYjgg88GvIz3DyxOUVoKTj7renlrb0drM+18POJcPwjxjhM1r4dVo05axduunNG+ilG/NHzXTdfz/AP8AwSG8U/tEeFf+CgPw9l/ZttL641S91qC01+GyslnVtFeaMXxlDAhY1hBYucbSqkHOAf6da+Dv2V/2YP2fP2c/2vvAj/A74S6R4afVNM15dQmsI3Mk6pBbFVLyMzbQSTtBAzzjNfeNeLwTSccqlPmbvJ6dFbt69T63xq47wHHnE1PFYTDeyjCCjd25563vO117u0Vd6a31siiiivsT8dCiiigBl01wttI1oitKIyYlY8FscA+2a+Rb/wCAlv4u8Nz/AAIsfD9zpVldR/ZWtbGMg2cTSBiVLhsKCeGbI5HrX17RgdcV4Wc5HHOJ0nKo48jvZK972+56b6+h34LHPBxklG/MFFFFe6cAUUUUAch8SvhFpvxDuIdR/tJ7O7hj8sSrEHV0zkBhkdMnGCPvHrWv4I8GaX4E0JdD0t3kHmNJLNJjdIx7nHHQAfQCtiiuGnluBpYyWKjBKpLd/wBafM3lia8qKpOXuroY/jjwXpnjzQm0PU5HjHmrJFNFjdG47jPHQkfQmsj4a/CPTPh5PNqH9oveXc0flmZogiomckKMnrhc5J+6OldfRRPLcDVxkcXKCdSOif8AWnz3COJrxoukpe6+gUUUV3GAUUUUAFFFFAHg/wC0R4UC/E8eNm8OKs02jwaeuqRqxMsKSSyLEx+6CryykDg/Metdf+y98MT8M/A2peb9qWbX/Ed1rE8V2AGiebYu0DAIXEYwDk89a9JwD1FFeFhcjjhs4q4/2jbmrWtte3Xrtpovmd9XHOrg44fltbqFFFFe6cAVneL/AAh4W8f+F9Q8E+N/D1nq2j6raPbalpuoQLLDcwuMMjowIYEHpWjRSaTVmVCc6c1ODs1qmt0+6PJf2eP2Ef2Qf2UNZ1HxH+zz8AtB8L6hq1qttf39lC7zSQq24RB5WZlQtglVIDFVJztXHq32Kz/59Iv+/YqSiopUqVCHJTiorslZfgdOOzDH5niHiMZVlVqO15Tk5SdtFdtt6LRDUijiG2ONVHooxTqKK0OQKKKKACiiigArh/2iPCq+NPhbdeH5/DyanC17aXElsysxDQXEc8UiheSyTRRMP93mu4ornxeHWLws6LduZNXXS6saUansasZ2vZ3Pnj4I/DF/Efxi0X4m3Auo18NWd/HAyqBFK10kaMGJHJAjBABGM819D0YA6CiuLJsrjlGCWHUubVu9rb+Wv5m2MxTxlf2jVgooor1TlCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAzPGfjLwp8O/CWp+PfHXiC00nRdGsZbzVdTvphHDa28alnkdjwFCgkmvlz9m7/gt7/wAE8P2p/jDonwQ+GfxQ1m11jxYlw3gi58TeEb/S7LxQIGIk/s65uYkjusYPCHJxgZJArtP+CrP7PfxI/at/4Jy/GL9nj4QBH8TeKvBF3Z6LBJMI1uJ8B1hLHhQ+3Zk8fNzX5R/Dn4Y/tK/tna//AME9P2ZPBf7HfxS8C6t+y/qEV18XPFHjTwbPpWnaStoLJGS0upQEvDKbR2URE5LRZ6kqAfu9RRRQAUUUUAFFFFAHkf7ZX7cH7Pv7B3wzg+Kv7Q2t6rbadeXptLC20Pw/daldXUyxPMypDbRu2FjjkdmOFVVJJFbH7KP7Unwi/bR+AXh79pb4EapeXvhTxPbvNpNzf2D20rosjRktG4DL8yHr9a8x/wCCsHxr0n4QfsT+NNHvPh5458S33jTw/qXh7RbHwH4KvdbuBeT2M/ltLHaI7QwkrtMrAKCyjOSBXhf/AAbc/EW9tv8AgnP4N/Ze8ZfB34jeEfFvw40VY/EVv438Aaho8DvcXVy6LbTXUSLc4Vctszt3LnGRkA/QaiiigAooooAKKKKAPk79pv8A4LT/ALC37JHjnWfBHxh1vxtGnhq8itPFHiLSfhxq15o+jTyFQsdzfRQGCNvnXjcfvDvX0x8O/iH4I+LfgPR/if8ADTxPaa14f8QadDf6Nq1hLvhu7aVA8ciH0KkHnkdDg1+T/wDwWn/bM+Ov7Svxp1T/AIJe6X8A/jL4O+CcgSP4u/Fzw18GdW16516EeXMdM0hbeB41R+Fe6YkcMAMLtk/Sj9ibRfhD4b/ZL+H3hv4B+DNe8PeDNO8MW1p4c0bxTpFxYajbW0S7FFzBcqsscp2lmDqCS2cc0Aeo0UUUAFFFFABVLxJ4i0bwh4dv/FfiO+W10/TLOW7vrllJEUMaF3chQScKCcAE8VdrF+I/i278A/D7XPHNh4O1XxFPo2kXN7DoGhQpJe6k0UTOLa3R2VWlkK7EDMoLMASOtAHzB8LP+C3f7BfxU+Pnhn9m2DXvG3hzxL42Zl8Ff8Jv8ONV0a218jODaTXcCLKGx8pHDZAByRX1zX4fx/Djxt8b/wDgtB8Cv2kv2FPgL+0rNHp3iW/uvi9f/tFeHdRGieH9NuZt08emnVwfs0oVphGtqdqnyQnGa/cCgAooooAKKKKACsnx7478G/C7wTq/xI+IfiS00bQdB06a/wBZ1a/mEcNnbRIXkldj0VVUk/Stavhv/gtZ+z3+2z+1B4e+Gnwr/Z4+CmmfET4bR+K/7V+MPgW88eReHX8SW1tsks9Pe7kilxatON8yLGxcRKuVzuAB7H/wT7/4Kcfsmf8ABTnwV4g+IH7JXijVtV0zwzqqadqs2q6FPYss7x+YoVZgCw29x06V9A1+S3/BtZ4K/bG+GHxi/aj0b45/sX3vw68PeJfjHqmtJqGoak0aW941xJixsoXtoxe2iqx23sREbBBhBuGP1poAKKKKAP/Z", "image_next": "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", "info": {"equation": "1*1=1", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2d2fd4795da6726b11c4b042025e48a82190dce56c3c366aeb0cd05a2d263119"} +{"episode": 72133, "episode_seed": 1401644010, "split": "train", "timestamp": "2025-10-28T03:49:47.950054", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1401644010, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 4, 2, 7])", "action": "('move', [3, 4, 2, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "10+5*5=35", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "10+5*5=35", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ddade37f143ebba584e131ed2648df33edadedf16c7a5988123b3e7e0e27c47c"} +{"episode": 72134, "episode_seed": 273932108, "split": "train", "timestamp": "2025-10-28T03:49:48.023286", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 273932108, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [7, 5, 0, 0])", "action": "('move', [7, 5, 0, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "76+62=138", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "76+62=138", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "724fbe56fa51ea921a00c41953b4b7fe03df9e53c20a2a343ee003f55db9ae36"} +{"episode": 72135, "episode_seed": 1223799300, "split": "train", "timestamp": "2025-10-28T03:49:48.078886", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1223799300, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 5, 6, 6])", "action": "('move', [1, 5, 6, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "33+49=82", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "33+49=82", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9c825db216e4956cbb9f05721bb6b25ab196f400c25f603e79d47cbc85250f49"} +{"episode": 72136, "episode_seed": 2572582854, "split": "train", "timestamp": "2025-10-28T03:49:48.160218", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2572582854, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 0, 5, 8])", "action": "('move', [0, 0, 5, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "14+10*7=84", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "14+10*7=84", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9ee40f3a6930f830505dc4fd0f86d26d069e1e4b12406d0ae0dea8ef6502d321"} +{"episode": 72137, "episode_seed": 2179694280, "split": "train", "timestamp": "2025-10-28T03:49:48.217890", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2179694280, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 7, 1, 1])", "action": "('move', [2, 7, 1, 1])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "29-24=5", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cLr9rvw14K8VT6jH4DtfC0d14SgaLbaTXTsy3kikcSSgiJWzyqleAGy3a/8ABNH9pP4nT/sBXy+NP2xtY0XXNDTUbLwDo03jSytStrBaRi0jWKYbmQT70XecYUKPlAr9Sf2xvhR+xf8AFX4e2Fn+29pfg6Xw5Z6ssmm3HjPU47KGK8aNwBHM8keHZN/yBvmCk4O3j0jwp4c8H+H/AAvpug+DNHsLXR7Gwhg0m2sIkEEVsiBYkjC8BAgULjjAGK+LxHDWLxGa1cRTxThzW2vzej1Wi6H7lmfijl+L8MMu4e/s1c9CV3OSXJLlvrHS/NPm/ebdd+bT+W/9l34vftRXX7cnhX4sfDDxHrmpfE/VvGkcq3kQM11qFzPLidZFPDpIrSB1b5dhbOAOP6pK+APDn7OXwL0j9rFf2g9N+GGmReNbz44XsFz4jCObhkOqXEZAyxVSURVyqg4yM8nP3/VcHUJUKWJTk3ao4/d19XfX0Ry+MviDgOPsZgKuFwnsFSpWe125NPlTX2IW9zb4paK9grwP/gqL4r+N/gj9gD4o+K/2c31BPF9l4d36dNpMO+5ghM0YupYh1DpbGdww+ZSu5eQK98ps27yX29dpxivra9J1qEqaduZNXW6ut16H5PlOOhlma0MZKmqipTjNwl8MlGSfLLylaz8mfzCf8Ervi38Rvhn+2V4ci8IfF3UfCOm69K1n4u1G01aK0V9PAMriSSb5BhkUgn5s8Dk4Pr//AAXG+Nfjrxl8TPCvw+039ojU/G3gWDRV1C1in8R2+oQxaoZZ45WJgxhxD5QAfoHbb95q/Qz/AIJj/DD9kfwl8ZfCGufs96N4QXXL/wAD3Y8Yz6BqMd1cCYxWbbJwJHMJMnmHZ8oLKePl49o/4Km+Cv2d/GPgjwBon7S1l4dPhQ+NZZJ/+Ekv1tLUTjSr7ysyF0AbOcDdz71+UYbKcRV4fqYlV5KMb+5rZ2frb8D+ncy8X8sreL2EzhZW7QpqnZqPtm5J+8la3Mua0ddY9VfTx7/g2u8W/G/xP+wVdWnxRn1GfQNL8VT2ngO41CPg2CohkSJzy8SXBmUdQpDIOFwP0LrxP/gntovg3w3+zBp2gfDqysbbw/Z6/rUWiQaWVNslqNUufL8oqSChXBDAnOc5Oc17ZX6TksHTyigm7+5F6+av+Gx/PfG+c0uIeLsbmNOiqUatSUlBdNev957y7ybCiiuf8dfFr4VfC+XT4fiZ8TPD/h19WuDBpSa7rMFob2UYzHEJXXzG+ZflXJ+YetelKUYq8nZHzVKjVr1FClFyk+iV39yOgooopmYUUUUAfGX/AAXv8X/HLwZ/wTb8V6h8DZdRhe5v7W08VXWlxbpYdGk3rckkfMiE+WjsOiO2cKWI/IT/AIIt/GPx78Pv2mbnwfZfHTUvBXhDWNInn8US2uuw2EMrwxv9mLPNldwlkAG35iGI6Zx/R9rel6Nrei3mi+IrC2utPvLWSC/tbyNXhmhdSro6twylSQQeCCc15J+xv8Hv2G/hd4K1aD9iDR/BC6He6oG1m58G6pFfxyXSxrhJJkkkO5UZSELfKHyAN5J+UzjIcRmOZ069Ov7Oyt1uv8Oq3vrqftfCfiVgch8MMx4eq5f7WdaV1UsuVcySXtG03zQ5b099e1rv8EP+Cy3xg+IHxF/aqfwvq3xu1Lxr4T0TTLd/CNxd65DfRRLPBEbko8Py7jMjBsjdhFHQLX7M/wDBDPxd8cfGv/BNrwNrHx3n1Ge9T7RBoN1qse2afSI322jknl12DCO3LIqnkYJuf8FC/wBnn4I/tA/Ff4deG/jT8NNN8RWNhoeu3Vna3wcLFMbjSlLjYyk/KSMHI56V7D+xha2th+yn4BsLG2jhgg8NW8cEMKBUjRVwqqo4AAAAA4AFcGQ4GrguI8RTnVc3GKu31vZ66vbZGnGPiPlvEPhflmQ0cEqdShLWWlvdUo3hbW9S/NUul73817r06iiivuj8QP5jP+Cr3j79obU/+CknxH1r4w6nrFpr+ieL54PDLTBoJLLTIZ2bTTb7cbE8kxyqy/eZy+dzE1+wv7avxI/bN03/AIIYt8QIk1u0+J9z8P8ASn8Zy29iI762ikEQ1KVkUAwsIWlLsoDRjcflIyOf/wCCkfwz/ZM8Y/tK+LNe+NekeEbrxnYfDexPg1dd1FI7ssBqTL5ELSDzsSgEfK3zCvur4jb5PhBr3BZm8N3XUZyfs7fnXwuT4Gbx2Y0vaPXS/wDiu7+qP6E4w8UcBmmWcOcuWxj9TcZtSS5ZqHKnCGn8OXLeV1vZWdrv8Cf+DdDxb8cdG/4KL6R4X+GMuoN4Z1fR73/hYNvbxb7f7DFbytBLNnhCt0YFV/vAylRw7A/0NV8E/wDBLf4b/sl+BfjFY3v7LemeEYzffDe7/wCEkuPDGppds1ws+lFVmdZHKEbnIQkdScV97V38GwcclTve8pP06WX3X9WfKeNHF2H4z41ljaOGdBRpwhaSSnJq75p26+9yrV+7GPoiq2s6zo/hzR7vxD4h1a2sLCwtnuL6+vZ1iht4UUs8kjsQqIqgksSAACTVmvzj/wCDmTxd8cvDf7E2i6Z8Np9Rg8L6t4oW28ez2Efym32breKZxykTzAZ7MwRSeQD72Y4xYDBVMRy35Ve39fj5HxfB3Dr4t4owmTqqqft5qPM9kt3p1dlaK0vKyurn6C+B/iB4D+J3h2Lxf8NvG2keIdJnd0h1TQ9Siu7eRlYqwWSJmUkEEEA8EYrXr+e7/ghr8bvHHhPxd4v+HeuftH6p4K8DDSv7QFvF4mt9Pgk1VpYY1ZTODlzCsmQnUIu7otfql8H/AIzDxBdN4f8Ah1+0ddeNbyO4W4MQ8TwajNFnCAEQciM+jDGSa+Upcb4WVKLlRlzdbWt8ne/4eR9Nx54dVODOKK+VRxEakYWals7SSklJapNX118+tj6/opkBmaBGuFAkKDzAvQHHOKfX26d1c/NAr+VD43fGP9qrTv2z9d+MPxG8T65pXxZ07xg891fS/uLuxv4ZNiIq9EVAqoqD5AihRla/qvr86/2hPhn+yZqv7cvizx34l0jwjN8VLb4ieHf7Je71FP7UWBbfRwrx25kyQEMhDhCQASDxkfHcZYeVXD0JKbVppf8AgXX1VtPVn7Z4L8e4PgfFZi6+C+se1o6WSuuW94u+1OfN+83+GOjNnwD+0R4ZsNK0TXPEf7eF1LqcVnazajZ3nxG05oWuPLUyI6AYK79wKg47Zr65/Z51jxRrHh+7n1y6muLUTKbG4uGLF8glsMfvLnHPPJI7V3F+2i6VYzanqbWttbW0TS3FxOVRIkUEs7MeFUAEkngAVm/D/wCJnw2+LGgf8JT8K/iBofiXSxO0B1Lw/q0N5biVQCyeZCzLuAIyM5GR6115fkWJwWPjWq4uVSyfuu+t/WT067b2Py3FYz63hpyp4dRjdXaWib1S208tdrm5RRRX054p+Ev/AAc8+Lfjjdftd+GvBXiqfUY/Adr4WjuvCUDR7bSa7ZmW8kUjiSUERK2eVUrwA2W9L/4JJ/tFeKdU/Y+sbH40/tn6z4fbSdXm07wzpk3jizszDpUMUKxKscoL7FfzlUt2UAfKFr7q/wCCjvwN+Ef7QHib4deC/jP4CsvEWlQtq91FZXzOEWZY7dVcFGU5Adh1xzXo/wCw34c8P+H/ANmLw/oGh6La2ljYXmqW1laW8CrHBCmpXSpGoAwFVQAB6CvzurlWIxfE2Ip08RKDspXV72dtNGtF0P3TN/EvLMd4T5fw+sAlUoy1npy+7ze9HS/NO/v3633vp5R+z94Y8HfE3WtBuPBHjEa9Yad4j/tW61qy1OO8+0XSSPNI00yZUs8jktjBy3GK+tabHHHEu2KNVHooxTq+syXKf7Iw8qbqOblJybatvbzfbufi+Nxf1yopctklawV4H/wVF8VfG/wR+wB8UfFX7Ob6gni+y8O79Om0mHfcwQmaMXUsQ6h0tjO4YfMpXcvIFe+UdetenXpOtQlTTtzJq63V1uvQ0ynHQyzNaGMlTVRUpxm4S+GSjJPll5StZ+TP5fP+CWfxL8b/AA6/bV8LXnhb4n3fhS01Z5LLxPrFtqUNqRprASyhppgVQFooznqSoA5OD+vOtWn7NHx78RaNpfxL+Oun/E+fT7iSbQvD3ifxjaapbpcNGQ0yWa4SWUR7wGZX2qz4xkmvp39ln4GfsC/DLxj4y1T9kTwz4Bt9burxYvGp8JX8NzNby+ZKywzKkj/ZvnEv7vCDKHj5BjlP+CkHwV+FHxw0P4e+Afi14Dsdd0aTxjPO9hdhlQyR6VfFGyhVsgk96/N8Tw1isFk9So8U3FJvlV+V6+v36bn7Vx94kYHjPjqjjaOGnhFGEYOVl7bZtuycb6S5YrnV47tJ2XPf8EiRHpnw8+I/g34fs7/C/Q/iPdW3wwkjRTai0aGKW9itJVz59umoPdoj5YcEBjjj65rxj9gXwr4b8C/s3Wngvwbodtpmk6V4l12103T7OPZFbwpqt0FRR2AH4nqck17PX3OS03TyihFu/uR/FX/DZH5DxLj4ZpntfEwjZSl13dklzSfWc7c031k2wr+dX/g4T8W/HDXf+CkHiPw98VptRXRNIsLRPAVtdRbLddNeFGeWADhg1x54Z+SWj2k/IAP6Kq80+P8A+xz+y/8AtT32i6n+0L8E9D8WXHh6R30ebVbcs1vvKllypG5SUUlGypx0rDP8qq5vgfYU58runrs/J/n6o+08JOPcB4d8VPM8Zh3Wg6coaW5ot2alG9lfTleq92T9H+eP/BP/APaU8R+LP2QvBut/Hv8Abp1vTvEslpNHPaXXxAsbaWO3SeRLbcjguCYFjOX+Zs5bkmvu39mX4ga7491RdX0vxifEGiz2BJ1NL1biGQrhFdZE+QsSpB29fm4yOPZo9PsIo1iisYVVVAVViAAA6AVKiJGu2NAoHQAYrzsHw3jMPiqdWeMnJRd7O9n5fE/y2Plc74gw+b4/E4mnhY0lWnKSjG1o80m7LRaK9ltsLRRRX1h8yfGX/Be7xf8AHPwZ/wAE3PFeofAybUYZLm/tbTxTdaXFulh0aQutySR8yIT5aOy9Eds4UsR+Qn/BFv4yePfh9+0zc+DbP466l4K8IaxpE9x4oltddhsIZXhjf7MWebK7hLIANvzEMR0zj+g39qWCG6/Zj+I1rcRB45PAerq6MMhgbKUEGvnb9gH9nT4Gfs+/HLV9C+C3ww0vw7a6l4LS4v4rFGJuJRdhVZmdmY4HAGcDJwOTn4TiDAVcVxDhowquDmmk19nlTemq3P3DhHxHy3I/C3MuH6uCVSpWldT0s+blV5315qduam1fW21rvD8CeOvh74y8Xw/2P+0QfHetxWkkdjb3Xi221Ge3hZ42lEUcOCAzRw7jg/cTp3+uPgn4JT4cfCTw94GjkmYaZpUUObgjfwOc4AGefSulS2t4m3RwIp9VUCn17WT5FPLMTUr1KzqSkkrtdvO7ufkGMx8cVTjCMFFLt/wyCiiivoTzj+Yb/grb4y+O/ib/AIKL/E65+OtxqSarpfiq5s9BhvovL+z6RHMx08QqOBGYDHICPvGRnOWYmv1G+CPxy074mfs0eGR+0F+3Pqg1vXvCUA8XabL8SLK0JlmhxNGyx7WiyGIIUqy54IIr7m+KP7Gn7LXxq+K+hfHL4rfA/Qdd8W+GvK/sTXL+2LTW3lSGWMcEBwkhLKHDAEnGM11XxXtLUfC/xK4tY8jQLw58sf8APB6+GfCeNWIrVY4pxUm3pe7Wvxarv5n7jxv4sZXxVw7lWXYfAKlPCRSctNGko2p2V1F25nezvZdLv4L+A3gP4S/CL9vL4O2n7InhrR9Ll1rQdTt/HNn4StIXt5/CyWRktrq6KZ2gXy2axTk7pTJINz4O39F6+If+Cc37OXwL+AXxm0ef4NfC/S/D0mufDC7m1eWxRy906z6SVLM7McAu5ABABYnHNfb1d3BtNwyVO97yk/TpZfdf5n5/xtmdHMszpqnKU/Z01FznZTm+aU+aSUpbc3JH3pe7GOvRFc78W/C/wx8a/DDX/C3xp07SrvwleaTOniOHW2VbT7HsJlaVnICKqgsXJG3buyMZroq/OP8A4OZPF3xy8N/sTaLpnw2n1GDwvq3ihbbx7PYR/KbfZut4pnHKRPMBnszBFJ5APu5lio4LAVK8o8yitu//AAO/kc3BOQ1uJ+LMHldKt7GVWaSn/LbW6297T3VdXlZXW59ofsp/DH9lH4a/CGDQP2P9I8KReDJb6e4hfwneR3dpNclgsrmZHfzHyoUksSAgXgKAPSY4IIjmKFFJ6lVAr+fH/ghr8bvHHhPxd4v+HeuftH6p4K8DDSv7QFvF4mt9Pgk1VpYY1ZTODlzCsmQnUIu7otfql8H/AIzDxBdN4f8Ah1+0ddeNbyO4W4MQ8TwajNFnCAEQciM+jDGSa+Tw/GmCjh4x9hJPRWilb5fpp5H1PiJwHjeGOL8TgauL9u01L2km+d8yUvfvf3tddX362Pr+imQGZoEa4UCQoPMC9Acc4p9fcp3Vz8uCv5Svj38VP2m2/bH174rfFfWtXs/ipp/jP7TdXN5GI7mx1G3mHlKqHKoIjHGqKPkCooHygV/VrXiWv/A39gfUv2w9O+J/iPw34Bf42raLLpz3OoQjWZIkgdFmW2Mm6QrCrgSbCQqcEBBj53iHJ6ubQpKFXk5Zdet/1XT1ep+yeD/iLgvD6vmE8RgXifbUrKyV48t3aV9qUr/vHr8MXZnype+P/g/8UfhdB4O+OH7aE2tWWq6Tbp4n0DUvibZrbXbFEaaCYQlCYy4ZWQMAy5U5BIPU/saaH4c+GX/BQa5+Hf7N2l22m+Fr34dTX3xN0Hw9axLpllqCz26aVO6x/Lb3UsJuwVG0yRQo5DYDV9Nftr+H9E1v9kf4jaLq2lQT2l54RvYLqB4xtkjeIqynHYqSPxryj/gnt8B/g5+z38U/Hng74J/DvTvDemXPh/Rbq5tdORsSzG51Rd7M7MzHaqgZPAHGK+fp5ViMDxJhYVMRKo2pO7veyT03ej6nzmC4gw8OH8bHlkudOKpK3srzsnOWvxQsnBKD96MW5Lls/qyiiiv0M/Pj4m+PPjHXov8Ago3q/h/4n+I7my0uz+G9pJ8NLC8kWGzuhJLK2rzREkedOhhtA45McXOApyfFP2YP2itD1e18eJqP7bupaTodp8TdXh8G2yeNdPsozpu6Ny0SFcvF9qe7CSHO9ApBIwT+gn7Q37LH7PX7V/hiz8G/tE/CjSvFenade/a7G31JGzbzbChdHRlZcqxBAODxkHAx1/h3wl4X8JeH7Hwp4Y8PWdhpmmWcVpp1haW6pFbQRqEjjRQMKqqAABwAK+MxPDGMr5nVxMMS4KXa9/R6rRdD7qvxLks8lhRjhr1uWEJXUVCKgrc8HrJzqWTndKz5tZcy5fCv2ZviXqvjrWdNl8KfE2TxbpcUbW13qa6ql6jhFOS8kXyGQEjJ4JJGa+hqbHHHEu2KNVHooxTq97KMuq5Zh3TqVXUbbd359N3+Z8fjMTHE1FKMFHS1kFeB/wDBUXxV8b/BH7AHxR8Vfs5vqCeL7Lw7v06bSYd9zBCZoxdSxDqHS2M7hh8yldy8gV75R1616Fek61CVNO3MmrrdXW69DbKcdDLM1oYyVNVFSnGbhL4ZKMk+WXlK1n5M/mC/4JXfFv4j/DT9snw5F4Q+L2o+EdN16VrTxdqNpq8dosmngGV/Mkm+QYZFIJ+bPA5OD+yfhv4i/DHxd4p0+0/4amPjPUYpJG0jTNQ8bWl80cpidWkiiiwxfymkXPOFZuO4+nfgd+xn+yz+zV4h17xX8CPgboPhjUPE0gbW7rTLUq1xh2cKNxIjTc7HYm1enHyjHpK2tqjBktowR0IQV8NR4NxscN7KWLaTveKTcf8A0pfPQ/VPFDxNyzjriWOY4TBezjGEYXly88mrtt2TWl+WOr0Sel7LjP2ePBLeAfhdbaPIJw91qF9qEiXIAZGurqW4K4wMAGTAB5xjOTXb0UV9vhaCwuGhRTuopL7lY/H6tR1aspvq2wooorczCiiigAooooA+af8Agqx4h8Y+Hv2Y7H+xNU1DT/Dt/wCOdHsviNqOmKA9r4dln23bO/WKFj5Ucsg+7FI+SF3MPmT4z/HTSPDf7X/w48O+Fv2kn8LWt94Y1eXxedI8Q2drF9h8uKSxkkmkztLTsPLAPzozEAqCR+lGsaPpPiHSLrQNe0yC9sb62e3vbO6iEkU8TqVeN1YEMrKSCDwQSK4L9nr9kf8AZs/ZR0HUPDX7PHwe0fwrZardrc6lHp8TFrmVV2KXeRmYhRnC5wNzEAFjn5XN+H8TmWZQxNOu4JK3W63+HVb311XzPtso4hyfBZJLD4jD89WPtFHSPJL2kVHmm37ylT+KFlJN8vwcrcvnj4XfG7S9T1WXw94K/aqu/F9/chJY7BvGFtfzoIyfmjSHDAZYbuCD8ua+v/DUupz+HrGbWo9l29pGblfR9oz+tW0treJt0cCKfVVAp9duUZPXy2rOdXESq8yS1vpb1bPmMZjKeJjGMaajbt/wyCiiivdOAKz/ABZZNqXhbUtOWzS5NxYTRi3lztl3IRtOOcHOPxrQoqZx54ON7XGnZpnhH7NPw4Fl8QR4wWzuLaPRvD8+j28DJtjAlltnKnIzuUWqDGeAxyORXu9FFedlGWxynAxwylzWvrtu77HRjMS8XXdRqwVjfEL4e+Cfix4H1X4a/Ejwxaa1oOt2T2mq6Xfxb4rmFxhlYfqCMEEAgggGtmivSlFSTTV0zGnUqUaiqU21JO6a0aa2afRo4n4F/s4/A39mfwGvwx+BHwy0vwzoS3cl0dO06E7XnkxvkZmJZ2IVRkknCqOgAHZxwQRHMUKKT1KqBT6KUIQpwUYKyXRbF4nE4jGV5V8RNznJ3cpNttvq29W/NhRRRVGIV/Kh8bfjH+1Vp37aGvfGH4i+KNd0v4s6d4wea6vpf3F5Y38UmxEVeiKgVUVB8gQBRla/qvrzLVv2NP2W9e/aCtf2qtY+B+g3HxCs0VbfxTLbE3C7YjErEZ2s6xnaHKlgAuCNox89xBk1fOIUlTqcnI79fv06rp6vVH7B4R+JWW+HNfHTxmD9uq9NRW101f3Xf/l3O/v2u/dj7rPkPR/jH8O/EfgqwsPiZ+25NqTXelwDXtH1L4jWDW9xI0amaGRExlC24FQRxxmvqf8AZf8ABpttd174ku02dVsLKxj3AeW6QSXMm9eMnJuSCckfKPQ1699is/8An0i/79ipAAOAK58Bw3WwmYQxVbEyqOKdk13Vt3Jn5ti80hiKMqcKSgpO+m299rBRRRX1J5AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQaraS6hplzYQ3LQvPA8aTJ1jLKQGHuM5oA+eP2d/+Crv7EX7Uv7Qmp/sy/Bv4nXd94lsFvmsZLrQrq2sNbWym8m8OnXcqCG9EEh2yeUzbeTyATX0dX4qf8Erf2b/2mbD9on9kL9njxj+zf448KXn7JNl8SI/ih4u1vw/LbaRftqtzMtiunXjfJfi4Eqyt5ZO0A7ulftXQAUUUUAFeG/ts/wDBRP8AZg/4J+aV4c1b9pLxFq9knirU/sOkR6P4eub9i++KMvIYUZYYw80K73KgtIoGScV7lX59/wDBx/4t1aX9g2L4KeD/AIR+P/F3iDxX4u0a80228D+Br7WFhh07VrG6uTcPaxuLf90GKb8eYVYLnBwAfoGrBlDDoRkUtc18Hfibovxm+F+h/FPw5out6bY67p6XVrY+JNFm06/gRuiz206rJC/HKOARXS0AFFFFAFDxV4n0PwT4X1Lxn4nvxa6ZpFhNe6jdMjMIYIkMkj4UEnCqTgAnjgV4f+yB/wAFMv2Uv23vHHiT4YfBXXvEFt4m8K2cF9qvh3xd4SvtGvfsM5xDeRw3kUbSQPxiQDHzL6jPtXjnxTB4G8E6x42utIv9Qi0fSri+ksNKtGnurlYo2kMUMS8ySMF2qg5ZiAOtfnL/AMEZvijrH7Vf7ZfxY/bW/aM+DfxN8H/FnxnoCabo/hrxR8MtT0nSvCvhKyuwLXT0vrqFIr29lklFxKVPchFCo1AH6X0UUUAFFFFAHzv+2b/wVF/ZM/YJ16y0P9ovVvFNmlxZxXl/qujeCdQ1Gw0e1ln8iOe+ureForRGkBVfMYE7TgV9A6bqVhrOnW+r6XdpPa3UCTW08ZyskbAMrA9wQQa/Mr/g4vsLj45/C6L9m/wP8Cv2g9e+JEVlb3/wyl+Hui3dx4T1i/mvoM22sbCbSVIfsqOUvVCqspMZO5q/ST4exeJ4PAGhweNbe1i1lNHtl1eKyUCFLoRL5qxgcBA+4DHbFAGxRRRQAUEhQWYgADkmivE/+CjfhD9pb4hfsR/EX4f/ALIUUL/ELXtAbTtD87VEsSqzyJFcMlw4KwSi3aYpIQdr7Tg4xQAv7Gv/AAUF/Zf/AG+YvG93+zD41uNdtfh/4sm8O6/evp0kMLXkYyTA7gCaMjkSLwQQR1r2uvzK/wCDfX4WftJfBP4t/tM+A/it+xL/AMKg8LyePdPl8PWq+IzfW8bQ6ZbWotLWT7NCL2FYokc3ifKzsybdykn9NaACiiigAr5z+JX/AAVA/Z1+Gf7VU37HFz4Q+JWu+MrN9KGqnwl8NtS1Ww0xdRJFrJdXVtE0VsjAOS8hAAjck4U4+jK/Jb/gqh4A+IWlft2v4/8A2FPAn7TOl/tE694v8IQQ63oNrdx+ANW0W2Cic38sX+iSQxwS3SOtyfMWTOwbWyQD9aaKKKACiiigDkPj58evhL+zB8Hdf+Pnx18aWvh7wn4YsDd6zq13kpDHkKAAoLOzMyoqqCzMwABJFc/+yl+1x8Jv2yPh5P8AEj4SWfiWztbS/NneWHi7wpeaNfQSeWkilre7jSTY0ciOrgFWDAg187/8HBP7O3xi/aY/4Jl+J/BPwO0HWNW1vSvEeh67JpHh0btQvLSy1CGedbZf451jVpET+JowACSBVH/ghtb/ALQcfw6+LFz8RJ/iw3w3n+J0zfBQfHB7pvEo0b7NF5puPtn+kiI3Pm+WJfmwGx8uKAPuWiiigD//2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "29-24=5", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "78ca85af072f53a703df03dc6a70cbcdd9cffcda8d40d4b8b5f790fd3160025f"} +{"episode": 72138, "episode_seed": 2026466796, "split": "train", "timestamp": "2025-10-28T03:49:48.260941", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2026466796, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 0, 6, 6])", "action": "('move', [2, 0, 6, 6])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cLr9rvw14K8VT6jH4DtfC0d14SgaLbaTXTsy3kikcSSgiJWzyqleAGy3a/8ABNH9pP4nT/sBXy+NP2xtY0XXNDTUbLwDo03jSytStrBaRi0jWKYbmQT70XecYUKPlAr9Sf2xvhR+xf8AFX4e2Fn+29pfg6Xw5Z6ssmm3HjPU47KGK8aNwBHM8keHZN/yBvmCk4O3j0jwp4c8H+H/AAvpug+DNHsLXR7Gwhg0m2sIkEEVsiBYkjC8BAgULjjAGK+LxHDWLxGa1cRTxThzW2vzej1Wi6H7lmfijl+L8MMu4e/s1c9CV3OSXJLlvrHS/NPm/ebdd+bT+W/9l34vftRXX7cnhX4sfDDxHrmpfE/VvGkcq3kQM11qFzPLidZFPDpIrSB1b5dhbOAOP6pK/Ofwj8Nv2Srf9uKbx/4f0zwi3xWPxpvBqcsGppJqsVudTmQs0HmFogY/LXeEXKsOcOc/oxVcHUJUKWJTk3ao4/d19XfX0Rh40ceYTjnGZfUoYP6v7Oir3Su+azSVt6cbe5t8UnZXsFcV+0Z8ffh5+y38EPEnx/8AitfTW+geGNPN1fNbxeZLISypHEi93eR0jXJA3OMkDJHa15x+11+zX4U/bA/Zu8W/s2+NdVurDT/FWmi3a/ssebaypIk0MoB4bbLHGxQkBgCpIzX1td1lQl7L47O19r20v8z8kymOXSzWgswbVBzj7Rx+JQ5lzuPny3t5nwh/wTK/4OBrv9sT9pyX9nr49fDLR/Cv/CRyMvgG80Rp5MzKXb7JdmRmDO0YG2VQi7kYFRvXb6b/AMFiP+CxUX/BOT+wPhn8LPCWmeIviDrsK6hJZa2s32Ow0zdJGJpPKZGd5JI2RFVhjy3Zuihvh79kv/gjl+1t+w/+0VF+0Z8VLbR5rn4f3P8AanhDSdMvPtK+JnidhJGCnzQboA+wMN3mSxZUqGB9U/4Lffsjp+39rngP9pP9l67k1bXbyy07w/Y6ZKXjGr21zJJPA0auo8mSJppTJvwPL3sxXysH88jn+aU8oqUasrYhTUUmves9dvvtptbyP6Tx+SeDD8WcJGhKP9mOlebUn7H2qT5U5N3Ubcrnrbm3a95L7y/4Jo/t9+Df+CiP7Ndl8ZNE0waXrljP/Z3i/RFDFLHUFRWYRs334nVlkQ5JCuFb5lNfQlfLf/BI3/gn3L/wTw/ZYh+HHiXW/t/ivxDe/wBseLpIJd1tBdtGiC3h9UjRFQv/ABsGbgEKPqSvu8ueLlgabxK/eWV/X/Pv5n4FxlT4fpcVYyGRtvCKpL2bf8vk3q43vyt6uNr6hX86v/Bwn4t+OGuf8FIPEfh/4rTaiuiaRp9ongO2uotkA014UZ5YQOHDXHnhn5JaPaT8gA/oqrzT4/8A7HP7L/7U99oup/tC/BPQ/Flx4ekd9Hm1W3LNb7ypZcqRuUlFJRsqcdK4c/yqrm+B9hTnyu6euz8n+fqj6rwk49wHh3xU8zxmHdaDpyhpbni3ZqUb2V9OV6r3ZP0f5a/CD9rX45D/AIJbt8QtS/bY16H4oWfhS9k0nS5PGtiJ9sM7pbA27guzfZlQ4bLseTljz8Zf8Eb/AB18fdH/AOCl3w4uvg/qOq3F/rniWK28XCAGY3ejySq+oNcbvvIIlaUs3KuisPmAr+lyOwsIUWOKyhVUACqsYAAHQD0r87f2Dfhr+yd4c/aV8H+L/g1pXhJfG17qOqDxncaPqST3yO1nfM6zoJGaDMq5K4TLKAR8oA+RxmS4nAZhg1UxMp800le+lrbas+54W8VstwWR8QUnlcb4vmmuVLkjz8yUJ6L3Ic14263Wl7r9GKKKK/ST+dj4y/4L3+Lvjn4N/wCCbfiu/wDgZLqMMlzf2tp4qudLi3Sw6NIXW5JI+ZEJ8tHZeiO2cKWI/IT/AIIt/GTx78Pv2mbnwdZfHXUvBXhDWNInn8US2uuw2EMrwxv9mLPNldwlkAG35iGI6Zx/QZ+1RFbz/sw/EeG7VWifwHrCyq/3Spsps59sV8v/APBND4a/sneA/jFrkP7Kek+Ek0q78JK2rS+FtRjvI3uVuVAEkiySHcEIIQngNkAbiT8JxBgKuK4hw0YVXBzTSa+zypvTVbn7nwf4h4LJfCnNMiqYBVZVJX57Ll9+yTndN80OW9PfXta7v/C743aXqeqy+HvBX7VV34vv7kJLHYN4wtr+dBGT80aQ4YDLDdwQflzX1/4al1Ofw9Yza1Hsu3tIzcr6PtGf1rJ+IHxR+EXwesbbWfin8RfDfha2vLj7PaXXiDV7exjnlwW8tGmZQzYBO0c4BrpOvSvcyfKa2XVqkqmIlVbSVn0/F/ofj+Oryr0YSVHki72dtHbezsk7dQooor3zzDn/ABH8WvhV4P8AFel+A/F3xM8P6VrmtsF0XRtR1mCC7vyW2gQQu4eU7uPlB54roK/mM/4Kv/ED9oXUv+CknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8T/rph6eIqU6tGXuuytZvTTVNq34n7Txt4QVOEeHctzOGMjVeKjeUdrNxUlyPXmjZ2bdtbae9p+k1FeVfs2+L/ABH4yF7rMutNqek3UCXFrfifzYpGf5gYnGVZWU5+U4xtx159Vr6fLMfDM8HHERi4p30fk7H49isPLC1nTbvYK/OP/g5k8W/HHw5+xNoul/DabUYfC+reKFtvHk9hF8pt9m63imccpE0wHoGYIpPIB/RyvGv+Cgmm+D9Z/ZC8YaT8Qo7NtBuUsYtaXUJhHB9ka/txL5jkjYmzdlsjAycjGajOKLr5VWgpW916ry1/HZ+R9HwNndLhvi/BZnUoqtGlUi3B9emn95XvH+8kfmJ/waweLvjjL8RfiT4Fim1GX4bQ6JHe3CPFm0t9baaJI9jH7sj26zblX7wiQt91a+T/APguD41+POu/8FKvHsPxku9ThOiaitt4MiuUMSW+jr89q9vjjY2S5ccl2cn5gQP2e/4Jg+CP2ffAN5470b9mXT/D0HhaSPSpoj4ZvUubaWcm8Ejearvvf5QpyxI2gcAAV57/AMFLPhr+yT48/aXjuf2jdL8I3Ws2nw4s/wDhDovEupxwyyTm71ElYInkXzyXEXybX5KjHzYPwmLw8v8AUulPnejvb1bVvluj96ynxYy/C+MuOzt5a3GrTdNRSXtYuMYvmfTmly2nrpHq7a/Q3/BN3xR8bPGv7Cvww8VftFC+PjG98LxSavJqkHl3Mo3MIZJV6+Y8IiZicMSxJAJIr26uc+DxZvhJ4WZiST4csck/9e6V0dfo+Hg6dCEG72SV3u9Nz+aM0xkcwzOvio01TVScpKMfhjzSb5Y+Ub2Xkgr+VD43fGP9qrTv2z9d+MPxG8T65pXxZ07xg891fS/uLuxv4ZNiIq9EVAqoqD5AihRla/qvr4C+Pv7OPwL1/wDa08Y/H/XPhdpd14z074leHYbDxDPGzTwIsOiqu0FtmQrsA23Izwc4r5PjLDyq4ehJTatNL/wLr6q2nqz9b8GvEHL+AsVmDxWEVf21Ky2unFv3Xf8A5dz5vf3fux0Z8pf8FWP2jPiLH+xBp+m/D/8AbC1jX7zXbmzsfH2jReNLK832clrIZ0aOEblQ3AjVtpxglTlWIOB/wa7eLfjhF+03408EaBNqMnw+l8LG88RwiLdaQakJY0tHLHiOV0+0AYwXWM5yEG39cv239K8OXn7H/wASrPxDZ2p0+bwZfx6gLjCxmAwsJN7cYXZuycjAyc14v/wTI8Afsz/D3x548079lXTfDEHhy50XR5bl/Ct+l1BLdC51NW3Sq77nChBgtwMcDNedTyrEYHiXDRqYiVRtSd3e9knpq3oz0Ms8SMBR8JMxyL+zlzVJ6TSXIuZxd5aX54W9z0W3Lr9f0UUV+hn4MfhL/wAHPPi7443X7XfhrwT4qn1GPwHa+Fo7rwlbtHttJrpmZbyRSOJJQRErZ5VSvADZb0v/AIJKftFeKdU/Y+sLH40/tn6z4fbSdWm07wzpc3jizszDpUUUKxKscoL7A/nKpb+FQB8oWv0z/bG+FH7F/wAVfh7YWf7b2l+DpfDlnqyyabceM9TjsoYrxo3AEczyR4dk3/IG+YKTg7ePSPCnhzwfoHhfTdB8GaPYW2j2VhDb6TbWESCCK2RAsSRheAgQKFxxgDFfF4jhrF4jNauIp4pw5rbX5vR6rRdD9vzfxOy/HeFuX8OLLrToy1qNLkfLfWGl+eXNep5335tPzA+M/wAPvgH4N8IaN8ZP2Yk0fVfiu3xBtLnwT4p0q6g1TV9b1ya8hW5jknLM1yHieQTKTtjjZmxGMmv1Tr8//Df7OHwJ0f8AaxT9oLTPhdpcXjW8+OF7DceIwjG4ZDqlxGQMsVUlEVMqoOMjPJz+gFVwfQlRp4lOTdqjj93X1d9fRHw3F2b08xw2DoxlObhFyc5/F7/L+7XvS/dw5W43au5zfLG9goopJJEiRpZXCqoJZmOAB6mvstj4k4L9oi10STwUl1qDbbqO6UWLIoLFj95fZcDJPsK+b/2YvFXgn4nftpvb+I4GaHwpo99D4FknihNte6tG8ceqTRP5pYzW8UsUCjYMLLecnBx1X7UPxP8AFnjm7tPDvwpid9X1q9j0Xwn5qYWG6nDF7yT5HxHDGkk7Ag5WDGMtisr4wfszj4JeHvDGgfBe5+yXXhKS3v8AwbqN+6lheQqUmE7iJuLhJJklZUJK3DkDNfmmLxcKucvNoQUqNOUYN9+jl52urfI+mo0XDBfVJStOSbS7eX9eZ9c0Vm+EPEcXi7wvYeJYrRrf7bapK9s8iu0LEfNGSpIJU5UkHGRWlX6TCcKkFOLunqn5M+alFxk090FFFFUI8m/bu8QfGTwp+xv8SfEn7PkV43jSy8I3kvh7+zrcS3CzhD80SHO5wu4qME5AwCcCv58P+CO/ir422f8AwU1+GGq/Cp7+91TUvFKQ+JJEh+0PLpUr/wDExklL5+UQGRy5OQVBBzjP9NFfn/8AsV/s6fAz4Z/Hn4ffFbwF8MNM0vxJ4kvdTbXNZt0cz3ZexvZHyWYhQz4YhQASBxwMfGcSYaVTNsFPnavK3pqndefQ/bPDfxEy/hTg7OMrr4NVZ4iHuy0trFx5Z31cY35opdW1pe6/QCiiivsz8TPjL/gvf4u+Ofg3/gm34rv/AIGS6jDJc39raeKrnS4t0sOjSF1uSSPmRCfLR2XojtnCliPx+/4IufFTxd8P/wBqi40Kz+M954K8M6voU7eJ7611m3sFlEKMbZWlmBGfOcAKvJ3HtnH9Cf7UsEN1+zH8RrW4iDxyeA9XV0YZDA2UoINfO37AP7OnwM/Z9+OWr6F8Fvhhpfh211LwWlxfxWKMTcSi7CqzM7MxwOAM4GTgcnPwnEGAq4riHDRhVcHNNJr7PKm9NVufuHCPiPl2ReFuZcP1cEqlStK6npZ83KrzvrzU7c0LX1tta78x1/wx+yP8fNfGo/Fr4q6F8UrvTdHuo7aLxh4utdUj0yzYA3MsUQYJBkBd8+0MoRPnXaK+gf8AglNr3jPX/wBka1fxHqep3+jWfifVrPwDqOrpie78ORXTpp8m7rInkgKkh5aNUOSCGOB/wUK/Z3+CH7QPxZ+HXh340fDPTfEVjYaHrtzZ218HCxSm40pS42MpPykjByOelexfsYWlrYfsp+AbCxto4IIPDVvFBBCgVI0VcKqqOFAAAAHAAp5DgauD4jxFOdVzcYq7fW9nrq9tlqfFZlndGvwhSwi5pSlO9pW5KSjz6U9W7z5ry92CVrWle69Oooor7o+EPEvjp8Df2BvHX7QXg7xt+0H4b8A3HxJtWhXwW/iDUIYtRnMcxeJYYWkU3G2UkqNr4YnHJr2k2doTk2sf/fAr+ZD/AIKv/ED9oXUv+CknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8NDjDB4fFVoToNWla8Uru2l5ba/efuXHvhbmPDfDGU46pmKrqtDSDbtTulO1LV3hrq0o62dve0/SVVVBtVQAOgApa8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/MDE4yrKynPynGNuOvPqtfVZZj4Zng44iMXFO+j8nY/FcVh5YWs6bd7BX5x/wDBzJ4u+OPhv9ibRdM+G02oweF9W8UrbePJ7CP5Tb7N1vFM45SJ5gPQMwRSeQD+jlY3xC+Hvgn4seB9V+GvxI8MWmtaDrdk9pqul38W+K5hcYZWH6gjBBAIIIBqsywksdgalCMuVyVr/wBdOj8j3+C8/ocLcVYPNq1FVYUZqTg+q8r6cy+KL6SSZ+AP/BDD4veKPBvjzxp4O1b9oG+8D+D59HS9m+z+ILbTkuNTE0UcXzzAlz5PnfKvGACf4a+8vHvw+/Yf+NVr4j8bfGjx94d+Ic8Xh8Qav4g8T+KLbU7jStOViVEThgtookJYMgUs7YJOcV93/Av9nH4G/sz+A1+GPwI+GWl+GdCW7kujp2nQna88mN8jMxLOxCqMkk4VR0AA+WP+Cgv7NfwF+NX7Ql94h+LHwq0nXrzw98M7ObRpr+NiLZzdam5IUMFcFo0OGDD5enJz+d5tw9i8syfnqYhyUbe5ry6vpr0v2P0bPPEHL+LPEKrm1CnPC05296nb2rUYrWVpRV5NK/vNR0+K2vuX/BObXPip4k/Yf+Gus/Ghb7/hIZvDifaH1S0EFzLbh3W1kljAG2R7YQu2QDljkA5Fe11znweYt8JPCzMck+HLEkn/AK90ro6/S8PB0sPCDd7JK73dluz8fzPFxx+ZVsTGCgqk5SUY7R5m3yryV7LyCvymtviv4mj/AGC/F3i7xz8QdUg+LtzqeoHWYpxEdWh8Zi8b7JYR2pz8wlgto4YVU5t40Kgr8x/VmvgP4+fs5fAvXf2tfGP7QOtfC7S7nxppvxL8OxWHiKdGaeBVh0VV2jdsyFdgG25GeDkCvk+MsPKrh6ElNq00tP73X1VtPVn1XBuZZXg/bUsbScleFRNKLbdPm/dvmtaFTn95q7XLF8ktih/wX28a/tL6D/wS10258IpqNrNq+o6ZafFF9OtxmGwltZfPSQrny4mu/IjbacEPsJ2sQfjz/g1z1/4xW37VHjjw34dgu38D3XhBZ/FDrbBoI76OYCx3SEfI5V7sKoPzAPwduR+vv7bOladrv7I3xG0PWLNLi0vfCF7b3dvJ92WJ4irKfYgkfjXkv/BPb4EfB39nz4p+PPBvwT+HeneG9MufD+i3VxaacrYlmNzqi72Z2ZmO1QBk8AcYqcdhZf624WXO9Yv/AMlT/Pr8z7jJfEfL8D4SZjw5LBRdStO6mrctpOLvJb80Le5by25dfquiiivtD8QPwl/4OefF3xxuv2u/DXgnxVPqMfgO18LR3XhK3aPbaTXTMy3kikcSSgiJWzyqleAGy3pf/BJT9orxTqn7H1hY/Gn9s/WfD7aTq02neGdLm8cWdmYdKiihWJVjlBfYH85VLfwqAPlC1+qH7Q37LH7PX7V/hiz8G/tE/CjSvFem6de/a7G31JGzbzbGQujIVZcqxBAODxkHAx1/h7wl4X8JaBY+FfDHh+zsNN0yzitNPsbW3VIraCNQkcaKBhVVQAAOgFfGYnhjG18zq4mGJcFLte/o9Vouh+15r4qZVmHhjgOGI4BKrQldzfLy6X96OjfPO95t21vvfT5a/Z+8MeDvibrWg3HgjxiNesNO8R/2rda1ZanHefaLpJHmkaaZMqWeRyWxg5bjFfWtNjjjiXbFGqj0UYp1e3kuU/2Rh5U3Uc3KTk21be3m+3c/IMbi/rlRS5bJK1gplxBDdQPbXCBo5EKup7gjBFPor12k1ZnHscf8Pfg9pPw/1i51i31KW5eVDHAJIwvlRkg446njrxx2q98SPh1Y/EXSorG4vWtpreUvBcLHuxkYIIyMg8dxyB+PRUVwRyrL4YJ4SNNeze619d73/HQ6HisQ66rOXvLqZ/hbw7ZeE9AtvD2nMzRWybQ743MSSSTjuSSa0KKK7adOFGmqcFZJWS7JGMpSnJyluwoooqyRHLhCYwC2PlB9a+efgr8KEj+LGkXMekTadD4Slupo7WFCIo2kglgEZ3AnGJmYc5OAeRmvoejA9K8rH5XHHYqhWc2vZO9u+33bHVh8U6FKpBK/MregUUUV6pynzT/wVY8Q+MfD37Mdj/Ymqahp/h2/8c6PZfEbUdMUB7Xw7LPtu2d+sULHyo5ZB92KR8kLuYfMnxn+OmkeG/2v/hx4d8LftJP4Wtb7wxq8vi86R4hs7WL7D5cUljJJNJnaWnYeWAfnRmIBUEj9KNY0fSfEOkXWga9pkF7Y31s9ve2d1EJIp4nUq8bqwIZWUkEHggkVwX7PX7I/7Nn7KOg6h4a/Z4+D2j+FbLVbtbnUo9PiYtcyquxS7yMzEKM4XOBuYgAsc/K5vw/icyzKGJp13BJW63W/w6re+uq+Z9tlHEOT4LJJYfEYfnqx9oo6R5Je0io802/eUqfxQspJvl+Dlbl8y+BPHXw98ZeL4f7H/aIPjvW4rSSOxt7rxbbajPbws8bSiKOHBAZo4dxwfuJ07/XHwT8Ep8OPhJ4e8DRyTMNM0qKHNwRv4HOcADPPpXSpbW8Tbo4EU+qqBT66cnyKeWYmpXqVnUlJJXa7ed3c+axmPjiqcYRgopdv+GQUUUV9CeceZfFH9jT9lr41fFfQvjl8VvgfoOu+LfDXlf2Jrl/bFprbypDLGOCA4SQllDhgCTjGa9JNnaE5NrH/AN8CpKKiNKnCTlGKTe+m/r3OqvjsbiqVOlWqylGmrRTk2ore0U3aKvrZWEVVQbVUADoAKWiirOUKKKKACvCP2mPBEmv+OWki0N/N1fQl0wXlujF5UDTEJ3GVM0jDj+Ik5Fe70V5eb5Ys2wTw7nyptO++x1YPFPCVvaJXM7whoUfhbwnpfhmKR3XTtOgtVdyCzCONUBOOM8dq0aKK9NKysczd2Ffk9e/GjUtE/wCCevjn4h/FP4q32l/FAXWqTeJbi+mhj1Kx8XJcu1varA2QhSSC3SGILj7PEjKCo3H9Ya8y1b9jP9lrXf2grb9qrWPgfoNx8QrNEW38UyWxNwpWIxKxGdrOsZ2hypYAKARtGPn+IMmr5xCkqdTk5Xf/AIPqraer1R9dwtneUZVGrDH0XNOUJrlUW26fP+7fNa0KnP7zV2uWL5JbHyFovxj+HniPwRp9h8Tf23JtSa70q3Gv6PqPxGsGt7iRolM0MiJjKFtwKgjjjNfVH7L/AINNtruvfEl2mzqthZWMe4Dy3SCS5k3rxk5NyQTkj5R6GvXvsVn/AM+kX/fsVIABwBXPgOG62EzCGKrYmVRxTsmu6tu5M8fF5pDEUp04UlBSd9Nt77WCiiivqTyAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKg1W0l1DTLmwhuWheeB40mTrGWUgMPcZzQB88fs7/APBV39iL9qX9oTU/2Zfg38Tru+8S2C3zWMl1oV1bWGtrZTeTeHTruVBDeiCQ7ZPKZtvJ5AJr6Or8VP8Aglb+zf8AtM2H7RP7IX7PHjH9m/xx4UvP2SbL4kR/FDxdrfh+W20i/bVbmZbFdOvG+S/FwJVlbyydoB3dK/augAooooAK8N/bZ/4KJ/swf8E/NK8Oat+0l4i1eyTxVqf2HSI9H8PXN+xffFGXkMKMsMYeaFd7lQWkUDJOK9yr8+/+Dj/xbq0v7BsXwU8H/CPx/wCLvEHivxdo15ptt4H8DX2sLDDp2rWN1cm4e1jcW/7oMU348wqwXODgA/QNWDKGHQjIpa5r4O/E3RfjN8L9D+KfhzRdb02x13T0urWx8SaLNp1/AjdFntp1WSF+OUcAiuloAKKKKAKHirxPofgnwvqXjPxPfi10zSLCa91G6ZGYQwRIZJHwoJOFUnABPHArw/8AZA/4KZfspftveOPEnww+CuveILbxN4Vs4L7VfDvi7wlfaNe/YZziG8jhvIo2kgfjEgGPmX1GfavHPimDwN4J1jxtdaRf6hFo+lXF9JYaVaNPdXKxRtIYoYl5kkYLtVByzEAda/OX/gjN8UdY/ar/AGy/ix+2t+0Z8G/ib4P+LPjPQE03R/DXij4ZanpOleFfCVldgWunpfXUKRXt7LJKLiUqe5CKFRqAP0vooooAKKKKAPnf9s3/AIKi/smfsE69ZaH+0Xq3imzS4s4ry/1XRvBOoajYaPayz+RHPfXVvC0VojSAqvmMCdpwK+gdN1Kw1nTrfV9Lu0ntbqBJraeM5WSNgGVge4IINfmV/wAHF9hcfHP4XRfs3+B/gV+0Hr3xIisre/8AhlL8PdFu7jwnrF/NfQZttY2E2kqQ/ZUcpeqFVZSYydzV+knw9i8TweANDg8a29rFrKaPbLq8VkoEKXQiXzVjA4CB9wGO2KANiiiigAoJCgsxAAHJNFeJ/wDBRvwh+0t8Qv2I/iL8P/2QooX+IWvaA2naH52qJYlVnkSK4ZLhwVglFu0xSQg7X2nBxigBf2Nf+Cgv7L/7fMXje7/Zh8a3Gu2vw/8AFk3h3X719Okhha8jGSYHcATRkciReCCCOte11+ZX/Bvr8LP2kvgn8W/2mfAfxW/Yl/4VB4Xk8e6fL4etV8Rm+t42h0y2tRaWsn2aEXsKxRI5vE+VnZk27lJP6a0AFFFFABXzn8Sv+CoH7Ovwz/aqm/Y4ufCHxK13xlZvpQ1U+EvhtqWq2GmLqJItZLq6tomitkYByXkIAEbknCnH0ZX5Lf8ABVDwB8QtK/btfx/+wp4E/aZ0v9onXvF/hCCHW9BtbuPwBq2i2wUTm/li/wBEkhjglukdbk+Ysmdg2tkgH600UUUAFFFFAHIfHz49fCX9mD4O6/8AHz46+NLXw94T8MWBu9Z1a7yUhjyFAAUFnZmZUVVBZmYAAkiuf/ZS/a4+E37ZHw8n+JHwks/Etna2l+bO8sPF3hS80a+gk8tJFLW93Gkmxo5EdXAKsGBBr53/AODgn9nb4xftMf8ABMvxP4J+B2g6xq2t6V4j0PXZNI8OjdqF5aWWoQzzrbL/ABzrGrSIn8TRgAEkCqP/AAQ2t/2g4/h18WLn4iT/ABYb4bz/ABOmb4KD44PdN4lGjfZovNNx9s/0kRG583yxL82A2PlxQB9y0UUUAf/Z", "image_prev": "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", "image_next": "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", "info": {"equation": "3*16=48", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "3*16=48", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4b72091da95282663ffbd5391472f182cbac7218e30ede0958a5aa141b0ada98"} +{"episode": 72139, "episode_seed": 943266065, "split": "train", "timestamp": "2025-10-28T03:49:48.307212", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 943266065, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 6, 2, 8])", "action": "('move', [6, 6, 2, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "12*5=60", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "12*5=60", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "52b7ed1dcfe97ece69df33bdb1d7bc666614072b643af22d0c002b19903ad612"} +{"episode": 72140, "episode_seed": 2851858912, "split": "train", "timestamp": "2025-10-28T03:49:48.372115", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2851858912, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 7, 0])", "action": "('move', [6, 0, 7, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "153/9=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "153/9=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7fb72b5668eca16705930989d5fb761bb11712d133e26a902130f0704884af30"} +{"episode": 72141, "episode_seed": 4004971989, "split": "train", "timestamp": "2025-10-28T03:49:48.451098", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4004971989, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 6, 7, 0])", "action": "('move', [1, 6, 7, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "10+8*8=74", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1R4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONYhbCRh/EInuCqnrlyM448Nuv2mPjG/wDwRYjY/tZa43ihrH+x5PDH/CWWpf8AsL7UbURfZsebs+y4Xru2c9Oa/Wb/AIKG/CT4bfG/4aeFfh58WfB9rruiXXjeKS4068LhHZNPvmQ5RlPDAHg1Fonh3wtYf8E1b/QTpFnBpcHwr1K2+zCNUijtltJk2dgqBBj2Ar47McrxGMz7Eezryh7ilpfVbcu600v8z9XyvxLy3AcEZPlcsBGpPCYr2spO1ppScrbN80ubllfS0I77L4Y/4NWPEnxXvfh58V/C+qy3r+CbHVdOm0XzY/3EepSRzfa1jY/xGJLVmUcDKngtz+tVfMn/AATH8G/AbwL4D8W6F+zXY6BB4TPiGKW1/wCEavVubV5mtIhKwlV33tuGD8xI244wAPpuvoeGouGR0E3fS/3tu3yPiPE3P6PFHHWNzKlR9jGcl7r0a5YxjeSX2pWvLzb1e4V+DP8Awcu+MvjVD+3v4c0vVdQ1O20DR/CVpdeB2iBjjSZ5WNxNCy9ZfNjQM33h5cY6Bc/vDfX1lpllNqWpXkVvb28TS3FxPIESJFGWZmPCgAEkngAV8af8FBPBP7OP7VCeFPiBf6f4b8daZo3g/wAQah4X1e1vUvLWK5SWzVpIpIXKSEPHtIJYZTBHFc3FsPaZLO0rNOL9dUv1v62PT8JOKqHBXF0M1xGGdamozg7WvFyi2mm9E3Zp/wB1ytfY+l/2YtV+I+u/s3fD/WvjDBPF4tvPBWlzeJ47qARSrqDWkbXAdBwjeaXyo6HIruah01i2nW7MckwoST9BU1fR048lNRvey3PzfFVlicTOqoqKk27LZXd7LyWyOZ+NN9430v4OeLNT+Gds83iS38M38vh+GOESM98tu5gUK3DEyBBg8HpX87f/AASO+M/xN8M/tu3sniD46az4StPEljqEvjvVX1yOye6lVXlQzyXHHmfaWXtvy7DoWr+kqvij9gPwB+zhoH7Vfi3xD8JtJ8NDxLqlr4hfx1NpV4k90boaxAVFyodjC2TIdhC8544r5PiXBVMXjsJGFRwbclddNL3Wq7WP1PgPjTCcOcH53l1XB+2eJpwSlZWjq4+9dPRc3NC320u91+Qnxh+M/wC0Zrn/AAV2tvGfw++Jms+KfFemfES00/wPqqX0d7LcWYnCW0KNH+7kjaKQhgOGEj7uWav6Uq+J/wBoPwH+zjqP/BRfRPGPifTfDb/EbT7/AMLp4aa6vUGopZm8PmNDAXBZPmly4Q4y3IxX2xV8MYWeEqYqE5ubU7XfWyvfrq76+hPiZxnheLMvyelRwnsPq+HUG7L3tUvdt9hct49nKS82V+cvxS/4L5+E/h1/wU7t/wBjseDrCX4e2Wsp4d8SeLHSb7bb6wzNGzRqGC/Z4pjHE4KFjskdSRtB/Rqvx5/bS/4IefF+/wD+CjOoftNfD7X7JPAGv66fE1zfXt0HuLPV2Z52szEMM8UlyikOMBY5tudyDPXxHiswwWEhWw20ZJy6+7/l3MvCvB8B43HY6nxPK0fYT9lrb95p8Nt6iXwJ6N30bsfTH/BYL/gsbc/8E4fE3g74ZfDXwLpniTxTra/2prNprBmWG10kO0alWjZf30siOFOWVRCxZTuWvsL4FfGbwV+0R8HPDXxx+HVzLLoninR4NR05p49kipIoOx17OpyrD1U8nrX5Y/8ABXn9jvxf/wAFNviB8IfjN+zraqvibWtNh8O6tpGoyvElqoFxdSOxdQU+zP8AakkyMt8u3JAB/UD9mT4EeH/2Yf2ffCH7PvhbUri9sfCWhQadFe3X+suCi/PKwHA3OWbaOBnA6VnlGPxmOzTEyvegrKL6XXZ9fP5D4pwPAuF8PMongH/woyc/bq7va/21srPl9na14817u9u6r8Nv+DozxR8XR+1Z4B8Napc38Xg208Gfa/DoClYG1FrmVbt1YfekCJaA91BXGN3P7k18h/8ABVDwL+zn48ufAlh+0dp/hy5s4LXWpdBi8SXyQRtqG2zEaxhnUSSEFsR/Nu5+U1XFdN1MjqtO1rP11WhzeEnFFDg/jihmNbDuskpx5VbmXNFq8b9Vs/7rZ+an7f8A+0n8XvF//BMP4fxah+1brXiHWfE405PiLoE3iu1uCYzA8yiWCMeYgE0cJOe4AbrivtX/AINnvEfxX1z9gTUNP8eS3smhaX42u7bwY93HhRZmOJ5UiY8tGLl5vYMXA6YH0h+1boHw4139gibSfiraaafDt1pegx67/akyw2/2Y3ln5nmyErsXGctkY9RV3/gnb4f+GnhX9nKPw98G7TS4PCttr9+NCj0WZZLX7OZdwaN1LB1JJbdk7iScnNeVlmW18BxFGNSvKo/ZN3fbmtbVvTr6nuZtx/gsy8MK2TQwEacp4t1OeKXKk05WWifOl7i/6d6eR7rVHxL4m8N+DNBu/FXjDxDY6TpdhCZr7UtSu0gt7eMdXkkchUUepIFXq/OP/g5t8SfFjRf2FtE0vwPLex+HtU8a28HjJ7RMo0CxSSQJMw5WMzoh9C6oDzgH6vMcZ9QwNTEct+VXt/X4n59wbw7/AK2cU4TKPaKmq01FyfRbuy6uytFdXZH6I6Br+heK9EtPE3hfW7TUtN1C2S4sNQsLlZoLmFwGSSORCVdWBBDAkEHIq3X4tf8ABGr486xD+yK3h74n/tf6r4XtdG8SXFp4X0dvGtpYrFY7I5DtjlBcr58k2CeOoHAr9Wv2afFmseM/Dl3r1xrp1TTrlo5dO1ETiVJw6klo3HyshG0grxzxXh5XxThszxMMPGnJSknd6WVlfvt52OvjDhGpwnneLwDrRqKjNxUl1V9NOjturuzur6HpdeHf8FK/EfxY8JfsE/FfxJ8D3vU8T2fg66fTpdNj3XES4AmkjHUOsJkYEcgrkcgV7jSSRpKjRSoGVgQysMgj0NfSV6brUZU07XTV+11ufO5XjY5dmdDFygpqnOM3F7S5ZJ8r8naz8j+eb/ghb8X/ABJ4O+JvjHwZq/7Q2o+CPCFzosd7dLB4kt9Pin1FZo44jumBy3lNNkL1Cjd91awv+CePxb/aV8Tf8Fo/CvjKx8XavrfifW/H8ln4qvzItw95pWSl35pX5GiW2jLAj5VESMv3Vr9+/gT+zB+z7+zJ4ev/AAp8A/hNo/hbTtU1N9Qv7XTLfas1yyqpc7iT91VAA4AHAFfMvgnwH+znbf8ABT/UPHei6Z4b/wCFmS+LbqDV54b1G1NbD+wWCb4d5aOMhYgG2DPy8nPP53U4fxWWywntMQ5L2kVyq9ldt3V3+i3P6Lq+MuT5nnmfY6lll44vDckW1FyXLFRvUtpyyveVm/hgvNfa1FFFfpJ/Mp/PB/wTv+Iv7WF3/wAFxtM1vW7jWj401nx9qFn8QbeW3xIbLdJ9timj6JFGkYIHRPKj2/dWt/8A4OFPHX7QFj/wVJizqGs2sXh/SdHm+GT20bIYwUSRprbb95/tomG4fNuiVeiLX6U/C7wL+ztaf8FLtV8d+HNP8Of8LJuPFupQ+IJ7e+R9SWy/suTyxLFvLRIQsWG2ruwvJzTf+Cl3gf8AZ18V/HPw1qfxk0/w5P4h0zwnLN4FGtXyRzi7F1uY20bOvnOCsZwFbBCnAzX5lUwc48P4he0fu1/vs1H9b+qR/VFHxfy7/iIWDzf+y/djgvZciSvdpz5o6W5ElyLr7Nydvsn118KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/TIrlikfy3VmqtWU0krtuy2V+i8kFfk3/wdS+I/izY/Cz4VeGdGkvU8E3+tahLr/kx/uJNRjjh+xpIw7+W92yqeDtY9VGP1krwX/goX8LPh38aPhR4e+HfxU8JWuuaHfeNLc3em3hYRylLW7dSShB4ZQeD2rxuIqbq5JXSdvdv92tvnax9p4b8RYbhPjfBZrXpe1hTk7x0v70XG6vpzRvzRvbVLVbnnH/BB7V/iXrH/BMH4dyfEyG4V7dLy30NrmARs+mJcyLbEAYyuwYVj1UKeRgn7BrzP9jnRtK8O/s0+FPD2g6dDZ2NhZS21laW6BY4IY55FRFA6KqgAD0FemV2ZZHky6jG97Rj+SPD4mzKnnPEeMx8Kapxq1ZzUVtFSk3b5XPlj9tjxPrOl/tTfCzRvEOuT2PhaXw/r1zZLI6x2lzrafZUjWRyRmRbOS+ZEJ5HmsAdhI+ev2p/iN8e3/4IR+OvFPw61XVrgT61qVpp+qQWyiabwm+tyxLKCg5hayIHmj70J3Zwd1fV3/BQ34SfDX43/DTwp8Pfi14Otdd0S68cRSXGnXhcI7Jp98yHKMpBBAPBo8PeH9Dg/wCCa954Tg0mCPTI/hbqFnHYRx7YktxaTRiIKOihPlAHQV83Vwk559i/fa5qP3X0/C1/mz6vKOI8ryvB5biHhlOpQrQlJNR5ZRpzlPR7tz51GV1Zcid5XtD4O/4NUtY+JkvgP4uaDfRXP/CGwavps+mSNABD/abxSrchXxkt5KWhZc8DYeN3P63186f8E7/hB8Mfgb4d8ZfD34Q+CbLw/osOv288enWCtsEklnCXcliWYk45JPAA6ACvouvV4ag4ZHQV76X+9t/gcXiXxFhuLOOMZmtCl7KFSStHS/uxjG7tpzStzStfVvV7nx1/wXm8SfFjwx/wTJ8eXfwllvYpLh7O18QTafHmRNKlnVLnJHKoykI5H8Dtngk1+ZX/AARK8bfELVfAPxX8Dax4lu5vDOi+Dry40TT5ZwYrK5nA+0vGOqbxFAT/AA5TPXdn97PFHhjw9418Nah4O8W6Pb6jpWrWUtnqVhdxh4rmCVCkkbqeqsrEEehr5O/aB+BXwh/Zx8Jad8KPgd4BsPDfh6y8BeJJbbS9OQhFeSW1d3JYlmYsepJPQdABXhcW5XVqJ45VLRjFJx7+8vw1v6pfL6PhvjvA4Pw7xHCssKnVrVlUVXTRJRb8+ZcnKracs5aq1peqfsheO9S8d6SNTsvHT+JdHOlxLFrH9oLdJNKmEyJU+RmO1t2O45Gc17XVfSUSPS7dY0CjyE4Ax2FWK+qyvBTy/BqjOo5u7d3vq793+Z+VYqvHEVnNR5V2RzPxpvvG+l/BzxZqfwztnm8SW/hm/l8PwxwiRnvlt3MChW4YmQIMHg9K/nX/AOCSHxb+IXhz9ui61PxJ8atU8KR+INN1I+N9bk1mKymnbDTASzXAOGa6EZI+8ST2zX9J1fHX7D3wN+EPw7/aZ1zx14J+HmnabrPizTfEN14k1GGNjLfzDWLchnLE45djhcDLdK8DiXBVMXjsJGFRwbclddNL3Wq10sfp/AnHGB4a4RzrLK2FVWWKhFRk7aWbXvX6Lm5o22ml3uvBfjho3wQ1fRLj46/DbxxZ+NPivaeJ9D/4RLxV/bNtq+rjVkukSxsomBIWNwZg0CgKyNNIwJUuv6f18c/Hn4HfCHXv27tO+Nes/D7TrnxXoWseFbXR9clRjNaQveDcqDO0Z8x+cZ+Y4NfY1XwxhZ4SrioSm5tTtd9bLfrq76+h8rxFmtPHZdgqMXJuEZNuXTm5UqcdX7kFC8fh1lK0Vuyue+KtvpVx8PtUXWW2wrbFlYKCVcfcIB77sV0NeJ/tgfFRvDHhO40fRrCW+u7SITmyiHNzO2Ft7cHBOXkZR04yDXrZ5iqeEyupKSvzLlS7uWiX9dD53A0pVsVFLSzu32SPO/2UfEPhbxp+1xrtvqMLm68L+GmtfDryRRmKWZ5Ym1J423lt8YewiPyLt3uMncQPrCvk68+B2t/s43vw+1TQrpbrVdBukv8AU7p3Qf2jJcbl1Zd5iAHmmaSVQAvzrFkqBkfWEciSossbBlYAqwOQRXn8Lv2GDlgpq1Sk7Nd76p/P9DpzRc9ZV4u8ZrT5boWvw0/4OkfEfxYn/an8B+E9bkvV8FW/go3WgRtHi2fUHuZVvGU/xyBEtAc8qCvTdz+5dfKv/BSv4I/CX433ng7S/i54BsPEFtpWla5f6fBqCsUhuUFmFkwCM4BIwcg55Bq+K6bqZHVadrWfrqtD7Twn4swnBfG1DM8TQ9rFKcbK3MuaLXNG+l+n+Fs+ZvgB4+8A/Hf9lvwF4a/aZ/ajbxJeatoemS674M13xvZm2u7pSjxQS2ibS4DrGfJPBZQGU8ivp/8A4Jeafp3h3w98T/BngCyit/AekfEmaLwfBZ26JaQM9nbS6hDbFOGiS/e5HGQshkQY27V6v9pXwN4P+IX7DieDPGvh221HStWsfD9tqNlOhCTxPe2QZDtIIBB7EGr37A3gPwb8MPgTL8Pvh74cttI0TSfEuoQadptmpEcEfm5wMkk5JJJJJJJJJJrycsy2vgOIoxqV5VH7Ju77Xtbd6dfU48fxBh8bkWKjGDh7WrdU1b2ULtS546/Hp7Ne6vcb953se11yPx48I/Bfx38INf8ACn7RNlotx4Ju7EjxFH4huFishArB90sjsoQKyqwbI2lQQQQK66vzj/4ObfEnxY0X9hbRNL8Dy3sfh7VPGtvB4ye0TKNAsUkkCTMOVjM6IfQuqA84B+rzPFRweX1K0o8yinp39fLv5Hm8D5HV4k4uwWW0q3sZVakUp7ONtbx297T3dV71tUfefwc8HfB/wf8ACrw/4Z+B2laND4Ps9KhTw4miOktobTbmNonUkSKwO7fk7s7sknNdQqqoCqoAHQAV+Lf/AARq+POsQ/sit4e+J/7X+q+F7XRvElxaeF9HbxraWKxWOyOQ7Y5QXK+fJNgnjqBwK/Vr9mnxZrHjPw5d69ca6dU065aOXTtRE4lScOpJaNx8rIRtIK8c8V4eVcT4XMcRTw0KUotry5VZX08ui0XQ6+NeFsTw1xBjcJVrqq6VSS57u8td3f7WvvK7s76vc9Looor6o+KCv52/2OPHX7Uup/8ABeLSPEevpq0vjm8+K13a+LYri0BljsN8kV4jIeEijtA4GOERF29BX9ElfHnhL4J/CXTf+Ci9x8d7HwDp8fjHUfG15YXviEIxuJbZdBcCPk7QMIgyACdoya+Y4joOrWwclJr97FaefX5W/E/U/DfjXB8J4DOKFfDKq8Vh5Qi3b3XqrO/2HzXklq3GOnVfYdFFFfTn5YfzT/s+fFz4/wCl/wDBWv8A4Tb4n/EXVvDHi3UPHt9aeONXnu4rKe0haR0uo2eUbIVWNSgHRQqhei1+j37RGjfsr/FH4b+L/iP4y+L1l478RaH4Sl/sjXr/AMS22q6horoxktTZKhxDK135W3au6WTZGdwIQ/fvh79l79nzwp8b9b/aS8O/CXR7Tx14jsltNb8TRW/+k3cIEY2sc4GRDFkgAtsGScV85/8ABRH4G/CD4lfFzS/F/j34e6dqup+FPBz3nh27u42JsJzdE+YgBCk5RCNwOCoIxX5nmfDmKwGAqVZYluPMny62d5JJvXfq9PmfvXEHiflnFfFOBxtDDSw0aNGMJcnLzNwTk4qzS9nf3Fd6R1cX8B9U/CW88Y6j8KvDOofEW2aHxBP4fspNdhaMIY7xoEMylRwpEhYYHAroKKK/S4rlikfhNaoqtWU0krtuy2V+i8kFefftI6QNT8EWlwdMFwbHVY7hX2kmA7JE3jHs5XnjDGvQaK5cfhPr2CqYfm5eZNX7FYer7CtGpa9nc5f4LeEj4H+FujeGWMu6C2LsJ8bw0jtIQcAYwXIx7V1FFFbUKSoUY019lJfcrGc5Oc3LufK/7bHijWdL/am+FmjeIdcnsfC0vh/XrmyWR1jtLnXE+yrGkjkjMi2cl8yJ3HmsAdhK/N/7PXx38DeKvhhqNp40/bQul0mTxRrlppui3njewtrebR1v547eMwgA+U0AAHILIQc85r9Bvjr+z58F/wBprwDJ8Lvj18O9P8T6BJdRXLabqSMUE0ZJSRSpDKwyRkEcMR0JB6TRvDXh7w7o9p4f0HRLWzsbC2jtrK0t4FSOCFFCpGqgYVVUAADoBXy2P4bxeMzKpiYYlwUklZXvorW3WnX5s+v/ALfyqOQUcKsPetF2bajy2TnJNPVuUudKSaVlBNOXNaHn37MHhcaVoGr+KA0n/E81COZd2NhWOCOIMnHIO3rz7V6fQAAMAUV9Fl+DWAwVPDp35Va/c+UxFZ4ivKpa1wrxr9qrwK/ja603Thpbsb7TrvTFvIFJkRbjYHQdQPuKwyP4T2Br2Wis80wCzPBSw7lyp219Gn+hWFxDwtdVEr2v+Qy2hFvbx26kkIgUE+wxT6KK9A5zl/jdf+OdK+C/i/VPhhbPN4ltvC+oS+HYYoRI0l8ttIYFCtwxMgQYPB6V+b1n8b/C3hu5+ANj4U/aZvtAi1fw1fv4g1NfEFrbXN1Z/YUaSW6lmyY5TqMcKsOCZfOUj5GC/qTXA/Cz9lv9nn4JeMvFPxC+FHwj0bQta8bX32zxTqNjbYk1GffI+98kgfPLI2FwCXJxmvnc7yXEZrXozp1nT5L7Xvr1Wq16b7H1eRZ3lmXZbiKOJo885XcNI2bcZQtNvVKPNzwsn7ys0r80fn34CR+Dfiz41tG8LfF2TxpPb67Y3uqasuvwajPGLaVZoo5Hi+VE/dkAEAnc2Dk8fYFNjhhhz5USrnrtXFOrqybKpZVSnGVV1HJ3bfol3f5ngYzFrFzi1HlSVrBXMXvwu0m9+IkPxCku38yJButtg2tIF2q+evA7eoH0PT0V6GIwuHxSiqsb8rUl5NbM56dWpSbcHa6t8mc18Rvhpp3xGgtIr2/kt2tJiweNAxZGxuXnpnA57ehrooIYraBLeFdqRoFRR2AGBT6KcMLh6VedaMbSna7722CVWpKmoN6Lb5hXxr+1X41i0j9s3WrH4r+LpNL8OWPwhhufDi30yQWhR7u5/tedGYgPKixaeHznYjIeA/P2VXCfHL9mL4AftL2+i2nx5+FGkeKY/DuqLqOipqsBcWtwBjcMEZBGMocq2BkHArgzvLqma5fLDwlyttPy0ez/AK3PZ4ezDAZfjpSxsW6couLcUnOOqaceZpXuuV6r3XI+EP2Yfjb4e8cfArwG3xU/bCu9W1a80qxlu/D2r+NbFVmuAytAj2yBWDhhEwjGCHABHUV94fs7eEm8J/DkLIJg+o6jc37pMMFTK+cAYHGACM+tdt9ktQ24W0ec9dgqSuHKsgq5fjHiKuIdR8vLqtldPdt9iM1zalmM5unRVKMpOVo7K99FotFe3ogrn/ip8K/h38bvh9qnwq+LPhGz17w7rVuIdU0m/QtFcIGDAHBBBDKrAgggqCCCK6Civo5RjOLjJXTPJo1quHqxq0pOMotNNOzTWqaa1TT1TWxg/Dr4X/D34S+BtK+Gnw28IWOj6DolklppWmWcIEdvCo4UZyT6kkkkkkkkk1uqqqAqqAB0AFLRRGMYpJKyQqtWpXqSqVJOUpNttu7berbb3b6sKKKKZAV4vpfw/N1+06dbOmSWwsNTm1RmhU7Jmeze1DMTnOVk7Y5T2Ir2iivPx2AWOnRk5W9nNT9bX0OihiHQU0lfmTX3hRRRXoHOFeLftMfDweOfF2naYNMkB1XTjp7Xtup8zYZCWXJyo2g7hkdyTwK9porz8zwCzLCOg5cqunf0aZ0YXEPDVfaJX3/FBRRRXoHOFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXj/wC2b+3V+zl+wR8PtP8AiT+0d4ovrGx1bVDYaZa6Ro1xqF3cyrDJPKyQW6NIUighlmkfG1EjZiRXsFfA/wDwW48OfEvQPEXwb/aP8H/BbxX490jwevjXRtc0PwXokmpXyTa34Zu9Pspvs8eWMX2kpE79I1n3HgGgD7p8K+KPD3jjwvpvjXwjrEGo6TrFhDe6XqFq+6K5t5UEkcqHurIysD6Gr9eRf8E//hN4z+A37C3wc+CfxFj2a/4T+GGhaTrcW8N5V3b2EMUseRwQrqy577a9doAK5n4zfF7wN8AvhVr/AMZ/iXf3FtoPhvTZL7U5rSxluZREgyRHFErPI5OAqqCSSAK6auQ+P3xA0r4V/BPxT8Q9b0TWtStdJ0S4nnsPDmjTajfTgIRtgtoFaSZznhFBJoAi/Z2+Pnw5/ak+B3hf9of4RX11c+GfF+kRalok97ZvbyvBJ90vG/zIeOh5rtK+Rf8AghTr2pXv/BLX4UeDfEHw+8W+GNY8H+H49B1zSfGXhe60m6S7gVWcpFcojSRfvBtlA2sQwByDj66oAKSSRIo2lkYBVBLE9hS0kjiONpGBIUEkAZJoA8S/ZK/4KFfsx/tr+I/Fvg74GeItYfVvBUtt/bel+IPDd5pdx9nuQ5tryKO6jRpraYRyGOZQVbacds+3V8Bf8Eh/izqH7T37UHx7/aw+K/wg+I3g7xz4qvLHS9M0Hxj8PdQ0i00jwrp0tzDptvFc3MSR3dzM0lxdz+WSENwiDhMn79oAKKKKAPEbr/goV+zRp/7Y9l+wtqWs67a+O9TimOltdeF7yPS76eG1W8ltIb9oxby3CW7LK0SuWVTzg8V7dX57fGfTvFPxN/4Lo/B3xT8Lvg/8XI73wDb61ZfEPWvEulXH/CGR6FNpDmC702WQtbi9ku5YYS8G2YrHIkg2qK/QmgAooooA8s/aw/bL+AX7FXhPw74y/aA8VS6ZaeK/GNh4X0FLaze4lu9SvHKwxKiAnHyszN0VVJNep1+X3/Bwf8Ev22PiT4m8BfED4F/svL8TfCnhOXRms4bTxMLW60rXJPE+lyvcfZVglkuFa2tEtzMNq20VzcytuVWWv0706a9uNPgn1GzW3uHhVp7dZd4icgFlDYG7ByM4GcUATUUUUAeaftYftXfCv9jT4UD4xfF6216402TWrLSbWy8MaBPql/d3l3MIYIYba3VpJXd2CgKCea6n4SfEvR/jJ8NNE+Kfh/RNb02y13T0u7aw8SaNNp1/AjDhJ7adVkgcd0cAivCv+CsPhD4Q+Mv2UPsnxx8HfF3WPD9j4r0zUZD8D7W4l8Q2NxbymW3uoRbfv1VJljy8PzqSp4UMRqf8Epl/aTT/AIJ3/Cdf2vG1k/EL/hGF/t4+JGzqW3zpPs32s9ftP2byPNzz5m/POaAPoOiiigCtrOsaV4e0i78Qa7qENpY2NtJcXl3cSBY4YkUs7sx4ChQST2Ary79kH9tj4D/tyeBL74k/s/3+t3OkWV+LdbnW/DV3pv2tGjWSK6txcxoZ7aVGDRzJlHGcHgirv7a3w18X/Gf9jf4s/B/4fEf294q+Gmu6RomX2g3dzp88MIyenzuvNfH/APwb0eGv2h/CPwW8b+HvibpvxZsfBdjceHrTwVp3xlWddUtb6LQ7WPW44FuP3iWC6grrAo/dBVby/kxQB+htFFFABXz58I/+Cl37PPxk/ay1T9izRPDXxB0jxxpljqN95Xin4fahplne2tlcpbT3Ftc3Eax3EXmSIFkjJVwwIJyK+g6+UP2c/A/jP4jf8FUPj5+03408J6pYaT4T8L+H/hv8P7rUtPlgS9gVH1bVLm3MigSxNc3dvD5iZUtZkZypoA+r6KKKACvAvjV/wUw/ZI/Z+/ah8M/sg/Evxnqdt4x8UPp6Wq2vh+6uLGye/nkt7BLu7jQxWrXM0UkcQkYF2UgV77X5Qf8ABSP4N/HHxV/wWa+H/jfw78CfHWrzR6h8O28A6zoGhSTeGZbW01q/m199dlUeV5ttayxy2hnO6N33Q/MTQB+r9FFFAH//2Q==", "info": {"equation": "10+8*8=74", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b5db5739d2dc7d433f3959d244e27e030aa4135bedf9edf10a94b6cd1a385d49"} +{"episode": 72142, "episode_seed": 948417538, "split": "train", "timestamp": "2025-10-28T03:49:48.520621", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 948417538, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [5, 0, 0, 5])", "action": "('move', [5, 0, 0, 5])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "9*17=153", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "9*17=153", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fb34da888c1556231f4acb41a0d0f02c6f546b526dfa808eb90e77b2106117a2"} +{"episode": 72143, "episode_seed": 1663525891, "split": "train", "timestamp": "2025-10-28T03:49:48.594286", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1663525891, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 5, 5, 5])", "action": "('move', [0, 5, 5, 5])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "361/19=19", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "361/19=19", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4bdeca74e7f634d6766be96d04729f4891da847725b1ebd926ae0be0f2a888d4"} +{"episode": 72144, "episode_seed": 844674390, "split": "train", "timestamp": "2025-10-28T03:49:48.670840", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 844674390, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 8, 8, 4])", "action": "('move', [3, 8, 8, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "320/20=16", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "320/20=16", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d3857a4eb9797ca70d33a7b20cc09ddbdc78c533d059ef64fe9477169dc96281"} +{"episode": 72145, "episode_seed": 2676818255, "split": "train", "timestamp": "2025-10-28T03:49:48.738847", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2676818255, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 7, 7, 6])", "action": "('move', [2, 7, 7, 6])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KER+HvGlxqEXhnSfDFlJ4DjdCkHlyRq11LERwzm5V1ZvvfukHRVr0D9pr9qj406v/wAEmdK16X9sPXtS8a69pFla+MdCbxhaSyyWNwZI5ke3QeYu6MxBudwDHd1av19+Of7J/wCzh+0xf6Bqfx6+D2i+KbjwveG60GXVbcubSUlC2MEblYxplGyrbRkHFH7V+naNc/svfEiDVrS3NrL4E1dbvzQApiNnKH3HsNucn0r4jGcM4yeKxGJjiXFT1sr66bPVaLZb6H70/F3KZ5Hw/l6y2Mp5fOMpt8tpcrXw6N/vPjndL30nruflP/wat+KPjHJ44+KHgyOW+k+H8Wk215Mjx5toNYaVUTYx+7I8CybgPvCJC33Vr9m6+T/+CYfgb9nXwBN440j9l/T/AA5B4Ylj0ubd4YvkubeS4JvFkYyq77nwqg5YkAAcV9YV63C0XHIqOt73f4vQ+J8VeI6HFfHWLzGlQ9jGTiuVq0vdileVtOZ217bXdrhX8v3iv40/tVaB/wAFMtT+KPirxtregfE1fiLLbajqTzLa3FmWmNs8WX+SOIQHywD+7EYA+7X9QNfBniz4efsxT/8ABSPUPH02leF5PinH8R9JjEr36NqiWP2CwTcIC+VTYdvmBOjEbsGuLi3DTr08Nyzcf3ijp/e6+qtp6nveEnHGE4M/tRV8H9Y9vh5JaJ2tfSV/+Xcub3/8MdGfnr/wXV+NfijxNN4J+H/hX9pbU/G3g2aOe+u7SXxRb6hDHqMblEZvJAKsIZDgNx8zY5zX6P8A/Bvb4o+MXij/AIJqeHZfi5JfSw2Ot3tl4Qnv48M+jxeWsIQnl41l8+NCeixhR8qrXo3/AAU+8G/AHxd8H/CehftG2egHwnJ48ia+/wCEhvltLXzF03UDFulLoFO/GPmGTxzXe/sLaV4Z0L9lzw5ovguztLfR7S41KHSYLDb5CWy6jciIR7eCmwLgjqMVy5Pl9bA8SThUrOo1Tvd9btKz1expnnHmDzLwjweQQwKhKnWk/aWXK7cz93RPnfPaXklvey9booor7g/GT8pf+Dp3xP8AGTTfgx8MvDHh2S/j8Danrl83ihreL9xJfRJC1jHK45+6bt1Q8Ex7uqDHp/8AwbU+KPjD4i/YAurP4jzX82h6X4xu7XwPLex/L9gEcTSJEx5eNblpwOoVgyj7uB7z+2vP+z5+1L8D0+HU2ueG/G+hr48sLHxHpun6vHdRwzIzv5MxgfMbqyg7SQ3FdX+wR4N8K/Dz9nqLwL4G0C20vR9J8R6vbabp1om2O3iW+mwqj9cnJJJJJJJr5KlR/wCMwlUU206d/LdRt6aX9T9ixvG+Gfg/S4Vng+WtTruTm0lo7zUv5udqXJ25EtdbL2eiiivrT8dPzS/4OevFPxl0T9jrwrofgeW/i8J6v4t8rxtJZx/u3CR+ZaRTMOVjMqswH3S8aZ5Cg/K3/BGr49+OtI/Zj8a+EfEf7VWq+FLDQrth4F0f/hLbSxj8+SGaWYRxzgllMxiJ/g3O3ctX7U/Hfwh8F/Hnwh1/wp+0RYaLc+CruxP/AAkUfiGdIrIQKwffK7sojCsqsHyNpUEEEA1B8A/AvwI8CfCDQvC37Oek6BB4KtrQnw+nh2VJrMxM7OXjkQsJAzszFtxySSSTXyWZcP4nHZs8TTxLp3ilpe6t0Wq0e++5+x4PxFwOF8J1wzLL1Kar8/tGlyPXmu3a/tLe5/1769D+dz/glR8Vf2k9a/4Ku+AfG3h3xDrGp+KfE/jXb42uv9dLfWE8u/Umn7FBEJJCTwpjVlwVWv6V6+I/gr8A/gz4W/blh+N/h/4caba+Ltb+Jfie31XX40Yz3EQj1UbDkkKP3cedoGdozmvtynwjQlQwdaLk3apJfdbX5mHjBxzgeO85wmKw2F9gqdCEWtLt3btp9mN7Q621sr2RRRRX1h+Rnyb/AMFvvE/xi8I/8E0fiNqvwUlv4tQa1t4NWn02PdLFpck6JeNkcqvks4ZhyqFjwASPgD/g1h8T/GIfG34k+DLCS/fwB/wjEV7qaGLNrDq/2iJLYhj9yR4PtOQPvLEM/cXH6+ftJRW837Ovj6G7VWifwVqqyq/QqbSXOfbFfPH/AAS28Bfs1/D/AFHxvp/7LeneGofD9xpmiy3T+F79LqCS78zUQ5aVXfLhQgwW4GOBmvk8ww8nxThJ8z1jLT/Cm/xvr6H7Bw9xvhct8Js04flg+edapCSqWVlfl+LrzR5G6fm29La/XlFFFfWH4+Yc3xO+Gtv49i+FU/xD0NPFE9mbuDw2+rQi/kt+f3y25bzCnyt8wXHynnityv5h/wBpH4x/tU6D/wAFQvFPxO8QeL9a0b4k6d8RZ4LW/eRbeeyRZTBBGm75EiFuURQfkMZ5ypJP7OeCfjp4TPiaOw0H9s668Q3d4Gt7fSbjx7Z3XnM39yOMBy/HG05618QuNsPCVSNSjK6bStbZd72s++5+v8e+FFTgujl9SOLjV+s0ud2+zLS9t+aD5lyy0bs9EfblFYvw8udbvPBOm3XiIP8AbHtwZjIMMeTgsD0JGCfetqvsqFVV6EaiVuZJ2e6ur6n5HUh7Obj2djyX9vLxB8XPCv7GXxN8SfAcXn/CX2Xgy+m0FtOh8y4ScRE7ol7uo3FcAnIGATgV+AH/AAR3+L3jzwJ+2BHptn8b9S8H6Br+mXZ8YahBrsVktwkUMkkBkknyu77QUwfvfOw6M1f0s18G/wDBLz4cfsveFPi+mr/AbSPCy6rqXgO7fxnNoV8lzMbz7Tp7bbjDuYnDNKdh24JbjivkOJMFVxWa4SMKrg5cyTXSyvdarV7M/YeA+OsHw7wFnWVVcEqssQo2nZWV/d99tbR+Knv7/a9ztvgh8Yx4g1tfD/w6/aPufG94tzHO1u/im31GSJfuciDBWM55yMd6+vBnHNYHiX4j/C7wFrukeGvGHjzQNF1PxDcG30HT9S1SC2n1OYFQY7dHYNM2XQbUBOXX1Fb9e1k+WVct9oqld1XJrfpZer3/AMj8rx1WVaMJ+y5E07dnrbTRXs1b1uFfnV/wcw+J/jFoH7B+mad8PZb+Lw9qvjC3tvG8tlHlTaeW7wpMw5WNrhYvYsEUnkA/orXkX7dfhLw348/Zd8Q+CvGOjxahpWq3mlWuo2M+dk8L6naq6HBBwQSOCDXRnNJ1sqrwTt7r/BX/AB2Pa4Izyjw3xdgszrUlVjSqRk4vrr0vpzLePaSR+Pv/AARI+OvjHRfgz438EeLf2pdU8IaDpN7DJ4S0tfFtrYRG6mSZ7nYs4LMCwgJAwoLE9WavnT/gnp8XP2otd/4KoeAviFoXijWdW8deIPiDDH4ovFImmvrWaYDUfNA+Voxb+cx42oqBlxsUj96P+Cenwp+G/wAIfht4r+Hvwy8F2Gi6Jp/jVvsenWcWEj36bp7scsSSSzMSSScmvDvht8Pv2Y7T/go5N4+8O6Z4YPxPk+JWqxa1PBqCPqkdmbG7Vd8O8tEhUQjdsXIK8ndz+ewyrEU8Pga8q8mpzglHX3b9tenoj9zwvi7lSz3iTExyxNYym1HSLtyx5P3mnwz5uapZv37LW91950UUV+qH8xBXxr/wXs8U/GXwn/wTR8Z3nwalv4nurm0tPEs+mx7pI9Hlcpc5I5WNgUR2H8DsDgEkfZVcD+1XZWmp/sw/EXTdQt1mt7nwNq0U8T9HRrOVWU+xBIrjzCk6+Bq007Xi1f5HucMZrTyPiLCZjUpKpGjUhNwe0lGSdv8ALzPyd/4NV9a+Kw+InxV8OW1vct4HOi2dzeSm3Hkpqwm2QgSdQ7QGfKjqEUnGBn9oK+Yf+Cd/wT+E3wD1/wAd+Bvg14CsPDuktBpNy9lp6tteZjeBnYsSzEhVGSTwoHQV9PV5XC0XHIqOt73f4vQ+m8UuJ8Lxhxxis0w9H2UJ8qS0u+WKXNK2nM7a28ld7hX8vPjb4s/tOWH/AAUw1D4m+OPFOraR8S4PiU8d9qFyUguLGTz/ALOVHmfJEiQ/IufkWMDHygGv6hq8gi+Dn7Eo/a9m+KkPh/wSfjW2jfvpxfQnWfsXliLzTBv3BfLxH5uzOz5d2DijP8oq5rGkoVeTllf/AIK810+ep7PhVx/g+BVmXt8F9Y+sUXFaJ8tr6Sv/AMupX9//AAx0Z8seIT+zZ8ddY0zw38SP2g7L4lx2d81xo/hrxN40s9Stjc+W6iYWq4WaRY2kALK20MxAB5HtH/BJom2/Zu1zQPDjSP4I0j4ja1ZfDSYxr5T6IkqFRA65863S5a7jikJO6ONeWGGOv/wUU+Dnwu+NPw68HfD/AOKvgiy1vRbrx0kk+n3QYI7JpmoMhyhVhhgDwa6/9iDw/ofhP9mbQPC3hjSYLDTdNvNUtbCxtYwkdvDHqV0iRqB0AUAD6V5GUZfWwPEk4VKzqNU73fW7Ss9XsfNYnOaNThF4Vc15VFaLtyQUU3zR1vzybafuxSV9ZOXu+sV4d/wUq8TfGLwb+wb8U/E/wCe+TxZZeE55NMl0yLfcwrlRNJEOu9YTKwI+YFQRyBXuNBAYFWAII5Br7OvTdajKmna6aut1db/I+XyvGRy7M6GLlTVRU5xk4y2lyyT5X5O1n5M/ml/4I3+PviZpH7Zfh/wF4d8T3kPhzX70z+KNNSceTeG3t7hrZ3VvvMkr5Ur8w3N/Dur9k/2ZviDqn/CXa34I8I/EN73ULTxxezXPh1NTSQ2KSXBADQr80UbjL/NwSzMD6dV8T/2Uf2cv2YfAsTfAD4P6N4UPiP4g6fd62dJtyn2qUCbaTknCrvfagwq7mwBk16P+x1Gg+FF5IEG4+LtZy2OT/p01fm2E4dxNHN44R12moc14325/hWq9fXofq3iZx9l/HGdTzjC4X2cGowtK3M3GPxStdX15Vr8MY69D1aiiiv04/Gz80v8Ag568U/GXRP2OvCuh+B5b+Lwnq/i3yfG0lnH+7cJH5lpFMw5EZlVmAPyl40zyFB+Y/wDgiN8d/EWn/AbxJ4K+If7WGq+EdB0XWok8KaUPGFrYRr5qyS3XlpMCxXe0bHHyhnbHJav1n/b08E+FPiR+zJq3gLx1oMOqaNq2t6Jb6lp9zny7iJtWtMq20g4+hBrE/wCCfHwz+H/ws+FHiD4f/DvwhY6PoumeMZ47DTrOLEcKm0tGOM5JJZmJJJJJJJr4XNMsr4zibkp15U3Kne66WdrbrR7+p+y4TxBy6h4QPhqWCUqnt+bn0ta/NzbX9p/y72t7Pr0Oa/ZY0Hwr438YaD4t8GeLv7esNFv72/k1q11KO8W6upYbiKVpZkyrOzXMjEDB3DoACK+oqRI44l2xoFHooxS19Jk+V/2ThXRc3NuTk21bV28327n5LjMV9bqqfLaytYKKKK9Y5D5N/wCC33if4xeEv+CaPxG1X4KS38WoNa28GrT6bHuli0uSdEvGyOVXyS4ZhyqFjwASPz8/4NX9a+K0fx5+Jnh3TYLpvA8vhOC41iQWwMKaotyi2gMnVXML3mFH3gpJ+6K/YH9pCCG5/Z38e21xGHjk8F6orow4YG0lBBrwv/gnH8C/hB8APE/jbwj8GPh9p/h3TbnRtDu7m1sFbEs7SakpkZnZmY4VRyeAOK+TzDDyfFWEnzPWMtP8Kb/G+p+vcP8AHeByvwpzPh2eEUqlepGSqaWSfL8XW8OW8LdZPa2v1RRRRX1h+Qnj+qfBv9iS8/a9svinq/h7wQ3xqTR82M819CNZNmI3i81bcvuZRH5iebsJCgruwMD1xbW1RgyW0YI6EIK/mL/aR+Mf7VOg/wDBULxT8TvEHi/WtG+JOnfEWeC1v3kW3nskWUwQRpu+RIhblEUH5DGecqST+zngn46eEz4mjsNB/bOuvEN3eBre30m48e2d15zN/cjjAcvxxtOetfCw4ywdCVWMqDT5ntbXzltZ99z9o8RfDTMOFqGWTq49YhVqKau2+S1nyw1f7v3vcel/e0R9uUVi/Dy51u88E6bdeIg/2x7cGYyDDHk4LA9CRgn3rar7WhVVehGolbmSdnurq+p+NVIezm49nY8l/by8QfFzwr+xl8TfEnwHF5/wl9l4MvptBbTofMuEnERO6Je7qNxXAJyBgE4Ffz+f8Eefij4w8EftmW5tvjHe+EdI1rR72PxXrEOsw2ZlhWJpY1eacEDNwsPT5ifYmv6Xa8e/Zk+DH7EHw18SeNb79lDw54HttU1DWMeOv+EVvYZ5I7xXlPlXCo7eQys0uIsKAd2FGK+ezzJK+aYyjUp1vZ8t+9/WOq176rQ/W+CPEHB8M8DZxk9XA+2lilG07K0b+777aekfip7+/wBr3PjP4veHf2O/ij4a8T/Ev4o/F/TvGup6P4XYf8JRqniy31C/0C3jcyRSWbIw+yyC4KsjIA7ybFJbIWvu39k/V/if4g/Zg+Heu/GuC5j8YXngrTJvFEd7bCGZb9rWMziSMABH8wtlQBg5FfMv/BSP9n/4KfFj4rXHin4k/DTTNa1Dwv8ADSS60C4vY2P2Kbzrpt6qCFY7o0PzAj5RxX2rYktZQsxJJiXJP0ri4bwdTB5ri6c6jm48qbfW6bu9Xqtj5TO84pYvhzCYZczd5S961qaXuqFPVu0tJT0jqopR927lr5j/AOClHiXX9BHwmtbzW7rTfBl78SI18YXcJCQFktJ5dPiuZCR5cL3yW45IDOI1J+YA/TleRft1+EvDXj39l3xD4K8Y6NFqOlare6Va6jYz52TwvqdqrIcEHBBPQg19BnNJ1sqrxTt7r1Xkr/jseJkGLoYLN6VWvDmhdprRtKSceZX05o35o305kjy/9hzxp4w1/wCMfx103wzqs+o+GdMl0ZdMkEMbW8Ov/YpUv7aKVfvskUWmmRCTsd2U4OQPxK/Ye8f/ALVuof8ABXTwV4yvX1m4+Jd/8URH4tW5tN10FkmaLVEljYYRUtjchhgCNUONu0Y/eP8A4J4fDD4ffBz4a+K/h38LfCNnoeiWHjVvsmm2KERxl9N092PJJJLMxJJJJNeQeAvgN8G9H/byT4+aZ8OtOi8Z6l8UtWtL7xEFY3EsAsr1dnLFVG2NASoBIXk8nPxdTCSlleWPnfxxX/gTv/5LayP2HhLxDybhetnlFYJVIYigqcG1FO8IOF5rVctS/PUSb95JXl8R9vUUUV+jn4MFYXxQ0dfEPw413QJNMS9S+0me3ltHBxMjxlWXjk5UkcVu0VnWp+1pShe101f1KhLkmpdjyb9mDwbJpUuveNphOrat9ltgsi4Urb+cdy8Z6zMCeny9sGvWaKK5ctwSy7AwwylflW+19bmuJrvE15VGrXCv5fvFfxo/ar0H/gplqfxR8VeNtb0H4mr8RJbbUtSeZbW4sy0xtniy/wAkcSwHywD+7EYA+7X9QNeeJ+yd+zfH+0BJ+1Snwc0UfEOWy+ySeK/s5+1NF5YixnO3d5YEe/G7Z8uccV52fZPXzeNJU6nJySv1+9W6rp6vU/UPC7xEy7gFZisVg1X+s0XCO2j192V/+Xc7+/a792OjPlrQviT8MfFfiux0+P8Aavfxldx3LvpGkah44tL398Y3TzI4o8M0gjeRe+FduO4+ufgR4ObwH8K9M8Ov5wbfc3TrOAHVri4kuCpAAxgykAdQBzzXVra2qMGS2jBHQhBUlRlORVMtxcsRVrupKS5dV0vfdtn5zi8fHE0VTjBRSd9P+GQUUUV9EeccD+0doq6z8PUZ9LW5FnqUN0GIJMBTdiQY9M454wTU37O/g9vBnwyhsnEwe91C8v5EnGGUzzvLjGBgfNxnnFdx160V5scuSzZ47m1cOS3zve50vEt4RULdb3+Vgooor0jmPlz/AIKN+J/EWh+NPgxpmo61daf4Jv8AxtcjxHcRlUt5b+OzeTS4LmQkbI2uAWUZAeaOFeSVVvm/wD8ftCX9oj4t+HX/AGwb3w5oGm6tpaafY2vi+xsYF1A2QF+ke8FpNpS3DEk7ZC6cFWA/RP4qfCr4dfG/4fap8Kviz4Qste8O61AIdT0nUI90VwgYMM4wQQyqwIIIKggggGofhT8G/hb8Dvh9pvwq+EvgbT9B8PaPE0em6VYQ4igVnZ2xnJJLMzEkkksSSSa+TzLh3F47NHiqeIdNOKWl7ryWq0e++/Q+zw/EGUUeHVhZ4fmrpcl7R5eX2ntPaX+L2n/Lu1rcn2vsnln7KnxD1Lx1qFvceH/iPJ4s0aOyaGfVv7US8R2j4BMsfyGTdwcYJ5yOOPeaRI44l2xoFHooxS17WVYCpluF9lOq6ju3d+fzf57nyuLxEcTV54xUdLWQUUUV6RzGP8QtKXXfAWtaHJpyXiXulXEElpJnbMrxsrIcc8gkcetedfsveDH0q/1/xnLFPGdQt7KxVJFwu22a5bI4znNwwPOPlA4INeu0V5tfLlWzOljHL+GpK3fm0/r5HTDEuGFnRt8TWvoFFFFekcx53f8A7Jn7N2p/tAW/7VGofBzRZviFa2f2W38VPbk3KReW0XrtLeWzJvI3bTtzgAV6AtraowZLaMEdCEFSUVEKdOnflSV3d26vu/M6cRjMXi1BV6kp8kVGPM2+WK2ir7RV3ZLRBRRRVnMeS/t5eIPi54V/Yy+JviT4Di8/4S+y8GX02gtp0PmXCTiIndEvd1G4rgE5AwCcCvwA/wCCO3xe8e+Bf2wI9Ps/jfqfg/QNf0y7PjHUYNdisluEjhkkgMks+VLfaCmD9752A4Zq/pZrzr4Kfsk/s1/s5ax4h1/4HfBnRPDV54rvBdeIJ9NttpvJAzsM5JCqGkchFwo3HAFfNZ3keJzTF0qtKs6fImtL3V+qs1q9nqtD9a4K8Rsu4W4JzbJK+DVWeLSUZaWWlvfvraHx07J2nfa9z5i8Hy+AvjRdar4V8O/HSTxzquraZ9gubg+J7fUbq1tX3qAoiGEQNIzZK4yeT2r7ggiEMCQg5CIF59hSR28ER3RQop9VUCn105Nk08qlVlOq6kp2u2u1/N33PzPG41YtRShyqN9vP7gr5i/4KUeJdf0AfCa1vdbutN8GXvxIiTxhdxEJAWS0nl0+K5kJHlwvfJbjkgM4jUn5gD9O1h/Er4a+A/jF4D1X4YfE/wAK2mt+H9bs2tdV0q/j3RXETdVI6g5AIIwQQCCCAa78yws8dgalCMuVyVr/ANdO/kb5JjsPl2aU69eHNBXTWjdpRcbxvpzRvzRvpzJH52eGfj5o1r+1J8U/CbftdXvhjQNNTRfLsLTxZZWECau1vKl6ilwWkZYobIOCTscsvBBA+hv2YdD8I/EDxfofiPwZ43/4SK00fWLnUbrW7bVIr37TdNBPE/nTJlS5+0EkDB4Havfvg/8AA74R/AD4e2Hwo+DXgDTvD3h3TPM+w6VYQ4jiLu0jn5slizszEkkkmupjjjiXbFGqj0UYr5jB8KYihUozq4lyVNqXLZ2uuiu9PW2x6mcZ5gcVian1OhywcVFN2UmoxUeaSV0pStzSSk7N7vduooor7Q+WCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkPj58d/hX+zF8G/EPx9+NviqLRPCvhbTmvdZ1KVGfyowQAFVQWd2YqiooJZmUAEmuvr5N/wCC3vwV+J/x5/4Js+OPB3we8JXniHXNP1PQtei8O6dHvuNUg03WLO+ntok/jkaG3k2p1Zgqjk0Aeyfsl/tefA/9tf4UH4w/AbXb2602DVrnS9TstW0qawvtMv7dgs1rdW06rJBKuVJRgDh1PQivTq+Lv+CNvhbx/qEH7QX7S/iv4a+JPB+j/GP496j4m8G6B4u0iTT9RGmCxsrRLme1kw9u8sltI2xwG2hSeor7RoAKKKKAPG/2yv28f2c/2DfC+geLf2idf1OytfEuuxaTpK6VodxfO9xIyqC4hRhFGC6Au5C5dRySBXslfDH/AAcI+LNStf8Agn/c/DXw18LPHXivWvE/i/QW02x8EeC73WHjWy1eyvZ3mFrG5hXyYJCrNgMwCjk19lfDH4gaV8V/hzofxN0LStWsLLxBpUGoWllr2lS2N7BHLGHVJ7eYLJBKAcNG4DKQQQCKAN2iiigArwL4lf8ABS/9k34RftWaF+xz8QvFOtad4s8Rajbabpt7N4Wvf7IbUbmEzW9g2o+V9mF1JGAyxb92CM4zXvtfnH+3d8a7/wCNX/BVz4Q/so/FP4K/FK3+Ffww8SaT4uXxD4e+GWp6lY+JvF0h2abC97BC0NpY2QnM88rtzJhG2rGzUAfo5RRRQAUUUUAeBfs7f8FLP2Vf2oPj94i/Zm+GOu+IYvF3hzTH1N7HxD4RvtMTUtPS5Nq17ZSXMSLd24mGzzY8qSRjI5r32vzV/YO0rxT8QP8AgtJ8RP2k/hj8FPjToHgrWPhRNYfEC7+Nej3MP2LxENXEsFhoz3RYraCIzu0dsxts7Cvav0qoAKKKKAI7q6trG1kvb24SKGGMvLLIwCooGSxJ6ADnNeU/sY/ttfs9/t9/CGf46fszeKLnWfDMGv3mjjULnT5Lbzbi2ZVkKLIAWT5gVccEGsT/AIKX/D/9oX4sfsO/ED4XfsuaJDqXjDxHpkWm2+nza4mmG5sprmKO/iS7dWW3kaza5VJCrbWZTtJGK+ev+DfLwV8e/ht+z98XPA/xt/ZXf4UQQ/H/AMUXXh7Q21Q3KfZ5rrLRQEwReZbQlVjiuVBS4QCRQo4oA++qKKKACvGv2xP26fgr+xDpvhe9+LukeL9TufGWtS6V4c0jwR4Qu9bvry5jtpLl1W3tEeQhYYpHJA4Ck9q9lr4d/wCC5Hgj4aeJ/gz4V8ReOfBP7QF/rHh681W88C6x+z5a3b6jpetvp0tvA072f7+KOQTOgYfuz8wkIU4IB9meAfGWnfETwNo3xA0jTtSs7TXNKt7+2tNY06Szu4Y5o1kVJ4JQJIZQGAaNwGVgQQCDWtXkn7BKftCR/sUfClP2sGuD8Sh4C0v/AITc3hUz/wBpfZk87zdvy+buzvxxv3V63QAUUUUAeI/Gz/goZ+zF8Av2hvDP7LfjrxHrE/jPxPBBcx6doXhq81FNLtZ7j7NBdX8tvG6WMEk+Y1klKqWB5wM17dX48/8ABRH4BftkeC/+CxuqfGr9n/SvjCuufEAfDtPhxq/gcXP/AAjPlWGovFrttr7R/uViSyeWVEn+U/aGKZfp+w1ABRRRQAV81/Av/gqp+zR8fv2nm/ZB8OeFviTofjc6Te6nb2XjT4balo8N1Z2kqxTTxS3USLJHvdQGXIJYYPNfSlfHn7JvgLxz8Vf+Cpv7RP7X/wAQfBmr6ZpfhnTdH+F3wzl1jTpbf7VY20f9o6pdQeYo8yGW9uURZUyr/ZTgnFAH2HRRRQB//9k=", "image_next": "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", "info": {"equation": "79-21=58", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "79-21=58", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "670635179d029cdcf0a871072ed6f5047c9923a4d7dfc3ba0a59f7dde6da0281"} +{"episode": 72146, "episode_seed": 4227587099, "split": "train", "timestamp": "2025-10-28T03:49:48.806770", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4227587099, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 5, 6, 4])", "action": "('move', [1, 5, 6, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "73+11=84", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "73+11=84", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1291cb2b850f98942bf1956469991a67dfb5ea184a1dbf81a5eea3ce5ddf4343"} +{"episode": 72147, "episode_seed": 2299690294, "split": "train", "timestamp": "2025-10-28T03:49:48.866973", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2299690294, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 1, 6, 0])", "action": "('move', [2, 1, 6, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "1+6*1=7", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "1+6*1=7", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "caa698bde0e785dbb439631b9042431b2b20c62568ed0ba82bb0206e4a210da7"} +{"episode": 72148, "episode_seed": 340343587, "split": "train", "timestamp": "2025-10-28T03:49:48.940100", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 340343587, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 1, 2, 7])", "action": "('move', [1, 1, 2, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "56+88=144", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "56+88=144", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "eb909a5c8d15dab7d910b0ea46c2e16585a4e6872407472e25988148c2d7707e"} +{"episode": 72149, "episode_seed": 1900253794, "split": "train", "timestamp": "2025-10-28T03:49:48.997214", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1900253794, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 4, 1, 1])", "action": "('move', [0, 4, 1, 1])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "98-0=98", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "98-0=98", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0ad74b266bd998f90268eba52262cca3238adeba6adfbbbde6f1deccf1085ebd"} +{"episode": 72150, "episode_seed": 3737084285, "split": "train", "timestamp": "2025-10-28T03:49:49.070227", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3737084285, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [8, 6, 2, 8])", "action": "('move', [8, 6, 2, 8])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rhXyV/wXG8R/Fnwv/wAEyviRqPwflvY72S1trfVptPj3SR6XLcRx3h45VDCzh2HRGY8DJH1rXC/tQW+nXf7NPxDtdYSJrOXwNqyXazHCGI2cocMew25z7VWPputgqtNO14tX7aE8N5lDJuIMJj501UVKpCbg9pKMk7fO1j8z/wDg1Y8SfFe9+HnxX8L6rLev4JsdV06bRfNj/cR6lJHN9rWNj/EYktWZRwMqeC3P61V8yf8ABMfwb8BvAvgPxboX7NdjoEHhM+IYpbX/AIRq9W5tXma0iErCVXfe24YPzEjbjjAA+m683hqLhkdBN30v97bt8j6LxNz+jxRx1jcypUfYxnJe69GuWMY3kl9qVry829XuFVPEGvaR4W0G98T6/erbWGnWkl1e3LgkRQxqXdzjnAUE8elW6534uRaFdfDDX9N8TRPJYX2kz2l1FHIUaRJkMRUMOVJ34z2zmvYr1Y0aMqknZRTf3HxFCEKleMZXs2k7b2v08z4S/wCCb3/BdXSv25P2x/Ev7N3iPwDZaFpd/wDaZ/hhf24l+0X0Nvvd47sMzKsrQL5w2hVXy5FO4lSf0Pr8kP8Agit/wSE8b/Az9svxL+0z4/1gSeHPAt/qGkeAriCTa+sTyK8Etw644SKF3jI6GZjgkRHP63143DmIzDFZYquL+JttdPd6frbysfpPi1heB8HxUqXCsk8OqVPms217SzvZvW/LyuXabknZ3S5n4033jfS/g54s1P4Z2zzeJLfwzfy+H4Y4RIz3y27mBQrcMTIEGDwelfzt/wDBI34zfE7wz+25ey+IPjprPhKz8SWOoS+O9VfXI7J7qVVklQzyXHHmfaWXtvy7DoWr+kqvKfgR8If2OfA3xK8f+If2efD3g2DxVq+sLJ8Rn8P3cU10L0vK4W6RXYwOXaZthC5JY4zmss8yatmmIozp1vZ8t/XVbrVa6a67G3A/HWD4Y4SznLKuD9s8XCMVKytCza99u+i5uaFvtpd7r8A/jD8Z/wBozXP+Cu1t4z+H3xM1nxT4r0z4iWmn+B9VS+jvZbizE4S2hRo/3ckbRSEMBwwkfdyzV/SlXxz8efgf8I9f/bu0741a18P9PufFehax4VtNH1yVGM1pC94NyoM7RnzH5xn5jzX2NXNwxhZ4SpioTm5tTtd9bK9+urvr6FeJXG+C4vwGUUsPhVR+rUFCVravRWVvsLlvG+qcpadWV/OL+3J8Xf2lPDH/AAWq8U+NNU8ZaxoPijSviSLDw/qPmrbSWekGQQ2vllvkWJrORTuPyssjM33mr+jqvjf4y/BH4S63+3xbfHDWPAGn3Pi3SvEfhyy03XZkZpre3by9yKM7RnzHGcZwxGarivDyr4Wiozcf3kVp56X9VuheFXG2C4Kx2Oq4nCquq2HnTSdtG7Ozv9iW01va2jtY/Kb/AILm/F7xN4y+MPhLwjpP7Qeo+NvCFloLXunmfxHBqEVvqDzyJMQ0IGG8tIOG6A8feOf28/4J4eIfit4s/Yb+FfiT43veP4pvfBVlLq8uox7LiVjGNkko672j2MSeSSSeSa8v/wCCovgH9m/xvD4D0r9o7TPDU2lR3OpS6XF4jvUt4XvxFCIgm50EkhBfCc7hng4r6P8AgsCPg74TBGMeGbDjGMf6Olc+Q4Crgc6xMKlVzajDV9b666va1kbcW8a4TO/DnKMnp4NUpYeVRudlaWv2dPtXvU/vJPXp01Y3jL4jfD34dR2M3xB8d6NoSanfpY6a+s6pFai7unzsgiMjL5kjYOEXLHBwK2a/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+7nOZf2TgJYhR5rNK3q+p4XhrwTHxA4sp5PKv7FSjOTla792N7RV1dt26rS76H7k0V+b37Hf7S19rnwT+H3iX4nftr6hd+LtQ8P2jato2o+O7I+bdSx7fLeAAPuO4fLndux3r7/wDhPd65e+AdPufELSNcsjfPNneybjtLZ5ztx9a48q4iw2b4l0aVOSsr3du6VtG+583m+S1snr1KVScZck3C8XdOzauvJ20Oir84/wDg5t8SfFjRf2FtE0vwPLex+HtU8a28HjJ7RMo0CxSSW6TMOVjM6Rn0LqgPOAf0crkfjx4R+C/jv4Qa/wCFP2ibLRbjwTd2JHiKPxDcLFZCBWD7pZHZQgVlVg2RtKggggV6eZ4WWNy+pQjLlck1f/Py7+R6HA+e0uGeLsFmlWj7WNGpGThu3093+8r3j/eSPxG/Ya/aU+MHhT/glb47XTv2r9b0HXfDR1CH4feH4PFdrAy2wiilYRQOPMcebJcY5znhegFdR/wa0+Jvi1/w0n8RvCunT30ngqbwel5rilN1umprdRpaMWP3ZGia7AA+8EOc7Bj9kfhV4Q+EPgz4O6L4d+Bml6NB4RstFjXw2uhuktp9k2ZjaJ1JEisDu35O7O7JzmvnD/gmB8EvhL8E7/WbT4T+AbDQY9b8HaHqGrCxVs3V0zXQMjliST7dBk4Aya+Nw+TYjLs4wSniHO/Nbey5Y7LV6PbpofquYeKmWY/IeI8LHLlCWOqxnF6e77329E+aNuZWv78pPTr9e14d/wAFK/EfxY8JfsE/FfxJ8D3vU8T2fg66fTpdNj3XES4AmkjHUOsJkYEcgrkcgV7jSSRpKjRSoGVgQysMgj0Nfd16brUZU07XTV+11ufh+V42OXZnQxcoKapzjNxe0uWSfK/J2s/I/nm/4IW/F/xJ4O+JvjHwZq/7Q2o+CPCFzosd7dLB4kt9Pin1FZo44jumBy3lNNkL1Cjd91awv+CePxb/AGlfE3/BaPwr4ysfF2r634n1vx/JZ+Kr8yLcPeaVkpd+aV+RoltoywI+VREjL91a/eL9lP4Sfse/C/wbq+m/se6B4OttDudfml1n/hEbyK5h/tEIiyJI6O4V1UIPLyNoIwozXiHhD4I/CTS/+Ci1x8ddP+H+nxeMNQ8bXlheeIFRjcSWy6C4EXJ2qMIg4AJ2jJr86nkGJy94RzxDknUikleyu27rXy7Lc/ozF+MmUYriDPsX/ZnL9bw/s48yjzpxjy/vF2le8km37sF5r7Eooor9KP5kP5q/2dvjR+0VoP8AwVmm8X/Ef4n614U8Vax46vbDx/qkl9HYzQ2xmb7VDI0vyRIqxABei+Wm3lVqX/gq78aPix4j/bttr7w18cNa8VxeGYNNf4favFrUd9JbSFY5iYJLcYMgut/bflVHRVr9dvhj4C/Zzg/4KWar440DTPDbfEi58W6lD4hmhvUk1JbP+y5PLEsW8mJCFiw21d2F5Oab/wAFKvAX7OPib44+GtR+L+meGpfEOmeFJZvAq6xepFP9rF1uY20bOvnOCsZwFYghTgZr8lq5VXWX163t5csKrjy62b5kubffW+x/V1Dxjytcd4TM/wCydI4L2XKkua/K53jp/DSXKv8Ap25O32T68+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfrMVyxSP5VqzVWrKaSV23ZbK/ReSCvyb/4OpfEfxZsfhZ8KvDOjSXqeCb/AFrUJdf8mP8AcSajHHD9jSRh38t7tlU8Hax6qMfrJXgv/BQv4WfDv40fCjw98O/ip4Stdc0O+8aW5u9NvCwjlKWt26klCDwyg8HtXjcRU3VySuk7e7f7tbfO1j7Tw34iw3CfG+CzWvS9rCnJ3jpf3ouN1fTmjfmje2qWq3POP+CD2r/EvWP+CYPw7k+JkNwr26XlvobXMAjZ9MS5kW2IAxldgwrHqoU8jBP2DXmf7HOjaV4d/Zp8KeHtB06GzsbCyltrK0t0CxwQxzyKiKB0VVAAHoK9MrsyyPJl1GN72jH8keHxNmVPOeI8Zj4U1TjVqzmoraKlJu3yuFfJX/BcfxH8WPC//BMn4kah8IJb2O8ltba31abT490kely3Ecd4eOVQws4dh0RmPAyR9a1w/wC01Y2mp/s3/EDTdQt1mt7jwTqsU8Tjh0a0lDKfYgkVePputgqtNO14tX7aE8OZnTybiDCY+dNVI0akJuL2koyTt87H5kf8GqWsfEyXwH8XNBvorn/hDYNX02fTJGgAh/tN4pVuQr4yW8lLQsueBsPG7n9b6+dP+Cd/wg+GPwN8O+Mvh78IfBNl4f0WHX7eePTrBW2CSSzhLuSxLMScckngAdABX0XXm8NQcMjoK99L/e2/wPoPEviLDcWccYzNaFL2UKklaOl/djGN3bTmlbmla+rer3CvD/2z/iXf+F/C6aF4dtRdak5jFhZZX/Sb6eQW9nB8zKPmmkUEEjgg5r2jVdTs9F02fVtQl2QW0TSSt6KBk/U186+CrC8+OX7V9vrmo2rnSvCMB1y4Em3a17OJLawiwUO7y4lupCQylXEJ5zxln9R4hU8ug/eqvXygtZP8LfefL5fFU3LEy2gtPV7HtXwV+GOm/Br4V6H8NNMmEw0qxVLm78oIbu5Yl57hgCcPLK0kjcn5nNdRRRX0EIRpwUYqyWh5zbk7s5n4033jfS/g54s1P4Z2zzeJLfwzfy+H4Y4RIz3y27mBQrcMTIEGDwelfzt/8EjvjP8AE7wz+27eyeIPjrrPhK08S2WoS+PNUfXY7J7qVVklQzyXHBk+0svbfl2HRmr+kqvjr9h74G/CH4d/tM65468E/DzTtN1nxZpviG68SajDGxlv5hrFuQzliccuxwuBlulfJcSYOri8dhIwqODbkrrppe61Xax+rcCcb4HhrhHOssr4VVZYqEVGTtpZte9foubmjbaaXe6l+Akfg34s+NbRvC3xdk8aT2+u2N7qmrLr8Gozxi2lWaKOR4vlRP3ZABAJ3Ng5PH2BTY4YYc+VEq567VxTq9fJsqllVKcZVXUcndt+iXd/mfmmMxaxc4tR5UlawV+b/wARvib45067+JF2viy/HxNX9oCGy0PS5Y4muiV1S2XSbaG3b71vJpscUucfNG08hPDMP0gr44+MnwS+Eus/t923xz1bwDYXHi7SfEfhyy0zX5VYz20DeWGROdoyJHGcZwxGa8/imhKtQoWk1+8jt5u1/VdD6LhLMMvwNat9bpc65VJaJ3cHdQlf7E9p210Ts7WfwX/wdO+IfivJ+0H8OPCWpyXq+B08IS3ekIY8W0uqNcyJdHcPvyLCLQYP3VcYxvOf1S/4Jzax8Tdf/YS+E+r/ABihuU8Rz+B7A6iLyARSn90BGzqMYYxhCeAcnkA5rh/+CkXwT+E3xzk8FeHfi/4DsPENjYLqt9aWmoKxSO4SKALJhSM4DMMHIOeQa97+Cv8AyRzwlwP+RZsOg/6d46MuoOHEmMlzN6Q09V+ltPU+l4l41weceG+UZFTwyhPDSqOU9Nbv7PX3r3nfeUU9enTV5X+1H8KP2P8A4o2XheL9rnRPB93BY+I4n8J/8JbexQKdSYHZHCZHXzXcD/VfMH2jKnAx6pX4bf8AB0Z4o+Lo/as8A+GdTur+Lwba+DPtnhxQpWBtRa5lW7dWH3pFRLQHuoK4xu59HPMfDLsulWlDnV0rPbV9f63scPhXwpiOM+M6OXUcU8NJxnL2kb8y5YvSNmrt7PVe7zPpY/cX7Jahtwto8567BUlfm9+x3+0tfa58E/h94l+J37a+oXfi7UPD9o2raNqPjuyPm3Use3y3gAD7juHy53bsd6+//hPd65e+AdPufELSNcsjfPNneybjtLZ5ztx9a5cq4iw2b4l0aVOSsr3du6VtG+58pm+S1snr1KVScZck3C8XdOzauvJ20Oir84/+Dm3xH8WNF/YW0TSvA8t7H4e1TxrbweMntEyjQLFJJAkzDlYzOiH0LqgPOAf0cryH9uvwR4T+JX7M+seAfHmgw6po2rato9vqWn3G7y7iI6pa5VtpBxwOhFdudU3VyivFO3uv8Ff8dj0eBs8ocNcYYHM61L2kaVSMnHutrq+nMr80f7yR+W//AARs+PGrp+yG/hz4o/tf6r4XtdH8R3Nn4Y0c+NbSxWKw8uOQ7I5QX2+fJNgnjqBwBX6c/sgeF9EjivfHPhu4WXTbrR7Gw0yW2lWS3lt4jK6NG4zvGJR8wJBGKm/YT8A+Cvh3+z9B4E8D+GLPTNH0nX9UttN0+1ixHBEt5LhRnJ9TkkkkkkkmvZlVVAVVAA6ACvAyLIq0Hh8bUxEpJRuotaLmjsnd7X7dEdvG/E+H4h4hx2LoYdUo1qkpWVr25r62XxPeXm2LXh//AAUr8R/Fjwj+wV8VvEnwOe9TxPZ+Drp9Ol02PdcRLgCaSMdQ6wmRgRyCuRyBXuFUfExYeG9QK9RYy4/74NfXV6bq0JQTtdNX7XW58tleMjl2Z0MXKCmqc4ycXtLlknyvydrPyP58f+CGXxg8TeDPiR4z8Gap+0NqPgjwjcaIl9cJB4kt9Pin1FZo44jmYHLeUZsheoUbvurX68fsrWHhTx/460vxb4R+IB8UQ6TqNze3uuxatFfG4uWtZLciaaPKlgky/KMEBV7A5zP+CYvwL+D3wSGv6L8Jvh3puhWup+FvD9/qEVlGx+0XL/bQ0jFySTgAYzgdgK+tY4o4htijVR6KMV8Fw/kNbE4bD4uWIlyxfModLxb21t+HU/RvFDjfB8WcW4rH4bDezjUUY625naCV5W0bfrsl2HUUUV+hH5UfzT/s+/Fz4/6V/wAFa/8AhNvih8RdV8MeLdQ8fX1p431e4u4rKe0hZ3S6jZ5RshVY1KAdFCqF6LX6PftEaN+yv8Ufhv4v+I/jL4vWXjvxFofhKX+yNev/ABLbarqGiujGS1NkqHEMrXflbdq7pZNkZ3AhD7p8PPgf8I9J/wCCgt18b9P+H+nxeLtY8aarZalr2xjPPbrpcoWM5JUDEafdAJ2jOaZ/wUR+Bvwg+JXxc0vxf49+HunarqfhTwc954du7uNibCc3RPmIAQpOUQjcDgqCMV+S1cprrLq9b28uWNVx5dbN8yXM9d9b7dNz+gOJvEjLeJOKsvxtHDPDKlQhF+ztzNxTk4LVLkv7iu9I6uL+A+qfhLeeMdR+FXhnUPiLbND4gn8P2UmuwtGEMd40CGZSo4UiQsMDgV0FFFfrMVyxSPwOtUVWrKaSV23ZbK/ReSCvPv2kdIGp+CLS4OmC4Njqsdwr7STAdkibxj2crzxhjXoNFcuPwn17BVMPzcvMmr9isPV9hWjUtezucv8ABbwkfA/wt0bwyxl3QWxdhPjeGkdpCDgDGC5GPauooorahSVCjGmvspL7lYznJzm5dwrF+JGljXPh9rmiPpy3i3mk3EElq4OJleNlZOOeQSOK2qKdWHtaUoXtdNfeEJcklLseY/sx+E20TQ9Y8RSCZW1nUUk2yjAxFCkQK8ZwdvvzXp1FFc+X4NYDBU8OnflVr9zTEVniK8qlrXKmvaNaeIdFutDvs+VdQNG5XqMjqPcdazvh94HtPAHh8aHbXbXDNK0s07Jt3scDpzgYAH4VuUVpLC4eWJWIcffSaT8mSqtRU3TT0etgoooroMzl/jdf+OdK+C/i/VPhhbPN4ltvC+oS+HYYoRI0l8ttIYFCtwxMgQYPB6V+b1n8b/C3hu5+ANj4U/aZvtAi1fw1fv4g1NfEFrbXN1Z/YUaSW6lmyY5TqMcKsOCZfOUj5GC/qTXA/Cz9lv8AZ5+CXjLxT8QvhR8I9G0LWvG199s8U6jY22JNRn3yPvfJIHzyyNhcAlycZr53O8lxGa16M6dZ0+S+1769Vqtem+x9XkWd5Zl2W4ijiaPPOV3DSNm3GULTb1Sjzc8LJ+8rNK/NHyH9l34pv4w8T2uk+CfjnP44t7a7P9ozv4hh1AwI652yNDwo+TK7hnOcHk19OU2OGGHPlRKueu1cU6u3KMtq5bRlCpWdRt3u/RK277dz5/F4mGJmpRgo2VtP6QV+Yn7R3xi17wn4J+MfiHxF8Vr3QvH1r8bDaabJNcwQXVmF1G3TSY4Ul+VYX05IZQ5GCjTSE8MR+ndcHq37L/7Puu/HjT/2ntY+E2j3Hj7S9NNhp/iiS3zcw25EilAc4ztlkXcRuCuRnHFYZ7lNbNqNOFOpyOMk7/11XQ93hjOMsyirUljaXtE0mklF3lF3UJc21Oe07Xa0dpWs/ljwt4x+HvxB8UjR9G/aUl8dao9rNDp9hceMLbUZYUfAkaKKEBskBcnB4Ar7Q8F6CnhXwdpPheN3ZdN0yC1VpCCxEcapk44zx2rQS2t423R26KfVUAp9Tk+S1Mrq1KlSs6kp21flfzd9zxsZjY4qEYxgoqN9vP5IK4T44/sx/AH9pa30W0+PPwp0jxTH4d1RdR0VNVgLi1uQMb1wRkEYypyrYGQcCu7or25whUi4zSa7PU58LisVgq6r4eo4TW0otxa6aNWa00I/slqG3C2jznrsFSUUVZgFfNf/AAUQ8Ra7oup/COwutXubHwpf/EIx+I54iEhluFsbh9Ohncn5Y3vFiwOjSrEvJYKfpSuf+Knwq+HXxv8Ah9qnwp+LPhCz17w7rUAh1TSb9C0VwgYOAcEEEMqsCCCCoIIIrhzLCTx2AqUIy5XJWv8A106PyPVyTG4bL8zp18RHmgrp2SbSlFxcop6OUb80bte8lqtz88/hP+0D4en8efE3Tb79s++0HSNO8fSwaBp9v40sbKFE+yW0l0I1YFnQXj3I3knJDDPFfcP7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rrfh18Lvh58JPAulfDP4beD7HR9B0SzS10rTLOECO3hXoozknuSSSSSSSSSa3VVVAVVAA6ACvEyrh7F4DEU6tTFSmoq3Lrba3d6Lpp0R2Zzm2Cx1aosNQUIOyT05rRSV5WVuaVry1ere4teOf8FBtc8e+G/2LviJrfw1vNRttVg8POTd6PD5l3bWpdBdTQj/AJ6JbGZ1IyQVBHIFex0kkccsbRSoGVgQysMgg9jX0lem61CVNO101ftdbnl5dioYDMKOJlBTVOcZOL2kotOz30drPRn5r618b/Bnh39qDSfCPhH9qN/Cvh2T4Wi5v10jxVZ2tvKRdxf2Y3mybi5aCW8ZVBwU2v0IJ+qP2TPiPdeONUhTw38VpfGOk21vLDd6o2sR3w3g7gHli+TzAXAxwdpHoK9E+BH7L37Pn7Mfh6/8KfAL4S6P4W07U9SfUL+10u32rNcMqqXO4k/dVQFHyqBwBXdxxRxDbFGqj0UYr5LLeF8Zg50pTxTtB35Vfl9N+vXTue5nec5XiqrhgqPuKKipSSU5dXKSjdXu7JKTskld2HUUUV9kfLH5VXHxv1bQPhD8L9Y8UfHS/wDDnj3Vfi1JD4zu5dStrS9gvDPdjWYJvNyLeOGN3UYA2KLcD767vefAE3gT41a1deFtA+PU3jnUtQtktbiZvFFvqNzZ2xfB2iIYjTLEksMZ719P+Hv2Xf2e/Cnxw1r9pPw78JNGtPHXiKyW01rxNFb/AOk3cIEY2sc4GfJiyQAW2LknFd1HbwRHdFCin1VQK+Fp8H4qzjUxT5XK9knZ63u9d36PXufb55xLleNrqpgsPy35m21FNSm23GPLf3IfDHZtXdo35U+iiivuj4gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvH/ANs39ur9nL9gj4faf8Sf2jvFF9Y2OraobDTLXSNGuNQu7mVYZJ5WSC3RpCkUEMs0j42okbMSK9gr4H/4LceHPiXoHiL4N/tH+D/gt4r8e6R4PXxro2uaH4L0STUr5Jtb8M3en2U32ePLGL7SUid+kaz7jwDQB90+FfFHh7xx4X03xr4R1iDUdJ1iwhvdL1C1fdFc28qCSOVD3VkZWB9DV+vIv+Cf/wAJvGfwG/YW+DnwT+IsezX/AAn8MNC0nW4t4byru3sIYpY8jghXVlz32167QAVzPxm+L3gb4BfCrX/jP8S7+4ttB8N6bJfanNaWMtzKIkGSI4olZ5HJwFVQSSQBXTVyHx++IGlfCv4J+KfiHreia1qVrpOiXE89h4c0abUb6cBCNsFtArSTOc8IoJNAEX7O3x8+HP7UnwO8L/tD/CK+urnwz4v0iLUtEnvbN7eV4JPul43+ZDx0PNdpXyL/AMEKde1K9/4Ja/Cjwb4g+H3i3wxrHg/w/HoOuaT4y8L3Wk3SXcCqzlIrlEaSL94NsoG1iGAOQcfXVABSSSJFG0sjAKoJYnsKWkkcRxtIwJCgkgDJNAHiX7JX/BQr9mP9tfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/gkP8WdQ/ae/ag+Pf7WHxX+EHxG8HeOfFV5Y6Xpmg+Mfh7qGkWmkeFdOluYdNt4rm5iSO7uZmkuLufyyQhuEQcJk/ftABRRRQB4jdf8FCv2aNP/AGx7L9hbUtZ1218d6nFMdLa68L3kel308Nqt5LaQ37Ri3luEt2WVolcsqnnB4r26vz2+M+neKfib/wAF0fg74p+F3wf+Lkd74Bt9asviHrXiXSrj/hDI9Cm0hzBd6bLIWtxeyXcsMJeDbMVjkSQbVFfoTQAUUUUAeWftYftl/AL9irwn4d8ZftAeKpdMtPFfjGw8L6CltZvcS3epXjlYYlRATj5WZm6KqkmvU6/L7/g4P+CX7bHxJ8TeAviB8C/2Xl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/xk+GmifFPw/omt6bZa7p6XdtYeJNGm06/gRhwk9tOqyQOO6OARXhX/BWHwh8IfGX7KH2T44+Dvi7rHh+x8V6ZqMh+B9rcS+IbG4t5TLb3UItv36qkyx5eH51JU8KGI1P+CUy/tJp/wTv+E6/teNrJ+IX/AAjC/wBvHxI2dS2+dJ9m+1nr9p+zeR5uefM355zQB9B0UUUAVtZ1jSvD2kXfiDXdQhtLGxtpLi8u7iQLHDEilndmPAUKCSewFeXfsg/tsfAf9uTwJffEn9n+/wBbudIsr8W63Ot+GrvTftaNGskV1bi5jQz20qMGjmTKOM4PBFXf21vhr4v+M/7G/wAWfg/8PiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj/AP4N6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef/AAUu/Z5+Mn7WWqfsWaJ4a+IOkeONMsdRvvK8U/D7UNMs721srlLae4trm4jWO4i8yRAskZKuGBBORX0HXyh+zn4H8Z/Eb/gqh8fP2m/GnhPVLDSfCfhfw/8ADf4f3WpafLAl7AqPq2qXNuZFAlia5u7eHzEypazIzlTQB9X0UUUAFeBfGr/gph+yR+z9+1D4Z/ZB+JfjPU7bxj4ofT0tVtfD91cWNk9/PJb2CXd3GhitWuZopI4hIwLspAr32vyg/wCCkfwb+OPir/gs18P/ABv4d+BPjrV5o9Q+HbeAdZ0DQpJvDMtraa1fza++uyqPK822tZY5bQzndG77ofmJoA/V+iiigD//2Q==", "image_next": "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", "info": {"equation": "11*20=220", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rhXyV/wXG8R/Fnwv/wAEyviRqPwflvY72S1trfVptPj3SR6XLcRx3h45VDCzh2HRGY8DJH1rXC/tQW+nXf7NPxDtdYSJrOXwNqyXazHCGI2cocMew25z7VWPputgqtNO14tX7aE8N5lDJuIMJj501UVKpCbg9pKMk7fO1j8z/wDg1Y8SfFe9+HnxX8L6rLev4JsdV06bRfNj/cR6lJHN9rWNj/EYktWZRwMqeC3P61V8yf8ABMfwb8BvAvgPxboX7NdjoEHhM+IYpbX/AIRq9W5tXma0iErCVXfe24YPzEjbjjAA+m683hqLhkdBN30v97bt8j6LxNz+jxRx1jcypUfYxnJe69GuWMY3kl9qVry829XueP8A7eP7XXhX9hz9lvxR+0X4os/tj6TaiLR9NGf9O1CU7LeEkfdUuQWb+FFY8kAHxr/glD/wVX0b9v79nrxP8QfibpGneG/E/gKdm8YWmmpL9jjs3WSWC6j3s7BSkUqspZmDQsejKK9N/wCClX7HY/bp/Y88Vfs/Wer/AGHVruKO+8PXTPiNdQt28yBZf+mbsNjHsHLDkCviT/glJ+x942/4J26B4y+FH7TsEAu/i5pdzpuqWGnzNKLG4tYpjbQLPFlP9It57t95wFMUagkkiuTM8xxmX5zSc3ag4tNvbms3q++it5XPdyTAcA4rwvxdTEyf9qKvDkSfvez91Oy2ceV1G29pqKdtL+if8E3v+C6ulftyftj+Jf2bvEfgGy0LS7/7TP8ADC/txL9ovobfe7x3YZmVZWgXzhtCqvlyKdxKk/ofX5If8EVv+CQnjf4Gftl+Jf2mfH+sCTw54Fv9Q0jwFcQSbX1ieRXgluHXHCRQu8ZHQzMcEiI5/W+urhzEZhissVXF/E22unu9P1t5WOTxawvA+D4qVLhWSeHVKnzWba9pZ3s3rfl5XLtNyTs7pcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv52/+CRvxm+J3hn9ty9l8QfHTWfCVn4ksdQl8d6q+uR2T3UqrJKhnkuOPM+0svbfl2HQtX9JVeU/Aj4Q/sc+BviV4/8AEP7PPh7wbB4q1fWFk+Iz+H7uKa6F6XlcLdIrsYHLtM2whckscZzWWeZNWzTEUZ063s+W/rqt1qtdNddjbgfjrB8McJZzllXB+2eLhGKlZWhZte+3fRc3NC320u91+Afxh+M/7Rmuf8Fdrbxn8PviZrPinxXpnxEtNP8AA+qpfR3stxZicJbQo0f7uSNopCGA4YSPu5Zq/pSr45+PPwP+Eev/ALd2nfGrWvh/p9z4r0LWPCtpo+uSoxmtIXvBuVBnaM+Y/OM/Mea+xq5uGMLPCVMVCc3NqdrvrZXv11d9fQrxK43wXF+Ayilh8KqP1agoStbV6Kyt9hct431TlLTqyv5xf25Pi7+0p4Y/4LVeKfGmqeMtY0HxRpXxJFh4f1HzVtpLPSDIIbXyy3yLE1nIp3H5WWRmb7zV/R1Xxv8AGX4I/CXW/wBvi2+OGseANPufFuleI/DllpuuzIzTW9u3l7kUZ2jPmOM4zhiM1XFeHlXwtFRm4/vIrTz0v6rdC8KuNsFwVjsdVxOFVdVsPOmk7aN2dnf7Etpre1tHax+U3/Bc34veJvGXxh8JeEdJ/aD1Hxt4QstBa908z+I4NQit9QeeRJiGhAw3lpBw3QHj7xz+3n/BPDxD8VvFn7Dfwr8SfG97x/FN74KspdXl1GPZcSsYxsklHXe0exiTySSTyTXl/wDwVF8A/s3+N4fAelftHaZ4am0qO51KXS4vEd6lvC9+IoREE3OgkkIL4TncM8HFfR/wWBHwd8JgjGPDNhxjGP8AR0rnyHAVcDnWJhUqubUYavrfXXV7Wsjbi3jXCZ34c5Rk9PBqlLDyqNzsrS1+zp9q96n95J69OmrG8ZfEb4e/DqOxm+IPjvRtCTU79LHTX1nVIrUXd0+dkERkZfMkbBwi5Y4OBWzX4bf8HRnij4uj9qzwD4Z1O6v4vBtr4M+2eHFClYG1FrmVbt1YfekVEtAe6grjG7n3c5zL+ycBLEKPNZpW9X1PC8NeCY+IHFlPJ5V/YqUZycrXfuxvaKurtu3VaXfQ/cmivze/Y7/aWvtc+Cfw+8S/E79tfULvxdqHh+0bVtG1Hx3ZHzbqWPb5bwAB9x3D5c7t2O9ff/wnu9cvfAOn3PiFpGuWRvnmzvZNx2ls8524+tceVcRYbN8S6NKnJWV7u3dK2jfc+bzfJa2T16lKpOMuSbheLunZtXXk7aHRV+cf/Bzb4k+LGi/sLaJpfgeW9j8Pap41t4PGT2iZRoFikkt0mYcrGZ0jPoXVAecA/o5XI/Hjwj8F/Hfwg1/wp+0TZaLceCbuxI8RR+IbhYrIQKwfdLI7KECsqsGyNpUEEECvTzPCyxuX1KEZcrkmr/5+XfyPQ4Hz2lwzxdgs0q0faxo1IycN2+nu/wB5XvH+8kfiN+w1+0p8YPCn/BK3x2unftX63oOu+GjqEPw+8PweK7WBlthFFKwigceY482S4xznPC9AK6j/AINafE3xa/4aT+I3hXTp76TwVN4PS81xSm63TU1uo0tGLH7sjRNdgAfeCHOdgx+yPwq8IfCHwZ8HdF8O/AzS9Gg8I2Wixr4bXQ3SW0+ybMxtE6kiRWB3b8ndndk5zXzh/wAEwPgl8Jfgnf6zafCfwDYaDHrfg7Q9Q1YWKtm6uma6BkcsSSfboMnAGTXxuHybEZdnGCU8Q535rb2XLHZavR7dND9VzDxUyzH5DxHhY5coSx1WM4vT3fe+3onzRtzK1/flJ6dfr2vDv+ClfiP4seEv2Cfiv4k+B73qeJ7PwddPp0umx7riJcATSRjqHWEyMCOQVyOQK9xpJI0lRopUDKwIZWGQR6Gvu69N1qMqadrpq/a63Pw/K8bHLszoYuUFNU5xm4vaXLJPlfk7Wfkfzzf8ELfi/wCJPB3xN8Y+DNX/AGhtR8EeELnRY726WDxJb6fFPqKzRxxHdMDlvKabIXqFG77q1hf8E8fi3+0r4m/4LR+FfGVj4u1fW/E+t+P5LPxVfmRbh7zSslLvzSvyNEttGWBHyqIkZfurX7xfsp/CT9j34X+DdX039j3QPB1todzr80us/wDCI3kVzD/aIRFkSR0dwrqoQeXkbQRhRmvEPCHwR+Eml/8ABRa4+Oun/D/T4vGGoeNrywvPECoxuJLZdBcCLk7VGEQcAE7Rk1+dTyDE5e8I54hyTqRSSvZXbd1r5dluf0Zi/GTKMVxBn2L/ALM5freH9nHmUedOMeX94u0r3kk2/dgvNfYlFFFfpR/Mh/NX+zt8aP2itB/4KzTeL/iP8T9a8KeKtY8dXth4/wBUkvo7GaG2MzfaoZGl+SJFWIAL0Xy028qtS/8ABV340fFjxH+3bbX3hr44a14ri8Mwaa/w+1eLWo76S2kKxzEwSW4wZBdb+2/KqOirX7E/Dz4H/CPSf+Cgt18b9P8Ah/p8Xi7WPGmq2Wpa9sYzz266XKFjOSVAxGn3QCdozmsv/gpV4B/Zy8T/ABx8Nal8XtL8Ny+INM8KSzeBV1i9SKcXYussbaNnXznBWI4CtghTgZr8lq5VXWX163t5csKrjy62b5kubffW+x/VmG8Z8onx1hMzjlaajg/ZOK5bp2cny6fArci6qm5O32T67+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfrMVyxSP5XqzVWrKaSV23ZbK/ReSCvyb/4OpfEfxZsfhZ8KvDOjSXqeCb/AFrUJdf8mP8AcSajHHD9jSRh38t7tlU8Hax6qMfrJXgv/BQv4WfDv40fCjw98O/ip4Stdc0O+8aW5u9NvCwjlKWt26klCDwyg8HtXjcRU3VySuk7e7f7tbfO1j7Tw34iw3CfG+CzWvS9rCnJ3jpf3ouN1fTmjfmje2qWq3POP+CD2r/EvWP+CYPw7k+JkNwr26XlvobXMAjZ9MS5kW2IAxldgwrHqoU8jBP2DXmf7HOjaV4d/Zp8KeHtB06GzsbCyltrK0t0CxwQxzyKiKB0VVAAHoK9MrsyyPJl1GN72jH8keHxNmVPOeI8Zj4U1TjVqzmoraKlJu3yuFfJX/BcfxH8WPC//BMn4kah8IJb2O8ltba31abT490kely3Ecd4eOVQws4dh0RmPAyR9a1w/wC01Y2mp/s3/EDTdQt1mt7jwTqsU8Tjh0a0lDKfYgkVePputgqtNO14tX7aE8OZnTybiDCY+dNVI0akJuL2koyTt87H5kf8GqWsfEyXwH8XNBvorn/hDYNX02fTJGgAh/tN4pVuQr4yW8lLQsueBsPG7n9b6+dP+Cd/wg+GPwN8O+Mvh78IfBNl4f0WHX7eePTrBW2CSSzhLuSxLMScckngAdABX0XXm8NQcMjoK99L/e2/wPoPEviLDcWccYzNaFL2UKklaOl/djGN3bTmlbmla+rer3CvnL9tzxTZfD23uvFuh2f2rVxpqJa2CKn+lXskghtIvmZQWeV0TBI4xzX0Lqup2ei6bPq2oS7ILaJpJW9FAyfqa+YG8J3/AO0v+0FObuGVdO8MWDa4xZ1VW1CXzLfTojlDuEcaXMjYIIYQnnPHDxU/rVCngaa5qk3dLsoptv57fNnzeUr2VSVeTtGKt83/AFc9k/ZNsPB2nfs2eC4/AlyZ9Pl0GG4+0yRqktxcSjzLiWVUZgszzNK0gBOHZhk16HXiP7HI1bwwPE/w8uwv9nJrEmq6IodQbdbk77qAoEUjF15soJLZFxjI24r26vaynF0sbl1OrT0TS07NaNfJnFi6MqGJlCXc5n4033jfS/g54s1P4Z2zzeJLfwzfy+H4Y4RIz3y27mBQrcMTIEGDwelfzt/8EjvjP8TvDP7bt7J4g+Ous+ErTxLZahL481R9djsnupVWSVDPJccGT7Sy9t+XYdGav6Sq+Ov2Hvgb8Ifh3+0zrnjrwT8PNO03WfFmm+IbrxJqMMbGW/mGsW5DOWJxy7HC4GW6V4PEmDq4vHYSMKjg25K66aXutV2sfp3AnG+B4a4RzrLK+FVWWKhFRk7aWbXvX6Lm5o22ml3upfgJH4N+LPjW0bwt8XZPGk9vrtje6pqy6/BqM8YtpVmijkeL5UT92QAQCdzYOTx9gU2OGGHPlRKueu1cU6vXybKpZVSnGVV1HJ3bfol3f5n5pjMWsXOLUeVJWsFfm/8AEb4m+OdOu/iRdr4svx8TV/aAhstD0uWOJroldUtl0m2ht2+9byabHFLnHzRtPITwzD9IK+OPjJ8EvhLrP7fdt8c9W8A2Fx4u0nxH4cstM1+VWM9tA3lhkTnaMiRxnGcMRmvP4poSrUKFpNfvI7ebtf1XQ+i4SzDL8DWrfW6XOuVSWid3B3UJX+xPadtdE7O1n8F/8HTviH4ryftB/Djwlqcl6vgdPCEt3pCGPFtLqjXMiXR3D78iwi0GD91XGMbzn9Uv+Cc2sfE3X/2EvhPq/wAYoblPEc/gewOoi8gEUp/dARs6jGGMYQngHJ5AOa4f/gpF8E/hN8c5PBXh34v+A7DxDY2C6rfWlpqCsUjuEigCyYUjOAzDByDnkGve/gr/AMkc8JcD/kWbDoP+neOjLqDhxJjJczekNPVfpbT1PpeJeNcHnHhvlGRU8MoTw0qjlPTW7+z1969533lFPXp01eV/tR/Cj9j/AOKNl4Xi/a50TwfdwWPiOJ/Cf/CW3sUCnUmB2RwmR1813A/1XzB9oypwMeqV+G3/AAdGeKPi6P2rPAPhnU7q/i8G2vgz7Z4cUKVgbUWuZVu3Vh96RUS0B7qCuMbufRzzHwy7LpVpQ51dKz21fX+t7HD4V8KYjjPjOjl1HFPDScZy9pG/MuWL0jZq7ez1Xu8z6WP3F+yWobcLaPOeuwVJX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv/4T3euXvgHT7nxC0jXLI3zzZ3sm47S2ec7cfWuXKuIsNm+JdGlTkrK93bulbRvufKZvktbJ69SlUnGXJNwvF3Ts2rrydtDoq/OP/g5t8R/FjRf2FtE0rwPLex+HtU8a28HjJ7RMo0CxSSQJMw5WMzoh9C6oDzgH9HK8h/br8EeE/iV+zPrHgHx5oMOqaNq2raPb6lp9xu8u4iOqWuVbaQccDoRXbnVN1corxTt7r/BX/HY9HgbPKHDXGGBzOtS9pGlUjJx7ra6vpzK/NH+8kflv/wAEbPjxq6fshv4c+KP7X+q+F7XR/EdzZ+GNHPjW0sVisPLjkOyOUF9vnyTYJ46gcAV+nP7IHhfRI4r3xz4buFl0260exsNMltpVkt5beIyujRuM7xiUfMCQRipv2E/APgr4d/s/QeBPA/hiz0zR9J1/VLbTdPtYsRwRLeS4UZyfU5JJJJJJJr2ZVVQFVQAOgArwMiyKtB4fG1MRKSUbqLWi5o7J3e1+3RHbxvxPh+IeIcdi6GHVKNapKVla9ua+tl8T3l5ti14f/wAFK/EfxY8I/sFfFbxJ8DnvU8T2fg66fTpdNj3XES4AmkjHUOsJkYEcgrkcgV7hVHxMWHhvUCvUWMuP++DX11em6tCUE7XTV+11ufLZXjI5dmdDFygpqnOMnF7S5ZJ8r8naz8j+fH/ghl8YPE3gz4keM/BmqftDaj4I8I3GiJfXCQeJLfT4p9RWaOOI5mBy3lGbIXqFG77q1+vH7K1h4U8f+OtL8W+EfiAfFEOk6jc3t7rsWrRXxuLlrWS3ImmjypYJMvyjBAVewOcz/gmL8C/g98Ehr+i/Cb4d6boVrqfhbw/f6hFZRsftFy/20NIxckk4AGM4HYCvrWOKOIbYo1UeijFfBcP5DWxOGw+LliJcsXzKHS8W9tbfh1P0bxQ43wfFnFuKx+Gw3s41FGOtuZ2gleVtG367Jdh1FFFfoR+VH5v/AAB+Jvju5f4LMni2/ufiPq3xenTxpps0cTXZn33o1uG4hPMMVvFI+MAeWq22Pvpu+G/+DiDxd8dH/wCCn4sNRm1RLLRdF0l/hxGsB2hGjSR5IAB+8Y3omUtgktGF6Kor9Pvhz8EfhNon/BQe6+OWl+AbCDxfq/jTVbLUvECqxuJ7ddLlCxnJIUYjj+6BnaM5pP8Agop8E/hN8T/i7pfjH4g+ArDV9T8KeDXu/Dl5eKzNYTm6J8xACFJyiH5gcFQRX5jUwc48P4iPtH7tf77NR/G9/VI/feEfEHI+GON4ZnHBc8J0KicbRTjOo+e0enJG3s09G4Sk+VX5D6o+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfpsVyxSPwarNVasppJXbdlsr9F5IK8+/aR0gan4ItLg6YLg2Oqx3CvtJMB2SJvGPZyvPGGNeg0Vy4/CfXsFUw/Ny8yav2Kw9X2FaNS17O5y/wW8JHwP8LdG8MsZd0FsXYT43hpHaQg4AxguRj2rqKKK2oUlQoxpr7KS+5WM5yc5uXcKxfiRpY1z4fa5oj6ct4t5pNxBJauDiZXjZWTjnkEjitqinVh7WlKF7XTX3hCXJJS7HmP7MfhNtE0PWPEUgmVtZ1FJNsowMRQpECvGcHb7816dRRXPl+DWAwVPDp35Va/c0xFZ4ivKpa1ypr2jWniHRbrQ77PlXUDRuV6jI6j3HWs74feB7TwB4fGh2121wzStLNOybd7HA6c4GAB+FblFaSwuHliViHH30mk/JkqrUVN009HrY5jwf8LtK8HeJdR8SWd48jXxIjiZABCpbcyg9/m/QD6109FFGGwuHwdL2dGPLG7dvNu7CrVqVpc03dnL/ABuv/HOlfBfxfqnwwtnm8S23hfUJfDsMUIkaS+W2kMChW4YmQIMHg9K/N6z+N/hbw3c/AGx8KftM32gRav4av38QamviC1trm6s/sKNJLdSzZMcp1GOFWHBMvnKR8jBf1JrgfhZ+y3+zz8EvGXin4hfCj4R6NoWteNr77Z4p1GxtsSajPvkfe+SQPnlkbC4BLk4zXi53kuIzWvRnTrOnyX2vfXqtVr032Pp8izvLMuy3EUcTR55yu4aRs24yhabeqUebnhZP3lZpX5o+Q/su/FN/GHie10nwT8c5/HFvbXZ/tGd/EMOoGBHXO2RoeFHyZXcM5zg8mvpymxwww58qJVz12rinV25RltXLaMoVKzqNu936JW3fbufP4vEwxM1KMFGytp/SCvzE/aO+MWveE/BPxj8Q+Ivite6F4+tfjYbTTZJrmCC6swuo26aTHCkvyrC+nJDKHIwUaaQnhiP07rg9W/Zf/Z91348af+09rHwm0e48faXppsNP8USW+bmG3IkUoDnGdssi7iNwVyM44rDPcprZtRpwp1ORxknf+uq6Hu8MZxlmUVaksbS9omk0kou8ou6hLm2pz2na7WjtK1n8seFvGPw9+IPikaPo37SkvjrVHtZodPsLjxhbajLCj4EjRRQgNkgLk4PAFfaHgvQU8K+DtJ8Lxu7LpumQWqtIQWIjjVMnHGeO1aCW1vG26O3RT6qgFPqcnyWpldWpUqVnUlO2r8r+bvueNjMbHFQjGMFFRvt5/JBXCfHH9mP4A/tLW+i2nx5+FOkeKY/DuqLqOipqsBcWtyBjeuCMgjGVOVbAyDgV3dFe3OEKkXGaTXZ6nPhcVisFXVfD1HCa2lFuLXTRqzWmhH9ktQ24W0ec9dgqSiirMAr5r/4KIeItd0XU/hHYXWr3Nj4Uv/iEY/Ec8RCQy3C2Nw+nQzuT8sb3ixYHRpViXksFP0pXP/FT4VfDr43/AA+1T4U/FnwhZ694d1qAQ6ppN+haK4QMHAOCCCGVWBBBBUEEEVw5lhJ47AVKEZcrkrX/AK6dH5Hq5JjcNl+Z06+IjzQV07JNpSi4uUU9HKN+aN2veS1W5+efwn/aB8PT+PPibpt9+2ffaDpGnePpYNA0+38aWNlCifZLaS6EasCzoLx7kbyTkhhnivuH9mnxZrHjPw5d69ca6dU065aOXTtRE4lScOpJaNx8rIRtIK8c8V1vw6+F3w8+EngXSvhn8NvB9jo+g6JZpa6VplnCBHbwr0UZyT3JJJJJJJJJNbqqqgKqgAdABXiZVw9i8BiKdWpipTUVbl1ttbu9F006I7M5zbBY6tUWGoKEHZJ6c1opK8rK3NK15avVvcWvHP8AgoNrnj3w3+xd8RNb+Gt5qNtqsHh5ybvR4fMu7a1LoLqaEf8APRLYzOpGSCoI5Ar2OkkjjljaKVAysCGVhkEHsa+kr03WoSpp2umr9rrc8vLsVDAZhRxMoKapzjJxe0lFp2e+jtZ6M/NfWvjf4M8O/tQaT4R8I/tRv4V8OyfC0XN+ukeKrO1t5SLuL+zG82TcXLQS3jKoOCm1+hBP1R+yZ8R7rxxqkKeG/itL4x0m2t5YbvVG1iO+G8HcA8sXyeYC4GODtI9BXonwI/Ze/Z8/Zj8PX/hT4BfCXR/C2nanqT6hf2ul2+1ZrhlVS53En7qqAo+VQOAK7uOKOIbYo1UeijFfJZbwvjMHOlKeKdoO/Kr8vpv166dz3M7znK8VVcMFR9xRUVKSSnLq5SUbq93ZJSdkkruw6iiivsj5Y/Kq4+N+raB8IfhfrHij46X/AIc8e6r8WpIfGd3LqVtaXsF4Z7sazBN5uRbxwxu6jAGxRbgffXd7z4Am8CfGrWrrwtoHx6m8c6lqFslrcTN4ot9RubO2L4O0RDEaZYklhjPevp/w9+y7+z34U+OGtftJ+HfhJo1p468RWS2mteJorf8A0m7hAjG1jnAz5MWSAC2xck4ruo7eCI7ooUU+qqBXwtPg/FWcamKfK5Xsk7PW93ru/R69z7fPOJcrxtdVMFh+W/M22opqU224x5b+5D4Y7Nq7tG/Kn0UUV90fEBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4/8Atm/t1fs5fsEfD7T/AIk/tHeKL6xsdW1Q2GmWukaNcahd3MqwyTyskFujSFIoIZZpHxtRI2YkV7BXwP8A8FuPDnxL0DxF8G/2j/B/wW8V+PdI8Hr410bXND8F6JJqV8k2t+GbvT7Kb7PHljF9pKRO/SNZ9x4BoA+6fCvijw9448L6b418I6xBqOk6xYQ3ul6havuiubeVBJHKh7qyMrA+hq/XkX/BP/4TeM/gN+wt8HPgn8RY9mv+E/hhoWk63FvDeVd29hDFLHkcEK6sue+2vXaACuZ+M3xe8DfAL4Va/wDGf4l39xbaD4b02S+1Oa0sZbmURIMkRxRKzyOTgKqgkkgCumrkPj98QNK+FfwT8U/EPW9E1rUrXSdEuJ57Dw5o02o304CEbYLaBWkmc54RQSaAIv2dvj58Of2pPgd4X/aH+EV9dXPhnxfpEWpaJPe2b28rwSfdLxv8yHjoea7SvkX/AIIU69qV7/wS1+FHg3xB8PvFvhjWPB/h+PQdc0nxl4XutJuku4FVnKRXKI0kX7wbZQNrEMAcg4+uqACkkkSKNpZGAVQSxPYUtJI4jjaRgSFBJAGSaAPEv2Sv+ChX7Mf7a/iPxb4O+BniLWH1bwVLbf23pfiDw3eaXcfZ7kOba8ijuo0aa2mEchjmUFW2nHbPt1fAX/BIf4s6h+09+1B8e/2sPiv8IPiN4O8c+Kryx0vTNB8Y/D3UNItNI8K6dLcw6bbxXNzEkd3czNJcXc/lkhDcIg4TJ+/aACiiigDxG6/4KFfs0af+2PZfsLalrOu2vjvU4pjpbXXhe8j0u+nhtVvJbSG/aMW8twluyytErllU84PFe3V+e3xn07xT8Tf+C6Pwd8U/C74P/FyO98A2+tWXxD1rxLpVx/whkehTaQ5gu9NlkLW4vZLuWGEvBtmKxyJINqiv0JoAKKKKAPLP2sP2y/gF+xV4T8O+Mv2gPFUumWnivxjYeF9BS2s3uJbvUrxysMSogJx8rMzdFVSTXqdfl9/wcH/BL9tj4k+JvAXxA+Bf7Ly/E3wp4Tl0ZrOG08TC1utK1yTxPpcr3H2VYJZLhWtrRLczDattFc3MrblVlr9O9OmvbjT4J9Rs1t7h4Vae3WXeInIBZQ2BuwcjOBnFAE1FFFAHmn7WH7V3wr/Y0+FA+MXxetteuNNk1qy0m1svDGgT6pf3d5dzCGCGG2t1aSV3dgoCgnmup+EnxL0f4yfDTRPin4f0TW9Nstd09Lu2sPEmjTadfwIw4Se2nVZIHHdHAIrwr/grD4Q+EPjL9lD7J8cfB3xd1jw/Y+K9M1GQ/A+1uJfENjcW8plt7qEW379VSZY8vD86kqeFDEan/BKZf2k0/wCCd/wnX9rxtZPxC/4Rhf7ePiRs6lt86T7N9rPX7T9m8jzc8+ZvzzmgD6DooooArazrGleHtIu/EGu6hDaWNjbSXF5d3EgWOGJFLO7MeAoUEk9gK8u/ZB/bY+A/7cngS++JP7P9/rdzpFlfi3W51vw1d6b9rRo1kiurcXMaGe2lRg0cyZRxnB4Iq7+2t8NfF/xn/Y3+LPwf+HxH9veKvhprukaJl9oN3c6fPDCMnp87rzXx/wD8G9Hhr9ofwj8FvG/h74m6b8WbHwXY3Hh608Fad8ZVnXVLW+i0O1j1uOBbj94lguoK6wKP3QVW8v5MUAfobRRRQAV8+fCP/gpd+zz8ZP2stU/Ys0Tw18QdI8caZY6jfeV4p+H2oaZZ3trZXKW09xbXNxGsdxF5kiBZIyVcMCCcivoOvlD9nPwP4z+I3/BVD4+ftN+NPCeqWGk+E/C/h/4b/D+61LT5YEvYFR9W1S5tzIoEsTXN3bw+YmVLWZGcqaAPq+iiigArwL41f8FMP2SP2fv2ofDP7IPxL8Z6nbeMfFD6elqtr4furixsnv55LewS7u40MVq1zNFJHEJGBdlIFe+1+UH/AAUj+Dfxx8Vf8Fmvh/438O/Anx1q80eofDtvAOs6BoUk3hmW1tNav5tffXZVHlebbWssctoZzujd90PzE0Afq/RRRQB//9k=", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rhXyV/wXG8R/Fnwv/wAEyviRqPwflvY72S1trfVptPj3SR6XLcRx3h45VDCzh2HRGY8DJH1rXC/tQW+nXf7NPxDtdYSJrOXwNqyXazHCGI2cocMew25z7VWPputgqtNO14tX7aE8N5lDJuIMJj501UVKpCbg9pKMk7fO1j8z/wDg1Y8SfFe9+HnxX8L6rLev4JsdV06bRfNj/cR6lJHN9rWNj/EYktWZRwMqeC3P61V8yf8ABMfwb8BvAvgPxboX7NdjoEHhM+IYpbX/AIRq9W5tXma0iErCVXfe24YPzEjbjjAA+m683hqLhkdBN30v97bt8j6LxNz+jxRx1jcypUfYxnJe69GuWMY3kl9qVry829XueP8A7eP7XXhX9hz9lvxR+0X4os/tj6TaiLR9NGf9O1CU7LeEkfdUuQWb+FFY8kAHxr/glD/wVX0b9v79nrxP8QfibpGneG/E/gKdm8YWmmpL9jjs3WSWC6j3s7BSkUqspZmDQsejKK9N/wCClX7HY/bp/Y88Vfs/Wer/AGHVruKO+8PXTPiNdQt28yBZf+mbsNjHsHLDkCviT/glJ+x942/4J26B4y+FH7TsEAu/i5pdzpuqWGnzNKLG4tYpjbQLPFlP9It57t95wFMUagkkiuTM8xxmX5zSc3ag4tNvbms3q++it5XPdyTAcA4rwvxdTEyf9qKvDkSfvez91Oy2ceV1G29pqKdtL+if8E3v+C6ulftyftj+Jf2bvEfgGy0LS7/7TP8ADC/txL9ovobfe7x3YZmVZWgXzhtCqvlyKdxKk/ofX5If8EVv+CQnjf4Gftl+Jf2mfH+sCTw54Fv9Q0jwFcQSbX1ieRXgluHXHCRQu8ZHQzMcEiI5/W+urhzEZhissVXF/E22unu9P1t5WOTxawvA+D4qVLhWSeHVKnzWba9pZ3s3rfl5XLtNyTs7pcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv52/+CRvxm+J3hn9ty9l8QfHTWfCVn4ksdQl8d6q+uR2T3UqrJKhnkuOPM+0svbfl2HQtX9JVeU/Aj4Q/sc+BviV4/8AEP7PPh7wbB4q1fWFk+Iz+H7uKa6F6XlcLdIrsYHLtM2whckscZzWWeZNWzTEUZ063s+W/rqt1qtdNddjbgfjrB8McJZzllXB+2eLhGKlZWhZte+3fRc3NC320u91+Afxh+M/7Rmuf8Fdrbxn8PviZrPinxXpnxEtNP8AA+qpfR3stxZicJbQo0f7uSNopCGA4YSPu5Zq/pSr45+PPwP+Eev/ALd2nfGrWvh/p9z4r0LWPCtpo+uSoxmtIXvBuVBnaM+Y/OM/Mea+xq5uGMLPCVMVCc3NqdrvrZXv11d9fQrxK43wXF+Ayilh8KqP1agoStbV6Kyt9hct431TlLTqyv5xf25Pi7+0p4Y/4LVeKfGmqeMtY0HxRpXxJFh4f1HzVtpLPSDIIbXyy3yLE1nIp3H5WWRmb7zV/R1Xxv8AGX4I/CXW/wBvi2+OGseANPufFuleI/DllpuuzIzTW9u3l7kUZ2jPmOM4zhiM1XFeHlXwtFRm4/vIrTz0v6rdC8KuNsFwVjsdVxOFVdVsPOmk7aN2dnf7Etpre1tHax+U3/Bc34veJvGXxh8JeEdJ/aD1Hxt4QstBa908z+I4NQit9QeeRJiGhAw3lpBw3QHj7xz+3n/BPDxD8VvFn7Dfwr8SfG97x/FN74KspdXl1GPZcSsYxsklHXe0exiTySSTyTXl/wDwVF8A/s3+N4fAelftHaZ4am0qO51KXS4vEd6lvC9+IoREE3OgkkIL4TncM8HFfR/wWBHwd8JgjGPDNhxjGP8AR0rnyHAVcDnWJhUqubUYavrfXXV7Wsjbi3jXCZ34c5Rk9PBqlLDyqNzsrS1+zp9q96n95J69OmrG8ZfEb4e/DqOxm+IPjvRtCTU79LHTX1nVIrUXd0+dkERkZfMkbBwi5Y4OBWzX4bf8HRnij4uj9qzwD4Z1O6v4vBtr4M+2eHFClYG1FrmVbt1YfekVEtAe6grjG7n3c5zL+ycBLEKPNZpW9X1PC8NeCY+IHFlPJ5V/YqUZycrXfuxvaKurtu3VaXfQ/cmivze/Y7/aWvtc+Cfw+8S/E79tfULvxdqHh+0bVtG1Hx3ZHzbqWPb5bwAB9x3D5c7t2O9ff/wnu9cvfAOn3PiFpGuWRvnmzvZNx2ls8524+tceVcRYbN8S6NKnJWV7u3dK2jfc+bzfJa2T16lKpOMuSbheLunZtXXk7aHRV+cf/Bzb4k+LGi/sLaJpfgeW9j8Pap41t4PGT2iZRoFikkt0mYcrGZ0jPoXVAecA/o5XI/Hjwj8F/Hfwg1/wp+0TZaLceCbuxI8RR+IbhYrIQKwfdLI7KECsqsGyNpUEEECvTzPCyxuX1KEZcrkmr/5+XfyPQ4Hz2lwzxdgs0q0faxo1IycN2+nu/wB5XvH+8kfiN+w1+0p8YPCn/BK3x2unftX63oOu+GjqEPw+8PweK7WBlthFFKwigceY482S4xznPC9AK6j/AINafE3xa/4aT+I3hXTp76TwVN4PS81xSm63TU1uo0tGLH7sjRNdgAfeCHOdgx+yPwq8IfCHwZ8HdF8O/AzS9Gg8I2Wixr4bXQ3SW0+ybMxtE6kiRWB3b8ndndk5zXzh/wAEwPgl8Jfgnf6zafCfwDYaDHrfg7Q9Q1YWKtm6uma6BkcsSSfboMnAGTXxuHybEZdnGCU8Q535rb2XLHZavR7dND9VzDxUyzH5DxHhY5coSx1WM4vT3fe+3onzRtzK1/flJ6dfr2vDv+ClfiP4seEv2Cfiv4k+B73qeJ7PwddPp0umx7riJcATSRjqHWEyMCOQVyOQK9xpJI0lRopUDKwIZWGQR6Gvu69N1qMqadrpq/a63Pw/K8bHLszoYuUFNU5xm4vaXLJPlfk7Wfkfzzf8ELfi/wCJPB3xN8Y+DNX/AGhtR8EeELnRY726WDxJb6fFPqKzRxxHdMDlvKabIXqFG77q1hf8E8fi3+0r4m/4LR+FfGVj4u1fW/E+t+P5LPxVfmRbh7zSslLvzSvyNEttGWBHyqIkZfurX7xfsp/CT9j34X+DdX039j3QPB1todzr80us/wDCI3kVzD/aIRFkSR0dwrqoQeXkbQRhRmvEPCHwR+Eml/8ABRa4+Oun/D/T4vGGoeNrywvPECoxuJLZdBcCLk7VGEQcAE7Rk1+dTyDE5e8I54hyTqRSSvZXbd1r5dluf0Zi/GTKMVxBn2L/ALM5freH9nHmUedOMeX94u0r3kk2/dgvNfYlFFFfpR/Mh/NX+zt8aP2itB/4KzTeL/iP8T9a8KeKtY8dXth4/wBUkvo7GaG2MzfaoZGl+SJFWIAL0Xy028qtS/8ABV340fFjxH+3bbX3hr44a14ri8Mwaa/w+1eLWo76S2kKxzEwSW4wZBdb+2/KqOirX7E/Dz4H/CPSf+Cgt18b9P8Ah/p8Xi7WPGmq2Wpa9sYzz266XKFjOSVAxGn3QCdozmsv/gpV4B/Zy8T/ABx8Nal8XtL8Ny+INM8KSzeBV1i9SKcXYussbaNnXznBWI4CtghTgZr8lq5VXWX163t5csKrjy62b5kubffW+x/VmG8Z8onx1hMzjlaajg/ZOK5bp2cny6fArci6qm5O32T67+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfrMVyxSP5XqzVWrKaSV23ZbK/ReSCvyb/4OpfEfxZsfhZ8KvDOjSXqeCb/AFrUJdf8mP8AcSajHHD9jSRh38t7tlU8Hax6qMfrJXgv/BQv4WfDv40fCjw98O/ip4Stdc0O+8aW5u9NvCwjlKWt26klCDwyg8HtXjcRU3VySuk7e7f7tbfO1j7Tw34iw3CfG+CzWvS9rCnJ3jpf3ouN1fTmjfmje2qWq3POP+CD2r/EvWP+CYPw7k+JkNwr26XlvobXMAjZ9MS5kW2IAxldgwrHqoU8jBP2DXmf7HOjaV4d/Zp8KeHtB06GzsbCyltrK0t0CxwQxzyKiKB0VVAAHoK9MrsyyPJl1GN72jH8keHxNmVPOeI8Zj4U1TjVqzmoraKlJu3yuFfJX/BcfxH8WPC//BMn4kah8IJb2O8ltba31abT490kely3Ecd4eOVQws4dh0RmPAyR9a1w/wC01Y2mp/s3/EDTdQt1mt7jwTqsU8Tjh0a0lDKfYgkVePputgqtNO14tX7aE8OZnTybiDCY+dNVI0akJuL2koyTt87H5kf8GqWsfEyXwH8XNBvorn/hDYNX02fTJGgAh/tN4pVuQr4yW8lLQsueBsPG7n9b6+dP+Cd/wg+GPwN8O+Mvh78IfBNl4f0WHX7eePTrBW2CSSzhLuSxLMScckngAdABX0XXm8NQcMjoK99L/e2/wPoPEviLDcWccYzNaFL2UKklaOl/djGN3bTmlbmla+rer3CvnL9tzxTZfD23uvFuh2f2rVxpqJa2CKn+lXskghtIvmZQWeV0TBI4xzX0Lqup2ei6bPq2oS7ILaJpJW9FAyfqa+YG8J3/AO0v+0FObuGVdO8MWDa4xZ1VW1CXzLfTojlDuEcaXMjYIIYQnnPHDxU/rVCngaa5qk3dLsoptv57fNnzeUr2VSVeTtGKt83/AFc9k/ZNsPB2nfs2eC4/AlyZ9Pl0GG4+0yRqktxcSjzLiWVUZgszzNK0gBOHZhk16HXiP7HI1bwwPE/w8uwv9nJrEmq6IodQbdbk77qAoEUjF15soJLZFxjI24r26vaynF0sbl1OrT0TS07NaNfJnFi6MqGJlCXc5n4033jfS/g54s1P4Z2zzeJLfwzfy+H4Y4RIz3y27mBQrcMTIEGDwelfzt/8EjvjP8TvDP7bt7J4g+Ous+ErTxLZahL481R9djsnupVWSVDPJccGT7Sy9t+XYdGav6Sq+Ov2Hvgb8Ifh3+0zrnjrwT8PNO03WfFmm+IbrxJqMMbGW/mGsW5DOWJxy7HC4GW6V4PEmDq4vHYSMKjg25K66aXutV2sfp3AnG+B4a4RzrLK+FVWWKhFRk7aWbXvX6Lm5o22ml3upfgJH4N+LPjW0bwt8XZPGk9vrtje6pqy6/BqM8YtpVmijkeL5UT92QAQCdzYOTx9gU2OGGHPlRKueu1cU6vXybKpZVSnGVV1HJ3bfol3f5n5pjMWsXOLUeVJWsFfm/8AEb4m+OdOu/iRdr4svx8TV/aAhstD0uWOJroldUtl0m2ht2+9byabHFLnHzRtPITwzD9IK+OPjJ8EvhLrP7fdt8c9W8A2Fx4u0nxH4cstM1+VWM9tA3lhkTnaMiRxnGcMRmvP4poSrUKFpNfvI7ebtf1XQ+i4SzDL8DWrfW6XOuVSWid3B3UJX+xPadtdE7O1n8F/8HTviH4ryftB/Djwlqcl6vgdPCEt3pCGPFtLqjXMiXR3D78iwi0GD91XGMbzn9Uv+Cc2sfE3X/2EvhPq/wAYoblPEc/gewOoi8gEUp/dARs6jGGMYQngHJ5AOa4f/gpF8E/hN8c5PBXh34v+A7DxDY2C6rfWlpqCsUjuEigCyYUjOAzDByDnkGve/gr/AMkc8JcD/kWbDoP+neOjLqDhxJjJczekNPVfpbT1PpeJeNcHnHhvlGRU8MoTw0qjlPTW7+z1969533lFPXp01eV/tR/Cj9j/AOKNl4Xi/a50TwfdwWPiOJ/Cf/CW3sUCnUmB2RwmR1813A/1XzB9oypwMeqV+G3/AAdGeKPi6P2rPAPhnU7q/i8G2vgz7Z4cUKVgbUWuZVu3Vh96RUS0B7qCuMbufRzzHwy7LpVpQ51dKz21fX+t7HD4V8KYjjPjOjl1HFPDScZy9pG/MuWL0jZq7ez1Xu8z6WP3F+yWobcLaPOeuwVJX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv/4T3euXvgHT7nxC0jXLI3zzZ3sm47S2ec7cfWuXKuIsNm+JdGlTkrK93bulbRvufKZvktbJ69SlUnGXJNwvF3Ts2rrydtDoq/OP/g5t8R/FjRf2FtE0rwPLex+HtU8a28HjJ7RMo0CxSSQJMw5WMzoh9C6oDzgH9HK8h/br8EeE/iV+zPrHgHx5oMOqaNq2raPb6lp9xu8u4iOqWuVbaQccDoRXbnVN1corxTt7r/BX/HY9HgbPKHDXGGBzOtS9pGlUjJx7ra6vpzK/NH+8kflv/wAEbPjxq6fshv4c+KP7X+q+F7XR/EdzZ+GNHPjW0sVisPLjkOyOUF9vnyTYJ46gcAV+nP7IHhfRI4r3xz4buFl0260exsNMltpVkt5beIyujRuM7xiUfMCQRipv2E/APgr4d/s/QeBPA/hiz0zR9J1/VLbTdPtYsRwRLeS4UZyfU5JJJJJJJr2ZVVQFVQAOgArwMiyKtB4fG1MRKSUbqLWi5o7J3e1+3RHbxvxPh+IeIcdi6GHVKNapKVla9ua+tl8T3l5ti14f/wAFK/EfxY8I/sFfFbxJ8DnvU8T2fg66fTpdNj3XES4AmkjHUOsJkYEcgrkcgV7hVHxMWHhvUCvUWMuP++DX11em6tCUE7XTV+11ufLZXjI5dmdDFygpqnOMnF7S5ZJ8r8naz8j+fH/ghl8YPE3gz4keM/BmqftDaj4I8I3GiJfXCQeJLfT4p9RWaOOI5mBy3lGbIXqFG77q1+vH7K1h4U8f+OtL8W+EfiAfFEOk6jc3t7rsWrRXxuLlrWS3ImmjypYJMvyjBAVewOcz/gmL8C/g98Ehr+i/Cb4d6boVrqfhbw/f6hFZRsftFy/20NIxckk4AGM4HYCvrWOKOIbYo1UeijFfBcP5DWxOGw+LliJcsXzKHS8W9tbfh1P0bxQ43wfFnFuKx+Gw3s41FGOtuZ2gleVtG367Jdh1FFFfoR+VH5v/AAB+Jvju5f4LMni2/ufiPq3xenTxpps0cTXZn33o1uG4hPMMVvFI+MAeWq22Pvpu+G/+DiDxd8dH/wCCn4sNRm1RLLRdF0l/hxGsB2hGjSR5IAB+8Y3omUtgktGF6Kor9Pvhz8EfhNon/BQe6+OWl+AbCDxfq/jTVbLUvECqxuJ7ddLlCxnJIUYjj+6BnaM5pP8Agop8E/hN8T/i7pfjH4g+ArDV9T8KeDXu/Dl5eKzNYTm6J8xACFJyiH5gcFQRX5jUwc48P4iPtH7tf77NR/G9/VI/feEfEHI+GON4ZnHBc8J0KicbRTjOo+e0enJG3s09G4Sk+VX5D6o+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfpsVyxSPwarNVasppJXbdlsr9F5IK8+/aR0gan4ItLg6YLg2Oqx3CvtJMB2SJvGPZyvPGGNeg0Vy4/CfXsFUw/Ny8yav2Kw9X2FaNS17O5y/wW8JHwP8LdG8MsZd0FsXYT43hpHaQg4AxguRj2rqKKK2oUlQoxpr7KS+5WM5yc5uXcKxfiRpY1z4fa5oj6ct4t5pNxBJauDiZXjZWTjnkEjitqinVh7WlKF7XTX3hCXJJS7HmP7MfhNtE0PWPEUgmVtZ1FJNsowMRQpECvGcHb7816dRRXPl+DWAwVPDp35Va/c0xFZ4ivKpa1ypr2jWniHRbrQ77PlXUDRuV6jI6j3HWs74feB7TwB4fGh2121wzStLNOybd7HA6c4GAB+FblFaSwuHliViHH30mk/JkqrUVN009HrY5jwf8LtK8HeJdR8SWd48jXxIjiZABCpbcyg9/m/QD6109FFGGwuHwdL2dGPLG7dvNu7CrVqVpc03dnL/ABuv/HOlfBfxfqnwwtnm8S23hfUJfDsMUIkaS+W2kMChW4YmQIMHg9K/N6z+N/hbw3c/AGx8KftM32gRav4av38QamviC1trm6s/sKNJLdSzZMcp1GOFWHBMvnKR8jBf1JrgfhZ+y3+zz8EvGXin4hfCj4R6NoWteNr77Z4p1GxtsSajPvkfe+SQPnlkbC4BLk4zXi53kuIzWvRnTrOnyX2vfXqtVr032Pp8izvLMuy3EUcTR55yu4aRs24yhabeqUebnhZP3lZpX5o+Q/su/FN/GHie10nwT8c5/HFvbXZ/tGd/EMOoGBHXO2RoeFHyZXcM5zg8mvpymxwww58qJVz12rinV25RltXLaMoVKzqNu936JW3fbufP4vEwxM1KMFGytp/SCvzE/aO+MWveE/BPxj8Q+Ivite6F4+tfjYbTTZJrmCC6swuo26aTHCkvyrC+nJDKHIwUaaQnhiP07rg9W/Zf/Z91348af+09rHwm0e48faXppsNP8USW+bmG3IkUoDnGdssi7iNwVyM44rDPcprZtRpwp1ORxknf+uq6Hu8MZxlmUVaksbS9omk0kou8ou6hLm2pz2na7WjtK1n8seFvGPw9+IPikaPo37SkvjrVHtZodPsLjxhbajLCj4EjRRQgNkgLk4PAFfaHgvQU8K+DtJ8Lxu7LpumQWqtIQWIjjVMnHGeO1aCW1vG26O3RT6qgFPqcnyWpldWpUqVnUlO2r8r+bvueNjMbHFQjGMFFRvt5/JBXCfHH9mP4A/tLW+i2nx5+FOkeKY/DuqLqOipqsBcWtyBjeuCMgjGVOVbAyDgV3dFe3OEKkXGaTXZ6nPhcVisFXVfD1HCa2lFuLXTRqzWmhH9ktQ24W0ec9dgqSiirMAr5r/4KIeItd0XU/hHYXWr3Nj4Uv/iEY/Ec8RCQy3C2Nw+nQzuT8sb3ixYHRpViXksFP0pXP/FT4VfDr43/AA+1T4U/FnwhZ694d1qAQ6ppN+haK4QMHAOCCCGVWBBBBUEEEVw5lhJ47AVKEZcrkrX/AK6dH5Hq5JjcNl+Z06+IjzQV07JNpSi4uUU9HKN+aN2veS1W5+efwn/aB8PT+PPibpt9+2ffaDpGnePpYNA0+38aWNlCifZLaS6EasCzoLx7kbyTkhhnivuH9mnxZrHjPw5d69ca6dU065aOXTtRE4lScOpJaNx8rIRtIK8c8V1vw6+F3w8+EngXSvhn8NvB9jo+g6JZpa6VplnCBHbwr0UZyT3JJJJJJJJJNbqqqgKqgAdABXiZVw9i8BiKdWpipTUVbl1ttbu9F006I7M5zbBY6tUWGoKEHZJ6c1opK8rK3NK15avVvcWvHP8AgoNrnj3w3+xd8RNb+Gt5qNtqsHh5ybvR4fMu7a1LoLqaEf8APRLYzOpGSCoI5Ar2OkkjjljaKVAysCGVhkEHsa+kr03WoSpp2umr9rrc8vLsVDAZhRxMoKapzjJxe0lFp2e+jtZ6M/NfWvjf4M8O/tQaT4R8I/tRv4V8OyfC0XN+ukeKrO1t5SLuL+zG82TcXLQS3jKoOCm1+hBP1R+yZ8R7rxxqkKeG/itL4x0m2t5YbvVG1iO+G8HcA8sXyeYC4GODtI9BXonwI/Ze/Z8/Zj8PX/hT4BfCXR/C2nanqT6hf2ul2+1ZrhlVS53En7qqAo+VQOAK7uOKOIbYo1UeijFfJZbwvjMHOlKeKdoO/Kr8vpv166dz3M7znK8VVcMFR9xRUVKSSnLq5SUbq93ZJSdkkruw6iiivsj5Y/Kq4+N+raB8IfhfrHij46X/AIc8e6r8WpIfGd3LqVtaXsF4Z7sazBN5uRbxwxu6jAGxRbgffXd7z4Am8CfGrWrrwtoHx6m8c6lqFslrcTN4ot9RubO2L4O0RDEaZYklhjPevp/w9+y7+z34U+OGtftJ+HfhJo1p468RWS2mteJorf8A0m7hAjG1jnAz5MWSAC2xck4ruo7eCI7ooUU+qqBXwtPg/FWcamKfK5Xsk7PW93ru/R69z7fPOJcrxtdVMFh+W/M22opqU224x5b+5D4Y7Nq7tG/Kn0UUV90fEBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4/8Atm/t1fs5fsEfD7T/AIk/tHeKL6xsdW1Q2GmWukaNcahd3MqwyTyskFujSFIoIZZpHxtRI2YkV7BXwP8A8FuPDnxL0DxF8G/2j/B/wW8V+PdI8Hr410bXND8F6JJqV8k2t+GbvT7Kb7PHljF9pKRO/SNZ9x4BoA+6fCvijw9448L6b418I6xBqOk6xYQ3ul6havuiubeVBJHKh7qyMrA+hq/XkX/BP/4TeM/gN+wt8HPgn8RY9mv+E/hhoWk63FvDeVd29hDFLHkcEK6sue+2vXaACuZ+M3xe8DfAL4Va/wDGf4l39xbaD4b02S+1Oa0sZbmURIMkRxRKzyOTgKqgkkgCumrkPj98QNK+FfwT8U/EPW9E1rUrXSdEuJ57Dw5o02o304CEbYLaBWkmc54RQSaAIv2dvj58Of2pPgd4X/aH+EV9dXPhnxfpEWpaJPe2b28rwSfdLxv8yHjoea7SvkX/AIIU69qV7/wS1+FHg3xB8PvFvhjWPB/h+PQdc0nxl4XutJuku4FVnKRXKI0kX7wbZQNrEMAcg4+uqACkkkSKNpZGAVQSxPYUtJI4jjaRgSFBJAGSaAPEv2Sv+ChX7Mf7a/iPxb4O+BniLWH1bwVLbf23pfiDw3eaXcfZ7kOba8ijuo0aa2mEchjmUFW2nHbPt1fAX/BIf4s6h+09+1B8e/2sPiv8IPiN4O8c+Kryx0vTNB8Y/D3UNItNI8K6dLcw6bbxXNzEkd3czNJcXc/lkhDcIg4TJ+/aACiiigDxG6/4KFfs0af+2PZfsLalrOu2vjvU4pjpbXXhe8j0u+nhtVvJbSG/aMW8twluyytErllU84PFe3V+e3xn07xT8Tf+C6Pwd8U/C74P/FyO98A2+tWXxD1rxLpVx/whkehTaQ5gu9NlkLW4vZLuWGEvBtmKxyJINqiv0JoAKKKKAPLP2sP2y/gF+xV4T8O+Mv2gPFUumWnivxjYeF9BS2s3uJbvUrxysMSogJx8rMzdFVSTXqdfl9/wcH/BL9tj4k+JvAXxA+Bf7Ly/E3wp4Tl0ZrOG08TC1utK1yTxPpcr3H2VYJZLhWtrRLczDattFc3MrblVlr9O9OmvbjT4J9Rs1t7h4Vae3WXeInIBZQ2BuwcjOBnFAE1FFFAHmn7WH7V3wr/Y0+FA+MXxetteuNNk1qy0m1svDGgT6pf3d5dzCGCGG2t1aSV3dgoCgnmup+EnxL0f4yfDTRPin4f0TW9Nstd09Lu2sPEmjTadfwIw4Se2nVZIHHdHAIrwr/grD4Q+EPjL9lD7J8cfB3xd1jw/Y+K9M1GQ/A+1uJfENjcW8plt7qEW379VSZY8vD86kqeFDEan/BKZf2k0/wCCd/wnX9rxtZPxC/4Rhf7ePiRs6lt86T7N9rPX7T9m8jzc8+ZvzzmgD6DooooArazrGleHtIu/EGu6hDaWNjbSXF5d3EgWOGJFLO7MeAoUEk9gK8u/ZB/bY+A/7cngS++JP7P9/rdzpFlfi3W51vw1d6b9rRo1kiurcXMaGe2lRg0cyZRxnB4Iq7+2t8NfF/xn/Y3+LPwf+HxH9veKvhprukaJl9oN3c6fPDCMnp87rzXx/wD8G9Hhr9ofwj8FvG/h74m6b8WbHwXY3Hh608Fad8ZVnXVLW+i0O1j1uOBbj94lguoK6wKP3QVW8v5MUAfobRRRQAV8+fCP/gpd+zz8ZP2stU/Ys0Tw18QdI8caZY6jfeV4p+H2oaZZ3trZXKW09xbXNxGsdxF5kiBZIyVcMCCcivoOvlD9nPwP4z+I3/BVD4+ftN+NPCeqWGk+E/C/h/4b/D+61LT5YEvYFR9W1S5tzIoEsTXN3bw+YmVLWZGcqaAPq+iiigArwL41f8FMP2SP2fv2ofDP7IPxL8Z6nbeMfFD6elqtr4furixsnv55LewS7u40MVq1zNFJHEJGBdlIFe+1+UH/AAUj+Dfxx8Vf8Fmvh/438O/Anx1q80eofDtvAOs6BoUk3hmW1tNav5tffXZVHlebbWssctoZzujd90PzE0Afq/RRRQB//9k=", "info": {"equation": "11*20=220", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d6073a7febfaec6fc1f05885957fb57bd1bdda6ae9e4b84bc45e4369c6bddc5c"} +{"episode": 72151, "episode_seed": 246953055, "split": "train", "timestamp": "2025-10-28T03:49:49.142970", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 246953055, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 0, 3, 0])", "action": "('move', [0, 0, 3, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "14+7*7=63", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "14+7*7=63", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5d972b13816c02f673373332bd149d89dcc4f7b04d3845e24a8f1801d47e40cb"} +{"episode": 72152, "episode_seed": 3409891040, "split": "train", "timestamp": "2025-10-28T03:49:49.197116", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3409891040, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [7, 0, 0, 0])", "action": "('move', [7, 0, 0, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "75-24=51", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "75-24=51", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3c2c7699704bc96b197cc42d253876b530846045bd6f416376a9ec68ee524838"} +{"episode": 72153, "episode_seed": 2611860130, "split": "train", "timestamp": "2025-10-28T03:49:49.228580", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2611860130, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 7, 0, 6])", "action": "('move', [1, 7, 0, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8-2=6", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8-2=6", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e3d1b03a4d88ecaf713c08ebdf974d403f4250d5f3585a5a7150dc0770887662"} +{"episode": 72154, "episode_seed": 3501569296, "split": "train", "timestamp": "2025-10-28T03:49:49.287516", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3501569296, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 5, 0, 0])", "action": "('move', [3, 5, 0, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "74-3*10=44", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "74-3*10=44", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f740e161fd8af1ecd06e27cb0ec0b67146cb4479f7c4ce7cc6e458b2f28a3506"} +{"episode": 72155, "episode_seed": 282657608, "split": "train", "timestamp": "2025-10-28T03:49:49.341561", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 282657608, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 8, 5, 6])", "action": "('move', [3, 8, 5, 6])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/aP40fCj9j7xp8aPAHi/47aH4Pn8daReSt8OpddvIo74zKyO/2WNnBnKMEfAVthIYYJyeW/4KD/CT4afGP4U+Hvh58T/BlnrOiX3jO3N3p10GCSlLW7dclCrcMoPB7V+fZtw/iYQxeKWJai7y5VfXS9parbZaPSx/RuV+L2VYfEcNe0yz/cIOEnaPv3Xs+andatW59Wv3jaurcz4D/ghV4k+LHij/AIJkfDy/+Lk17Lcwx3Vtok2oJiR9LiuHS0wTyyCNQqE9UVcZGCfryvM/2OdG0rw7+zT4U8PaDp0NnY2FlLbWVpboFjghjnkVEUDoqqAAPQV6ZX2eWRcMuoxbv7sdfkj8O4mzKnnPEeMx9OmqcatWc1FbRUpN2+Vz8jf+DqnxH8WLXwd8J/C2ny3qeCLy/wBRn1URR/6PLqcaRC2EjD+IRPcFVPUFyM448Nuv2mPjG/8AwRYjZv2stcbxQ1j/AGPJ4Y/4Sy13/wBhfajaiL7Njzdn2XC9d2znpzX7OftWfDv9lz4m/B668O/thWHhifwUl5BPct4tv0tbSK4V8RP5zugjfc20EMCdxXkMQU+P3hzwTp37JvjXQNO0nT4NDg+Heo20NvCipbx2YsJFCLjgRiMYGOAK+bzPh/E4rH1sTDEuCcVor30VrPVaafmfqmVeJ2X4DgzJ8pnlynLCYn2rm0uWaUnLlTs/efPaV9lGG97L83v+DVjxJ8V734efFfwvqst6/gmx1XTptF82P9xHqUkc32tY2P8AEYktWZRwMqeC3P61V8yf8ExvB3wF8DeAvFuh/s1WWgQ+Ez4hiltP+EavVubWSZrSISsJVd97bhg/MSNuOMYH03Xq8NRcMjoJu+l/vbdvkfF+J2f0eJ+OsbmVKj7GM5L3WrNcsYxvJL7UrXl5t6vc+Ov+C8viP4s+Gf8AgmT48u/hLLexyXL2dr4gm0+PdImlSzqlzkjlUZSEcj+B2zgEmvk7/g2r8XftBn9k345aToCX1zpGkSRzeA45bcPCNZe0uGniiLcMSVsmaP7oLg9XOf00/a2tNHv/ANlv4i2PiFIW0+bwTqceoLcNtjMDWsgk3nIwuwtk5GBmvL/+CZ3hD4HeBvhj4p8P/s5WOhQeEV8WeZp48OXa3Fo7tY2vmssqs4c7wQTuJBGO2ByYvDylxTRnztXpy09NP1v6o93KONMLgfCfGZBLBqc54inP2jSskuV2fXm9xxXeEp7W1/I7/g348d/tCXv/AAVUYtqGs3X/AAkOm6zN8T2uo2ZpFCSSia53co4vjCNx+YNIV6Owr+gOvir9iHwN+zp4f/bQ8YeKPhTp/hxPF2pyeKD47n0q+Sa887+2Yii3KB2MJJ3kKQuSCcHHH2rVcJ0XRyyUXJv35b+Tt+l/VmHi9xdh+NOK4Y+jhvYJUaUeV2u2k5Xdv8XLF9YRi9Nln+K/FGheCPC2peNPFGoLaaZpGnzXuo3TqSIYIkMkjkAEkBVJ454r4E/4Jkf8Fy7H9vL9q7xT+zx4t+H9l4etrlbi7+Glza+aZ721gZ2eK73Myicw7ZQUCp8ki8nbn718feC9F+JHgXWvh34kEp07X9JudOvxBJscwTxNE+1v4TtY4PY1+QH7Ev8AwS3+NX/BL79su5/aX+Leq2F14a8KajJbaFPaOZpNT0e5aS1uL50iBaF4LeRZjGQckMOg3Ved43HYHF4acHajzWm/Vpa9lvbzK4HwXAuL4Rzp5vL/AG2NOLwyu03LX4F1fNyqd72hdq2rXvfx6/4L5+FPgz/wUus/2RF8HWFx8P8ATdUi0Pxl4rkWb7Za6m5ZWaFQwUwQyNEkmULHbKVPC5/Rqvxu+J3/AAR8179qL/gsDefEfw5qLJ8NtV1WPxf4yvPtBE9mzTyZtEJHLXEsDFCPuI7kj92N37I0+HsZjscq1Ws7wcnyPy208tredxeJOD4EweCymPD8r1XQTxCve09Pi7Tvz8yWllGys02UUUV9Eflh+Iv/AAdN+JPi1/w0N8N/C2oTX0fgiLwjJd6OuzbbyaobmRLpgw+9IsK2nB+6HGMbzn9Vf+CeHiH4reLP2G/hX4k+N73j+Kb3wVZS6vLqMey4lYxjZJKOu9o9jEnkkknkmvMf+CpPgf8AZ18exeA9L/aTsfDlxpUVxqculReJb9YIWvxFCIwhZ0DuQXwnO4Z4OK+jfgsCPg74TBGMeGbDjGMf6OlfL5dQlT4kxkuZvSGnqv0tZep+rcTcY4bNvDTJ8lhhOSWHlUbqWVpa/Z6+9e9T+8k9enTV+G3/AAdGeKPi6P2rPAPhrVLm/i8G2ngz7X4dAUrA2otcyrdurD70gRLQHuoK4xu5/cmvlX/gpX8EfhL8b7zwdpfxc8A2HiC20rStcv8AT4NQVikNygswsmARnAJGDkHPINa8V03UyOq07Ws/XVaHD4T8WYTgvjahmeJoe1gozjZW5lzRa5o30v0/wtn5hft//tJ/F7xf/wAEw/h/FqH7VuteIdZ8TjTk+IugTeK7W4JjMDzKJYIx5iATRwk57gBuuK+1f+DZ7xH8V9c/YE1DT/Hkt7JoWl+Nru28GPdx4UWZjieVImPLRi5eb2DFwOmB9IftWaB8ONf/AGCJtJ+KlppreHLvS9Bj1z+05lhtzbG8s/M8yQldi4zlsjHqKu/8E7fD3w08Kfs5x+Hvg3aaZB4Wtdfv10KPRZlktfs5l3AxupYOpJJ3ZO4knJJryssy2vgOIoxqV5VH7Ju77c1rat6dfU9/NuP8FmXhhWyaGAjTlPFupzxS5YppystE+dL3F/0708j3WqPiXxN4b8GaDd+KvGHiGx0nS7CEzX2paldpBb28Y6vJI5Coo9SQKvV+cf8Awc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD9XmOM+oYGpiOW/Kr2/r8T8+4N4d/1s4pwmUe0VNVpqLk+i3dl1dlaK6uyP0R0DX9C8V6JaeJvC+t2mpabqFslxYahYXKzQXMLgMkkciEq6sCCGBIIORVuvxa/4I1fHnWIf2RW8PfE/wDa/wBV8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8r4pw2Z4mGHjTkpSTu9LKyv3287HXxhwjU4TzvF4B1o1FRm4qS6q+mnR23V3Z3V9D0uiiivqT44K/nf/Yx+Iv7WF1/wXd03XdWn1o+NtU+KV3Y+NbeS3/ef2b5rpeRSR9FhjtoyQPuosSFfurX9EFfFXgvwL+zrB/wVA1Dx7o+m+HD8TZfFt1Dq88V8j6mth/YLBN8O8tHGQsQD7Bn5eTnn5jiOhKrWwclJr97FaefX5W/E/VvDTjHDcLYDOaFXCe2eJw0oJ2T5d171/sPmvK3WMV5r7Vooor6c/KT+av8AZ2+NH7Rehf8ABWabxh8RvifrXhTxVrHjm9sPiBqsl9HYzQ2xmYXUMjSfJEirGAF6L5aBeVWpf+Crvxo+LHiP9u22vvDXxw1rxXF4Zg01/h9q8WtR30ltIVjmJgktxgyC639t+VUdFWv358IfCP8AY70j9qTxR8SfBXh/wcnxcv8ASYk8Wz2V3E2rfYysOxp4Q5aNGCQfOVXdhMk8V89f8FKvAX7OPib44+GtR+L+meGpfEOmeFJZvAq6xepFP9rF1uY20bOvnOCsZwFYghTgZr8yzHh3E4HAVKrxLcede6r2d5JXevxdXpv1P6owfjTlVbjrC5mspsoYP2PLaPNflc7x0/hq3Kn/AM+3J2+yfXnwqvPF+ofC/wAN6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/TIrlikfy3VmqtWU0krtuy2V+i8kfz4/wDBf34k/tAaB/wVWutWutd1bTR4WsNHuPhpcx5iFtCIo5vPtyOCftv2jL9d0e08IAP0U+GfxS8H+M4vDUHiX9q2XxXrrWsEo0G/8b2d2Pt7W+JCkEWCXXdKABnAJ4rs/wDgoD8EvhN8SPjvpnjzx74BsNV1fwp4Utbjw5f3iMzWErX0xLoM7ScohG4HBUEYNfYa2tqjb0towR0IQV+ff2FXzHM8ZCOIlBcyut0+ZXs9Vtt6H67xZ4gYDOeFckwFLBqE8JScJS095rlV42V7Pl55X+3J+r5v4LeEj4H+FujeGWMu6C2LsJ8bw0jtIQcAYwXIx7V1FFFfe0KSoUY019lJfcrH5BOTnNy7n5G/8HVHiP4sWvg74T+FdPlvU8EXt/qM+qiJP9Hl1ONIhbCRh/EInuCqnrlyM44g/wCCf3xd0f4mfsEeGfCX7S/7Xt+kd1plzpd74Y1Lx/bWkUukpI8ENtJHlZRE1uqoQWDMh64Nfpj+1Z8O/wBlz4m/B668O/thWHhifwUl5BPct4tv0tbSK4V8RP5zugjfc20EMCdxXkMQV+PPhXwdB+yl4y8MaPodimjJ8PtQtLWztolEAtRYyIsaBeAmzAAHGOlfJZnw/icVj62JhiXBOK0V76K1nqtNPz0P1yfiBhJ+G+XcPLB8tShWlP22murfuvfn99c2qsow1193wX/gnH4c8LeAv2gfi34E+DGiWWneCItP0K8u7DRrOKOwttfkS5S5WMxjAka0i095Ix93KNgb+fsGvnT/AIJ3/CD4YfAzw74y+Hvwh8E2Xh/RYdft549PsFbZ5sllCXcliWZjgckngAdABX0XXq8MwcMjoK99L/e2/wAD4PivHU8wz2rWp3atGN5fFLlhGPNKzdpStdq8rXtzS3fx1/wXm8R/Fjwz/wAEyfHl38Jpb2OS5eztfEE2nx5kTSpZ1S5yRyqMpCOR/A7Z4JNfm9/wQt+MOq+Gfh3498HeLP2mb/wR4dt9WtLrR7GDxTa6ck15LHItzIBKCznZDbA9hgdya/djxR4Y8PeNfDWoeDvFuj2+o6Vq1lLZ6lYXcYeK5glQpJG6nqrKxBHoa574LfAL4Nfs6/D61+FXwS+Hem+HfD9lLLJbaZYRHYryOXdiWJZiWJ5JJ6DoAK5c2yDE5jmMcRTrumlG2l779LNaPrr0Pssn8QcvyzwyxXDFTBqdWrWjUVR2skuW993zLl5V05Zy2t73xP8As3eDPg54C/bQ+FWt/s0DT7nUPEtv4hHjfV9HuIr6XV9HMMk8t5fXILNI39qraATE5Mkjx5x8o/Qevjz9jf4I/CT4d/tca98R/BHgDT9M17xWvimXxFqtsjebfsuswEFySQBlicKACeSOBX2HT4TouhlkouTfvy38nb9L+rPleLcyhmWNouLlLkpxi5T+KTblNt6y25uSN5NuMU9PhRXm37TCaLH4UtL+/mWK4iuj5MjYACbSZNxPRQACT6gV6TXzP+0vdzfHvx5pHwR0RpzZ+IdR/sm+micIYtPUNLqMoYowG6CNoVJHLypgjORtxLVi8u+rJXnVajFeba1+W/rY8bLIP6x7Vuygrv8Ay+Zo/wDBOnXfDXjnwF4p+JVpbSxazrXihm1GO6hjSWKzW3iOnINjvmNrN4pxkj57iX5Qcivoevnr4XeG9T+E37UtzaadHHHpWs6V/ZmpW4ZEw8DGWwnUbMtiOW4iIDD/AFkeFIUkfQtacPV4VcrjTtaVP3JLs4/57/MjMYOOKcr3UtU/JhRRRXuHCfiJ/wAHTviH4ryftB/Djwlqcl6vgdPCEt3pCGPFtLqjXMiXR3D78iwi0GD91XGMbzn9Uv8AgnNrHxN1/wDYS+E+r/GKG5TxHP4HsDqIvIBFKf3QEbOoxhjGEJ4ByeQDmuH/AOCkXwT+E3xzk8FeHfi/4DsPENjYLqt9aWmoKxSO4SKALJhSM4DMMHIOeQa97+Cv/JHPCXA/5Fmw6D/p3jr5fLqDhxJjJczekNPVfpbT1P1PiXjXB5x4b5RkVPDKE8NKo5T01u/s9feved95RT16dNXxp+1b41i0j9svW7L4seLpNL8N2PwhhufDi30yQWmx7u6/tedGYgPKixaeHznYjIeA/P2XXyr/AMFLPgh8JPjheeDtL+LvgCw8QW2laVrl/p8GoKzJDcoLMLJgEZ4JGDlTnkGteK6bqZHVadrWfrqtD5DhbE4LD5pyYuLdOcXFuKTlHZ3ipNK/u8r1XutnyP8A8Fe/HP7TB/4IefCi61R9Zjl1xtEh+I0slkIZXtPssjw/alUDyt86WxYYHzlVIGdtemf8Gyur/EzUP2BNU0/xjDcDQ7Hx1eR+EXngCq1s0cTziNsZdRctNzzhiwzxgfUH7S3g/wAMfET9hpfBPjfRYdS0nVrHw/balY3GdlxE97ZBkO0g4I9CDVv9gfwJ4O+GHwJl+H3w+8OW2kaLpPiXUINO02zUiOCPzc4GSSeSSSSSSSSSTXNSw0qfFEG5t/ufyaj+O/qfc43jzAYrwuq5BHBxhOWLdVSVuWMXd2XXmXwJ7ez08j2uuR+PHhH4L+O/hBr/AIU/aJstFuPBN3YkeIo/ENwsVkIFYPulkdlCBWVWDZG0qCCCBXXV+cf/AAc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD72Z4qODy+pWlHmUU9O/r5d/I+M4HyOrxJxdgstpVvYyq1IpT2cba3jt72nu6r3rao+8/g54O+D/g/wCFXh/wz8DtK0aHwfZ6VCnhxNEdJbQ2m3MbROpIkVgd2/J3Z3ZJOa6hVVQFVQAOgAr8W/8AgjV8edYh/ZFbw98T/wBr/VfC9ro3iS4tPC+jt41tLFYrHZHIdscoLlfPkmwTx1A4Ffq1+zT4s1jxn4cu9euNdOqadctHLp2oicSpOHUktG4+VkI2kFeOeK8PKuJ8LmOIp4aFKUW15cqsr6eXRaLodfGvC2J4a4gxuEq11VdKpJc93eWu7v8Aa195XdnfV7npdFFFfVHxQV/O3+xx46/al1P/AILxaR4j19NWl8c3nxWu7XxbFcWgMsdhvkivEZDwkUdoHAxwiIu3oK/okr488JfBP4S6b/wUXuPjvY+AdPj8Y6j42vLC98QhGNxLbLoLgR8naBhEGQATtGTXzHEdB1a2DkpNfvYrTz6/K34n6n4b8a4PhPAZxQr4ZVXisPKEW7e69VZ3+w+a8ktW4x06r7Dooor6c/LD+av9nb40ftF6F/wVmm8YfEf4n614U8Vax45vbD4garJfR2M0NsZmF1DI0nyRIqxgBTwvloF5Va/Rr9ojRv2V/ij8N/F/xH8ZfF6y8d+ItD8JS/2Rr1/4lttV1DRXRjJamyVDiGVrvytu1d0smyM7gQh+5PCHwj/Y70j9qTxR8SfBXh/wcnxcv9JiTxbPZXcTat9jKw7GnhDlo0YJB85Vd2EyTxXhn/BRH4G/CD4lfFzS/F/j34e6dqup+FPBz3nh27u42JsJzdE+YgBCk5RCNwOCoIxX5lmXDuJwWAqVZYluPN8KvZ3kld6/F1em/U/feI/ErAcT8VYDGU8JLCqjQhF8iSk+VOXLHWK9m9IxbbtD3uV/CfVPwlvPGOo/CrwzqHxFtmh8QT+H7KTXYWjCGO8aBDMpUcKRIWGBwK6Ciiv0yK5YpH4NWqKrVlNJK7bstlfovJH55ftj/E+fwx4//aWv/iT8QbvRrzRvDdkPCHnvFG1tph0oNaz2aPxKX1OS8Tdg7pUWPnAWug+Cnx5s7620OG4/bFvNe8QahpMMd1ok/jmzuTJdNErSqkMQDFwwbAU8YNfWPxJ/Zh/Z/wDjB8R/C3xe+J3wn0jWvEvgqczeFtYvYC02nyFlfchBwcMqsu4HawyMHmu4W1tUbeltGCOhCCvjK3C2NrYutVjinBTk3ZX2fR6rbZeR9hj+IsprYDD06OH/AHkYxU21FJOMIwSi1dtS5XOTaT5pWs7c0qXhCbVrjwrp0+uoVvHs4zcBhg7tozkdj6+9aNFFfY0oOnTjBu9kld9fM+NlLmk3a1z8jf8Ag6o8R/Fi18HfCfwrp8t6ngi9v9Rn1URJ/o8upxpELYSMP4hE9wVU9cuRnHEn/BOL47p4p/Yh8Iaf8fP2xr+2uPsVxp8nh3UvHVnbxnTI5XhggeFvn8swKq4JDFe/INfp78df2ffgv+014Ak+F3x6+Hen+J9AluorltN1JGKCaMkpIpUhlYZIyCOGI6Eiuk0bw14e8PaPaeH9C0S1tLGwto7eytLeBUjgiRQqIqgYCqoAAHQCvlMfw3i8ZmVTEwxLpqSSsr30VrbrTr82fqmJ8Q8ur+GmB4ZWCXtaFWc3U0s0+Zq2jfM+a0r6WhHfaPnv7MHhcaVoGr+KA0n/ABPNQjmXdjYVjgjiDJxyDt68+1en0AADAFFfRZfg1gMFTw6d+VWv3Py/EVniK8qlrXCiiiuwxPF/gv8AD82Hxs1TxG2mSWY06HUIRDGpEW+7uopnOW5JJj3DB6OT3Fe0UUV5+WYBZbhvYqXNq3d+budGKxDxNXnatol9wVy/gn4XaV4I17Udcsrt5WvmIjjZABAhbcVB789/QD3J6iiuirhcPXqwqTjeULuL7XVmZwq1IQlGL0e5zGp/C7StT+IVt4/lvHElug3WwQbXdRhWz2wD09h05z09FFFDC4fDSnKnGzm+Z+b7hOrUqJKTvZWXoFFFFdBmeUftR+G31y00eeLSTNIjXFvHcRozPGZlRdoxx820dR1UV6J4L0FPCvg7SfC8buy6bpkFqrSEFiI41TJxxnjtWnRXn0MAqGYVsVzXdRRVu3KrfidFTEOeHhSt8N/xCvjX9qvxrFpH7ZutWPxX8XSaX4csfhDDc+HFvpkgtCj3dz/a86MxAeVFi08PnOxGQ8B+fsquE+OX7MXwA/aXt9FtPjz8KNI8Ux+HdUXUdFTVYC4tbgDG4YIyCMZQ5VsDIOBWOd5dUzXL5YeEuVtp+Wj2f9bnq8PZhgMvx0pY2LdOUXFuKTnHVNOPM0r3XK9V7rkfCH7MPxt8PeOPgV4Db4qfthXerateaVYy3fh7V/GtiqzXAZWgR7ZArBwwiYRjBDgAjqK+8P2dvCTeE/hyFkEwfUdRub90mGCplfOAMDjABGfWu2+yWobcLaPOeuwVJXDlWQVcvxjxFXEOo+Xl1Wyunu2+xGa5tSzGc3ToqlGUnK0dle+i0Wivb0QVz/xU+Ffw7+N3w+1T4VfFnwjZ694d1q3EOqaTfoWiuEDBgDggghlVgQQQVBBBFdBRX0coxnFxkrpnk0a1XD1Y1aUnGUWmmnZprVNNapp6prYwfh18L/h78JfA2lfDT4beELHR9B0SyS00rTLOECO3hUcKM5J9SSSSSSSSSa3VVVAVVAA6ACloojGMUklZIVWrUr1JVKknKUm223dtvVtt7t9WFFFFMgK8X0v4fm6/adOtnTJLYWGpzaozQqdkzPZvahmJznKydscp7EV7RRXn47ALHToycrezmp+tr6HRQxDoKaSvzJr7wooor0DnP5q/2dvjR+0XoX/BWabxh8R/ifrXhTxVrHjm9sPiBqsl9HYzQ2xmYXUMjSfJEirGAFPC+WgXlVr9ePAE3gT41a1deFtA+PU3jnUtQtktbiZvFFvqNzZ2xfB2iIYjTLEksMZ719P+Hv2Xv2fPCnxv1v8AaS8O/CXR7Tx14jsltNb8TRW/+k3cIEY2sc4GRDFkgAtsGScV3UdvBEd0UKKfVVAr4WnwhitYzxT5XK/Kk2nre71Sv8nr3P13xE8Scu4zzDDYnC4JUfZUIU3tur3tZfBG9ore29r2T6KKK+6PyIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvH/2zf26v2cv2CPh9p/xJ/aO8UX1jY6tqhsNMtdI0a41C7uZVhknlZILdGkKRQQyzSPjaiRsxIr2Cvgf/gtx4c+JegeIvg3+0f4P+C3ivx7pHg9fGuja5ofgvRJNSvkm1vwzd6fZTfZ48sYvtJSJ36RrPuPANAH3T4V8UeHvHHhfTfGvhHWINR0nWLCG90vULV90VzbyoJI5UPdWRlYH0NX68i/4J/8Awm8Z/Ab9hb4OfBP4ix7Nf8J/DDQtJ1uLeG8q7t7CGKWPI4IV1Zc99teu0AFcz8Zvi94G+AXwq1/4z/Eu/uLbQfDemyX2pzWljLcyiJBkiOKJWeRycBVUEkkAV01ch8fviBpXwr+Cfin4h63omtala6TolxPPYeHNGm1G+nAQjbBbQK0kznPCKCTQBF+zt8fPhz+1J8DvC/7Q/wAIr66ufDPi/SItS0Se9s3t5Xgk+6Xjf5kPHQ812lfIv/BCnXtSvf8Aglr8KPBviD4feLfDGseD/D8eg65pPjLwvdaTdJdwKrOUiuURpIv3g2ygbWIYA5Bx9dUAFJJIkUbSyMAqgliewpaSRxHG0jAkKCSAMk0AeJfslf8ABQr9mP8AbX8R+LfB3wM8Raw+reCpbb+29L8QeG7zS7j7PchzbXkUd1GjTW0wjkMcygq2047Z9ur4C/4JD/FnUP2nv2oPj3+1h8V/hB8RvB3jnxVeWOl6ZoPjH4e6hpFppHhXTpbmHTbeK5uYkju7mZpLi7n8skIbhEHCZP37QAUUUUAeI3X/AAUK/Zo0/wDbHsv2FtS1nXbXx3qcUx0trrwveR6XfTw2q3ktpDftGLeW4S3ZZWiVyyqecHivbq/Pb4z6d4p+Jv8AwXR+Dvin4XfB/wCLkd74Bt9asviHrXiXSrj/AIQyPQptIcwXemyyFrcXsl3LDCXg2zFY5EkG1RX6E0AFFFFAHln7WH7ZfwC/Yq8J+HfGX7QHiqXTLTxX4xsPC+gpbWb3Et3qV45WGJUQE4+VmZuiqpJr1Ovy+/4OD/gl+2x8SfE3gL4gfAv9l5fib4U8Jy6M1nDaeJha3Wla5J4n0uV7j7KsEslwrW1oluZhtW2iubmVtyqy1+nenTXtxp8E+o2a29w8KtPbrLvETkAsobA3YORnAzigCaiiigDzT9rD9q74V/safCgfGL4vW2vXGmya1ZaTa2XhjQJ9Uv7u8u5hDBDDbW6tJK7uwUBQTzXU/CT4l6P8ZPhponxT8P6Jrem2Wu6el3bWHiTRptOv4EYcJPbTqskDjujgEV4V/wAFYfCHwh8ZfsofZPjj4O+LuseH7HxXpmoyH4H2txL4hsbi3lMtvdQi2/fqqTLHl4fnUlTwoYjU/wCCUy/tJp/wTv8AhOv7XjayfiF/wjC/28fEjZ1Lb50n2b7Wev2n7N5Hm558zfnnNAH0HRRRQBW1nWNK8PaRd+INd1CG0sbG2kuLy7uJAscMSKWd2Y8BQoJJ7AV5d+yD+2x8B/25PAl98Sf2f7/W7nSLK/Futzrfhq7037WjRrJFdW4uY0M9tKjBo5kyjjODwRV39tb4a+L/AIz/ALG/xZ+D/wAPiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj//AIN6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef8AwUu/Z5+Mn7WWqfsWaJ4a+IOkeONMsdRvvK8U/D7UNMs721srlLae4trm4jWO4i8yRAskZKuGBBORX0HXyh+zn4H8Z/Eb/gqh8fP2m/GnhPVLDSfCfhfw/wDDf4f3WpafLAl7AqPq2qXNuZFAlia5u7eHzEypazIzlTQB9X0UUUAFeBfGr/gph+yR+z9+1D4Z/ZB+JfjPU7bxj4ofT0tVtfD91cWNk9/PJb2CXd3GhitWuZopI4hIwLspAr32vyg/4KR/Bv44+Kv+CzXw/wDG/h34E+OtXmj1D4dt4B1nQNCkm8My2tprV/Nr767Ko8rzba1ljltDOd0bvuh+YmgD9X6KKKAP/9k=", "image_next": "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", "info": {"equation": "234/18=13", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "234/18=13", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2a23a4efe5038846fa80804029e8853bcb00e439f42cb5f7121833d3f9d5d0af"} +{"episode": 72156, "episode_seed": 1563590720, "split": "train", "timestamp": "2025-10-28T03:49:49.374266", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1563590720, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 7, 0, 4])", "action": "('move', [1, 7, 0, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "6-4=2", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "6-4=2", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e107032c818aa0742a7e5aaa030f1821a3a93d61baa4b6bdd3118c7a36071eee"} +{"episode": 72157, "episode_seed": 2111300251, "split": "train", "timestamp": "2025-10-28T03:49:49.428900", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2111300251, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 1, 8, 6])", "action": "('move', [1, 1, 8, 6])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/aP40fCj9j7xp8aPAHi/47aH4Pn8daReSt8OpddvIo74zKyO/2WNnBnKMEfAVthIYYJyeG/4KX+EPgV4r+B2iaF+0LZ6EfCU3jS1Op/2/era2mRbXRj3yl0C/vAuPmGTgc5xX59m3D+JhDF4pYlqLvLlV9dL2lqttlo9LH9IZR4t5bTxfDMXld3gYuEnZXm5L2fNT01aa59Wv3ja6cz5D/ghV4k+LHij/AIJkfDy/+Lk17Lcwx3Vtok2oJiR9LiuHS0wTyyCNQqE9UVcZGCfryvMP2MtO0LR/2YfCGk+F7W2g0y1094dNhswBDHbrNIsax442BAoGOMYr0+vtMsi4ZdRi3f3Y7+iPwvifMqeccR4zHQpqmqtWc1FbRUpN2+Vz8jf+DqjxH8WLXwd8J/C2ny3qeCLy/wBRn1URR/6PLqcaxC2EjD+IRPcFVPXLkZxx4bdftMfGN/8AgixGx/ay1xvFDWP9jyeGP+EstS/9hfajaiL7Njzdn2XC9d2znpzX6rf8FNvCfwJ8a/BrwzoH7SEGhyeE5PHMDXw8RagLW1DixvjGWkLoFO/GPmGTxzmrOgaF4Stv+CaF7o8WmWMWjx/CnUYEhRFWBLUWcyhRjgII+OOMV8dmOV4jGZ7iPZ15Q9xS0vqtuXdaaX+Z+tZZ4kYDL+Bcmy6eXKcsLinUcmlaaUnKy0fvPnSlfZRhvey+Gv8Ag1Y8SfFe9+HnxX8L6rLev4JsdV06bRfNj/cR6lJHN9rWNj/EYktWZRwMqeC3P61V8yf8ExvB3wF8DeAvFuh/s1WWgQ+Ez4hiltP+EavVubWSZrSISsJVd97bhg/MSNuOMYH03X0PDUXDI6Cbvpf723b5Hwvidn9HifjrG5lSo+xjOS91qzXLGMbyS+1K15eber3Pjr/gvL4j+LPhn/gmT48u/hLLexyXL2dr4gm0+PdImlSzqlzkjlUZSEcj+B2zgEmvzP8A+CNHx08feFfgH8UfClx+03qfhGw0qMXXgvSo/FNrZRy6nJbzmXYk4JfLR2uRwuT6sa/bb9q3TLDW/wBmT4g6Lqtotxa3ng3UoLqBx8ssT2zq6n2Kkj8a84/4J7/B/wCF/wAFvBvi/wCHnwp8DWGhaJaeK1kt9OsozsR3sLRnbLEsSSepJPQdAK8jOcurY3P6UadZ024PVdLP1W9/wPoci48wGV+F+LyCpg41Kk68Kim7WsuV67vmXJyrpyzltbX8fv8Ag3t+Ivx61v8A4KkpfWes6rqEHifSdXufiTcSgyi4j8t5luLgno320wYfrulK9HNf0D18VfsQeBP2dfD37Z/jDxP8KdO8OR+LdTfxR/wnU2lXyS3hm/tmIotygdjCSd5CkLkgnBxx9q13cJ0XRyyUXK/vy/B2/S/zOTxe4uw3GnFcMfQw3sEqNOPK7Xdk5Xdv8XLF9YRi9NkUUUjusaGR2wqjJPoK+mPy0/Ob49f8F8/CnwZ/4KXWf7Ii+DrC4+H+m6pFofjLxXIs32y11Nyys0KhgpghkaJJMoWO2UqeFz+jVfjd8TP+CPuvftR/8FgLv4k+HNQZPhtq2qxeMPGN59oInsmaeTNohI5a4lgYoR9xHckfuxu/ZGvnOHsZjscq1Ws7wcnyPy8vLa3nc/U/EnB8CYPBZTHh+V6roJ4hXvaenxdp35+ZLSyjZWabK/nF/bj+Ln7Svhn/AILVeKfGmp+MtY0LxRpPxJFh4f1ESrbSWekGQQ2vllvkSJrORTuPyssjM33mr+jqvKtf+Ev7HuoftX6P8T/Emg+Dn+MdtoDx6LPc3kQ1c6f+9RnjgL7nQBpk8zYcAsu7AxW2fZXUzWjThCpyOMk7/wCXmuhPhbxxhOB8bjq1fB/WFWw86aVk7N2fvX/5du1p+Vt7WPwz/wCC5vxe8TeMvjD4S8I6T+0HqPjbwhZaC17p5n8RwahFb6g88iTENCBhvLSDhugPH3jn9vP+CeHiH4reLP2G/hX4k+N73j+Kb3wVZS6vLqMey4lYxjZJKOu9o9jEnkkknkmuB/4KPfA34Q/G6TwX4d+LXw+07XrCxXVb60tL5G2R3CRQBZMKRnAZhg5BzyDXvvwV/wCSOeEuB/yLNh0H/TvHXlZBgauBzrEwqVXNqMNX1vrrq9rWRvxZxxgc98PMpyWlhFTnhpVG5K1nd/Ztr717zvvJJ69Omr8Nv+DozxR8XR+1Z4B8Napc38Xg208Gfa/DoClYG1FrmVbt1YfekCJaA91BXGN3P7k18q/8FK/gj8JfjfeeDtL+LngGw8QW2laVrl/p8GoKxSG5QWYWTAIzgEjByDnkGu/ium6mR1Wna1n66rQ8/wAJ+LMJwXxtQzPE0PawUZxsrcy5otc0b6X6f4Wz8wv2/wD9pP4veL/+CYfw/i1D9q3WvEOs+JxpyfEXQJvFdrcExmB5lEsEY8xAJo4Sc9wA3XFfav8AwbPeI/ivrn7Amoaf48lvZNC0vxtd23gx7uPCizMcTypEx5aMXLzewYuB0wPpD9qzQPhxr/7BE2k/FS001vDl3pegx65/acyw25tjeWfmeZISuxcZy2Rj1FXf+Cdvh74aeFP2c4/D3wbtNMg8LWuv366FHosyyWv2cy7gY3UsHUkk7sncSTkk15WWZbXwHEUY1K8qj9k3d9ua1tW9Ovqe/m3H+CzLwwrZNDARpyni3U54pcsU05WWifOl7i/6d6eR7rVHxL4m8N+DNBu/FXjDxDY6TpdhCZr7UtSu0gt7eMdXkkchUUepIFXq/OP/AIObfEnxY0X9hbRNL8Dy3sfh7VPGtvB4ye0TKNAsUkkCTMOVjM6IfQuqA84B+rzHGfUMDUxHLflV7f1+J+fcG8O/62cU4TKPaKmq01FyfRbuy6uytFdXZH6I6Br+heK9EtPE3hfW7TUtN1C2S4sNQsLlZoLmFwGSSORCVdWBBDAkEHIq3X4tf8EavjzrEP7IreHvif8Atf6r4XtdG8SXFp4X0dvGtpYrFY7I5DtjlBcr58k2CeOoHAr9Wv2afFmseM/Dl3r1xrp1TTrlo5dO1ETiVJw6klo3HyshG0grxzxXh5XxThszxMMPGnJSknd6WVlfvt52OvjDhGpwnneLwDrRqKjNxUl1V9NOjturuzur6HpdFFFfUnxwV/O/+xj8Rf2sLr/gu7puu6tPrR8bap8Urux8a28lv+8/s3zXS8ikj6LDHbRkgfdRYkK/dWv6IK+KvBfgX9nWD/gqBqHj3R9N8OH4my+LbqHV54r5H1NbD+wWCb4d5aOMhYgH2DPy8nPPzHEdCVWtg5KTX72K08+vyt+J+reGnGOG4WwGc0KuE9s8ThpQTsny7r3r/YfNeVusYrzX2rRRRX05+Un81f7O3xo/aK0H/grNN4v+I/xP1rwp4q1jx1e2Hj/VJL6OxmhtjM32qGRpfkiRViAC9F8tNvKrUv8AwVd+NHxY8R/t22194a+OGteK4vDMGmv8PtXi1qO+ktpCscxMEluMGQXW/tvyqjoq1+xPw8+B/wAI9J/4KC3Xxv0/4f6fF4u1jxpqtlqWvbGM89uulyhYzklQMRp90AnaM5rL/wCClXgH9nLxP8cfDWpfF7S/DcviDTPCks3gVdYvUinF2LrLG2jZ185wViOArYIU4Ga/JauVV1l9et7eXLCq48utm+ZLm331vsf1ZhvGfKJ8dYTM45Wmo4P2TiuW6dnJ8unwK3IuqpuTt9k+u/hVeeL9Q+F/hvUPiDbtDr8+gWcmuRPGEKXjQIZlKjhSJCwwOBW/RRX6zFcsUj+V6s1Vqymkldt2Wyv0Xkj+fH/gv78Sf2gNA/4Kr3Wq3Wuatpw8LWGj3Hw0uY8xfZoRFHN59uR1P237Rl+u6PaeEAH3xZah8Dvj54f8MeG/jj+0PafEO6SO3vD4U8S+NLK+tW1EW5DObRMLKyb5cKwZVySBkAj7C+NHwo/Y+8afGjwB4v8Ajtofg+fx1pF5K3w6l128ijvjMrI7/ZY2cGcowR8BW2EhhgnJ5b/goR8I/hn8ZPhV4e+HvxQ8F2etaLfeM7c3enXQYJIUtbt1yUKtwyg8HtX5/m3D+JhHF4pYlqLvLlV9dL2lqttlo9LH7Rm3iHgs7yjIMuhhZYeWEhySqxS5nqouVPWN78rlK8o3nKSvpd0/+CXDzR/sl2ulaa0j+GdN8Ua1ZeBJXjUK+hRX8yWfllf9ZCIxtjfnfGqNlgQx+ia8z/Y50bSfDn7NHhPw9oGnQ2dhYWUltZWlugWOCGOeREjUDoqqAAPQV6ZX2eWRcMuoxbvaMdfkj8ozzGQzDOcRiYx5VOcnb1b38+/mfkb/AMHVHiP4sWvg/wCE/hbT5b1PBF5f6jPqoij/ANHl1ONYhbCRh/EInuCqnrlyM44p/wDBPL4o+G/Hn/BP/wALeBv2h/2srq0tZ9LudKuvCd547tLGB9JSV4YbZ4gVkWJoFCEFgzIeTzX6Af8ABQ34SfDb43/DTwr8PPiz4Ptdd0S68bxSXGnXhcI7Jp98yHKMp4YA8GmeH/C3huL/AIJtXnhiHQrVNOT4XahaJZJCFjWAWkyCMAdFCfLgdq+PzHK6+Mz6vyV5Q9xS06rbl3Wml/mfps+PsDPwzy7II4VKrQrym6qtfVyacevN79nqvgjZ/wAvn/8AwTj8OeFvAX7QPxb8CfBjRLLTvBEWn6FeXdho1nFHYW2vyJcpcrGYxgSNaRae8kY+7lGwN/P2DXzp/wAE7/hB8MPgZ4d8ZfD34Q+CbLw/osOv288en2Cts82SyhLuSxLMxwOSTwAOgAr6Lr6HhmDhkdBXvpf723+B+f8AFeOp5hntWtTu1aMby+KXLCMeaVm7Sla7V5Wvbmlu/n3/AIKXeINe8Ofs3W9zZ6vdafok/jbQ7fxrqFpgfZ9Fe+jW5Mjn/Vwt8iSvxtieQkgZI4f9mnx18SNR8d/tAWvww1CbU7XSfDulvoiRwRSwReJfsd551vG4++/lJpjPGx+UyL03V71+1dpen65+zH8QdE1azS4tL3wbqUF1byDKyxPbOrqfYqSPxrzz/gnn8Jvhr8EfBnjD4dfCXwZZaBodr4sWSDTbBWCK8lhaM7EsSzEnuST0HQCuTFYeUuKaM+dq9OWnpp+t/VI78FmmXUeFqlGdHmqqas2lytOUJNt/FzLkcErWcZvWPLaf49/8G/XjD49ah/wVeF9LNqt3Nrula2/xLuLuAvI0ZVpmkuCwyjG+W2Bbg722/wARr+gevj39jn4J/Cb4e/tc6/8AEnwT4BsNN17xYviqXxHqturedfuuswkFyxIHLE4XAJOSOBX2FVcJ0XRyyUXJv35b+Tt+l/Vnv+LfGOD444phmGGw/sYqjThbS7aTbbtppzcsf7sY7bIri/jv4ui8K+AriM3KxSX2YBIzYCR4zIxOeAFB57ZFdpXzP+0rezfHjx9o/wAFNCaZrPX9SGlXs0bBfLsFDTajJko4G6CNoVyOXlTBGcjqz/FTo4H2NJ/vKr5I/PRv5L9D89y+kp1+eXww1fyOy/Yk8Gm0+GNz8X9Ts/L1Hx/ejVgXiQSR6cFEenwkqzZAt1SUjPD3EvAyRXs1MgggtYEtbWFI4o0CxxxqAqqBgAAdAB2p9ephMNTweGhQhtFJfcctarKtVc5bsK/nF/bk+Lv7Svhj/gtV4p8aap4z1jQfFGk/EkWHh7UfNW2ks9IMghtfLLfIkTWcinJ+VhKzN95q/o6r43+MvwR+Eut/t8W3xw1jwBp9z4t0rxH4cstN12ZGaa3t28vcijO0Z8xxnGcMRmvneK8PKvhaKjNx/eRWnnpf1W6P1Hwq42wXBWOx1XE4VV1Ww86aTto3Z2d/sS2mt7W0drGJ4W8Y/D34g+KRo+jftKS+OtUe1mh0+wuPGFtqMsKPgSNFFCA2SAuTg8AV9oeC9BTwr4O0nwvG7sum6ZBaq0hBYiONUyccZ47VoJbW8bbo7dFPqqAU+uzJ8lqZXVqVKlZ1JTtq/K/m77n5zjMbHFQjGMFFRvt5/JBXxp+1b41i0j9svW7L4seLpNL8N2PwhhufDi30yQWmx7u6/tedGYgPKixaeHznYjIeA/P2XXyr/wAFLPgh8JPjheeDtL+LvgCw8QW2laVrl/p8GoKzJDcoLMLJgEZ4JGDlTnkGsuK6bqZHVadrWfrqtD1eFsTgsPmnJi4t05xcW4pOUdneKk0r+7yvVe62fI//AAV78c/tMH/gh58KLrVH1mOXXG0SH4jSyWQhle0+yyPD9qVQPK3zpbFhgfOVUgZ216Z/wbK6v8TNQ/YE1TT/ABjDcDQ7Hx1eR+EXngCq1s0cTziNsZdRctNzzhiwzxgfUH7S3g/wx8RP2Gl8E+N9Fh1LSdWsfD9tqVjcZ2XET3tkGQ7SDgj0INW/2B/Ang74YfAmX4ffD7w5baRouk+JdQg07TbNSI4I/NzgZJJ5JJJJJJJJJNc1LDSp8UQbm3+5/JqP47+p9zjePMBivC6rkEcHGE5Yt1VJW5Yxd3ZdeZfAnt7PTyPa65H48eEfgv47+EGv+FP2ibLRbjwTd2JHiKPxDcLFZCBWD7pZHZQgVlVg2RtKggggV11fnH/wc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD72Z4qODy+pWlHmUU9O/r5d/I+M4HyOrxJxdgstpVvYyq1IpT2cba3jt72nu6r3rao+8/g54O+D/g/4VeH/AAz8DtK0aHwfZ6VCnhxNEdJbQ2m3MbROpIkVgd2/J3Z3ZJOa6hVVQFVQAOgAr8W/+CNXx51iH9kVvD3xP/a/1Xwva6N4kuLTwvo7eNbSxWKx2RyHbHKC5Xz5JsE8dQOBX6tfs0+LNY8Z+HLvXrjXTqmnXLRy6dqInEqTh1JLRuPlZCNpBXjnivDyrifC5jiKeGhSlFteXKrK+nl0Wi6HXxrwtieGuIMbhKtdVXSqSXPd3lru7/a195XdnfV7npdFFFfVHxQV/O3+xx46/al1P/gvFpHiPX01aXxzefFa7tfFsVxaAyx2G+SK8RkPCRR2gcDHCIi7egr+iSvjzwl8E/hLpv8AwUXuPjvY+AdPj8Y6j42vLC98QhGNxLbLoLgR8naBhEGQATtGTXzHEdB1a2DkpNfvYrTz6/K34n6n4b8a4PhPAZxQr4ZVXisPKEW7e69VZ3+w+a8ktW4x06r7Dooor6c/LD83/gD8TfHdy/wWZPFt/c/EfVvi9OnjTTZo4muzPvvRrcNxCeYYreKR8YA8tVtsffTd8N/8HEHi746P/wAFPxYajNqiWWi6LpL/AA4jWA7QjRpI8kAA/eMb0TKWwSWjC9FUV+n3w5+CPwm0T/goPdfHLS/ANhB4v1fxpqtlqXiBVY3E9uulyhYzkkKMRx/dAztGc0n/AAUU+Cfwm+J/xd0vxj8QfAVhq+p+FPBr3fhy8vFZmsJzdE+YgBCk5RD8wOCoIr8xqYOceH8RH2j92v8AfZqP43v6pH77wj4g5HwxxvDM44LnhOhUTjaKcZ1Hz2j05I29mno3CUnyq/IfVHwqvPF+ofC/w3qHxBt2h1+fQLOTXInjCFLxoEMylRwpEhYYHArfoor9NiuWKR+DVZqrVlNJK7bstlfovJH8+P8AwX9+JP7QGgf8FV7rVbrXNW04eFrDR7j4aXMeYvs0Iijm8+3I6n7b9oy/XdHtPCAD9FPhn8UvB/jOLw1B4l/atl8V661rBKNBv/G9ndj7e1viQpBFgl13SgAZwCeK+v8A4kfsxfAD4wfEfwt8Xfib8KNI1rxL4KnM3hbWL2AtNp8hZX3IQcHDKrDcDtYZGDzXbra2qNvS2jBHQhBXxeI4UxeIxNef1pxjUbdld3T6PVLTZb6H6txR4j5dn3DWT5bSwShPBU3CUtPefuq8bK9ny88r688n2u+b+C3hI+B/hbo3hljLugti7CfG8NI7SEHAGMFyMe1dRRRX2FCkqFGNNfZSX3Kx+Tzk5zcu58r/ALbHijWdL/am+FmjeIdcnsfC0vh/XrmyWR1jtLnXE+yrGkjkjMi2cl8yJ3HmsAdhK/N/7PXx38DeKvhhqNp40/bQul0mTxRrlppui3njewtrebR1v547eMwgA+U0AAHILIQc85r9Bvjr+z58F/2mvAMnwu+PXw70/wAT6BJdRXLabqSMUE0ZJSRSpDKwyRkEcMR0JB6TRvDXh7w7o9p4f0HRLWzsbC2jtrK0t4FSOCFFCpGqgYVVUAADoBXy2P4bxeMzKpiYYlwUklZXvorW3WnX5s+v/t/Ko5BRwqw960XZtqPLZOck09W5S50pJpWUE05c1oeffsweFxpWgav4oDSf8TzUI5l3Y2FY4I4gyccg7evPtXp9AAAwBRX0WX4NYDBU8OnflVr9z5TEVniK8qlrXPn3/gpd4h17w5+zdb3Vnq91p+hz+NtDt/GuoWuB9n0V76NbkyOf9XA3yJK/G2J5CSBkj5csvjxo1j+1J8RPCc37Wl54V0ax0vRZGsLPxZZWEK6q6XC3IXzAWdxBHZbhn5SQOM1+i3inwx4e8beGdQ8G+LtGt9R0rVrGWz1LT7uMPFc28qFJI3U8FWViCPQ1z/wV+APwa/Z1+H1r8Kvgl8OtN8OeH7KWWW20ywiOxXkcu7EsSzMWJ5JJ6DoAK8TNshxWY5jHEU67ppRtpe+/SzWj669D6jAZ7leF4enhKtDmrXdnaPLaTg3Jt+9zR5HFK1nGb1jy2n5L+x/onhvxB4ig+IPhPxL/AGxp9ppF5bw6tb3yXUV5JcXEUksjTJkSSF4WJIP3mbI6Y+iaRESNdkaBQOwGKWvVynLv7Lwaoc/O7t3el7u/n+Z83i8T9are0tbbT0CuX8E/C7SvBGvajrlldvK18xEcbIAIELbioPfnv6Ae5PUUV1VcLh69WFScbyhdxfa6szGFWpCEoxej3CiiiugzCvzE/aO+MWveE/BPxj8Q+Ivite6F4+tfjYbTTZJrmCC6swuo26aTHCkvyrC+nJDKHIwUaaQnhiP07rg9W/Zf/Z91348af+09rHwm0e48faXppsNP8USW+bmG3IkUoDnGdssi7iNwVyM44rw89ymtm1GnCnU5HGSd/wCuq6H1HDGcZZlFWpLG0vaJpNJKLvKLuoS5tqc9p2u1o7StZ/N3ww+NOk6j4nfQvAf7WF54w1C5ANvpb+MrbUJMI2dyRwgN6Z6jHWvsm0a4e1ia6QLKY1MiqeA2OQPxpUtreNt0duin1VAKfTyjKa+WSnKrXlVcrb9LX7t9zxcZi6eJUVGmo27f8Mgr41/ar8axaR+2brVj8V/F0ml+HLH4Qw3Phxb6ZILQo93c/wBrzozEB5UWLTw+c7EZDwH5+yq4T45fsxfAD9pe30W0+PPwo0jxTH4d1RdR0VNVgLi1uAMbhgjIIxlDlWwMg4Fa53l1TNcvlh4S5W2n5aPZ/wBbnfw9mGAy/HSljYt05RcW4pOcdU048zSvdcr1XuuR8Ifsw/G3w944+BXgNvip+2Fd6tq15pVjLd+HtX8a2KrNcBlaBHtkCsHDCJhGMEOACOor7w/Z28JN4T+HIWQTB9R1G5v3SYYKmV84AwOMAEZ9a7b7Jahtwto8567BUlcOVZBVy/GPEVcQ6j5eXVbK6e7b7EZrm1LMZzdOiqUZScrR2V76LRaK9vRBXP8AxU+Ffw7+N3w+1T4VfFnwjZ694d1q3EOqaTfoWiuEDBgDggghlVgQQQVBBBFdBRX0coxnFxkrpnk0a1XD1Y1aUnGUWmmnZprVNNapp6prYwfh18L/AIe/CXwNpXw0+G3hCx0fQdEsktNK0yzhAjt4VHCjOSfUkkkkkkkkmt1VVQFVQAOgApaKIxjFJJWSFVq1K9SVSpJylJttt3bb1bbe7fVhRRRTICvF9L+H5uv2nTrZ0yS2Fhqc2qM0KnZMz2b2oZic5ysnbHKexFe0UV5+OwCx06MnK3s5qfra+h0UMQ6Cmkr8ya+8KKKK9A5z8qrj436toHwh+F+seKPjpf8Ahzx7qvxakh8Z3cupW1pewXhnuxrME3m5FvHDG7qMAbFFuB99d3vPgCbwJ8atauvC2gfHqbxzqWoWyWtxM3ii31G5s7Yvg7REMRpliSWGM96+n/D37Lv7PfhT44a1+0n4d+EmjWnjrxFZLaa14mit/wDSbuECMbWOcDPkxZIALbFyTiu6jt4IjuihRT6qoFfC0+D8VZxqYp8rleyTs9b3eu79Hr3Pt884lyvG11UwWH5b8zbaimpTbbjHlv7kPhjs2ru0b8qfRRRX3R8QFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXj/wC2b+3V+zl+wR8PtP8AiT+0d4ovrGx1bVDYaZa6Ro1xqF3cyrDJPKyQW6NIUighlmkfG1EjZiRXsFfA/wDwW48OfEvQPEXwb/aP8H/BbxX490jwevjXRtc0PwXokmpXyTa34Zu9Pspvs8eWMX2kpE79I1n3HgGgD7p8K+KPD3jjwvpvjXwjrEGo6TrFhDe6XqFq+6K5t5UEkcqHurIysD6Gr9eRf8E//hN4z+A37C3wc+CfxFj2a/4T+GGhaTrcW8N5V3b2EMUseRwQrqy577a9doAK5n4zfF7wN8AvhVr/AMZ/iXf3FtoPhvTZL7U5rSxluZREgyRHFErPI5OAqqCSSAK6auQ+P3xA0r4V/BPxT8Q9b0TWtStdJ0S4nnsPDmjTajfTgIRtgtoFaSZznhFBJoAi/Z2+Pnw5/ak+B3hf9of4RX11c+GfF+kRalok97ZvbyvBJ90vG/zIeOh5rtK+Rf8AghTr2pXv/BLX4UeDfEHw+8W+GNY8H+H49B1zSfGXhe60m6S7gVWcpFcojSRfvBtlA2sQwByDj66oAKSSRIo2lkYBVBLE9hS0kjiONpGBIUEkAZJoA8S/ZK/4KFfsx/tr+I/Fvg74GeItYfVvBUtt/bel+IPDd5pdx9nuQ5tryKO6jRpraYRyGOZQVbacds+3V8Bf8Eh/izqH7T37UHx7/aw+K/wg+I3g7xz4qvLHS9M0Hxj8PdQ0i00jwrp0tzDptvFc3MSR3dzM0lxdz+WSENwiDhMn79oAKKKKAPEbr/goV+zRp/7Y9l+wtqWs67a+O9TimOltdeF7yPS76eG1W8ltIb9oxby3CW7LK0SuWVTzg8V7dX57fGfTvFPxN/4Lo/B3xT8Lvg/8XI73wDb61ZfEPWvEulXH/CGR6FNpDmC702WQtbi9ku5YYS8G2YrHIkg2qK/QmgAooooA8s/aw/bL+AX7FXhPw74y/aA8VS6ZaeK/GNh4X0FLaze4lu9SvHKwxKiAnHyszN0VVJNep1+X3/Bwf8Ev22PiT4m8BfED4F/svL8TfCnhOXRms4bTxMLW60rXJPE+lyvcfZVglkuFa2tEtzMNq20VzcytuVWWv0706a9uNPgn1GzW3uHhVp7dZd4icgFlDYG7ByM4GcUATUUUUAeaftYftXfCv9jT4UD4xfF6216402TWrLSbWy8MaBPql/d3l3MIYIYba3VpJXd2CgKCea6n4SfEvR/jJ8NNE+Kfh/RNb02y13T0u7aw8SaNNp1/AjDhJ7adVkgcd0cAivCv+CsPhD4Q+Mv2UPsnxx8HfF3WPD9j4r0zUZD8D7W4l8Q2NxbymW3uoRbfv1VJljy8PzqSp4UMRqf8Epl/aTT/AIJ3/Cdf2vG1k/EL/hGF/t4+JGzqW3zpPs32s9ftP2byPNzz5m/POaAPoOiiigCtrOsaV4e0i78Qa7qENpY2NtJcXl3cSBY4YkUs7sx4ChQST2Ary79kH9tj4D/tyeBL74k/s/3+t3OkWV+LdbnW/DV3pv2tGjWSK6txcxoZ7aVGDRzJlHGcHgirv7a3w18X/Gf9jf4s/B/4fEf294q+Gmu6RomX2g3dzp88MIyenzuvNfH/APwb0eGv2h/CPwW8b+HvibpvxZsfBdjceHrTwVp3xlWddUtb6LQ7WPW44FuP3iWC6grrAo/dBVby/kxQB+htFFFABXz58I/+Cl37PPxk/ay1T9izRPDXxB0jxxpljqN95Xin4fahplne2tlcpbT3Ftc3Eax3EXmSIFkjJVwwIJyK+g6+UP2c/A/jP4jf8FUPj5+03408J6pYaT4T8L+H/hv8P7rUtPlgS9gVH1bVLm3MigSxNc3dvD5iZUtZkZypoA+r6KKKACvAvjV/wUw/ZI/Z+/ah8M/sg/Evxnqdt4x8UPp6Wq2vh+6uLGye/nkt7BLu7jQxWrXM0UkcQkYF2UgV77X5Qf8ABSP4N/HHxV/wWa+H/jfw78CfHWrzR6h8O28A6zoGhSTeGZbW01q/m199dlUeV5ttayxy2hnO6N33Q/MTQB+r9FFFAH//2Q==", "image_next": "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", "info": {"equation": "360/20=18", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "360/20=18", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2a557631f5ef02bcb2aa5031144fad847e4a8dcf473c13c2ef59870c2a349b26"} +{"episode": 72158, "episode_seed": 1834349185, "split": "train", "timestamp": "2025-10-28T03:49:49.472181", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1834349185, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [5, 5, 2, 8])", "action": "('move', [5, 5, 2, 8])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/KwPiveeM9O+FviXUPhxamfxDB4fvJNBgEav5l6sDmBdrEBsyBRg8HvW/RSkuaLRpRqKlVjNpOzTs9nbo/J9T+WH9m34n/tY2n7enhz4ieBdV8Q3PxZvfHS+ezws99dXss5S5injbGQwaRZEYBQu4HABx/U9X50eEvhr+yZB+3FN8QtB0vwk3xWb41Xn9qTQ6mkmqxwHU5kLNB5haMGPy13hBlWHOHOf0Xr47g+hKhSxKcm7VHHXy6+rvr6I/Z/GjjzCcc4zL6lDB/V/Z0Ve6V3zWaStvTjb3Nvik7K4V4H/AMFRfFfxv8EfsAfFHxX+zm+oJ4vsvDu/TptJh33MEJmjF1LEOodLYzuGHzKV3LyBXvlNm3eS+3rtOMV9bXpOtQlTTtzJq63V1uvQ/JMpx0MszWhjJU1UVKcZuEvhkoyT5ZeUrWfkz+YT/gld8W/iN8M/2yvDkXhD4u6j4R03XpWs/F2o2mrRWivp4BlcSSTfIMMikE/NngcnB/aT4ffHTwzNr/8AY/h39sO58TXmoRGGHSrjxzaXjORhyY44sPuAQ8j+Hd2rhv8AgmP8MP2R/CXxl8Ia5+z3o3hBdcv/AAPdjxjPoGox3VwJjFZtsnAkcwkyeYdnygsp4+Xj718dePPhp8KdAbxh8S/GeheGtLjlWN9U13UYbO3V2OFUyysqgk8AZya/NckyPE47LXUjipU43asr206/Et+p+xeLXHWF4y4vhXw+AcGqcI2kl7ST1d2kn3tHV6JPrZO+HN1r174J0+58TK4vXhzN5i4Y8naWHYkYJHrW3VfStV0vXdLttc0PUre8sry3SezvLSZZIp4nUMkiOpIZWUghgSCCCKsV+k4em6NCFPm5rJK73dlu/U/EarbqybVtXp28gooorYzOZ+Mvxc8DfAT4VeIPjP8AEzVGstA8M6XLf6rcpEZGWKNckKo5ZjwAB1JAr83/ANgT/g4mb9qD9sBPgH8ZvhXpXhfw94s1E2PgDUtOaaS5junl221telnZXaVSqeZGqASYG3a2U+8v20/BPg34r/s1+K/gx44luFsvGGky6UxtJNsqeYP9YpxjKY34PB24PBr8ov8Agkb/AMESPipZ/teR/H/4z6rFF4L+GXi2V/Dd9p8pV/Eep2NwBG6KfmS3SRSXY/eeIxDI3MPks1zDMv7coYTBO9rOa8m/tPorfPX0P2zw8y/wzq8FZviOI5WxKjajdtP4Xb2SXxTc9JJ3XLbZczP2xooor60/Ez4y/wCC9/i/45eDP+CbfivUPgbLqML3N/a2niq60uLdLDo0m9bkkj5kQny0dh0R2zhSxH5Cf8EW/jH49+H37TNz4PsvjpqXgrwhrGkTz+KJbXXYbCGV4Y3+zFnmyu4SyADb8xDEdM4/o+1vS9G1vRbzRfEVhbXWn3lrJBf2t5GrwzQupV0dW4ZSpIIPBBOa8k/Y3+D37Dfwu8FatB+xBo/ghdDvdUDazc+DdUiv45LpY1wkkySSHcqMpCFvlD5AG8k/KZxkOIzHM6denX9nZW63X+HVb311P2vhPxKwOQ+GGY8PVcv9rOtK6qWXKuZJL2jab5oct6e+va13+CH/AAWW+MHxA+Iv7VT+F9W+N2peNfCeiaZbv4RuLvXIb6KJZ4IjclHh+XcZkYNkbsIo6Ba/Zn/ghn4u+OPjX/gm14G1j47z6jPep9og0G61WPbNPpEb7bRyTy67BhHblkVTyME3P+Chf7PPwR/aB+K/w68N/Gn4aab4isbDQ9durO1vg4WKY3GlKXGxlJ+UkYORz0r2H9jC1tbD9lPwDYWNtHDBB4at44IYUCpGirhVVRwAAAABwAK4MhwNXBcR4inOq5uMVdvrez11e2yNOMfEfLeIfC/LMho4JU6lCWstLe6pRvC2t6l+apdL3v5r3Xp1FFFfdH4gc/4j+LXwq8H+K9L8B+LviZ4f0rXNbYLoujajrMEF3fkttAghdw8p3cfKDzxXQV/MZ/wVf+IH7Qupf8FJPiRrnxi1XWLTXtC8XzweGXm3QSWWlwzs2nNb7cbE8kxyqy/eZy+dzE1+pv7N37SU/iD4EeCvFPxh/bx1O38VXnh6zufEFpP8QtPh2XTIGdWiC/Jz1Xt04r4n/XTD08RUp1aMvddlazemmqbVvxP2njbwgqcI8O5bmcMZGq8VG8o7WbipLkevNGzs27a2097T9JqK8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/ADAxOMqyspz8pxjbjrz6rX0+WY+GZ4OOIjFxTvo/J2Px7FYeWFrOm3ewV+cf/BzJ4t+OPhz9ibRdL+G02ow+F9W8ULbePJ7CL5Tb7N1vFM45SJpgPQMwRSeQD+jleNf8FBNN8H6z+yF4w0n4hR2baDcpYxa0uoTCOD7I1/biXzHJGxNm7LZGBk5GM1GcUXXyqtBSt7r1Xlr+Oz8j6PgbO6XDfF+CzOpRVaNKpFuD69NP7yveP95I/FP/AIIa/G/xv4T8X+L/AIda3+0hqngrwMNK/tH7PD4mt9Pgk1VpYY1ZTODljCsmQnURru6LXhH/AAU1+LnxM+JH7Zvim78ZfFrUvFVvoN+1l4S1a61WO68vTVcyQeVLD8hHzlty87ic/MDX7p/8ExfAX7O/ge88d6N+zVpPhuLws8elTRN4bu0ubaWcm8EjearvvbKhTliRtA4AArz/AP4KU/DL9kXxx+0tHP8AtE6R4PuNYtPhzZ/8IdD4j1KOCSSc3eokrBE0i+eS4iym1+Sox82D+aV8rxEOG4Yx15OOnua2Wtu9vPY/oLK/F7LMN4u4zNv7LdqkHCyUfapxjF8z0teXLaeui6u2v0P/AME3fFHxs8a/sK/DDxV+0UL4+Mb3wvFJq8mqQeXcyjcwhklXr5jwiJmJwxLEkAkivbq5z4PFm+EnhZmJJPhyxyT/ANe6V0dfq+Hg6dCEG72SV3u9Nz+YM0xkcwzOvio01TVScpKMfhjzSb5Y+Ub2Xkgr+VD43fGP9qrTv2z9d+MPxG8T65pXxZ07xg891fS/uLuxv4ZNiIq9EVAqoqD5AihRla/qvr4C+Pv7OPwL1/8Aa08Y/H/XPhdpd14z074leHYbDxDPGzTwIsOiqu0FtmQrsA23Izwc4r5PjLDyq4ehJTatNL/wLr6q2nqz9b8GvEHL+AsVmDxWEVf21Ky2unFv3Xf/AJdz5vf3fux0Z8pf8FWP2jPiLH+xBp+m/D/9sLWNfvNdubOx8faNF40srzfZyWshnRo4RuVDcCNW2nGCVOVYg4H/AAa7eLfjhF+03408EaBNqMnw+l8LG88RwiLdaQakJY0tHLHiOV0+0AYwXWM5yEG39cv239K8OXn7H/xKs/ENnanT5vBl/HqAuMLGYDCwk3txhdm7JyMDJzXi/wDwTI8Afsz/AA98eePNO/ZV03wxB4cudF0eW5fwrfpdQS3QudTVt0qu+5woQYLcDHAzXnU8qxGB4lw0amIlUbUnd3vZJ6at6M9DLPEjAUfCTMci/s5c1Sek0lyLmcXeWl+eFvc9Fty6/X9FFFfoZ+DBWB8V7zxnp3wt8S6h8OLUz+IYPD95JoMAjV/MvVgcwLtYgNmQKMHg9636KUlzRaNKNRUqsZtJ2adns7dH5Pqfyt/s8/ED9qKX9vLwx8QfCk+t6h8WJ/iBHKxubUy3s+ovOVnWWNx1OZFdWACruztA4/qkr4A8O/s5/AzSf2sl/aE0/wCGGmR+Nr344XsNz4k2ubhkOqXEZAyxVSURVyoBxkZ5Ofv+vjuDqDoUsSnJu1Rx/wDAevq76+iP2Pxk8QMBx9i8BVwuE9gqVKz2u3Jp8qt9iFvc2fvS0V7BXgf/AAVF8VfG/wAEfsAfFHxV+zm+oJ4vsvDu/TptJh33MEJmjF1LEOodLYzuGHzKV3LyBXvlHXrX1tek61CVNO3MmrrdXW69D8oynHQyzNaGMlTVRUpxm4S+GSjJPll5StZ+TP5fP+CWfxL8b/Dr9tXwteeFvifd+FLTVnksvE+sW2pQ2pGmsBLKGmmBVAWijOepKgDk4P6861afsz/HvxFo2lfEz466f8T59PuJJtC8PeJ/GNpqlulw0ZDTJZrhJZRHvAZ1farPjGSa+nf2WfgZ+wL8MvGPjLVP2RPDPgG31u6vFi8anwlfw3M1vL5krLDMqSP9m+cS/u8IMoePkGOU/wCCkHwV+FHxw0P4e+Afi14Dsdd0aTxjPO9hdhlQyR6VfFGyhVsgk96/N8Tw1isFk9So8U3FJvlV+V6+v36bn7Vx94kYHjPjqjjaOGnhFGEYOVl7bZtuycb6S5YrnV47tJ2WJ/wSVvbpPAPxF8J+D7+4u/hnoPxCnsfhdO5ElsliLeFrqC0myfOtYr5rqKNssAE2hiFwPrOvGP2BfCvhvwL+zdaeC/Buh22maTpXiXXbXTdPs49kVvCmq3QVFHYAfiepyTXs9fdZLB08ooJu/uRevmr/AIbH5DxLj4ZnntfEwjZSl13dko80rbznbmm+sm2FFFcR8aviHD4U0N9BsZG/tHUISsO0D92hOGc/qB7/AErox2Mo5fhZV6rsor7+yXm9jyKFGeIqqnDdniP7VXxF8T+NvFFj8PPhncj+3PEOpDQvCzBEcQyMrPc3xRpFDpBDHNOcH5hEi9WAP0L8K/hp4U+Dnw50X4XeCLAW+l6Hp8draIANzBR80jkfed23OzdWZmY8k14d+xj4Cl8beOdb/aW16zZbWD7R4d8DRSlTttIpgt7eBTGGQz3EIRfmOYraNhgOc/SNeNw5hKqozx1f+JWfM/KPRfd+nY7cyqw51Qp/DDT59WFFFFfSHmnxl/wXu8X/ABz8Gf8ABNzxXqHwMm1GGS5v7W08U3WlxbpYdGkLrckkfMiE+WjsvRHbOFLEfkJ/wRb+Mnj34fftM3Pg2z+OupeCvCGsaRPceKJbXXYbCGV4Y3+zFnmyu4SyADb8xDEdM4/oN/alghuv2Y/iNa3EQeOTwHq6ujDIYGylBBr52/YB/Z0+Bn7Pvxy1fQvgt8MNL8O2upeC0uL+KxRibiUXYVWZnZmOBwBnAycDk5+E4gwFXFcQ4aMKrg5ppNfZ5U3pqtz9w4R8R8tyPwtzLh+rglUqVpXU9LPm5Ved9eanbmptX1tta7w/Anjr4e+MvF8P9j/tEHx3rcVpJHY2914tttRnt4WeNpRFHDggM0cO44P3E6d/rj4J+CU+HHwk8PeBo5JmGmaVFDm4I38DnOABnn0rpUtreJt0cCKfVVAp9e1k+RTyzE1K9Ss6kpJK7Xbzu7n5BjMfHFU4wjBRS7f8Mgooor6E848S+OnwN/YG8dftBeDvG37QfhvwDcfEm1aFfBb+INQhi1GcxzF4lhhaRTcbZSSo2vhiccmvaTZ2hOTax/8AfAr+ZD/gq/8AED9oXUv+CknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8NDjDB4fFVoToNWla8Uru2l5ba/efuXHvhbmPDfDGU46pmKrqtDSDbtTulO1LV3hrq0o62dve0/SVVVBtVQAOgApa8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/MDE4yrKynPynGNuOvPqtfVZZj4Zng44iMXFO+j8nY/FcVh5YWs6bd7BX5x/8HMni744+G/2JtF0z4bTajB4X1bxStt48nsI/lNvs3W8UzjlInmA9AzBFJ5AP6OVzvxb8L/DHxr8MNf8LfGnTtKu/CV5pM6eI4dbZVtPsewmVpWcgIqqCxckbdu7IxmnmWFljcBUoRlyuStf+unfyPoOCc9o8McWYPNKtH20aM1Jw79NP7yveP8AeSPwK/4IYfF7xR4N8eeNPB2rftA33gfwfPo6Xs32fxBbaclxqYmiji+eYEufJ875V4wAT/DX3l49+H37D/xqtfEfjb40ePvDvxDni8PiDV/EHifxRbancaVpysSoicMFtFEhLBkClnbBJzivtn9lP4Y/so/DX4QwaB+x/pHhSLwZLfT3EL+E7yO7tJrksFlczI7+Y+VCkliQEC8BQB83f8FBf2a/gL8av2hL7xD8WPhVpOvXnh74Z2c2jTX8bEWzm61NyQoYK4LRocMGHy9OTn87zXh/E5dk3tJYlyire6r8ur6a+fY/SOIOPcFxP4i1szp0amDjLRuCXtvdSXvLmguaTSv7z5dNJNa+5f8ABObXPip4k/Yf+Gus/Ghb7/hIZvDifaH1S0EFzLbh3W1kljAG2R7YQu2QDljkA5Fe11znweYt8JPCzMck+HLEkn/r3Sujr9Mw8HSw8IN3skrvd2W7PxzM8XHH5lWxMYKCqTlJRjtHmbfKvJXsvIK/Ka2+K/iaP9gvxd4u8c/EHVIPi7c6nqB1mKcRHVofGYvG+yWEdqc/MJYLaOGFVObeNCoK/Mf1Zr4D+Pn7OXwL139rXxj+0DrXwu0u58aab8S/DsVh4inRmngVYdFVdo3bMhXYBtuRng5Ar5PjLDyq4ehJTatNLT+919VbT1Z9VwbmWV4P21LG0nJXhUTSi23T5v3b5rWhU5/eau1yxfJLYof8F9vGv7S+g/8ABLXTbnwimo2s2r6jplp8UX063GYbCW1l89JCufLia78iNtpwQ+wnaxB+PP8Ag1z1/wCMVt+1R448N+HYLt/A914QWfxQ62waCO+jmAsd0hHyOVe7CqD8wD8Hbkfr7+2zpWna7+yN8RtD1izS4tL3whe293byfdlieIqyn2IJH415L/wT2+BHwd/Z8+Kfjzwb8E/h3p3hvTLnw/ot1cWmnK2JZjc6ou9mdmZjtUAZPAHGKnHYWX+tuFlzvWL/APJU/wA+vzPuMl8R8vwPhJmPDksFF1K07qaty2k4u8lvzQt7lvLbl1+q6KKK+0PxAKKKKAPnex+FX9s/G6GxOkS2KWXi99dmFspCGQTSTFyWB+V3Yk+pJxivoiiivKyrK45XCpFTcueTlr59P+CdWLxTxUotq1kkFeB/8FRfFXxv8EfsAfFHxV+zm+oJ4vsvDu/TptJh33MEJmjF1LEOodLYzuGHzKV3LyBXvlHXrXoV6TrUJU07cyaut1dbr0Nspx0MszWhjJU1UVKcZuEvhkoyT5ZeUrWfkz+YL/gld8W/iP8ADT9snw5F4Q+L2o+EdN16VrTxdqNpq8dosmngGV/Mkm+QYZFIJ+bPA5OD+yfhv4i/DHxd4p0+0/4amPjPUYpJG0jTNQ8bWl80cpidWkiiiwxfymkXPOFZuO4+nfgd+xn+yz+zV4h17xX8CPgboPhjUPE0gbW7rTLUq1xh2cKNxIjTc7HYm1enHyjHpK2tqjBktowR0IQV8NR4NxscN7KWLaTveKTcf/Sl89D9U8UPE3LOOuJY5jhMF7OMYRheXLzyau23ZNaX5Y6vRJ6XsuM/Z48Et4B+F1to8gnD3WoX2oSJcgBka6upbgrjAwAZMAHnGM5NdvRRX2+FoLC4aFFO6ikvuVj8fq1HVqym+rbCuR+I3wi0v4h6ha6lcanLayQL5cpijDeZHknHPQgk4PI5PBrrqKnF4PDY6g6NePNF9PT0HRrVaE+em7Mjs7SCwtIrG1jCRQxrHGo7KBgD8hUlFFdCSirIybbd2FFFFMD5p/4KseIfGPh79mOx/sTVNQ0/w7f+OdHsviNqOmKA9r4dln23bO/WKFj5Ucsg+7FI+SF3MPmT4z/HTSPDf7X/AMOPDvhb9pJ/C1rfeGNXl8XnSPENnaxfYfLiksZJJpM7S07DywD86MxAKgkfpRrGj6T4h0i60DXtMgvbG+tnt72zuohJFPE6lXjdWBDKykgg8EEiuC/Z6/ZH/Zs/ZR0HUPDX7PHwe0fwrZardrc6lHp8TFrmVV2KXeRmYhRnC5wNzEAFjn5XN+H8TmWZQxNOu4JK3W63+HVb311XzPtso4hyfBZJLD4jD89WPtFHSPJL2kVHmm37ylT+KFlJN8vwcrcvnj4XfG7S9T1WXw94K/aqu/F9/chJY7BvGFtfzoIyfmjSHDAZYbuCD8ua+v8Aw1Lqc/h6xm1qPZdvaRm5X0faM/rVtLa3ibdHAin1VQKfXblGT18tqznVxEqvMktb6W9Wz5jGYyniYxjGmo27f8Mgooor3TgPMvij+xp+y18avivoXxy+K3wP0HXfFvhryv7E1y/ti01t5UhljHBAcJISyhwwBJxjNekmztCcm1j/AO+BUlFRGlThJyjFJvfTf17nVXx2NxVKnSrVZSjTVopybUVvaKbtFX1srCKqoNqqAB0AFLRRVnKFfnH/AMHMni745eG/2JtF0z4bT6jB4X1bxQtt49nsI/lNvs3W8UzjlInmAz2Zgik8gH9HKxviF8PfBPxY8D6r8NfiR4YtNa0HW7J7TVdLv4t8VzC4wysP1BGCCAQQQDXFmWEljsDUoRlyuStf+unR+R9PwXn9DhbirB5tWoqrCjNScH1XlfTmXxRfSSTPwH/4Ia/G7xx4T8XeL/h3rn7R+qeCvAw0r+0BbxeJrfT4JNVaWGNWUzg5cwrJkJ1CLu6LX6Y+CNT8BfFG+1XS/C3xrPjrWNQ05bO6uT4kg1K7htv3iog8n7iBppGGV+855PSvqr4F/s4/A39mfwGvwx+BHwy0vwzoS3cl0dO06E7XnkxvkZmJZ2IVRkknCqOgAHZxwQRHMUKKT1KqBXyEODcVLDKjVxb5esUm4/K8v0+R9Tx/x/gOLeLcRm2FwipRnZK9uZ2SXNKytzO2tm+13a5R8IaFH4W8J6X4Zikd107ToLVXcgswjjVATjjPHatGiivu0rKx+YN3YV+T178aNS0T/gnr45+IfxT+Kt9pfxQF1qk3iW4vpoY9SsfFyXLtb2qwNkIUkgt0hiC4+zxIygqNx/WGvMtW/Yz/AGWtd/aCtv2qtY+B+g3HxCs0RbfxTJbE3ClYjErEZ2s6xnaHKlgAoBG0Y+f4gyavnEKSp1OTld/+D6q2nq9UfXcLZ3lGVRqwx9FzTlCa5VFtunz/ALt81rQqc/vNXa5YvklsfIWi/GP4eeI/BGn2HxN/bcm1JrvSrca/o+o/Eawa3uJGiUzQyImMoW3AqCOOM19Ufsv+DTba7r3xJdps6rYWVjHuA8t0gkuZN68ZOTckE5I+Uehr177FZ/8APpF/37FSAAcAVz4DhuthMwhiq2JlUcU7JrurbuTPHxeaQxFKdOFJQUnfTbe+1gooor6k8gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioNVtJdQ0y5sIbloXngeNJk6xllIDD3Gc0AfPH7O/8AwVd/Yi/al/aE1P8AZl+DfxOu77xLYLfNYyXWhXVtYa2tlN5N4dOu5UEN6IJDtk8pm28nkAmvo6vxU/4JW/s3/tM2H7RP7IX7PHjH9m/xx4UvP2SbL4kR/FDxdrfh+W20i/bVbmZbFdOvG+S/FwJVlbyydoB3dK/augAooooAK8N/bZ/4KJ/swf8ABPzSvDmrftJeItXsk8Van9h0iPR/D1zfsX3xRl5DCjLDGHmhXe5UFpFAyTivcq/Pv/g4/wDFurS/sGxfBTwf8I/H/i7xB4r8XaNeabbeB/A19rCww6dq1jdXJuHtY3Fv+6DFN+PMKsFzg4AP0DVgyhh0IyKWua+DvxN0X4zfC/Q/in4c0XW9Nsdd09Lq1sfEmizadfwI3RZ7adVkhfjlHAIrpaACiiigCh4q8T6H4J8L6l4z8T34tdM0iwmvdRumRmEMESGSR8KCThVJwATxwK8P/ZA/4KZfspftveOPEnww+CuveILbxN4Vs4L7VfDvi7wlfaNe/YZziG8jhvIo2kgfjEgGPmX1GfavHPimDwN4J1jxtdaRf6hFo+lXF9JYaVaNPdXKxRtIYoYl5kkYLtVByzEAda/OX/gjN8UdY/ar/bL+LH7a37Rnwb+Jvg/4s+M9ATTdH8NeKPhlqek6V4V8JWV2Ba6el9dQpFe3sskouJSp7kIoVGoA/S+iiigAooooA+d/2zf+Cov7Jn7BOvWWh/tF6t4ps0uLOK8v9V0bwTqGo2Gj2ss/kRz311bwtFaI0gKr5jAnacCvoHTdSsNZ0631fS7tJ7W6gSa2njOVkjYBlYHuCCDX5lf8HF9hcfHP4XRfs3+B/gV+0Hr3xIisre/+GUvw90W7uPCesX819Bm21jYTaSpD9lRyl6oVVlJjJ3NX6SfD2LxPB4A0ODxrb2sWspo9surxWSgQpdCJfNWMDgIH3AY7YoA2KKKKACgkKCzEAAck0V4n/wAFG/CH7S3xC/Yj+Ivw/wD2QooX+IWvaA2naH52qJYlVnkSK4ZLhwVglFu0xSQg7X2nBxigBf2Nf+Cgv7L/AO3zF43u/wBmHxrca7a/D/xZN4d1+9fTpIYWvIxkmB3AE0ZHIkXgggjrXtdfmV/wb6/Cz9pL4J/Fv9pnwH8Vv2Jf+FQeF5PHuny+HrVfEZvreNodMtrUWlrJ9mhF7CsUSObxPlZ2ZNu5ST+mtABRRRQAV85/Er/gqB+zr8M/2qpv2OLnwh8Std8ZWb6UNVPhL4balqthpi6iSLWS6uraJorZGAcl5CABG5Jwpx9GV+S3/BVDwB8QtK/btfx/+wp4E/aZ0v8AaJ17xf4Qgh1vQbW7j8AatotsFE5v5Yv9Ekhjglukdbk+Ysmdg2tkgH600UUUAFFFFAHIfHz49fCX9mD4O6/8fPjr40tfD3hPwxYG71nVrvJSGPIUABQWdmZlRVUFmZgACSK5/wDZS/a4+E37ZHw8n+JHwks/Etna2l+bO8sPF3hS80a+gk8tJFLW93Gkmxo5EdXAKsGBBr53/wCDgn9nb4xftMf8Ey/E/gn4HaDrGra3pXiPQ9dk0jw6N2oXlpZahDPOtsv8c6xq0iJ/E0YABJAqj/wQ2t/2g4/h18WLn4iT/FhvhvP8Tpm+Cg+OD3TeJRo32aLzTcfbP9JERufN8sS/NgNj5cUAfctFFFAH/9k=", "image_prev": "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", "image_next": "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", "info": {"equation": "15*2=30", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "15*2=30", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bc38576de0c2f080caa6f9b16ac344ad1213947254eb67b598d9b0e4c061e848"} +{"episode": 72159, "episode_seed": 1680938686, "split": "train", "timestamp": "2025-10-28T03:49:49.526755", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1680938686, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 6, 2, 7])", "action": "('move', [3, 6, 2, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "17+0*9=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1T4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONIhbCRh/EInuCqnqC5GcceG3X7THxjf/gixGzftZa43ihrH+x5PDH/AAllrv8A7C+1G1EX2bHm7PsuF67tnPTmv2z+Ov7PvwX/AGmvAEnwu+PXw70/xPoEt1FctpupIxQTRklJFKkMrDJGQRwxHQkVlftC+FfB+i/sp+OPC9vodjaaPafD7UrRLNIljhhtVsZE8sAYCoEGMcAAV83mnDuLxWOrYqGIcFKK0V+i2eq0/wA3ofqGVeKWV4HhDKMmll8alTB4n20pO1prmcklo3zS5rSvpaEd9l+bf/Bqx4k+K978PPiv4X1WW9fwTY6rp02i+bH+4j1KSOb7WsbH+IxJasyjgZU8Fuf1qr5k/wCCY/g34DeBfAfi3Qv2a7HQIPCZ8QxS2v8AwjV6tzavM1pEJWEqu+9twwfmJG3HGAB9N16nDUXDI6Cbvpf723b5Hx/ibn9HijjrG5lSo+xjOS916NcsYxvJL7UrXl5t6vcK/Bn/AIOXfGXxqh/b38OaXquoanbaBo/hK0uvA7RAxxpM8rG4mhZesvmxoGb7w8uMdAuf3hvr6y0yym1LUryK3t7eJpbi4nkCJEijLMzHhQACSTwAK+NP+Cgngn9nH9qhPCnxAv8AT/DfjrTNG8H+INQ8L6va3qXlrFcpLZq0kUkLlJCHj2kEsMpgjiubi2HtMlnaVmnF+uqX639bHp+EnFVDgri6Ga4jDOtTUZwdrXi5RbTTeibs0/7rla+x9L/sxar8R9d/Zu+H+tfGGCeLxbeeCtLm8Tx3UAilXUGtI2uA6DhG80vlR0ORXc1DprFtOt2Y5JhQkn6Cpq+jpx5Kaje9lufm+KrLE4mdVRUVJt2Wyu72Xktkcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv52/+CR3xn+Jvhn9t29k8QfHTWfCVp4ksdQl8d6q+uR2T3Uqq8qGeS448z7Sy9t+XYdC1f0lV8dfsPfA34Q/Dv9pnXPHXgn4eadpus+LNN8Q3XiTUYY2Mt/MNYtyGcsTjl2OFwMt0r5PiXBVMXjsJGFRwbclddNL3Wq7WP1DgTjjA8NcI51llbCqrLFQioydtLNr3r9Fzc0bbTS73X45fGH4z/tGa5/wV2tvGfw++Jms+KfFemfES00/wPqqX0d7LcWYnCW0KNH+7kjaKQhgOGEj7uWav6Uq+J/2g/AX7OWo/8FFtF8ZeJ9M8Nv8AEbT7/wALp4ae6vUGopZm8PmNDAXBZPmly4Q4y3Ixx9sVfDGFnhKmKhObm1O131sr366u+voPxM4zwvFmX5PSo4T2H1fDqDdl72qXu2+wuW8ezlJebK/OX4pf8F8/Cfw6/wCCndv+x2PB1hL8PbLWU8O+JPFjpN9tt9YZmjZo1DBfs8UxjicFCx2SOpI2g/o1X48/tpf8EPPi/f8A/BRnUP2mvh9r9kngDX9dPia5vr26D3Fnq7M87WZiGGeKS5RSHGAsc23O5Bnr4jxWYYLCQrYbaMk5dfd/y7mXhXg+A8bjsdT4nlaPsJ+y1t+80+G29RL4E9G76N2Ppj/gsF/wWNuf+CcPibwd8Mvhr4F0zxJ4p1tf7U1m01gzLDa6SHaNSrRsv76WRHCnLKohYsp3LX2F8CvjN4K/aI+Dnhr44/Dq5ll0TxTo8Go6c08eyRUkUHY69nU5Vh6qeT1r8sf+CvP7Hfi//gpt8QPhD8Zv2dbVV8Ta1psPh3VtI1GV4ktVAuLqR2LqCn2Z/tSSZGW+XbkgA/qB+zJ8CPD/AOzD+z74Q/Z98LalcXtj4S0KDTor26/1lwUX55WA4G5yzbRwM4HSs8ox+Mx2aYmV70FZRfS67Pr5/IfFOB4Fwvh5lE8A/wDhRk5+3V3e1/trZWfL7O1rx5r3d7d1X4bf8HRnij4uj9qzwD4a1S5v4vBtp4M+1+HQFKwNqLXMq3bqw+9IES0B7qCuMbuf3Jr5D/4KoeBf2c/Hlz4EsP2jtP8ADlzZwWutS6DF4kvkgjbUNtmI1jDOokkILYj+bdz8pquK6bqZHVadrWfrqtDm8JOKKHB/HFDMa2HdZJTjyq3MuaLV436rZ/3Wz81P2/8A9pP4veL/APgmH8P4tQ/at1rxDrPicacnxF0CbxXa3BMZgeZRLBGPMQCaOEnPcAN1xX2r/wAGz3iP4r65+wJqGn+PJb2TQtL8bXdt4Me7jwoszHE8qRMeWjFy83sGLgdMD6Q/at0D4ca7+wRNpPxVtNNPh260vQY9d/tSZYbf7Mbyz8zzZCV2LjOWyMeoq7/wTt8P/DTwr+zlH4e+DdppcHhW21+/GhR6LMslr9nMu4NG6lg6kktuydxJOTmvKyzLa+A4ijGpXlUfsm7vtzWtq3p19T3M24/wWZeGFbJoYCNOU8W6nPFLlSacrLRPnS9xf9O9PI91qj4l8TeG/Bmg3firxh4hsdJ0uwhM19qWpXaQW9vGOrySOQqKPUkCr1fnH/wc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD9XmOM+oYGpiOW/Kr2/r8T8+4N4d/wBbOKcJlHtFTVaai5Pot3ZdXZWiursj9EdA1/QvFeiWnibwvrdpqWm6hbJcWGoWFys0FzC4DJJHIhKurAghgSCDkVbr8Wv+CNXx51iH9kVvD3xP/a/1Xwva6N4kuLTwvo7eNbSxWKx2RyHbHKC5Xz5JsE8dQOBX6tfs0+LNY8Z+HLvXrjXTqmnXLRy6dqInEqTh1JLRuPlZCNpBXjnivDyvinDZniYYeNOSlJO70srK/fbzsdfGHCNThPO8XgHWjUVGbipLqr6adHbdXdndX0PS6KKK+pPjgr+d/wDYx+Iv7WF1/wAF3dN13Vp9aPjbVPild2PjW3kt/wB5/Zvmul5FJH0WGO2jJA+6ixIV+6tf0QV8VeC/Av7OsH/BUDUPHuj6b4cPxNl8W3UOrzxXyPqa2H9gsE3w7y0cZCxAPsGfl5OefmOI6EqtbByUmv3sVp59flb8T9W8NOMcNwtgM5oVcJ7Z4nDSgnZPl3XvX+w+a8rdYxXmvtWiiivpz8pP5q/2dvjR+0XoX/BWabxh8RvifrXhTxVrHjm9sPiBqsl9HYzQ2xmYXUMjSfJEirGAF6L5aBeVWpf+Crvxo+LHiP8Abttr7w18cNa8VxeGYNNf4favFrUd9JbSFY5iYJLcYMgut/bflVHRVr+hLw9+y9+z54U+N+t/tJeHfhLo9p468R2S2mt+Jorf/SbuECMbWOcDIhiyQAW2DJOK+Yv+ClXgH9nLxP8AHHw1qXxe0vw3L4g0zwpLN4FXWL1Ipxdi6yxto2dfOcFYjgK2CFOBmvzPM+HMXgMBOrLEtrmT5dbO8kk3rvrd6b9T+pcv8bsmxXHOGzSGVLlhhHRcVy8ykk5Pl0+BW5F1VNydvsn138KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/S4rlikfy9VmqtWU0krtuy2V+i8kFfk3/wdS+I/izY/Cz4VeGdGkvU8E3+tahLr/kx/uJNRjjh+xpIw7+W92yqeDtY9VGP1krwX/goX8LPh38aPhR4e+HfxU8JWuuaHfeNLc3em3hYRylLW7dSShB4ZQeD2rxuIqbq5JXSdvdv92tvnax9p4b8RYbhPjfBZrXpe1hTk7x0v70XG6vpzRvzRvbVLVbnnH/BB7V/iXrH/BMH4dyfEyG4V7dLy30NrmARs+mJcyLbEAYyuwYVj1UKeRgn7BrzP9jnRtK8O/s0+FPD2g6dDZ2NhZS21laW6BY4IY55FRFA6KqgAD0FemV2ZZHky6jG97Rj+SPD4mzKnnPEeMx8Kapxq1ZzUVtFSk3b5XCvkr/guP4j+LHhf/gmT8SNQ+EEt7HeS2ttb6tNp8e6SPS5biOO8PHKoYWcOw6IzHgZI+ta4f8AaasbTU/2b/iBpuoW6zW9x4J1WKeJxw6NaShlPsQSKvH03WwVWmna8Wr9tCeHMzp5NxBhMfOmqkaNSE3F7SUZJ2+dj8yP+DVLWPiZL4D+Lmg30Vz/AMIbBq+mz6ZI0AEP9pvFKtyFfGS3kpaFlzwNh43c/rfXzp/wTv8AhB8Mfgb4d8ZfD34Q+CbLw/osOv288enWCtsEklnCXcliWYk45JPAA6ACvouvN4ag4ZHQV76X+9t/gfQeJfEWG4s44xma0KXsoVJK0dL+7GMbu2nNK3NK19W9XufHX/BebxJ8WPDH/BMnx5d/CWW9ikuHs7XxBNp8eZE0qWdUuckcqjKQjkfwO2eCTX5lf8ESvG3xC1XwD8V/A2seJbubwzovg68uNE0+WcGKyuZwPtLxjqm8RQE/w5TPXdn97PFHhjw9418Nah4O8W6Pb6jpWrWUtnqVhdxh4rmCVCkkbqeqsrEEehr5O/aB+BXwh/Zx8Jad8KPgd4BsPDfh6y8BeJJbbS9OQhFeSW1d3JYlmYsepJPQdABXhcW5XVqJ45VLRjFJx7+8vw1v6pfL6PhvjvA4Pw7xHCssKnVrVlUVXTRJRb8+ZcnKracs5aq1peqfsheO9S8d6SNTsvHT+JdHOlxLFrH9oLdJNKmEyJU+RmO1t2O45Gc17XVfSUSPS7dY0CjyE4Ax2FWK+qyvBTy/BqjOo5u7d3vq793+Z+VYqvHEVnNR5V2Ry/xuv/HOlfBfxfqnwwtnm8S23hfUJfDsMUIkaS+W2kMChW4YmQIMHg9K+Lv2O/iA958Y/gBonws8a3msRaj4J1SbxcHMc8smnfYoi91eE5aGX+047dCeCZWmQjKsF++a+O/2Gvgj8Jfht+01rnjzwL4AsNL1rxZpviG58Salbo3m38o1i2IZyxOOXY4XAyelePnVCU83wM1Jq0np8r/jaz8mfTZHmOX4fJcZRr0uadm4Oys3KMoe83qlDm54Wv7ys1rzR/J/9u3x1+1K/wDwXS1DVrZNVk8ZaR8UNPtfAlqbQMwskmj+wJFGflaN4mVvRvMdm5Zq/okr46+PnwT+EviL9vDTvjbrvgGwu/Fmh6x4VtNH12ZWM1pC94NypztGfMfnGfmODX2LT4eoOjisZeTf7zr6X+/X8D6XxH41wfFuW5PQoYZUXhcOqcmre89Fpb7C5bxT1TlL1ZXPfFW30q4+H2qLrLbYVtiysFBKuPuEA992K6GvE/2wPio3hjwncaPo1hLfXdpEJzZRDm5nbC29uDgnLyMo6cZBr0c8xVPCZXUlJX5lypd3LRL+uh+b4GlKtiopaWd2+yR53+yj4h8LeNP2uNdt9Rhc3Xhfw01r4deSKMxSzPLE2pPG28tvjD2ER+Rdu9xk7iB9YV8nXnwO1v8AZxvfh9qmhXS3Wq6DdJf6ndO6D+0ZLjcurLvMQA80zSSqAF+dYslQMj6wjkSVFljYMrAFWByCK8/hd+wwcsFNWqUnZrvfVP5/odOaLnrKvF3jNafLdC1+Gn/B0j4j+LE/7VHgPwnrcl6vgqDwUbrw/E0eLZ797mVbxlP8cgRbQHPKgr03c/uXXlf7Ufwo/Y/+KNl4Xi/a50TwfdwWPiOJ/Cf/AAlt7FAp1JgdkcJkdfNdwP8AVfMH2jKnAx357l88zy6VCM+Vtp3e2j6/1vY+x8K+LsPwRxnRzSthnXjGM48sUnJc0Wrxv1Wz/uuR8IfAHx94B+O/7LngLwz+01+1G3iS81bQ9Ml13wZrvjezNtd3SlHigmtE2lwJFjPkngsoDKeRX0//AMEvNP07w74e+J/gzwBZRW/gPSPiTNF4Pgs7dEtIGeztpdQhtinDRJfvcjjIWQyIMbdq+j/txeBPB3xA/Zm17wV408OW2o6Vqt9pVtqNjOpCTxPqdqGQlSDgj0INUf2BvAfg34YfAmX4ffD3w5baRomk+JdQg07TbNSI4I/NzgZJJySSSSSSSSSTXz2W5ZXy/iOMKleVR+zbu+3Na2706+pzY/iDD43IcUowcPbVbqmreyhdqXPHX49PZr3V7jfvO9j2uuR+PHhH4L+O/hBr/hT9omy0W48E3diR4ij8Q3CxWQgVg+6WR2UIFZVYNkbSoIIIFddX5x/8HNviT4saL+wtoml+B5b2Pw9qnjW3g8ZPaJlGgWKSSBJmHKxmdEPoXVAecA/VZnio4PL6laUeZRT07+vl38jzeB8jq8ScXYLLaVb2MqtSKU9nG2t47e9p7uq962qPvP4OeDvg/wCD/hV4f8M/A7StGh8H2elQp4cTRHSW0NptzG0TqSJFYHdvyd2d2STmuoVVUBVUADoAK/Fv/gjV8edYh/ZFbw98T/2v9V8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8q4nwuY4inhoUpRbXlyqyvp5dFouh18a8LYnhriDG4SrXVV0qklz3d5a7u/2tfeV3Z31e56XRRRX1R8UFfzt/sceOv2pdT/4LxaR4j19NWl8c3nxWu7XxbFcWgMsdhvkivEZDwkUdoHAxwiIu3oK/okr488JfBP4S6b/wUXuPjvY+AdPj8Y6j42vLC98QhGNxLbLoLgR8naBhEGQATtGTXzHEdB1a2DkpNfvYrTz6/K34n6n4b8a4PhPAZxQr4ZVXisPKEW7e69VZ3+w+a8ktW4x06r7Dooor6c/LAr+fv/g4g8XfHR/+Cn4sNRm1RLLRdF0l/hxGsB2hGjSR5IAB+8Y3omUtgktGF6Kor+gSvjj/AIKKfBP4TfE/4u6X4x+IPgKw1fU/Cng17vw5eXiszWE5uifMQAhScoh+YHBUEV8zxbRdXJ21K1pRfrrb9b/I/UPCPjHB8EcWPMMTh/bRlSqQtpdNpNNX015eV/3ZS32f1R8KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK+liuWKR+Z1ZqrVlNJK7bstlfovJBXn37SOkDU/BFpcHTBcGx1WO4V9pJgOyRN4x7OV54wxr0GiuXH4T69gqmH5uXmTV+xWHq+wrRqWvZ3OX+C3hI+B/hbo3hljLugti7CfG8NI7SEHAGMFyMe1dRRRW1CkqFGNNfZSX3KxnOTnNy7hWL8SNLGufD7XNEfTlvFvNJuIJLVwcTK8bKycc8gkcVtUU6sPa0pQva6a+8IS5JKXY8x/Zj8Jtomh6x4ikEytrOopJtlGBiKFIgV4zg7ffmvTqKK58vwawGCp4dO/KrX7mmIrPEV5VLWuFeNftVeBX8bXWm6cNLdjfadd6Yt5ApMiLcbA6DqB9xWGR/CewNey0VnmmAWZ4KWHcuVO2vo0/0KwuIeFrqole1/yGW0It7eO3UkhECgn2GKfRRXoHOcv8br/wAc6V8F/F+qfDC2ebxLbeF9Ql8OwxQiRpL5baQwKFbhiZAgweD0r83rP43+FvDdz8AbHwp+0zfaBFq/hq/fxBqa+ILW2ubqz+wo0kt1LNkxynUY4VYcEy+cpHyMF/UmuB+Fn7Lf7PPwS8ZeKfiF8KPhHo2ha142vvtninUbG2xJqM++R975JA+eWRsLgEuTjNfO53kuIzWvRnTrOnyX2vfXqtVr032Pq8izvLMuy3EUcTR55yu4aRs24yhabeqUebnhZP3lZpX5o/PvwEj8G/FnxraN4W+LsnjSe312xvdU1Zdfg1GeMW0qzRRyPF8qJ+7IAIBO5sHJ4+wKbHDDDnyolXPXauKdXVk2VSyqlOMqrqOTu2/RLu/zPAxmLWLnFqPKkrWCuYvfhdpN78RIfiFJdv5kSDdbbBtaQLtV89eB29QPoenor0MRhcPilFVY35WpLya2Zz06tSk24O11b5M5r4jfDTTviNBaRXt/JbtaTFg8aBiyNjcvPTOBz29DXRQQxW0CW8K7UjQKijsAMCn0U4YXD0q860Y2lO133tsEqtSVNQb0W3zCvw2/4OjPFHxdH7VngHwzqd1fxeDbXwZ9s8OKFKwNqLXMq3bqw+9IqJaA91BXGN3P7k1wnxx/Zj+AP7S1votp8efhTpHimPw7qi6joqarAXFrcgY3rgjIIxlTlWwMg4FcGd5dUzTL5YeEuVtp+Wj6/wBbn33hfxlg+A+MKWb4qh7WEYzi0rcy5otXjfS/R/3Wz4N/ZZ+Otl8RfgD8P7344ftiXer+I9R0bT7jV/D+r+ObMrNffI6I9uuH3iQRsEzncBnnIr7z/Z28JN4T+HIWQTB9R1G5v3SYYKmV84AwOMAEZ9a7b7Jahtwto8567BUlcOVZDWy/GPEVcQ6j5eXVbK6e7b7HzGb5vTzOrUnToxpKc3Lljsrt6JWWivZeSCuf+Knwr+Hfxu+H2qfCr4s+EbPXvDutW4h1TSb9C0VwgYMAcEEEMqsCCCCoIIIroKK+jlGM4uMldM8ijWq4erGrSk4yi0007NNapprVNPVNbGD8Ovhf8PfhL4G0r4afDbwhY6PoOiWSWmlaZZwgR28KjhRnJPqSSSSSSSSTW6qqoCqoAHQAUtFEYxikkrJCq1alepKpUk5Sk2227tt6ttvdvqwooopkBXi+l/D83X7Tp1s6ZJbCw1ObVGaFTsmZ7N7UMxOc5WTtjlPYivaKK8/HYBY6dGTlb2c1P1tfQ6KGIdBTSV+ZNfeFFFFegc4V4t+0x8PB458Xadpg0yQHVdOOnte26nzNhkJZcnKjaDuGR3JPAr2mivPzPALMsI6Dlyq6d/RpnRhcQ8NV9olff8UFFFFegc4UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeP/ALZv7dX7OX7BHw+0/wCJP7R3ii+sbHVtUNhplrpGjXGoXdzKsMk8rJBbo0hSKCGWaR8bUSNmJFewV8D/APBbjw58S9A8RfBv9o/wf8FvFfj3SPB6+NdG1zQ/BeiSalfJNrfhm70+ym+zx5YxfaSkTv0jWfceAaAPunwr4o8PeOPC+m+NfCOsQajpOsWEN7peoWr7orm3lQSRyoe6sjKwPoav15F/wT/+E3jP4DfsLfBz4J/EWPZr/hP4YaFpOtxbw3lXdvYQxSx5HBCurLnvtr12gArmfjN8XvA3wC+FWv8Axn+Jd/cW2g+G9NkvtTmtLGW5lESDJEcUSs8jk4CqoJJIArpq5D4/fEDSvhX8E/FPxD1vRNa1K10nRLieew8OaNNqN9OAhG2C2gVpJnOeEUEmgCL9nb4+fDn9qT4HeF/2h/hFfXVz4Z8X6RFqWiT3tm9vK8En3S8b/Mh46Hmu0r5F/wCCFOvale/8EtfhR4N8QfD7xb4Y1jwf4fj0HXNJ8ZeF7rSbpLuBVZykVyiNJF+8G2UDaxDAHIOPrqgApJJEijaWRgFUEsT2FLSSOI42kYEhQSQBkmgDxL9kr/goV+zH+2v4j8W+DvgZ4i1h9W8FS239t6X4g8N3ml3H2e5Dm2vIo7qNGmtphHIY5lBVtpx2z7dXwF/wSH+LOoftPftQfHv9rD4r/CD4jeDvHPiq8sdL0zQfGPw91DSLTSPCunS3MOm28VzcxJHd3MzSXF3P5ZIQ3CIOEyfv2gAooooA8Ruv+ChX7NGn/tj2X7C2pazrtr471OKY6W114XvI9Lvp4bVbyW0hv2jFvLcJbssrRK5ZVPODxXt1fnt8Z9O8U/E3/guj8HfFPwu+D/xcjvfANvrVl8Q9a8S6Vcf8IZHoU2kOYLvTZZC1uL2S7lhhLwbZisciSDaor9CaACiiigDyz9rD9sv4BfsVeE/DvjL9oDxVLplp4r8Y2HhfQUtrN7iW71K8crDEqICcfKzM3RVUk16nX5ff8HB/wS/bY+JPibwF8QPgX+y8vxN8KeE5dGazhtPEwtbrStck8T6XK9x9lWCWS4Vra0S3Mw2rbRXNzK25VZa/TvTpr240+CfUbNbe4eFWnt1l3iJyAWUNgbsHIzgZxQBNRRRQB5p+1h+1d8K/2NPhQPjF8XrbXrjTZNastJtbLwxoE+qX93eXcwhghhtrdWkld3YKAoJ5rqfhJ8S9H+Mnw00T4p+H9E1vTbLXdPS7trDxJo02nX8CMOEntp1WSBx3RwCK8K/4Kw+EPhD4y/ZQ+yfHHwd8XdY8P2PivTNRkPwPtbiXxDY3FvKZbe6hFt+/VUmWPLw/OpKnhQxGp/wSmX9pNP8Agnf8J1/a8bWT8Qv+EYX+3j4kbOpbfOk+zfaz1+0/ZvI83PPmb885oA+g6KKKAK2s6xpXh7SLvxBruoQ2ljY20lxeXdxIFjhiRSzuzHgKFBJPYCvLv2Qf22PgP+3J4EvviT+z/f63c6RZX4t1udb8NXem/a0aNZIrq3FzGhntpUYNHMmUcZweCKu/trfDXxf8Z/2N/iz8H/h8R/b3ir4aa7pGiZfaDd3OnzwwjJ6fO6818f8A/BvR4a/aH8I/Bbxv4e+Jum/Fmx8F2Nx4etPBWnfGVZ11S1votDtY9bjgW4/eJYLqCusCj90FVvL+TFAH6G0UUUAFfPnwj/4KXfs8/GT9rLVP2LNE8NfEHSPHGmWOo33leKfh9qGmWd7a2VyltPcW1zcRrHcReZIgWSMlXDAgnIr6Dr5Q/Zz8D+M/iN/wVQ+Pn7TfjTwnqlhpPhPwv4f+G/w/utS0+WBL2BUfVtUubcyKBLE1zd28PmJlS1mRnKmgD6vooooAK8C+NX/BTD9kj9n79qHwz+yD8S/Gep23jHxQ+npara+H7q4sbJ7+eS3sEu7uNDFatczRSRxCRgXZSBXvtflB/wAFI/g38cfFX/BZr4f+N/DvwJ8davNHqHw7bwDrOgaFJN4ZltbTWr+bX312VR5Xm21rLHLaGc7o3fdD8xNAH6v0UUUAf//Z", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1T4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONIhbCRh/EInuCqnqC5GcceG3X7THxjf/gixGzftZa43ihrH+x5PDH/AAllrv8A7C+1G1EX2bHm7PsuF67tnPTmv2z+Ov7PvwX/AGmvAEnwu+PXw70/xPoEt1FctpupIxQTRklJFKkMrDJGQRwxHQkVlftC+FfB+i/sp+OPC9vodjaaPafD7UrRLNIljhhtVsZE8sAYCoEGMcAAV83mnDuLxWOrYqGIcFKK0V+i2eq0/wA3ofqGVeKWV4HhDKMmll8alTB4n20pO1prmcklo3zS5rSvpaEd9l+bf/Bqx4k+K978PPiv4X1WW9fwTY6rp02i+bH+4j1KSOb7WsbH+IxJasyjgZU8Fuf1qr5k/wCCY/g34DeBfAfi3Qv2a7HQIPCZ8QxS2v8AwjV6tzavM1pEJWEqu+9twwfmJG3HGAB9N16nDUXDI6Cbvpf723b5Hx/ibn9HijjrG5lSo+xjOS916NcsYxvJL7UrXl5t6vcK/Bn/AIOXfGXxqh/b38OaXquoanbaBo/hK0uvA7RAxxpM8rG4mhZesvmxoGb7w8uMdAuf3hvr6y0yym1LUryK3t7eJpbi4nkCJEijLMzHhQACSTwAK+NP+Cgngn9nH9qhPCnxAv8AT/DfjrTNG8H+INQ8L6va3qXlrFcpLZq0kUkLlJCHj2kEsMpgjiubi2HtMlnaVmnF+uqX639bHp+EnFVDgri6Ga4jDOtTUZwdrXi5RbTTeibs0/7rla+x9L/sxar8R9d/Zu+H+tfGGCeLxbeeCtLm8Tx3UAilXUGtI2uA6DhG80vlR0ORXc1DprFtOt2Y5JhQkn6Cpq+jpx5Kaje9lufm+KrLE4mdVRUVJt2Wyu72Xktkcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv52/+CR3xn+Jvhn9t29k8QfHTWfCVp4ksdQl8d6q+uR2T3Uqq8qGeS448z7Sy9t+XYdC1f0lV8dfsPfA34Q/Dv9pnXPHXgn4eadpus+LNN8Q3XiTUYY2Mt/MNYtyGcsTjl2OFwMt0r5PiXBVMXjsJGFRwbclddNL3Wq7WP1DgTjjA8NcI51llbCqrLFQioydtLNr3r9Fzc0bbTS73X45fGH4z/tGa5/wV2tvGfw++Jms+KfFemfES00/wPqqX0d7LcWYnCW0KNH+7kjaKQhgOGEj7uWav6Uq+J/2g/AX7OWo/8FFtF8ZeJ9M8Nv8AEbT7/wALp4ae6vUGopZm8PmNDAXBZPmly4Q4y3Ixx9sVfDGFnhKmKhObm1O131sr366u+voPxM4zwvFmX5PSo4T2H1fDqDdl72qXu2+wuW8ezlJebK/OX4pf8F8/Cfw6/wCCndv+x2PB1hL8PbLWU8O+JPFjpN9tt9YZmjZo1DBfs8UxjicFCx2SOpI2g/o1X48/tpf8EPPi/f8A/BRnUP2mvh9r9kngDX9dPia5vr26D3Fnq7M87WZiGGeKS5RSHGAsc23O5Bnr4jxWYYLCQrYbaMk5dfd/y7mXhXg+A8bjsdT4nlaPsJ+y1t+80+G29RL4E9G76N2Ppj/gsF/wWNuf+CcPibwd8Mvhr4F0zxJ4p1tf7U1m01gzLDa6SHaNSrRsv76WRHCnLKohYsp3LX2F8CvjN4K/aI+Dnhr44/Dq5ll0TxTo8Go6c08eyRUkUHY69nU5Vh6qeT1r8sf+CvP7Hfi//gpt8QPhD8Zv2dbVV8Ta1psPh3VtI1GV4ktVAuLqR2LqCn2Z/tSSZGW+XbkgA/qB+zJ8CPD/AOzD+z74Q/Z98LalcXtj4S0KDTor26/1lwUX55WA4G5yzbRwM4HSs8ox+Mx2aYmV70FZRfS67Pr5/IfFOB4Fwvh5lE8A/wDhRk5+3V3e1/trZWfL7O1rx5r3d7d1X4bf8HRnij4uj9qzwD4a1S5v4vBtp4M+1+HQFKwNqLXMq3bqw+9IES0B7qCuMbuf3Jr5D/4KoeBf2c/Hlz4EsP2jtP8ADlzZwWutS6DF4kvkgjbUNtmI1jDOokkILYj+bdz8pquK6bqZHVadrWfrqtDm8JOKKHB/HFDMa2HdZJTjyq3MuaLV436rZ/3Wz81P2/8A9pP4veL/APgmH8P4tQ/at1rxDrPicacnxF0CbxXa3BMZgeZRLBGPMQCaOEnPcAN1xX2r/wAGz3iP4r65+wJqGn+PJb2TQtL8bXdt4Me7jwoszHE8qRMeWjFy83sGLgdMD6Q/at0D4ca7+wRNpPxVtNNPh260vQY9d/tSZYbf7Mbyz8zzZCV2LjOWyMeoq7/wTt8P/DTwr+zlH4e+DdppcHhW21+/GhR6LMslr9nMu4NG6lg6kktuydxJOTmvKyzLa+A4ijGpXlUfsm7vtzWtq3p19T3M24/wWZeGFbJoYCNOU8W6nPFLlSacrLRPnS9xf9O9PI91qj4l8TeG/Bmg3firxh4hsdJ0uwhM19qWpXaQW9vGOrySOQqKPUkCr1fnH/wc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD9XmOM+oYGpiOW/Kr2/r8T8+4N4d/wBbOKcJlHtFTVaai5Pot3ZdXZWiursj9EdA1/QvFeiWnibwvrdpqWm6hbJcWGoWFys0FzC4DJJHIhKurAghgSCDkVbr8Wv+CNXx51iH9kVvD3xP/a/1Xwva6N4kuLTwvo7eNbSxWKx2RyHbHKC5Xz5JsE8dQOBX6tfs0+LNY8Z+HLvXrjXTqmnXLRy6dqInEqTh1JLRuPlZCNpBXjnivDyvinDZniYYeNOSlJO70srK/fbzsdfGHCNThPO8XgHWjUVGbipLqr6adHbdXdndX0PS6KKK+pPjgr+d/wDYx+Iv7WF1/wAF3dN13Vp9aPjbVPild2PjW3kt/wB5/Zvmul5FJH0WGO2jJA+6ixIV+6tf0QV8VeC/Av7OsH/BUDUPHuj6b4cPxNl8W3UOrzxXyPqa2H9gsE3w7y0cZCxAPsGfl5OefmOI6EqtbByUmv3sVp59flb8T9W8NOMcNwtgM5oVcJ7Z4nDSgnZPl3XvX+w+a8rdYxXmvtWiiivpz8pP5q/2dvjR+0XoX/BWabxh8RvifrXhTxVrHjm9sPiBqsl9HYzQ2xmYXUMjSfJEirGAF6L5aBeVWpf+Crvxo+LHiP8Abttr7w18cNa8VxeGYNNf4favFrUd9JbSFY5iYJLcYMgut/bflVHRVr+hLw9+y9+z54U+N+t/tJeHfhLo9p468R2S2mt+Jorf/SbuECMbWOcDIhiyQAW2DJOK+Yv+ClXgH9nLxP8AHHw1qXxe0vw3L4g0zwpLN4FXWL1Ipxdi6yxto2dfOcFYjgK2CFOBmvzPM+HMXgMBOrLEtrmT5dbO8kk3rvrd6b9T+pcv8bsmxXHOGzSGVLlhhHRcVy8ykk5Pl0+BW5F1VNydvsn138KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/S4rlikfy9VmqtWU0krtuy2V+i8kFfk3/wdS+I/izY/Cz4VeGdGkvU8E3+tahLr/kx/uJNRjjh+xpIw7+W92yqeDtY9VGP1krwX/goX8LPh38aPhR4e+HfxU8JWuuaHfeNLc3em3hYRylLW7dSShB4ZQeD2rxuIqbq5JXSdvdv92tvnax9p4b8RYbhPjfBZrXpe1hTk7x0v70XG6vpzRvzRvbVLVbnnH/BB7V/iXrH/BMH4dyfEyG4V7dLy30NrmARs+mJcyLbEAYyuwYVj1UKeRgn7BrzP9jnRtK8O/s0+FPD2g6dDZ2NhZS21laW6BY4IY55FRFA6KqgAD0FemV2ZZHky6jG97Rj+SPD4mzKnnPEeMx8Kapxq1ZzUVtFSk3b5XCvkr/guP4j+LHhf/gmT8SNQ+EEt7HeS2ttb6tNp8e6SPS5biOO8PHKoYWcOw6IzHgZI+ta4f8AaasbTU/2b/iBpuoW6zW9x4J1WKeJxw6NaShlPsQSKvH03WwVWmna8Wr9tCeHMzp5NxBhMfOmqkaNSE3F7SUZJ2+dj8yP+DVLWPiZL4D+Lmg30Vz/AMIbBq+mz6ZI0AEP9pvFKtyFfGS3kpaFlzwNh43c/rfXzp/wTv8AhB8Mfgb4d8ZfD34Q+CbLw/osOv288enWCtsEklnCXcliWYk45JPAA6ACvouvN4ag4ZHQV76X+9t/gfQeJfEWG4s44xma0KXsoVJK0dL+7GMbu2nNK3NK19W9XufHX/BebxJ8WPDH/BMnx5d/CWW9ikuHs7XxBNp8eZE0qWdUuckcqjKQjkfwO2eCTX5lf8ESvG3xC1XwD8V/A2seJbubwzovg68uNE0+WcGKyuZwPtLxjqm8RQE/w5TPXdn97PFHhjw9418Nah4O8W6Pb6jpWrWUtnqVhdxh4rmCVCkkbqeqsrEEehr5O/aB+BXwh/Zx8Jad8KPgd4BsPDfh6y8BeJJbbS9OQhFeSW1d3JYlmYsepJPQdABXhcW5XVqJ45VLRjFJx7+8vw1v6pfL6PhvjvA4Pw7xHCssKnVrVlUVXTRJRb8+ZcnKracs5aq1peqfsheO9S8d6SNTsvHT+JdHOlxLFrH9oLdJNKmEyJU+RmO1t2O45Gc17XVfSUSPS7dY0CjyE4Ax2FWK+qyvBTy/BqjOo5u7d3vq793+Z+VYqvHEVnNR5V2Ry/xuv/HOlfBfxfqnwwtnm8S23hfUJfDsMUIkaS+W2kMChW4YmQIMHg9K+Lv2O/iA958Y/gBonws8a3msRaj4J1SbxcHMc8smnfYoi91eE5aGX+047dCeCZWmQjKsF++a+O/2Gvgj8Jfht+01rnjzwL4AsNL1rxZpviG58Salbo3m38o1i2IZyxOOXY4XAyelePnVCU83wM1Jq0np8r/jaz8mfTZHmOX4fJcZRr0uadm4Oys3KMoe83qlDm54Wv7ys1rzR/J/9u3x1+1K/wDwXS1DVrZNVk8ZaR8UNPtfAlqbQMwskmj+wJFGflaN4mVvRvMdm5Zq/okr46+PnwT+EviL9vDTvjbrvgGwu/Fmh6x4VtNH12ZWM1pC94NypztGfMfnGfmODX2LT4eoOjisZeTf7zr6X+/X8D6XxH41wfFuW5PQoYZUXhcOqcmre89Fpb7C5bxT1TlL1ZXPfFW30q4+H2qLrLbYVtiysFBKuPuEA992K6GvE/2wPio3hjwncaPo1hLfXdpEJzZRDm5nbC29uDgnLyMo6cZBr0c8xVPCZXUlJX5lypd3LRL+uh+b4GlKtiopaWd2+yR53+yj4h8LeNP2uNdt9Rhc3Xhfw01r4deSKMxSzPLE2pPG28tvjD2ER+Rdu9xk7iB9YV8nXnwO1v8AZxvfh9qmhXS3Wq6DdJf6ndO6D+0ZLjcurLvMQA80zSSqAF+dYslQMj6wjkSVFljYMrAFWByCK8/hd+wwcsFNWqUnZrvfVP5/odOaLnrKvF3jNafLdC1+Gn/B0j4j+LE/7VHgPwnrcl6vgqDwUbrw/E0eLZ797mVbxlP8cgRbQHPKgr03c/uXXlf7Ufwo/Y/+KNl4Xi/a50TwfdwWPiOJ/Cf/AAlt7FAp1JgdkcJkdfNdwP8AVfMH2jKnAx357l88zy6VCM+Vtp3e2j6/1vY+x8K+LsPwRxnRzSthnXjGM48sUnJc0Wrxv1Wz/uuR8IfAHx94B+O/7LngLwz+01+1G3iS81bQ9Ml13wZrvjezNtd3SlHigmtE2lwJFjPkngsoDKeRX0//AMEvNP07w74e+J/gzwBZRW/gPSPiTNF4Pgs7dEtIGeztpdQhtinDRJfvcjjIWQyIMbdq+j/txeBPB3xA/Zm17wV408OW2o6Vqt9pVtqNjOpCTxPqdqGQlSDgj0INUf2BvAfg34YfAmX4ffD3w5baRomk+JdQg07TbNSI4I/NzgZJJySSSSSSSSSTXz2W5ZXy/iOMKleVR+zbu+3Na2706+pzY/iDD43IcUowcPbVbqmreyhdqXPHX49PZr3V7jfvO9j2uuR+PHhH4L+O/hBr/hT9omy0W48E3diR4ij8Q3CxWQgVg+6WR2UIFZVYNkbSoIIIFddX5x/8HNviT4saL+wtoml+B5b2Pw9qnjW3g8ZPaJlGgWKSSBJmHKxmdEPoXVAecA/VZnio4PL6laUeZRT07+vl38jzeB8jq8ScXYLLaVb2MqtSKU9nG2t47e9p7uq962qPvP4OeDvg/wCD/hV4f8M/A7StGh8H2elQp4cTRHSW0NptzG0TqSJFYHdvyd2d2STmuoVVUBVUADoAK/Fv/gjV8edYh/ZFbw98T/2v9V8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8q4nwuY4inhoUpRbXlyqyvp5dFouh18a8LYnhriDG4SrXVV0qklz3d5a7u/2tfeV3Z31e56XRRRX1R8UFfzt/sceOv2pdT/4LxaR4j19NWl8c3nxWu7XxbFcWgMsdhvkivEZDwkUdoHAxwiIu3oK/okr488JfBP4S6b/wUXuPjvY+AdPj8Y6j42vLC98QhGNxLbLoLgR8naBhEGQATtGTXzHEdB1a2DkpNfvYrTz6/K34n6n4b8a4PhPAZxQr4ZVXisPKEW7e69VZ3+w+a8ktW4x06r7Dooor6c/LAr+fv/g4g8XfHR/+Cn4sNRm1RLLRdF0l/hxGsB2hGjSR5IAB+8Y3omUtgktGF6Kor+gSvjj/AIKKfBP4TfE/4u6X4x+IPgKw1fU/Cng17vw5eXiszWE5uifMQAhScoh+YHBUEV8zxbRdXJ21K1pRfrrb9b/I/UPCPjHB8EcWPMMTh/bRlSqQtpdNpNNX015eV/3ZS32f1R8KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK+liuWKR+Z1ZqrVlNJK7bstlfovJBXn37SOkDU/BFpcHTBcGx1WO4V9pJgOyRN4x7OV54wxr0GiuXH4T69gqmH5uXmTV+xWHq+wrRqWvZ3OX+C3hI+B/hbo3hljLugti7CfG8NI7SEHAGMFyMe1dRRRW1CkqFGNNfZSX3KxnOTnNy7hWL8SNLGufD7XNEfTlvFvNJuIJLVwcTK8bKycc8gkcVtUU6sPa0pQva6a+8IS5JKXY8x/Zj8Jtomh6x4ikEytrOopJtlGBiKFIgV4zg7ffmvTqKK58vwawGCp4dO/KrX7mmIrPEV5VLWuFeNftVeBX8bXWm6cNLdjfadd6Yt5ApMiLcbA6DqB9xWGR/CewNey0VnmmAWZ4KWHcuVO2vo0/0KwuIeFrqole1/yGW0It7eO3UkhECgn2GKfRRXoHOcv8br/wAc6V8F/F+qfDC2ebxLbeF9Ql8OwxQiRpL5baQwKFbhiZAgweD0r83rP43+FvDdz8AbHwp+0zfaBFq/hq/fxBqa+ILW2ubqz+wo0kt1LNkxynUY4VYcEy+cpHyMF/UmuB+Fn7Lf7PPwS8ZeKfiF8KPhHo2ha142vvtninUbG2xJqM++R975JA+eWRsLgEuTjNfO53kuIzWvRnTrOnyX2vfXqtVr032Pq8izvLMuy3EUcTR55yu4aRs24yhabeqUebnhZP3lZpX5o/PvwEj8G/FnxraN4W+LsnjSe312xvdU1Zdfg1GeMW0qzRRyPF8qJ+7IAIBO5sHJ4+wKbHDDDnyolXPXauKdXVk2VSyqlOMqrqOTu2/RLu/zPAxmLWLnFqPKkrWCuYvfhdpN78RIfiFJdv5kSDdbbBtaQLtV89eB29QPoenor0MRhcPilFVY35WpLya2Zz06tSk24O11b5M5r4jfDTTviNBaRXt/JbtaTFg8aBiyNjcvPTOBz29DXRQQxW0CW8K7UjQKijsAMCn0U4YXD0q860Y2lO133tsEqtSVNQb0W3zCvw2/4OjPFHxdH7VngHwzqd1fxeDbXwZ9s8OKFKwNqLXMq3bqw+9IqJaA91BXGN3P7k1wnxx/Zj+AP7S1votp8efhTpHimPw7qi6joqarAXFrcgY3rgjIIxlTlWwMg4FcGd5dUzTL5YeEuVtp+Wj6/wBbn33hfxlg+A+MKWb4qh7WEYzi0rcy5otXjfS/R/3Wz4N/ZZ+Otl8RfgD8P7344ftiXer+I9R0bT7jV/D+r+ObMrNffI6I9uuH3iQRsEzncBnnIr7z/Z28JN4T+HIWQTB9R1G5v3SYYKmV84AwOMAEZ9a7b7Jahtwto8567BUlcOVZDWy/GPEVcQ6j5eXVbK6e7b7HzGb5vTzOrUnToxpKc3Lljsrt6JWWivZeSCuf+Knwr+Hfxu+H2qfCr4s+EbPXvDutW4h1TSb9C0VwgYMAcEEEMqsCCCCoIIIroKK+jlGM4uMldM8ijWq4erGrSk4yi0007NNapprVNPVNbGD8Ovhf8PfhL4G0r4afDbwhY6PoOiWSWmlaZZwgR28KjhRnJPqSSSSSSSSTW6qqoCqoAHQAUtFEYxikkrJCq1alepKpUk5Sk2227tt6ttvdvqwooopkBXi+l/D83X7Tp1s6ZJbCw1ObVGaFTsmZ7N7UMxOc5WTtjlPYivaKK8/HYBY6dGTlb2c1P1tfQ6KGIdBTSV+ZNfeFFFFegc4V4t+0x8PB458Xadpg0yQHVdOOnte26nzNhkJZcnKjaDuGR3JPAr2mivPzPALMsI6Dlyq6d/RpnRhcQ8NV9olff8UFFFFegc4UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeP/ALZv7dX7OX7BHw+0/wCJP7R3ii+sbHVtUNhplrpGjXGoXdzKsMk8rJBbo0hSKCGWaR8bUSNmJFewV8D/APBbjw58S9A8RfBv9o/wf8FvFfj3SPB6+NdG1zQ/BeiSalfJNrfhm70+ym+zx5YxfaSkTv0jWfceAaAPunwr4o8PeOPC+m+NfCOsQajpOsWEN7peoWr7orm3lQSRyoe6sjKwPoav15F/wT/+E3jP4DfsLfBz4J/EWPZr/hP4YaFpOtxbw3lXdvYQxSx5HBCurLnvtr12gArmfjN8XvA3wC+FWv8Axn+Jd/cW2g+G9NkvtTmtLGW5lESDJEcUSs8jk4CqoJJIArpq5D4/fEDSvhX8E/FPxD1vRNa1K10nRLieew8OaNNqN9OAhG2C2gVpJnOeEUEmgCL9nb4+fDn9qT4HeF/2h/hFfXVz4Z8X6RFqWiT3tm9vK8En3S8b/Mh46Hmu0r5F/wCCFOvale/8EtfhR4N8QfD7xb4Y1jwf4fj0HXNJ8ZeF7rSbpLuBVZykVyiNJF+8G2UDaxDAHIOPrqgApJJEijaWRgFUEsT2FLSSOI42kYEhQSQBkmgDxL9kr/goV+zH+2v4j8W+DvgZ4i1h9W8FS239t6X4g8N3ml3H2e5Dm2vIo7qNGmtphHIY5lBVtpx2z7dXwF/wSH+LOoftPftQfHv9rD4r/CD4jeDvHPiq8sdL0zQfGPw91DSLTSPCunS3MOm28VzcxJHd3MzSXF3P5ZIQ3CIOEyfv2gAooooA8Ruv+ChX7NGn/tj2X7C2pazrtr471OKY6W114XvI9Lvp4bVbyW0hv2jFvLcJbssrRK5ZVPODxXt1fnt8Z9O8U/E3/guj8HfFPwu+D/xcjvfANvrVl8Q9a8S6Vcf8IZHoU2kOYLvTZZC1uL2S7lhhLwbZisciSDaor9CaACiiigDyz9rD9sv4BfsVeE/DvjL9oDxVLplp4r8Y2HhfQUtrN7iW71K8crDEqICcfKzM3RVUk16nX5ff8HB/wS/bY+JPibwF8QPgX+y8vxN8KeE5dGazhtPEwtbrStck8T6XK9x9lWCWS4Vra0S3Mw2rbRXNzK25VZa/TvTpr240+CfUbNbe4eFWnt1l3iJyAWUNgbsHIzgZxQBNRRRQB5p+1h+1d8K/2NPhQPjF8XrbXrjTZNastJtbLwxoE+qX93eXcwhghhtrdWkld3YKAoJ5rqfhJ8S9H+Mnw00T4p+H9E1vTbLXdPS7trDxJo02nX8CMOEntp1WSBx3RwCK8K/4Kw+EPhD4y/ZQ+yfHHwd8XdY8P2PivTNRkPwPtbiXxDY3FvKZbe6hFt+/VUmWPLw/OpKnhQxGp/wSmX9pNP8Agnf8J1/a8bWT8Qv+EYX+3j4kbOpbfOk+zfaz1+0/ZvI83PPmb885oA+g6KKKAK2s6xpXh7SLvxBruoQ2ljY20lxeXdxIFjhiRSzuzHgKFBJPYCvLv2Qf22PgP+3J4EvviT+z/f63c6RZX4t1udb8NXem/a0aNZIrq3FzGhntpUYNHMmUcZweCKu/trfDXxf8Z/2N/iz8H/h8R/b3ir4aa7pGiZfaDd3OnzwwjJ6fO6818f8A/BvR4a/aH8I/Bbxv4e+Jum/Fmx8F2Nx4etPBWnfGVZ11S1votDtY9bjgW4/eJYLqCusCj90FVvL+TFAH6G0UUUAFfPnwj/4KXfs8/GT9rLVP2LNE8NfEHSPHGmWOo33leKfh9qGmWd7a2VyltPcW1zcRrHcReZIgWSMlXDAgnIr6Dr5Q/Zz8D+M/iN/wVQ+Pn7TfjTwnqlhpPhPwv4f+G/w/utS0+WBL2BUfVtUubcyKBLE1zd28PmJlS1mRnKmgD6vooooAK8C+NX/BTD9kj9n79qHwz+yD8S/Gep23jHxQ+npara+H7q4sbJ7+eS3sEu7uNDFatczRSRxCRgXZSBXvtflB/wAFI/g38cfFX/BZr4f+N/DvwJ8davNHqHw7bwDrOgaFJN4ZltbTWr+bX312VR5Xm21rLHLaGc7o3fdD8xNAH6v0UUUAf//Z", "image_next": "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", "info": {"equation": "17+0*9=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "efec1eff98f67ac2f56e0e92b3ca16f4d5f788af6c409953a01cec5e1a787ce0"} +{"episode": 72160, "episode_seed": 2690253683, "split": "train", "timestamp": "2025-10-28T03:49:49.581231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2690253683, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [7, 0, 2, 0])", "action": "('move', [7, 0, 2, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "247/13=19", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "247/13=19", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6a31bcfa7edaaa098dd0e0c201b7eba44577f4a376c34248897453175ec78077"} +{"episode": 72161, "episode_seed": 3364425139, "split": "train", "timestamp": "2025-10-28T03:49:49.619593", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3364425139, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 0, 1, 7])", "action": "('move', [4, 0, 1, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8+9=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8+9=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ff56c029148a273aa24914a36725df709db7588cfca2781f6e6a377d25aa3921"} +{"episode": 72162, "episode_seed": 3519905568, "split": "train", "timestamp": "2025-10-28T03:49:49.661969", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3519905568, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 5, 3, 0])", "action": "('move', [2, 5, 3, 0])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cbr9rvw14K8VTajH4DtfC0d14SgaLbaTXbsy3kikcSSgiJWzyqleAGy3pf8AwST/AGivFGqfsfWFj8aP2ztY8PtpOrzad4Z0ubxxZ2fk6VDFCsSrHKC+xX85VLdlAHyha+1f+Cpvgj9mvx5qPw40j9qe38NyeHEuNWkt/wDhKNUWztxdiKAJiRpI8vtMmFzyMnHHHrP7CuheGdI/Zb8OaT4a0qyg021udTh06C0iUQx266ldLGqAcbAoAGOMYr87q5TiMXxNiKdPESg7KV1e9nbTdaLofu+c+I2AxnhJl2Rf2elKlO3O0uV8vN70NL88r/vPO+/NpzX7M3xL1Xx1rWmy+FPia/i3S4o2trvU11VL1HCKcl5Ivk8wEjngkkZr6GrnNM+K/wAJNQ8f3nwj0f4leHJ/FOnweff+GLbWbdtQtoiEPmSWyt5iLiSM7ioGHX1FdHX12T4CeXYaVOVZ1W5N3fTy3f57n4vmE5zqxlKlyXSaVrXT2ey0fR9gooor1jgPzo/4OXvFvxx8N/sO6Vp3w0m1GHw1q3imO18ez2EXy/ZNhaCOZxykTzhAegZgik8gH5y/4NYfF3xwk+KHxI8CwTahJ8N4/D6X10jxZtbfW2nhSHax+5I9uJ9wX7ywoW+4tfpN+1542+B/x4/Zh+IHw90Lxx4b8WQW01jpvirStL1mG6a2Et/FG0FwsLloSwWRcNtb5WxyDjmv+CdvwW+FPwG8W+P/AAH8G/Adh4d0j7Jo9wbHT0YK0ztfhpGLEszEKoySeFA6ACvi8VR5uMKFSM3Zxb+5NW9H187n7hl/H2EyzwfxfCtbA/vpVL87SStJxlzST97niklF7ctnfSz+o6KKK+0Pw8K/nV/4OE/Fnxw1z/go/wCI/D/xWl1FdE0iwtE8BW11FstxprwozyQgcOGuPPDPyS0e0n5AB/RVXxN/wUn+HH7J/wAQ/wBonwdB+1HpvhO5Ft4TuD4aj8U6mluHuGvYg6xK8iCVjhAU+bqOOefleMaLqZJKXNblafrraz++/wAj9b8FuMcNwVxmsZWwzrqdOcLRSc4t2lzQv193leq91vXo/kL4P/tbfHH/AIdbN8Q9R/bZ16H4oWfhS9k0jS5PGtiJ9sU7rbD7O4Ls32ZUOGy7Hk5Y8/Gf/BG/x18fdH/4KXfDi6+D+o6rcX+ueJYrbxcIAZjd6PJKr6g1xu+8giVpSzcq6Kw+YCv6I/2XLGzT9mf4dKLOJceBdIAAiAx/oUXtxXxN+wb8N/2TPDv7S3g/xd8GdM8JDxve6jqi+M7jR9SS4vkdrO+Z1nQSM0GZVyVwmWUDHygD57E5PicHjcE6mJlPmkrXv7uz01Z9hwx4qZbgcl4ho/2XH/a+eS5UuSPPzJQnovche8bdbrS91+jFFFFfpZ/OgUUUUAfz/f8AByh4t+OOqft+Hwj8QJdRTwdpXh6zk8AW80Wy1aKWCM3csWOHc3KyI7H5sRIp4Va/Ub/ghn4u+OPjX/gm14G1j47z6jPep9og0G61WPbNPpEb7bRyTy67BhHblkVTyME1f+Cn/wAP/wBlf4hfEv4Z6f8AtX2fhabSINJ119KHivVVtIvtRn0oYRmkTc2zd8uTxnjivd/2MLW1sf2U/ANjY20cMEHhq3jghhQKkaKuFVQOAoAAAHAAr4zLMNKlxXi25t6J/wDgVnb5bI/b+LfEDB534T5TkUMD7OdF61LLlfInFuHW9S/NU297ve69Oooor7M/EDn/ABH8WvhV4P8AFel+A/F3xM8P6VrmtsF0XRtR1mCC7vyW2gQQu4eU7uPlB54roK/mM/4Kv/ED9oXUv+CknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8T/rph6eIqU6tGXuuytZvTTVNq34n7Txt4QVOEeHctzOGMjVeKjeUdrNxUlyPXmjZ2bdtbae9p+k1FeVfs2+L/ABH4yF7rMutNqek3UCXFrfifzYpGf5gYnGVZWU5+U4xtx159Vr6fLMfDM8HHERi4p30fk7H49isPLC1nTbvYK/OP/g5k8W/HHw5+xNoul/DabUYfC+reKFtvHk9hF8pt9m63imccpE0wHoGYIpPIB/RyvGv+Cgmm+D9Z/ZC8YaT8Qo7NtBuUsYtaXUJhHB9ka/txL5jkjYmzdlsjAycjGajOKLr5VWgpW916ry1/HZ+R9HwNndLhvi/BZnUoqtGlUi3B9emn95XvH+8kfmJ/waweLvjjL8RfiT4Fim1GX4bQ6JHe3CPFm0t9baaJI9jH7sj26zblX7wiQt91a+T/APguD41+POu/8FKvHsPxku9ThOiaitt4MiuUMSW+jr89q9vjjY2S5ccl2cn5gQP2e/4Jg+CP2ffAN5470b9mXT/D0HhaSPSpoj4ZvUubaWcm8Ejearvvf5QpyxI2gcAAV57/AMFLPhr+yT48/aXjuf2jdL8I3Ws2nw4s/wDhDovEupxwyyTm71ElYInkXzyXEXybX5KjHzYPwmLw8v8AUulPnejvb1bVvluj96ynxYy/C+MuOzt5a3GrTdNRSXtYuMYvmfTmly2nrpHq7a/Q3/BN3xR8bPGv7Cvww8VftFC+PjG98LxSavJqkHl3Mo3MIZJV6+Y8IiZicMSxJAJIr26uc+DxZvhJ4WZiST4csck/9e6V0dfo+Hg6dCEG72SV3u9Nz+aM0xkcwzOvio01TVScpKMfhjzSb5Y+Ub2Xkgr+VD43fGP9qrTv20Nd+MPxF8T65pfxZ07xg811fS/uLuxv4ZNiIq9EVAqoqD5AihRla/qvrxLX/gb+wPqX7YenfE/xH4b8Av8AG1bRZdOe51CEazJEkDosy2xk3SFYVcCTYSFTggIMeHxDlFXNoUlCrycsuvW/bzXT1ep+reD/AIi4Lw+r5hPEYF4n21KyslePLdtSvtSnf949fhi7M/ML/gqx+0Z8RY/2INP034f/ALYWsa/ea7c2dj4+0aLxpZXm+zktZDOjRwjcqG4EattOMEqcqxBwP+DXbxb8cIv2m/GngjQJtRk+H0vhY3niOERbrSDUhLGlo5Y8Ryun2gDGC6xnOQg2/rl+2/pXhy8/Y/8AiVZ+IbO1OnzeDL+PUBcYWMwGFhJvbjC7N2TkYGTmvFv+CY3gH9mb4f8Ajvx5p/7KeneGIfDlzoujy3EnhTUEuoJboXOpq26VXfc4UIMFuBjgZr56nlWIwPEuGjUxEqjak7u97JPTVvRnq5Z4kYCj4SZjkX9nLmqT0mkuRczi7y0vzx5fc9Fty6/YFFFFfoZ+DH4S/wDBzz4t+ON1+134a8FeKp9Rj8B2vhaO68JQNHttJrt2ZbyRSOJJQRErZ5VSvADZb0X/AIJC/HrWT+xtY6P8Vv2wNS8LppWt3Nl4a0dfGdlYLFpqJEU2xOu/HnNPhm5OOOAK+8P+CjvwN+Ef7QHib4deC/jP4CsvEWlQtq91FZXzOEWZY7dVcFGU5Adh1xzXo/7Dfhzw/wCH/wBmLw/oGh6La2ljYXmqW1laW8CrHBCmpXSpGoAwFVQAB6CvzurlOIxfE2IhTxEoOyldXvZ203Wi6H7pm/iXlmO8J8v4eWBSqUZay05fd5vejpfmnf379b730+EPi54O+Cfw98JaV8Z/2UrvTb74s3Hju2fwd4q0S/h1HWNe1i4u4Uu4Jp9zNdpJC8gnRiUSMscIMmv1Nr8//Df7OHwJ0f8AaxT9oLTPhdpcXjW8+OF7DceIwjG4ZDqlxGQMsVUlEVMqoOMjPJz+gFelwfQlRpYlOTdqjj93X1d9fRHwPF2b0sxw2DoxlObhFyc5/F7/AC/u170v3cOVuN2ruc3yxvYK8D/4Ki+Kvjf4I/YA+KPir9nN9QTxfZeHd+nTaTDvuYITNGLqWIdQ6WxncMPmUruXkCvfKOvWvra9J1qEqaduZNXW6ut16HzOU46GWZrQxkqaqKlOM3CXwyUZJ8svKVrPyZ/LH/wT6+I3xV8H/tP+GtD+H3iy9srTxNr2nWPiq2huFEd/YfboJXjlD8MNyKwx82R8vJwf268P/EC18JftJeIdBi+Jp0u/1fw1pUdpoQ1eOFr4LNfM0iREh5HUJjcvRSwPWvRfiz+xr+y3+zP8FPHXi34C/A/QfC+peJb3TH1q70u2KtcY1OFwoySI03Ox2JtXpxwMdB+yVHG3xd8fu0akjStEwSOR82oV+Xrh3E4fM6WCdezlGTur6LstVvbXbc/YPE3xGy3j3Nv7VwmE9nCEYQtK3NJpt80rXWnNyx30Sel7L2L4c3WvXvgnT7nxMri9eHM3mLhjydpYdiRgketbdFFfqFCk6NCNNyb5Uld7uy3fmz8SqSU5uVrXYV/Or/wcJ+Lfjhrn/BR/xH4e+K02oromkafaJ4DtrqLZbjTXhRnlhA4cNceeGfklo9pPyAD+iqvFP2ufgn+wV8V9T8K3v7aPh/wHdXdpeSR+En8ZalDbPJKzRl4ofMkTzskR5j+YHjI558fiHLJ5rgPZRnyWaeuz8n9+nnY/UfB/jfC8BcW/2hXwrrqVOULRSc4t2fNC/X3eV6r3W/R/BX/BPP8AaC1PXP2MPBD/ABp/bc1bRdaTTZbUaX/wntjZNbWcU0kVooiI3R4t0ixn5jwTya6jSfht8CfhL8bvgP4l/Y+0PRofF1/8RLWzhvPDPk3lxrHh+Z5RrUt1LuZp4Vh82RrhiSkqRgMCQh/TKPT7CKNYorGFVVQFVYgAAOgFfAn7FX7OXwL+GXx5+H3xW8A/C/S9L8SeJL3U21zWbdHM93vsb2RwSzEKGcBiFCgkDjgY+TxuS4nAZhg1UxMp800le/u2ttdsjB8XYWvjcxx6pOlGpzzVGFvZyc+e0J6x9yKk7e7JtXiuW/Mv0Booor9JPy4KKKKAP5/v+DlDxb8cdU/b9PhL4gS6ing/SvD1nJ4At5otlq0UsEZu5oscO5uVkR2PzYiRTwq1+oH/AAQk174xeIP+CZ3gKf4yQXay2y3Ft4ce9thE8mjxvttGAABZNgwjEZZFU8jBOn/wUO/Z++C37Q3xY+HPh342/DnT/Eljp+h67c2VtqG/bFMbjSlLjYyn7pIwcjnpXsH7GFra2H7KfgGwsbaOGCDw1bxwQwoFSNFXCqqjgAAAADgAV8ZlmGlS4sxbc29E/wDwKzt8tkftfFniJl+e+FeVcP0sGoVMO/enpb3VKN421vUvzVL297+a916dRRRX2Z+KHiXx0+Bv7A3jr9oLwd42/aD8N+Abj4k2rQr4LfxBqEMWozmOYvEsMLSKbjbKSVG18MTjk17SbO0JybWP/vgV/Mh/wVf+IH7Qupf8FJPiRrnxi1XWLTXtC8XzweGXm3QSWWlwzs2nNb7cbE8kxyqy/eZy+dzE1+pv7N37SU/iD4EeCvFPxh/bx1O38VXnh6zufEFpP8QtPh2XTIGdWiC/Jz1Xt04r4aHGGDw+KrQnQatK14pXdtLy21+8/cuPfC3MeG+GMpx1TMVXVaGkG3andKdqWrvDXVpR1s7e9p+kqqqDaqgAdABS15V+zb4v8R+Mhe6zLrTanpN1Alxa34n82KRn+YGJxlWVlOflOMbcdefVa+qyzHwzPBxxEYuKd9H5Ox+K4rDywtZ0272Cvzj/AODmTxd8cfDf7E2i6Z8NptRg8L6t4pW28eT2Efym32breKZxykTzAegZgik8gH9HKxviF8PfBPxY8D6r8NfiR4YtNa0HW7J7TVdLv4t8VzC4wysP1BGCCAQQQDVZlhJY7A1KEZcrkrX/AK6dH5Hv8F5/Q4W4qwebVqKqwozUnB9V5X05l8UX0kkz8Af+CGHxe8UeDfHnjTwdq37QN94H8Hz6Ol7N9n8QW2nJcamJoo4vnmBLnyfO+VeMAE/w195ePfh9+w/8arXxH42+NHj7w78Q54vD4g1fxB4n8UW2p3GlacrEqInDBbRRISwZApZ2wSc4r7v+Bf7OPwN/Zn8Br8MfgR8MtL8M6Et3JdHTtOhO155Mb5GZiWdiFUZJJwqjoAB8sf8ABQX9mv4C/Gr9oS+8Q/Fj4VaTr154e+GdnNo01/GxFs5utTckKGCuC0aHDBh8vTk5/O824exeWZPz1MQ5KNvc15dX016X7H6NnniDl/FniFVzahTnhac7e9Tt7VqMVrK0oq8mlf3mo6fFbX3L/gnNrnxU8SfsP/DXWfjQt9/wkM3hxPtD6paCC5ltw7raySxgDbI9sIXbIByxyAciva65z4PMW+EnhZmOSfDliST/ANe6V0dfpeHg6WHhBu9kld7uy3Z+P5ni44/Mq2JjBQVScpKMdo8zb5V5K9l5BX8qHxt+Mf7VWnftoa98YfiL4o13S/izp3jB5rq+l/cXljfxSbERV6IqBVRUHyBAFGVr+q+vEtf+Bv7A+pfth6d8T/EfhvwC/wAbVtFl057nUIRrMkSQOizLbGTdIVhVwJNhIVOCAgx4fEOUVc2hSUKvJyy69b9vNdPV6n6v4P8AiLgvD+vmE8RgXifbUrKyV48t3aV9qUr/ALx6/DF2Z8qXvj/4P/FH4XQeDfjj+2hNrVlquk26eJ9A1L4m2a212xRGmgmEJQmMuGVkDAMuVOQSD0n7GPhXwd8L/wDgope+Dv2a/D9hpfh/U/ho9z8UtK8O2EKWFrexXES6PJJ5YxBcSRSX2EG3fGgcqc7z9P8A7a/h/RNb/ZH+I2i6tpUE9peeEb2C6geMbZI3iKspx2Kkj8a8o/4J7fAf4Ofs9/FPx54O+Cfw707w3plz4f0W6ubXTkbEsxudUXezOzMx2qoGTwBxivnoZViMDxJhYVMRKo2pO7vfRPTVvR9T5zBcQYeHD+NjyyXOnFUlb2V52TnLX4oWTglB+9GLcly2f1ZRRRX6Gfnx8TfHnxjr0X/BRvV/D/xP8R3Nlpdn8N7ST4aWF5IsNndCSWVtXmiJI86dDDaBxyY4ucBTk+KfswftFaHq9r48TUf23dS0nQ7T4m6vD4Ntk8a6fZRnTd0blokK5eL7U92EkOd6BSCRgn9BP2hv2WP2ev2r/DFn4N/aJ+FGleK9O069+12NvqSNm3m2FC6OjKy5ViCAcHjIOBjr/DvhLwv4S8P2PhTwx4es7DTNMs4rTTrC0t1SK2gjUJHGigYVVUAADgAV8ZieGMZXzOriYYlwUu17+j1Wi6H3VfiXJZ5LCjHDXrcsISuoqEVBW54PWTnUsnO6Vnzay5ly/Lf7P3hjwd8Tda0G48EeMRr1hp3iP+1brWrLU47z7RdJI80jTTJlSzyOS2MHLcYr61pscccS7Yo1UeijFOr28lyn+yMPKm6jm5Scm2rb28327nyONxf1yopctklawUUUV7BxnJfHPQE8T/C3VNFk0db9JFidrZgxzslRwwC8kqVDD3WuR/Ze8DtpN14g8fy+eG1tbO2VZAAhS384hl4ycmdgTkj5Rjoa9boAA4AryquVxq5vTxzm/di426a31v8AP8jqjinHCSoW3d7hRRRXqnKFfzq/8HCfi344a7/wUg8R+HvitNqK6JpFhaJ4CtrqLZbrprwozywAcMGuPPDPyS0e0n5AB/RVXmnx/wD2Of2X/wBqe+0XU/2hfgnofiy48PSO+jzarblmt95UsuVI3KSiko2VOOleJn+VVc3wPsKc+V3T12fk/wA/VH6h4Sce4Dw74qeZ4zDutB05Q0tzRbs1KN7K+nK9V7sn6P8APH/gn/8AtKeI/Fn7IXg3W/j3+3TreneJZLSaOe0uviBY20sduk8iW25HBcEwLGcv8zZy3JNfXv7Lvgvwr4q8U+FvFngjVUvdF8ORXE+n32n3aT28++CW2wZVyH/1rn5Tncp9CK+lo9PsIo1iisYVVVAVViAAA6AVKiJGu2NAoHQAYrysNwtXpYulWrYqU1B3Saf4Xk7fcfL51xFRzXH4nEUsNGkq0py5Y7RUpN8qslor2QtFFFfYHy4UUUUAeQ/tMaFLda/oPiKPRBLJaW9xbW92iMzr5zws8XHGGMMRHcleK7b4J+CU+HHwk8PeBo5JmGmaVFDm4I38DnOABnn0rqKK8rD5XHD5pWxvO26iSt2su/yOqpinUwsKNvhvr6hRRRXqnKeZfFH9jT9lr41fFfQvjl8VvgfoOu+LfDXlf2Jrl/bFprbypDLGOCA4SQllDhgCTjGa9JNnaE5NrH/3wKkoqI0qcJOUYpN76b+vc6q+OxuKpU6VarKUaatFOTait7RTdoq+tlYRVVBtVQAOgApaKKs5QooooAK8I/aY8ESa/wCOWki0N/N1fQl0wXlujF5UDTEJ3GVM0jDj+Ik5Fe70V5eb5Ys2wTw7nyptO++x1YPFPCVvaJXM7whoUfhbwnpfhmKR3XTtOgtVdyCzCONUBOOM8dq0aKK9NKysczd2FfyofG34x/tVad+2hr3xh+IvijXdL+LOneMHmur6X9xeWN/FJsRFXoioFVFQfIEAUZWv6r68y1b9jT9lvXv2grX9qrWPgfoNx8QrNFW38Uy2xNwu2IxKxGdrOsZ2hypYALgjaMfP8QZNXziFJU6nJyO/X79Oq6er1R+v+EfiVlvhzXx08Zg/bqvTUVtdNX913/5dzv79rv3Y+6z5D0f4x/DvxH4KsLD4mftuTak13pcA17R9S+I1g1vcSNGpmhkRMZQtuBUEccZr6n/Zf8Gm213XviS7TZ1WwsrGPcB5bpBJcyb14ycm5IJyR8o9DXr32Kz/AOfSL/v2KkAA4ArnwHDdbCZhDFVsTKo4p2TXdW3cmfm2LzSGIoypwpKCk76bb32sFFFFfUnkBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVBqtpLqGmXNhDctC88DxpMnWMspAYe4zmgD54/Z3/wCCrv7EX7Uv7Qmp/sy/Bv4nXd94lsFvmsZLrQrq2sNbWym8m8OnXcqCG9EEh2yeUzbeTyATX0dX4qf8Erf2b/2mbD9on9kL9njxj+zf448KXn7JNl8SI/ih4u1vw/LbaRftqtzMtiunXjfJfi4Eqyt5ZO0A7ulftXQAUUUUAFeG/ts/8FE/2YP+CfmleHNW/aS8RavZJ4q1P7DpEej+Hrm/YvvijLyGFGWGMPNCu9yoLSKBknFe5V+ff/Bx/wCLdWl/YNi+Cng/4R+P/F3iDxX4u0a80228D+Br7WFhh07VrG6uTcPaxuLf90GKb8eYVYLnBwAfoGrBlDDoRkUtc18Hfibovxm+F+h/FPw5out6bY67p6XVrY+JNFm06/gRuiz206rJC/HKOARXS0AFFFFAFDxV4n0PwT4X1Lxn4nvxa6ZpFhNe6jdMjMIYIkMkj4UEnCqTgAnjgV4f+yB/wUy/ZS/be8ceJPhh8Fde8QW3ibwrZwX2q+HfF3hK+0a9+wznEN5HDeRRtJA/GJAMfMvqM+1eOfFMHgbwTrHja60i/wBQi0fSri+ksNKtGnurlYo2kMUMS8ySMF2qg5ZiAOtfnL/wRm+KOsftV/tl/Fj9tb9oz4N/E3wf8WfGegJpuj+GvFHwy1PSdK8K+ErK7AtdPS+uoUivb2WSUXEpU9yEUKjUAfpfRRRQAUUUUAfO/wC2b/wVF/ZM/YJ16y0P9ovVvFNmlxZxXl/qujeCdQ1Gw0e1ln8iOe+ureForRGkBVfMYE7TgV9A6bqVhrOnW+r6XdpPa3UCTW08ZyskbAMrA9wQQa/Mr/g4vsLj45/C6L9m/wAD/Ar9oPXviRFZW9/8Mpfh7ot3ceE9Yv5r6DNtrGwm0lSH7KjlL1QqrKTGTuav0k+HsXieDwBocHjW3tYtZTR7ZdXislAhS6ES+asYHAQPuAx2xQBsUUUUAFBIUFmIAA5JorxP/go34Q/aW+IX7EfxF+H/AOyFFC/xC17QG07Q/O1RLEqs8iRXDJcOCsEot2mKSEHa+04OMUAL+xr/AMFBf2X/ANvmLxvd/sw+NbjXbX4f+LJvDuv3r6dJDC15GMkwO4AmjI5Ei8EEEda9rr8yv+DfX4WftJfBP4t/tM+A/it+xL/wqDwvJ490+Xw9ar4jN9bxtDpltai0tZPs0IvYViiRzeJ8rOzJt3KSf01oAKKKKACvnP4lf8FQP2dfhn+1VN+xxc+EPiVrvjKzfShqp8JfDbUtVsNMXUSRayXV1bRNFbIwDkvIQAI3JOFOPoyvyW/4KoeAPiFpX7dr+P8A9hTwJ+0zpf7ROveL/CEEOt6Da3cfgDVtFtgonN/LF/okkMcEt0jrcnzFkzsG1skA/WmiiigAooooA5D4+fHr4S/swfB3X/j58dfGlr4e8J+GLA3es6td5KQx5CgAKCzszMqKqgszMAASRXP/ALKX7XHwm/bI+Hk/xI+Eln4ls7W0vzZ3lh4u8KXmjX0EnlpIpa3u40k2NHIjq4BVgwINfO//AAcE/s7fGL9pj/gmX4n8E/A7QdY1bW9K8R6HrsmkeHRu1C8tLLUIZ51tl/jnWNWkRP4mjAAJIFUf+CG1v+0HH8Ovixc/ESf4sN8N5/idM3wUHxwe6bxKNG+zReabj7Z/pIiNz5vliX5sBsfLigD7looooA//2Q==", "image_next": "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", "info": {"equation": "6+37=43", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cbr9rvw14K8VTajH4DtfC0d14SgaLbaTXbsy3kikcSSgiJWzyqleAGy3pf8AwST/AGivFGqfsfWFj8aP2ztY8PtpOrzad4Z0ubxxZ2fk6VDFCsSrHKC+xX85VLdlAHyha+1f+Cpvgj9mvx5qPw40j9qe38NyeHEuNWkt/wDhKNUWztxdiKAJiRpI8vtMmFzyMnHHHrP7CuheGdI/Zb8OaT4a0qyg021udTh06C0iUQx266ldLGqAcbAoAGOMYr87q5TiMXxNiKdPESg7KV1e9nbTdaLofu+c+I2AxnhJl2Rf2elKlO3O0uV8vN70NL88r/vPO+/NpzX7M3xL1Xx1rWmy+FPia/i3S4o2trvU11VL1HCKcl5Ivk8wEjngkkZr6GrnNM+K/wAJNQ8f3nwj0f4leHJ/FOnweff+GLbWbdtQtoiEPmSWyt5iLiSM7ioGHX1FdHX12T4CeXYaVOVZ1W5N3fTy3f57n4vmE5zqxlKlyXSaVrXT2ey0fR9gooor1jgPzo/4OXvFvxx8N/sO6Vp3w0m1GHw1q3imO18ez2EXy/ZNhaCOZxykTzhAegZgik8gH5y/4NYfF3xwk+KHxI8CwTahJ8N4/D6X10jxZtbfW2nhSHax+5I9uJ9wX7ywoW+4tfpN+1542+B/x4/Zh+IHw90Lxx4b8WQW01jpvirStL1mG6a2Et/FG0FwsLloSwWRcNtb5WxyDjmv+CdvwW+FPwG8W+P/AAH8G/Adh4d0j7Jo9wbHT0YK0ztfhpGLEszEKoySeFA6ACvi8VR5uMKFSM3Zxb+5NW9H187n7hl/H2EyzwfxfCtbA/vpVL87SStJxlzST97niklF7ctnfSz+o6KKK+0Pw8K/nV/4OE/Fvxw1z/gpB4j8P/FabUV0TSNPtE8B211FsgGmvCjPLCBw4a488M/JLR7SfkAH9FVeKftc/BP9gr4r6n4Vvf20fD/gO6u7S8kj8JP4y1KG2eSVmjLxQ+ZInnZIjzH8wPGRzz4XEOWTzXAeyjPks09dn5P79POx+qeD3G+F4C4t/tCvhXXUqcoWgk5xbs+aF+vu2eq91v0f5q/CD9rX45D/AIJbt8QtS/bY16H4oWfhS9k0nS5PGtiJ9sM7pbA27guzfZlQ4bLseTljz8Zf8Eb/AB18fdH/AOCl3w4uvg/qOq3F/rniWK28XCAGY3ejySq+oNcbvvIIlaUs3KuisPmAr+lyOwsIUWOKyhVUACqsYAAHQD0r87f2Dfhv+yZ4d/aW8H+LvgzpnhIeN73UdUXxncaPqSXF8jtZ3zOs6CRmgzKuSuEyygY+UAfJ4zJcTgMxwaqYmU+aaSvfS1ttWfa8LeK2W4LI+IKTyuN8XzTXKlyR5+ZKE9F7kOa8bdbrS91+jFFFFfpJ/Ox8Zf8ABe/xf8cvBn/BNvxXqHwNl1GF7m/tbTxVdaXFulh0aTetySR8yIT5aOw6I7ZwpYj8hP8Agi38Y/Hvw+/aZufB9l8dNS8FeENY0iefxRLa67DYQyvDG/2Ys82V3CWQAbfmIYjpnH9IGsaRpXiDSbrQde02C9sb62e3vbO6iEkU8TqVeN1bIZWUkEHggkVwP7PX7I/7Nn7KOg6h4Z/Z4+D2keFbLVbtbrUotPiYm4lVQil3kZmIA6DOBliACxz8rnHD+JzLMoYmnXcElbS916Wa3vrqvmfs/CvihlfD3hrmHDVbAqpUxEm4z05feSV5315qfLena+va13/Pj/wWW+MHxA+Iv7VT+F9W+N2peNfCeiaZbv4RuLvXIb6KJZ4IjclHh+XcZkYNkbsIo6Ba/Zn/AIIZ+Lvjj41/4JteBtY+O8+oz3qfaINButVj2zT6RG+20ck8uuwYR25ZFU8jBNP/AIKefDr9lLx78Svhnpv7VWneFJNIg0nXZNKXxTqaWcP2oz6UMIzSR7n2bvlyeM8V7z+xha2tj+yn4BsbG2jhgg8NW8cEMKBUjRVwqqBwFAAAA4AFefkOBq4LiLEU51XNxirt9b2eur22R2cZ+IeCz/wsyrJKWA9lKjLWdly+4nF8lkned+apt73e916dRRRX3R+GHP8AiP4tfCrwf4r0vwH4u+Jnh/Stc1tgui6NqOswQXd+S20CCF3Dyndx8oPPFdBX8xn/AAVf+IH7Qupf8FJPiRrnxi1XWLTXtC8XzweGXm3QSWWlwzs2nNb7cbE8kxyqy/eZy+dzE1+pv7N37SU/iD4EeCvFPxh/bx1O38VXnh6zufEFpP8AELT4dl0yBnVogvyc9V7dOK+J/wBdMPTxFSnVoy912VrN6aaptW/E/aeNvCCpwjw7luZwxkarxUbyjtZuKkuR680bOzbtrbT3tP0moryr9m3xf4j8ZC91mXWm1PSbqBLi1vxP5sUjP8wMTjKsrKc/KcY2468+q19PlmPhmeDjiIxcU76Pydj8exWHlhazpt3sFfnH/wAHMni344+HP2JtF0v4bTajD4X1bxQtt48nsIvlNvs3W8UzjlImmA9AzBFJ5AP6OV41/wAFBNN8H6z+yF4w0n4hR2baDcpYxa0uoTCOD7I1/biXzHJGxNm7LZGBk5GM1GcUXXyqtBSt7r1Xlr+Oz8j6PgbO6XDfF+CzOpRVaNKpFuD69NP7yveP95I/MT/g1g8XfHGX4i/EnwLFNqMvw2h0SO9uEeLNpb6200SR7GP3ZHt1m3Kv3hEhb7q18n/8FwfGvx513/gpV49h+Ml3qcJ0TUVtvBkVyhiS30dfntXt8cbGyXLjkuzk/MCB+z3/AATB8Efs++Abzx3o37Mun+HoPC0kelTRHwzepc20s5N4JG81Xfe/yhTliRtA4AArz3/gpZ8Nf2SfHn7S8dz+0bpfhG61m0+HFn/wh0XiXU44ZZJzd6iSsETyL55LiL5Nr8lRj5sH4TF4eX+pdKfO9He3q2rfLdH71lPixl+F8Zcdnby1uNWm6aikvaxcYxfM+nNLltPXSPV21+hv+Cbvij42eNf2Ffhh4q/aKF8fGN74Xik1eTVIPLuZRuYQySr18x4REzE4YliSASRXt1c58HizfCTwszEknw5Y5J/690ro6/R8PB06EIN3skrvd6bn80ZpjI5hmdfFRpqmqk5SUY/DHmk3yx8o3svJBX8qHxu+Mf7VWnftoa78YfiL4n1zS/izp3jB5rq+l/cXdjfwybERV6IqBVRUHyBFCjK1/VfXiWv/AAN/YH1L9sPTvif4j8N+AX+Nq2iy6c9zqEI1mSJIHRZltjJukKwq4EmwkKnBAQY8PiHKKubQpKFXk5Zdet+3munq9T9W8H/EXBeH1fMJ4jAvE+2pWVkrx5btqV9qU7/vHr8MXZn5hf8ABVj9oz4ix/sQafpvw/8A2wtY1+8125s7Hx9o0XjSyvN9nJayGdGjhG5UNwI1bacYJU5ViDgf8Gu3i344RftN+NPBGgTajJ8PpfCxvPEcIi3WkGpCWNLRyx4jldPtAGMF1jOchBt/XL9t/SvDl5+x/wDEqz8Q2dqdPm8GX8eoC4wsZgMLCTe3GF2bsnIwMnNeLf8ABMbwD+zN8P8Ax3480/8AZT07wxD4cudF0eW4k8Kagl1BLdC51NW3Sq77nChBgtwMcDNfPU8qxGB4lw0amIlUbUnd3vZJ6at6M9XLPEjAUfCTMci/s5c1Sek0lyLmcXeWl+ePL7notuXX7Aooor9DPwY/CX/g558W/HG6/a78NeCvFU+ox+A7XwtHdeEoGj22k127Mt5IpHEkoIiVs8qpXgBst6L/AMEhfj1rJ/Y2sdH+K37YGpeF00rW7my8NaOvjOysFi01EiKbYnXfjzmnwzcnHHAFfeH/AAUd+Bvwj/aA8TfDrwX8Z/AVl4i0qFtXuorK+ZwizLHbqrgoynIDsOuOa9H/AGG/Dnh/w/8AsxeH9A0PRbW0sbC81S2srS3gVY4IU1K6VI1AGAqqAAPQV+d1cpxGL4mxEKeIlB2Urq97O2m60XQ/dM38S8sx3hPl/DywKVSjLWWnL7vN70dL807+/frfe+nwh8XPB3wT+HvhLSvjP+yld6bffFm48d2z+DvFWiX8Oo6xr2sXF3Cl3BNPuZrtJIXkE6MSiRljhBk1+ptfn/4b/Zw+BOj/ALWKftBaZ8LtLi8a3nxwvYbjxGEY3DIdUuIyBliqkoiplVBxkZ5Of0Ar0uD6EqNLEpybtUcfu6+rvr6I+B4uzelmOGwdGMpzcIuTnP4vf5f3a96X7uHK3G7V3Ob5Y3sFeB/8FRfFXxv8EfsAfFHxV+zm+oJ4vsvDu/TptJh33MEJmjF1LEOodLYzuGHzKV3LyBXvlHXrX1tek61CVNO3MmrrdXW69D5nKcdDLM1oYyVNVFSnGbhL4ZKMk+WXlK1n5M/lj/4J9fEb4q+D/wBp/wANaH8PvFl7ZWnibXtOsfFVtDcKI7+w+3QSvHKH4YbkVhj5sj5eTg/t14f+IFr4S/aS8Q6DF8TTpd/q/hrSo7TQhq8cLXwWa+ZpEiJDyOoTG5eilgetei/Fn9jX9lv9mf4KeOvFvwF+B+g+F9S8S3umPrV3pdsVa4xqcLhRkkRpudjsTavTjgY6D9kqONvi74/do1JGlaJgkcj5tQr8vXDuJw+Z0sE69nKMndX0XZare2u25+weJviNlvHubf2rhMJ7OEIwhaVuaTTb5pWutObljvok9L2XsXw5utevfBOn3PiZXF68OZvMXDHk7Sw7EjBI9a26KK/UKFJ0aEabk3ypK73dlu/Nn4lUkpzcrWuwr+dX/g4T8W/HDXf+CkHiPw98VptRXRNIsLRPAVtdRbLddNeFGeWADhg1x54Z+SWj2k/IAP6Kq8U/a5+Cf7BXxX1Pwre/to+H/Ad1d2l5JH4SfxlqUNs8krNGXih8yRPOyRHmP5geMjnnx+IcsnmuA9lGfJZp67Pyf36edj9R8H+N8LwFxb/aFfCuupU5QtFJzi3Z80L9fd5Xqvdb9H8H/sBftI+IvGP7H3g/V/j7+3VrmneJJrOeK4tLj4g2VrLHbJPJHbbkYb1YwLGdzHec7icnNdHpPw2+BPwl+N3wH8S/sfaHo0Pi6/8AiJa2cN54Z8m8uNY8PzPKNalupdzNPCsPmyNcMSUlSMBgSEP6ZR6fYRRrFFYwqqqAqrEAAB0Ar4E/Yq/Zy+Bfwy+PPw++K3gH4X6XpfiTxJe6m2uazbo5nu99jeyOCWYhQzgMQoUEgccDHyeNyXE4HMMGqmJlPmmkr3921trtkYPi7C18bmOOVJ0o1Oeaowt7OTnz2hPWPuRUnb3ZNq8Vy35l+gNFFFfpJ+XBRRRQB/P9/wAHKHi3446p+36fCXxAl1FPB+leHrOTwBbzRbLVopYIzdzRY4dzcrIjsfmxEinhVr9QP+CEmvfGLxB/wTO8BT/GSC7WW2W4tvDj3tsInk0eN9towAALJsGEYjLIqnkYJ0/+Ch37P3wW/aG+LHw58O/G34c6f4ksdP0PXbmyttQ37YpjcaUpcbGU/dJGDkc9K9g/YwtbWw/ZT8A2FjbRwwQeGreOCGFAqRoq4VVUcAAAAAcACvjMsw0qXFmLbm3on/4FZ2+WyP2vizxEy/PfCvKuH6WDUKmHfvT0t7qlG8ba3qX5ql7e9/Ne69Oooor7M/FDxL46fA39gbx1+0F4O8bftB+G/ANx8SbVoV8Fv4g1CGLUZzHMXiWGFpFNxtlJKja+GJxya9pNnaE5NrH/AN8Cv5kP+Cr/AMQP2hdS/wCCknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8NDjDB4fFVoToNWla8Uru2l5ba/efuXHvhbmPDfDGU46pmKrqtDSDbtTulO1LV3hrq0o62dve0/SVVVBtVQAOgApa8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/ADAxOMqyspz8pxjbjrz6rX1WWY+GZ4OOIjFxTvo/J2PxXFYeWFrOm3ewV+cf/BzJ4u+OPhv9ibRdM+G02oweF9W8UrbePJ7CP5Tb7N1vFM45SJ5gPQMwRSeQD+jlY3xC+Hvgn4seB9V+GvxI8MWmtaDrdk9pqul38W+K5hcYZWH6gjBBAIIIBqsywksdgalCMuVyVr/106PyPf4Lz+hwtxVg82rUVVhRmpOD6ryvpzL4ovpJJn4A/wDBDD4veKPBvjzxp4O1b9oG+8D+D59HS9m+z+ILbTkuNTE0UcXzzAlz5PnfKvGACf4a+8vHvw+/Yf8AjVa+I/G3xo8feHfiHPF4fEGr+IPE/ii21O40rTlYlRE4YLaKJCWDIFLO2CTnFfd/wL/Zx+Bv7M/gNfhj8CPhlpfhnQlu5Lo6dp0J2vPJjfIzMSzsQqjJJOFUdAAPlj/goL+zX8BfjV+0JfeIfix8KtJ1688PfDOzm0aa/jYi2c3WpuSFDBXBaNDhgw+Xpyc/nebcPYvLMn56mIclG3ua8ur6a9L9j9GzzxBy/izxCq5tQpzwtOdvep29q1GK1laUVeTSv7zUdPitr7l/wTm1z4qeJP2H/hrrPxoW+/4SGbw4n2h9UtBBcy24d1tZJYwBtke2ELtkA5Y5AORXtdc58HmLfCTwszHJPhyxJJ/690ro6/S8PB0sPCDd7JK73dluz8fzPFxx+ZVsTGCgqk5SUY7R5m3yryV7LyCv5UPjb8Y/2qtO/bQ174w/EXxRrul/FnTvGDzXV9L+4vLG/ik2Iir0RUCqioPkCAKMrX9V9eJa/wDA39gfUv2w9O+J/iPw34Bf42raLLpz3OoQjWZIkgdFmW2Mm6QrCrgSbCQqcEBBjw+Icoq5tCkoVeTll1637ea6er1P1fwf8RcF4f18wniMC8T7alZWSvHlu7SvtSlf949fhi7M+VL3x/8AB/4o/C6Dwb8cf20JtastV0m3TxPoGpfE2zW2u2KI00EwhKExlwysgYBlypyCQek/Yx8K+Dvhf/wUUvfB37Nfh+w0vw/qfw0e5+KWleHbCFLC1vYriJdHkk8sYguJIpL7CDbvjQOVOd5+n/21/D+ia3+yP8RtF1bSoJ7S88I3sF1A8Y2yRvEVZTjsVJH415R/wT2+A/wc/Z7+Kfjzwd8E/h3p3hvTLnw/ot1c2unI2JZjc6ou9mdmZjtVQMngDjFfPQyrEYHiTCwqYiVRtSd3e+iemrej6nzmC4gw8OH8bHlkudOKpK3srzsnOWvxQsnBKD96MW5Lls/qyiiiv0M/Pj4m+PPjHXov+Cjer+H/AIn+I7my0uz+G9pJ8NLC8kWGzuhJLK2rzREkedOhhtA45McXOApyfFP2YP2itD1e18eJqP7bupaTodp8TdXh8G2yeNdPsozpu6Ny0SFcvF9qe7CSHO9ApBIwT+gn7Q37LH7PX7V/hiz8G/tE/CjSvFenade/a7G31JGzbzbChdHRlZcqxBAODxkHAx1/h3wl4X8JeH7Hwp4Y8PWdhpmmWcVpp1haW6pFbQRqEjjRQMKqqAABwAK+MxPDGMr5nVxMMS4KXa9/R6rRdD7qvxLks8lhRjhr1uWEJXUVCKgrc8HrJzqWTndKz5tZcy5flv8AZ+8MeDvibrWg3HgjxiNesNO8R/2rda1ZanHefaLpJHmkaaZMqWeRyWxg5bjFfWtNjjjiXbFGqj0UYp1e3kuU/wBkYeVN1HNyk5NtW3t5vt3Pkcbi/rlRS5bJK1gooor2DjOS+OegJ4n+FuqaLJo636SLE7WzBjnZKjhgF5JUqGHutcj+y94HbSbrxB4/l88Nra2dsqyABClv5xDLxk5M7AnJHyjHQ163QABwBXlVcrjVzenjnN+7Fxt01vrf5/kdUcU44SVC27vcKKKK9U5Qr+dX/g4T8W/HDXf+CkHiPw98VptRXRNIsLRPAVtdRbLddNeFGeWADhg1x54Z+SWj2k/IAP6Kq80+P/7HP7L/AO1PfaLqf7QvwT0PxZceHpHfR5tVtyzW+8qWXKkblJRSUbKnHSvEz/Kqub4H2FOfK7p67Pyf5+qP1Dwk49wHh3xU8zxmHdaDpyhpbmi3ZqUb2V9OV6r3ZP0f54/8E/8A9pTxH4s/ZC8G638e/wBunW9O8SyWk0c9pdfECxtpY7dJ5EttyOC4JgWM5f5mzluSa+vf2XfBfhXxV4p8LeLPBGqpe6L4ciuJ9PvtPu0nt598EttgyrkP/rXPynO5T6EV9LR6fYRRrFFYwqqqAqrEAAB0AqVESNdsaBQOgAxXlYbhavSxdKtWxUpqDuk0/wALydvuPl864io5rj8TiKWGjSVaU5csdoqUm+VWS0V7IWiiivsD5cKKKKAPIf2mNClutf0HxFHoglktLe4tre7RGZ1854WeLjjDGGIjuSvFdt8E/BKfDj4SeHvA0ckzDTNKihzcEb+BznAAzz6V1FFeVh8rjh80rY3nbdRJW7WXf5HVUxTqYWFG3w319Qooor1TlPMvij+xp+y18avivoXxy+K3wP0HXfFvhryv7E1y/ti01t5UhljHBAcJISyhwwBJxjNekmztCcm1j/74FSUVEaVOEnKMUm99N/XudVfHY3FUqdKtVlKNNWinJtRW9opu0VfWysIqqg2qoAHQAUtFFWcoUUUUAFeEftMeCJNf8ctJFob+bq+hLpgvLdGLyoGmITuMqZpGHH8RJyK93ory83yxZtgnh3PlTad99jqweKeEre0SuZ3hDQo/C3hPS/DMUjuunadBaq7kFmEcaoCccZ47Vo0UV6aVlY5m7sK/lQ+Nvxj/AGqtO/bQ174w/EXxRrul/FnTvGDzXV9L+4vLG/ik2Iir0RUCqioPkCAKMrX9V9eZat+xp+y3r37QVr+1VrHwP0G4+IVmirb+KZbYm4XbEYlYjO1nWM7Q5UsAFwRtGPn+IMmr5xCkqdTk5Hfr9+nVdPV6o/X/AAj8Sst8Oa+OnjMH7dV6aitrpq/uu/8Ay7nf37Xfux91nyHo/wAY/h34j8FWFh8TP23JtSa70uAa9o+pfEawa3uJGjUzQyImMoW3AqCOOM19T/sv+DTba7r3xJdps6rYWVjHuA8t0gkuZN68ZOTckE5I+Uehr177FZ/8+kX/AH7FSAAcAVz4DhuthMwhiq2JlUcU7JrurbuTPzbF5pDEUZU4UlBSd9Nt77WCiiivqTyAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKg1W0l1DTLmwhuWheeB40mTrGWUgMPcZzQB88fs7/APBV39iL9qX9oTU/2Zfg38Tru+8S2C3zWMl1oV1bWGtrZTeTeHTruVBDeiCQ7ZPKZtvJ5AJr6Or8VP8Aglb+zf8AtM2H7RP7IX7PHjH9m/xx4UvP2SbL4kR/FDxdrfh+W20i/bVbmZbFdOvG+S/FwJVlbyydoB3dK/augAooooAK8N/bZ/4KJ/swf8E/NK8Oat+0l4i1eyTxVqf2HSI9H8PXN+xffFGXkMKMsMYeaFd7lQWkUDJOK9yr8+/+Dj/xbq0v7BsXwU8H/CPx/wCLvEHivxdo15ptt4H8DX2sLDDp2rWN1cm4e1jcW/7oMU348wqwXODgA/QNWDKGHQjIpa5r4O/E3RfjN8L9D+KfhzRdb02x13T0urWx8SaLNp1/AjdFntp1WSF+OUcAiuloAKKKKAKHirxPofgnwvqXjPxPfi10zSLCa91G6ZGYQwRIZJHwoJOFUnABPHArw/8AZA/4KZfspftveOPEnww+CuveILbxN4Vs4L7VfDvi7wlfaNe/YZziG8jhvIo2kgfjEgGPmX1GfavHPimDwN4J1jxtdaRf6hFo+lXF9JYaVaNPdXKxRtIYoYl5kkYLtVByzEAda/OX/gjN8UdY/ar/AGy/ix+2t+0Z8G/ib4P+LPjPQE03R/DXij4ZanpOleFfCVldgWunpfXUKRXt7LJKLiUqe5CKFRqAP0vooooAKKKKAPnf9s3/AIKi/smfsE69ZaH+0Xq3imzS4s4ry/1XRvBOoajYaPayz+RHPfXVvC0VojSAqvmMCdpwK+gdN1Kw1nTrfV9Lu0ntbqBJraeM5WSNgGVge4IINfmV/wAHF9hcfHP4XRfs3+B/gV+0Hr3xIisre/8AhlL8PdFu7jwnrF/NfQZttY2E2kqQ/ZUcpeqFVZSYydzV+knw9i8TweANDg8a29rFrKaPbLq8VkoEKXQiXzVjA4CB9wGO2KANiiiigAoJCgsxAAHJNFeJ/wDBRvwh+0t8Qv2I/iL8P/2QooX+IWvaA2naH52qJYlVnkSK4ZLhwVglFu0xSQg7X2nBxigBf2Nf+Cgv7L/7fMXje7/Zh8a3Gu2vw/8AFk3h3X719Okhha8jGSYHcATRkciReCCCOte11+ZX/Bvr8LP2kvgn8W/2mfAfxW/Yl/4VB4Xk8e6fL4etV8Rm+t42h0y2tRaWsn2aEXsKxRI5vE+VnZk27lJP6a0AFFFFABXzn8Sv+CoH7Ovwz/aqm/Y4ufCHxK13xlZvpQ1U+EvhtqWq2GmLqJItZLq6tomitkYByXkIAEbknCnH0ZX5Lf8ABVDwB8QtK/btfx/+wp4E/aZ0v9onXvF/hCCHW9BtbuPwBq2i2wUTm/li/wBEkhjglukdbk+Ysmdg2tkgH600UUUAFFFFAHIfHz49fCX9mD4O6/8AHz46+NLXw94T8MWBu9Z1a7yUhjyFAAUFnZmZUVVBZmYAAkiuf/ZS/a4+E37ZHw8n+JHwks/Etna2l+bO8sPF3hS80a+gk8tJFLW93Gkmxo5EdXAKsGBBr53/AODgn9nb4xftMf8ABMvxP4J+B2g6xq2t6V4j0PXZNI8OjdqF5aWWoQzzrbL/ABzrGrSIn8TRgAEkCqP/AAQ2t/2g4/h18WLn4iT/ABYb4bz/ABOmb4KD44PdN4lGjfZovNNx9s/0kRG583yxL82A2PlxQB9y0UUUAf/Z", "image_prev": "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", "image_next": "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", "info": {"equation": "6+37=43", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cdde7fe60c4e01dbad4dad730a3fb447a267d75c682065298aa63e5aee601fe9"} +{"episode": 72163, "episode_seed": 3934713757, "split": "train", "timestamp": "2025-10-28T03:49:49.719626", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3934713757, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 6, 1, 1])", "action": "('move', [4, 6, 1, 1])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "18+10*2=38", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/DL/g5Z8a/HXS/29Ph/babqGrW2maP4Vtb7wK9ohATUWu5DNLAV6zB4rYH+IbY+ORn9za+P/8Agp74L+Ani3xp4BufjRp+gXGo6bpmr3HgpdbvFjkGoiSxI+zqzr5svCnaA3QHFfO8U0nVyadpWs4v/wAmS/W/yP0rwn4pw/B/GVPMK2H9uuSpHlVrq8Hqr+ln/dcvQ+pPhld+Kr/4b+Hr7x1A0WtzaHaSazE8YQpdGFDKCo4Uhy3A4FblFFfQxXLFI/OKs1Uqymkldt2Wy8l5H8537B/xp+Ouif8ABVLxHq/xW+Mes+DdT8QanrcPxI1GXVYtOk3IZZPKlab5E23McShQMjAVcAmt39nz4ufH7xN/wXx0HxF4e+Imr+JtSm+J39lNqn2xLxrrw6rGKQF4/keJbBWYsOBt3/eGa/VH9m3wP+z/AKf/AMFB/HHi3wVpvh4+ONQn1xPGM1ndpLfeWLq38gTx7yYQVAK/Ku7aDzjNLq3gr4Af8PSYPGo0/wAPf8LIivYIIpftif2kmlnRHyRDvyIt5I8wJ1JXdzivy6hldeCp1XXk4+35eXXfma5t9/kf07jfF3LMTnONxCypR9rl6o2srp8t7vT+F71u7hGDstl9hUUUV+pH8vn4hf8AB0F4v+Mmn/tZfDLS7e/1K28Oaf4S+3+F3twURdVN5ILiSNl5MqpHZ+6grjG7n9kfgLqHjvVvgZ4L1X4owSxeJrrwnp0viOKeERul+1rGbgMg4UiUvlRwDxXzT+3/AOG/2c/2pNH8L+JLlPDfjmw8Pad4gu9JvbPUEvILTUIBZjcGhcqXQ8FWzjuK+v7Yk28ZJySgyfwr5vK6XLnmNkpXT5H96b/DZeR+ncW8V0M14HybJVhfZVMJ7VSk0ldyktlur7zvvLUfRRRX0h+Ynyd/wXA8QfFDw1/wTE+J2ofCeW8jvZLC2t9SlsE3SJpst1FHeHjkIYGkDEdELHgc188f8GuniD4n6n+yN430XxNJeP4X03xoE8LNcJ+7SR4Fe7jiY9VDGJiBwGkY9Wavv39qK20m9/Zq+INlryRNYTeCdUjvluG2xmE2kokDHjC7Scn0zXm3/BNrwp8GfBXwR1jw/wDs/WWiweEovFszaUvh66We0YNaWhdkkVmD5kL5O485HbFfOV6L/wBaKNTmf8OWnTR/8H8EfpuA4sw+H8KMZw+8LedTEQqKrZaLlWl9+b3Go/3ZT26/Qlfiv/wdO+KPixafGn4U6F9qv4PCEPh25vdLeJSkJ1YXJWdg46yJCLbGfuiTI+8a/aivlz/gpj8HPhd8ZtG8LaV8VfA9jr1rpUOrajp9vfqxSG6jt49kuARkjceDlTnkGr4ppupkdWztaz/FHL4WcUYXg7jbD5piKPtYxU00rX96DV430ur/AHXPyb/4Ko/H74o+Pv2NPgxpWuftMat4sl1yxivfH2jXHiW1u1h1NLSBozJFCA0RDSXPynjI55UV+uH/AAR28QfE7xP/AME0fhHrHxdlvJNYfw20cct+m2WSxS4lSyc92BtVgIY8spDHrTv2+vCXwO8YfsxeGdE/aFtNDbwpceINNOq/2/eLa2pIt5jHvlLoF/eBcfMMnA5zivV/2V7TT7D9m3wNYaTbxRWkHhezjtIoFAjSJYlCKoHAUKABjjGK83JcvrYDPKsKlZ1H7NO7836va2nqexxLxvg868OMJlFPBKlKGJq1OeKXLaSb5Y6J399KS6KFPfp31fAPxw/4Lg+GfhB/wVJ0T9hz/hE7Gfwf9qttH8VeJ3WX7Vaavcj90sQB2GBGkt0kJUnLSEH5Bu+/q/Jn9vz/AII4/F7xJ/wUqj/bM+Guq2R8H6jeW3iDUnvbkNNb61bJujtBEPmaGaSCD5wfkErj+Fc+pxDisdgsHGthvsyTl193r8u55/hhhOCsZmeMp8SStD6vU9lrb97py27ztfkT0cuj0R7f/wAFLP8Agthov7BP7WHgT9nvT/BdnrFhcrDffEm+uFl87TbCaUJH9lCsA0wRZZSGDAjy1GCxI+8dO1Cy1bT4NV064WW3uYVlglXo6MAVYfUEGvyM/wCCif8AwTy1L/gpz+3R8L/i78HdQkt9F8ZaBbJ44e4LJJpdja+U0twquo+cLceR5ZA/eovGGYr+uGjaTZ6Do9poenIy29lbRwQKzZIRFCqCT14A5qcmxmLxuKxM5O9JStB9NLp27rbXvsPjTB8F4ThXJXlL/wBrlTm8Sr6qXMuXmXR35lFfyKLfRt+oNcpYTvZLmYQsYRjq2Dj9a/nS/wCCZPxs+NWjf8FG/Emo/Ff42a14OvPEbau3xK1CbWItPkkukaSTZM0w2q4utoCgZGSowCRX9GdeZfCj4WfsneFvjL4/8X/B3QvCUfjnWbu2f4jS6PdRS33nFXaH7VGrEwswLsAQu85Y7jzRnmUVs0qUXTrezcW9t9V01Wqt32bDgfjXC8McPZzga2D9s8XSjBSsrQtJq8rp2Xv3X9+MF1uvw9/Yu+Lf7Qvij/gvRpfiTSvHmr+JNUv/AIgXml6lqbXKXZvPD8ayRHe6fI8S2cSMGHA8tWHzAV/QfXyjafBr4V2n/BSab43W/gWwTxbNrn9mya8EPnm0HhsMIhztAyByADxjOK+rqw4Xw88NQrwlNyaqyV31tbXrv1H4m8Y4PjHE5fVw+GVFUcNTptK2rjfa32VtFb2AkAZJwB1NZPgrx74F+JWgJ4r+HXjTSdf0uWR449S0TUYrq3d0Yq6iSJmUlWBBGeCMGvFf+CqXiD4oeFv+Cd3xc174NyXia/b+EJzBLp8e6aK3LKt1IncFbczNuHK43DkCvyT/AOCFvxl1rw34L8feCPFv7TmpeCfDVrfWd1o1hF4rttPikvJVkW5dRMCWOyK3zjgYHc1pm/ENLJ8ZClUpuSkm7r1srfrr2Msj8Pp53wDjuJI4iMXh6kKfs3vJS5bu/T448umtp9kfvZRXlv7LfjDUvG3hm51seKm1zTJRC2n6t9rW4S4+UhmSRflcHCkleMk16lXrZdjYZjg44iMWlK+j30bX6H59iaDw1Z0272Pzf/4OdPEHxP0n9hjQNK8HyXieH9T8c28Pi1rZMo0SwyyW6SkdEM6I3oXRO+Afhxf2hviqP+CJp0b/AIae1kat9p/sUeEf+Ent/wDkAfaPI8r7L/rfL2fL1zs/2K/c/wDaF8G/Arx/8G9c8KftL2Whz+B7m3Q6+niS6SCyEayK6NJI7KI8SKhDbhhgMHNcj8e/Bvwe0r9h/wATeD/D2k6LD4Hg+Hs1pawWzoLFdJFrsAVwdoh8j+IHG3nPevnM5yLEYvGVMVDEOC5Nle+l9N17r/O+h+ycNeJOAyfhHLcqqZeqksPjFXc2laSVnyp2fv627KKjv0+P/wDg2J8QfE/Vv2HPEOleL5Lx/D+meOZ4fCTXKYRI2hikuEiJ5KCZ2b0Du/fOP0irwT/gnN4Z+Efg/wCAt54e+BFpo8HhKDxPdHRU0G5Wa0MbRwszRyKzBwXLEtuOSTzXvdezkMXHJqCvf3U/v1/DY+E4/wA5pcQ8aY/MadL2UalSTUdmumv952vL+82fiJ/wdE+Mfi9pn7U3wx01dR1G08Mad4SbUPDksWUiXVftji5kRx1lVEs/dQVIxuOfMP8Agrz8dviT48/Zy+Degan+0lqni+HVdNXUfGulT+JLW8jt9YS1g2l44ADEwM10Ap+Xr3Wv1P8A+Cqfgv4A+M18ExfHfT/D9wbO01mfwvHr94sQOphbTyhCGdfNl64j+bP9011P/BSHwb8BfGPwO8MaJ+0XY6A/heXxlbNeDxFera2plFjeGLdIXQA78YG7k8c5xXxub5bXrYvH1Y1nFQUZNdJXjez1W1tNGfr3DPihl+W4fhmlPLud4OVZNpK8uduN6enxa8zu1eaWvU0P+CVHiD4oeKf+Cdfwi174xyXj6/ceEIfOlv49s0tuHdbWRu5LWwhbceWzuPJNfQVcX+zjBb2v7PfgW1tIUjhi8H6akMcagKqC1jAAA4AAxiu0r9AwcXDCU4t3tFa99D8DzrGwzLOMTi4wUFUqTmoraKlJvlXkr2QV+F3/AAcyeKvjXF+3V4D0iObUk0bTPCNtd+CkhhJj+3vdyee8WAd8u6O2BHXCxjGCM/ujXyf/AMFI/g98L/il4o8Iaz8RfBFjrF14X0LWNR8Py3qsfsN0JbHEqAEAsNq/eBHA4rxuKqTq5NOztZxf/kyX63+R9r4U8WYXgvjCnmWIoe2jyVI20unKLs1fTyf91y32f0p8MrvxVf8Aw38PX3jqBotbm0O0k1mJ4whS6MKGUFRwpDluBwK3KKK+hiuWKR+d1ZqpVlNJK7bstl5LyP5yv2EvjB8bNH/4Ks+IPEXxZ+LereD9Z1zUddt/iJqs2pQ6fMpBkkaCR5htjAuYoFCL02Ko4r9GrfR/g1cfHL4e/Gj4TeMrTxZ8R774saRanxZFqtvqup3Vs6CC/tnlUnbbppf2hmRQAgQSYDHcfaP2fvgz8K/DH7dXin4raD4EsLbxJ4lufEEWu6wiMZrxIru2EatuJAAAHCgZwCckCl1b4NfCtf8AgpBB8bh4FsP+Eti1qDTYte2N56Wh0J2MQ52gEk8gZwSM4OK/LqGV14KnVdeTj7fl5fPmtzb7/I/dOLPETL+JOIlj6OGdCMcJGDjG3vtRvyTs1+6u+X7TcIx91P4frKvE/wDgpBr/AMT/AAt+wd8WPEPwakvE8SWngi+k06XT03Txfuz5kkY671i3sCOQRkcgV7ZTZYop4mgnjV0dSro4yGB6gjuK/Ta9N1qMqadrpq/a63PxbLMZHL8yoYqUFNU5xk4vaXLJPlfk7WZ/Pj/wRI8Y+OJ7P4qeBbrxHdf8IzZeBr/ULXT2mXyre+lEMck6g8qzRxRgnpiNc9BX7a/smeNNS8c+Fpdai8Yt4h0p7e3+xayb1blbhgpVmWVPlcnaNxXjPpmvH/j1+zr8EP2ZfBll8P8A4B/DTTPC2jT6D4lvptP0qIqj3Ei2IeQ5JJJCqOvAUAYAAr63s0RLSJUUKBGMADA6V8NkGS18Hm04yrP91y3SvaXNF26/Z6afcff+JXF+C4xz6vmuGw/s4V3onbmXIoxu7aXla7s+u73JKKKK++PzI+Tv+C4HiD4oeGv+CYnxP1D4US3kd7JYW1vqUtgm6RNNluoo7zpyEMDSByOiFjwMmvnT/g1u1X4i3f7JXjzSteiuP+EatPHCnw7JLAAhme2Q3So3VgCICR0BY+pr9BP2mtOsdY/Zx8faRqlqs9rd+DdTguYH+7JG9rIrKfYgkfjXAf8ABP34X/Dz4NfCvX/h18LPCNnoeh2Hi+X7JptipEcZezs3Y/MSSSzMSSSea+cr0W+KKNTmf8OWnTR//bfgj9LwPF+Ew3hVi+HHhk6lTEQqKppolFad7rlsunLOW3X3evjz9tzxnBoX7Tr2fxM8Wy6T4Wt/g3eXWjtcSJDbNObtxqcqu2N80UCWBwc7VlJx8xr7Dr5c/wCCmXwc+Fvxn0bwtpXxV8DWOvWulQ6tqOn29+rFIbqO3j2S4BGSMng5U55Bq+KabqZHVs7Ws/xWh8twvicFh82SxcW6ck4txScldbxvZX0tutGz4S/4L4eMf2iLv/gm5+zbb+Mv7VittZsref4gCezEO7Vl063a3S4CgeW+WvG8vgbkPGUGPvb/AII26r8RNZ/4Jk/CC9+J8VwupL4ZMNt9qhEbmwjuJY7FsDqptFgKt1ZSD3rX/bX+F3w++NX7PfhP4e/Fbwpba5ol/wCINPa8068LBJSlrM6klCDwyg8HtXo37LVjZaX+zj4I0vTbSOC2tfDFnDbQQoFSKNIlVUUDoAAAB6CsMFh5UuJKrc2/3UN/W3/tt/mz7DPeNcFmvhthMjp4RU508TVquata0uZqK6/b5X05acN9l3tc78WYNMn+HeqjVmxEtsWVgoJEgI2Yz33Y/Ouirxj9sL4kXnh3wbL4f8N2jXep7FkgtF6TXDt5dtFnBxumZMnHA55FelneJhhsrquSvdcqXdy0SPzjA05VcVFLSzvfslqcb+xLrvhrxl8a/iFq7xk6lo9tZ6VpTyxx4ayWSb7RJCwcswa8SSKQFVwbWLr1r6Zr5l8IfB+6/Zw+MXgO08PXXnQWemtpmrzzSRq17b3Sq08pbyxl/tsUc2Bs+Vn7kKfpquPhqSp5e8LJWnSbjJfO6fzTNszXNiPap3U0mv8AL5EOoNcpYTvZLmYQsYRjq2Dj9a/nS/4JmfGz42aN/wAFGfEuofFX42614OvfEbau3xJ1CbWItPkkukaSTZM0w2q4utoCgZGSowpYV/RnXyf+y98GfhV4N/bR8afEjwv4DsLLXvFMviZvEOqxoTLfGPWIAm8sSBgHooAPU5rl4lwdTF4jCRhUcG5NXXS6vfddrfM++4E4ywXDXDudYGvhVVeLpRjFu3utNrW/T3uZW+1CPqrn7KUfhT4hfEGy8WeFfiY3i4aXfz3eoa4usw37y3Bs2tgk0sXy5EciALwcIvvn6kpscUUQ2xRqo9FGKdXrZRlksrw0qUqjm3Jybe93bzfbufneMxSxdVSUeVJWsR3lraX1pLZahbRzQTRsk8MyBkdCMFWB4IIyCDXnP7LXwz/ZX+G3wmh8O/sjaR4Vh8HNf3E0J8KXkd1aPcl8TN5qO4Zwy7T8xI2heAABxP8AwVS8QfFDwt/wTu+LmvfBuS8TX7fwhOYJdPj3TRW5ZVupE7grbmZtw5XG4cgV+Sf/AAQt+MuteG/Bfj7wR4t/ac1LwT4atb6zutGsIvFdtp8Ul5Ksi3LqJgSx2RW+ccDA7mvPzjPsPlGOpwqUnK8W7q11rsr+muvY/Q8g4HxeceHOYZ7TxfJCjVpxdK7tPZczV7XXtPc0enPsfvWqqihEUADoAKWvLf2W/GGpeNvDNzrY8VNrmmSiFtP1b7Wtwlx8pDMki/K4OFJK8ZJr1KvYy7GwzHBxxEYtKV9Hvo2v0PzjE0Hhqzpt3sfm/wD8HOmv/E/Sv2GNA0rwhJeJ4f1Pxzbw+LWtkyjxLDLJbpKR0QzojehdE74B8S/4JtfEnwz8Sv2BdA+HX7SP7Ud0unyfadK/4QzVPHNta20+kxyeXDayQErIYWUFNpYbk+X7pFfqz+0L4N+BXj/4N654U/aXstDn8D3Nuh19PEl0kFkI1kV0aSR2UR4kVCG3DDAYOa5X44eAPhSn7FXiD4e+D/Dukt4PbwE+n6bYWAVrR9NNt5aRxlDgxmIgAg8g5B7185nORYjF42pioYhwXJsr30vpuvdf530P1HB8d4Wl4d4Xh/6q1Up4l1fbK3b7L0ftFfuvdjHXt53/AMEz9I0fwq/xZ8FfDvTLez8FaZ4/QaFaWFrHHZ215JYW0mow2/l8bFuWJZRwkrSIMbSq/UVeH/sDfDfwH8Ivg/qnw6+GXhW00TQ9M8VXSWGmWSkRwhooXbGSSSWZmJJJJJr3CvZyCLhkuHV7+6n9+v4bHwfEuMp47PK1aF7XSu/ilypR5pWb96duaWr95vV7v8Qf+DpLxR8Vof2nfhroN1c3sXhK08HPeaFhMQHU2u5FumVv4pFjSzyD90MuPvHP0r4J1f4MftG/C3wXpn7Tf7QFn8QNRbQ7XUNS8LeKvGNldWseomxIuJTaoVG+NZLjGciMFmGCoYe/f8FNPg58Lvi9F4WHxO8DWOtjQtI1zUtIW+ViLa7jW02SgAgEjPRsg9wa6n9vn4P/AAv+NXwm8KeBPit4Isdc0e58XwSz2F4rBHdLC9ZSdhB4YA9a+NzfLa1bF4+rGs4qCi2ukrxvZ67K2mjP0ytx3gcdwvkOUxoOjPCuopVYW5vektYK8XdrWV5RvLrY1/8AgnPd63efsUfD9takunji0mSDRpb2ARyS6THcyx6c5A4O6yW2YN/ECGPJr2uuM/Zxt7ez/Z88DWlpAkUUPhDTUiijUKqKLWMBQBwAAMYrs6/QMHD2eDpxve0Ur/I/Js1xUcdmlfExjyqc5St25pN26bXsFeQ/tPeBG8caloumf2c5+2QXGni8gBMkazNGXUdQOEDcj+A9ga9eorLMsCsxwcsO5cqbWvo0/wBDnw1d4asqiV7X/FWCg9OKKK7jA/LXSfjje6JpHwbl8TftC6j4X8T61r+uD4g3T6xa2N2JhDdyahFcGXPkCPUFt4wgAxhFHHFfT37LcfhH4j/EOx8ReFfik/jA6Zqkl7qWtLrcOoSNN9keBEmli+UYR1AXg4A/H3Xwd+zb8CPh/wDFXxN8cPBnwt0nTvFnjIRDxNrlvBia/EYwu/JwOgJ2gbiAWyRmu1jiiiBEUSqD1Crivi8HwpiaFeE6mJbjGfNy2dnZ3T33fV2PseIOIctzCu5YPD8ilF3bSTvKUpNWj9mPNyR1V4xTtG/KnUUUV9ofHHkf7VHgk+NoNJ0wac7m6iu9PF1ApMkQuBGGUdQM7AeR1T6163GgjjWMHhQAM0tFcGHwKoY2tiOa/tOXTtyq34m9Su6lCFO3w3+d2FFFFd5gYnxJ0sa38Ptb0ZtPW7W70qeF7VgcSq0ZUrxzyCelcv8As1+GX0DwRe6hIJQ2sau96VlGMfuYoRjjoRCDz6ntivQ6K4Z4FTzGGL5vhi429Wnf8DdV3HDOjbdp39Ar49/bb8Z2+hftPtZfEzxZLpXhe3+Dd5daO1zIkVs8xu3GpyqzY3zRQJYfKc7UlJx8xr7CrivjT+zl8DP2i7TRrD44fDHSvE0Ph7WI9V0aPVIS4tbuMELIuCM8E5U5Vu4OBWGdZfUzTL5YeEuVu2vTR31PV4fx+By/MOfGRbpuLi+VJyV+seayvfR6rRs+H/2Zfi/o/wAQfht8P5vHv7VF14n8UXOg2VxN4d1PxfZzN9va2G/FrEAwlXc42D7uSMcV96/CjwwPBfwz0HwoGkP9n6VBCfOxvyEHXAHNbq2tsjb1t0DDoQgzT65coySrltedarXdRySWq2S16tmOaZnTzCo5U6SppycrLZX6LRaLYK5zUfhtpeo/EC08fy3TiW2h2m3CDa7DIVs9RgE8ew9Dno6K9ivhqGJUVVjezUl6rZnmU6tSk24u11b5M5zxh8N9L8Ya/pev3l08babLuaNVBEyghgpPb5gOfQke46OiiilhqFGrOpCNpTabfeysvwCVWpOKjJ6LYh1JrtNOnewXdOIXMK46vg4/XFflz4X+OTaNYfA/+2v2j9R8M65rdnrMnj+8fW7Wxu3m8hpL5bppQfJddUWNNgAO4MmPlIH6mVxHgP8AZt+BHww+I3ir4t+APhbpOleJPG08c3irWLW3xNqMibtrOSSAcsxO0DcTk5PNePneT181nRdKq6fI3qr31W6s1r032bPpMizjLctwOJpYmjzymlyaK1+WcbSb1SXPzppP3oRVteaPmP7IvxHk8b6utv4Z+MEvjTTLWKaO81J9biv9j53qryQ/KHBYYBwdp78V9C02OKKIbYo1UeijFOrtyrAVcuwzpVKrqNtu78+m7/M8HF4iOJq88YqKtay/pEd3aWt/ay2F9bRzQTxtHNDKgZJEIwVYHggg4INcf8EP2dvgh+zb4FT4Z/Av4aaX4a0JLuW6Gm6dCQhmkILyEsSSTgDJPRQBwAK7SivQcIOak1quvXUmOJxMMPKhGbUJNNxu+VuN7NrZtXdm9ru24iqqKERQAOgApaKKowPzf/4OdNf+J+lfsMaBpXhCS8Tw/qfjm3h8WtbJlHiWGWS3SUjohnRG9C6J3wD5B/wS1+Ndtrn7EfhbQPjV+1leWf2aa40+z8K6j41tLeE6bFJ5cEDQPiTyyoKgEglQAOMV+rfxc+EPwz+PPw81L4T/ABh8G2XiDw5q8aJqWk36ExThXWRc4IIIdVYEEEFQRV/wh4F8HeAPCmmeBvBfhqz03SNGsIbLS9PtYQsdtbxIEjjUdgqqAPpXymZ8O4rMMxliIYh004paXv6brTr6n6fDj3AR8NaPDTwidWnXlV9ppZpxaXS/NrZ9OWMde3Lfs4+GH8OeAprqUSh9W1SW+ZZRjG5UQYGBwRGDz6+mK76iivocFhlg8HToJ35ElfvZH5rXqutWlUatd3Pi39ubxzbeH/2jPE1t8TfGU+k+HrL4IvdaAZ5Ejgy1zdDU5oi3EkyLHpoI52h4+P3nPEfs9/FrSviN4M8EP43/AGpLnxZ4sutCs7m48P6h4ws7ll1J7MecVtoQG8xd8w2jO0FuOOPtT4w/s4/Az9oC68PXvxn+GOleI5fCmspqvh19ShLmyu0IIkXBGei5U5U7RkHArsltbZG3pboCOhCDNfL43hfE43G1qqxLjGpbRJu6taz1SsunkfV1uIMs/svD0qVD97FLmbUUlyqy5Grv3vine3vbX3Mf4a+HF8H/AA70HwmjSEaZo1tagy43Hy4lTnAAzxW3RRX19OCpwUV0Vj5CT5pNhRRRViCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvG/jt+3t+zF+zf8d/Af7OHxa8cz2Hir4jXAi8P20OlzzQx75kt4Xupo1KWqS3EiQRtKVEkrBBk17JX5nf8FVfgn8b/GP7f3h3TPAnwe8Ua9Y/FPw54C0TS/Euj6S89h4fuNB8cprd/JfTL8ton2JjJGz4EjxFFy2BQB+mNFFFABXl3gD9sT4G/Ez9p3xt+yH4Q1nUJ/Gnw+0qy1DxNbS6RPFbRQ3WfK8ud1CTHj5ghO08E5BA9Rr4u8D/ABWju/8Agul438OL8LPiDFaSfA3R9Ai8U3PgS/j0OW/tr6/1CWNNRMf2dwILyAAhsGTfGPmQigD7RooooAZPPFawPc3EgWONCzsegAGSa8h/ZG/bs/Z2/bds/E9x8B9e1aafwfq0dhr+na94eutMu7dpYhNbzeTdRo5hmiYSRSAbXXkV69cTLb273DozCNCxVFySAM4AHU+1fEP/AARu+J2oftD+Jvjp+1J8Rfhb4/8ACHjrx744tptV0Hxr4EvtGi0vRrSKWz0eyt5LqJFvXW2geeeWPIWW8K8ALkA+4aKKKAOZ+Mnxa8I/An4X618XfHY1BtJ0GyNzdxaRpc19dyjIVY4beBWkmkZmVVRFLMzAAVj/ALMf7S3wl/a9+Cej/tAfBHWLq98O62bhLZr/AE+W0uIZoJ5LeeCaCVVeKWOaKSNkYAhkNR/tX+K9D8F/s3+M9e8UeGfGur6WNCmt9Tsvhxbzy679mnxBLLZLbMs3nRpI0qmE+avl5TLAA+K/8EUvA3j74cf8E6PBvhTx94O17QTHq+vT6Bp3iyy+z6wNHm1i8m0+TUEIDC8e1eGSUuN5dyX+YtQB9WUUUUAecfta/tX/AAT/AGI/gBr37TH7Q3iSXSvCfhxYDqN1b2j3EpaaeOCJI4kBaR2kkRQoGec9BXoVldwahZw39sSY54lkjJGCVYZH6Gvz/wD+DjH4MftSfGz9jAaL+z58Cf8AhYmlaXaa1f8AijQLbWBbXaSf2VPb2V1BCIpXvnhkuJJltUUNJJHFhlK8/c3wquvFF98L/Dd7438NJoutTaDZvq+jxXouVsbowoZYBMFUShH3LvCru25wM4oA36KKKAPHfiZ+3B8HfhZ+1D4Y/ZD1jw/4z1Hxf4q02DULVvD3gy9v7CwtZriW3jmvbqFGjs4zJDIN0pUfL1r2KvgH/god4S8Y/wDDy34E+OP2fPCnxph+I8uueH7DVdc8OwTjwZceD49QvJdXt9UkT9yZUhlkZEm+bfJAYsnfj7+oAKKKKAPJvBf7a/wB+IX7UfiX9kDwhrmp3vjDwjYrPrzxaDc/2bbyFIZGtPt2z7O10sVxBI0AfeqSqxHXHrNfmL+wz8GP2pfg/wD8Frfi7FLY/E638I6/4k8W+IPFcuqmf/hELywvV0aTQpLDd+5a/Eg1GOYp+8CQ7X+UR1+nVABVfV9Th0XSbrWLmGeSO0t3mkjtoWkkZVUsQiKCXY44Uck8CrFFAHiP7G/7fnwM/bjl8XWXwh0Xxppd94Hv7Wz8SaV448F3miXdrLcQmeEGG7RHO6PD9OjKejDPt1fMP/BLrwZ4u/4Qf4pftD/ETwtqeka38XPjX4h8QCx1qxktruHS7eddK0xJI5QHQGx063kUEDiXI4Ir6eoAK4n9o39oX4XfsqfBbXfj98ZtXuLLw54egjkvpbOxkup3aSVIYoooYgzyyySyRxoiglmdQOtdtXzJ/wAFi/CXjTxz/wAE5/iF4X8D+C9Z8QTXDaS2p6X4bsmuNUbS01azk1CSxjUFjeR2i3EkJT5xLGhT5gtAHsP7Nn7Rnws/ay+C2i/Hz4MatdXnh7XVnFq1/p8tpcQywzyW88E0Eqq8Msc0UkbowBVkIruq+X/+CN3hLxf4I/4J5+C/Dvi/wVrvh8R6nrsuiad4rsmt9X/smXWb2XT5tQRwHF5LaPBLMZP3jSSMz/MWr6goAK8d/bE/bx/Zp/YQ8OaD4o/aR8ZXWlW3iPVmsNMWw0me9kOyJpp7h0gRmjt4IlaSWZgEjQZYjIr2Kvzx/wCDiH4CePPjF+z/AOGb74Lp8QT48ZNf8LeHIfA/gUa7Dfx65pcljcWN9l1/s+CZdg+3nKwbCSMstAH6F29xBd26XdrMkkUqB45I2BV1IyCCOoIp9YHwq8LX3gb4X+G/BOqXKzXOj6BZ2NxMpyJJIoEjZgT6lSa36AP/2Q==", "image_next": "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", "info": {"equation": "18+10*2=38", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7d6a4eb47385482378fbc33abd18b8b53d4bb30fe230e7610ffe1eb9101fb644"} +{"episode": 72164, "episode_seed": 3791153887, "split": "train", "timestamp": "2025-10-28T03:49:49.784767", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3791153887, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 0, 2, 7])", "action": "('move', [1, 0, 2, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "11+19*8=163", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "11+19*8=163", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4cc9ecd4be94a6e6bf4ae3cc69911a37a410ce4ed3ad14a2d547cbdad8e0dcf8"} +{"episode": 72165, "episode_seed": 1162110735, "split": "train", "timestamp": "2025-10-28T03:49:49.840350", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1162110735, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [7, 1, 5, 4])", "action": "('move', [7, 1, 5, 4])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1R4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONYhbCRh/EInuCqnrlyM440L/4j/tYN/wAGysPiVrrW/wC3X0QWEt55H+k/8Iz/AGiYA2fveUbHavmdfKO7OPmr7U/4KbeE/gT41+DXhnQP2kINDk8JyeOYGvh4i1AWtqHFjfGMtIXQKd+MfMMnjnNXNA0rwzbf8Ezb3Q4rO0j0WP4U6jbpbphYEtBZzKEGOBGI+OOAK+aq4Sc89xfvtc1L7r6fha/zZ+qYHxDweD4FyTLngFKWExftXJpWqKMnLlTt8UudKV9LRhvey+F/+DVjxJ8V734efFfwvqst6/gmx1XTptF82P8AcR6lJHN9rWNj/EYktWZRwMqeC3P61V8yf8ExvB3wF8DeAvFuh/s1WWgQ+Ez4hiltP+EavVubWSZrSISsJVd97bhg/MSNuOMYH03Xq8NRcMjoJu+l/vbdvkfF+J2f0eJ+OsbmVKj7GM5L3WrNcsYxvJL7UrXl5t6vcK/Bn/g5d8ZfGqH9vfw5peq6hqdtoGj+ErS68DtEDHGkzysbiaFl6y+bGgZvvDy4x0C5/eG+vrLTLKbUtSvIre3t4mluLieQIkSKMszMeFAAJJPAAr40/wCCgngn9nH9qhPCnxAv9P8ADfjrTNG8H+INQ8L6va3qXlrFcpLZq0kUkLlJCHj2kEsMpgjiubi2HtMlnaVmnF+uqX639bHp+EnFVDgri6Ga4jDOtTUZwdrXi5RbTTeibs0/7rla+x9L/sxar8R9d/Zu+H+tfGGCeLxbeeCtLm8Tx3UAilXUGtI2uA6DhG80vlR0ORXc1DprFtOt2Y5JhQkn6Cpq+jpx5Kaje9lufm+KrLE4mdVRUVJt2Wyu72Xktkcz8ab7xvpfwc8Wan8M7Z5vElv4Zv5fD8McIkZ75bdzAoVuGJkCDB4PSv52/wDgkd8Z/ib4Z/bdvZPEHx01nwlaeJLHUJfHeqvrkdk91KqvKhnkuOPM+0svbfl2HQtX9JVfFH7AfgD9nDQP2q/FviH4TaT4aHiXVLXxC/jqbSrxJ7o3Q1iAqLlQ7GFsmQ7CF5zxxXyfEuCqYvHYSMKjg25K66aXutV2sfqfAfGmE4c4PzvLquD9s8TTglKytHVx966ei5uaFvtpd7ru/wBl34pv4w8T2uk+CfjnP44t7a7P9ozv4hh1BoEdc7ZGh4UfJldwznODzX05WJc/ED4b6R43s/hneeNtDtfEmpWjXVh4fk1KFL66gXduljgLCR0G1ssFIG088GtuvZyjL6mXUZwnWdVt3u+mi03f5n5njqsqs4ydPkTWmm6u9VorrcK/OX4pf8F8/Cfw6/4Kd2/7HY8HWEvw9stZTw74k8WOk32231hmaNmjUMF+zxTGOJwULHZI6kjaD+jVfjz+2l/wQ8+L9/8A8FGdQ/aa+H2v2SeANf10+Jrm+vboPcWerszztZmIYZ4pLlFIcYCxzbc7kGeTiPFZhgsJCthtoyTl193/AC7n6L4V4PgPG47HU+J5Wj7CfstbfvNPhtvUS+BPRu+jdj6Y/wCCwX/BY25/4Jw+JvB3wy+GvgXTPEninW1/tTWbTWDMsNrpIdo1KtGy/vpZEcKcsqiFiynctfYXwK+M3gr9oj4OeGvjj8OrmWXRPFOjwajpzTx7JFSRQdjr2dTlWHqp5PWvyx/4K8/sd+L/APgpt8QPhD8Zv2dbVV8Ta1psPh3VtI1GV4ktVAuLqR2LqCn2Z/tSSZGW+XbkgA/qB+zJ8CPD/wCzD+z74Q/Z98LalcXtj4S0KDTor26/1lwUX55WA4G5yzbRwM4HSs8ox+Mx2aYmV70FZRfS67Pr5/IfFOB4Fwvh5lE8A/8AhRk5+3V3e1/trZWfL7O1rx5r3d7d1X4bf8HRnij4uj9qzwD4a1S5v4vBtp4M+1+HQFKwNqLXMq3bqw+9IES0B7qCuMbuf3Jr5D/4KoeBf2c/Hlz4EsP2jtP8OXNnBa61LoMXiS+SCNtQ22YjWMM6iSQgtiP5t3Pymq4rpupkdVp2tZ+uq0Obwk4oocH8cUMxrYd1klOPKrcy5otXjfqtn/dbPGv2O/2l77Xfgn8PvE3xO/bX1C78W6h4ftH1bRtR8d2R826lj2+W0AAfcdw+XO7djvX3/wDCi71y98A6fc+IWka5ZG+ebO9k3HaWz324qr4T1jwt4R+Dek+K/F2qafpenaf4ctri/wBS1GaOCC2jWBS0kkjkKigcliQBW/4c8SeHfGGg2ninwlr1lqmmahAs9hqOnXSTwXMTDKyRyISrqRyCCQaMoyfEZfiXVq4mVS8bWd9NU76yZ8jnGYRzOdTEU8OqUZTb91e6r3fKtEtE9F2Rdqj4l8TeG/Bmg3firxh4hsdJ0uwhM19qWpXaQW9vGOrySOQqKPUkCr1fnH/wc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD62Y4z6hgamI5b8qvb+vxOng3h3/WzinCZR7RU1WmouT6Ld2XV2Vorq7I/RHQNf0LxXolp4m8L63aalpuoWyXFhqFhcrNBcwuAySRyISrqwIIYEgg5FW6/Fr/gjV8edYh/ZFbw98T/2v9V8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8r4pw2Z4mGHjTkpSTu9LKyv3287HXxhwjU4TzvF4B1o1FRm4qS6q+mnR23V3Z3V9D0uvDv8AgpX4i+LHhL9gn4reJPge96nie08HXT6dLpse64iXAE0kY6h1hMjAjkFcjkCvcapeJd//AAjmobAS32KXAA77DX0lem6tCUE7XTV+11ufO5XjI5dmdDFygpqnOMnF7S5ZJ8r8naz8j+fL/ghb8X/Eng74m+MfBer/ALQ2o+CPCFzosd7dLB4kt9Pin1FZo44jumBy3lNNkL1Cjd91awv+CePxb/aV8Tf8Fo/CvjKx8XavrfifW/H8ln4qvzItw95pWSl35pX5GiW2jLAj5VESMv3Vr9bv+CTnw+/Zs8FWPiW3/Zw0nwzHpt34f0KbWH8OXqXUb3+LwSeY6u+JANuUJG3PQZql4J8Cfs523/BUDUPHWi6b4b/4WZJ4suodXmhvUbU0sP7BYJvh3lo4yFiAfYM/Lyc8/l2CyyusLgsS68uWVRJR6R956rXy7dT+lMw8W8tq8S8QYhZX/vOG9mrpcycYqN6mnwvmvKzfwwXmvtaiiiv1Y/lw/mr/AGdvjR+0VoP/AAVmm8X/ABH+J+teFPFWseOr2w8f6pJfR2M0NsZm+1QyNL8kSKsQAXovlpt5Val/4Ku/Gj4seI/27ba+8NfHDWvFcXhmDTX+H2rxa1HfSW0hWOYmCS3GDILrf235VR0Va/Yn4efA/wCEek/8FBbr436f8P8AT4vF2seNNVstS17Yxnnt10uULGckqBiNPugE7RnNZf8AwUq8A/s5eJ/jj4a1L4vaX4bl8QaZ4Ulm8CrrF6kU4uxdZY20bOvnOCsRwFbBCnAzX5LVyqusvr1vby5YVXHl1s3zJc2++t9j+rMN4z5RPjrCZnHK01HB+ycVy3Ts5Pl0+BW5F1VNydvsn138KrzxfqHwv8N6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/WYrlikfyvVmqtWU0krtuy2V+i8kFfk3/wAHUviP4s2Pws+FXhnRpL1PBN/rWoS6/wCTH+4k1GOOH7GkjDv5b3bKp4O1j1UY/WSvBf8AgoX8LPh38aPhR4e+HfxU8JWuuaHfeNLc3em3hYRylLW7dSShB4ZQeD2rxuIqbq5JXSdvdv8Adrb52sfaeG/EWG4T43wWa16XtYU5O8dL+9Fxur6c0b80b21S1W55x/wQe1f4l6x/wTB+HcnxMhuFe3S8t9Da5gEbPpiXMi2xAGMrsGFY9VCnkYJ+wa8z/Y50bSvDv7NPhTw9oOnQ2djYWUttZWlugWOCGOeRURQOiqoAA9BXpldmWR5Muoxve0Y/kjw+Jsyp5zxHjMfCmqcatWc1FbRUpN2+Vz8jf+DqnxH8WLXwf8J/C2ny3qeCLy/1GfVRFH/o8upxpELYSMP4hE9wVU9QXIzjin/wTy+KHhvx5/wT/wDC3gX9oj9rK7tLWfS7nSrrwneeO7SxgfSUleGG2eIFZFiaBQhBYFkPJ5r9Tfjr+z78F/2mvAEnwu+PXw70/wAT6BLdRXLabqSMUE0ZJSRSpDKwyRkEcMR0JFZn7QHg7wpp/wCyz418H2Hh2zg0qDwBqNlDp8MAWKO3FlJGIlUdFCfKAOgr5zM+HcVicdVxcMQ4KUVor30Wqeq00v8AN6H38vEXAVPDvL+G44S1XD1pVHVVtm5NOPXm96z1WkI2f8vgX/BOPw54W8BftA/FvwJ8GNEstO8ERafoV5d2GjWcUdhba/IlylysZjGBI1pFp7yRj7uUbA38/YNfOn/BO/4QfDD4GeHfGXw9+EPgmy8P6LDr9vPHp9grbPNksoS7ksSzMcDkk8ADoAK+i69ThmDhkdBXvpf723+B8NxXjqeYZ7VrU7tWjG8vilywjHmlZu0pWu1eVr25pbv46/4LzeJPix4Y/wCCZPjy7+Est7FJcPZ2viCbT48yJpUs6pc5I5VGUhHI/gds8EmvzK/4IleNviFqvgH4r+BtY8S3c3hnRfB15caJp8s4MVlczgfaXjHVN4igJ/hymeu7P72eKPDHh7xr4a1Dwd4t0e31HStWspbPUrC7jDxXMEqFJI3U9VZWII9DXyd+0D8CvhD+zj4S074UfA7wDYeG/D1l4C8SS22l6chCK8ktq7uSxLMxY9SSeg6ACvC4tyurUTxyqWjGKTj395fhrf1S+X3fDfHeBwfh3iOFZYVOrWrKoqumiSi358y5OVW05Zy1VrS9U/ZC8d6l470kanZeOn8S6OdLiWLWP7QW6SaVMJkSp8jMdrbsdxyM5r2uq+kokel26xoFHkJwBjsKsV9VleCnl+DVGdRzd27vfV37v8z8qxVeOIrOajyrsjmfjTfeN9L+DnizU/hnbPN4kt/DN/L4fhjhEjPfLbuYFCtwxMgQYPB6V/Ov/wAEkPi38QvDn7dF1qfiT41ap4Uj8QabqR8b63JrMVlNO2GmAlmuAcM10IyR94kntmv6Tq+Ov2Hvgb8Ifh3+0zrnjrwT8PNO03WfFmm+IbrxJqMMbGW/mGsW5DOWJxy7HC4GW6V4HEuCqYvHYSMKjg25K66aXutVrpY/T+BOOMDw1wjnWWVsKqssVCKjJ20s2vev0XNzRttNLvdeE/Gex+Dd1pNz8fPhT8Q7fxd8WrXxFo0XhPxbFrlvqusf2n9oWK0sImU4WKRHnR4FAV45J3YHBZf07r45+PPwO+EOvft3ad8a9Z+H2nXPivQtY8K2uj65KjGa0he8G5UGdoz5j84z8xwa+xqvhjCzwlTFQnUc2p2u+rS366u+vofK8R5rTx+XYKjFybhGTbl05uVKnHV+5BQvH4dZStFbsrnvirb6VcfD7VF1ltsK2xZWCglXH3CAe+7FdDXif7YHxUbwx4TuNH0awlvru0iE5sohzczthbe3BwTl5GUdOMg162eYqnhMrqSkr8y5Uu7lol/XQ+dwNKVbFRS0s7t9kjzv9lHxD4W8aftca7b6jC5uvC/hprXw68kUZilmeWJtSeNt5bfGHsIj8i7d7jJ3ED6wr5OvPgdrf7ON78PtU0K6W61XQbpL/U7p3Qf2jJcbl1Zd5iAHmmaSVQAvzrFkqBkfWEciSossbBlYAqwOQRXn8Lv2GDlgpq1Sk7Nd76p/P9DpzRc9ZV4u8ZrT5boWvw0/4OkfEfxYn/ao8B+E9bkvV8FQeCjdeH4mjxbPfvcyreMp/jkCLaA55UFem7n9y68r/aj+FH7H/wAUbLwvF+1zong+7gsfEcT+E/8AhLb2KBTqTA7I4TI6+a7gf6r5g+0ZU4GO/PcvnmeXSoRnyttO720fX+t7H2PhXxdh+COM6OaVsM68YxnHlik5Lmi1eN+q2f8Adcj4Q+AHj7wF8d/2XPAXhn9pr9qNvEl5q2h6bLrvgzXfG9mba7ulKPFBNaJtLgOsZ8k8FlAZTyK+o/8AgmJHFpPh34l+C/Bi7fAehfESW28FQQRqLS1DWdtLfW9qV4MKX0l0MDhHMiDG3aPQ/wBuLwJ4O+IH7M2veCvGnhy21HStVvtKttRsZ1ISeJ9TtQyEqQcEehBqj+wN4D8G/DD4Ey/D74e+HLbSNE0nxLqEGnabZqRHBH5ucDJJOSSSSSSSSSSa+fy3LK+X8RxhUryqP2bd325rW3enX1ObH8QYfG5DilGDh7ardU1b2ULtS546/Hp7Ne6vcb953se11yPx48I/Bfx38INf8KftE2Wi3Hgm7sSPEUfiG4WKyECsH3SyOyhArKrBsjaVBBBArrq/OP8A4ObfEnxY0X9hbRNL8Dy3sfh7VPGtvB4ye0TKNAsUkkCTMOVjM6IfQuqA84B+pzPFRweX1K0o8yinp39fLv5Hm8D5HV4k4uwWW0q3sZVakUp7ONtbx297T3dV71tUfefwc8HfB/wf8KvD/hn4HaVo0Pg+z0qFPDiaI6S2htNuY2idSRIrA7t+TuzuySc11CqqgKqgAdABX4t/8EavjzrEP7IreHvif+1/qvhe10bxJcWnhfR28a2lisVjsjkO2OUFyvnyTYJ46gcCv1a/Zp8Wax4z8OXevXGunVNOuWjl07UROJUnDqSWjcfKyEbSCvHPFeHlXE+FzHEU8NClKLa8uVWV9PLotF0OvjXhbE8NcQY3CVa6qulUkue7vLXd3+1r7yu7O+r3PS68O/4KV+I/ix4R/YJ+K3iT4Hvep4ns/B10+nS6bHuuIlwBNJGOodYTIwI5BXI5Ar3GkkjSVGilQMrAhlYZBHoa+lr03Woypp2umr9rrc+ZyvGRy7M6GLlTU1TnGTi9pcsk+V+TtZ+R/PB/wQv+KuueCfil428N6j8e73wP4YvfD8V1eSW3iC209bq/jnVIAXmBLERyXPyr9T0Fff2l+GPgtpfx7+F3xd+BGuWPiD4h6x8XbaK68VWWoQapqWrWs0fl6ulxOCS0MengsQMLCI4doXd832b+yn8JP2Pfhf4N1fTf2PdA8HW2h3OvzS6z/wAIjeRXMP8AaIRFkSR0dwrqoQeXkbQRhRmvD/CHwQ+EWlf8FFbj46ad8PtOi8Yah42vLC88QKjefJbLoLgR8naowiDIAJ2jJr86nkGIy/6o5YhyTqRSSvyq7butf0W5+ycU+IeC4j4zx+a08POhGVJrksuao1BR5a2qXK95fFolG2vMvsWiiiv0o/DD83/gD8TfHdy/wWZPFt/c/EfVvi9OnjTTZo4muzPvvRrcNxCeYYreKR8YA8tVtsffTd8N/wDBxB4u+Oj/APBT8WGozaolloui6S/w4jWA7QjRpI8kAA/eMb0TKWwSWjC9FUV+n3w5+CPwm0T/AIKD3Xxy0vwDYQeL9X8aarZal4gVWNxPbrpcoWM5JCjEcf3QM7RnNJ/wUU+Cfwm+J/xd0vxj8QfAVhq+p+FPBr3fhy8vFZmsJzdE+YgBCk5RD8wOCoIr8xqYOceH8RH2j92v99mo/je/qkfvvCPiDkfDHG8MzjgueE6FRONopxnUfPaPTkjb2aejcJSfKr8h9UfCq88X6h8L/DeofEG3aHX59As5NcieMIUvGgQzKVHCkSFhgcCt+iiv02K5YpH4NVmqtWU0krtuy2V+i8kFefftI6QNT8EWlwdMFwbHVY7hX2kmA7JE3jHs5XnjDGvQaK5cfhPr2CqYfm5eZNX7FYer7CtGpa9nc5f4LeEj4H+FujeGWMu6C2LsJ8bw0jtIQcAYwXIx7V1FFFbUKSoUY019lJfcrGc5Oc3LuFYvxI0sa58Ptc0R9OW8W80m4gktXBxMrxsrJxzyCRxW1RTqw9rSlC9rpr7whLkkpdjzH9mPwm2iaHrHiKQTK2s6ikm2UYGIoUiBXjODt9+a9Ooorny/BrAYKnh078qtfuaYis8RXlUta4V41+1V4Ffxtdabpw0t2N9p13pi3kCkyItxsDoOoH3FYZH8J7A17LRWeaYBZngpYdy5U7a+jT/QrC4h4WuqiV7X/IZbQi3t47dSSEQKCfYYp9FFegc5y/xuv/HOlfBfxfqnwwtnm8S23hfUJfDsMUIkaS+W2kMChW4YmQIMHg9K/N6z+N/hbw3c/AGx8KftM32gRav4av38QamviC1trm6s/sKNJLdSzZMcp1GOFWHBMvnKR8jBf1JrgfhZ+y3+zz8EvGXin4hfCj4R6NoWteNr77Z4p1GxtsSajPvkfe+SQPnlkbC4BLk4zXzud5LiM1r0Z06zp8l9r316rVa9N9j6vIs7yzLstxFHE0eecruGkbNuMoWm3qlHm54WT95WaV+aPz78BI/BvxZ8a2jeFvi7J40nt9dsb3VNWXX4NRnjFtKs0UcjxfKifuyACATubByePsCmxwww58qJVz12rinV1ZNlUsqpTjKq6jk7tv0S7v8AM8DGYtYucWo8qStYK5i9+F2k3vxEh+IUl2/mRIN1tsG1pAu1Xz14Hb1A+h6eivQxGFw+KUVVjflakvJrZnPTq1KTbg7XVvkzmviN8NNO+I0FpFe38lu1pMWDxoGLI2Ny89M4HPb0NdFBDFbQJbwrtSNAqKOwAwKfRThhcPSrzrRjaU7Xfe2wSq1JU1BvRbfMK/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c/uTXCfHH9mP4A/tLW+i2nx5+FOkeKY/DuqLqOipqsBcWtyBjeuCMgjGVOVbAyDgVwZ3l1TNMvlh4S5W2n5aPr/W5994X8ZYPgPjClm+Koe1hGM4tK3MuaLV430v0f91s+Df2WfjrZfEX4A/D+9+OH7Yl3q/iPUdG0+41fw/q/jmzKzX3yOiPbrh94kEbBM53AZ5yK+8/2dvCTeE/hyFkEwfUdRub90mGCplfOAMDjABGfWu2+yWobcLaPOeuwVJXDlWQ1svxjxFXEOo+Xl1Wyunu2+x8xm+b08zq1J06MaSnNy5Y7K7eiVlor2Xkgrn/AIqfCv4d/G74fap8Kviz4Rs9e8O61biHVNJv0LRXCBgwBwQQQyqwIIIKgggiugor6OUYzi4yV0zyKNarh6satKTjKLTTTs01qmmtU09U1sYPw6+F/wAPfhL4G0r4afDbwhY6PoOiWSWmlaZZwgR28KjhRnJPqSSSSSSSSTW6qqoCqoAHQAUtFEYxikkrJCq1alepKpUk5Sk2227tt6ttvdvqwrw//gpX4j+LHhH9gn4reJPgfJep4ns/B11Jp02mx7riJcATSRjqHWEyMCOQVyOQK9wpJI0lRopUDKwIZWGQR6Gs69N1qMqadrpq/a63OzK8ZHLszoYuVNTVOcZOL2lyyT5X5O1n5H88n/BDL4weJ/BnxI8Z+DNU/aF1HwR4RuNES+uEg8R2+nxT6is0ccRzMDlvKabIXqFG77q1+vH7K1h4U8f+OtL8W+EfiAfFEOk6jc3t7rsWrRXxuLlrWS3ImmjypYJMvyjBAVewOfaPgT+zB+z7+zJ4ev8Awp8A/hNo/hbTtU1N9Qv7XTLfas1yyqpc7iT91VAA4AHAFd1HFHENsUaqPRRivj8BwpicNOjKriW1CSly2fLdO+l3+nc/QPEjj3A8acT4nM8JhfZRqqMVe3M7RUbytpd277Jdh1FFFfan5gflVcfG/VtA+EPwv1jxR8dL/wAOePdV+LUkPjO7l1K2tL2C8M92NZgm83It44Y3dRgDYotwPvru958ATeBPjVrV14W0D49TeOdS1C2S1uJm8UW+o3NnbF8HaIhiNMsSSwxnvX0/4e/Zd/Z78KfHDWv2k/Dvwk0a08deIrJbTWvE0Vv/AKTdwgRjaxzgZ8mLJABbYuScV3UdvBEd0UKKfVVAr4WnwfirONTFPlcr2Sdnre713fo9e59vnnEuV42uqmCw/LfmbbUU1KbbcY8t/ch8Mdm1d2jflT6KKK+6PiAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8f/AGzf26v2cv2CPh9p/wASf2jvFF9Y2OraobDTLXSNGuNQu7mVYZJ5WSC3RpCkUEMs0j42okbMSK9gr4H/AOC3Hhz4l6B4i+Df7R/g/wCC3ivx7pHg9fGuja5ofgvRJNSvkm1vwzd6fZTfZ48sYvtJSJ36RrPuPANAH3T4V8UeHvHHhfTfGvhHWINR0nWLCG90vULV90VzbyoJI5UPdWRlYH0NX68i/wCCf/wm8Z/Ab9hb4OfBP4ix7Nf8J/DDQtJ1uLeG8q7t7CGKWPI4IV1Zc99teu0AFcz8Zvi94G+AXwq1/wCM/wAS7+4ttB8N6bJfanNaWMtzKIkGSI4olZ5HJwFVQSSQBXTVyHx++IGlfCv4J+KfiHreia1qVrpOiXE89h4c0abUb6cBCNsFtArSTOc8IoJNAEX7O3x8+HP7UnwO8L/tD/CK+urnwz4v0iLUtEnvbN7eV4JPul43+ZDx0PNdpXyL/wAEKde1K9/4Ja/Cjwb4g+H3i3wxrHg/w/HoOuaT4y8L3Wk3SXcCqzlIrlEaSL94NsoG1iGAOQcfXVABSSSJFG0sjAKoJYnsKWkkcRxtIwJCgkgDJNAHiX7JX/BQr9mP9tfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/gkP8AFnUP2nv2oPj3+1h8V/hB8RvB3jnxVeWOl6ZoPjH4e6hpFppHhXTpbmHTbeK5uYkju7mZpLi7n8skIbhEHCZP37QAUUUUAeI3X/BQr9mjT/2x7L9hbUtZ1218d6nFMdLa68L3kel308Nqt5LaQ37Ri3luEt2WVolcsqnnB4r26vz2+M+neKfib/wXR+Dvin4XfB/4uR3vgG31qy+IeteJdKuP+EMj0KbSHMF3pssha3F7Jdywwl4NsxWORJBtUV+hNABRRRQB5Z+1h+2X8Av2KvCfh3xl+0B4ql0y08V+MbDwvoKW1m9xLd6leOVhiVEBOPlZmboqqSa9Tr8vv+Dg/wCCX7bHxJ8TeAviB8C/2Xl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/xk+GmifFPw/omt6bZa7p6XdtYeJNGm06/gRhwk9tOqyQOO6OARXhX/BWHwh8IfGX7KH2T44+Dvi7rHh+x8V6ZqMh+B9rcS+IbG4t5TLb3UItv36qkyx5eH51JU8KGI1P+CUy/tJp/wAE7/hOv7XjayfiF/wjC/28fEjZ1Lb50n2b7Wev2n7N5Hm558zfnnNAH0HRRRQBW1nWNK8PaRd+INd1CG0sbG2kuLy7uJAscMSKWd2Y8BQoJJ7AV5d+yD+2x8B/25PAl98Sf2f7/W7nSLK/Futzrfhq7037WjRrJFdW4uY0M9tKjBo5kyjjODwRV39tb4a+L/jP+xv8Wfg/8PiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj/wD4N6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef/BS79nn4yftZap+xZonhr4g6R440yx1G+8rxT8PtQ0yzvbWyuUtp7i2ubiNY7iLzJECyRkq4YEE5FfQdfKH7Ofgfxn8Rv+CqHx8/ab8aeE9UsNJ8J+F/D/w3+H91qWnywJewKj6tqlzbmRQJYmubu3h8xMqWsyM5U0AfV9FFFABXgXxq/wCCmH7JH7P37UPhn9kH4l+M9TtvGPih9PS1W18P3VxY2T388lvYJd3caGK1a5mikjiEjAuykCvfa/KD/gpH8G/jj4q/4LNfD/xv4d+BPjrV5o9Q+HbeAdZ0DQpJvDMtraa1fza++uyqPK822tZY5bQzndG77ofmJoA/V+iiigD/2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "14+6*6=50", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "14+6*6=50", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "aa7972f8647bdef604848f773ef5e45d0a3b4d37f1251310c97aa9b1f765bb2d"} +{"episode": 72166, "episode_seed": 3009782863, "split": "train", "timestamp": "2025-10-28T03:49:49.881622", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3009782863, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 7, 1, 0])", "action": "('move', [2, 7, 1, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "17-1=16", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "17-1=16", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b6b909a8de788197529fdda57e6f3d11b611f4a23c7e57977d7e39eb6b43a160"} +{"episode": 72167, "episode_seed": 413525250, "split": "train", "timestamp": "2025-10-28T03:49:49.929092", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 413525250, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [7, 4, 2, 7])", "action": "('move', [7, 4, 2, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "19+66=85", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K+Nf+C9nin4y+E/+CaPjO8+DUt/E91c2lp4ln02PdJHpErlLnJHKxtlEdh/A7A4BJH2VXn/AO1hb6dd/st/Ei11dI2s5fAerpdrMcIYjZyhwx7DbnPtXHmFJ18DVpp2vFq/yPd4YzWnkfEeEzCdJVVRqQm4PaXLJO3+Wj16H5Sf8Grfij4xyeOPih4MjlvpPh/FpNteTI8ebaDWGlVE2MfuyPAsm4D7wiQt91a/Zuvk/wD4Jh+Bv2dfAE3jjSP2X9P8OQeGJY9Lm3eGL5Lm3kuCbxZGMqu+58KoOWJAAHFfWFeVwtFxyKjre93+L0Pp/FXiOhxXx1i8xpUPYxk4rlatL3YpXlbTmdte213a4V/L94r+NP7VWgf8FMtT+KPirxtregfE1fiLLbajqTzLa3FmWmNs8WX+SOIQHywD+7EYA+7X9QNfBniz4efsxT/8FI9Q8fTaV4Xk+KcfxH0mMSvfo2qJY/YLBNwgL5VNh2+YE6MRuwa4uLcNOvTw3LNx/eKOn97r6q2nqe94SccYTgz+1FXwf1j2+Hklona19JX/AOXcub3/APDHRn56/wDBdX41+KPE03gn4f8AhX9pbU/G3g2aOe+u7SXxRb6hDHqMblEZvJAKsIZDgNx8zY5zX6P/APBvb4o+MXij/gmp4dl+Lkl9LDY63e2XhCe/jwz6PF5awhCeXjWXz40J6LGFHyqtejf8FPvBvwB8XfB/wnoX7RtnoB8JyePImvv+EhvltLXzF03UDFulLoFO/GPmGTxzXe/sLaV4Z0L9lzw5ovguztLfR7S41KHSYLDb5CWy6jciIR7eCmwLgjqMVy5Pl9bA8SThUrOo1Tvd9btKz1expnnHmDzLwjweQQwKhKnWk/aWXK7cz93RPnfPaXklvey9booor7g/GT8pf+Dp3xP8ZNN+DHwy8MeHZL+PwNqeuXzeKGt4v3El9EkLWMcrjn7pu3VDwTHu6oMen/8ABtT4o+MPiL9gC6s/iPNfzaHpfjG7tfA8t7H8v2ARxNIkTHl41uWnA6hWDKPu4HvP7a8/7Pn7UvwPT4dTa54b8b6GvjywsfEem6fq8d1HDMjO/kzGB8xurKDtJDcV1f7BHg3wr8PP2eovAvgbQLbS9H0nxHq9tpunWibY7eJb6bCqP1yckkkkkkmvkqVH/jMJVFNtOnfy3Ubeml/U/Ysbxvhn4P0uFZ4PlrU67k5tJaO81L+bnalyduRLXWy9nooor60/HT80v+DnrxR8ZdE/Y68K6H4Hlv4vCer+LfK8bSWcf7twkfmWkUzDlYzKrMB90vGmeQoPzH/wRG+O/iLT/gN4l8F/EP8Aaw1XwjoOi63EnhTSh4wtbCNfNWSW68tJgWK72jY4+UM7Y5LV+rv/AAUO0T4deJP2Tde0L4uw6c/he61XRY9dXV7kQ2ptv7WtN3myFlCL0y2Rj1rE/wCCbnhD4ReE/gjq+gfBXStGh8KweLZv7FTRJEltTE1pasWjkUsHBYsS245JPNfC5pllfGcTctOvKm5U73XRJ2tutHv6n7RhOPcFQ8HHw9LAqU1iOb2lly/z3va/tLe5/wBe+vQvfsq/ETUvHWoW9x4f+I7+LNGjsmhn1b+1EvEdo+ATLH8hk3cHGCecjjj3msHRviZ8MNa8aaj8M/D3xA0G78RaPEsur+H7LVoJL2xRgpVpoFYyRAh1ILKAdw9RW9X02UYGWX4V0pVXUd27v8t3+e9z8kx85zrKUqfJdKytbR6p7LRrbyCvwW/4ObvFPxlvv23NE8J+L5r9PB2n+EYJ/BsLx7bZpJGP2uRCOHk8xEVifmASMcDGf3pr5A/4KheAP2ZPiD4z+HFh+05p/hi5sYNP1yTQ4/FGopbxte+ZpoUR75EEjlcjZzkdjXncW0nUyKo725Wn66pWf33+R+h+D/FeH4O44pY+th3WXLONopOSuvihfrpZ7e65Hz1+wx+03qWufsteAfFnxq/bn1S28TPpSy6jYah4/sYsKkziFZImG4ZhWLIY7jkluSa/QL9nbXvEPiLwzdalq1/Jd2kk6vp93JIXEqsNzFW/iTkEEccn0q5+z7a2EP7Pvgh5raFFTwbphYsgAUC0j/IVtfD/AOJfw2+K2gnxP8K/iBofiXS1naA6j4f1WG8txKoBaPzIWZdwBGVzkZHrWeV5HiMHi4V6mKlPR+679V5ye3p2PlM7zWOb4jE4qlhVTjObl7q92HNJtRVkrdUvJG5RRRX1J80Yc3xO+Gtv49i+FU/xD0NPFE9mbuDw2+rQi/kt+f3y25bzCnyt8wXHynnityv5h/2kfjH+1ToP/BULxT8TvEHi/WtG+JOnfEWeC1v3kW3nskWUwQRpu+RIhblEUH5DGecqST+zngn46eEz4mjsNB/bOuvEN3eBre30m48e2d15zN/cjjAcvxxtOetfELjbDwlUjUoyum0rW2Xe9rPvufr/AB74UVOC6OX1I4uNX6zS53b7MtL235oPmXLLRuz0R9uUVi/Dy51u88E6bdeIg/2x7cGYyDDHk4LA9CRgn3rar7KhVVehGolbmSdnurq+p+R1Iezm49nY8l/by8QfFzwr+xl8TfEnwHF5/wAJfZeDL6bQW06HzLhJxETuiXu6jcVwCcgYBOBX4Af8Ed/i9488CftgR6bZ/G/UvB+ga/pl2fGGoQa7FZLcJFDJJAZJJ8ru+0FMH73zsOjNX9LNfBv/AAS8+HH7L3hT4vpq/wABtI8LLqupeA7t/Gc2hXyXMxvPtOnttuMO5icM0p2HbgluOK+Q4kwVXFZrhIwquDlzJNdLK91qtXsz9h4D46wfDvAWdZVVwSqyxCjadlZX93321tH4qe/v9r3PyH/4KsfGL4meMv24dTvLj416t4psvDYtI/A+strcd01vb+Wk4MM0GF3CdpDuHzBgAT8ox/RV+yjq/wAUPEH7MPw81343W9xF4xvPBWmTeKYru3EUq6g1rGZw6DhG8wtlR0ORXyj/AMFQfh1+y94v+NNpefHLSfCs+u6f8O5JPA8Wu36RTNd+fck/Z4mdfPfcsR27X528c8/dNiS1lCzHJMS5J+lPhvB1MHmuLpzqObjyq763Td3q9VtuHiFx1hOJuCsky6lgvYvDwknKytK1oe40lpJrmnf7fe13LX51f8HMPif4xaB+wfpmnfD2W/i8Par4wt7bxvLZR5U2nlu8KTMOVja4WL2LBFJ5AP6K141/wUB0nwLr37JXinRvidHYv4cuptMj1xdTnEVubU6laiXzHJUIm3OWyMDnIr6HOaTrZVXgnb3X+Cv+Ox8NwNnVLh3jDA5lUo+1jSqRbh31tp/eV7x/vJH5Ff8ABDr45+JtI+FHjDwN47/an1Twd4Z0rVLZ/DOmr4ttbCPzphM12UWYFmGRASB8oLEjlmr9Wf2VviRf+OtVtG8NfFCTxfpEFvJBd6r/AGtHeqxQEjfLF8hkDMB2OD7VS/4Jp+DPgr4P+DniPQfgNpWhw+E4vGbtpI0GZJ7Vg2nWDOySKzB8uXy2485GeK9w0z4k/DLUPHV98K9H8faDP4m0y1W51Lw3barC19aQsEKyy26t5kaHzI8MygHevPIr5XJMkxLoYbFSxcuXSShrb/D8Vvw2Pf8AEDialxPxbmGNw+D9mpybatrFJKLlKy0k2ry1+J7vrvUUUV94fmoV8a/8F7PFPxl8J/8ABNHxnefBqW/ie6ubS08Sz6bHukj0eVylzkjlY2BRHYfwOwOASR9lVwP7Vdlaan+zD8RdN1C3Wa3ufA2rRTxP0dGs5VZT7EEiuPMKTr4GrTTteLV/ke5wxmtPI+IsJmNSkqkaNSE3B7SUZJ2/y8z8nf8Ag1X1r4rD4ifFXw5bW9y3gc6LZ3N5KbceSmrCbZCBJ1DtAZ8qOoRScYGf2gr5h/4J3/BP4TfAPX/Hfgb4NeArDw7pLQaTcvZaerbXmY3gZ2LEsxIVRkk8KB0FfT1eVwtFxyKjre93+L0PpvFLifC8YccYrNMPR9lCfKktLvlilzStpzO2tvJXe4V/Lz42+LP7Tlh/wUw1D4m+OPFOraR8S4PiU8d9qFyUguLGTz/s5UeZ8kSJD8i5+RYwMfKAa/qGryCL4OfsSj9r2b4qQ+H/AASfjW2jfvpxfQnWfsXliLzTBv3BfLxH5uzOz5d2DijP8oq5rGkoVeTllf8A4K810+ep7PhVx/g+BVmXt8F9Y+sUXFaJ8tr6Sv8A8upX9/8Awx0Z8seIT+zZ8ddY0zw38SP2g7L4lx2d81xo/hrxN40s9Stjc+W6iYWq4WaRY2kALK20MxAB5HtH/BJom2/Zu1zQPDjSP4I0j4ja1ZfDSYxr5T6IkqFRA65863S5a7jikJO6ONeWGGOv/wAFFPg58LvjT8OvB3w/+Kvgiy1vRbrx0kk+n3QYI7JpmoMhyhVhhgDwa6/9iDw/ofhP9mbQPC3hjSYLDTdNvNUtbCxtYwkdvDHqV0iRqB0AUAD6V5GUZfWwPEk4VKzqNU73fW7Ss9XsfNYnOaNThF4Vc15VFaLtyQUU3zR1vzybafuxSV9ZOXu+sV4d/wAFKvE3xi8G/sG/FPxP8Anvk8WWXhOeTTJdMi33MK5UTSRDrvWEysCPmBUEcgV7jQQGBVgCCOQa+zr03Woypp2umrrdXW/yPl8rxkcuzOhi5U1UVOcZOMtpcsk+V+TtZ+TP5pf+CN/j74maR+2X4f8AAXh3xPeQ+HNfvTP4o01Jx5N4be3uGtndW+8ySvlSvzDc38O6v2T/AGZviDqn/CXa34I8I/EN73ULTxxezXPh1NTSQ2KSXBADQr80UbjL/NwSzMD6dV8T/wBlH9nL9mHwLE3wA+D+jeFD4j+IOn3etnSbcp9qlAm2k5Jwq732oMKu5sAZNej/ALHUaD4UXkgQbj4u1nLY5P8Ap01fm2E4dxNHN44R12moc14325/hWq9fXofq3iZx9l/HGdTzjC4X2cGowtK3M3GPxStdX15Vr8MY69D1aiiiv04/Gz80v+DnrxR8ZdE/Y68K6H4Hlv4vCer+LfK8bSWcf7twkfmWkUzDlYzKrMB90vGmeQoPy9/wQ9+NOq6J8CvFfhDxx+1HqHgvQ9O1+JvDumxeK7TTkd5Y3e6YLKN78+Tk9ATxzmv1s/b08E+FPiR+zJq3gLx1oMOqaNq2t6Jb6lp9zny7iJtWtMq20g4+hBrE/wCCfHwz+H/ws+FHiD4f/DvwhY6PoumeMZ47DTrOLEcKm0tGOM5JJZmJJJJJJJr4XNMsr43iblp15Qbp3uulnay1Wj39T9lwniDl9DwgfDUsEpVPb83Ppa1+bm2v7T/l3tb2fXofKek+F/g34F+NXwl+Iv7MOpWV7478RfFiC3vPEGiX0WoX/iLT7iUtrv22YMxuIUtw8zs2RDJFDt2EgH9Ka+Ivgn8Avgv4V/blh+N/h34b6baeLtb+Jfie31TX40YzzxCPVRs5JCj91HnaBnYM5r7dru4RoSoYSsnJu1SS18ra/PqfFcW5pTzH6rCMpTcKesp/E3Jt8q1l7kPs3d23KVo35UV+Cv8Awc3+J/jJf/tt6J4S8YS36+DrDwjBN4Ogkj22rSSsftkiEcPIZERWJ+YBIxwMZ/eqvlX/AIKMfAb4OfHrxx4C0n4y/DvT/Edrpeja7eafb6irFIZxLpi7wFYZ4JGDkHuK34tpOpkdRp25Wn66pWf33+R7vhFxfhOCeNaWZYmh7WPLONlbmjzL4o30vpZ6r3ZSPk/9j34w6F8SP2IvB2h/tF/tl30VxqfhdrPXfDt38QrOzjay3SRR27xpteNGthGpG4MQxyQSa96/YT0Dwf8ADf8Abf1v4d/s7aXZ6d4MuPhfFqHjXR/D1vENMtdVF1BHpcx2cRXM1n9ryBgyRwRO2eGPu9zpunXH/BPmS3msIWR/g2VZDGMEHScYrgP+CcfwL+D/AMAPE/jbwl8F/h9p/hzTrrRtDu7m109WxLO0mpKZGZyzMdqqOTwBxXh4fKsRgc+wntK8p8yk9b6JLbd6O5jW4nw2KwWZ1VTdNVpO1KNvZLnne71WtPTkSjuk+Zctn9UUUUV+gn5weP6p8G/2JLz9r2y+Ker+HvBDfGpNHzYzzX0I1k2YjeLzVty+5lEfmJ5uwkKCu7AwPXFtbVGDJbRgjoQgr+Yv9pH4x/tU6D/wVC8U/E7xB4v1rRviTp3xFngtb95Ft57JFlMEEabvkSIW5RFB+QxnnKkk/s54J+OnhM+Jo7DQf2zrrxDd3ga3t9JuPHtndeczf3I4wHL8cbTnrXwsOMsHQlVjKg0+Z7W185bWffc/aPEXw0zDhahlk6uPWIVaimrtvktZ8sNX+7973Hpf3tEfblFYvw8udbvPBOm3XiIP9se3BmMgwx5OCwPQkYJ962q+1oVVXoRqJW5knZ7q6vqfjVSHs5uPZ2PJf28vEHxc8K/sZfE3xJ8Bxef8JfZeDL6bQW06HzLhJxETuiXu6jcVwCcgYBOBX8/n/BHn4o+MPBH7Ztv9n+Md74Q0jWtHvY/Ferw6zDZmWFYmljV5pwQM3Kw9PmJPoTX9LtfEP/BN/wDZ/wDgr8I/ivp3iL4bfDXTNHv/ABN8Orq71+7to2Ml7N9o01tzlycfNI5wMDLHivkOJcFUxea4SMKrg5cyTXSyvdarV7H6/wAC8fYDhvgTOcorYNVZ4lR5ZO1ldcvvX19z44Wvad9tzyz41eEf2L/jF4P8W+O/jD8VNJ8e3eneE5Ip/EOteKLbU7zRLRWZ4za7Ti3bzypUqoaSQqhLAha+8f2T9X+J2v8A7L/w71z41wXMXjC88E6ZN4ojvbYQzLftaxmcSRgAI/mFsqAMHIr5l/4KR/s//BT4sfFa48U/En4aaZrWoeF/hpJdaBcXsbH7FN51029VBCsd0aH5gR8o4r7VsSWsoWYkkxLkn6U+G8HUwea4ynOo5uPIm31um7vV6rbc+RzvOKWL4cwmGXM2pSl71rU0vdUKerdpaOekdVFKPu3ctfnV/wAHMPif4xaB+wfpmnfD2a/i8Par4xt7bxvLZR5U2nlu8KTMOVja4WL2LBFPUA/orXMfGjwr8JvG3wn8QeFvjvYaRc+DrzS5V8SR69KsdmLQLudpXcgRqoG7fkbdoYEEZr6XMsLLG4CpQjLlck1f+unfyOPgrPKXDXFmCzSrR9tGjUjJw6v0/vLeP95I/Ej/AIIZ/GbWvDvwt8beDfGX7Tl/4K8OWesWs+g2EPim005JbmWOT7U4EoLOdsdtk/dHbkmvqy/8MfBnwd8RPh38WP2adZstU+JOufF2xij8T6RqMWo6nr8dxcxjWo7qYMxngWw86SRT8kAijZRHxn73/Zz+H37O/wAP/g3o3hj9mHSPDsPgeFJX0QeGriO4s3DSu0jpKjMJMyF8tuJznnivlvwB8A/gzon7eEfx60n4cabB4y1H4pataXviFUY3EkAsr1dnLbVG2NASoBIXk8nPwWIyHE5e8Jz4lyTqQSSvaN+sdfu0R+g5tx5g854yzLNoUJUIzUn7NJe/ZKPLWV0kpayqaT1bilrzL7fooor9LPxYKwviho6+IfhxrugSaYl6l9pM9vLaODiZHjKsvHJypI4rdorOtT9rSlC9rpq/qVCXJNS7Hk37MHg2TSpde8bTCdW1b7LbBZFwpW3847l4z1mYE9Pl7YNes0UVy5bgll2BhhlK/Kt9r63NcTXeJryqNWuFfy/eK/jR+1XoP/BTLU/ij4q8ba3oPxNX4iS22pak8y2txZlpjbPFl/kjiWA+WAf3YjAH3a/qBrzxP2Tv2b4/2gJP2qU+Dmij4hy2X2STxX9nP2povLEWM527vLAj343bPlzjivOz7J6+bxpKnU5OSV+v3q3VdPV6n6h4XeImXcArMVisGq/1mi4R20evuyv/AMu539+137sdGfLWhfEn4Y+K/Fdjp8f7V7+MruO5d9I0jUPHFpe/vjG6eZHFHhmkEbyL3wrtx3H1z8CPBzeA/hXpnh1/ODb7m6dZwA6tcXElwVIAGMGUgDqAOea6tbW1RgyW0YI6EIKkqMpyKpluLliKtd1JSXLqul77ts/OcXj44miqcYKKTvp/wyCiiivojzjgf2jtFXWfh6jPpa3Is9ShugxBJgKbsSDHpnHPGCam/Z38Ht4M+GUNk4mD3uoXl/Ik4wymed5cYwMD5uM84ruOvWivNjlyWbPHc2rhyW+d73Ol4lvCKhbre/ysFFFFekcx8uf8FG/E/iLQ/GnwY0zUdautP8E3/ja5HiO4jKpby38dm8mlwXMhI2RtcAsoyA80cK8kqrfN/gH4/aEv7RHxb8Ov+2De+HNA03VtLTT7G18X2NjAuoGyAv0j3gtJtKW4YknbIXTgqwH6J/FT4VfDr43/AA+1T4VfFnwhZa94d1qAQ6npOoR7orhAwYZxgghlVgQQQVBBBANQ/Cn4N/C34HfD7TfhV8JfA2n6D4e0eJo9N0qwhxFArOztjOSSWZmJJJJYkkk18nmXDuLx2aPFU8Q6acUtL3XktVo999+h9nh+IMoo8OrCzw/NXS5L2jy8vtPae0v8XtP+XdrW5PtfZPA/2WNB8K+N/GGg+LfBni7+3rDRb+9v5NatdSjvFurqWG4ilaWZMqzs1zIxAwdw6AAivqKkSOOJdsaBR6KMUtetk+V/2ThXRc3NuTk21bV28327ny+MxX1uqp8trK1gr4p+Onju5039vDxvZfF/xc2m6RpPw80yfwZBqdwlvZDTnaZ9Uuo2YgO4migWZjyiRw52qQW+1q89+P37KP7OX7U1po9j+0L8ING8WRaBem70dNWgL/ZpWADFcEZVgq7kOVbauQcCpz3Laua5e8PTnyu6fk7dH/W9j1eHMxy/LsZP67FunOLi3FJzj70ZKUVJpX93leq92Utej+Af2Wvjr4X8X/sz+H4vin+2zqQF3ZXNvLo+qeObC0Emmi4mjtoprcKDGGtBCGThsMc4Oa+4P2VvC0ME+t/EG2d2h1ezsbW2ZSDE8UBuHV0IHzA/aSM5IOBjoc+trYWKKESziAUYAEYwBUoAAwBgDsK87L+HK2Dx0MTVxMqnImkmu6t1k/6sTmuc0Mwq1nRoKlGpJystopu6SsltsvIKKKK+pPBPO7/9kz9m7U/2gLf9qjUPg5os3xCtbP7Lb+KntyblIvLaL12lvLZk3kbtp25wAK9AW1tUYMltGCOhCCpKKiFOnTvypK7u7dX3fmdOIxmLxagq9SU+SKjHmbfLFbRV9oq7slogoooqzmPKP26de+KXhf8AY7+JPiH4Kvfp4os/CN5LpEulQebdROIzukhTB3Sqm5lABO4DAJwK+HfH3xm8CeC/id8D/D3wt/aRfw5pN9oupLe3ul+IrSHz9BWwQwyyzy7tubuG1VSDl2Eo52tj9Oa86+Cn7JH7NX7OWseIfEHwO+DOh+GbzxXeC68QT6ZbbTeSBnZc5JCqGkchFwo3HAFfNZ1keJzTF0qtKs4cia63V+qs1r0eq0PsMkz3KsvymrQxNDnqe+4aRtJzgoe+3qlTtzwspe9de7fmXzF4Pl8BfGi61Xwr4d+OknjnVdW0z7Bc3B8T2+o3VravvUBREMIgaRmyVxk8ntX3BBEIYEhByEQLz7Ckjt4IjuihRT6qoFPrpybJp5VKrKdV1JTtdtdr+bvufO43GrFqKUOVRvt5/cFfnV/wcw+KPjF4f/YQ0zTvh7NfxeHtV8YW9t43lso/lNp5bvDHMw5WNrhYvYsEU9QD+itYfxJ+G3gP4w+A9V+GHxP8LWmt6Brdm1rqulX0e6K4ibqpHUc4IIwQQCCCAa78xwssdgalCMuVyVr/ANdO/kezwZn1DhfirB5tWpe1hRmpOOmqXa+nMt4/3kj8Qf8Agh18c/E+j/Cjxh4G8eftT6r4O8M6Vqds/hjTV8W2unxedMJmuzGswLEZEJIHygsSOWav0x/Zh0Pwj8QPF+h+I/Bnjf8A4SK00fWLnUbrW7bVIr37TdNBPE/nTJlS5+0EkDB4Havf/g/8D/hJ8Afh7YfCn4N+ANO8P+HdM8z7DpVhDiOIu7SOfmJJLOzEkkkk11EcccS7Yo1UeijFfMYPhTEUalGdXFOSptS5bO110V3p92x7fHXGmE4r4mxuZ4bCqlGu9Fpe1lG8rL4pW5pav3m9XuOooor7Q/PQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5D4+fHf4V/sxfBvxD8ffjb4qi0Twr4W05r3WdSlRn8qMEABVUFndmKoqKCWZlABJrr6+Tf+C3vwV+J/wAef+CbPjjwd8HvCV54h1zT9T0LXovDunR77jVINN1izvp7aJP45Ght5NqdWYKo5NAHsn7Jf7XnwP8A21/hQfjD8BtdvbrTYNWudL1Oy1bSprC+0y/t2CzWt1bTqskEq5UlGAOHU9CK9Or4u/4I2+FvH+oQftBftL+K/hr4k8H6P8Y/j3qPibwboHi7SJNP1EaYLGytEuZ7WTD27yyW0jbHAbaFJ6ivtGgAooooA8b/AGyv28f2c/2DfC+geLf2idf1OytfEuuxaTpK6VodxfO9xIyqC4hRhFGC6Au5C5dRySBXslfDH/Bwj4s1K1/4J/3Pw18NfCzx14r1rxP4v0FtNsfBHgu91h41stXsr2d5haxuYV8mCQqzYDMAo5NfZXwx+IGlfFf4c6H8TdC0rVrCy8QaVBqFpZa9pUtjewRyxh1Se3mCyQSgHDRuAykEEAigDdooooAK8C+JX/BS/wDZN+EX7Vmhfsc/ELxTrWneLPEWo22m6bezeFr3+yG1G5hM1vYNqPlfZhdSRgMsW/dgjOM177X5x/t3fGu/+NX/AAVc+EP7KPxT+CvxSt/hX8MPEmk+Ll8Q+HvhlqepWPibxdIdmmwvewQtDaWNkJzPPK7cyYRtqxs1AH6OUUUUAFFFFAHgX7O3/BSz9lX9qD4/eIv2ZvhjrviGLxd4c0x9Tex8Q+Eb7TE1LT0uTate2UlzEi3duJhs82PKkkYyOa99r81f2DtK8U/ED/gtJ8RP2k/hj8FPjToHgrWPhRNYfEC7+Nej3MP2LxENXEsFhoz3RYraCIzu0dsxts7Cvav0qoAKKKKAI7q6trG1kvb24SKGGMvLLIwCooGSxJ6ADnNeU/sY/ttfs9/t9/CGf46fszeKLnWfDMGv3mjjULnT5Lbzbi2ZVkKLIAWT5gVccEGsT/gpf8P/ANoX4sfsO/ED4XfsuaJDqXjDxHpkWm2+nza4mmG5sprmKO/iS7dWW3kaza5VJCrbWZTtJGK+ev8Ag3y8FfHv4bfs/fFzwP8AG39ld/hRBD8f/FF14e0NtUNyn2ea6y0UBMEXmW0JVY4rlQUuEAkUKOKAPvqiiigArxr9sT9un4K/sQ6b4Xvfi7pHi/U7nxlrUuleHNI8EeELvW768uY7aS5dVt7RHkIWGKRyQOApPavZa+Hf+C5Hgj4aeJ/gz4V8ReOfBP7QF/rHh681W88C6x+z5a3b6jpetvp0tvA072f7+KOQTOgYfuz8wkIU4IB9meAfGWnfETwNo3xA0jTtSs7TXNKt7+2tNY06Szu4Y5o1kVJ4JQJIZQGAaNwGVgQQCDWtXkn7BKftCR/sUfClP2sGuD8Sh4C0v/hNzeFTP/aX2ZPO83b8vm7s78cb91et0AFFFFAHiPxs/wCChn7MXwC/aG8M/st+OvEesT+M/E8EFzHp2heGrzUU0u1nuPs0F1fy28bpYwST5jWSUqpYHnAzXt1fjz/wUR+AX7ZHgv8A4LG6p8av2f8ASvjCuufEAfDtPhxq/gcXP/CM+VYai8Wu22vtH+5WJLJ5ZUSf5T9oYpl+n7DUAFFFFABXzX8C/wDgqp+zR8fv2nm/ZB8OeFviTofjc6Te6nb2XjT4balo8N1Z2kqxTTxS3USLJHvdQGXIJYYPNfSlfHn7JvgLxz8Vf+Cpv7RP7X/xB8Gavpml+GdN0f4XfDOXWNOlt/tVjbR/2jql1B5ijzIZb25RFlTKv9lOCcUAfYdFFFAH/9k=", "image_prev": "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", "image_next": "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", "info": {"equation": "19+66=85", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6a82ccdcdd23e3856a70a2fdb1e0b1b9421c8459ad74bfb0ae4f5b0eb35f7e96"} +{"episode": 72168, "episode_seed": 3484143685, "split": "train", "timestamp": "2025-10-28T03:49:49.986333", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3484143685, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 0, 8, 4])", "action": "('move', [1, 0, 8, 4])", "reward": 0.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCl/wAF7vHv7Rlh/wAFZZJ4NQ1q2n8O22iyfCw20TK0aeXHKJbUL99jfeeNwyS6bf4QK+j/APg5n8WfH0fs4/A/RNZS+t9B1R57jxpHFAFgOtJbW5gjlK8BgHvSqdDtY87AR9Q/8FF/A37O3ij9pHw3rXxa0/w5P4p0vwxby+Bf7YvkS5FwL6VnNtEzjznBWM8K20hTxXp//BTPwx8EfGHwN0TQf2iYdEfwjL40tTqY8Q34trTItrox75S6Bf3gXHzDJwOc4r8+xGEl7PNVzvdP/wBut93u+h/SGX+KOAo4zhSby6/1KEoSsleo5L2fNT7tNe01/wCXja0tzPjf+CFXiT4seKP+CZHw8v8A4uTXstzDHdW2iTagmJH0uK4dLTBPLII1CoT1RVxkYJ+vK8w/Yy07QtH/AGYfCGk+F7W2g0y1094dNhswBDHbrNIsax442BAoGOMYr0+vtMsi4ZdRi3f3Y7+iPwvifMqeccR4zHQpqmqtWc1FbRUpN2+Vz8jf+DqnxH8WLXwd8J/C2ny3qeCLy/1GfVRFH/o8upxpELYSMP4hE9wVU9QXIzjjw26/aY+Mb/8ABFiNm/ay1xvFDWP9jyeGP+Estd/9hfajaiL7Njzdn2XC9d2znpzX7Z/HX9n34L/tNeAJPhd8evh3p/ifQJbqK5bTdSRigmjJKSKVIZWGSMgjhiOhIrK/aF8K+D9F/ZT8ceF7fQ7G00e0+H2pWiWaRLHDDarYyJ5YAwFQIMY4AAr5vNOHcXisdWxUMQ4KUVor9Fs9Vp/m9D9QyrxSyvA8IZRk0svjUqYPE+2lJ2tNczkktG+aXNaV9LQjvsvzb/4NWPEnxXvfh58V/C+qy3r+CbHVdOm0XzY/3EepSRzfa1jY/wARiS1ZlHAyp4Lc/rVXzJ/wTH8G/AbwL4D8W6F+zXY6BB4TPiGKW1/4Rq9W5tXma0iErCVXfe24YPzEjbjjAA+m69ThqLhkdBN30v8Ae27fI+P8Tc/o8UcdY3MqVH2MZyXuvRrljGN5Jfala8vNvV7hX4M/8HLvjL41Q/t7+HNL1XUNTttA0fwlaXXgdogY40meVjcTQsvWXzY0DN94eXGOgXP7w319ZaZZTalqV5Fb29vE0txcTyBEiRRlmZjwoABJJ4AFfGn/AAUE8E/s4/tUJ4U+IF/p/hvx1pmjeD/EGoeF9Xtb1Ly1iuUls1aSKSFykhDx7SCWGUwRxXNxbD2mSztKzTi/XVL9b+tj0/CTiqhwVxdDNcRhnWpqM4O1rxcotppvRN2af91ytfY+l/2YtV+I+u/s3fD/AFr4wwTxeLbzwVpc3ieO6gEUq6g1pG1wHQcI3ml8qOhyK7modNYtp1uzHJMKEk/QVNX0dOPJTUb3stz83xVZYnEzqqKipNuy2V3ey8lsjmfjTfeN9L+DnizU/hnbPN4kt/DN/L4fhjhEjPfLbuYFCtwxMgQYPB6V/O3/AMEjfjN8TvDP7bl7L4g+Oms+ErPxJY6hL471V9cjsnupVWSVDPJcceZ9pZe2/LsOhav6Sq4L4W/sufs9fBPxl4p+IXwp+EmjaFrXja+F54p1GxtsSajPvkfe+SQPmlkbC4BLk4zXgZ3kuIzWvRnSrOnyX1V769Va2vTfY/SuCeP8v4V4VzfKq+EVWWMhGMZaWi1dPmvrZX5o22ml3uv56vjD8Z/2jNc/4K7W3jP4ffEzWfFPivTPiJaaf4H1VL6O9luLMThLaFGj/dyRtFIQwHDCR93LNX9KVfE/7QfgL9nLUf8AgotovjLxPpnht/iNp9/4XTw091eoNRSzN4fMaGAuCyfNLlwhxluRjj7Yrl4Yws8JUxUJzc2p2u+tle/XV319DfxM4zwvFmX5PSo4T2H1fDqDdl72qXu2+wuW8ezlJebK/nF/bk+Lv7Snhj/gtV4p8aap4y1jQfFGlfEkWHh/UfNW2ks9IMghtfLLfIsTWcincflZZGZvvNX9HVfEvxs8Cfs6an/wUisPGviDTfDkvxJs9Z8PR6K91ep/aKWJKB2igL5KfNKC4Q4ywzxV8V4eWIwtFRm4/vIrTz0v6rdC8J+MsLwbjsfVrYT6wquHqQtZabPW/wBh2tPytvaxd+GPxq0nUfE76F4D/avvPGGoXODb6W/jK11CT5GzuSOEBvTPUY619k2jXD2sTXSBZTGpkVTwGxyB+NY/jLx78NPhjaWmqfEHxpoXh6C+vksrG41nUYbRLi5cEpBG0rKHkYK2EGWODgcVuV25PlVbLZ1HUxDquVt+lr+b3ufnONruvShJUuSOtn0e19bLbqFY3jL4jfD34dR2M3xB8d6NoSanfpY6a+s6pFai7unzsgiMjL5kjYOEXLHBwK2a/Db/AIOjPFHxdH7VngHwzqd1fxeDbXwZ9s8OKFKwNqLXMq3bqw+9IqJaA91BXGN3O+c5l/ZOAliFHms0rer6n1vhrwTHxA4sp5PKv7FSjOTla792N7RV1dt26rS76H7k0V+b37Hf7S19rnwT+H3iX4nftr6hd+LtQ8P2jato2o+O7I+bdSx7fLeAAPuO4fLndux3r7/+E93rl74B0+58QtI1yyN882d7JuO0tnnO3H1rjyriLDZviXRpU5Kyvd27pW0b7nzeb5LWyevUpVJxlyTcLxd07Nq68nbQ6KiiivoTxTx7/goJ4g+K3hT9iP4peJPge14viuy8FX0ujSadHvuI5BEcvEP76puZccggEZOK/KH/AINaPE3xa/4aT+I3hXTp76TwVN4PS81xSm63TU1uo0tGLH7sjRNdgY+8EOc7Bj9ur7d9im2A7vKbGB3xXxp/wSa8C/s5+CJ/EQ/Zz0/w5DbX/hnRpvET+Hb5LgPqObrzBMyu+2QAj5CRt3dBnn5jM6EpcQ4KfM18enor/js/I/VuF+MsNlPhtnOSzwnPLEOk1UsrR1t73X3bXp2+03t1+0KKKK+nPykK/nf/AGMfiL+1hdf8F3dN13Vp9aPjbVPild2PjW3kt/3n9m+a6XkUkfRYY7aMkD7qLEhX7q1/RBXxV4L8C/s6wf8ABUDUPHuj6b4cPxNl8W3UOrzxXyPqa2H9gsE3w7y0cZCxAPsGfl5OefmOI6EqtbByUmv3sVp59flb8T9W8NOMcNwtgM5oVcJ7Z4nDSgnZPl3XvX+w+a8rdYxXmvtWiiivpz8pP5q/2dvjR+0VoP8AwVmm8X/Ef4n614U8Vax46vbDx/qkl9HYzQ2xmb7VDI0vyRIqxABei+Wm3lVr9nfgD8X4/EXiqHQPh/8AtH3Pji6+2QzTWsviq31F4Y87DkQYKxkE5LDHfIxXO/DHwF+znB/wUs1XxxoGmeG2+JFz4t1KHxDNDepJqS2f9lyeWJYt5MSELFhtq7sLyc19e6/4/wDht4J13SfDXinxroekan4gnaDQtP1DUobefUpV27o4I3YNMw3LlUBI3D1FfnOV5FiMR7SaxUoRjUkra6tNa/Eld+m/c/aPEzjnDcYZng6uHy/2ThhoRtZX0Tk7WX8OKfu/3VfTZblFFFfox+Ln89n/AAcE+PPjpY/8FTb6fWtR1G1t/DmnaRN8OXaMKkNuIo5jNB2Y/bftGX5O6PaeEAH37Zah8Dvj54f8MeG/jj+0PafEO6SO3vD4U8S+NLK+tW1EW5DObRMLKyb5cKwZVySBkAj7b+JH7MXwA+MHxH8LfF34m/CjSNa8S+CpzN4W1i9gLTafIWV9yEHBwyqw3A7WGRg8157/AMFCPhH8M/jJ8KvD3w9+KHguz1rRb7xnbm7066DBJClrduuShVuGUHg9q/P834dxVOGKxf1hqLvLlV9VvZ6pabLR6H7TmniPl2fZVkWWU8M6EsHD2c6sLc2vKuaCvF6qPM05RvOTV7aun/wS4eaP9ku10rTWkfwzpvijWrLwJK8ahX0KK/mSz8sr/rIRGNsb8741RssCGP0TXmf7HOjaT4c/Zo8J+HtA06GzsLCyktrK0t0CxwQxzyIkagdFVQAB6CvTK+yyyLhl1GLd7Rjr8kfleeYyGYZziMTGPKpzk7ere/n38wr5K/4Lj+I/ix4X/wCCZPxI1D4QS3sd5La21vq02nx7pI9LluI47w8cqhhZw7DojMeBkj61rh/2mrG01P8AZv8AiBpuoW6zW9x4J1WKeJxw6NaShlPsQSKvH03WwVWmna8Wr9tDXhzM6eTcQYTHzpqpGjUhNxe0lGSdvnY/Mj/g1S1j4mS+A/i5oN9Fc/8ACGwavps+mSNABD/abxSrchXxkt5KWhZc8DYeN3P63186f8E7/hB8Mfgb4d8ZfD34Q+CbLw/osOv288enWCtsEklnCXcliWYk45JPAA6ACvouvN4ag4ZHQV76X+9t/gfQeJfEWG4s44xma0KXsoVJK0dL+7GMbu2nNK3NK19W9XufHX/BebxJ8WPDH/BMnx5d/CWW9ikuHs7XxBNp8eZE0qWdUuckcqjKQjkfwO2eCTX5lf8ABErxt8QtV8A/FfwNrHiW7m8M6L4OvLjRNPlnBisrmcD7S8Y6pvEUBP8ADlM9d2f3s8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gvk79oH4FfCH9nHwlp3wo+B3gGw8N+HrLwF4klttL05CEV5JbV3cliWZix6kk9B0AFeFxbldWonjlUtGMUnHv7y/DW/ql8vo+G+O8Dg/DvEcKywqdWtWVRVdNElFvz5lycqtpyzlqrWl6p+yF471Lx3pI1Oy8dP4l0c6XEsWsf2gt0k0qYTIlT5GY7W3Y7jkZzXtdV9JRI9Lt1jQKPITgDHYVYr6rK8FPL8GqM6jm7t3e+rv3f5n5Viq8cRWc1HlXZBRRRXoHOfzt/t2+Ov2pX/AOC6WoatbJqsnjLSPihp9r4EtTaBmFkk0f2BIoz8rRvEyt6N5js3LNX9ElfHXx8+Cfwl8Rft4ad8bdd8A2F34s0PWPCtpo+uzKxmtIXvBuVOdoz5j84z8xwa+xa+Y4eoOjisZeTf7zr6X+/X8D9T8R+NcHxbluT0KGGVF4XDqnJq3vPRaW+wuW8U9U5S9WV/OB+3b8UP2idH/wCC0/ifxf4g8T6ppHibR/iclp4dvpSkD2OlrKI7Noi/yJGbR0cMeCJC55Ymv6P68q1/4S/se6h+1fo/xP8AEmg+Dn+MdtoDx6LPc3kQ1c6f+9RnjgL7nQBpk8zYcAsu7AxXVn2V1M1oU4QqcnLJO/8Al5roT4W8cYTgfG46tXwf1hVsPOmlZOzdn71/+XbtaflZ62sfIPj3TP2R/ju7r8afjlpXxIttI0y+eC28U+NLTUItMtnjH2m6jjQqI2EajM5G6MAlWXJJ+tv2Cde+Ifif9jT4ca/8VLrUbjXLrwtbvc3WrwiO7uI8HyZZl4xK8Plu2QDuYkgHIrzn/go/8C/g/wDG+TwX4e+Lfw807X7GxXVb60tL6NtiXCRQBXwpG7AZhg5BzyDXvvwV/wCSOeEuB/yLNh0H/TvHXl5DgauCzrEwqVXNqMLt9b693tayPnszzeliOGKGFXM3zuVnblpqN1anq/jcuaekVeMfi3XTV5X+1H8KP2P/AIo2XheL9rnRPB93BY+I4n8J/wDCW3sUCnUmB2RwmR1813A/1XzB9oypwMeqV+G3/B0Z4o+Lo/as8A+GdTur+Lwba+DPtnhxQpWBtRa5lW7dWH3pFRLQHuoK4xu59rPMfDLsulWlDnV0rPbV9f63ser4V8KYjjPjOjl1HFPDScZy9pG/MuWL0jZq7ez1Xu8z6WP3F+yWobcLaPOeuwVJX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv/4T3euXvgHT7nxC0jXLI3zzZ3sm47S2ec7cfWuXKuIsNm+JdGlTkrK93bulbRvufKZvktbJ69SlUnGXJNwvF3Ts2rrydtDoqKKK+hPFPHv+CgniD4reFP2I/il4k+B73ieK7LwVfS6NJp0e+4jkERy8Q671Tcy45BAIycV+Tv8Awaza38T0/ad+JGh6Yl0/hG58FxXGvSCANEuoJdoLPc55VzHJe4H8QDE/dr9vr9itjMynkRMR+Rr5H/4JgfBL4S/BO/1m0+E/gGw0GPW/B2h6hqwsVbN1dM10DI5Ykk+3QZOAMmvmM0oSlxDgp8zXx6eiv+N7PyP1PhjjXB5P4cZxkVTDKc8S6bjPTSzXxdfdtzQttJt6dfr2iiivpz8sCv52/wBjjx1+1Lqf/BeLSPEevpq0vjm8+K13a+LYri0BljsN8kV4jIeEijtA4GOERF29BX9ElfHnhL4J/CXTf+Ci9x8d7HwDp8fjHUfG15YXviEIxuJbZdBcCPk7QMIgyACdoya+Y4joOrWwclJr97FaefX5W/E/U/DfjXB8J4DOKFfDKq8Vh5Qi3b3XqrO/2HzXklq3GOnVfYdFFFfTn5YfzT/s+fFz4/6X/wAFa/8AhNvif8RdW8MeLdQ8e31p441ee7isp7SFpHS6jZ5RshVY1KAdFCqF6LX6RfH2x/Zj+IXgHxV8VfEfxot/Gninw74WkfQfElz4pt9S1PQZo3820ex8s/uJjeeTsKrvlkEcZLAhK+4PCHwj/Y70j9qTxR8SfBXh/wAHJ8XL/SYk8Wz2V3E2rfYysOxp4Q5aNGCQfOVXdhMk8V4Z/wAFEfgb8IPiV8XNL8X+Pfh7p2q6n4U8HPeeHbu7jYmwnN0T5iAEKTlEI3A4KgjFfmWY8O4nA4CpVeJbjzfCr2d5JXevxdXpv1P33iPxLwHE/FWAxlPCywqo0IRfIkpPlTlyx1ivZvSMW27R97lfwn1T8JbzxjqPwq8M6h8RbZofEE/h+yk12FowhjvGgQzKVHCkSFhgcCugoor9MiuWKR+DVqiq1ZTSSu27LZX6LyQV59+0jpA1PwRaXB0wXBsdVjuFfaSYDskTeMezleeMMa9Borlx+E+vYKph+bl5k1fsVh6vsK0alr2dzl/gt4SPgf4W6N4ZYy7oLYuwnxvDSO0hBwBjBcjHtXUUUVtQpKhRjTX2Ul9ysZzk5zcu4Vi/EjSxrnw+1zRH05bxbzSbiCS1cHEyvGysnHPIJHFbVFOrD2tKUL2umvvCEuSSl2PMf2Y/CbaJoeseIpBMrazqKSbZRgYihSIFeM4O335r06iiufL8GsBgqeHTvyq1+5piKzxFeVS1rhXjX7VXgV/G11punDS3Y32nXemLeQKTIi3GwOg6gfcVhkfwnsDXstFZ5pgFmeClh3LlTtr6NP8AQrC4h4WuqiV7X/IZbQi3t47dSSEQKCfYYp9FFegc4UUUUAeLfEb4fHxH+0Hp0o0ySISXmm3sl1Ap/eizlWZSxORgMu04xww7kGvaaKK8/A4BYKpWmpX9pJy9LpaHRXxDrxgrW5VYK/nF/bj+Lv7Svhn/AILVeKfGmp+MtY0LxRpPxJFh4f1DzVtpLPSDIIbXyy3yJE1nIp3H5WWVmb7zV/R1XB6t+zB+z9rvx30/9p3WPhNo9x4+0vTTYWHiiS3zcw25EilAc4ztlkXcRuCsRnHFcee5TWzajThTqcjjJO/9dV0P0bwx48wHAeMxtbFYVV1XoTpJaaN2aTv9iVrTS1tbR2sfLHhbxj8PfiD4pGj6N+0pL461R7WaHT7C48YW2oywo+BI0UUIDZIC5ODwBX2h4L0FPCvg7SfC8buy6bpkFqrSEFiI41TJxxnjtWgltbxtujt0U+qoBT6nJ8lqZXVqVKlZ1JTtq/K/m77nwGMxscVCMYwUVG+3n8kFcJ8cf2Y/gD+0tb6LafHn4U6R4pj8O6ouo6KmqwFxa3IGN64IyCMZU5VsDIOBXd0V7c4QqRcZpNdnqc+FxWKwVdV8PUcJraUW4tdNGrNaaEf2S1DbhbR5z12CpKKKswCiiigCK9WR7OVIY1dzEwRGPDHHAPtXkH7LXgBPDmp6vrkdhNaIun2mlQ2rKQkaW7TMFGRnI83aeew717JRXn4jALEY+jiXK3s+bTvzK34HRTxDp4edK3xW19HcKKKK9A5wrxfS/h+br9p062dMkthYanNqjNCp2TM9m9qGYnOcrJ2xynsRXtFFefjsAsdOjJyt7Oan62vodFDEOgppK/MmvvCiiivQOc/mr/Z2+NH7Rehf8FZpvGHxH+J+teFPFWseOb2w+IGqyX0djNDbGZhdQyNJ8kSKsYAU8L5aBeVWv148ATeBPjVrV14W0D49TeOdS1C2S1uJm8UW+o3NnbF8HaIhiNMsSSwxnvX0/wCHv2Xv2fPCnxv1v9pLw78JdHtPHXiOyW01vxNFb/6TdwgRjaxzgZEMWSAC2wZJxXdR28ER3RQop9VUCvhafCGK1jPFPlcr8qTaet7vVK/yevc/XfETxJy7jPMMNicLglR9lQhTe26ve1l8Eb2it7b2vZPooor7o/IgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8f/bN/bq/Zy/YI+H2n/En9o7xRfWNjq2qGw0y10jRrjULu5lWGSeVkgt0aQpFBDLNI+NqJGzEivYK+B/8Agtx4c+JegeIvg3+0f4P+C3ivx7pHg9fGuja5ofgvRJNSvkm1vwzd6fZTfZ48sYvtJSJ36RrPuPANAH3T4V8UeHvHHhfTfGvhHWINR0nWLCG90vULV90VzbyoJI5UPdWRlYH0NX68i/4J/wDwm8Z/Ab9hb4OfBP4ix7Nf8J/DDQtJ1uLeG8q7t7CGKWPI4IV1Zc99teu0AFcz8Zvi94G+AXwq1/4z/Eu/uLbQfDemyX2pzWljLcyiJBkiOKJWeRycBVUEkkAV01ch8fviBpXwr+Cfin4h63omtala6TolxPPYeHNGm1G+nAQjbBbQK0kznPCKCTQBF+zt8fPhz+1J8DvC/wC0P8Ir66ufDPi/SItS0Se9s3t5Xgk+6Xjf5kPHQ812lfIv/BCnXtSvf+CWvwo8G+IPh94t8Max4P8AD8eg65pPjLwvdaTdJdwKrOUiuURpIv3g2ygbWIYA5Bx9dUAFJJIkUbSyMAqgliewpaSRxHG0jAkKCSAMk0AeJfslf8FCv2Y/21/Efi3wd8DPEWsPq3gqW2/tvS/EHhu80u4+z3Ic215FHdRo01tMI5DHMoKttOO2fbq+Av8AgkP8WdQ/ae/ag+Pf7WHxX+EHxG8HeOfFV5Y6Xpmg+Mfh7qGkWmkeFdOluYdNt4rm5iSO7uZmkuLufyyQhuEQcJk/ftABRRRQB4jdf8FCv2aNP/bHsv2FtS1nXbXx3qcUx0trrwveR6XfTw2q3ktpDftGLeW4S3ZZWiVyyqecHivbq/Pb4z6d4p+Jv/BdH4O+Kfhd8H/i5He+AbfWrL4h614l0q4/4QyPQptIcwXemyyFrcXsl3LDCXg2zFY5EkG1RX6E0AFFFFAHln7WH7ZfwC/Yq8J+HfGX7QHiqXTLTxX4xsPC+gpbWb3Et3qV45WGJUQE4+VmZuiqpJr1Ovy+/wCDg/4JftsfEnxN4C+IHwL/AGXl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/wAZPhponxT8P6Jrem2Wu6el3bWHiTRptOv4EYcJPbTqskDjujgEV4V/wVh8IfCHxl+yh9k+OPg74u6x4fsfFemajIfgfa3EviGxuLeUy291CLb9+qpMseXh+dSVPChiNT/glMv7Saf8E7/hOv7XjayfiF/wjC/28fEjZ1Lb50n2b7Wev2n7N5Hm558zfnnNAH0HRRRQBW1nWNK8PaRd+INd1CG0sbG2kuLy7uJAscMSKWd2Y8BQoJJ7AV5d+yD+2x8B/wBuTwJffEn9n+/1u50iyvxbrc634au9N+1o0ayRXVuLmNDPbSowaOZMo4zg8EVd/bW+Gvi/4z/sb/Fn4P8Aw+I/t7xV8NNd0jRMvtBu7nT54YRk9Pndea+P/wDg3o8NftD+Efgt438PfE3TfizY+C7G48PWngrTvjKs66pa30Wh2setxwLcfvEsF1BXWBR+6Cq3l/JigD9DaKKKACvnz4R/8FLv2efjJ+1lqn7FmieGviDpHjjTLHUb7yvFPw+1DTLO9tbK5S2nuLa5uI1juIvMkQLJGSrhgQTkV9B18ofs5+B/GfxG/wCCqHx8/ab8aeE9UsNJ8J+F/D/w3+H91qWnywJewKj6tqlzbmRQJYmubu3h8xMqWsyM5U0AfV9FFFABXgXxq/4KYfskfs/ftQ+Gf2QfiX4z1O28Y+KH09LVbXw/dXFjZPfzyW9gl3dxoYrVrmaKSOISMC7KQK99r8oP+Ckfwb+OPir/AILNfD/xv4d+BPjrV5o9Q+HbeAdZ0DQpJvDMtraa1fza++uyqPK822tZY5bQzndG77ofmJoA/V+iiigD/9k=", "image_next": "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", "info": {"equation": "41+75=116", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCl/wAF7vHv7Rlh/wAFZZJ4NQ1q2n8O22iyfCw20TK0aeXHKJbUL99jfeeNwyS6bf4QK+j/APg5n8WfH0fs4/A/RNZS+t9B1R57jxpHFAFgOtJbW5gjlK8BgHvSqdDtY87AR9Q/8FF/A37O3ij9pHw3rXxa0/w5P4p0vwxby+Bf7YvkS5FwL6VnNtEzjznBWM8K20hTxXp//BTPwx8EfGHwN0TQf2iYdEfwjL40tTqY8Q34trTItrox75S6Bf3gXHzDJwOc4r8+xGEl7PNVzvdP/wBut93u+h/SGX+KOAo4zhSby6/1KEoSsleo5L2fNT7tNe01/wCXja0tzPjf+CFXiT4seKP+CZHw8v8A4uTXstzDHdW2iTagmJH0uK4dLTBPLII1CoT1RVxkYJ+vK8w/Yy07QtH/AGYfCGk+F7W2g0y1094dNhswBDHbrNIsax442BAoGOMYr0+vtMsi4ZdRi3f3Y7+iPwvifMqeccR4zHQpqmqtWc1FbRUpN2+Vwr5K/wCC43iP4s+F/wDgmV8SNR+D8t7HeyWttb6tNp8e6SPS5biOO8PHKoYWcOw6IzHgZI+ta4X9qC3067/Zp+IdrrCRNZy+BtWS7WY4QxGzlDhj2G3Ofaqx9N1sFVpp2vFq/bQnhvMoZNxBhMfOmqipVITcHtJRknb52sfmf/waseJPive/Dz4r+F9VlvX8E2Oq6dNovmx/uI9Skjm+1rGx/iMSWrMo4GVPBbn9aq+ZP+CY/g34DeBfAfi3Qv2a7HQIPCZ8QxS2v/CNXq3Nq8zWkQlYSq7723DB+YkbccYAH03Xm8NRcMjoJu+l/vbdvkfReJuf0eKOOsbmVKj7GM5L3Xo1yxjG8kvtSteXm3q9wr8Gf+Dl3xl8aof29/Dml6rqGp22gaP4StLrwO0QMcaTPKxuJoWXrL5saBm+8PLjHQLn94b6+stMsptS1K8it7e3iaW4uJ5AiRIoyzMx4UAAkk8ACvjT/goJ4J/Zx/aoTwp8QL/T/DfjrTNG8H+INQ8L6va3qXlrFcpLZq0kUkLlJCHj2kEsMpgjiubi2HtMlnaVmnF+uqX639bHp+EnFVDgri6Ga4jDOtTUZwdrXi5RbTTeibs0/wC65WvsfS/7MWq/EfXf2bvh/rXxhgni8W3ngrS5vE8d1AIpV1BrSNrgOg4RvNL5UdDkV3NQ6axbTrdmOSYUJJ+gqavo6ceSmo3vZbn5viqyxOJnVUVFSbdlsru9l5LZHM/Gm+8b6X8HPFmp/DO2ebxJb+Gb+Xw/DHCJGe+W3cwKFbhiZAgweD0r+dv/AIJG/Gb4neGf23L2XxB8dNZ8JWfiSx1CXx3qr65HZPdSqskqGeS448z7Sy9t+XYdC1f0lVwXwt/Zc/Z6+CfjLxT8QvhT8JNG0LWvG18LzxTqNjbYk1GffI+98kgfNLI2FwCXJxmvAzvJcRmtejOlWdPkvqr316q1tem+x+lcE8f5fwrwrm+VV8IqssZCMYy0tFq6fNfWyvzRttNLvdfz1fGH4z/tGa5/wV2tvGfw++Jms+KfFemfES00/wAD6ql9Hey3FmJwltCjR/u5I2ikIYDhhI+7lmr+lKvif9oPwF+zlqP/AAUW0Xxl4n0zw2/xG0+/8Lp4ae6vUGopZm8PmNDAXBZPmly4Q4y3Ixx9sVy8MYWeEqYqE5ubU7XfWyvfrq76+hv4mcZ4XizL8npUcJ7D6vh1Buy97VL3bfYXLePZykvNlfzi/tyfF39pTwx/wWq8U+NNU8ZaxoPijSviSLDw/qPmrbSWekGQQ2vllvkWJrORTuPyssjM33mr+jqviX42eBP2dNT/AOCkVh418Qab4cl+JNnrPh6PRXur1P7RSxJQO0UBfJT5pQXCHGWGeKvivDyxGFoqM3H95Faeel/VboXhPxlheDcdj6tbCfWFVw9SFrLTZ63+w7Wn5W3tYu/DH41aTqPid9C8B/tX3njDULnBt9Lfxla6hJ8jZ3JHCA3pnqMda+ybRrh7WJrpAspjUyKp4DY5A/Gsfxl49+GnwxtLTVPiD400Lw9BfXyWVjcazqMNolxcuCUgjaVlDyMFbCDLHBwOK3K7cnyqtls6jqYh1XK2/S1/N73PznG13XpQkqXJHWz6Pa+tlt1Csbxl8Rvh78Oo7Gb4g+O9G0JNTv0sdNfWdUitRd3T52QRGRl8yRsHCLljg4FbNfht/wAHRnij4uj9qzwD4Z1O6v4vBtr4M+2eHFClYG1FrmVbt1YfekVEtAe6grjG7nfOcy/snASxCjzWaVvV9T63w14Jj4gcWU8nlX9ipRnJytd+7G9oq6u27dVpd9D9yaK/N79jv9pa+1z4J/D7xL8Tv219Qu/F2oeH7RtW0bUfHdkfNupY9vlvAAH3HcPlzu3Y719//Ce71y98A6fc+IWka5ZG+ebO9k3HaWzznbj61x5VxFhs3xLo0qclZXu7d0raN9z5vN8lrZPXqUqk4y5JuF4u6dm1deTtodFRRRX0J4p49/wUE8QfFbwp+xH8UvEnwPa8XxXZeCr6XRpNOj33EcgiOXiH99U3MuOQQCMnFflD/wAGtHib4tf8NJ/Ebwrp099J4Km8Hpea4pTdbpqa3UaWjFj92RomuwMfeCHOdgx+3V9u+xTbAd3lNjA74r40/wCCTXgX9nPwRP4iH7Oen+HIba/8M6NN4ifw7fJcB9RzdeYJmV32yAEfISNu7oM8/MZnQlLiHBT5mvj09Ff8dn5H6twvxlhsp8Ns5yWeE55Yh0mqllaOtve6+7a9O32m9uv2hRRRX05+UhX87/7GPxF/awuv+C7um67q0+tHxtqnxSu7HxrbyW/7z+zfNdLyKSPosMdtGSB91FiQr91a/ogr4q8F+Bf2dYP+CoGoePdH03w4fibL4tuodXnivkfU1sP7BYJvh3lo4yFiAfYM/Lyc8/McR0JVa2DkpNfvYrTz6/K34n6t4acY4bhbAZzQq4T2zxOGlBOyfLuvev8AYfNeVusYrzX2rRRRX05+Un81f7O3xo/aK0H/AIKzTeL/AIj/ABP1rwp4q1jx1e2Hj/VJL6OxmhtjM32qGRpfkiRViAC9F8tNvKrX7O/AH4vx+IvFUOgfD/8AaPufHF19shmmtZfFVvqLwx52HIgwVjIJyWGO+Riud+GPgL9nOD/gpZqvjjQNM8Nt8SLnxbqUPiGaG9STUls/7Lk8sSxbyYkIWLDbV3YXk5r691/x/wDDbwTruk+GvFPjXQ9I1PxBO0GhafqGpQ28+pSrt3RwRuwaZhuXKoCRuHqK/OcryLEYj2k1ipQjGpJW11aa1+JK79N+5+0eJnHOG4wzPB1cPl/snDDQjayvonJ2sv4cU/d/uq+my3KKKK/Rj8XP57P+Dgnx58dLH/gqbfT61qOo2tv4c07SJvhy7RhUhtxFHMZoOzH7b9oy/J3R7TwgA+/bLUPgd8fPD/hjw38cf2h7T4h3SR294fCniXxpZX1q2oi3IZzaJhZWTfLhWDKuSQMgEfbfxI/Zi+AHxg+I/hb4u/E34UaRrXiXwVOZvC2sXsBabT5CyvuQg4OGVWG4HawyMHmvPf8AgoR8I/hn8ZPhV4e+HvxQ8F2etaLfeM7c3enXQYJIUtbt1yUKtwyg8HtX5/m/DuKpwxWL+sNRd5cqvqt7PVLTZaPQ/ac08R8uz7KsiyynhnQlg4eznVhbm15VzQV4vVR5mnKN5yavbV0/+CXDzR/sl2ulaa0j+GdN8Ua1ZeBJXjUK+hRX8yWfllf9ZCIxtjfnfGqNlgQx+ia8z/Y50bSfDn7NHhPw9oGnQ2dhYWUltZWlugWOCGOeREjUDoqqAAPQV6ZX2WWRcMuoxbvaMdfkj8rzzGQzDOcRiYx5VOcnb1b38+/mFfJX/BcfxH8WPC//AATJ+JGofCCW9jvJbW2t9Wm0+PdJHpctxHHeHjlUMLOHYdEZjwMkfWtcP+01Y2mp/s3/ABA03ULdZre48E6rFPE44dGtJQyn2IJFXj6brYKrTTteLV+2hrw5mdPJuIMJj501UjRqQm4vaSjJO3zsfmR/wapax8TJfAfxc0G+iuf+ENg1fTZ9MkaACH+03ilW5CvjJbyUtCy54Gw8buf1vr50/wCCd/wg+GPwN8O+Mvh78IfBNl4f0WHX7eePTrBW2CSSzhLuSxLMScckngAdABX0XXm8NQcMjoK99L/e2/wPoPEviLDcWccYzNaFL2UKklaOl/djGN3bTmlbmla+rer3Pjr/AILzeJPix4Y/4Jk+PLv4Sy3sUlw9na+IJtPjzImlSzqlzkjlUZSEcj+B2zwSa/Mr/giV42+IWq+Afiv4G1jxLdzeGdF8HXlxomnyzgxWVzOB9peMdU3iKAn+HKZ67s/vZ4o8MeHvGvhrUPB3i3R7fUdK1ayls9SsLuMPFcwSoUkjdT1VlYgj0NfJ37QPwK+EP7OPhLTvhR8DvANh4b8PWXgLxJLbaXpyEIryS2ru5LEszFj1JJ6DoAK8Li3K6tRPHKpaMYpOPf3l+Gt/VL5fR8N8d4HB+HeI4VlhU6tasqiq6aJKLfnzLk5VbTlnLVWtL1T9kLx3qXjvSRqdl46fxLo50uJYtY/tBbpJpUwmRKnyMx2tux3HIzmva6r6SiR6XbrGgUeQnAGOwqxX1WV4KeX4NUZ1HN3bu99Xfu/zPyrFV44is5qPKuyCiiivQOc/nb/bt8dftSv/AMF0tQ1a2TVZPGWkfFDT7XwJam0DMLJJo/sCRRn5WjeJlb0bzHZuWav6JK+Ovj58E/hL4i/bw0742674BsLvxZoeseFbTR9dmVjNaQveDcqc7RnzH5xn5jg19i18xw9QdHFYy8m/3nX0v9+v4H6n4j8a4Pi3LcnoUMMqLwuHVOTVveei0t9hct4p6pyl6sr+cD9u34oftE6P/wAFp/E/i/xB4n1TSPE2j/E5LTw7fSlIHsdLWUR2bRF/kSM2jo4Y8ESFzyxNf0f15Vr/AMJf2PdQ/av0f4n+JNB8HP8AGO20B49FnubyIaudP/eozxwF9zoA0yeZsOAWXdgYrqz7K6ma0KcIVOTlknf/AC810J8LeOMJwPjcdWr4P6wq2HnTSsnZuz96/wDy7drT8rPW1j5B8e6Z+yP8d3dfjT8ctK+JFtpGmXzwW3inxpaahFpls8Y+03UcaFRGwjUZnI3RgEqy5JP1t+wTr3xD8T/safDjX/ipdajca5deFrd7m61eER3dxHg+TLMvGJXh8t2yAdzEkA5Fec/8FH/gX8H/AI3yeC/D3xb+Hmna/Y2K6rfWlpfRtsS4SKAK+FI3YDMMHIOeQa99+Cv/ACRzwlwP+RZsOg/6d468vIcDVwWdYmFSq5tRhdvrfXu9rWR89meb0sRwxQwq5m+dys7ctNRurU9X8blzT0irxj8W66avK/2o/hR+x/8AFGy8Lxftc6J4Pu4LHxHE/hP/AIS29igU6kwOyOEyOvmu4H+q+YPtGVOBj1Svw2/4OjPFHxdH7VngHwzqd1fxeDbXwZ9s8OKFKwNqLXMq3bqw+9IqJaA91BXGN3PtZ5j4Zdl0q0oc6ulZ7avr/W9j1fCvhTEcZ8Z0cuo4p4aTjOXtI35lyxekbNXb2eq93mfSx+4v2S1DbhbR5z12CpK/N79jv9pa+1z4J/D7xL8Tv219Qu/F2oeH7RtW0bUfHdkfNupY9vlvAAH3HcPlzu3Y719//Ce71y98A6fc+IWka5ZG+ebO9k3HaWzznbj61y5VxFhs3xLo0qclZXu7d0raN9z5TN8lrZPXqUqk4y5JuF4u6dm1deTtodFRRRX0J4p49/wUE8QfFbwp+xH8UvEnwPe8TxXZeCr6XRpNOj33EcgiOXiHXeqbmXHIIBGTivyd/wCDWbW/ien7TvxI0PTEun8I3PguK416QQBol1BLtBZ7nPKuY5L3A/iAYn7tft9fsVsZmU8iJiPyNfI//BMD4JfCX4J3+s2nwn8A2Ggx634O0PUNWFirZurpmugZHLEkn26DJwBk18xmlCUuIcFPma+PT0V/xvZ+R+p8Mca4PJ/DjOMiqYZTniXTcZ6aWa+Lr7tuaFtpNvTr9e0UUV9OflgV/O3+xx46/al1P/gvFpHiPX01aXxzefFa7tfFsVxaAyx2G+SK8RkPCRR2gcDHCIi7egr+iSvjzwl8E/hLpv8AwUXuPjvY+AdPj8Y6j42vLC98QhGNxLbLoLgR8naBhEGQATtGTXzHEdB1a2DkpNfvYrTz6/K34n6n4b8a4PhPAZxQr4ZVXisPKEW7e69VZ3+w+a8ktW4x06r7Dooor6c/LD+af9n34ufH/Sv+Ctf/AAm3xQ+Iuq+GPFuoePr608b6vcXcVlPaQs7pdRs8o2QqsalAOihVC9Fr9Ivj7Y/sx/ELwD4q+KviP40W/jTxT4d8LSPoPiS58U2+panoM0b+baPY+Wf3ExvPJ2FV3yyCOMlgQle4fDz4H/CPSf8AgoLdfG/T/h/p8Xi7WPGmq2Wpa9sYzz266XKFjOSVAxGn3QCdozmmf8FEfgb8IPiV8XNL8X+Pfh7p2q6n4U8HPeeHbu7jYmwnN0T5iAEKTlEI3A4KgjFfktXKa6y6vW9vLljVceXWzfMlzb76326bn9AcTeJGW8ScVZfjaOGeGVKhCL9nbmbinJwWqXJf3Fd6R1cX8B9U/CW88Y6j8KvDOofEW2aHxBP4fspNdhaMIY7xoEMylRwpEhYYHAroKKK/WYrlikfgdaoqtWU0krtuy2V+i8kFefftI6QNT8EWlwdMFwbHVY7hX2kmA7JE3jHs5XnjDGvQaK5cfhPr2CqYfm5eZNX7FYer7CtGpa9nc5f4LeEj4H+FujeGWMu6C2LsJ8bw0jtIQcAYwXIx7V1FFFbUKSoUY019lJfcrGc5Oc3LuFYvxI0sa58Ptc0R9OW8W80m4gktXBxMrxsrJxzyCRxW1RTqw9rSlC9rpr7whLkkpdjzH9mPwm2iaHrHiKQTK2s6ikm2UYGIoUiBXjODt9+a9Ooorny/BrAYKnh078qtfuaYis8RXlUta4V41+1V4Ffxtdabpw0t2N9p13pi3kCkyItxsDoOoH3FYZH8J7A17LRWeaYBZngpYdy5U7a+jT/QrC4h4WuqiV7X/IZbQi3t47dSSEQKCfYYp9FFegc4UUUUAeLfEb4fHxH+0Hp0o0ySISXmm3sl1Ap/eizlWZSxORgMu04xww7kGvaaKK8/A4BYKpWmpX9pJy9LpaHRXxDrxgrW5VYK/nF/bj+Lv7Svhn/gtV4p8aan4y1jQvFGk/EkWHh/UPNW2ks9IMghtfLLfIkTWcincflZZWZvvNX9HVcHq37MH7P2u/HfT/2ndY+E2j3Hj7S9NNhYeKJLfNzDbkSKUBzjO2WRdxG4KxGccVx57lNbNqNOFOpyOMk7/wBdV0P0bwx48wHAeMxtbFYVV1XoTpJaaN2aTv8AYla00tbW0drHyx4W8Y/D34g+KRo+jftKS+OtUe1mh0+wuPGFtqMsKPgSNFFCA2SAuTg8AV9oeC9BTwr4O0nwvG7sum6ZBaq0hBYiONUyccZ47VoJbW8bbo7dFPqqAU+pyfJamV1alSpWdSU7avyv5u+58BjMbHFQjGMFFRvt5/JBXCfHH9mP4A/tLW+i2nx5+FOkeKY/DuqLqOipqsBcWtyBjeuCMgjGVOVbAyDgV3dFe3OEKkXGaTXZ6nPhcVisFXVfD1HCa2lFuLXTRqzWmhH9ktQ24W0ec9dgqSiirMAooooAivVkezlSGNXcxMERjwxxwD7V5B+y14ATw5qer65HYTWiLp9ppUNqykJGlu0zBRkZyPN2nnsO9eyUV5+IwCxGPo4lyt7Pm078yt+B0U8Q6eHnSt8VtfR3CiiivQOcK8X0v4fm6/adOtnTJLYWGpzaozQqdkzPZvahmJznKydscp7EV7RRXn47ALHToycrezmp+tr6HRQxDoKaSvzJr7wooor0DnPyquPjfq2gfCH4X6x4o+Ol/wCHPHuq/FqSHxndy6lbWl7BeGe7GswTebkW8cMbuowBsUW4H313e8+AJvAnxq1q68LaB8epvHOpahbJa3EzeKLfUbmzti+DtEQxGmWJJYYz3r6f8Pfsu/s9+FPjhrX7Sfh34SaNaeOvEVktprXiaK3/ANJu4QIxtY5wM+TFkgAtsXJOK7qO3giO6KFFPqqgV8LT4PxVnGpinyuV7JOz1vd67v0evc+3zziXK8bXVTBYflvzNtqKalNtuMeW/uQ+GOzau7Rvyp9FFFfdHxAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeP/ALZv7dX7OX7BHw+0/wCJP7R3ii+sbHVtUNhplrpGjXGoXdzKsMk8rJBbo0hSKCGWaR8bUSNmJFewV8D/APBbjw58S9A8RfBv9o/wf8FvFfj3SPB6+NdG1zQ/BeiSalfJNrfhm70+ym+zx5YxfaSkTv0jWfceAaAPunwr4o8PeOPC+m+NfCOsQajpOsWEN7peoWr7orm3lQSRyoe6sjKwPoav15F/wT/+E3jP4DfsLfBz4J/EWPZr/hP4YaFpOtxbw3lXdvYQxSx5HBCurLnvtr12gArmfjN8XvA3wC+FWv8Axn+Jd/cW2g+G9NkvtTmtLGW5lESDJEcUSs8jk4CqoJJIArpq5D4/fEDSvhX8E/FPxD1vRNa1K10nRLieew8OaNNqN9OAhG2C2gVpJnOeEUEmgCL9nb4+fDn9qT4HeF/2h/hFfXVz4Z8X6RFqWiT3tm9vK8En3S8b/Mh46Hmu0r5F/wCCFOvale/8EtfhR4N8QfD7xb4Y1jwf4fj0HXNJ8ZeF7rSbpLuBVZykVyiNJF+8G2UDaxDAHIOPrqgApJJEijaWRgFUEsT2FLSSOI42kYEhQSQBkmgDxL9kr/goV+zH+2v4j8W+DvgZ4i1h9W8FS239t6X4g8N3ml3H2e5Dm2vIo7qNGmtphHIY5lBVtpx2z7dXwF/wSH+LOoftPftQfHv9rD4r/CD4jeDvHPiq8sdL0zQfGPw91DSLTSPCunS3MOm28VzcxJHd3MzSXF3P5ZIQ3CIOEyfv2gAooooA8Ruv+ChX7NGn/tj2X7C2pazrtr471OKY6W114XvI9Lvp4bVbyW0hv2jFvLcJbssrRK5ZVPODxXt1fnt8Z9O8U/E3/guj8HfFPwu+D/xcjvfANvrVl8Q9a8S6Vcf8IZHoU2kOYLvTZZC1uL2S7lhhLwbZisciSDaor9CaACiiigDyz9rD9sv4BfsVeE/DvjL9oDxVLplp4r8Y2HhfQUtrN7iW71K8crDEqICcfKzM3RVUk16nX5ff8HB/wS/bY+JPibwF8QPgX+y8vxN8KeE5dGazhtPEwtbrStck8T6XK9x9lWCWS4Vra0S3Mw2rbRXNzK25VZa/TvTpr240+CfUbNbe4eFWnt1l3iJyAWUNgbsHIzgZxQBNRRRQB5p+1h+1d8K/2NPhQPjF8XrbXrjTZNastJtbLwxoE+qX93eXcwhghhtrdWkld3YKAoJ5rqfhJ8S9H+Mnw00T4p+H9E1vTbLXdPS7trDxJo02nX8CMOEntp1WSBx3RwCK8K/4Kw+EPhD4y/ZQ+yfHHwd8XdY8P2PivTNRkPwPtbiXxDY3FvKZbe6hFt+/VUmWPLw/OpKnhQxGp/wSmX9pNP8Agnf8J1/a8bWT8Qv+EYX+3j4kbOpbfOk+zfaz1+0/ZvI83PPmb885oA+g6KKKAK2s6xpXh7SLvxBruoQ2ljY20lxeXdxIFjhiRSzuzHgKFBJPYCvLv2Qf22PgP+3J4EvviT+z/f63c6RZX4t1udb8NXem/a0aNZIrq3FzGhntpUYNHMmUcZweCKu/trfDXxf8Z/2N/iz8H/h8R/b3ir4aa7pGiZfaDd3OnzwwjJ6fO6818f8A/BvR4a/aH8I/Bbxv4e+Jum/Fmx8F2Nx4etPBWnfGVZ11S1votDtY9bjgW4/eJYLqCusCj90FVvL+TFAH6G0UUUAFfPnwj/4KXfs8/GT9rLVP2LNE8NfEHSPHGmWOo33leKfh9qGmWd7a2VyltPcW1zcRrHcReZIgWSMlXDAgnIr6Dr5Q/Zz8D+M/iN/wVQ+Pn7TfjTwnqlhpPhPwv4f+G/w/utS0+WBL2BUfVtUubcyKBLE1zd28PmJlS1mRnKmgD6vooooAK8C+NX/BTD9kj9n79qHwz+yD8S/Gep23jHxQ+npara+H7q4sbJ7+eS3sEu7uNDFatczRSRxCRgXZSBXvtflB/wAFI/g38cfFX/BZr4f+N/DvwJ8davNHqHw7bwDrOgaFJN4ZltbTWr+bX312VR5Xm21rLHLaGc7o3fdD8xNAH6v0UUUAf//Z", "image_prev": "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", "image_next": "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", "info": {"equation": "41+75=116", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2d02ab4471a88cbe74506612655b64bfc172468788ec69ff402ae7b84e74af4e"} +{"episode": 72169, "episode_seed": 1632814004, "split": "train", "timestamp": "2025-10-28T03:49:50.057142", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1632814004, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 0, 8, 5])", "action": "('move', [4, 0, 8, 5])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "266/14=19", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "266/14=19", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "651450688b927a5036082a960e195c96bd72cd186a2451f345e86edcd22546cd"} +{"episode": 72170, "episode_seed": 79029127, "split": "train", "timestamp": "2025-10-28T03:49:50.121048", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 79029127, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 4, 3, 8])", "action": "('move', [2, 4, 3, 8])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K+Nf+C9nin4y+E/+CaPjO8+DUt/E91c2lp4ln02PdJHpErlLnJHKxtlEdh/A7A4BJH2VXn/AO1hb6dd/st/Ei11dI2s5fAerpdrMcIYjZyhwx7DbnPtXHmFJ18DVpp2vFq/yPd4YzWnkfEeEzCdJVVRqQm4PaXLJO3+Wj16H5Sf8Grfij4xyeOPih4MjlvpPh/FpNteTI8ebaDWGlVE2MfuyPAsm4D7wiQt91a/Zuvk/wD4Jh+Bv2dfAE3jjSP2X9P8OQeGJY9Lm3eGL5Lm3kuCbxZGMqu+58KoOWJAAHFfWFeVwtFxyKjre93+L0Pp/FXiOhxXx1i8xpUPYxk4rlatL3YpXlbTmdte213a4V8xf8Fk/E/xk8H/APBNn4o698Cpb+PXI9HiSefTI908OnvcRJfSLjlQtq0xLjlQCwIxkfTteffGX4mfDSXw34t+FA+IOhN4nXwdfXT+Gv7WhN+Lf7O/702+7zPL5Hzbcc9a9jGQVXCzp83LzJq/XVdPM+U4exkstzvD472PtVQnCo4NXUlCSbUtH7rtZt6an47/APBrh4o+MUP7UHjrwboc1+/gSbwf9r8QRCPdaxaitxGlmxJ+5I0ZugMcsqHOdgx+5NfI/wDwTY+A/wAHfgF4v8R6B8Gfh5p/h2z1Lwjo15fw2Ct/pE5lvF3szszE4AAGcDnAGTX1xXh8JQccipu978z9NWrfgfYeLPFeE4z43r5nhqPsoNQik7cz5Ypc0raXe270SVwrw7/gpV4m+Mfg79g34p+J/gC98niyy8JzyaXLpkW+5hXKiaSIdd6wmVgR8wKgjkCvcaiv932GbYDu8psYHfBr6CvTdajKmna6aut1db/I+FyvGRy7M6GLlTVRU5xk4y+GXLJPlfk7Wfkz+br/AIIu/F7xr4B/akuvDlv8c9S8F+F9a0S4l8UXNtr0NjHO0KMbbfJNlSwlkwMfN87DoWr9lfgL8X28S67DoPw7/aGuPHFxFfRzTRP4ng1F4VbC4fyMbYyFP3h/eINcN/wSo+HP7L3g7x6Lr9nbSPCqSah4ASTxVL4evkuWa9EtqSs5DuUcFnOw4xubgZNfZ+v/ABJ+FvgnxNpPg3xT4+0DSNZ1+Ro9D0rUNVgt7nUmUgMsETsHmILLkIDjcPWvzvJMjxOLy+nX+tyhG/wq9tJf4ktX5bn6v4q8Z4fjDjOri8NgXB8kY2aXO+WN3KSSeydt/gitum/RRRX6SfjIVX1XVNP0PS7nWtWulgtbO3ee5mfpHGilmY47AAmrFYXxMuNGg+H+sJ4hiaSzn0+W3niRypkEilNgYcqTuxntnNZ1qsaNKVSTskm38jSjBTqxi72bW2/yPzm/ZK/4OHNA/aL/AG/H/Zy134fWGlfD7xJqr6V8PvEUaTfb5rsuqWxu1LFAtwQwUKqmNpI1YkBmr9Nq/Fj/AIJof8ES/HGg/wDBQy5+K3inWd/w3+FXilbzQNUim2z6tfxCK4tbcr1Ai8xGmYfKWjKDO4lf2nrwOGcTmWMwLrYv7TvHpp/l2P1bxfwfh/gs7w1PhSV6fsY89m2ufW129edxtzro+id0Ffgt/wAHN3in4y3v7bmieE/F81+ng7T/AAjBP4OhePbatJIx+2SIRw0nmIisT8wCRjgYz+9NfIH/AAVC8AfsyfEHxn8OLD9pzT/DFzYwafrkmhx+KNRS3ja98zTQoj3yIJHK5GznI7Gp4tpOpkVR3tytP11Ss/vv8jl8H+K8PwdxxSx9bDusuWcbRScldfFC/XSz291yPEfj18Tv2xZf+Dc6w8e6jc66PHN94Ms4/El8bbF6dFkuvLeeT+Ib7Aozyfe2uznBJI+e/wDg1h8T/GIfG34k+DLCS/fwB/wjEV7qaGLNrDq/2iJLYhj9yR4PtOQPvLEM/cXH6mXcFu//AAT2ltrqJPKPwaZZEYALt/snBB9BivKP+CWvgP8AZq8A6j43sP2WbDwzD4fuNM0WW6k8Lagl1BJd+ZqKvulV3y4UIMFuBjgZrhrYWcOIMC+dv3Gv/AV/7dfU+hwviJgv+Id55lX9npSxVf2ilFLkgpyTUXpf3OX93bu9ra/XlFFFfZn4cYc3xO+Gtv49i+FU/wAQ9DTxRPZm7g8Nvq0Iv5Lfn98tuW8wp8rfMFx8p54rcr+Yf9pH4x/tU6D/AMFQvFPxO8QeL9a0b4k6d8RZ4LW/eRbeeyRZTBBGm75EiFuURQfkMZ5ypJP7OeCfjp4TPiaOw0H9s668Q3d4Gt7fSbjx7Z3XnM39yOMBy/HG05618QuNsPCVSNSjK6bStbZd72s++5+v8e+FFTgujl9SOLjV+s0ud2+zLS9t+aD5lyy0bs9EfblFYvw8udbvPBOm3XiIP9se3BmMgwx5OCwPQkYJ962q+yoVVXoRqJW5knZ7q6vqfkdSHs5uPZ2PJf28vEHxc8K/sZfE3xJ8Bxef8JfZeDL6bQW06HzLhJxETuiXu6jcVwCcgYBOBX4Af8Edvi9488C/tfx6fZ/G/UvB/h/X9Muz4w1CDXYrJbhI4ZJIDJLPld32gpg/e+dgOGav6Wa8e/Zk+DH7EHw18SeNb79lDw54HttU1DWMeOv+EVvYZ5I7xXlPlXCo7eQys0uIsKAd2FGK+ezvJK+Z4yjUp1vZ8t11v6x1WvR67H63wR4g4PhngbOMnq4H20sUo2nZWjf3ffbT0j8VPf3+17n8+3/BVj4xfEzxl+3Dqd5cfGvVvFNl4bFpH4H1ltbjumt7fy0nBhmgwu4TtIdw+YMACflGP6Kv2UdX+KHiD9mH4ea78bre4i8Y3ngrTJvFMV3biKVdQa1jM4dBwjeYWyo6HIr5m/4KR/AD4LfFj4qz+KPiT8NtM1q/8LfDSS78P3F7Gx+xTeddNvVQQrHdGh+YEfKPevtSxJayhZjkmJck/SuLhvB1MHmuLpzqObjyq763Td3q9VtuX4gcfYDingzJcsoYNUpYaElKWmtlGPu21tK3PK9ve72u5aKKK+zPx4r6u99HpN1JpibrlbdzbrjOX2naOffFfzVfsLfEv9rmX/grh4Q8WPe68/xJ1f4mi38axSwE3EkUlxt1SKeIjCokAn3KQBGIwRt2DH9LtfBvw3+H/wCzJa/8FHZ/H/h7TfDB+KEvxL1WPWp4NQR9US0Njdqu+HeWiQqIRu2LkFeTu5+T4mw8quIwclJr94lp5219VbT1P2Hwt44wvCWWZzh62D9u8RQaTsny25laV/8Al3LnTlbrGKtrdfeVFFFfWH48FfGv/BezxT8ZfCf/AATR8Z3nwalv4nurm0tPEs+mx7pI9Hlcpc5I5WNgUR2H8DsDgEkfZVcD+1XZWmp/sw/EXTdQt1mt7nwNq0U8T9HRrOVWU+xBIrjzCk6+Bq007Xi1f5HucMZrTyPiLCZjUpKpGjUhNwe0lGSdv8vM/J3/AINV9a+Kw+InxV8OW1vct4HOi2dzeSm3Hkpqwm2QgSdQ7QGfKjqEUnGBn9oK+Yf+Cd/wT+E3wD1/x34G+DXgKw8O6S0Gk3L2Wnq215mN4GdixLMSFUZJPCgdBX09XlcLRccio63vd/i9D6bxS4nwvGHHGKzTD0fZQnypLS75Ypc0racztrbyV3uFfy0fGj4y/tYaL+3x4u+JviLxVrWk/FD/AISy/tL+6kZYLiBm32zW+G+RYvIPlBT8gjwB8uK/qXrxj4xfsnfs4ReIvF37VMfwd0UfEOXwdf2j+K/s5+1GL7G8XXO3d5YEe/G7Z8uccUcQZRWzWFL2dTk5Hf8A4Pqunq9T1vC3xDy7gH+0VisGq/1ml7OO2j192V/+Xc7+/a792OjPAPDfji38H/Guz0qD4iHSLrVfAllBY6SNUSE6kVnnY7Yzh5XjA42cqHbPWvtHwNca1deD9OufEKML17RDcbxhicdSOxIwSPXNeD/scIjfEjVWZASPAmi4JHT99e19G15vB2AqU8HHFuq2pppR6K0n5/ot2fAZxXjKs6PKrp79XoFeHf8ABSrxN8Y/B37BvxT8T/AF75PFll4Tnk0uXTIt9zCuVE0kQ671hMrAj5gVBHIFe41DqBYWE5XqIWx+Rr66vTdajKmna6aut1db/I5crxkcuzOhi5U1UVOcZOMvhlyyT5X5O1n5M/m1/wCCL3xP8T+A/wBrKfTofjNeeC9A1fw/c/8ACS6jb6zBYiURKWgVppgRnzmXAHJye2a/Rr45aD+yT4+8C+MPi94y+Ldl4v8AEWjeG91r4yufFFvqOraE0JeSyNk8Z/0aQXWGjWMAyysFO/O2vXP+CaH7P/wV+C/j2zuvhX8NNM0OXxD8No7zW5LONi15P5tod7lyTwXcgDAG44HNR/8ABRL9n/4KfEv43ah8QPH3w00zVtZ8LfDa0n8PX93Gxaxk+06m+5QCFJ3IjDcDgqCK/JP7LxH+ryxXt5cvNbk1t8Vr7/PY/cuLvETLuJfEf+06NGeHgoRTcOX2k+VXtKzS1do3vK0VF8srcp9X/s+6l8Q9Y+AngjV/i5ayQeLLrwhps3ieGaARPHqLWsbXKsi8IRKXBUcDpXX0UV+vQjyQUb3sfgmIqqviJ1VFR5m3ZbK7vZeS2QV4P+2f8WJvCmgHStHsze3lv5YtNPVlBvdQndYbO2BZlGXlkRcEj74OeK9o8VeJdO8I6FPr+qMfKgUfKv3nYnAUe5Jr5y+FWgah8bv2pV8R67bs+k+BYv7WuWcLsuNZukeO2TaYzuEFuZ5CVZcNPAcEjj5vP6rxVSlllN+9Vd5eUFq387aejO3L4KlGWKktI7ecj2n9nv4R2vwQ+EekfD5LhLm9hia41rUFgEZvtQmYy3NwwBOC8ru2MnAIGcAV2lFFfR06cKVNQgrJKy+R5spOcnJ7sK/BX/g5v8UfGS//AG29E8JeMJb9fB1h4Rgm8HQSR7bV5JWP2yRCOHkMiIrE8gJGOBjP71V598ff2U/2dP2pbTR7H9oT4Q6P4si0C+N3o6atAW+zSkAMVwRlWCruU5Vtq5BwK8rPctq5tl7w9OfK7p+Tt0f9bpH6N4V8bYHgDi+nm2Loe2gozjZW5o8y+KN9L9Hqvdcj85v2PvjBoXxI/Yi8HaD+0Z+2VfR3Gp+F2s9d8O3fxBs7ONrLdJFHbyRrteNGthGpG4MQxyQSa92/YR8J+A/hp+3Xr/g39nPw/p2meFb34VW93460/wAO2cK2EGpJdxJpLsY/9XPLaPfHaMb440kIJIZvqv8AaN0vTZf2dvHlrJp8JjbwVqiMnljBX7JKMfTFeIf8E4/gX8H/AIAeJ/G3hL4L/D7T/DmnXWjaHd3Nrp6tiWdpNSUyMzlmY7VUcngDivl6WUYjL+IMLGpiJVLqT1vpZbat6MKvFGGxmBzOtGm6arydqUbeyXPK93qtaenIlHdJ8y5bP6oooor9APzg8f1T4N/sSXn7Xtl8U9X8PeCG+NSaPmxnmvoRrJsxG8Xmrbl9zKI/MTzdhIUFd2BgeuLa2qMGS2jBHQhBX8xf7SPxj/ap0H/gqF4p+J3iDxfrWjfEnTviLPBa37yLbz2SLKYII03fIkQtyiKD8hjPOVJJ/ZzwT8dPCZ8TR2Gg/tnXXiG7vA1vb6TcePbO685m/uRxgOX442nPWvhYcZYOhKrGVBp8z2tr5y2s++5+0eIvhpmHC1DLJ1cesQq1FNXbfJaz5Yav9373uPS/vaI+3KKxfh5c63eeCdNuvEQf7Y9uDMZBhjycFgehIwT71tV9rQqqvQjUStzJOz3V1fU/GqkPZzcezseS/t5eIPi54V/Yy+JviT4Di8/4S+y8GX02gtp0PmXCTiIndEvd1G4rgE5AwCcCvwA/4I7/ABe8e+BP2wI9OtPjfqfg/QNf0y7PjHUINdisluEihkkgMks+VLfaCmD9752A4Zq/pZr4h/4Jv/s//BX4R/FfTvEXw2+GumaPf+Jvh1dXev3dtGxkvZvtGmtucuTj5pHOBgZY8V8hxJgquKzXCRhVcHLmV10sr3Wq32Z+v8C8fYDhvgTOcnrYNVZ4lR5ZO1ldcvvX19z44Wvad9tyPwfL4C+NF1qvhXw78dJPHOq6tpn2C5uD4nt9RurW1feoCiIYRA0jNkrjJ5PavuCCIQwJCDkIgXn2FJHbwRHdFCin1VQKfXsZNk08qlVlOq6kp2u2u1/N33PyvG41YtRShyqN9vP7gooor3DhK+rvfR6TdSaYm65W3c264zl9p2jn3xX80v7D3j/9q3UP+CungrxlevrNx8S7/wCKIj8Wrc2m66CyTNFqiSxsMIqWxuQwwBGqHG3aMf0xV8Q+AvgN8G9H/byT4+aZ8OtOi8Z6l8UtWtL7xEFY3EsAsr1dnLFVG2NASoBIXk8nPyXE+HlVxGDkpNfvEtPO2vqraep+veF/HmB4Oy3OMNiMIqzxNBxi3bRpSXLK/wBiXNeSWt4rTqvt6iiivrT8hCsL4oaOviH4ca7oEmmJepfaTPby2jg4mR4yrLxycqSOK3aKzrU/a0pQva6av6lQlyTUux5N+zB4Nk0qXXvG0wnVtW+y2wWRcKVt/OO5eM9ZmBPT5e2DXrNFFcuW4JZdgYYZSvyrfa+tzXE13ia8qjVrhWb4x08at4S1TSzYpci506eI20mdsoaNhsOOcHOOPWtKiuyceeDje1zGL5ZJnjf7LvgX+yNa1nxe1vPD5unWmmRwyJtQLA878AjOQZSp57Adc17JRRXDleAjlmAhhlLm5b67btv9TfFV3iq8qrVr/wDDBXjH/BQ/xD8S/Cv7FHxG8QfCO61O31y28Ps0d3okHm3ltbGRBdTQLg5lS2MzqQCQyggEgCvZ6CAwKsAQRyDXXXputRlTTtdNXW6ut/ka5bi44DMaOKlBTVOcZOL2lytPle+jtZ6M/Mz4ifGnwR4Q+P8A8JPDHw5/aR/4RjRbvwnqranPo3iS0t4pNIWCD7FI88m7AadYxHg/vB5mNwViPVvBCeBfjfc6n4U8NfG6TxvqWrWcdjf3w8SW+o3VtbEyBFzEMRopklYblxlmJJHA+mfgV+yX+zZ+zJ/bf/Cg/g1onhb/AISO9F3rX9l2237VKu7aTknCrvfagwq7mwBk16DHBBEcxQopPXaoFfEUODsUqEadXFPlTvypPl3v1f6bn0mb5/ldWvFYCi+WEeXmmoqcm3KTclG6uublXvP3YrbZPooor7w+OMrxr4Ts/G3hyfw9ezNEJcMkyjJjcHIOD1+noab4H8IWXgfw5D4fspmlEZLSTMuDI5OScDp6AegHXrWvRXN9Uw31r6zy+/blv5XvY09tU9l7K/u3vbzCiiiukzCiiigDH+IWlLrvgLWtDk05LxL3SriCS0kztmV42VkOOeQSOPWvOv2XvBj6Vf6/4zlinjOoW9lYqki4XbbNctkcZzm4YHnHygcEGvXaK82vlyrZnSxjl/DUlbvzaf18jphiXDCzo2+JrX0CiiivSOY87v8A9kz9m7U/2gLf9qjUPg5os3xCtbP7Lb+KntyblIvLaL12lvLZk3kbtp25wAK9AW1tUYMltGCOhCCpKKiFOnTvypK7u7dX3fmdOIxmLxagq9SU+SKjHmbfLFbRV9oq7slogoooqzmPKP26de+KXhf9jv4k+Ifgq9+niiz8I3kukS6VB5t1E4jO6SFMHdKqbmUAE7gMAnAr4d8ffGbwJ4L+J3wP8PfC39pF/Dmk32i6kt7e6X4itIfP0FbBDDLLPLu25u4bVVIOXYSjna2P05rzr4Kfskfs1fs5ax4h8QfA74M6H4ZvPFd4LrxBPplttN5IGdlzkkKoaRyEXCjccAV81nWR4nNMXSq0qzhyJrrdX6qzWvR6rQ+wyTPcqy/KatDE0Oep77hpG0nOCh77eqVO3PCyl7117t+ZeEfBD4xjxBrY0D4dftH3Pje8W5jna3fxTb6jJEv3ORBgrGc85GO9fXgzjmmR28ER3RQop9VUCn12ZRlVbLFP2leVVytv0t83/SR85jMVDFOPLBRt2/4ZBRRRXsnEFeE6J8NReftGpfjSpbNdM8Q3OsN5CkJI8kE8W9i2eH84txj5hx0Ir3aivNzDLlj6lGTlb2c1L1t0OnD4l4eM0lfmVvQKKKK9I5gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5D4+fHf4V/sxfBvxD8ffjb4qi0Twr4W05r3WdSlRn8qMEABVUFndmKoqKCWZlABJrr6+Tf+C3vwV+J/x5/4Js+OPB3we8JXniHXNP1PQtei8O6dHvuNUg03WLO+ntok/jkaG3k2p1Zgqjk0Aeyfsl/tefA/9tf4UH4w/AbXb2602DVrnS9TstW0qawvtMv7dgs1rdW06rJBKuVJRgDh1PQivTq+Lv8Agjb4W8f6hB+0F+0v4r+GviTwfo/xj+Peo+JvBugeLtIk0/URpgsbK0S5ntZMPbvLJbSNscBtoUnqK+0aACiiigDxv9sr9vH9nP8AYN8L6B4t/aJ1/U7K18S67FpOkrpWh3F873EjKoLiFGEUYLoC7kLl1HJIFeyV8Mf8HCPizUrX/gn/AHPw18NfCzx14r1rxP4v0FtNsfBHgu91h41stXsr2d5haxuYV8mCQqzYDMAo5NfZXwx+IGlfFf4c6H8TdC0rVrCy8QaVBqFpZa9pUtjewRyxh1Se3mCyQSgHDRuAykEEAigDdooooAK8C+JX/BS/9k34RftWaF+xz8QvFOtad4s8Rajbabpt7N4Wvf7IbUbmEzW9g2o+V9mF1JGAyxb92CM4zXvtfnH+3d8a7/41f8FXPhD+yj8U/gr8Urf4V/DDxJpPi5fEPh74ZanqVj4m8XSHZpsL3sELQ2ljZCczzyu3MmEbasbNQB+jlFFFABRRRQB4F+zt/wAFLP2Vf2oPj94i/Zm+GOu+IYvF3hzTH1N7HxD4RvtMTUtPS5Nq17ZSXMSLd24mGzzY8qSRjI5r32vzV/YO0rxT8QP+C0nxE/aT+GPwU+NOgeCtY+FE1h8QLv416Pcw/YvEQ1cSwWGjPdFitoIjO7R2zG2zsK9q/SqgAooooAjurq2sbWS9vbhIoYYy8ssjAKigZLEnoAOc15T+xj+21+z3+338IZ/jp+zN4oudZ8Mwa/eaONQudPktvNuLZlWQosgBZPmBVxwQaxP+Cl/w/wD2hfix+w78QPhd+y5okOpeMPEemRabb6fNriaYbmymuYo7+JLt1ZbeRrNrlUkKttZlO0kYr56/4N8vBXx7+G37P3xc8D/G39ld/hRBD8f/ABRdeHtDbVDcp9nmustFATBF5ltCVWOK5UFLhAJFCjigD76ooooAK8a/bE/bp+Cv7EOm+F734u6R4v1O58Za1LpXhzSPBHhC71u+vLmO2kuXVbe0R5CFhikckDgKT2r2Wvh3/guR4I+Gnif4M+FfEXjnwT+0Bf6x4evNVvPAusfs+Wt2+o6Xrb6dLbwNO9n+/ijkEzoGH7s/MJCFOCAfZngHxlp3xE8DaN8QNI07UrO01zSre/trTWNOks7uGOaNZFSeCUCSGUBgGjcBlYEEAg1rV5J+wSn7Qkf7FHwpT9rBrg/EoeAtL/4Tc3hUz/2l9mTzvN2/L5u7O/HG/dXrdABRRRQB4j8bP+Chn7MXwC/aG8M/st+OvEesT+M/E8EFzHp2heGrzUU0u1nuPs0F1fy28bpYwST5jWSUqpYHnAzXt1fjz/wUR+AX7ZHgv/gsbqnxq/Z/0r4wrrnxAHw7T4cav4HFz/wjPlWGovFrttr7R/uViSyeWVEn+U/aGKZfp+w1ABRRRQAV81/Av/gqp+zR8fv2nm/ZB8OeFviTofjc6Te6nb2XjT4balo8N1Z2kqxTTxS3USLJHvdQGXIJYYPNfSlfHn7JvgLxz8Vf+Cpv7RP7X/xB8Gavpml+GdN0f4XfDOXWNOlt/tVjbR/2jql1B5ijzIZb25RFlTKv9lOCcUAfYdFFFAH/2Q==", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K+Nf+C9nin4y+E/+CaPjO8+DUt/E91c2lp4ln02PdJHpErlLnJHKxtlEdh/A7A4BJH2VXn/AO1hb6dd/st/Ei11dI2s5fAerpdrMcIYjZyhwx7DbnPtXHmFJ18DVpp2vFq/yPd4YzWnkfEeEzCdJVVRqQm4PaXLJO3+Wj16H5Sf8Grfij4xyeOPih4MjlvpPh/FpNteTI8ebaDWGlVE2MfuyPAsm4D7wiQt91a/Zuvk/wD4Jh+Bv2dfAE3jjSP2X9P8OQeGJY9Lm3eGL5Lm3kuCbxZGMqu+58KoOWJAAHFfWFeVwtFxyKjre93+L0Pp/FXiOhxXx1i8xpUPYxk4rlatL3YpXlbTmdte213a4V8xf8Fk/E/xk8H/APBNn4o698Cpb+PXI9HiSefTI908OnvcRJfSLjlQtq0xLjlQCwIxkfTteffGX4mfDSXw34t+FA+IOhN4nXwdfXT+Gv7WhN+Lf7O/702+7zPL5Hzbcc9a9jGQVXCzp83LzJq/XVdPM+U4exkstzvD472PtVQnCo4NXUlCSbUtH7rtZt6an47/APBrh4o+MUP7UHjrwboc1+/gSbwf9r8QRCPdaxaitxGlmxJ+5I0ZugMcsqHOdgx+5NfI/wDwTY+A/wAHfgF4v8R6B8Gfh5p/h2z1Lwjo15fw2Ct/pE5lvF3szszE4AAGcDnAGTX1xXh8JQccipu978z9NWrfgfYeLPFeE4z43r5nhqPsoNQik7cz5Ypc0raXe270SVwrw7/gpV4m+Mfg79g34p+J/gC98niyy8JzyaXLpkW+5hXKiaSIdd6wmVgR8wKgjkCvcaiv932GbYDu8psYHfBr6CvTdajKmna6aut1db/I+FyvGRy7M6GLlTVRU5xk4y+GXLJPlfk7Wfkz+br/AIIu/F7xr4B/akuvDlv8c9S8F+F9a0S4l8UXNtr0NjHO0KMbbfJNlSwlkwMfN87DoWr9lfgL8X28S67DoPw7/aGuPHFxFfRzTRP4ng1F4VbC4fyMbYyFP3h/eINcN/wSo+HP7L3g7x6Lr9nbSPCqSah4ASTxVL4evkuWa9EtqSs5DuUcFnOw4xubgZNfZ+v/ABJ+FvgnxNpPg3xT4+0DSNZ1+Ro9D0rUNVgt7nUmUgMsETsHmILLkIDjcPWvzvJMjxOLy+nX+tyhG/wq9tJf4ktX5bn6v4q8Z4fjDjOri8NgXB8kY2aXO+WN3KSSeydt/gitum/RRRX6SfjIVX1XVNP0PS7nWtWulgtbO3ee5mfpHGilmY47AAmrFYXxMuNGg+H+sJ4hiaSzn0+W3niRypkEilNgYcqTuxntnNZ1qsaNKVSTskm38jSjBTqxi72bW2/yPzm/ZK/4OHNA/aL/AG/H/Zy134fWGlfD7xJqr6V8PvEUaTfb5rsuqWxu1LFAtwQwUKqmNpI1YkBmr9Nq/Fj/AIJof8ES/HGg/wDBQy5+K3inWd/w3+FXilbzQNUim2z6tfxCK4tbcr1Ai8xGmYfKWjKDO4lf2nrwOGcTmWMwLrYv7TvHpp/l2P1bxfwfh/gs7w1PhSV6fsY89m2ufW129edxtzro+id0Ffgt/wAHN3in4y3v7bmieE/F81+ng7T/AAjBP4OhePbatJIx+2SIRw0nmIisT8wCRjgYz+9NfIH/AAVC8AfsyfEHxn8OLD9pzT/DFzYwafrkmhx+KNRS3ja98zTQoj3yIJHK5GznI7Gp4tpOpkVR3tytP11Ss/vv8jl8H+K8PwdxxSx9bDusuWcbRScldfFC/XSz291yPEfj18Tv2xZf+Dc6w8e6jc66PHN94Ms4/El8bbF6dFkuvLeeT+Ib7Aozyfe2uznBJI+e/wDg1h8T/GIfG34k+DLCS/fwB/wjEV7qaGLNrDq/2iJLYhj9yR4PtOQPvLEM/cXH6mXcFu//AAT2ltrqJPKPwaZZEYALt/snBB9BivKP+CWvgP8AZq8A6j43sP2WbDwzD4fuNM0WW6k8Lagl1BJd+ZqKvulV3y4UIMFuBjgZrhrYWcOIMC+dv3Gv/AV/7dfU+hwviJgv+Id55lX9npSxVf2ilFLkgpyTUXpf3OX93bu9ra/XlFFFfZn4cYc3xO+Gtv49i+FU/wAQ9DTxRPZm7g8Nvq0Iv5Lfn98tuW8wp8rfMFx8p54rcr+Yf9pH4x/tU6D/AMFQvFPxO8QeL9a0b4k6d8RZ4LW/eRbeeyRZTBBGm75EiFuURQfkMZ5ypJP7OeCfjp4TPiaOw0H9s668Q3d4Gt7fSbjx7Z3XnM39yOMBy/HG05618QuNsPCVSNSjK6bStbZd72s++5+v8e+FFTgujl9SOLjV+s0ud2+zLS9t+aD5lyy0bs9EfblFYvw8udbvPBOm3XiIP9se3BmMgwx5OCwPQkYJ962q+yoVVXoRqJW5knZ7q6vqfkdSHs5uPZ2PJf28vEHxc8K/sZfE3xJ8Bxef8JfZeDL6bQW06HzLhJxETuiXu6jcVwCcgYBOBX4Af8Edvi9488C/tfx6fZ/G/UvB/h/X9Muz4w1CDXYrJbhI4ZJIDJLPld32gpg/e+dgOGav6Wa8e/Zk+DH7EHw18SeNb79lDw54HttU1DWMeOv+EVvYZ5I7xXlPlXCo7eQys0uIsKAd2FGK+ezvJK+Z4yjUp1vZ8t11v6x1WvR67H63wR4g4PhngbOMnq4H20sUo2nZWjf3ffbT0j8VPf3+17n8+3/BVj4xfEzxl+3Dqd5cfGvVvFNl4bFpH4H1ltbjumt7fy0nBhmgwu4TtIdw+YMACflGP6Kv2UdX+KHiD9mH4ea78bre4i8Y3ngrTJvFMV3biKVdQa1jM4dBwjeYWyo6HIr5m/4KR/AD4LfFj4qz+KPiT8NtM1q/8LfDSS78P3F7Gx+xTeddNvVQQrHdGh+YEfKPevtSxJayhZjkmJck/SuLhvB1MHmuLpzqObjyq763Td3q9VtuX4gcfYDingzJcsoYNUpYaElKWmtlGPu21tK3PK9ve72u5aKKK+zPx4r6u99HpN1JpibrlbdzbrjOX2naOffFfzVfsLfEv9rmX/grh4Q8WPe68/xJ1f4mi38axSwE3EkUlxt1SKeIjCokAn3KQBGIwRt2DH9LtfBvw3+H/wCzJa/8FHZ/H/h7TfDB+KEvxL1WPWp4NQR9US0Njdqu+HeWiQqIRu2LkFeTu5+T4mw8quIwclJr94lp5219VbT1P2Hwt44wvCWWZzh62D9u8RQaTsny25laV/8Al3LnTlbrGKtrdfeVFFFfWH48FfGv/BezxT8ZfCf/AATR8Z3nwalv4nurm0tPEs+mx7pI9Hlcpc5I5WNgUR2H8DsDgEkfZVcD+1XZWmp/sw/EXTdQt1mt7nwNq0U8T9HRrOVWU+xBIrjzCk6+Bq007Xi1f5HucMZrTyPiLCZjUpKpGjUhNwe0lGSdv8vM/J3/AINV9a+Kw+InxV8OW1vct4HOi2dzeSm3Hkpqwm2QgSdQ7QGfKjqEUnGBn9oK+Yf+Cd/wT+E3wD1/x34G+DXgKw8O6S0Gk3L2Wnq215mN4GdixLMSFUZJPCgdBX09XlcLRccio63vd/i9D6bxS4nwvGHHGKzTD0fZQnypLS75Ypc0racztrbyV3uFfy0fGj4y/tYaL+3x4u+JviLxVrWk/FD/AISy/tL+6kZYLiBm32zW+G+RYvIPlBT8gjwB8uK/qXrxj4xfsnfs4ReIvF37VMfwd0UfEOXwdf2j+K/s5+1GL7G8XXO3d5YEe/G7Z8uccUcQZRWzWFL2dTk5Hf8A4Pqunq9T1vC3xDy7gH+0VisGq/1ml7OO2j192V/+Xc7+/a792OjPAPDfji38H/Guz0qD4iHSLrVfAllBY6SNUSE6kVnnY7Yzh5XjA42cqHbPWvtHwNca1deD9OufEKML17RDcbxhicdSOxIwSPXNeD/scIjfEjVWZASPAmi4JHT99e19G15vB2AqU8HHFuq2pppR6K0n5/ot2fAZxXjKs6PKrp79XoFeHf8ABSrxN8Y/B37BvxT8T/AF75PFll4Tnk0uXTIt9zCuVE0kQ671hMrAj5gVBHIFe41DqBYWE5XqIWx+Rr66vTdajKmna6aut1db/I5crxkcuzOhi5U1UVOcZOMvhlyyT5X5O1n5M/m1/wCCL3xP8T+A/wBrKfTofjNeeC9A1fw/c/8ACS6jb6zBYiURKWgVppgRnzmXAHJye2a/Rr45aD+yT4+8C+MPi94y+Ldl4v8AEWjeG91r4yufFFvqOraE0JeSyNk8Z/0aQXWGjWMAyysFO/O2vXP+CaH7P/wV+C/j2zuvhX8NNM0OXxD8No7zW5LONi15P5tod7lyTwXcgDAG44HNR/8ABRL9n/4KfEv43ah8QPH3w00zVtZ8LfDa0n8PX93Gxaxk+06m+5QCFJ3IjDcDgqCK/JP7LxH+ryxXt5cvNbk1t8Vr7/PY/cuLvETLuJfEf+06NGeHgoRTcOX2k+VXtKzS1do3vK0VF8srcp9X/s+6l8Q9Y+AngjV/i5ayQeLLrwhps3ieGaARPHqLWsbXKsi8IRKXBUcDpXX0UV+vQjyQUb3sfgmIqqviJ1VFR5m3ZbK7vZeS2QV4P+2f8WJvCmgHStHsze3lv5YtNPVlBvdQndYbO2BZlGXlkRcEj74OeK9o8VeJdO8I6FPr+qMfKgUfKv3nYnAUe5Jr5y+FWgah8bv2pV8R67bs+k+BYv7WuWcLsuNZukeO2TaYzuEFuZ5CVZcNPAcEjj5vP6rxVSlllN+9Vd5eUFq387aejO3L4KlGWKktI7ecj2n9nv4R2vwQ+EekfD5LhLm9hia41rUFgEZvtQmYy3NwwBOC8ru2MnAIGcAV2lFFfR06cKVNQgrJKy+R5spOcnJ7sK/BX/g5v8UfGS//AG29E8JeMJb9fB1h4Rgm8HQSR7bV5JWP2yRCOHkMiIrE8gJGOBjP71V598ff2U/2dP2pbTR7H9oT4Q6P4si0C+N3o6atAW+zSkAMVwRlWCruU5Vtq5BwK8rPctq5tl7w9OfK7p+Tt0f9bpH6N4V8bYHgDi+nm2Loe2gozjZW5o8y+KN9L9Hqvdcj85v2PvjBoXxI/Yi8HaD+0Z+2VfR3Gp+F2s9d8O3fxBs7ONrLdJFHbyRrteNGthGpG4MQxyQSa92/YR8J+A/hp+3Xr/g39nPw/p2meFb34VW93460/wAO2cK2EGpJdxJpLsY/9XPLaPfHaMb440kIJIZvqv8AaN0vTZf2dvHlrJp8JjbwVqiMnljBX7JKMfTFeIf8E4/gX8H/AIAeJ/G3hL4L/D7T/DmnXWjaHd3Nrp6tiWdpNSUyMzlmY7VUcngDivl6WUYjL+IMLGpiJVLqT1vpZbat6MKvFGGxmBzOtGm6arydqUbeyXPK93qtaenIlHdJ8y5bP6oooor9APzg8f1T4N/sSXn7Xtl8U9X8PeCG+NSaPmxnmvoRrJsxG8Xmrbl9zKI/MTzdhIUFd2BgeuLa2qMGS2jBHQhBX8xf7SPxj/ap0H/gqF4p+J3iDxfrWjfEnTviLPBa37yLbz2SLKYII03fIkQtyiKD8hjPOVJJ/ZzwT8dPCZ8TR2Gg/tnXXiG7vA1vb6TcePbO685m/uRxgOX442nPWvhYcZYOhKrGVBp8z2tr5y2s++5+0eIvhpmHC1DLJ1cesQq1FNXbfJaz5Yav9373uPS/vaI+3KKxfh5c63eeCdNuvEQf7Y9uDMZBhjycFgehIwT71tV9rQqqvQjUStzJOz3V1fU/GqkPZzcezseS/t5eIPi54V/Yy+JviT4Di8/4S+y8GX02gtp0PmXCTiIndEvd1G4rgE5AwCcCvwA/4I7/ABe8e+BP2wI9OtPjfqfg/QNf0y7PjHUINdisluEihkkgMks+VLfaCmD9752A4Zq/pZr4h/4Jv/s//BX4R/FfTvEXw2+GumaPf+Jvh1dXev3dtGxkvZvtGmtucuTj5pHOBgZY8V8hxJgquKzXCRhVcHLmV10sr3Wq32Z+v8C8fYDhvgTOcnrYNVZ4lR5ZO1ldcvvX19z44Wvad9tyPwfL4C+NF1qvhXw78dJPHOq6tpn2C5uD4nt9RurW1feoCiIYRA0jNkrjJ5PavuCCIQwJCDkIgXn2FJHbwRHdFCin1VQKfXsZNk08qlVlOq6kp2u2u1/N33PyvG41YtRShyqN9vP7gooor3DhK+rvfR6TdSaYm65W3c264zl9p2jn3xX80v7D3j/9q3UP+CungrxlevrNx8S7/wCKIj8Wrc2m66CyTNFqiSxsMIqWxuQwwBGqHG3aMf0xV8Q+AvgN8G9H/byT4+aZ8OtOi8Z6l8UtWtL7xEFY3EsAsr1dnLFVG2NASoBIXk8nPyXE+HlVxGDkpNfvEtPO2vqraep+veF/HmB4Oy3OMNiMIqzxNBxi3bRpSXLK/wBiXNeSWt4rTqvt6iiivrT8hCsL4oaOviH4ca7oEmmJepfaTPby2jg4mR4yrLxycqSOK3aKzrU/a0pQva6av6lQlyTUux5N+zB4Nk0qXXvG0wnVtW+y2wWRcKVt/OO5eM9ZmBPT5e2DXrNFFcuW4JZdgYYZSvyrfa+tzXE13ia8qjVrhWb4x08at4S1TSzYpci506eI20mdsoaNhsOOcHOOPWtKiuyceeDje1zGL5ZJnjf7LvgX+yNa1nxe1vPD5unWmmRwyJtQLA878AjOQZSp57Adc17JRRXDleAjlmAhhlLm5b67btv9TfFV3iq8qrVr/wDDBXjH/BQ/xD8S/Cv7FHxG8QfCO61O31y28Ps0d3okHm3ltbGRBdTQLg5lS2MzqQCQyggEgCvZ6CAwKsAQRyDXXXputRlTTtdNXW6ut/ka5bi44DMaOKlBTVOcZOL2lytPle+jtZ6M/Mz4ifGnwR4Q+P8A8JPDHw5/aR/4RjRbvwnqranPo3iS0t4pNIWCD7FI88m7AadYxHg/vB5mNwViPVvBCeBfjfc6n4U8NfG6TxvqWrWcdjf3w8SW+o3VtbEyBFzEMRopklYblxlmJJHA+mfgV+yX+zZ+zJ/bf/Cg/g1onhb/AISO9F3rX9l2237VKu7aTknCrvfagwq7mwBk16DHBBEcxQopPXaoFfEUODsUqEadXFPlTvypPl3v1f6bn0mb5/ldWvFYCi+WEeXmmoqcm3KTclG6uublXvP3YrbZPooor7w+OMrxr4Ts/G3hyfw9ezNEJcMkyjJjcHIOD1+noab4H8IWXgfw5D4fspmlEZLSTMuDI5OScDp6AegHXrWvRXN9Uw31r6zy+/blv5XvY09tU9l7K/u3vbzCiiiukzCiiigDH+IWlLrvgLWtDk05LxL3SriCS0kztmV42VkOOeQSOPWvOv2XvBj6Vf6/4zlinjOoW9lYqki4XbbNctkcZzm4YHnHygcEGvXaK82vlyrZnSxjl/DUlbvzaf18jphiXDCzo2+JrX0CiiivSOY87v8A9kz9m7U/2gLf9qjUPg5os3xCtbP7Lb+KntyblIvLaL12lvLZk3kbtp25wAK9AW1tUYMltGCOhCCpKKiFOnTvypK7u7dX3fmdOIxmLxagq9SU+SKjHmbfLFbRV9oq7slogoooqzmPKP26de+KXhf9jv4k+Ifgq9+niiz8I3kukS6VB5t1E4jO6SFMHdKqbmUAE7gMAnAr4d8ffGbwJ4L+J3wP8PfC39pF/Dmk32i6kt7e6X4itIfP0FbBDDLLPLu25u4bVVIOXYSjna2P05rzr4Kfskfs1fs5ax4h8QfA74M6H4ZvPFd4LrxBPplttN5IGdlzkkKoaRyEXCjccAV81nWR4nNMXSq0qzhyJrrdX6qzWvR6rQ+wyTPcqy/KatDE0Oep77hpG0nOCh77eqVO3PCyl7117t+ZeEfBD4xjxBrY0D4dftH3Pje8W5jna3fxTb6jJEv3ORBgrGc85GO9fXgzjmmR28ER3RQop9VUCn12ZRlVbLFP2leVVytv0t83/SR85jMVDFOPLBRt2/4ZBRRRXsnEFeE6J8NReftGpfjSpbNdM8Q3OsN5CkJI8kE8W9i2eH84txj5hx0Ir3aivNzDLlj6lGTlb2c1L1t0OnD4l4eM0lfmVvQKKKK9I5gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5D4+fHf4V/sxfBvxD8ffjb4qi0Twr4W05r3WdSlRn8qMEABVUFndmKoqKCWZlABJrr6+Tf+C3vwV+J/x5/4Js+OPB3we8JXniHXNP1PQtei8O6dHvuNUg03WLO+ntok/jkaG3k2p1Zgqjk0Aeyfsl/tefA/9tf4UH4w/AbXb2602DVrnS9TstW0qawvtMv7dgs1rdW06rJBKuVJRgDh1PQivTq+Lv8Agjb4W8f6hB+0F+0v4r+GviTwfo/xj+Peo+JvBugeLtIk0/URpgsbK0S5ntZMPbvLJbSNscBtoUnqK+0aACiiigDxv9sr9vH9nP8AYN8L6B4t/aJ1/U7K18S67FpOkrpWh3F873EjKoLiFGEUYLoC7kLl1HJIFeyV8Mf8HCPizUrX/gn/AHPw18NfCzx14r1rxP4v0FtNsfBHgu91h41stXsr2d5haxuYV8mCQqzYDMAo5NfZXwx+IGlfFf4c6H8TdC0rVrCy8QaVBqFpZa9pUtjewRyxh1Se3mCyQSgHDRuAykEEAigDdooooAK8C+JX/BS/9k34RftWaF+xz8QvFOtad4s8Rajbabpt7N4Wvf7IbUbmEzW9g2o+V9mF1JGAyxb92CM4zXvtfnH+3d8a7/41f8FXPhD+yj8U/gr8Urf4V/DDxJpPi5fEPh74ZanqVj4m8XSHZpsL3sELQ2ljZCczzyu3MmEbasbNQB+jlFFFABRRRQB4F+zt/wAFLP2Vf2oPj94i/Zm+GOu+IYvF3hzTH1N7HxD4RvtMTUtPS5Nq17ZSXMSLd24mGzzY8qSRjI5r32vzV/YO0rxT8QP+C0nxE/aT+GPwU+NOgeCtY+FE1h8QLv416Pcw/YvEQ1cSwWGjPdFitoIjO7R2zG2zsK9q/SqgAooooAjurq2sbWS9vbhIoYYy8ssjAKigZLEnoAOc15T+xj+21+z3+338IZ/jp+zN4oudZ8Mwa/eaONQudPktvNuLZlWQosgBZPmBVxwQaxP+Cl/w/wD2hfix+w78QPhd+y5okOpeMPEemRabb6fNriaYbmymuYo7+JLt1ZbeRrNrlUkKttZlO0kYr56/4N8vBXx7+G37P3xc8D/G39ld/hRBD8f/ABRdeHtDbVDcp9nmustFATBF5ltCVWOK5UFLhAJFCjigD76ooooAK8a/bE/bp+Cv7EOm+F734u6R4v1O58Za1LpXhzSPBHhC71u+vLmO2kuXVbe0R5CFhikckDgKT2r2Wvh3/guR4I+Gnif4M+FfEXjnwT+0Bf6x4evNVvPAusfs+Wt2+o6Xrb6dLbwNO9n+/ijkEzoGH7s/MJCFOCAfZngHxlp3xE8DaN8QNI07UrO01zSre/trTWNOks7uGOaNZFSeCUCSGUBgGjcBlYEEAg1rV5J+wSn7Qkf7FHwpT9rBrg/EoeAtL/4Tc3hUz/2l9mTzvN2/L5u7O/HG/dXrdABRRRQB4j8bP+Chn7MXwC/aG8M/st+OvEesT+M/E8EFzHp2heGrzUU0u1nuPs0F1fy28bpYwST5jWSUqpYHnAzXt1fjz/wUR+AX7ZHgv/gsbqnxq/Z/0r4wrrnxAHw7T4cav4HFz/wjPlWGovFrttr7R/uViSyeWVEn+U/aGKZfp+w1ABRRRQAV81/Av/gqp+zR8fv2nm/ZB8OeFviTofjc6Te6nb2XjT4balo8N1Z2kqxTTxS3USLJHvdQGXIJYYPNfSlfHn7JvgLxz8Vf+Cpv7RP7X/xB8Gavpml+GdN0f4XfDOXWNOlt/tVjbR/2jql1B5ijzIZb25RFlTKv9lOCcUAfYdFFFAH/2Q==", "image_next": "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", "info": {"equation": "1+5*4=21", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K+Nf+C9nin4y+E/+CaPjO8+DUt/E91c2lp4ln02PdJHpErlLnJHKxtlEdh/A7A4BJH2VXn/AO1hb6dd/st/Ei11dI2s5fAerpdrMcIYjZyhwx7DbnPtXHmFJ18DVpp2vFq/yPd4YzWnkfEeEzCdJVVRqQm4PaXLJO3+Wj16H5Sf8Grfij4xyeOPih4MjlvpPh/FpNteTI8ebaDWGlVE2MfuyPAsm4D7wiQt91a/Zuvk/wD4Jh+Bv2dfAE3jjSP2X9P8OQeGJY9Lm3eGL5Lm3kuCbxZGMqu+58KoOWJAAHFfWFeVwtFxyKjre93+L0Pp/FXiOhxXx1i8xpUPYxk4rlatL3YpXlbTmdte213a4V8xf8Fk/E/xk8H/APBNn4o698Cpb+PXI9HiSefTI908OnvcRJfSLjlQtq0xLjlQCwIxkfTteffGX4mfDSXw34t+FA+IOhN4nXwdfXT+Gv7WhN+Lf7O/702+7zPL5Hzbcc9a9jGQVXCzp83LzJq/XVdPM+U4exkstzvD472PtVQnCo4NXUlCSbUtH7rtZt6an47/APBrh4o+MUP7UHjrwboc1+/gSbwf9r8QRCPdaxaitxGlmxJ+5I0ZugMcsqHOdgx+5NfI/wDwTY+A/wAHfgF4v8R6B8Gfh5p/h2z1Lwjo15fw2Ct/pE5lvF3szszE4AAGcDnAGTX1xXh8JQccipu978z9NWrfgfYeLPFeE4z43r5nhqPsoNQik7cz5Ypc0raXe270SVwrw7/gpV4m+Mfg79g34p+J/gC98niyy8JzyaXLpkW+5hXKiaSIdd6wmVgR8wKgjkCvcaiv932GbYDu8psYHfBr6CvTdajKmna6aut1db/I+FyvGRy7M6GLlTVRU5xk4y+GXLJPlfk7Wfkz+br/AIIu/F7xr4B/akuvDlv8c9S8F+F9a0S4l8UXNtr0NjHO0KMbbfJNlSwlkwMfN87DoWr9lfgL8X28S67DoPw7/aGuPHFxFfRzTRP4ng1F4VbC4fyMbYyFP3h/eINcN/wSo+HP7L3g7x6Lr9nbSPCqSah4ASTxVL4evkuWa9EtqSs5DuUcFnOw4xubgZNfZ+v/ABJ+FvgnxNpPg3xT4+0DSNZ1+Ro9D0rUNVgt7nUmUgMsETsHmILLkIDjcPWvzvJMjxOLy+nX+tyhG/wq9tJf4ktX5bn6v4q8Z4fjDjOri8NgXB8kY2aXO+WN3KSSeydt/gitum/RRRX6SfjJ8yf8FVv+Ciuif8E4/wBnIfEi20W31fxZrl7/AGf4P0W8V/InuAA0ksxQgiKOPLEAgsxRQRuLLQ/4Jaf8FMvDH/BQT9mfUPiv4m0200DxL4SneDxxploJPs1t8rSR3EJcsxieJScEllZHU5ADNlf8Fm/+CdOvf8FDf2aLXw/8OdTSDxr4R1E6j4YgurgR216XURzW0rHhNyYZX7MgBwrMR4D/AMEnv2aPEn/BOTwl4g+Cn7Qnky3fxT025XVbeyZ3Ww1O0SYR2AmjBUia1klcSHaA8DAFsrXyeNzPHYDP4qs+XDyi7N7XSb373VvQ/Y8Ll3h3iPCN1eZvNlXV0n73JdKyjt7P2et7fxNL20J/2Sv+DhzQP2i/2/H/AGctd+H1hpXw+8Saq+lfD7xFGk32+a7LqlsbtSxQLcEMFCqpjaSNWJAZq/TavxY/4Jof8ES/HGg/8FDLn4reKdZ3/Df4VeKVvNA1SKbbPq1/EIri1tyvUCLzEaZh8paMoM7iV/aeunhnE5ljMC62L+07x6af5djm8X8H4f4LO8NT4Ulen7GPPZtrn1tdvXncbc66PondBX4Lf8HN3in4y3v7bmieE/F81+ng7T/CME/g6F49tq0kjH7ZIhHDSeYiKxPzAJGOBjP7018gf8FQvAH7MnxB8Z/Diw/ac0/wxc2MGn65JocfijUUt42vfM00KI98iCRyuRs5yOxqeLaTqZFUd7crT9dUrP77/I5fB/ivD8HccUsfWw7rLlnG0UnJXXxQv10s9vdcjxH49fE79sWX/g3OsPHuo3OujxzfeDLOPxJfG2xenRZLry3nk/iG+wKM8n3trs5wSSPnv/g1h8T/ABiHxt+JPgywkv38Af8ACMRXupoYs2sOr/aIktiGP3JHg+05A+8sQz9xcfqZdwW7/wDBPaW2uok8o/BplkRgAu3+ycEH0GK8o/4Ja+A/2avAOo+N7D9lmw8Mw+H7jTNFlupPC2oJdQSXfmair7pVd8uFCDBbgY4Ga4a2FnDiDAvnb9xr/wABX/t19T6HC+ImC/4h3nmVf2elLFV/aKUUuSCnJNRel/c5f3du72tr9eUUUV9mfhxhzfE74a2/j2L4VT/EPQ08UT2Zu4PDb6tCL+S35/fLblvMKfK3zBcfKeeK3K/mH/aR+Mf7VOg/8FQvFPxO8QeL9a0b4k6d8RZ4LW/eRbeeyRZTBBGm75EiFuURQfkMZ5ypJP7OeCfjp4TPiaOw0H9s668Q3d4Gt7fSbjx7Z3XnM39yOMBy/HG05618QuNsPCVSNSjK6bStbZd72s++5+v8e+FFTgujl9SOLjV+s0ud2+zLS9t+aD5lyy0bs9EfblFYvw8udbvPBOm3XiIP9se3BmMgwx5OCwPQkYJ962q+yoVVXoRqJW5knZ7q6vqfkdSHs5uPZ2PJf28vEHxc8K/sZfE3xJ8Bxef8JfZeDL6bQW06HzLhJxETuiXu6jcVwCcgYBOBX4Af8Edvi9488C/tfx6fZ/G/UvB/h/X9Muz4w1CDXYrJbhI4ZJIDJLPld32gpg/e+dgOGav6Wa8e/Zk+DH7EHw18SeNb79lDw54HttU1DWMeOv8AhFb2GeSO8V5T5VwqO3kMrNLiLCgHdhRivns7ySvmeMo1Kdb2fLddb+sdVr0eux+t8EeIOD4Z4GzjJ6uB9tLFKNp2Vo3933209I/FT39/te5/Pt/wVY+MXxM8Zftw6neXHxr1bxTZeGxaR+B9ZbW47pre38tJwYZoMLuE7SHcPmDAAn5Rj+ir9lHV/ih4g/Zh+Hmu/G63uIvGN54K0ybxTFd24ilXUGtYzOHQcI3mFsqOhyK+Zv8AgpH8APgt8WPirP4o+JPw20zWr/wt8NJLvw/cXsbH7FN51029VBCsd0aH5gR8o96+1LElrKFmOSYlyT9K4uG8HUwea4unOo5uPKrvrdN3er1W25fiBx9gOKeDMlyyhg1SlhoSUpaa2UY+7bW0rc8r297va7looor7M/Hivq730ek3UmmJuuVt3NuuM5fado598V/NV+wt8S/2uZf+CuHhDxY97rz/ABJ1f4mi38axSwE3EkUlxt1SKeIjCokAn3KQBGIwRt2DH9LtfBvw3+H/AOzJa/8ABR2fx/4e03wwfihL8S9Vj1qeDUEfVEtDY3arvh3lokKiEbti5BXk7ufk+JsPKriMHJSa/eJaedtfVW09T9h8LeOMLwllmc4etg/bvEUGk7J8tuZWlf8A5dy505W6xira3X3lRRRX1h+PBXxr/wAF7PFPxl8J/wDBNHxnefBqW/ie6ubS08Sz6bHukj0eVylzkjlY2BRHYfwOwOASR9lVwP7Vdlaan+zD8RdN1C3Wa3ufA2rRTxP0dGs5VZT7EEiuPMKTr4GrTTteLV/ke5wxmtPI+IsJmNSkqkaNSE3B7SUZJ2/y8z8nf+DVfWvisPiJ8VfDltb3LeBzotnc3kptx5KasJtkIEnUO0Bnyo6hFJxgZ/aCvmH/AIJ3/BP4TfAPX/Hfgb4NeArDw7pLQaTcvZaerbXmY3gZ2LEsxIVRkk8KB0FfT1eVwtFxyKjre93+L0PpvFLifC8YccYrNMPR9lCfKktLvlilzStpzO2tvJXe4V/LR8aPjL+1hov7fHi74m+IvFWtaT8UP+Esv7S/upGWC4gZt9s1vhvkWLyD5QU/II8AfLiv6l68Y+MX7J37OEXiLxd+1TH8HdFHxDl8HX9o/iv7OftRi+xvF1zt3eWBHvxu2fLnHFHEGUVs1hS9nU5OR3/4Pqunq9T1vC3xDy7gH+0VisGq/wBZpezjto9fdlf/AJdzv79rv3Y6M8A8N+OLfwf8a7PSoPiIdIutV8CWUFjpI1RITqRWedjtjOHleMDjZyods9a+0fA1xrV14P0658QowvXtENxvGGJx1I7EjBI9c14P+xwiN8SNVZkBI8CaLgkdP317X0bXm8HYCpTwccW6rammlHorSfn+i3Z8BnFeMqzo8qunv1egV4d/wUq8TfGLwb+wb8U/E/wCe+TxZZeE55NMl0yLfcwrlRNJEOu9YTKwI+YFQRyBXuNBAYFWAII5Br66vTdajKmna6aut1db/I5MrxkcuzOhi5U1UVOcZOMtpcsk+V+TtZ+TP5sP+CL3xP8AE/gP9rG40+H4zXngvw/q3h+5/wCEl1K21mCxEoiUtbq00wIz5zLgDk5PbNfoz8ctB/ZJ8feBfGHxe8ZfFuy8X+ItG8N7rXxlc+KLfUdW0JoS8lkbJ4z/AKNILrDRrGAZZWCnfnbX2t+yt8Gv2JPhf/wlX/DH/h3wRa/bta/4q7/hEb2G423qbsRTbHfymTc+IvlC7mwoya8B/wCCiX7P/wAFPiX8btQ+IHj74aaZq2s+FvhtaT+Hr+7jYtYyfadTfcoBCk7kRhuBwVBFfmWYcPYrLsp55YlySa91X5dXa61+e25+38U+I+B4p8RP7Up4ephYqEU+Wyqy5Vf3tUvedo3vK0FF8srcp9X/ALPupfEPWPgJ4I1f4uWskHiy68IabN4nhmgETx6i1rG1yrIvCESlwVHA6V19FFfqEI8kFG97H4RiKqr4idVRUeZt2Wyu72XktkFfNX7Zni3RvhrPqXi3SrQ3V+llEsenIEH2q/lcRW0K5ZQWkkeNTkj72c19C+KvEuneEdCn1/VGPlQKPlX7zsTgKPck18veH/AOpftLfHu8m1lJP7N8G2h1WSQsFSfXLlXSzQgxncsEHnSNhhhp4DgkcfJcVP66qeX0oqVST5vRRT1+ey+Z6WUr2LliJu0Vp6t/5Hrf7Een+E7L9l/wpceE5mm+3Wb3esXU0CRzT6pJK7XzTKjMFl+0+crLubaV25IUV6tXz/8Asjxa14G+IPivwPKF/sXWbn+17CHeitZ35wl5FsCA7ZCscwOWO8z525XP0BXtZLjKWOyynUpq1lZrs1o1/XQ4sbRnQxMoy1637phX4K/8HN/ij4yX/wC23onhLxhLfr4OsPCME3g6CSPbavJKx+2SIRw8hkRFYnkBIxwMZ/eqvPvj7+yn+zp+1LaaPY/tCfCHR/FkWgXxu9HTVoC32aUgBiuCMqwVdynKttXIOBUZ7ltXNsveHpz5XdPyduj/AK3SPvPCvjbA8AcX082xdD20FGcbK3NHmXxRvpfo9V7rkfnN+x98YNC+JH7EXg7Qf2jP2yr6O41Pwu1nrvh27+INnZxtZbpIo7eSNdrxo1sI1I3BiGOSCTXu37CPhPwH8NP269f8G/s5+H9O0zwre/Cq3u/HWn+HbOFbCDUku4k0l2Mf+rnltHvjtGN8caSEEkM31X+0bpemy/s7ePLWTT4TG3grVEZPLGCv2SUY+mK8Q/4Jx/Av4P8AwA8T+NvCXwX+H2n+HNOutG0O7ubXT1bEs7SakpkZnLMx2qo5PAHFfL0soxGX8QYWNTESqXUnrfSy21b0YVeKMNjMDmdaNN01Xk7Uo29kueV7vVa09ORKO6T5ly2f1RRRRX6AfnB4/qnwb/YkvP2vbL4p6v4e8EN8ak0fNjPNfQjWTZiN4vNW3L7mUR+Ynm7CQoK7sDA9cW1tUYMltGCOhCCv5i/2kfjH+1ToP/BULxT8TvEHi/WtG+JOnfEWeC1v3kW3nskWUwQRpu+RIhblEUH5DGecqST+zngn46eEz4mjsNB/bOuvEN3eBre30m48e2d15zN/cjjAcvxxtOetfCw4ywdCVWMqDT5ntbXzltZ99z9o8RfDTMOFqGWTq49YhVqKau2+S1nyw1f7v3vcel/e0R9uUVi/Dy51u88E6bdeIg/2x7cGYyDDHk4LA9CRgn3rar7WhVVehGolbmSdnurq+p+NVIezm49nY8l/by8QfFzwr+xl8TfEnwHF5/wl9l4MvptBbTofMuEnERO6Je7qNxXAJyBgE4FfgB/wR3+L3j3wJ+2BHp1p8b9T8H6Br+mXZ8Y6hBrsVktwkUMkkBklnypb7QUwfvfOwHDNX9LNfEP/AATf/Z/+Cvwj+K+neIvht8NdM0e/8TfDq6u9fu7aNjJezfaNNbc5cnHzSOcDAyx4r5DiTBVcVmuEjCq4OXMrrpZXutVvsz9f4F4+wHDfAmc5PWwaqzxKjyydrK65fevr7nxwte077bkfg+XwF8aLrVfCvh346SeOdV1bTPsFzcHxPb6jdWtq+9QFEQwiBpGbJXGTye1fcEEQhgSEHIRAvPsKSO3giO6KFFPqqgU+vYybJp5VKrKdV1JTtdtdr+bvufleNxqxailDlUb7ef3BRRRXuHCV9Xe+j0m6k0xN1ytu5t1xnL7TtHPviv5pf2HvH/7Vuof8FdPBXjK9fWbj4l3/AMURH4tW5tN10FkmaLVEljYYRUtjchhgCNUONu0Y/pir4h8BfAb4N6P+3knx80z4dadF4z1L4pataX3iIKxuJYBZXq7OWKqNsaAlQCQvJ5OfkuJ8PKriMHJSa/eJaedtfVW09T9e8L+PMDwdlucYbEYRVniaDjFu2jSkuWV/sS5ryS1vFadV9vUUUV9afkIVhfFDR18Q/DjXdAk0xL1L7SZ7eW0cHEyPGVZeOTlSRxW7RWdan7WlKF7XTV/UqEuSal2PJv2YPBsmlS6942mE6tq32W2CyLhStv5x3LxnrMwJ6fL2wa9Zoorly3BLLsDDDKV+Vb7X1ua4mu8TXlUatcKzfGOnjVvCWqaWbFLkXOnTxG2kztlDRsNhxzg5xx61pUV2Tjzwcb2uYxfLJM8b/Zd8C/2RrWs+L2t54fN0600yOGRNqBYHnfgEZyDKVPPYDrmvZKKK4crwEcswEMMpc3LfXbdt/qb4qu8VXlVatf8A4YK8O/4KVeJvjF4N/YN+Kfif4BPfJ4ssvCc8mmS6ZFvuYVyomkiHXesJlYEfMCoI5Ar3GggMCrAEEcg1116brUZU07XTV1urrf5G2V4yOXZnQxcqaqKnOMnGW0uWSfK/J2s/Jn82v/BF34u+NfAP7Ul14dt/jnqXgvwvrWi3Evii6ttehsY52hRjbF5JsqWEsmBj5iHbsWr9bfBCeBfjfc6n4U8NfG6TxvqWrWcdjf3w8SW+o3VtbEyBFzEMRopklYblxlmJJHA+mfgX+yZ+zb+zN/bf/ChPg3onhb/hI74Xet/2XbbftUo3bSck4Vd77UGFXccAZNegxwQRHMUKKT12qBXxFDg7FKhGnVxT5U78qT5d79X+m5+meJXiNl/G3FM80wmE9lFwjFXtzOy+KVk9deVav3Yx9E+iiivvD8lMrxr4Ts/G3hyfw9ezNEJcMkyjJjcHIOD1+noab4H8IWXgfw5D4fspmlEZLSTMuDI5OScDp6AegHXrWvRXN9Uw31r6zy+/blv5XvY09tU9l7K/u3vbzOT8P/CTR/D/AI6uvG8F9I7Tl2htmQBYmc/Oc9/b0yevbrKKKMNhMNg4OFGPKm236vcKtapWknN3aVgooorpMzH+IWlLrvgLWtDk05LxL3SriCS0kztmV42VkOOeQSOPWvOv2XvBj6Vf6/4zlinjOoW9lYqki4XbbNctkcZzm4YHnHygcEGvXaK82vlyrZnSxjl/DUlbvzaf18jphiXDCzo2+JrX0CiiivSOY87v/wBkz9m7U/2gLf8Aao1D4OaLN8QrWz+y2/ip7cm5SLy2i9dpby2ZN5G7aducACvQFtbVGDJbRgjoQgqSiohTp078qSu7u3V935nTiMZi8WoKvUlPkiox5m3yxW0VfaKu7JaIKKKKs5jyj9unXvil4X/Y7+JPiH4Kvfp4os/CN5LpEulQebdROIzukhTB3Sqm5lABO4DAJwK+HfH3xm8CeC/id8D/AA98Lf2kX8OaTfaLqS3t7pfiK0h8/QVsEMMss8u7bm7htVUg5dhKOdrY/TmvOvgp+yR+zV+zlrHiHxB8Dvgzofhm88V3guvEE+mW203kgZ2XOSQqhpHIRcKNxwBXzWdZHic0xdKrSrOHImut1fqrNa9HqtD7DJM9yrL8pq0MTQ56nvuGkbSc4KHvt6pU7c8LKXvXXu35l4R8EPjGPEGtjQPh1+0fc+N7xbmOdrd/FNvqMkS/c5EGCsZzzkY719eDOOaZHbwRHdFCin1VQKfXZlGVVssU/aV5VXK2/S3zf9JHzmMxUMU48sFG3b/hkFFFFeycQV4Tonw1F5+0al+NKls10zxDc6w3kKQkjyQTxb2LZ4fzi3GPmHHQivdqK83MMuWPqUZOVvZzUvW3Q6cPiXh4zSV+ZW9Aooor0jmCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkPj58d/hX+zF8G/EPx9+NviqLRPCvhbTmvdZ1KVGfyowQAFVQWd2YqiooJZmUAEmuvr5N/4Le/BX4n/Hn/AIJs+OPB3we8JXniHXNP1PQtei8O6dHvuNUg03WLO+ntok/jkaG3k2p1Zgqjk0Aeyfsl/tefA/8AbX+FB+MPwG129utNg1a50vU7LVtKmsL7TL+3YLNa3VtOqyQSrlSUYA4dT0Ir06vi7/gjb4W8f6hB+0F+0v4r+GviTwfo/wAY/j3qPibwboHi7SJNP1EaYLGytEuZ7WTD27yyW0jbHAbaFJ6ivtGgAooooA8b/bK/bx/Zz/YN8L6B4t/aJ1/U7K18S67FpOkrpWh3F873EjKoLiFGEUYLoC7kLl1HJIFeyV8Mf8HCPizUrX/gn/c/DXw18LPHXivWvE/i/QW02x8EeC73WHjWy1eyvZ3mFrG5hXyYJCrNgMwCjk19lfDH4gaV8V/hzofxN0LStWsLLxBpUGoWllr2lS2N7BHLGHVJ7eYLJBKAcNG4DKQQQCKAN2iiigArwL4lf8FL/wBk34RftWaF+xz8QvFOtad4s8Rajbabpt7N4Wvf7IbUbmEzW9g2o+V9mF1JGAyxb92CM4zXvtfnH+3d8a7/AONX/BVz4Q/so/FP4K/FK3+Ffww8SaT4uXxD4e+GWp6lY+JvF0h2abC97BC0NpY2QnM88rtzJhG2rGzUAfo5RRRQAUUUUAeBfs7f8FLP2Vf2oPj94i/Zm+GOu+IYvF3hzTH1N7HxD4RvtMTUtPS5Nq17ZSXMSLd24mGzzY8qSRjI5r32vzV/YO0rxT8QP+C0nxE/aT+GPwU+NOgeCtY+FE1h8QLv416Pcw/YvEQ1cSwWGjPdFitoIjO7R2zG2zsK9q/SqgAooooAjurq2sbWS9vbhIoYYy8ssjAKigZLEnoAOc15T+xj+21+z3+338IZ/jp+zN4oudZ8Mwa/eaONQudPktvNuLZlWQosgBZPmBVxwQaxP+Cl/wAP/wBoX4sfsO/ED4XfsuaJDqXjDxHpkWm2+nza4mmG5sprmKO/iS7dWW3kaza5VJCrbWZTtJGK+ev+DfLwV8e/ht+z98XPA/xt/ZXf4UQQ/H/xRdeHtDbVDcp9nmustFATBF5ltCVWOK5UFLhAJFCjigD76ooooAK8a/bE/bp+Cv7EOm+F734u6R4v1O58Za1LpXhzSPBHhC71u+vLmO2kuXVbe0R5CFhikckDgKT2r2Wvh3/guR4I+Gnif4M+FfEXjnwT+0Bf6x4evNVvPAusfs+Wt2+o6Xrb6dLbwNO9n+/ijkEzoGH7s/MJCFOCAfZngHxlp3xE8DaN8QNI07UrO01zSre/trTWNOks7uGOaNZFSeCUCSGUBgGjcBlYEEAg1rV5J+wSn7Qkf7FHwpT9rBrg/EoeAtL/AOE3N4VM/wDaX2ZPO83b8vm7s78cb91et0AFFFFAHiPxs/4KGfsxfAL9obwz+y3468R6xP4z8TwQXMenaF4avNRTS7We4+zQXV/LbxuljBJPmNZJSqlgecDNe3V+PP8AwUR+AX7ZHgv/AILG6p8av2f9K+MK658QB8O0+HGr+Bxc/wDCM+VYai8Wu22vtH+5WJLJ5ZUSf5T9oYpl+n7DUAFFFFABXzX8C/8Agqp+zR8fv2nm/ZB8OeFviTofjc6Te6nb2XjT4balo8N1Z2kqxTTxS3USLJHvdQGXIJYYPNfSlfHn7JvgLxz8Vf8Agqb+0T+1/wDEHwZq+maX4Z03R/hd8M5dY06W3+1WNtH/AGjql1B5ijzIZb25RFlTKv8AZTgnFAH2HRRRQB//2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "1+5*4=21", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c56b4a12a4ad4995478337d032ff0452d93beb05c3f218753bbd5e294b2ff6be"} +{"episode": 72171, "episode_seed": 506371467, "split": "train", "timestamp": "2025-10-28T03:49:50.183734", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 506371467, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 0, 4, 6])", "action": "('move', [1, 0, 4, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KDx+HvGlxqEXhjSfDFlJ4ER0KQeXJGrXUsRHDOblXVm+9+6QdFWvs79jv9p++1r9nXwD41+M37dOpR+KZtFt7rWbDUvH9hGPM3EqssRGRlAm5Sd3JzzmvYf+CpPw9/Zi8f8AxI8EQ/tJ6Z4Xuja+GNZfwtF4m1BIA16ZrH5YVZ1EznC/Jhs8cc19UfCtdNtPg/4cvtQWCKOLw1ZyTzShVVFFuhLMTwABySa/Pf7HxOMz3Fxp4mVOzi9L68yvbRr4dkftnFHH+Czbw8yXKI4BRlh1JObStLl933NG/ffvVNvfS33Mz9n3WPEeteEprzW7qW4gNzmxuZnLGRCATgn7y56H3I7V3lY3gL4i/Dz4peHk8WfDDx3oviPSXlaKPU9B1SG8t2dThlEkTMpIPUZyK2a+1y7DvCYKnRc+flXxPr+fy12PxzGc/wBanzw5HfWO1vIKKKK7TmPx4/4OpfFHxlt5PhZ4Oglv4/h/cx3l1cLFHi2n1dCFQSMOrrAzFFPZ5CM84+qf+De3xR8YvFH/AATU8Oy/FyS+lhsdbvbLwhPfx4Z9Hi8tYQhPLxrL58aE9FjCj5VWvSf+CoPhP4E+Nfg/4S0D9pCDQ5PCcnjyJr0eI79bW1Eg03UDEWkZ0CnfjHzDJ45zXdfsLaV4Z0L9lzw5ovguztLfR7S41KHSYLDb5CWy6jciIR7eCmwLgjqMV8nhqEocX1pcz1pp2+aVvla5+wZrxvhcb4PYLh2OD5Z0q0m6tlZ/FK668757S8kt72XrdFFFfWH4+flL/wAHTvif4yab8GPhl4Y8OyX8fgbU9cvm8UNbxfuJL6JIWsY5XHP3TduqHgmPd1QY9P8A+DanxR8YfEX7AF1Z/Eea/m0PS/GN3a+B5b2P5fsAjiaRImPLxrctOB1CsGUfdwPef215/wBnz9qX4Hp8Optc8N+N9DXx5YWPiPTdP1eO6jhmRnfyZjA+Y3VlB2khuK6v9gjwb4V+Hn7PUXgXwNoFtpej6T4j1e203TrRNsdvEt9NhVH65OSSSSSSTXyVKj/xmEqim2nTv5bqNvTS/qfsWN43wz8H6XCs8Hy1qddyc2ktHeal/NztS5O3IlrrZez0UUV9afjp+aX/AAc9eKfjLon7HXhXQ/A8t/F4T1fxb5XjaSzj/duEj8y0imYcrGZVZgPul40zyFB+Vv8AgjV8e/HWkfsx+NfCPiP9qrVfClhoV2w8C6P/AMJbaWMfnyQzSzCOOcEspmMRP8G527lq/an47+EPgv48+EOv+FP2iLDRbnwVd2J/4SKPxDOkVkIFYPvld2URhWVWD5G0qCCCAag+AfgX4EeBPhBoXhb9nPSdAg8FW1oT4fTw7Kk1mYmdnLxyIWEgZ2Zi245JJJJr5LMuH8Tjs2eJp4l07xS0vdW6LVaPffc/Y8H4i4HC+E64Zll6lNV+f2jS5HrzXbtf2lvc/wCvfXofzuf8EqPir+0nrX/BV3wD428O+IdY1PxT4n8a7fG11/rpb6wnl36k0/YoIhJISeFMasuCq1/SvXxH8FfgH8GfC37csPxv8P8Aw40218Xa38S/E9vquvxoxnuIhHqo2HJIUfu487QM7RnNfblPhGhKhg60XJu1SS+62vzMPGDjnA8d5zhMVhsL7BU6EItaXbu3bT7Mb2h1trZXsivwW/4ObvFPxlvv23NE8J+L5r9PB2n+EYJ/BsLx7bZpJGP2uRCOHk8xEVifmASMcDGf3pr5A/4KheAP2ZPiD4z+HFh+05p/hi5sYNP1yTQ4/FGopbxte+ZpoUR75EEjlcjZzkdjW/FtJ1MiqO9uVp+uqVn99/kcfg/xXh+DuOKWPrYd1lyzjaKTkrr4oX66We3uuR+f3xT/AGqfjXf/APBIG08SSftj6/d+O9S0KG11zQ28Y2jzPp0ty0Dq1uB5ozaFNxzvwxY85q//AMGsPif4xD42/EnwZYSX7+AP+EYivdTQxZtYdX+0RJbEMfuSPB9pyB95Yhn7i4/Ui70/Tm/4J8yxXNnCIz8GmWRWjAG3+ycEH0GK8s/4Ja+A/wBmrwDqPjew/ZZsPDMPh+40zRZbqTwtqCXUEl35moq+6VXfLhQgwW4GOBmvDw+VYjBZ9hPaV5T5lJ630sttW9Hc+oh4k4Cr4eZ1lccujGWJrKalFLkhzyTSeid4cv7v1e1tfryiiiv0E/BzDm+J3w1t/HsXwqn+Iehp4onszdweG31aEX8lvz++W3LeYU+VvmC4+U88VuV/MP8AtI/GP9qnQf8AgqF4p+J3iDxfrWjfEnTviLPBa37yLbz2SLKYII03fIkQtyiKD8hjPOVJJ/ZzwT8dPCZ8TR2Gg/tnXXiG7vA1vb6TcePbO685m/uRxgOX442nPWviFxth4SqRqUZXTaVrbLve1n33P1/j3woqcF0cvqRxcav1mlzu32ZaXtvzQfMuWWjdnoj7corF+Hlzrd54J0268RB/tj24MxkGGPJwWB6EjBPvW1X2VCqq9CNRK3Mk7PdXV9T8jqQ9nNx7Ox5L+3l4g+LnhX9jL4m+JPgOLz/hL7LwZfTaC2nQ+ZcJOIid0S93UbiuATkDAJwK/AD/AII7/F7x54E/bAj02z+N+peD9A1/TLs+MNQg12KyW4SKGSSAyST5Xd9oKYP3vnYdGav6Wa+Df+CXnw4/Ze8KfF9NX+A2keFl1XUvAd2/jObQr5LmY3n2nT223GHcxOGaU7DtwS3HFfIcSYKris1wkYVXBy5kmulle61Wr2Z+w8B8dYPh3gLOsqq4JVZYhRtOysr+777a2j8VPf3+17n5D/8ABVj4xfEzxl+3Dqd5cfGvVvFNl4bFpH4H1ltbjumt7fy0nBhmgwu4TtIdw+YMACflGP6Kv2UdX+KHiD9mH4ea78bre4i8Y3ngrTJvFMV3biKVdQa1jM4dBwjeYWyo6HIr5R/4Kg/Dr9l7xf8AGm0vPjlpPhWfXdP+HckngeLXb9Ipmu/PuSfs8TOvnvuWI7dr87eOefumxJayhZjkmJck/Snw3g6mDzXF051HNx5Vd9bpu71eq23DxC46wnE3BWSZdSwXsXh4STlZWla0PcaS0k1zTv8Ab72u5a/Or/g5h8T/ABi0D9g/TNO+Hst/F4e1Xxhb23jeWyjyptPLd4UmYcrG1wsXsWCKTyAf0Vrxr/goDpPgXXv2SvFOjfE6Oxfw5dTaZHri6nOIrc2p1K1EvmOSoRNuctkYHORX0Oc0nWyqvBO3uv8ABX/HY+G4Gzqlw7xhgcyqUfaxpVItw7620/vK94/3kj8hf+CJHx18Y6L8GfG/gjxb+1LqnhDQdJvYZPCWlr4ttbCI3UyTPc7FnBZgWEBIGFBYnqzV86f8E9Pi5+1Frv8AwVQ8BfELQvFGs6t468QfEGGPxReKRNNfWs0wGo+aB8rRi385jxtRUDLjYpH7uf8ABNPwZ8FfB/wc8R6D8BtK0OHwnF4zdtJGgzJPasG06wZ2SRWYPly+W3HnIzxXjXw2+H/7MVr/AMFHZ/HnhzTfC5+KEnxK1WPWprfUEfVI7M2N2q74d5aJCohG7YuQV5O7n89hlWIp4fA15V5NTnBKOvu37a9PRH7nh/FvLaWf8S1/7LT+t02krK8eVOH71W+GbfNUs376S1vdfedFFFfqh/MJ/P8Af8HKvif4x6n/AMFA18MeO3vl8K6X4Ws28DQzRbbcwyxqbqWPHDMbhXR2+9+6RTwq19a/s3fF3wv8Wv2OfCWi/tL/ALZN5Pc654Tih8VeHNQ+IdnaxTQsCptpYkKuiNDtVk3AlWIPU19If8FI/gH8Gfjp8RfCw+MHw507xCuheD9avNIXUUZltp/OssuAGAbO0ZDZBxyK9Y+Jmk6Xqn7BWu2Oo6fDNDc/CW4juI3jGJEbTGDA/UEivzmrlGIxec41QxEoctm7X1Uk3Z6rRbLfQ/bs/wDEbAZpwLkeUUsGqdTC3vUVt1ZXhbW8/jne3vpavc8L/YF0Tw78PP20PGvw2+Aml22neBm+H9lqPivR9DtYk0yx19rny7V1EfyxXM1krGRBjdHDA7DlWb7Yr5h/4J3fBL4S/ALX/Hfgb4M+AbDw7pLwaTcvZaerbXmY3gaRixLMxCqMknhQBwK+nq+l4Wi45FR1ve7/ABeh+ccXZhSzHO5VKfM1GMY80rc8+WKXNKzau+13ZJLmdrsooor6E+YPx4/4OpfFHxkt5PhZ4Oglv4/h/cx3l1cLFHi2m1dCFQSMOrrAzFFPZ5CM84+pf+DeLWvirrP/AATP8PJ8TYLlbWy1/ULbwi9zbiMyaSroUKkcugna5UMey46AV69/wUY+Enw2+N3w48HfDz4s+D7XXdEuvHaST6deFwjummaiyHKMpBDAHg11n7EPh/RPCn7M2geF/DOlQWGnabeapa2FlaxhY4IY9SulSNQOgCgAfSvksNh3Di+tPmetNO3zSt6aXP17NOPMDjvCHB8NRwijUpVnJ1NLNe87rrzvm5ZX0sut7R9Yrw7/AIKVeJvjF4N/YN+Kfif4BPfJ4ssvCc8mmS6ZFvuYVyomkiHXesJlYEfMCoI5Ar3GggMCrAEEcg19RXputRlTTtdNXW6ut/kfl+V4yOXZnQxcqaqKnOMnGW0uWSfK/J2s/Jn80v8AwRv8ffEzSP2y/D/gLw74nvIfDmv3pn8Uaak48m8Nvb3DWzurfeZJXypX5hub+HdX7J/szfEHVP8AhLtb8EeEfiG97qFp44vZrnw6mppIbFJLggBoV+aKNxl/m4JZmB9Oq+J/7KP7OX7MPgWJvgB8H9G8KHxH8QdPu9bOk25T7VKBNtJyThV3vtQYVdzYAya9H/Y6jQfCi8kCDcfF2s5bHJ/06avzbCcO4mjm8cI67TUOa8b7c/wrVevr0P1bxM4+y/jjOp5xhcL7ODUYWlbmbjH4pWur68q1+GMdeh6tRRRX6cfjZ+aX/Bz14p+MuifsdeFdD8Dy38XhPV/Fvk+NpLOP924SPzLSKZhyIzKrMAflLxpnkKD8x/8ABEb47+ItP+A3iTwV8Q/2sNV8I6DoutRJ4U0oeMLWwjXzVkluvLSYFiu9o2OPlDO2OS1frP8At6eCfCnxI/Zk1bwF460GHVNG1bW9Et9S0+5z5dxE2rWmVbaQcfQg1if8E+Phn8P/AIWfCjxB8P8A4d+ELHR9F0zxjPHYadZxYjhU2loxxnJJLMxJJJJJJNfC5pllfGcTclOvKm5U73XSztbdaPf1P2XCeIOXUPCB8NSwSlU9vzc+lrX5uba/tP8Al3tb2fXoc1+yxoPhXxv4w0Hxb4M8Xf29YaLf3t/JrVrqUd4t1dSw3EUrSzJlWdmuZGIGDuHQAEV9RUiRxxLtjQKPRRilr6TJ8r/snCui5ubcnJtq2rt5vt3PyXGYr63VU+W1lawV+Cv/AAc3+J/jJf8A7beieEvGEt+vg6w8IwTeDoJI9tq0krH7ZIhHDyGREVifmASMcDGf3qr5V/4KMfAb4OfHrxx4C0n4y/DvT/Edrpeja7eafb6irFIZxLpi7wFYZ4JGDkHuK4OLaTqZHUaduVp+uqVn99/kfoXhFxfhOCeNaWZYmh7WPLONlbmjzL4o30vpZ6r3ZSPk79j74waD8Sf2IvB2hftF/tlX0c+qeF2s9d8O3fxBs7ONrLdJFHbyRpteNGthGpG4MVY5IJNe7/sI+E/Afw0/br1/wb+zn4f07TPCt78Kre78daf4ds4VsINSS7iTSXYx/wCrnltHvjtGN8caSEEkM3vdzpunXH/BPmS3msIWR/g2VZDGMEHScYrgP+CcfwL+D/wA8T+NvCXwX+H2n+HNOutG0O7ubXT1bEs7SakpkZnLMx2qo5PAHFeFh8qxGCz7Ce0ryndSet9Eltu9HcyrcT4bFYLM6sabpqtJ2pRt7Jc873eq1p6ciUXqk+Zctn9UUUUV+hH5ueP6p8G/2JLz9r2y+Ker+HvBDfGpNHzYzzX0I1k2YjeLzVty+5lEfmJ5uwkKCu7AwPXFtbVGDJbRgjoQgr+Yv9pH4x/tU6D/AMFQvFPxO8QeL9a0b4k6d8RZ4LW/eRbeeyRZTBBGm75EiFuURQfkMZ5ypJP7OeCfjp4TPiaOw0H9s668Q3d4Gt7fSbjx7Z3XnM39yOMBy/HG05618LDjLB0JVYyoNPme1tfOW1n33P2jxF8NMw4WoZZOrj1iFWopq7b5LWfLDV/u/e9x6X97RH25RWL8PLnW7zwTpt14iD/bHtwZjIMMeTgsD0JGCfetqvtaFVV6EaiVuZJ2e6ur6n41Uh7Obj2djyX9vLxB8XPCv7GXxN8SfAcXn/CX2Xgy+m0FtOh8y4ScRE7ol7uo3FcAnIGATgV/P5/wR5+KPjDwR+2bb/Z/jHe+ENI1rR72PxXq8Osw2ZlhWJpY1eacEDNysPT5iT6E1/S7XxD/AME3/wBn/wCCvwj+K+neIvht8NdM0e/8TfDq6u9fu7aNjJezfaNNbc5cnHzSOcDAyx4r5DiXBVMXmuEjCq4OXMk10sr3Wq1ex+v8C8fYDhvgTOcorYNVZ4lR5ZO1ldcvvX19z44Wvad9tzyz41eEf2L/AIxeD/Fvjv4w/FTSfHt3p3hOSKfxDrXii21O80S0VmeM2u04t288qVKqGkkKoSwIWvvH9k/V/idr/wCy/wDDvXPjXBcxeMLzwTpk3iiO9thDMt+1rGZxJGAAj+YWyoAwcivmX/gpH+z/APBT4sfFa48U/En4aaZrWoeF/hpJdaBcXsbH7FN51029VBCsd0aH5gR8o4r7VsSWsoWYkkxLkn6U+G8HUwea4ynOo5uPIm31um7vV6rbc+RzvOKWL4cwmGXM2pSl71rU0vdUKerdpaOekdVFKPu3ctfnV/wcw+J/jFoH7B+mad8PZr+Lw9qvjG3tvG8tlHlTaeW7wpMw5WNrhYvYsEU9QD+itcx8aPCvwm8bfCfxB4W+O9hpFz4OvNLlXxJHr0qx2YtAu52ldyBGqgbt+Rt2hgQRmvpcywssbgKlCMuVyTV/66d/I4+Cs8pcNcWYLNKtH20aNSMnDq/T+8t4/wB5I/Ej/ghn8Zta8O/C3xt4N8ZftOX/AIK8OWesWs+g2EPim005JbmWOT7U4EoLOdsdtk/dHbkmvqfVvBnwN8MfEj4a/F79nO+03WPiXqfxisfsfinTL2HU9U1oXM6JrS3E4LGWJdOe4eT+GBUQqI88/fn7Ofw+/Z3+H/wb0bwx+zDpHh2HwPCkr6IPDVxHcWbhpXaR0lRmEmZC+W3E5zzxXy34A+AfwZ0T9vCP49aT8ONNg8Zaj8UtWtL3xCqMbiSAWV6uzltqjbGgJUAkLyeTn4LE5DicA8Jz4lyTqQSSvaN+sdfu0R+g5tx5g854yzLNoUJUIzUn7NJfvLJR5ayuklPWVTSercUteZfb9FFFfpZ+LHw58a/Hkdh+2x8WrL42+M5NM03SvBmkP4Ug1OeO3tY9Ba3dr67gLECQm98xJnOdvk26nAK7vKP2Yvjt4d8Y/syeEz8Zf22L+W61DQQmr6Lq/juwt1mtmLKkM0AClA0GwMnBG4g4Oa+9/jp+yd+zf+0zf6Bqfx7+Dui+KrjwveNdaDLqtuXNpIxQtjBG5WMaEo2VbYMg4rvzZ2hOTaxk/wC4K+Mr8L4ytj61eOKcFN30vf0eq0Wy30Pt8ZxHlFXKqNKlhv3tqam2opR9nDkXI1dv2nx1LqPvJfFueU/su+ERYnXPHu6UjWltII92PLZIBKQ6cc5M5GckfKMdDXrVAAAwBRX0uW4JZdgYYZSvyrfa+tz4/E13ia8qjVrhRRRXcYHnH7TGj/2p4R067bS1uBp+rC5SXBLW7mGWLeMeqyupJ4+etj4EeDm8B/CvTPDr+cG33N06zgB1a4uJLgqQAMYMpAHUAc8119FebTy5QzWeN5m3KKjbtZ3/AK+Z0yxLlhVQts73CiiivSOY4H9o7RV1n4eoz6WtyLPUoboMQSYCm7Egx6Zxzxgmpv2d/B7eDPhlDZOJg97qF5fyJOMMpnneXGMDA+bjPOK7jr1orzY5clmzx3Nq4clvne9zpeJbwioW63v8rBRRRXpHMfLn/BRvxP4i0Pxp8GNM1HWrrT/BN/42uR4juIyqW8t/HZvJpcFzISNkbXALKMgPNHCvJKq3zf4B+P2hL+0R8W/Dr/tg3vhzQNN1bS00+xtfF9jYwLqBsgL9I94LSbSluGJJ2yF04KsB+ifxU+FXw6+N/wAPtU+FXxZ8IWWveHdagEOp6TqEe6K4QMGGcYIIZVYEEEFQQQQDUPwp+Dfwt+B3w+034VfCXwNp+g+HtHiaPTdKsIcRQKzs7YzkklmZiSSSWJJJNfJ5lw7i8dmjxVPEOmnFLS915LVaPfffofZ4fiDKKPDqws8PzV0uS9o8vL7T2ntL/F7T/l3a1uT7X2Tyz9lT4h6l461C3uPD/wAR5PFmjR2TQz6t/aiXiO0fAJlj+QybuDjBPORxx7zSJHHEu2NAo9FGKWvayrAVMtwvsp1XUd27vz+b/Pc+VxeIjiavPGKjpayCvin46eO7nTf28PG9l8X/ABc2m6RpPw80yfwZBqdwlvZDTnaZ9Uuo2YgO4migWZjyiRw52qQW+1q89+P37KP7OX7U1po9j+0L8ING8WRaBem70dNWgL/ZpWADFcEZVgq7kOVbauQcCsc9y2rmuXvD058run5O3R/1vY9fhzMcvy7GT+uxbpzi4txSc4+9GSlFSaV/d5XqvdlLXo/gH9lr46+F/F/7M/h+L4p/ts6kBd2Vzby6PqnjmwtBJpouJo7aKa3CgxhrQQhk4bDHODmvuD9lbwtDBPrfxBtndodXs7G1tmUgxPFAbh1dCB8wP2kjOSDgY6HPra2FiihEs4gFGABGMAVKAAMAYA7CvOy/hytg8dDE1cTKpyJpJrurdZP+rE5rnNDMKtZ0aCpRqScrLaKbukrJbbLyCiiivqTwTzu//ZM/Zu1P9oC3/ao1D4OaLN8QrWz+y2/ip7cm5SLy2i9dpby2ZN5G7aducACvQFtbVGDJbRgjoQgqSiohTp078qSu7u3V935nTiMZi8WoKvUlPkiox5m3yxW0VfaKu7JaIKKKKs5jyj9unXvil4X/AGO/iT4h+Cr36eKLPwjeS6RLpUHm3UTiM7pIUwd0qpuZQATuAwCcCvh3x98ZvAngv4nfA/w98Lf2kX8OaTfaLqS3t7pfiK0h8/QVsEMMss8u7bm7htVUg5dhKOdrY/TmvOvgp+yR+zV+zlrHiHxB8Dvgzofhm88V3guvEE+mW203kgZ2XOSQqhpHIRcKNxwBXzWdZHic0xdKrSrOHImut1fqrNa9HqtD7DJM9yrL8pq0MTQ56nvuGkbSc4KHvt6pU7c8LKXvXXu35l8xeD5fAXxoutV8K+HfjpJ451XVtM+wXNwfE9vqN1a2r71AURDCIGkZslcZPJ7V9wQRCGBIQchEC8+wpI7eCI7ooUU+qqBT66cmyaeVSqynVdSU7XbXa/m77nzuNxqxailDlUb7ef3BX51f8HMPij4xeH/2ENM074ezX8Xh7VfGFvbeN5bKP5TaeW7wxzMOVja4WL2LBFPUA/orWH8Sfht4D+MPgPVfhh8T/C1prega3Zta6rpV9HuiuIm6qR1HOCCMEEAgggGu/McLLHYGpQjLlcla/wDXTv5Hs8GZ9Q4X4qwebVqXtYUZqTjpql2vpzLeP95I/EH/AIIdfHPxPo/wo8YeBvHn7U+q+DvDOlanbP4Y01fFtrp8XnTCZrsxrMCxGRCSB8oLEjlmr9Mf2YdD8I/EDxfofiPwZ43/AOEitNH1i51G61u21SK9+03TQTxP50yZUuftBJAweB2r3/4P/A/4SfAH4e2Hwp+DfgDTvD/h3TPM+w6VYQ4jiLu0jn5iSSzsxJJJJNdRHHHEu2KNVHooxXzGD4UxFGpRnVxTkqbUuWztddFd6fdse3x1xphOK+JsbmeGwqpRrvRaXtZRvKy+KVuaWr95vV7jqKKK+0Pz0KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuQ+Pnx3+Ff7MXwb8Q/H342+KotE8K+FtOa91nUpUZ/KjBAAVVBZ3ZiqKiglmZQASa6+vk3/gt78Ffif8AHn/gmz448HfB7wleeIdc0/U9C16Lw7p0e+41SDTdYs76e2iT+ORobeTanVmCqOTQB7J+yX+158D/ANtf4UH4w/AbXb2602DVrnS9TstW0qawvtMv7dgs1rdW06rJBKuVJRgDh1PQivTq+Lv+CNvhbx/qEH7QX7S/iv4a+JPB+j/GP496j4m8G6B4u0iTT9RGmCxsrRLme1kw9u8sltI2xwG2hSeor7RoAKKKKAPG/wBsr9vH9nP9g3wvoHi39onX9TsrXxLrsWk6SulaHcXzvcSMqguIUYRRgugLuQuXUckgV7JXwx/wcI+LNStf+Cf9z8NfDXws8deK9a8T+L9BbTbHwR4LvdYeNbLV7K9neYWsbmFfJgkKs2AzAKOTX2V8MfiBpXxX+HOh/E3QtK1awsvEGlQahaWWvaVLY3sEcsYdUnt5gskEoBw0bgMpBBAIoA3aKKKACvAviV/wUv8A2TfhF+1ZoX7HPxC8U61p3izxFqNtpum3s3ha9/shtRuYTNb2Daj5X2YXUkYDLFv3YIzjNe+1+cf7d3xrv/jV/wAFXPhD+yj8U/gr8Urf4V/DDxJpPi5fEPh74ZanqVj4m8XSHZpsL3sELQ2ljZCczzyu3MmEbasbNQB+jlFFFABRRRQB4F+zt/wUs/ZV/ag+P3iL9mb4Y674hi8XeHNMfU3sfEPhG+0xNS09Lk2rXtlJcxIt3biYbPNjypJGMjmvfa/NX9g7SvFPxA/4LSfET9pP4Y/BT406B4K1j4UTWHxAu/jXo9zD9i8RDVxLBYaM90WK2giM7tHbMbbOwr2r9KqACiiigCO6uraxtZL29uEihhjLyyyMAqKBksSegA5zXlP7GP7bX7Pf7ffwhn+On7M3ii51nwzBr95o41C50+S2824tmVZCiyAFk+YFXHBBrE/4KX/D/wDaF+LH7DvxA+F37LmiQ6l4w8R6ZFptvp82uJphubKa5ijv4ku3Vlt5Gs2uVSQq21mU7SRivnr/AIN8vBXx7+G37P3xc8D/ABt/ZXf4UQQ/H/xRdeHtDbVDcp9nmustFATBF5ltCVWOK5UFLhAJFCjigD76ooooAK8a/bE/bp+Cv7EOm+F734u6R4v1O58Za1LpXhzSPBHhC71u+vLmO2kuXVbe0R5CFhikckDgKT2r2Wvh3/guR4I+Gnif4M+FfEXjnwT+0Bf6x4evNVvPAusfs+Wt2+o6Xrb6dLbwNO9n+/ijkEzoGH7s/MJCFOCAfZngHxlp3xE8DaN8QNI07UrO01zSre/trTWNOks7uGOaNZFSeCUCSGUBgGjcBlYEEAg1rV5J+wSn7Qkf7FHwpT9rBrg/EoeAtL/4Tc3hUz/2l9mTzvN2/L5u7O/HG/dXrdABRRRQB4j8bP8AgoZ+zF8Av2hvDP7LfjrxHrE/jPxPBBcx6doXhq81FNLtZ7j7NBdX8tvG6WMEk+Y1klKqWB5wM17dX48/8FEfgF+2R4L/AOCxuqfGr9n/AEr4wrrnxAHw7T4cav4HFz/wjPlWGovFrttr7R/uViSyeWVEn+U/aGKZfp+w1ABRRRQAV81/Av8A4Kqfs0fH79p5v2QfDnhb4k6H43Ok3up29l40+G2paPDdWdpKsU08Ut1EiyR73UBlyCWGDzX0pXx5+yb4C8c/FX/gqb+0T+1/8QfBmr6ZpfhnTdH+F3wzl1jTpbf7VY20f9o6pdQeYo8yGW9uURZUyr/ZTgnFAH2HRRRQB//Z", "info": {"equation": "61+28=89", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "61+28=89", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4d3055ddaea9b50bb9bec86a454f6afb55983144dedf04f4f0fc1a2ef2f31694"} +{"episode": 72172, "episode_seed": 2845464361, "split": "train", "timestamp": "2025-10-28T03:49:50.252601", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2845464361, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [1, 5, 5, 0])", "action": "('move', [1, 5, 5, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "238/17=14", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/aP40fCj9j7xp8aPAHi/47aH4Pn8daReSt8OpddvIo74zKyO/2WNnBnKMEfAVthIYYJyeW/4KD/CT4afGP4U+Hvh58T/BlnrOiX3jO3N3p10GCSlLW7dclCrcMoPB7V+fZtw/iYQxeKWJai7y5VfXS9parbZaPSx/RuV+L2VYfEcNe0yz/cIOEnaPv3Xs+andatW59Wv3jaurcz4D/ghV4k+LHij/AIJkfDy/+Lk17Lcwx3Vtok2oJiR9LiuHS0wTyyCNQqE9UVcZGCfryvM/2OdG0rw7+zT4U8PaDp0NnY2FlLbWVpboFjghjnkVEUDoqqAAPQV6ZX2eWRcMuoxbv7sdfkj8O4mzKnnPEeMx9OmqcatWc1FbRUpN2+Vz8jf+DqnxH8WLXwd8J/C2ny3qeCLy/wBRn1URR/6PLqcaRC2EjD+IRPcFVPUFyM448Nuv2mPjG/8AwRYjZv2stcbxQ1j/AGPJ4Y/4Sy13/wBhfajaiL7Njzdn2XC9d2znpzX7OftWfDv9lz4m/B668O/thWHhifwUl5BPct4tv0tbSK4V8RP5zugjfc20EMCdxXkMQU+P3hzwTp37JvjXQNO0nT4NDg+Heo20NvCipbx2YsJFCLjgRiMYGOAK+bzPh/E4rH1sTDEuCcVor30VrPVaafmfqmVeJ2X4DgzJ8pnlynLCYn2rm0uWaUnLlTs/efPaV9lGG97L83v+DVjxJ8V734efFfwvqst6/gmx1XTptF82P9xHqUkc32tY2P8AEYktWZRwMqeC3P61V8yf8ExvB3wF8DeAvFuh/s1WWgQ+Ez4hiltP+EavVubWSZrSISsJVd97bhg/MSNuOMYH03Xq8NRcMjoJu+l/vbdvkfF+J2f0eJ+OsbmVKj7GM5L3WrNcsYxvJL7UrXl5t6vc+Ov+C8viP4s+Gf8AgmT48u/hLLexyXL2dr4gm0+PdImlSzqlzkjlUZSEcj+B2zgEmvzP/wCCNHx08feFfgH8UfClx+03qfhGw0qMXXgvSo/FNrZRy6nJbzmXYk4JfLR2uRwuT6sa/bP9ra00e/8A2W/iLY+IUhbT5vBOpx6gtw22MwNayCTecjC7C2TkYGa8s/4Jo+CPgP4L+GXinQf2d9L8PxeEk8V+Zp//AAj1ylxau7WNr5jLKrPvO8EE7iQRjtgeRnOXVsbn9KNOs6bcHquln6re/wCB9HkPHODyzwsxeRTwKqSniIT9o0uVL3XZ6N83uNLvGUtra/kb/wAG9vxF+PWt/wDBUlL6z1nVdQg8T6Tq9z8SbiUGUXEflvMtxcE9G+2mDD9d0pXo5r+gevir9iDwL+zp4e/bQ8YeJ/hRp3htPF2pv4n/AOE7m0q+SW887+2Yii3KB2MJJ3kKQuSCcHHH2rXdwnRdHLJRcr+/L8Hb9L/M4vF7i7DcacVwx9DDewSo048rtd2Tld2/xcsX1hGL02RRRSO6xoZHbCqMk+gr6Y/LT85vj1/wXz8KfBn/AIKXWf7Ii+DrC4+H+m6pFofjLxXIs32y11Nyys0KhgpghkaJJMoWO2UqeFz+jVfjd8TP+CPuvftR/wDBYC7+JPhzUGT4batqsXjDxjefaCJ7JmnkzaISOWuJYGKEfcR3JH7sbv2Rr5zh7GY7HKtVrO8HJ8j8vLy2t53P1PxJwfAmDwWUx4fleq6CeIV72np8Xad+fmS0so2Vmmyiiivoz8sPxF/4Om/Enxa/4aG+G/hbUJr6PwRF4Rku9HXZtt5NUNzIl0wYfekWFbTg/dDjGN5z+qv/AATw8Q/FbxZ+w38K/Enxve8fxTe+CrKXV5dRj2XErGMbJJR13tHsYk8kkk8k15j/AMFSfA/7Ovj2LwHpf7Sdj4cuNKiuNTl0qLxLfrBC1+IoRGELOgdyC+E53DPBxX0b8FgR8HfCYIxjwzYcYxj/AEdK+Xy6hKnxJjJczekNPVfpay9T9W4m4xw2beGmT5LDCcksPKo3UsrS1+z19696n95J69Omr8Nv+DozxR8XR+1b4B8Napc38Xg618Gfa/DihSsDai1zKt26sPvSKiWgPdQVxjdz+5NcJ8cf2Y/gD+0tb6LafHn4U6R4pj8O6ouo6KmqwFxa3IGN64IyCMZU5VsDIOBXpZ3l1TNcvlh4S5W2n5aPZ/1ueX4X8ZYPgPjClm+Koe1hGM4tK3MuaLV430v0f91s/FP9v/8AaT+L3i7/AIJh/D+LUf2rda8Q6z4nGnJ8RdAm8VWtwTGYHmUSwRjzEAmjhJz3ADdcV9q/8Gz3iP4r65+wJqGn+PJb2TQtL8bXdt4Me7jwoszHE8qRMeWjFy83sGLgdMD6s/b58P8Aw3139lHxPo/xTtNNPhy6uNMj1wanMIbc2x1K18zzJCV2LtzlsjHqKof8E7fD3w08Kfs5x+Hvg3aaZB4Wtdfv10KPRZlktfs5l3AxupYOpJJ3ZO4knJJr57Lcsr5fxHGNSvKo/Zt3fbmtbd6dfU+lzXj/AAWZeF9XJ4YCNOU8W6nNFLlimnKy0T50vcX/AE708j3WqPiXxN4b8GaDd+KvGHiGx0nS7CEzX2paldpBb28Y6vJI5Coo9SQKvV+cf/Bzb4k+LGi/sLaJpfgeW9j8Pap41t4PGT2iZRoFikkgSZhysZnRD6F1QHnAP1WY4z6hgamI5b8qvb+vxPz7g3h3/WzinCZR7RU1WmouT6Ld2XV2Vorq7I/RHQNf0LxXolp4m8L63aalpuoWyXFhqFhcrNBcwuAySRyISrqwIIYEgg5FW6/Fr/gjV8edYh/ZFbw98T/2v9V8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8r4pw2Z4mGHjTkpSTu9LKyv3287HXxhwjU4TzvF4B1o1FRm4qS6q+mnR23V3Z3V9D0uiiivqT44K/nf/AGMfiL+1hdf8F3dN13Vp9aPjbVPild2PjW3kt/3n9m+a6XkUkfRYY7aMkD7qLEhX7q1/RBXxV4L8C/s6wf8ABUDUPHuj6b4cPxNl8W3UOrzxXyPqa2H9gsE3w7y0cZCxAPsGfl5OefmOI6EqtbByUmv3sVp59flb8T9W8NOMcNwtgM5oVcJ7Z4nDSgnZPl3XvX+w+a8rdYxXmvtWiiivpz8pP54P+Cd/xF/awu/+C42ma3rdxrR8aaz4+1Cz+INvLb4kNluk+2xTR9EijSMEDonlR7furW//AMHCnjr9oCx/4KkxZ1DWbWLw/pOjzfDJ7aNkMYKJI01tt+8/20TDcPm3RKvRFr9Kfhd4F/Z2tP8Agpdqvjvw5p/hz/hZNx4t1KHxBPb3yPqS2X9lyeWJYt5aJCFiw21d2F5Oab/wUu8D/s6+K/jn4a1P4yaf4cn8Q6Z4Tlm8CjWr5I5xdi63MbaNnXznBWM4CtghTgZr8yqYOceH8QvaP3a/32aj+t/VI/qij4v5d/xELB5v/ZfuxwXsuRJXu0580dLciS5F19m5O32T66+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfpkVyxSP5bqzVWrKaSV23ZbK/ReSP58f+C/vxJ/aA0D/gqtdatda7q2mjwtYaPcfDS5jzELaERRzefbkcE/bftGX67o9p4QAfop8M/il4P8ZxeGoPEv7VsvivXWtYJRoN/wCN7O7H29rfEhSCLBLrulAAzgE8V2f/AAUB+CXwm+JHx30zx5498A2Gq6v4U8KWtx4cv7xGZrCVr6Yl0GdpOUQjcDgqCMGvsNbW1Rt6W0YI6EIK/Pv7Cr5jmeMhHESguZXW6fMr2eq229D9d4s8QMBnPCuSYClg1CeEpOEpae81yq8bK9ny88r/AG5P1fN/BbwkfA/wt0bwyxl3QWxdhPjeGkdpCDgDGC5GPauooor72hSVCjGmvspL7lY/IJyc5uXc/I3/AIOqPEfxYtfB3wn8K6fLep4Ivb/UZ9VESf6PLqcaRC2EjD+IRPcFVPXLkZxxB/wT++Luj/Ez9gjwz4S/aX/a9v0jutMudLvfDGpeP7a0il0lJHghtpI8rKImt1VCCwZkPXBr9Mf2rPh3+y58Tfg9deHf2wrDwxP4KS8gnuW8W36WtpFcK+In853QRvubaCGBO4ryGIK/Hnwr4Og/ZS8ZeGNH0OxTRk+H2oWlrZ20SiAWosZEWNAvATZgADjHSvksz4fxOKx9bEwxLgnFaK99Faz1Wmn56H65PxAwk/DfLuHlg+WpQrSn7bTXVv3Xvz++ubVWUYa6+74L/wAE4/DnhbwF+0D8W/AnwY0Sy07wRFp+hXl3YaNZxR2Ftr8iXKXKxmMYEjWkWnvJGPu5RsDfz9g186f8E7/hB8MPgZ4d8ZfD34Q+CbLw/osOv288en2Cts82SyhLuSxLMxwOSTwAOgAr6Lr1eGYOGR0Fe+l/vbf4HwfFeOp5hntWtTu1aMby+KXLCMeaVm7Sla7V5Wvbmlu/jr/gvN4j+LHhn/gmT48uvhLLexyXL2dr4gm0+PdImlSzqlzkjlUZSEcj+B2zwSa/N7/ghZ8YdV8M/Dzx74O8WftM3/gjw7b6taXWj2MHim105JryWN1uXAlBZzsitgewwO5NftP+1bplhrf7MnxB0XVbRbi1vPBupQXUDj5ZYntnV1PsVJH415x/wT3+D/wu+C/g3xf8PPhV4GsND0S08VrJb6dZRnYryWFoztliWJJPUk9h0AryM6y6tjc/pRp1nTbg9V0s/Vb3/A+4yXjrAZd4V4zh2eEU6lSvGam7aL3d9G+Zcll05Zy2tr8/fs3eDPg54C/bQ+FWt/s0DT7nUPEtv4hHjfV9HuIr6XV9HMMk8t5fXILNI39qraATE5Mkjx5x8o/Qevjz9jf4I/CT4d/tca98R/BHgDT9M17xWvimXxFqtsjebfsuswEFySQBlicKACeSOBX2HXdwnRdDLJRcm/flv5O36X9WfH8W5lDMsbRcXKXJTjFyn8Um3Kbb1ltzckbybcYp6fCiuL+O/i6Lwr4CuIzcrFJfZgEjNgJHjMjE54AUHntkV2lfM/7St7N8ePH2j/BTQmmaz1/UhpV7NGwXy7BQ02oyZKOBugjaFcjl5UwRnI6s/wAVOjgfY0n+8qvkj89G/kv0PDy+kp1+eXww1fyOy/Yk8Gm0+GNz8X9Ts/L1Hx/ejVgXiQSR6cFEenwkqzZAt1SUjPD3EvAyRXs1MgggtYEtbWFI4o0CxxxqAqqBgAAdAB2p9ephMNTweGhQhtFJfcctarKtVc5bsKKKK6DM/ET/AIOnfEPxXk/aD+HHhLU5L1fA6eEJbvSEMeLaXVGuZEujuH35FhFoMH7quMY3nP6pf8E5tY+Juv8A7CXwn1f4xQ3KeI5/A9gdRF5AIpT+6AjZ1GMMYwhPAOTyAc1w/wDwUi+Cfwm+Ocngrw78X/Adh4hsbBdVvrS01BWKR3CRQBZMKRnAZhg5BzyDXvfwV/5I54S4H/Is2HQf9O8dfL5dQcOJMZLmb0hp6r9Laep+p8S8a4POPDfKMip4ZQnhpVHKemt39nr717zvvKKevTpqKKK+oPyw/PH/AIOXPEfxY0P/AIJ+2dh4AlvY9E1PxrZ23jR7OPKmy8uV4llYcrGblIB6Ftinrg1/+DZXV/iZqH7Amqaf4xhuBodj46vI/CLzwBVa2aOJ5xG2MuouWm55wxYZ4wPrz9uTwd4X+IX7MeveB/G2iw6lpGq32lW2o2FxnZPC+p2oZDtIOCPQg1nfsD+BPB3ww+BMvw++H3hy20jRdJ8S6hBp2m2akRwR+bnAySTySSSSSSSSSa+XdBri5T5nrSvb52t6dfU/VFxpg/8AiEL4a+rL2n1n2ntNNrXv35/sX25NL9D2uuR+PHhH4L+O/hBr/hT9omy0W48E3diR4ij8Q3CxWQgVg+6WR2UIFZVYNkbSoIIIFddX5x/8HNviT4saL+wtoml+B5b2Pw9qnjW3g8ZPaJlGgWKSSBJmHKxmdEPoXVAecA+1meKjg8vqVpR5lFPTv6+XfyPleB8jq8ScXYLLaVb2MqtSKU9nG2t47e9p7uq962qPvP4OeDvg/wCD/hV4f8M/A7StGh8H2elQp4cTRHSW0NptzG0TqSJFYHdvyd2d2STmuoVVUBVUADoAK/Fv/gjV8edYh/ZFbw98T/2v9V8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8q4nwuY4inhoUpRbXlyqyvp5dFouh18a8LYnhriDG4SrXVV0qklz3d5a7u/2tfeV3Z31e56XRRRX1R8UFfzt/sceOv2pdT/4LxaR4j19NWl8c3nxWu7XxbFcWgMsdhvkivEZDwkUdoHAxwiIu3oK/okr488JfBP4S6b/wUXuPjvY+AdPj8Y6j42vLC98QhGNxLbLoLgR8naBhEGQATtGTXzHEdB1a2DkpNfvYrTz6/K34n6n4b8a4PhPAZxQr4ZVXisPKEW7e69VZ3+w+a8ktW4x06r7Dooor6c/LD+af9nz4ufH/AEv/AIK1/wDCbfE/4i6t4Y8W6h49vrTxxq893FZT2kLSOl1GzyjZCqxqUA6KFUL0Wv0e/aI0b9lf4o/Dfxf8R/GXxesvHfiLQ/CUv9ka9f8AiW21XUNFdGMlqbJUOIZWu/K27V3SybIzuBCH798Pfsvfs+eFPjfrf7SXh34S6PaeOvEdktprfiaK3/0m7hAjG1jnAyIYskAFtgyTivnP/goj8DfhB8Svi5pfi/x78PdO1XU/Cng57zw7d3cbE2E5uifMQAhScohG4HBUEYr8zzPhzFYDAVKssS3HmT5dbO8kk3rv1enzP3riDxPyzivinA42hhpYaNGjGEuTl5m4JycVZpezv7iu9I6uL+A+qfhLeeMdR+FXhnUPiLbND4gn8P2UmuwtGEMd40CGZSo4UiQsMDgV0FFFfpcVyxSPwmtUVWrKaSV23ZbK/ReSPzy/bH+J8/hjx/8AtLX/AMSfiDd6NeaN4bsh4Q894o2ttMOlBrWezR+JS+pyXibsHdKix84C10HwU+PNnfW2hw3H7Yt5r3iDUNJhjutEn8c2dyZLpolaVUhiAYuGDYCnjBr6x+JP7MP7P/xg+I/hb4vfE74T6RrXiXwVOZvC2sXsBabT5CyvuQg4OGVWXcDtYZGDzXcLa2qNvS2jBHQhBXxlbhbG1sXWqxxTgpybsr7Po9VtsvI+wx/EWU1sBh6dHD/vIxiptqKScYRglFq7alyucm0nzStZ25pUvCE2rXHhXTp9dQrePZxm4DDB3bRnI7H1960aKK+xpQdOnGDd7JK76+Z8bKXNJu1rn5G/8HVHiP4sWvg74T+FdPlvU8EXt/qM+qiJP9Hl1ONIhbCRh/EInuCqnrlyM44k/wCCcXx3TxT+xD4Q0/4+ftjX9tcfYrjT5PDupeOrO3jOmRyvDBA8LfP5ZgVVwSGK9+Qa/T346/s+/Bf9prwBJ8Lvj18O9P8AE+gS3UVy2m6kjFBNGSUkUqQysMkZBHDEdCRXSaN4a8PeHtHtPD+haJa2ljYW0dvZWlvAqRwRIoVEVQMBVUAADoBXymP4bxeMzKpiYYl01JJWV76K1t1p1+bP1TE+IeXV/DTA8MrBL2tCrObqaWafM1bRvmfNaV9LQjvtHz39mDwuNK0DV/FAaT/ieahHMu7GwrHBHEGTjkHb159q9PoAAGAKK+iy/BrAYKnh078qtfufl+IrPEV5VLWufPv/AAUu8Q694c/Zut7qz1e60/Q5/G2h2/jXULXA+z6K99GtyZHP+rgb5ElfjbE8hJAyR8uWXx40ax/ak+InhOb9rS88K6NY6XosjWFn4ssrCFdVdLhbkL5gLO4gjstwz8pIHGa/RbxT4Y8PeNvDOoeDfF2jW+o6Vq1jLZ6lp93GHiubeVCkkbqeCrKxBHoa5/4K/AH4Nfs6/D61+FXwS+HWm+HPD9lLLLbaZYRHYryOXdiWJZmLE8kk9B0AFeJm2Q4rMcxjiKdd00o20vffpZrR9deh9RgM9yvC8PTwlWhzVruztHltJwbk2/e5o8jilazjN6x5bT8l/Y/0Tw34g8RQfEHwn4l/tjT7TSLy3h1a3vkuoryS4uIpJZGmTIkkLwsSQfvM2R0x9E0iIka7I0CgdgMUterlOXf2Xg1Q5+d3bu9L3d/P8z5vF4n61W9pa22noFcv4J+F2leCNe1HXLK7eVr5iI42QAQIW3FQe/Pf0A9yeoorqq4XD16sKk43lC7i+11ZmMKtSEJRi9HuFFFFdBmFFFFAHlH7Ufht9ctNHni0kzSI1xbx3EaMzxmZUXaMcfNtHUdVFeieC9BTwr4O0nwvG7sum6ZBaq0hBYiONUyccZ47Vp0V59DAKhmFbFc13UUVbtyq34nRUxDnh4UrfDf8Qooor0DnOR+O2kjW/hdqVi2mi6UNBMYiCcGKZJA4x3VkDf8AAapfs6+Ez4T+HIDiYNqWo3N+yzDBUyvnA4HGACM+td3RXn/UE80+u82vJyW+d7nR9Yf1X2Fut7/KwVz/AMVPhX8O/jd8PtU+FXxZ8I2eveHdatxDqmk36ForhAwYA4IIIZVYEEEFQQQRXQUV3yjGcXGSumZ0a1XD1Y1aUnGUWmmnZprVNNapp6prYwfh18L/AIe/CXwNpXw0+G3hCx0fQdEsktNK0yzhAjt4VHCjOSfUkkkkkkkkmt1VVQFVQAOgApaKIxjFJJWSFVq1K9SVSpJylJttt3bb1bbe7fVhRRRTICvF9L+H5uv2nTrZ0yS2Fhqc2qM0KnZMz2b2oZic5ysnbHKexFe0UV5+OwCx06MnK3s5qfra+h0UMQ6Cmkr8ya+8KKKK9A5wrxb9pj4eDxz4u07TBpkgOq6cdPa9t1PmbDISy5OVG0HcMjuSeBXtNFefmeAWZYR0HLlV07+jTOjC4h4ar7RK+/4oKKKK9A5wooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8f/bN/bq/Zy/YI+H2n/En9o7xRfWNjq2qGw0y10jRrjULu5lWGSeVkgt0aQpFBDLNI+NqJGzEivYK+B/8Agtx4c+JegeIvg3+0f4P+C3ivx7pHg9fGuja5ofgvRJNSvkm1vwzd6fZTfZ48sYvtJSJ36RrPuPANAH3T4V8UeHvHHhfTfGvhHWINR0nWLCG90vULV90VzbyoJI5UPdWRlYH0NX68i/4J/wDwm8Z/Ab9hb4OfBP4ix7Nf8J/DDQtJ1uLeG8q7t7CGKWPI4IV1Zc99teu0AFcz8Zvi94G+AXwq1/4z/Eu/uLbQfDemyX2pzWljLcyiJBkiOKJWeRycBVUEkkAV01ch8fviBpXwr+Cfin4h63omtala6TolxPPYeHNGm1G+nAQjbBbQK0kznPCKCTQBF+zt8fPhz+1J8DvC/wC0P8Ir66ufDPi/SItS0Se9s3t5Xgk+6Xjf5kPHQ812lfIv/BCnXtSvf+CWvwo8G+IPh94t8Max4P8AD8eg65pPjLwvdaTdJdwKrOUiuURpIv3g2ygbWIYA5Bx9dUAFJJIkUbSyMAqgliewpaSRxHG0jAkKCSAMk0AeJfslf8FCv2Y/21/Efi3wd8DPEWsPq3gqW2/tvS/EHhu80u4+z3Ic215FHdRo01tMI5DHMoKttOO2fbq+Av8AgkP8WdQ/ae/ag+Pf7WHxX+EHxG8HeOfFV5Y6Xpmg+Mfh7qGkWmkeFdOluYdNt4rm5iSO7uZmkuLufyyQhuEQcJk/ftABRRRQB4jdf8FCv2aNP/bHsv2FtS1nXbXx3qcUx0trrwveR6XfTw2q3ktpDftGLeW4S3ZZWiVyyqecHivbq/Pb4z6d4p+Jv/BdH4O+Kfhd8H/i5He+AbfWrL4h614l0q4/4QyPQptIcwXemyyFrcXsl3LDCXg2zFY5EkG1RX6E0AFFFFAHln7WH7ZfwC/Yq8J+HfGX7QHiqXTLTxX4xsPC+gpbWb3Et3qV45WGJUQE4+VmZuiqpJr1Ovy+/wCDg/4JftsfEnxN4C+IHwL/AGXl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/wAZPhponxT8P6Jrem2Wu6el3bWHiTRptOv4EYcJPbTqskDjujgEV4V/wVh8IfCHxl+yh9k+OPg74u6x4fsfFemajIfgfa3EviGxuLeUy291CLb9+qpMseXh+dSVPChiNT/glMv7Saf8E7/hOv7XjayfiF/wjC/28fEjZ1Lb50n2b7Wev2n7N5Hm558zfnnNAH0HRRRQBW1nWNK8PaRd+INd1CG0sbG2kuLy7uJAscMSKWd2Y8BQoJJ7AV5d+yD+2x8B/wBuTwJffEn9n+/1u50iyvxbrc634au9N+1o0ayRXVuLmNDPbSowaOZMo4zg8EVd/bW+Gvi/4z/sb/Fn4P8Aw+I/t7xV8NNd0jRMvtBu7nT54YRk9Pndea+P/wDg3o8NftD+Efgt438PfE3TfizY+C7G48PWngrTvjKs66pa30Wh2setxwLcfvEsF1BXWBR+6Cq3l/JigD9DaKKKACvnz4R/8FLv2efjJ+1lqn7FmieGviDpHjjTLHUb7yvFPw+1DTLO9tbK5S2nuLa5uI1juIvMkQLJGSrhgQTkV9B18ofs5+B/GfxG/wCCqHx8/ab8aeE9UsNJ8J+F/D/w3+H91qWnywJewKj6tqlzbmRQJYmubu3h8xMqWsyM5U0AfV9FFFABXgXxq/4KYfskfs/ftQ+Gf2QfiX4z1O28Y+KH09LVbXw/dXFjZPfzyW9gl3dxoYrVrmaKSOISMC7KQK99r8oP+Ckfwb+OPir/AILNfD/xv4d+BPjrV5o9Q+HbeAdZ0DQpJvDMtraa1fza++uyqPK822tZY5bQzndG77ofmJoA/V+iiigD/9k=", "info": {"equation": "238/17=14", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "65ddb16a8a33b04a0ab4bbef303a98068802d8434208e4250f0083e379226c3a"} +{"episode": 72173, "episode_seed": 2724794970, "split": "train", "timestamp": "2025-10-28T03:49:50.310526", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2724794970, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [5, 0, 2, 8])", "action": "('move', [5, 0, 2, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "16*7=112", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "16*7=112", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "404aca151dec028c0f322abceb95f7b34130c114bbfd20bb6a9338e631c3fef3"} +{"episode": 72174, "episode_seed": 3729882502, "split": "train", "timestamp": "2025-10-28T03:49:50.369085", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3729882502, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 1, 4, 6])", "action": "('move', [2, 1, 4, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "0+6*8=48", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KDx+HvGlxqEXhjSfDFlJ4ER0KQeXJGrXUsRHDOblXVm+9+6QdFWvQP2mv2qPjTrH/BJjSdfk/bD17UvGuvaRZW3jHQm8YWkssljcGSOZHt0HmLujMQbncAx3dWr9BP8AgpH8A/gz8dPiL4WHxg+HOneIV0LwfrV5pC6ijMttP51llwAwDZ2jIbIOORXq/wAUbDR7v9gXxBFq9rbtbS/CK5W780AKYjpbB9x7DaTk+lfnNXKMRi84xqhiJQ5bN2vrzJuz1Wi2Xkf0DV8Vcr/1c4cwn9nRlLAzTle1pcjS93Rv958c7r40nrufmT/wat+KPjHJ44+KHgyOW+k+H8Wk215Mjx5toNYaVUTYx+7I8CybgPvCJC33Vr9m6+T/APgmH4G/Z18ATeONI/Zf0/w5B4Ylj0ubd4YvkubeS4JvFkYyq77nwqg5YkAAcV9YV9LwtFxyKjre93+L0PgvFXiOhxXx1i8xpUPYxk4rlatL3YpXlbTmdte213a4V8xf8Fk/E/xk8H/8E2fijr3wKlv49cj0eJJ59Mj3Tw6e9xEl9IuOVC2rTEuOVALAjGR9O1598ZfiZ8NJfDfi34UD4g6E3idfB19dP4a/taE34t/s7/vTb7vM8vkfNtxz1r2MZBVcLOnzcvMmr9dV08z5Th7GSy3O8PjvY+1VCcKjg1dSUJJtS0fuu1m3pqfjv/wa4eKPjFD+1B468G6HNfv4Em8H/a/EEQj3WsWorcRpZsSfuSNGboDHLKhznYMfuTXyP/wTY+A/wd+AXi/xHoHwZ+Hmn+HbPUvCOjXl/DYK3+kTmW8XezOzMTgAAZwOcAZNfXFeHwlBxyKm73vzP01at+B9h4s8V4TjPjevmeGo+yg1CKTtzPlilzStpd7bvRJXCvDv+ClXib4x+Dv2Dfin4n+AL3yeLLLwnPJpcumRb7mFcqJpIh13rCZWBHzAqCOQK9xqK/3fYZtgO7ymxgd8GvoK9N1qMqadrpq63V1v8j4XK8ZHLszoYuVNVFTnGTjL4Zcsk+V+TtZ+TP5uv+CLvxe8a+Af2pLrw5b/ABz1LwX4X1rRLiXxRc22vQ2Mc7Qoxtt8k2VLCWTAx83zsOhav2V+AvxfbxLrsOg/Dv8AaGuPHFxFfRzTRP4ng1F4VbC4fyMbYyFP3h/eINcN/wAEqPhz+y94O8ei6/Z20jwqkmoeAEk8VS+Hr5LlmvRLakrOQ7lHBZzsOMbm4GTX2fr/AMSfhb4J8TaT4N8U+PtA0jWdfkaPQ9K1DVYLe51JlIDLBE7B5iCy5CA43D1r87yTI8Ti8vp1/rcoRv8ACr20l/iS1flufq/irxnh+MOM6uLw2BcHyRjZpc75Y3cpJJ7J23+CK26b9FFFfpJ+MnzJ/wAFVv8Agoron/BOP9nIfEi20W31fxZrl7/Z/g/RbxX8ie4ADSSzFCCIo48sQCCzFFBG4stD/glp/wAFMvDH/BQT9mfUPiv4m0200DxL4SneDxxploJPs1t8rSR3EJcsxieJScEllZHU5ADNlf8ABZv/AIJ069/wUN/ZotfD/wAOdTSDxr4R1E6j4YgurgR216XURzW0rHhNyYZX7MgBwrMR4D/wSe/Zo8Sf8E5PCXiD4KftCeTLd/FPTbldVt7JndbDU7RJhHYCaMFSJrWSVxIdoDwMAWytfJ43M8dgM/iqz5cPKLs3tdJvfvdW9D9jwuXeHeI8I3V5m82VdXSfvcl0rKO3s/Z63t/E0vbQn/ZK/wCDhzQP2i/2/H/Zy134fWGlfD7xJqr6V8PvEUaTfb5rsuqWxu1LFAtwQwUKqmNpI1YkBmr9Nq/Fj/gmh/wRL8caD/wUMufit4p1nf8ADf4VeKVvNA1SKbbPq1/EIri1tyvUCLzEaZh8paMoM7iV/aeunhnE5ljMC62L+07x6af5djm8X8H4f4LO8NT4Ulen7GPPZtrn1tdvXncbc66PondBX4Lf8HN3in4y337bmieE/F81+ng7T/CME/g2F49ts0kjH7XIhHDyeYiKxPzAJGOBjP7018gf8FQvAH7MnxB8Z/Diw/ac0/wxc2MGn65JocfijUUt42vfM00KI98iCRyuRs5yOxqeLaTqZFUd7crT9dUrP77/ACOXwf4rw/B3HFLH1sO6y5ZxtFJyV18UL9dLPb3XI/P74p/tU/Gu/wD+CQNp4kk/bH1+78d6loUNrrmht4xtHmfTpbloHVrcDzRm0Kbjnfhix5zV/wD4NYfE/wAYh8bfiT4MsJL9/AH/AAjEV7qaGLNrDq/2iJLYhj9yR4PtOQPvLEM/cXH6kXen6c3/AAT5liubOERn4NMsitGANv8AZOCD6DFeWf8ABLXwH+zV4B1HxvYfss2HhmHw/caZost1J4W1BLqCS78zUVfdKrvlwoQYLcDHAzXh4fKsRgs+wntK8p8yk9b6WW2rejufUQ8ScBV8PM6yuOXRjLE1lNSilyQ55JpPRO8OX936va2v15RRRX6Cfg5hzfE74a2/j2L4VT/EPQ08UT2Zu4PDb6tCL+S35/fLblvMKfK3zBcfKeeK3K/mH/aR+Mf7VOg/8FQvFPxO8QeL9a0b4k6d8RZ4LW/eRbeeyRZTBBGm75EiFuURQfkMZ5ypJP7OeCfjp4TPiaOw0H9s668Q3d4Gt7fSbjx7Z3XnM39yOMBy/HG05618QuNsPCVSNSjK6bStbZd72s++5+v8e+FFTgujl9SOLjV+s0ud2+zLS9t+aD5lyy0bs9EfblFYvw8udbvPBOm3XiIP9se3BmMgwx5OCwPQkYJ962q+yoVVXoRqJW5knZ7q6vqfkdSHs5uPZ2PJf28vEHxc8K/sZfE3xJ8Bxef8JfZeDL6bQW06HzLhJxETuiXu6jcVwCcgYBOBX4o/8G33i740Wv8AwUZh0PwZd6jN4e1nw5qEnj5EUyQtBHC7280xP3WF20Kq/wB7MrL0dq/oIr4P/wCCXHw9/Zj8H/GBdY+AOmeF49W1LwFdt4zm0HUEuJjefadPbbcYdzE4ZpTsO3BLccV8xnVCU8+wM1JrV6emv47PyP17gjjfC5D4e55k9TB+0liYxSnZWjf3ff6+4/fp2+323PzJ/wCC/vjj47Sf8FQNfj8Z6lq1rbaBa6cfh6cNEILLyY5RNbFepN155Mg+behGfkAH7zfso6v8UPEH7MPw81343W9xF4xvPBWmTeKYru3EUq6g1rGZw6DhG8wtlR0ORXyl/wAFRPh9+zF4z+NdpffHbTfC9zr2n/DqSTwPHr+oJFM1359yT9niZ1899yxHbtfnbxzz90WJLWULMckxLkn6Uskw8qWeY68m9Y/+TXf4bLyDj3jjC8R8D5HllPB+ylhoSTnZWlZKHueUmuad/t97XctfnV/wcw+J/jFoH7B+mad8PZb+Lw9qvjC3tvG8tlHlTaeW7wpMw5WNrhYvYsEUnkA/orXjX/BQHSfAuvfsleKdG+J0di/hy6m0yPXF1OcRW5tTqVqJfMclQibc5bIwOcivbzmk62VV4J291/gr/jsfE8DZ1S4d4wwOZVKPtY0qkW4d9baf3le8f7yR+Qv/AARI+OvjHRfgz438EeLf2pdU8IaDpN7DJ4S0tfFtrYRG6mSZ7nYs4LMCwgJAwoLE9WavnT/gnp8XP2otd/4KoeAviFoXijWdW8deIPiDDH4ovFImmvrWaYDUfNA+Voxb+cx42oqBlxsUj93P+Cafgz4K+D/g54j0H4DaVocPhOLxm7aSNBmSe1YNp1gzskiswfLl8tuPORnivGvht8P/ANmK1/4KOz+PPDmm+Fz8UJPiVqsetTW+oI+qR2ZsbtV3w7y0SFRCN2xcgryd3P57DKsRTw+BryryanOCUdfdv216eiP3PD+LeW0s/wCJa/8AZaf1um0lZXjypw/eq3wzb5qlm/fSWt7r7zooor9UP5hPhz41+PI9P/bX+LVp8bfGcmmabpXgzSH8KQanPHb2sWgtbu19dwFiBITe+YkznO3ybdTgFd3m/wC3V8Qv2rbP/g390jxJaSa5F4h1Hw7plr4vuvsAhvRocjmNpJkUAxeZB5AlIAIWVwwUFse3f8FJPgF8GPjr8RfCw+MPw407xEuheD9avNIXUUZltp/OscuAGAbO1chsg45Feu/E2ztdV/YI13T9RgWaC6+ElxFcRP0kRtMYMp9iCR+NfD0MHOWa5lD2j1iv/Jlf/wAl2XkfqGD4oynLZ5Vjo4VTnTqUZTjJRUbUFyWi1dv2vxzckrTS0la5+X//AAar618Vh8RPir4ctre5bwOdFs7m8lNuPJTVhNshAk6h2gM+VHUIpOMDP7QV8w/8E7/gn8JvgHr/AI78DfBrwFYeHdJaDSbl7LT1ba8zG8DOxYlmJCqMknhQOgr6er1+FouORUdb3u/xehw+KXE+F4w44xWaYej7KE+VJaXfLFLmlbTmdtbeSu9wr+Wj40fGX9rDRf2+PF3xN8ReKta0n4of8JZf2l/dSMsFxAzb7ZrfDfIsXkHygp+QR4A+XFf1L14x8Yv2Tv2cIvEXi79qmP4O6KPiHL4Ov7R/Ff2c/ajF9jeLrnbu8sCPfjds+XOOKOIMorZrCl7Opycjv/wfVdPV6nreFviHl3AP9orFYNV/rNL2cdtHr7sr/wDLud/ftd+7HRngHhvxxb+D/jXZ6VB8RDpF1qvgSygsdJGqJCdSKzzsdsZw8rxgcbOVDtnrX2j4GuNauvB+nXPiFGF69ohuN4wxOOpHYkYJHrmvB/2OERviRqrMgJHgTRcEjp++va+ja83g7AVKeDji3VbU00o9FaT8/wBFuz4DOK8ZVnR5VdPfq9Arw7/gpV4m+Mfg79g34p+J/gC98niyy8JzyaXLpkW+5hXKiaSIdd6wmVgR8wKgjkCvcah1AsLCcr1ELY/I19dXputRlTTtdNXW6ut/kcuV4yOXZnQxcqaqKnOMnGXwy5ZJ8r8naz8mfza/8EXvif4n8B/tZT6dD8ZrzwXoGr+H7n/hJdRt9ZgsRKIlLQK00wIz5zLgDk5PbNfo18ctB/ZJ8feBfGHxe8ZfFuy8X+ItG8N7rXxlc+KLfUdW0JoS8lkbJ4z/AKNILrDRrGAZZWCnfnbXrn/BND9n/wCCvwX8e2d18K/hppmhy+IfhtHea3JZxsWvJ/NtDvcuSeC7kAYA3HA5qP8A4KJfs/8AwU+Jfxu1D4gePvhppmraz4W+G1pP4ev7uNi1jJ9p1N9ygEKTuRGG4HBUEV+Sf2XiP9Xlivby5ea3Jrb4rX3+ex+5cXeImXcS+I/9p0aM8PBQim4cvtJ8qvaVmlq7RveVoqL5ZW5T6v8A2fdS+IesfATwRq/xctZIPFl14Q02bxPDNAInj1FrWNrlWReEIlLgqOB0rr6KK/XoR5IKN72PwTEVVXxE6qio8zbstld3svJbIK+av2zPFujfDWfUvFulWhur9LKJY9OQIPtV/K4itoVyygtJI8anJH3s5r6F8VeJdO8I6FPr+qMfKgUfKv3nYnAUe5Jr5e8P+AdS/aW+Pd5NrKSf2b4NtDqskhYKk+uXKulmhBjO5YIPOkbDDDTwHBI4+S4qf11U8vpRUqknzeiinr89l8z0spXsXLETdorT1b/yPW/2I9P8J2X7L/hS48JzNN9us3u9YupoEjmn1SSV2vmmVGYLL9p85WXc20rtyQor1avn/wDZHi1rwN8QfFfgeUL/AGLrNz/a9hDvRWs784S8i2BAdshWOYHLHeZ87crn6Ar2slxlLHZZTqU1ays12a0a/rocWNozoYmUZa9b90wr8Ff+Dm/xP8ZL/wDbb0Twl4wlv18HWHhGCbwdBJHttWklY/bJEI4eQyIisT8wCRjgYz+9VfKv/BRj4DfBz49eOPAWk/GX4d6f4jtdL0bXbzT7fUVYpDOJdMXeArDPBIwcg9xXn8W0nUyOo07crT9dUrP77/I/QvCLi/CcE8a0syxND2seWcbK3NHmXxRvpfSz1XuykfJ37H3xg0H4k/sReDtC/aL/AGyr6OfVPC7Weu+Hbv4g2dnG1lukijt5I02vGjWwjUjcGKsckEmvd/2EfCfgP4aft16/4N/Zz8P6dpnhW9+FVvd+OtP8O2cK2EGpJdxJpLsY/wDVzy2j3x2jG+ONJCCSGb3u503Trj/gnzJbzWELI/wbKshjGCDpOMVwH/BOP4F/B/4AeJ/G3hL4L/D7T/DmnXWjaHd3Nrp6tiWdpNSUyMzlmY7VUcngDivCw+VYjBZ9hPaV5TupPW+iS23ejuZVuJ8NisFmdWNN01Wk7Uo29kued7vVa09ORKL1SfMuWz+qKKKK/Qj83PH9U+Df7El5+17ZfFPV/D3ghvjUmj5sZ5r6EaybMRvF5q25fcyiPzE83YSFBXdgYHri2tqjBktowR0IQV/MX+0j8Y/2qdB/4KheKfid4g8X61o3xJ074izwWt+8i289kiymCCNN3yJELcoig/IYzzlSSf2c8E/HTwmfE0dhoP7Z114hu7wNb2+k3Hj2zuvOZv7kcYDl+ONpz1r4WHGWDoSqxlQafM9ra+ctrPvuftHiL4aZhwtQyydXHrEKtRTV23yWs+WGr/d+97j0v72iPtyisX4eXOt3ngnTbrxEH+2PbgzGQYY8nBYHoSME+9bVfa0Kqr0I1ErcyTs91dX1PxqpD2c3Hs7Hkv7eXiD4ueFf2Mvib4k+A4vP+EvsvBl9NoLadD5lwk4iJ3RL3dRuK4BOQMAnAr+fz/gjz8UfGHgj9sy3Nt8Y73wjpGtaPex+K9Yh1mGzMsKxNLGrzTggZuFh6fMT7E1/S7XnXwU/ZJ/Zr/Zy1jxDr/wO+DOieGrzxXeC68QT6bbbTeSBnYZySFUNI5CLhRuOAK+fzvIsRmuLpVadbk5L97rzVmtej1Wh+r8FeI2XcLcE5tklfBqrPFpKMtLLS3v31tD46dk7Tvte58J/Grwj+xf8YvB/i3x38YfippPj2707wnJFP4h1rxRbaneaJaKzPGbXacW7eeVKlVDSSFUJYELX3j+yfq/xO1/9l/4d658a4LmLxheeCdMm8UR3tsIZlv2tYzOJIwAEfzC2VAGDkV8y/wDBSP8AZ/8Agp8WPitceKfiT8NNM1rUPC/w0kutAuL2Nj9im866beqghWO6ND8wI+UcV9q2JLWULMSSYlyT9K4eG8HUwea4ynOo5uPIm31um7vV6rbc+ZzvOKWL4cwmGXM2pSl71rU0vdUKerdpaOekdVFKPu3ctfnV/wAHMPif4xaB+wfpmnfD2W/i8Par4wt7bxvLZR5U2nlu8KTMOVja4WL2LBFJ5AP6K15F+3X4S8N+PP2XfEPgrxjo8WoaVqt5pVrqNjPnZPC+p2quhwQcEEjgg19DnNJ1sqrwTt7r/BX/AB2OTgjPKPDfF2CzOtSVWNKpGTi+qv0vpzLeP95I/H7/AIIZ/GbWvD3wt8beDfGX7Tl/4K8O2esWs+g2EPim005JbmWOT7U4EoLOdsdtk/dHbkmvqfVvBnwN8MfEj4a/F79nO+03WPiXqfxisfsfinTL2HU9U1oXM6JrS3E4LGWJdOe4eT+GBUQqI88/Wv8AwT0+FPw3+EPw28V/D34ZeC7DRdE0/wAat9j06ziwke/TdPdjliSSWZiSSTk15F4A+AfwZ0T9vCP49aT8ONNg8Zaj8UtWtL3xCqMbiSAWV6uzltqjbGgJUAkLyeTn89hlVenhsDXlXk1OcEo62jfXTV7eiP0POeOsDm/GmZ5rToyowmpNQja1S0VFRq6pcs9ZVLc922kteZfb9FFFfqh+Jnw58a/Hkdh+2x8WrL42+M5NM03SvBmkP4Ug1OeO3tY9Ba3dr67gLECQm98xJnOdvk26nAK7vKP2Yvjt4d8Y/syeEz8Zf22L+W61DQQmr6Lq/juwt1mtmLKkM0AClA0GwMnBG4g4Oa+9/jp+yd+zf+0zf6Bqfx7+Dui+KrjwveNdaDLqtuXNpIxQtjBG5WMaEo2VbYMg4rvzZ2hOTaxk/wC4K+Mr8L4ytj61eOKcFN30vf0eq0Wy30Pt8ZxHlFXKqNKlhv3tqam2opR9nDkXI1dv2nx1LqPvJfFueU/su+ERYnXPHu6UjWltII92PLZIBKQ6cc5M5GckfKMdDXrVAAAwBRX0uW4JZdgYYZSvyrfa+tz4/E13ia8qjVrhWb4x08at4S1TSzYpci506eI20mdsoaNhsOOcHOOPWtKiuyceeDje1zGL5ZJnjf7LvgX+yNa1nxe1vPD5unWmmRwyJtQLA878AjOQZSp57Adc17JRRXDleAjlmAhhlLm5b67btv8AU3xVd4qvKq1a/wDwwV4x/wAFD/EPxL8K/sUfEbxB8I7rU7fXLbw+zR3eiQebeW1sZEF1NAuDmVLYzOpAJDKCASAK9noIDAqwBBHINddem61GVNO101dbq63+RrluLjgMxo4qUFNU5xk4vaXK0+V76O1noz8zPiJ8afBHhD4//CTwx8Of2kf+EY0W78J6q2pz6N4ktLeKTSFgg+xSPPJuwGnWMR4P7weZjcFYj1bwQngX433Op+FPDXxuk8b6lq1nHY398PElvqN1bWxMgRcxDEaKZJWG5cZZiSRwPpn4Ffsl/s2fsyf23/woP4NaJ4W/4SO9F3rX9l2237VKu7aTknCrvfagwq7mwBk16DHBBEcxQopPXaoFfEUODsUqEadXFPlTvypPl3v1f6bn0mb5/ldWvFYCi+WEeXmmoqcm3KTclG6uublXvP3YrbZPooor7w+OMrxr4Ts/G3hyfw9ezNEJcMkyjJjcHIOD1+noab4H8IWXgfw5D4fspmlEZLSTMuDI5OScDp6AegHXrWvRXN9Uw31r6zy+/blv5XvY09tU9l7K/u3vbzOT8P8Awk0fw/46uvG8F9I7Tl2htmQBYmc/Oc9/b0yevbrKKKMNhMNg4OFGPKm236vcKtapWknN3aVgr4p+Onju5039vDxvZfF/xc2m6RpPw80yfwZBqdwlvZDTnaZ9Uuo2YgO4migWZjyiRw52qQW+1q89+P37KP7OX7U1po9j+0L8ING8WRaBem70dNWgL/ZpWADFcEZVgq7kOVbauQcCuDPctq5rl7w9OfK7p+Tt0f8AW9j3OHMxy/LsZP67FunOLi3FJzj70ZKUVJpX93leq92Utej+Af2Wvjr4X8X/ALM/h+L4p/ts6kBd2Vzby6PqnjmwtBJpouJo7aKa3CgxhrQQhk4bDHODmvuD9lbwtDBPrfxBtndodXs7G1tmUgxPFAbh1dCB8wP2kjOSDgY6HPra2FiihEs4gFGABGMAVKAAMAYA7CvOy/hytg8dDE1cTKpyJpJrurdZP+rE5rnNDMKtZ0aCpRqScrLaKbukrJbbLyCiiivqTwTzu/8A2TP2btT/AGgLf9qjUPg5os3xCtbP7Lb+KntyblIvLaL12lvLZk3kbtp25wAK9AW1tUYMltGCOhCCpKKiFOnTvypK7u7dX3fmdOIxmLxagq9SU+SKjHmbfLFbRV9oq7slogoooqzmCiiigDwz9qT4d/8ACb+J00xdJkDa5oTaS19bKTIUdpMpk5UbfMZhx3JOQK9xgiEMCQg5CIF59hTqK83B5dHCYyviOa7qtO3ayt8zprYl1qNOna3Lf53CvmL/AIKUeJdf0AfCa1vdbutN8GXvxIiTxhdxEJAWS0nl0+K5kJHlwvfJbjkgM4jUn5gD9O1h/Er4a+A/jF4D1X4YfE/wraa34f1uza11XSr+PdFcRN1UjqDkAgjBBAIIIBrXMsLPHYGpQjLlcla/9dO/kdmSY7D5dmlOvXhzQV01o3aUXG8b6c0b80b6cyR+dnhn4+aNa/tSfFPwm37XV74Y0DTU0Xy7C08WWVhAmrtbypeopcFpGWKGyDgk7HLLwQQPob9mHQ/CPxA8X6H4j8GeN/8AhIrTR9YudRutbttUivftN00E8T+dMmVLn7QSQMHgdq9++D/wO+EfwA+Hth8KPg14A07w94d0zzPsOlWEOI4i7tI5+bJYs7MxJJJJrqY444l2xRqo9FGK+YwfCmIoVKM6uJclTaly2drrorvT1tsepnGeYHFYmp9TocsHFRTdlJqMVHmkldKUrc0kpOze73bqKKK+0PlgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5D4+fHf4V/sxfBvxD8ffjb4qi0Twr4W05r3WdSlRn8qMEABVUFndmKoqKCWZlABJrr6+Tf+C3vwV+J/wAef+CbPjjwd8HvCV54h1zT9T0LXovDunR77jVINN1izvp7aJP45Ght5NqdWYKo5NAHsn7Jf7XnwP8A21/hQfjD8BtdvbrTYNWudL1Oy1bSprC+0y/t2CzWt1bTqskEq5UlGAOHU9CK9Or4u/4I2+FvH+oQftBftL+K/hr4k8H6P8Y/j3qPibwboHi7SJNP1EaYLGytEuZ7WTD27yyW0jbHAbaFJ6ivtGgAooooA8b/AGyv28f2c/2DfC+geLf2idf1OytfEuuxaTpK6VodxfO9xIyqC4hRhFGC6Au5C5dRySBXslfDH/Bwj4s1K1/4J/3Pw18NfCzx14r1rxP4v0FtNsfBHgu91h41stXsr2d5haxuYV8mCQqzYDMAo5NfZXwx+IGlfFf4c6H8TdC0rVrCy8QaVBqFpZa9pUtjewRyxh1Se3mCyQSgHDRuAykEEAigDdooooAK8C+JX/BS/wDZN+EX7Vmhfsc/ELxTrWneLPEWo22m6bezeFr3+yG1G5hM1vYNqPlfZhdSRgMsW/dgjOM177X5x/t3fGu/+NX/AAVc+EP7KPxT+CvxSt/hX8MPEmk+Ll8Q+HvhlqepWPibxdIdmmwvewQtDaWNkJzPPK7cyYRtqxs1AH6OUUUUAFFFFAHgX7O3/BSz9lX9qD4/eIv2ZvhjrviGLxd4c0x9Tex8Q+Eb7TE1LT0uTate2UlzEi3duJhs82PKkkYyOa99r81f2DtK8U/ED/gtJ8RP2k/hj8FPjToHgrWPhRNYfEC7+Nej3MP2LxENXEsFhoz3RYraCIzu0dsxts7Cvav0qoAKKKKAI7q6trG1kvb24SKGGMvLLIwCooGSxJ6ADnNeU/sY/ttfs9/t9/CGf46fszeKLnWfDMGv3mjjULnT5Lbzbi2ZVkKLIAWT5gVccEGsT/gpf8P/ANoX4sfsO/ED4XfsuaJDqXjDxHpkWm2+nza4mmG5sprmKO/iS7dWW3kaza5VJCrbWZTtJGK+ev8Ag3y8FfHv4bfs/fFzwP8AG39ld/hRBD8f/FF14e0NtUNyn2ea6y0UBMEXmW0JVY4rlQUuEAkUKOKAPvqiiigArxr9sT9un4K/sQ6b4Xvfi7pHi/U7nxlrUuleHNI8EeELvW768uY7aS5dVt7RHkIWGKRyQOApPavZa+Hf+C5Hgj4aeJ/gz4V8ReOfBP7QF/rHh681W88C6x+z5a3b6jpetvp0tvA072f7+KOQTOgYfuz8wkIU4IB9meAfGWnfETwNo3xA0jTtSs7TXNKt7+2tNY06Szu4Y5o1kVJ4JQJIZQGAaNwGVgQQCDWtXkn7BKftCR/sUfClP2sGuD8Sh4C0v/hNzeFTP/aX2ZPO83b8vm7s78cb91et0AFFFFAHiPxs/wCChn7MXwC/aG8M/st+OvEesT+M/E8EFzHp2heGrzUU0u1nuPs0F1fy28bpYwST5jWSUqpYHnAzXt1fjz/wUR+AX7ZHgv8A4LG6p8av2f8ASvjCuufEAfDtPhxq/gcXP/CM+VYai8Wu22vtH+5WJLJ5ZUSf5T9oYpl+n7DUAFFFFABXzX8C/wDgqp+zR8fv2nm/ZB8OeFviTofjc6Te6nb2XjT4balo8N1Z2kqxTTxS3USLJHvdQGXIJYYPNfSlfHn7JvgLxz8Vf+Cpv7RP7X/xB8Gavpml+GdN0f4XfDOXWNOlt/tVjbR/2jql1B5ijzIZb25RFlTKv9lOCcUAfYdFFFAH/9k=", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCP/g5Q8WfGi8/4KDx+HvGlxqEXhjSfDFlJ4ER0KQeXJGrXUsRHDOblXVm+9+6QdFWvQP2mv2qPjTrH/BJjSdfk/bD17UvGuvaRZW3jHQm8YWkssljcGSOZHt0HmLujMQbncAx3dWr9BP8AgpH8A/gz8dPiL4WHxg+HOneIV0LwfrV5pC6ijMttP51llwAwDZ2jIbIOORXq/wAUbDR7v9gXxBFq9rbtbS/CK5W780AKYjpbB9x7DaTk+lfnNXKMRi84xqhiJQ5bN2vrzJuz1Wi2Xkf0DV8Vcr/1c4cwn9nRlLAzTle1pcjS93Rv958c7r40nrufmT/wat+KPjHJ44+KHgyOW+k+H8Wk215Mjx5toNYaVUTYx+7I8CybgPvCJC33Vr9m6+T/APgmH4G/Z18ATeONI/Zf0/w5B4Ylj0ubd4YvkubeS4JvFkYyq77nwqg5YkAAcV9YV9LwtFxyKjre93+L0PgvFXiOhxXx1i8xpUPYxk4rlatL3YpXlbTmdte213a4V8xf8Fk/E/xk8H/8E2fijr3wKlv49cj0eJJ59Mj3Tw6e9xEl9IuOVC2rTEuOVALAjGR9O1598ZfiZ8NJfDfi34UD4g6E3idfB19dP4a/taE34t/s7/vTb7vM8vkfNtxz1r2MZBVcLOnzcvMmr9dV08z5Th7GSy3O8PjvY+1VCcKjg1dSUJJtS0fuu1m3pqfjv/wa4eKPjFD+1B468G6HNfv4Em8H/a/EEQj3WsWorcRpZsSfuSNGboDHLKhznYMfuTXyP/wTY+A/wd+AXi/xHoHwZ+Hmn+HbPUvCOjXl/DYK3+kTmW8XezOzMTgAAZwOcAZNfXFeHwlBxyKm73vzP01at+B9h4s8V4TjPjevmeGo+yg1CKTtzPlilzStpd7bvRJXCvDv+ClXib4x+Dv2Dfin4n+AL3yeLLLwnPJpcumRb7mFcqJpIh13rCZWBHzAqCOQK9xqK/3fYZtgO7ymxgd8GvoK9N1qMqadrpq63V1v8j4XK8ZHLszoYuVNVFTnGTjL4Zcsk+V+TtZ+TP5uv+CLvxe8a+Af2pLrw5b/ABz1LwX4X1rRLiXxRc22vQ2Mc7Qoxtt8k2VLCWTAx83zsOhav2V+AvxfbxLrsOg/Dv8AaGuPHFxFfRzTRP4ng1F4VbC4fyMbYyFP3h/eINcN/wAEqPhz+y94O8ei6/Z20jwqkmoeAEk8VS+Hr5LlmvRLakrOQ7lHBZzsOMbm4GTX2fr/AMSfhb4J8TaT4N8U+PtA0jWdfkaPQ9K1DVYLe51JlIDLBE7B5iCy5CA43D1r87yTI8Ti8vp1/rcoRv8ACr20l/iS1flufq/irxnh+MOM6uLw2BcHyRjZpc75Y3cpJJ7J23+CK26b9FFFfpJ+MnzJ/wAFVv8Agoron/BOP9nIfEi20W31fxZrl7/Z/g/RbxX8ie4ADSSzFCCIo48sQCCzFFBG4stD/glp/wAFMvDH/BQT9mfUPiv4m0200DxL4SneDxxploJPs1t8rSR3EJcsxieJScEllZHU5ADNlf8ABZv/AIJ069/wUN/ZotfD/wAOdTSDxr4R1E6j4YgurgR216XURzW0rHhNyYZX7MgBwrMR4D/wSe/Zo8Sf8E5PCXiD4KftCeTLd/FPTbldVt7JndbDU7RJhHYCaMFSJrWSVxIdoDwMAWytfJ43M8dgM/iqz5cPKLs3tdJvfvdW9D9jwuXeHeI8I3V5m82VdXSfvcl0rKO3s/Z63t/E0vbQn/ZK/wCDhzQP2i/2/H/Zy134fWGlfD7xJqr6V8PvEUaTfb5rsuqWxu1LFAtwQwUKqmNpI1YkBmr9Nq/Fj/gmh/wRL8caD/wUMufit4p1nf8ADf4VeKVvNA1SKbbPq1/EIri1tyvUCLzEaZh8paMoM7iV/aeunhnE5ljMC62L+07x6af5djm8X8H4f4LO8NT4Ulen7GPPZtrn1tdvXncbc66PondBX4Lf8HN3in4y337bmieE/F81+ng7T/CME/g2F49ts0kjH7XIhHDyeYiKxPzAJGOBjP7018gf8FQvAH7MnxB8Z/Diw/ac0/wxc2MGn65JocfijUUt42vfM00KI98iCRyuRs5yOxqeLaTqZFUd7crT9dUrP77/ACOXwf4rw/B3HFLH1sO6y5ZxtFJyV18UL9dLPb3XI/P74p/tU/Gu/wD+CQNp4kk/bH1+78d6loUNrrmht4xtHmfTpbloHVrcDzRm0Kbjnfhix5zV/wD4NYfE/wAYh8bfiT4MsJL9/AH/AAjEV7qaGLNrDq/2iJLYhj9yR4PtOQPvLEM/cXH6kXen6c3/AAT5liubOERn4NMsitGANv8AZOCD6DFeWf8ABLXwH+zV4B1HxvYfss2HhmHw/caZost1J4W1BLqCS78zUVfdKrvlwoQYLcDHAzXh4fKsRgs+wntK8p8yk9b6WW2rejufUQ8ScBV8PM6yuOXRjLE1lNSilyQ55JpPRO8OX936va2v15RRRX6Cfg5hzfE74a2/j2L4VT/EPQ08UT2Zu4PDb6tCL+S35/fLblvMKfK3zBcfKeeK3K/mH/aR+Mf7VOg/8FQvFPxO8QeL9a0b4k6d8RZ4LW/eRbeeyRZTBBGm75EiFuURQfkMZ5ypJP7OeCfjp4TPiaOw0H9s668Q3d4Gt7fSbjx7Z3XnM39yOMBy/HG05618QuNsPCVSNSjK6bStbZd72s++5+v8e+FFTgujl9SOLjV+s0ud2+zLS9t+aD5lyy0bs9EfblFYvw8udbvPBOm3XiIP9se3BmMgwx5OCwPQkYJ962q+yoVVXoRqJW5knZ7q6vqfkdSHs5uPZ2PJf28vEHxc8K/sZfE3xJ8Bxef8JfZeDL6bQW06HzLhJxETuiXu6jcVwCcgYBOBX4o/8G33i740Wv8AwUZh0PwZd6jN4e1nw5qEnj5EUyQtBHC7280xP3WF20Kq/wB7MrL0dq/oIr4P/wCCXHw9/Zj8H/GBdY+AOmeF49W1LwFdt4zm0HUEuJjefadPbbcYdzE4ZpTsO3BLccV8xnVCU8+wM1JrV6emv47PyP17gjjfC5D4e55k9TB+0liYxSnZWjf3ff6+4/fp2+323PzJ/wCC/vjj47Sf8FQNfj8Z6lq1rbaBa6cfh6cNEILLyY5RNbFepN155Mg+behGfkAH7zfso6v8UPEH7MPw81343W9xF4xvPBWmTeKYru3EUq6g1rGZw6DhG8wtlR0ORXyl/wAFRPh9+zF4z+NdpffHbTfC9zr2n/DqSTwPHr+oJFM1359yT9niZ1899yxHbtfnbxzz90WJLWULMckxLkn6Uskw8qWeY68m9Y/+TXf4bLyDj3jjC8R8D5HllPB+ylhoSTnZWlZKHueUmuad/t97XctfnV/wcw+J/jFoH7B+mad8PZb+Lw9qvjC3tvG8tlHlTaeW7wpMw5WNrhYvYsEUnkA/orXjX/BQHSfAuvfsleKdG+J0di/hy6m0yPXF1OcRW5tTqVqJfMclQibc5bIwOcivbzmk62VV4J291/gr/jsfE8DZ1S4d4wwOZVKPtY0qkW4d9baf3le8f7yR+Qv/AARI+OvjHRfgz438EeLf2pdU8IaDpN7DJ4S0tfFtrYRG6mSZ7nYs4LMCwgJAwoLE9WavnT/gnp8XP2otd/4KoeAviFoXijWdW8deIPiDDH4ovFImmvrWaYDUfNA+Voxb+cx42oqBlxsUj93P+Cafgz4K+D/g54j0H4DaVocPhOLxm7aSNBmSe1YNp1gzskiswfLl8tuPORnivGvht8P/ANmK1/4KOz+PPDmm+Fz8UJPiVqsetTW+oI+qR2ZsbtV3w7y0SFRCN2xcgryd3P57DKsRTw+BryryanOCUdfdv216eiP3PD+LeW0s/wCJa/8AZaf1um0lZXjypw/eq3wzb5qlm/fSWt7r7zooor9UP5hPhz41+PI9P/bX+LVp8bfGcmmabpXgzSH8KQanPHb2sWgtbu19dwFiBITe+YkznO3ybdTgFd3m/wC3V8Qv2rbP/g390jxJaSa5F4h1Hw7plr4vuvsAhvRocjmNpJkUAxeZB5AlIAIWVwwUFse3f8FJPgF8GPjr8RfCw+MPw407xEuheD9avNIXUUZltp/OscuAGAbO1chsg45Feu/E2ztdV/YI13T9RgWaC6+ElxFcRP0kRtMYMp9iCR+NfD0MHOWa5lD2j1iv/Jlf/wAl2XkfqGD4oynLZ5Vjo4VTnTqUZTjJRUbUFyWi1dv2vxzckrTS0la5+X//AAar618Vh8RPir4ctre5bwOdFs7m8lNuPJTVhNshAk6h2gM+VHUIpOMDP7QV8w/8E7/gn8JvgHr/AI78DfBrwFYeHdJaDSbl7LT1ba8zG8DOxYlmJCqMknhQOgr6er1+FouORUdb3u/xehw+KXE+F4w44xWaYej7KE+VJaXfLFLmlbTmdtbeSu9wr+Wj40fGX9rDRf2+PF3xN8ReKta0n4of8JZf2l/dSMsFxAzb7ZrfDfIsXkHygp+QR4A+XFf1L14x8Yv2Tv2cIvEXi79qmP4O6KPiHL4Ov7R/Ff2c/ajF9jeLrnbu8sCPfjds+XOOKOIMorZrCl7Opycjv/wfVdPV6nreFviHl3AP9orFYNV/rNL2cdtHr7sr/wDLud/ftd+7HRngHhvxxb+D/jXZ6VB8RDpF1qvgSygsdJGqJCdSKzzsdsZw8rxgcbOVDtnrX2j4GuNauvB+nXPiFGF69ohuN4wxOOpHYkYJHrmvB/2OERviRqrMgJHgTRcEjp++va+ja83g7AVKeDji3VbU00o9FaT8/wBFuz4DOK8ZVnR5VdPfq9Arw7/gpV4m+Mfg79g34p+J/gC98niyy8JzyaXLpkW+5hXKiaSIdd6wmVgR8wKgjkCvcah1AsLCcr1ELY/I19dXputRlTTtdNXW6ut/kcuV4yOXZnQxcqaqKnOMnGXwy5ZJ8r8naz8mfza/8EXvif4n8B/tZT6dD8ZrzwXoGr+H7n/hJdRt9ZgsRKIlLQK00wIz5zLgDk5PbNfo18ctB/ZJ8feBfGHxe8ZfFuy8X+ItG8N7rXxlc+KLfUdW0JoS8lkbJ4z/AKNILrDRrGAZZWCnfnbXrn/BND9n/wCCvwX8e2d18K/hppmhy+IfhtHea3JZxsWvJ/NtDvcuSeC7kAYA3HA5qP8A4KJfs/8AwU+Jfxu1D4gePvhppmraz4W+G1pP4ev7uNi1jJ9p1N9ygEKTuRGG4HBUEV+Sf2XiP9Xlivby5ea3Jrb4rX3+ex+5cXeImXcS+I/9p0aM8PBQim4cvtJ8qvaVmlq7RveVoqL5ZW5T6v8A2fdS+IesfATwRq/xctZIPFl14Q02bxPDNAInj1FrWNrlWReEIlLgqOB0rr6KK/XoR5IKN72PwTEVVXxE6qio8zbstld3svJbIK+av2zPFujfDWfUvFulWhur9LKJY9OQIPtV/K4itoVyygtJI8anJH3s5r6F8VeJdO8I6FPr+qMfKgUfKv3nYnAUe5Jr5e8P+AdS/aW+Pd5NrKSf2b4NtDqskhYKk+uXKulmhBjO5YIPOkbDDDTwHBI4+S4qf11U8vpRUqknzeiinr89l8z0spXsXLETdorT1b/yPW/2I9P8J2X7L/hS48JzNN9us3u9YupoEjmn1SSV2vmmVGYLL9p85WXc20rtyQor1avn/wDZHi1rwN8QfFfgeUL/AGLrNz/a9hDvRWs784S8i2BAdshWOYHLHeZ87crn6Ar2slxlLHZZTqU1ays12a0a/rocWNozoYmUZa9b90wr8Ff+Dm/xP8ZL/wDbb0Twl4wlv18HWHhGCbwdBJHttWklY/bJEI4eQyIisT8wCRjgYz+9VfKv/BRj4DfBz49eOPAWk/GX4d6f4jtdL0bXbzT7fUVYpDOJdMXeArDPBIwcg9xXn8W0nUyOo07crT9dUrP77/I/QvCLi/CcE8a0syxND2seWcbK3NHmXxRvpfSz1XuykfJ37H3xg0H4k/sReDtC/aL/AGyr6OfVPC7Weu+Hbv4g2dnG1lukijt5I02vGjWwjUjcGKsckEmvd/2EfCfgP4aft16/4N/Zz8P6dpnhW9+FVvd+OtP8O2cK2EGpJdxJpLsY/wDVzy2j3x2jG+ONJCCSGb3u503Trj/gnzJbzWELI/wbKshjGCDpOMVwH/BOP4F/B/4AeJ/G3hL4L/D7T/DmnXWjaHd3Nrp6tiWdpNSUyMzlmY7VUcngDivCw+VYjBZ9hPaV5TupPW+iS23ejuZVuJ8NisFmdWNN01Wk7Uo29kued7vVa09ORKL1SfMuWz+qKKKK/Qj83PH9U+Df7El5+17ZfFPV/D3ghvjUmj5sZ5r6EaybMRvF5q25fcyiPzE83YSFBXdgYHri2tqjBktowR0IQV/MX+0j8Y/2qdB/4KheKfid4g8X61o3xJ074izwWt+8i289kiymCCNN3yJELcoig/IYzzlSSf2c8E/HTwmfE0dhoP7Z114hu7wNb2+k3Hj2zuvOZv7kcYDl+ONpz1r4WHGWDoSqxlQafM9ra+ctrPvuftHiL4aZhwtQyydXHrEKtRTV23yWs+WGr/d+97j0v72iPtyisX4eXOt3ngnTbrxEH+2PbgzGQYY8nBYHoSME+9bVfa0Kqr0I1ErcyTs91dX1PxqpD2c3Hs7Hkv7eXiD4ueFf2Mvib4k+A4vP+EvsvBl9NoLadD5lwk4iJ3RL3dRuK4BOQMAnAr+fz/gjz8UfGHgj9sy3Nt8Y73wjpGtaPex+K9Yh1mGzMsKxNLGrzTggZuFh6fMT7E1/S7XnXwU/ZJ/Zr/Zy1jxDr/wO+DOieGrzxXeC68QT6bbbTeSBnYZySFUNI5CLhRuOAK+fzvIsRmuLpVadbk5L97rzVmtej1Wh+r8FeI2XcLcE5tklfBqrPFpKMtLLS3v31tD46dk7Tvte58J/Grwj+xf8YvB/i3x38YfippPj2707wnJFP4h1rxRbaneaJaKzPGbXacW7eeVKlVDSSFUJYELX3j+yfq/xO1/9l/4d658a4LmLxheeCdMm8UR3tsIZlv2tYzOJIwAEfzC2VAGDkV8y/wDBSP8AZ/8Agp8WPitceKfiT8NNM1rUPC/w0kutAuL2Nj9im866beqghWO6ND8wI+UcV9q2JLWULMSSYlyT9K4eG8HUwea4ynOo5uPIm31um7vV6rbc+ZzvOKWL4cwmGXM2pSl71rU0vdUKerdpaOekdVFKPu3ctfnV/wAHMPif4xaB+wfpmnfD2W/i8Par4wt7bxvLZR5U2nlu8KTMOVja4WL2LBFJ5AP6K15F+3X4S8N+PP2XfEPgrxjo8WoaVqt5pVrqNjPnZPC+p2quhwQcEEjgg19DnNJ1sqrwTt7r/BX/AB2OTgjPKPDfF2CzOtSVWNKpGTi+qv0vpzLeP95I/H7/AIIZ/GbWvD3wt8beDfGX7Tl/4K8O2esWs+g2EPim005JbmWOT7U4EoLOdsdtk/dHbkmvqfVvBnwN8MfEj4a/F79nO+03WPiXqfxisfsfinTL2HU9U1oXM6JrS3E4LGWJdOe4eT+GBUQqI88/Wv8AwT0+FPw3+EPw28V/D34ZeC7DRdE0/wAat9j06ziwke/TdPdjliSSWZiSSTk15F4A+AfwZ0T9vCP49aT8ONNg8Zaj8UtWtL3xCqMbiSAWV6uzltqjbGgJUAkLyeTn89hlVenhsDXlXk1OcEo62jfXTV7eiP0POeOsDm/GmZ5rToyowmpNQja1S0VFRq6pcs9ZVLc922kteZfb9FFFfqh+Jnw58a/Hkdh+2x8WrL42+M5NM03SvBmkP4Ug1OeO3tY9Ba3dr67gLECQm98xJnOdvk26nAK7vKP2Yvjt4d8Y/syeEz8Zf22L+W61DQQmr6Lq/juwt1mtmLKkM0AClA0GwMnBG4g4Oa+9/jp+yd+zf+0zf6Bqfx7+Dui+KrjwveNdaDLqtuXNpIxQtjBG5WMaEo2VbYMg4rvzZ2hOTaxk/wC4K+Mr8L4ytj61eOKcFN30vf0eq0Wy30Pt8ZxHlFXKqNKlhv3tqam2opR9nDkXI1dv2nx1LqPvJfFueU/su+ERYnXPHu6UjWltII92PLZIBKQ6cc5M5GckfKMdDXrVAAAwBRX0uW4JZdgYYZSvyrfa+tz4/E13ia8qjVrhWb4x08at4S1TSzYpci506eI20mdsoaNhsOOcHOOPWtKiuyceeDje1zGL5ZJnjf7LvgX+yNa1nxe1vPD5unWmmRwyJtQLA878AjOQZSp57Adc17JRRXDleAjlmAhhlLm5b67btv8AU3xVd4qvKq1a/wDwwV4x/wAFD/EPxL8K/sUfEbxB8I7rU7fXLbw+zR3eiQebeW1sZEF1NAuDmVLYzOpAJDKCASAK9noIDAqwBBHINddem61GVNO101dbq63+RrluLjgMxo4qUFNU5xk4vaXK0+V76O1noz8zPiJ8afBHhD4//CTwx8Of2kf+EY0W78J6q2pz6N4ktLeKTSFgg+xSPPJuwGnWMR4P7weZjcFYj1bwQngX433Op+FPDXxuk8b6lq1nHY398PElvqN1bWxMgRcxDEaKZJWG5cZZiSRwPpn4Ffsl/s2fsyf23/woP4NaJ4W/4SO9F3rX9l2237VKu7aTknCrvfagwq7mwBk16DHBBEcxQopPXaoFfEUODsUqEadXFPlTvypPl3v1f6bn0mb5/ldWvFYCi+WEeXmmoqcm3KTclG6uublXvP3YrbZPooor7w+OMrxr4Ts/G3hyfw9ezNEJcMkyjJjcHIOD1+noab4H8IWXgfw5D4fspmlEZLSTMuDI5OScDp6AegHXrWvRXN9Uw31r6zy+/blv5XvY09tU9l7K/u3vbzOT8P8Awk0fw/46uvG8F9I7Tl2htmQBYmc/Oc9/b0yevbrKKKMNhMNg4OFGPKm236vcKtapWknN3aVgr4p+Onju5039vDxvZfF/xc2m6RpPw80yfwZBqdwlvZDTnaZ9Uuo2YgO4migWZjyiRw52qQW+1q89+P37KP7OX7U1po9j+0L8ING8WRaBem70dNWgL/ZpWADFcEZVgq7kOVbauQcCuDPctq5rl7w9OfK7p+Tt0f8AW9j3OHMxy/LsZP67FunOLi3FJzj70ZKUVJpX93leq92Utej+Af2Wvjr4X8X/ALM/h+L4p/ts6kBd2Vzby6PqnjmwtBJpouJo7aKa3CgxhrQQhk4bDHODmvuD9lbwtDBPrfxBtndodXs7G1tmUgxPFAbh1dCB8wP2kjOSDgY6HPra2FiihEs4gFGABGMAVKAAMAYA7CvOy/hytg8dDE1cTKpyJpJrurdZP+rE5rnNDMKtZ0aCpRqScrLaKbukrJbbLyCiiivqTwTzu/8A2TP2btT/AGgLf9qjUPg5os3xCtbP7Lb+KntyblIvLaL12lvLZk3kbtp25wAK9AW1tUYMltGCOhCCpKKiFOnTvypK7u7dX3fmdOIxmLxagq9SU+SKjHmbfLFbRV9oq7slogoooqzmCiiigDwz9qT4d/8ACb+J00xdJkDa5oTaS19bKTIUdpMpk5UbfMZhx3JOQK9xgiEMCQg5CIF59hTqK83B5dHCYyviOa7qtO3ayt8zprYl1qNOna3Lf53CvmL/AIKUeJdf0AfCa1vdbutN8GXvxIiTxhdxEJAWS0nl0+K5kJHlwvfJbjkgM4jUn5gD9O1h/Er4a+A/jF4D1X4YfE/wraa34f1uza11XSr+PdFcRN1UjqDkAgjBBAIIIBrXMsLPHYGpQjLlcla/9dO/kdmSY7D5dmlOvXhzQV01o3aUXG8b6c0b80b6cyR+dnhn4+aNa/tSfFPwm37XV74Y0DTU0Xy7C08WWVhAmrtbypeopcFpGWKGyDgk7HLLwQQPob9mHQ/CPxA8X6H4j8GeN/8AhIrTR9YudRutbttUivftN00E8T+dMmVLn7QSQMHgdq9++D/wO+EfwA+Hth8KPg14A07w94d0zzPsOlWEOI4i7tI5+bJYs7MxJJJJrqY444l2xRqo9FGK+YwfCmIoVKM6uJclTaly2drrorvT1tsepnGeYHFYmp9TocsHFRTdlJqMVHmkldKUrc0kpOze73bqKKK+0PlgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5D4+fHf4V/sxfBvxD8ffjb4qi0Twr4W05r3WdSlRn8qMEABVUFndmKoqKCWZlABJrr6+Tf+C3vwV+J/wAef+CbPjjwd8HvCV54h1zT9T0LXovDunR77jVINN1izvp7aJP45Ght5NqdWYKo5NAHsn7Jf7XnwP8A21/hQfjD8BtdvbrTYNWudL1Oy1bSprC+0y/t2CzWt1bTqskEq5UlGAOHU9CK9Or4u/4I2+FvH+oQftBftL+K/hr4k8H6P8Y/j3qPibwboHi7SJNP1EaYLGytEuZ7WTD27yyW0jbHAbaFJ6ivtGgAooooA8b/AGyv28f2c/2DfC+geLf2idf1OytfEuuxaTpK6VodxfO9xIyqC4hRhFGC6Au5C5dRySBXslfDH/Bwj4s1K1/4J/3Pw18NfCzx14r1rxP4v0FtNsfBHgu91h41stXsr2d5haxuYV8mCQqzYDMAo5NfZXwx+IGlfFf4c6H8TdC0rVrCy8QaVBqFpZa9pUtjewRyxh1Se3mCyQSgHDRuAykEEAigDdooooAK8C+JX/BS/wDZN+EX7Vmhfsc/ELxTrWneLPEWo22m6bezeFr3+yG1G5hM1vYNqPlfZhdSRgMsW/dgjOM177X5x/t3fGu/+NX/AAVc+EP7KPxT+CvxSt/hX8MPEmk+Ll8Q+HvhlqepWPibxdIdmmwvewQtDaWNkJzPPK7cyYRtqxs1AH6OUUUUAFFFFAHgX7O3/BSz9lX9qD4/eIv2ZvhjrviGLxd4c0x9Tex8Q+Eb7TE1LT0uTate2UlzEi3duJhs82PKkkYyOa99r81f2DtK8U/ED/gtJ8RP2k/hj8FPjToHgrWPhRNYfEC7+Nej3MP2LxENXEsFhoz3RYraCIzu0dsxts7Cvav0qoAKKKKAI7q6trG1kvb24SKGGMvLLIwCooGSxJ6ADnNeU/sY/ttfs9/t9/CGf46fszeKLnWfDMGv3mjjULnT5Lbzbi2ZVkKLIAWT5gVccEGsT/gpf8P/ANoX4sfsO/ED4XfsuaJDqXjDxHpkWm2+nza4mmG5sprmKO/iS7dWW3kaza5VJCrbWZTtJGK+ev8Ag3y8FfHv4bfs/fFzwP8AG39ld/hRBD8f/FF14e0NtUNyn2ea6y0UBMEXmW0JVY4rlQUuEAkUKOKAPvqiiigArxr9sT9un4K/sQ6b4Xvfi7pHi/U7nxlrUuleHNI8EeELvW768uY7aS5dVt7RHkIWGKRyQOApPavZa+Hf+C5Hgj4aeJ/gz4V8ReOfBP7QF/rHh681W88C6x+z5a3b6jpetvp0tvA072f7+KOQTOgYfuz8wkIU4IB9meAfGWnfETwNo3xA0jTtSs7TXNKt7+2tNY06Szu4Y5o1kVJ4JQJIZQGAaNwGVgQQCDWtXkn7BKftCR/sUfClP2sGuD8Sh4C0v/hNzeFTP/aX2ZPO83b8vm7s78cb91et0AFFFFAHiPxs/wCChn7MXwC/aG8M/st+OvEesT+M/E8EFzHp2heGrzUU0u1nuPs0F1fy28bpYwST5jWSUqpYHnAzXt1fjz/wUR+AX7ZHgv8A4LG6p8av2f8ASvjCuufEAfDtPhxq/gcXP/CM+VYai8Wu22vtH+5WJLJ5ZUSf5T9oYpl+n7DUAFFFFABXzX8C/wDgqp+zR8fv2nm/ZB8OeFviTofjc6Te6nb2XjT4balo8N1Z2kqxTTxS3USLJHvdQGXIJYYPNfSlfHn7JvgLxz8Vf+Cpv7RP7X/xB8Gavpml+GdN0f4XfDOXWNOlt/tVjbR/2jql1B5ijzIZb25RFlTKv9lOCcUAfYdFFFAH/9k=", "info": {"equation": "0+6*8=48", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "834a4d7ff350c26c8b0144c0c09c65c74b1cbb0434e0a661a0a025adc26c4dfc"} +{"episode": 72175, "episode_seed": 1501999130, "split": "train", "timestamp": "2025-10-28T03:49:50.437050", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1501999130, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 5, 4, 8])", "action": "('move', [3, 5, 4, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "20+3*6=38", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "20+3*6=38", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "562e70c883eb25c6e62eb2ba8a8069141e1064af023c58228e95b17d273b37f1"} +{"episode": 72176, "episode_seed": 3206276585, "split": "train", "timestamp": "2025-10-28T03:49:50.488952", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3206276585, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 6, 2, 8])", "action": "('move', [3, 6, 2, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/KKKKAP5+P8Ag5B8aftC6r+33d+C/iZLqcfgjStJtJPhzbTQ7LSSCW1hN3NERxI5uhKjMfmAjRegXP21/wAGyHjf9oXxR+yf4p0T4nT6pceCtF12C3+HlzqMXyBSspvIYJD8zxJJ5XHKqzuqnO4L7H/wVS8C/sx+PvHvwx0r9qy28MyeH4tN8QS2f/CU6qtnALsNpgXbI0keX2GTC55GTjjI9Q/4JxaF4K8Mfs5y+HvhvYWFr4es/F+sR6Jb6Vt+zJa/bHMflFSQVKkEMCd2c5Oc18JgMLKnxnW99v3XL1vbR+Svp6I/oLiLxKwOa+DGC4fjl6hODhH2llyJ03rOHX2k7fvP8c9Xc96ooor7s/n0+fP+Cqni74/+BP8Agn98S/Fn7MP9ojxnZ6PE1hLpFv5t1Bbm5hW8liHUOlqZ3DL8y7dy8gV/Nt+zP8WfjL8JvjxoPjv4JePdS0LxPJqAt4dVsbxY5Cs52SK7yfIVZWO4yfL3PTI/rMryX4TfsIfse/Ar4pan8a/hD+z34c0DxRq4nF9q9haEORNJ5koRSSsQZhyECjHHTivls94fxGbYylWp1uTl066a3vG3X7tlqfuvhh4t5TwFwvmGV4rAKvKvdxfu2lePLyVb6umt0lf4pK2tz8y/+Ctv7SfjbQP2T7m2+An7aOta82qa1Hp3ifT7fxxZ3jSaTNBOsoKRASBTJ5KsV5wxB+Umvjv/AIId+Nv2hfCv/BRfwHo/wEm1N4NZ1KO28bWVlF5kEuibwbl7hT8oSNfmVzgq+3b8zBW/oN/a0srI/sq/E1WtItp+H2tBgUHI+wzV8hf8E/8A4WfsZfD/APaf8O6j+yVpPgyN7vw3q0evXPhTVo71zgWbRpK6yyFBneQuQCQTg44+cxWUYnBZ5hIVMRKbk93e6s1otXuerwb4o5dk/hlmeTyy1TlNP3klyP2i5U6ul7xteFr30Xu2ufoFRRRX6YfzqFflh/wUg/4OKdR/Zo/aLvPgN+y38NtA8Tr4VuprHxlq/iRblUa/jk2SWtssToR5RV0eRtwZzhVwm5/1Pr8Zf+Cpv/Bv98fPH37S2u/H79kN7LWtH8aX93rPiLTNZ1ZIJ9Lv5ZTLOUL/AOuhkZ3dQuWTDLjAQn57iWrm1HAKWB3T962rt5fr/wAOfr/gxhfDzF8TzhxbJKnyP2fO+Wm59edq1ny35btJvz5Ufp/+xN+2T8Kv26v2etL/AGhPhS1xBaXbNbappl4v77TL6NVM1s5xhiu5SHXhlZWGM4H5wftD/wDBz7L4P/aYfwz8Afg/o3iT4Y6XfRW99rOovPHqGrKrnz5rXDqkKFeIxIjE7dzYD7F+gP8AgmF4e0//AIJz+DJf2PvGOsjVrDXI5de8OeIYrOWMXmq/Z0W/09sBkTAgWaEkhmjMgIJiJP52eOv+CE3xq8e/tl3Pwa/Zrvrafwhc28Or3OtarOf+KcsZ7hoxFcE4M0g2SmNVJaVYmJ2kNj53HcQ5hisHhYYKV6s7uSitbry6J639Ox9j4f5J4Qf625ss7l/scL/VnVk4xcG3zNtWbmly8ierTlpzWt+73wE+OXw5/aV+Dvh/46/CXWHvvDviWwF3ptxJCY325KsjoeVdHVkYdmU8nrXX15/+yv8As6eDP2Sf2e/Cv7Ofw+vby60nwrpv2W3u9QkDTXDs7SSSvjgF5Hdto4XdgcAV6BX31B1XRj7X4rK9tr21t8z+fczjl8cyrrAtugpy9m5fE4cz5XLz5bX8wr8u/wDg6E8aftC+H/2efAvhr4fy6nB8P9a1a8j8fz2MP7p50+zNYQzyDlUY/aWCn5WaJc8qor9RK8V/4KF+FvD3jj9k3XvBvi3SIr/S9V1jQrTUbGfOyeCTWbJXQ4IOCpI4IPPBrz87oPEZRWgpOPut3Xlrb52s/Jn0XAPENDhXjHBZrWoKtGlO7g+t043V9OaN+aL6SSPwi/4Iw/G/4m/D79pKTwDp3x51TwX4I1fT7i68Vtba7BYwPJDA4tnLz5UP5rovy/MwODlQcdj/AMFwvjv8SfFXjrwz8M9G/aQ1Xxp8Pn0ePUVt5PElvfwLqyzXEbljBjDLC0WA/A3kr1av1W/YA/Z++CnwA+PPinwp8GPhppfh3T7vwXYXV1b2ERPnTfbbtd7M5ZmIUADJwO2Mmug/4KneEfgh4r+EHgvQPj/Z6GfCM/xGg/tUa9eLa2nGmaiY98pZAv7wJj5hk4HOcH89w+T4qtw48UsTJRSk+TW2jenxW1tfY/asV4u5TX8YqWfU8sTglGFvd9q7q3tNmvaK9lr8KUbrdfCP/BrP43/aFvtd+IfgK5n1Sf4W2OmpcwfaIt1paa28sY2Qufuu8G9nRePlRmwSpb9jq+WP+CX3hD4L+BtC8feH/wBnvTdDtvCS6/ZS6Yvh24Sa0kLadAZHWRWYSEuGBbcTkYzxgfU9fc8M03TyOjdt3V9el3t6I/JfFDiShxXxxi8xpYf2MZNLl+17qS5p2053a8uz0u7XZRRXE/tKap8UND/Z28ea18ELKS58Z2ng3U5vCVvFbrK0uprayNbKEb5XJlCAKeDnBr3Jy5IOVr2PhsLQeKxMKKaTk0rt2Su7Xb6JdX2NCP40/Byb4jP8Hoviz4ZbxdGu6TwsuvW51JR5Ylybbf5oHlkP937pDdOa6av5IY/iz8bPD/xub4y/8Jtrtr4/ttfbUJNdknddQTURIWaRmb5vM35BB9wRjiv3N+Gfx903UPhp4dvviF+3zqlv4gn0Czk16D/hZOnJ5V60CGddqqQuJC4wOBjAr4bD8cYeXN7ajJa6ctnp53tqftfib4MVPD+ng508ZGsq0XdNcrUo2u4pXvB30e667n6I0V4V+zx8RvEfj/xFa63oPi86/o13CTNfwXi3Fu6qCodXQlM7lI+U8kN3HHutfT5RmlPN8K68IOKu1r5df663R+L4vCywlXkbT0voFFFFeocp/Px/wcg+NP2hdV/b7u/BfxMl1OPwRpWk2knw5tpodlpJBLawm7miI4kc3QlRmPzARovQLn0b/giv+0X48l+BOu+Dfiz+11rPhfw94e1C3tfBWnSeMbSxVI2EslykazAuyBmix/Cu4he4H6Hf8FIPgP8AB79oP4ofDTwh8avh/ZeItMtdG8Q3dvZ3xcLHOsmloHBRlOdrsOuOenSu7/4J6eCvCHgf4CXngzwf4astN0nSvGut2unafaQBYreFL2QKij0H5k5JySTX5rPKsRieKa9GnXlB25uZXvZ8vu7rRX09Ef0LnPirlOYeEOD4eWXxVSnyRcvd5VyX/eR0b56lvful8U9Xc/nb/wCCinxa+LPxZ/a08XXHxU+J+o+K00fWLrTvDOoX+ox3SjSUnka1Ebxfu2UxsrZXkliW+bNfuj/wQX8b/tDePf8AgnR4b1j9oefVLieHUri28J3usRbZ7rREWIWz7j80ibvNVHblkRcZXax5n/goT8Lf2MviB+2JYJ+1bpngyWS28AaWPDqeKtXS03FtR1HzREGlTzekWR82Mr0zz9O/sPW8Fn+yN8PrO1t0hih8M28cUMSBVjRQQqqo4UAAAAcACurh3BVMLxFiKcqjk4rV/wA17avV7C8RPEzAcT+G2WZVSy72MoNe9Zcq5E4tUrK9pby2tt7269Uooor9AP57CiiigD+fj/g5B8aftC6r+33d+C/iZLqcfgjStJtJPhzbTQ7LSSCW1hN3NERxI5uhKjMfmAjRegXP2p/wbBeJfjrq37Jni3QfHlte/wDCEaX4jjXwFcXVoERmkEr36QvwZEWXyyeoV3cA53Bff/8AgpB8B/g9+0H8UPhp4P8AjV8P7HxFplto3iG7t7O+LhY51k0tA4KMpztdh1xz9K7/AP4J4+E/DPgP4BXngnwXoVtpekaV411u103TrOIJFbwpeyBUUDoP1JyTkkmvg8BhZU+NK3vt2i5et7aPyV9PRH79xD4oZZm3g5g+G4YFQq0+SLnpyr2bfvw6+0qW99u3xT1dz3WiiivvD8BCiiigD4d/4OEfGn7Qvgj/AIJ36jd/AKXU4Yb3xBb2Xjq70mHdJBoUkFwJizD5o42mFtG7L/DIVPys1fkT/wAEQfEvx18O/wDBST4exfAu2vZm1HUBaeLorW0Eqf2EzIbxptwwiKqqwfIIdUxliFP9C/7W0ccv7KnxNilQMrfD7WgysMgj7DNxXyz+xn+y/wDs+fs7ftR+Fbv4IfCXSfDc2r+GdYXUp7BXMlwqCyKqWkZjtBYnaCBnnGQK+Dz7CylxLhJc7XM18uV9PU/fuBfFDLOHfDHMshrYFVKlTmtLTllzq37y+r5N42vfRe7bmPueiiivvD8BCggMCrAEEcg0Vwvxm+J9v4R0yTw/pczf2pdQjYygEQoSQWOe+AcD3zXJjsbh8vwsq9Z2S/F9l5s2oUKmIqqEFqzwb9pHxv4G+EA13xbbiW4sLKdY7axtggkubuRxHHawAsAzPK6ovI+96DNdZ/wTY0/w5L8EtS8X3MSnx1qviS6HxMaa3iSe31aJthsyEkkxBBF5awAucwlJOsrZ4P4M/Bef9pz4oal498QwSw+Ffh9eTWHhNJGATUPEAjaO5virRZMdssjWyENjzTcHGURq0PAWneKPgv8AtLr490WNFsNct00jx/pRkji80wuRaX6Ex5eSHzJUYF13QuMbjGin87yao8qx8MZiaajCvez/AJbu69F+noz6LGRWLw8qNOV5U7X8/wCvzPrOikVlZQykEEZBHelr9PPlwr49/wCCn3i/xR4f+LfwP0fxR4hvdI+Ft7r+oz+L75GWKyk1e3jgl0eC9nJHlwtKLiQAkK8sMQOSFB+wq8V/4KGeFfDvjn9k3XvBni7SItQ0rVdZ0K01Gxnzsngk1myV0OCDgqSOCD6GvLzui8RlNaCk4+63deWtvnaz8me5w3jsPl2c0q1enzwfNFrS6U4yhzRvpzQ5ueN/tJarc8B+Fnj/AMYS/wDBTLwV4M+E/iCe+sB4J1WL4s6baRRTW2nWiqJdMkuH+9bztcu4RMhmjdiFK5YfIX/B0r40/aFh+KfgHwBNLqcPwrn8Pi9tVjh22d1rqz3CTCRx9+SO3+zlVb7olcr95sfc/wDwT8+AnwZ/Z6+PXirwr8E/hxpvhvT7zwXp91d2+nI37+b7bdqHdnLMxCgAZOAM4xk11/8AwUs+F/w++Mvw68CfDr4peFLbW9Dv/iNF9s027LCOXZpWpSJkqQwwyqeCOlfH4XCyqcEz99r4pfJP4fR2v6s/S+G+M8m4U8RcHj6eF9rRoR9m21FVJOXNJ1bXcVOPPyxXM/cjGPN1X58/8Gr/AIl+Or+J/iX4QW2vX+GaafFdvM9oPs8eul4kVUlPO9rYMWQZGEjJxld37K18y/8ABOD4WfDn4Lx/EX4d/CjwbY6Doln4hsXttN0+MrGrPptuzscklmJOSzEnpzgCvpqvpuGKbp5HRu73V/S72PlvE7ibDcX8bYrNMPQVGE2ko6XdklzStpzS3dvS7tdlFFcT+0pqnxQ0P9nbx5rXwQspLnxnaeDdTm8JW8VusrS6mtrI1soRvlcmUIAp4OcGvcnLkg5WvY+IwtB4rEwoppOTSu3ZK7tdvol1fY81s/2ev+CbcX7Y83xGsfCvw3Hxu+0NeTRpqcB1dZjbAtObPzMiQwneZPL3ENvzklj759js/wDn1j/79iv5JY/iz8bPD/xub4y/8Jtrtr4/ttfbUJNdknddQTURIWaRmb5vM35BB9wRjiv3N+Gfx903UPhp4dvviF+3zqlv4gn0Czk16D/hZOnJ5V60CGddqqQuJC4wOBjAr4PB8Z4KHPzYdxu2/dS183tr3P3fxY8J8y4OhgalXMvrPPDkXO3eHJbSCbl+7973drdtT9EERI12xoFA6ADFLXhX7PHxG8R+P/EVrreg+Lzr+jXcJM1/BeLcW7qoKh1dCUzuUj5TyQ3cce619VlGaU83wrrwg4q7Wvl1/rrdH4Xi8LLCVeRtPS+gUUUV6hynwh488Y+J7v8A4KU/Efw98YvEV5a/2f4f0uH4R6TfssNrcaRLaxzajcWgyPtExvYnWVuWRIIwdqgE9p/wS58e+MfHHjf43yaXr9xrHw0h8bW0ngTV2iiNtLdy25bVY7WeP/j4gS5C4bLKGdwGJ3BZ/wDgpB8B/g9+0H8UPhp4R+NXw/svEWmWujeIbu3tL4yBY5xJpaBwUZTna7DGcc9Old//AME8PCXhjwF8AbvwT4K0G10vSNJ8a63a6bp1lEEit4VvZAqKB0H6kkk5JJr4PAYWVPjSt77douXre3u+ivp6I/RMyzjJ8RwunChavOFOk1yx5Iez5b1INPmc6ns1zXirc9T3pc2n4Gf8FlvGn7Qvi3/goh8RrT9oWXU1m0jxBdWXhO0v4fLjg0JZ5DYmBR8vlvCVk3D77OzN8xOP2W/4IDeJfjr4m/4JteF5fjjbXqLZahcWng2W/tBE82hRrELZhgAugbzVR2GWRFxlcMW/tt/sx/AD9on9sKOb44fCrTPEraP8PtJOmHUfM/ceZqGp78BGUENsTIbI+X3Ne/8A7D1vb2n7Ivw9tLS3jihh8M28cMMSBUjRQQqqBwAAAABwAKMjwsqPFGKTm3yr7+Zp6+h91x/4oZZxR4bZbktHAqlUpct5acseSLj+7tqufeV7W2974l6rRRRX3h+AhRRRQB5B+0/4cF9quheKH0RZG063uoIdQVWLQLM0JkjOOArGGI890GK6H9m34fv8O/hu9hKLhZdS1m+1SaO5ADRvcTtKVxgYA3cA8+td9RXj0cojRzipj+dtzSVrbbdfkdk8Y54OOH5dne/3/wCYUUUV7BxhRRRQBg/FLRI/E3w217w1PpMd/FqOkXFrcWMuds8UkbI6HBB5VmHHPNeO/Ab4cS6j8WdP8d3EN1CPD2m3tpGpTajNceQGVsjO5RCOARjPPUV9AUV4+MyiOMzKji3Nr2fS2/z6ee/yOyjjHRw06Kj8XUKKKK9g4wrjPiF8GdJ8e6zDrb6rLaSqqx3HlxhvNQE9M9G5xnkexrs6K5cZgsLj6PssRHmjvb09DWjWq0J89N2ZX0nTLTRdMt9IsI9sNtCsca+wGK43xT8CdB8UeLD4lm1OaFJnD3dosYIlIAHDfw5xzwc9sV3VFRisuwWNoxpVoJxi00u1tth0sRXoTc4Ss2IiLGgjRcKowB6Cloort2MQr48/4Kf+MPE/h74tfA/SPFPiG80j4W3viDUZ/F98rLFZSavbxwS6Pb3s5I8uFpRcOFJCvLDEDkhQfsOsT4k/DbwF8YfAmq/DH4oeE7LXPD+t2jWuqaVqEIeK4ibsR2IIBDDBVgGBBANcGaYOeYYCph4y5XJb/j9z2fke1w/mOGyrNoYjEU+eFpRa0ulOEoc0b6c0Obmjf7SWq3Pzc+Nnx2t/CX7dPgTwV4U/aSuPCkM/hfVF+I8Ona9Z2iQW0aebp/nSygmOU3EzYj4ZkcNgqSa9N0r4k/CbxX4k0u21D9rIeL7yC98zRtK1Tx3Z3YF20bxB44o9rNLskkQdeJG4zjH1h+z/APsq/s7fsr+FrvwX+z38I9I8Labf3pu72306EkzzbQu93cszYVQACcDtjJrvVtLVWDLbRgjoQgr5KlwfjlhfZSxbS6xSfL/6Ur/cexm/EGU1sRTjgsP7lOPLzyUYzm+aUnOSXMk/e5UuaVoxirux5f8Asu/D9/Ctl4h8XzC4WTxLqUFwY5gAoWK2igUoMA4ITOTnOcjivVKKK+wy/BxwGChh078qtfufJ4is8RWlUatcKKKK7DE8lt/2Ef2PrT9oF/2p7b9nzw4nxAkumun8Si1PnfaGj8tptufLEhXOXC7iSWzuJNerfY7P/n1j/wC/YqSis6dKlSvyRSu7uytd935nXi8wx+PcHiqsqnJFRjzScuWK2irt2iuiWiEREjXbGgUDoAMUtFFaHIFFFFAHwh488ZeJrv8A4KVfEfw78Y/Ed5a/2f4f0uH4R6TqDrDa3OkS2sc2o3FoMj7RMb2J1lb5mRIIwdqgE+P/AAC/aR0fVfjj8Y9Mt/20b3R/BFl4ptW8JR2njGwsrZ7maBpdS8gkEzxCdkIkyV+Y4J5A/Qz9oj9k79nL9rPQLDwx+0Z8ItI8WWWlXZutNj1KNt1tKVKMUdCrqGB5UHDbVJBKrjqfAnw58B/DHwZpnw8+H3hKw0jQ9FsktNL0yxt1SK2hQYVFA/n1JyTkmvia/CuNq5nVxMMS4KWqavza9N1oumvbQ/Qa/FGRTydQjhr13Tp02moqnD2fJepB6yc6nIua8Vbnqe9Lm0+Pfhr4q+Hvi7xVdXvhT41p461+W1hjnnk8SwaldpbRyOY4wIeVjEkzkfL96U88gV9YfAvwDH8Lvg94c+H0UszjSdKig3XBBc4GfmwAM8+ldTHbwRHdFAin1VQKfXqZNkMsqxFSvOs6kppK7X56u58fjMesVTjCMFFL+uyCiiivojzgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPnT9tL/gqj+xt+wR4p0vwL8f8Axpq/9u6ppM+rLo3hnwzeatc2mmQnE2oXKWsbm3tkOQZXwvB9DXuHw1+JPgP4x/D7Rfit8LvFVnrnhzxFpkOoaJrGny74by2lQPHIh9CpHXkdCAa/Lr/gpL4Y+Mv7Mv8AwVI+Iv7Wdz+zP4/+I3g74tfskah8OvDU3gDwtNrEllr/ANpMiWl1HCCbeCUYPnN8gLHPQ19jf8Ebf2dvin+yh/wTE+DfwB+Nli1n4q0Dwii61p7yh2spZZZJ/s5KkgtGJAhwSAVIFAH01RRRQAUUUUAcr8bvjR8Pf2ePhTrfxp+KurTWXh/w/afaNRuLaxluZQpZUVUihVpJHZmVQqqSSwrjv2K/22fgR+378Fv+F+fs66lqtz4eGs3elO2s6PNYXCXVswWZGhmAddrHHI659K7P41fFjQfgX8LdZ+LXifQNf1Sw0O1Fxc6f4X0GfU9QmXeq4htbdWlmbLA7VUnAJ6A1+fX/AAbUePdY0b9m3xh+z147+CXxL8I+Ibb4jeIfE+fGvw81HSbWewvr8tb+VPcxIkkpUgtGpLKOooA/S2iiigAooooAK+WL7/gsr+wjo/7SWnfsv+I/G3iPSNa1jxRJ4b0bXdY8Eala6HqGrxv5b2UGoywrbyyiT5PlYjdxmvqevyD/AGmP2jr/APbs/wCCp3hn4Y/tP/s3fGzw38EvgT8Q7e68FWOl/BjWL1fHPiiKZoY9Sub2K3MVrpkDfMmG/eq29mCsQoB+vlFFFABRRRQAV43+17+3T8Dv2JtG0zVfi/Y+LtQl1j7Q1jpngvwVf63dmKBA887xWcTmOKNWUtI+1Rkc17JXx5/wWH8cfC1fgra/Bv4yfDP9o3UdG8RQ3Vzb69+zzp+oy3VvdwxGNLS5fTm81UmE7EJIpgcx/ORtFAH0B+yt+1R8Df20/gXof7R/7OXjVNf8JeII5G07UFt3hbdHI0ckbxyAMjo6srKRwRXodfGf/BAP4XftFfBj/gld8N/hr+058O/+EV8QaWl6llok+nxWt1BppupGtDdRxAKtw0ZDOSNxJy3zE19mUAFFFFABRRXl/wC2tY/tH6r+yZ8QtJ/ZBazX4m3nha6t/BMt/crDFFfyJsSQu5CqV3FgTxuUZoA5L9nv/gpj+yH+1L+1N8RP2O/gh8QLjWvGfwtU/wDCXpFpsgs4GWVYXSO4I2SskpKMFJwysOxr32vxp/4Ix/s7ftj/ALL/APwVx8U+FfGf/BPmf4feEl+BWiaFq+uHxx/atqslufNN8t+tnFHqV5dXBZ5okKtEZWYlgMV+y1ABRRRQAUUUUAfLvxq/4K5/sv8AwQ/aK179lrUvBPxV8TeLvC9tYXHiC28BfCrVdch0+O9jMls0stnC6oHVWxnH3GH8Jx9QxuJEWQAgMAQGGDX44f8ABY34ca/o/wC0T8RviR+xB8Of2u9H/ag8SX/hu38Ka54Cs7yLwdrEVqIlRrmaH/RJLdInuVZbs71kJwAjHP68fD4eMB4B0MfEMwHxANHtv7cNrjyvtnlL52zHG3zN2PagDYooooA//9k=", "info": {"equation": "17*0=0", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "17*0=0", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "580951de2f4aa3999d2e3d4a528eeb468b75221176dab0891b5cc0a46812dd10"} +{"episode": 72177, "episode_seed": 1336143349, "split": "train", "timestamp": "2025-10-28T03:49:50.564598", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1336143349, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 8, 1, 4])", "action": "('move', [3, 8, 1, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "165/11=15", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Jv/g6l8R/Fmx+Fnwq8M6NJep4Jv8AWtQl1/yY/wBxJqMUcP2NJGHfy3u2VTwdrHqox+slfOv/AAUy8LfBLxl8DtD8P/tEQaLJ4Sm8aWp1NfEN+La0yLa6Me+QugX94Fx8wycDvivF4ipurkldJ292/wB2tvnax914acQUeF+OsDmdWj7aMJ/CtW+aLjeKf2o83NHzS1W5xv8AwQq8SfFjxR/wTI+Hl/8AFya9luYY7q20SbUExI+lxXDpaYJ5ZBGoVCeqKuMjBP15XmH7GWnaFo/7MPhDSfC9rbQaZa6e8Omw2YAhjt1mkWNY8cbAgUDHGMV6fXblkXDLqMW7+7Hf0R4PE+ZU844jxmOhTVNVas5qK2ipSbt8rn5G/wDB1R4j+LFr4O+E/hbT5b1PBF5f6jPqoij/ANHl1ONYhbCRh/EInuCqnrlyM44u/wDBMb9pHUZf2OvAmpfF79tPUdM1bT45ILbRr7xzZW6R2NvO0drG0Ljfs8lEGGOSv1zX2v8A8FNvCfwJ8a/BrwzoH7SEGhyeE5PHMDXw8RagLW1DixvjGWkLoFO/GPmGTxzmu/8A2S7DwxoX7Lng2OxtbG00yy8PRrb+WqLDDboCFwegRUAx2AFfJYzKsRjuIqyp4iVP3IvS/pbRrTS5+iYvjjB1vCnL8h+pLno1qkvaNK0r3emjfM+dKXlGG99Nr4C6rr2seBvtuuXMs4a6f7JPMxZpIsA5yeoznBrtayfA/j3wJ8TPDcHjH4beNNJ8QaPcs622q6HqMV3bSlGKsFliZlbDAqcHggjtWtX1+AoPC4OnS5+flSV+/mfk+Lc3iZ88OV3d1tZ9vU+Ov+C8viP4s+Gf+CZPjy7+Est7HJcvZ2viCbT490iaVLOqXOSOVRlIRyP4HbOASa/OL/ghl8bNf0H4b+OPBHjT9qLU/Bnhqw1O0n0DTo/Flrp8bXMyy/amRZgWbiO3Jx8oJz1Y5/aD9ra00e//AGW/iLY+IUhbT5vBOpx6gtw22MwNayCTecjC7C2TkYGa8s/4Jo+CPgN4M+GXinQf2d9L8PxeEl8V79P/AOEeuUubV3axtfNZZVZ953ggnccEY7YHy2c5dWxuf0o06zptweq6Wfqt7/gfquS8bYPL/CjGZBPBKc6leE/aWVlonq7N8y5Go94yltbXr/2UPHWo+OraXUrDx0/iXRjYosOsf2gl0k0iEJkSx/IzEK27HcdAa9mrF8NfEP4deK9c1bwn4P8AHOi6lqXh+ZIdd0zTdThmn02R9xVJ40YtCx2tgOATtPpW1X0eVYOWBwapSqOo037z836v8z8tx0pTxDcqfJotNtLK3bdaryCiikd1jQyO2FUZJ9BXonIfnN8ev+C+fhT4M/8ABS6z/ZEXwdYXHw/03VItD8ZeK5Fm+2WupuWVmhUMFMEMjRJJlCx2ylTwuf0ar8bviZ/wR9179qP/AILAXfxJ8OagyfDbVtVi8YeMbz7QRPZM08mbRCRy1xLAxQj7iO5I/djd+yNfOcPYzHY5VqtZ3g5Pkfl5eW1vO5+p+JOD4EweCymPD8r1XQTxCve09Pi7Tvz8yWllGys02UUUV9Gflh+Iv/B034k+LX/DQ3w38LahNfR+CIvCMl3o67NtvJqhuZEumDD70iwracH7ocYxvOf1V/4J4eIfit4s/Yb+FfiT43veP4pvfBVlLq8uox7LiVjGNkko672j2MSeSSSeSa8x/wCCpPgf9nXx7F4D0v8AaTsfDlxpUVxqculReJb9YIWvxFCIwhZ0DuQXwnO4Z4OK+jfgsCPg74TBGMeGbDjGMf6OlfL5dQlT4kxkuZvSGnqv0tZep+rcTcY4bNvDTJ8lhhOSWHlUbqWVpa/Z6+9e9T+8k9enTUUUV9QflJ+eP/By54j+LGh/8E/bOw8AS3seian41s7bxo9nHlTZeXK8SysOVjNykA9C2xT1wY/+DZ7xH8V9c/YE1DT/AB5LeyaFpfja7tvBj3ceFFmY4nlSJjy0YuXm9gxcDpgfV/7fmj/D/wAQfsneJ9E+K0dg/hq6uNMj1xdVuBDbG2OpWvmeY5ZQi4zlsjHqKzf+Cdvh74aeFP2c4/D3wbtNMg8LWuv366FHosyyWv2cy7gY3UsHUkk7sncSTkk18w6Mlxcp8z1pXt87W9Ovqfqy4xw3/EHnw79U9/6zz+1srfDf19p9n/Ae61R8S+JvDfgzQbvxV4w8Q2Ok6XYQma+1LUrtILe3jHV5JHIVFHqSBV6vzj/4ObfEnxY0X9hbRNL8Dy3sfh7VPGtvB4ye0TKNAsUkkCTMOVjM6IfQuqA84B9rMcZ9QwNTEct+VXt/X4nx/BvDv+tnFOEyj2ipqtNRcn0W7sursrRXV2R+iOga/oXivRLTxN4X1u01LTdQtkuLDULC5WaC5hcBkkjkQlXVgQQwJBByKt1+LX/BGr486xD+yK3h74n/ALX+q+F7XRvElxaeF9HbxraWKxWOyOQ7Y5QXK+fJNgnjqBwK/Vr9mnxZrHjPw5d69ca6dU065aOXTtRE4lScOpJaNx8rIRtIK8c8V4eV8U4bM8TDDxpyUpJ3ellZX77edjr4w4RqcJ53i8A60aiozcVJdVfTTo7bq7s7q+h6XRRRX1J8cFfzv/sY/EX9rC6/4Lu6brurT60fG2qfFK7sfGtvJb/vP7N810vIpI+iwx20ZIH3UWJCv3Vr+iCvirwX4F/Z1g/4Kgah490fTfDh+Jsvi26h1eeK+R9TWw/sFgm+HeWjjIWIB9gz8vJzz8xxHQlVrYOSk1+9itPPr8rfifq3hpxjhuFsBnNCrhPbPE4aUE7J8u696/2HzXlbrGK819q0UUV9OflJ/NX+zt8aP2itB/4KzTeL/iP8T9a8KeKtY8dXth4/1SS+jsZobYzN9qhkaX5IkVYgAvRfLTbyq1+zvwB+L8fiLxVDoHw//aPufHF19shmmtZfFVvqLwx52HIgwVjIJyWGO+Riud+GPgL9nOD/AIKWar440DTPDbfEi58W6lD4hmhvUk1JbP8AsuTyxLFvJiQhYsNtXdheTmvr3X/H/wANvBOu6T4a8U+NdD0jU/EE7QaFp+oalDbz6lKu3dHBG7BpmG5cqgJG4eor85yvIsRiPaTWKlCMaklbXVprX4krv037n7R4mcc4bjDM8HVw+X+ycMNCNrK+icnay/hxT93+6r6bLcooor9GPxcK/Jv/AIOpfEfxZsfhZ8KvDOjSXqeCb/WtQl1/yY/3Emoxxw/Y0kYd/Le7ZVPB2seqjH6yV4L/AMFC/hZ8O/jR8KPD3w7+KnhK11zQ77xpbm7028LCOUpa3bqSUIPDKDwe1eLxFTdXJK6Tt7t/u1t87WPuPDfiLDcJ8b4LNa9L2sKcneOl/ei43V9OaN+aN7aparc84/4IPav8S9Y/4Jg/DuT4mQ3CvbpeW+htcwCNn0xLmRbYgDGV2DCseqhTyME/YNeZ/sc6NpXh39mnwp4e0HTobOxsLKW2srS3QLHBDHPIqIoHRVUAAegr0yuzLI8mXUY3vaMfyR4fE2ZU854jxmPhTVONWrOaitoqUm7fK5+Rv/B1R4j+LFr4P+E/hbT5b1PBF5f6jPqoij/0eXU41iFsJGH8Qie4KqeuXIzjin/wTy+KPhvx5+wB4W8DftD/ALWd3aWs2l3OlXPhO78eWljA2kpK8MNs8QKyLE0ChCCwZkPXmv0A/wCChvwk+G3xv+GnhX4efFnwfa67ol143ikuNOvC4R2TT75kOUZTwwB4NM8P+FvDcX/BNq88MQ6FappyfC7ULRLJIQsawC0mQRgDooT5cDtXx+Y5XXxmfV+SvKHuKWnVbcu600v8z9Gnx9gZ+GeXZBHCpVaFeU3VVr6uTTj15vfs9V8EbP8Al4P/AIJ0aRoPgn49fFb4dfB/Trex8B2enaHdyaXpNvGmnWOvSi6F0kOz5Uka1j095IxgAsjEAvk/XtfOn/BO/wCEHww+Bnh3xl8PfhD4JsvD+iw6/bzx6fYK2zzZLKEu5LEszHA5JPAA6ACvouvoeGouGR0E3fS/3t6fI/P+K8dSzDPatandq0Y3l8UuWEY80rN2lK12ryte3NLd/HX/AAXm8R/Fjwz/AMEyfHl38Jpb2OS5eztfEE2nx5kTSpZ1S5yRyqMpCOR/A7Z4JNfm9/wQt+MOq+Gfh3498HeLP2mb/wAEeHbfVrS60exg8U2unJNeSxyLcyASgs52Q2wPYYHcmv3T8a6N4S8R+DdW8P8Aj+ysrnQr7TZ4Nat9R2/Z5LR42WVZd3GwoWDZ4xmuP/Zj+HX7M3w8+DWmeG/2UNK8MxeB1lnk0xvC93HdWcrtK3mssys4kbzAwJ3Egrt424HJm2RYjMcyjXp4h07Rtpe+/SzWjvr8j7XJ+PcHlvhdi+HJ4LnnVrxmqtlypWi7N2b5/caj3jKW1tfj/wDZr8LfCb4fftjfC69/ZkubOe68Ux6+3jzUdFu4719a0kQTTPfX84ZjK41Q26rOxzvnkjBwSo/QOvjz9jf4I/CT4d/tca98R/BHgDT9M17xWvimXxFqtsjebfsuswEFySQBlicKACeSOBX2HVcJ0XRyyUXJv35b+Tt+l/VnyXFuZQzLG0XFylyU4xcp/FJtym29Zbc3JG8m3GKenwori/jv4ui8K+AriM3KxSX2YBIzYCR4zIxOeAFB57ZFdpXzP+0rezfHjx9o/wAFNCaZrPX9SGlXs0bBfLsFDTajJko4G6CNoVyOXlTBGcjqz/FTo4H2NJ/vKr5I/PRv5L9Dw8vpKdfnl8MNX8jsv2JPBptPhjc/F/U7Py9R8f3o1YF4kEkenBRHp8JKs2QLdUlIzw9xLwMkV7NTIIILWBLW1hSOKNAsccagKqgYAAHQAdqfXqYTDU8HhoUIbRSX3HLWqyrVXOW7CiiiugzPxE/4OnfEPxXk/aD+HHhLU5L1fA6eEJbvSEMeLaXVGuZEujuH35FhFoMH7quMY3nP6pf8E5tY+Juv/sJfCfV/jFDcp4jn8D2B1EXkAilP7oCNnUYwxjCE8A5PIBzXD/8ABSL4J/Cb45yeCvDvxf8AAdh4hsbBdVvrS01BWKR3CRQBZMKRnAZhg5BzyDXvfwV/5I54S4H/ACLNh0H/AE7x18vl1Bw4kxkuZvSGnqv0tp6n6nxLxrg848N8oyKnhlCeGlUcp6a3f2evvXvO+8op69Omooor6g/LD88f+DlzxH8WND/4J+2dh4AlvY9E1PxrZ23jR7OPKmy8uV4llYcrGblIB6Ftinrg1/8Ag2V1f4mah+wJqmn+MYbgaHY+OryPwi88AVWtmjiecRtjLqLlpuecMWGeMD68/bk8HeF/iF+zHr3gfxtosOpaRqt9pVtqNhcZ2TwvqdqGQ7SDgj0INZ37A/gTwd8MPgTL8Pvh94cttI0XSfEuoQadptmpEcEfm5wMkk8kkkkkkkkkmvl3Qa4uU+Z60r2+drenX1P1RcaYP/iEL4a+rL2n1n2ntNNrXv35/sX25NL9D2uuR+PHhH4L+O/hBr/hT9omy0W48E3diR4ij8Q3CxWQgVg+6WR2UIFZVYNkbSoIIIFddX5x/wDBzb4k+LGi/sLaJpfgeW9j8Pap41t4PGT2iZRoFikkgSZhysZnRD6F1QHnAPtZnio4PL6laUeZRT07+vl38j5XgfI6vEnF2Cy2lW9jKrUilPZxtreO3vae7qvetqj7z+Dng74P+D/hV4f8M/A7StGh8H2elQp4cTRHSW0NptzG0TqSJFYHdvyd2d2STmuoVVUBVUADoAK/Fv8A4I1fHnWIf2RW8PfE/wDa/wBV8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8q4nwuY4inhoUpRbXlyqyvp5dFouh18a8LYnhriDG4SrXVV0qklz3d5a7u/2tfeV3Z31e56XRRRX1R8UFfzt/sceOv2pdT/AOC8WkeI9fTVpfHN58Vru18WxXFoDLHYb5IrxGQ8JFHaBwMcIiLt6Cv6JK+PPCXwT+Eum/8ABRe4+O9j4B0+PxjqPja8sL3xCEY3EtsuguBHydoGEQZABO0ZNfMcR0HVrYOSk1+9itPPr8rfifqfhvxrg+E8BnFCvhlVeKw8oRbt7r1Vnf7D5ryS1bjHTqvsOiiivpz8sP5p/wBnz4ufH/S/+Ctf/CbfE/4i6t4Y8W6h49vrTxxq893FZT2kLSOl1GzyjZCqxqUA6KFUL0Wv0i+Ptj+zH8QvAPir4q+I/jRb+NPFPh3wtI+g+JLnxTb6lqegzRv5to9j5Z/cTG88nYVXfLII4yWBCV9weEPhH+x3pH7Unij4k+CvD/g5Pi5f6TEni2eyu4m1b7GVh2NPCHLRowSD5yq7sJknivDP+CiPwN+EHxK+Lml+L/Hvw907VdT8KeDnvPDt3dxsTYTm6J8xACFJyiEbgcFQRivzLMeHcTgcBUqvEtx5vhV7O8krvX4ur036n77xH4l4DifirAYynhZYVUaEIvkSUnypy5Y6xXs3pGLbdo+9yv4T6p+Et54x1H4VeGdQ+Its0PiCfw/ZSa7C0YQx3jQIZlKjhSJCwwOBXQUUV+mRXLFI/Bq1RVasppJXbdlsr9F5IK8+/aR0gan4ItLg6YLg2Oqx3CvtJMB2SJvGPZyvPGGNeg0Vy4/CfXsFUw/Ny8yav2Kw9X2FaNS17O5y/wAFvCR8D/C3RvDLGXdBbF2E+N4aR2kIOAMYLkY9q6iiitqFJUKMaa+ykvuVjOcnObl3Plf9tjxRrOl/tTfCzRvEOuT2PhaXw/r1zZLI6x2lzrifZVjSRyRmRbOS+ZE7jzWAOwlfm/8AZ6+O/gbxV8MNRtPGn7aF0ukyeKNctNN0W88b2FtbzaOt/PHbxmEAHymgAA5BZCDnnNfoN8df2fPgv+014Bk+F3x6+Hen+J9AkuorltN1JGKCaMkpIpUhlYZIyCOGI6Eg9Jo3hrw94d0e08P6DolrZ2NhbR21laW8CpHBCihUjVQMKqqAAB0Ar5bH8N4vGZlUxMMS4KSSsr30VrbrTr82fX/2/lUcgo4VYe9aLs21HlsnOSaercpc6Uk0rKCacua0PPv2YPC40rQNX8UBpP8AieahHMu7GwrHBHEGTjkHb159q9PoAAGAKK+iy/BrAYKnh078qtfufKYis8RXlUta58df8F5vEnxY8Mf8EyfHl38JZb2KS4eztfEE2nx5kTSpZ1S5yRyqMpCOR/A7Z4JNfnF/wQy+Nev6D8N/G/gjxp+1Fqfgzw1YanaT+H9Oj8WW2nxtczLL9qZFmBZuI4CcfKCc9WOf3U8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gue+C3wC+DX7Ovw+tfhV8Evh3pvh3w/ZSyyW2mWER2K8jl3YliWYlieSSeg6ACvEzbIcVmOYxxFKu6aUbaXvv0s1o+uvQ/Tcn8Qcuy3wyxXDFTBqdWrWjUVR2skuW993zLl5V05Zy2t73kv7H+ieG/EHiKD4g+E/Ev9safaaReW8OrW98l1FeSXFxFJLI0yZEkheFiSD95myOmPomkREjXZGgUDsBilr1cpy7+y8GqHPzu7d3pe7v5/mfm2LxP1qt7S1ttPQK5fwT8LtK8Ea9qOuWV28rXzERxsgAgQtuKg9+e/oB7k9RRXVVwuHr1YVJxvKF3F9rqzMYVakISjF6PcKKKK6DMKKKKAPKP2o/Db65aaPPFpJmkRri3juI0ZnjMyou0Y4+baOo6qK9E8F6CnhXwdpPheN3ZdN0yC1VpCCxEcapk44zx2rTorz6GAVDMK2K5ruooq3blVvxOipiHPDwpW+G/4hRRRXoHOcj8dtJGt/C7UrFtNF0oaCYxEE4MUySBxjurIG/4DVL9nXwmfCfw5AcTBtS1G5v2WYYKmV84HA4wARn1ru6K8/6gnmn13m15OS3zvc6PrD+q+wt1vf5WCuf+Knwr+Hfxu+H2qfCr4s+EbPXvDutW4h1TSb9C0VwgYMAcEEEMqsCCCCoIIIroKK75RjOLjJXTM6Narh6satKTjKLTTTs01qmmtU09U1sYPw6+F/w9+EvgbSvhp8NvCFjo+g6JZJaaVplnCBHbwqOFGck+pJJJJJJJJNbqqqgKqgAdABS0URjGKSSskKrVqV6kqlSTlKTbbbu23q2292+rCiiimQFeL6X8PzdftOnWzpklsLDU5tUZoVOyZns3tQzE5zlZO2OU9iK9oorz8dgFjp0ZOVvZzU/W19DooYh0FNJX5k194UUUV6Bzn81f7O3xo/aL0L/grNN4w+I/xP1rwp4q1jxze2HxA1WS+jsZobYzMLqGRpPkiRVjACnhfLQLyq1+vHgCbwJ8atauvC2gfHqbxzqWoWyWtxM3ii31G5s7Yvg7REMRpliSWGM96+n/AA9+y9+z54U+N+t/tJeHfhLo9p468R2S2mt+Jorf/SbuECMbWOcDIhiyQAW2DJOK7qO3giO6KFFPqqgV8LT4QxWsZ4p8rlflSbT1vd6pX+T17n674ieJOXcZ5hhsThcEqPsqEKb23V72svgje0Vvbe17J9FFFfdH5EFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXj/7Zv7dX7OX7BHw+0/4k/tHeKL6xsdW1Q2GmWukaNcahd3MqwyTyskFujSFIoIZZpHxtRI2YkV7BXwP/wAFuPDnxL0DxF8G/wBo/wAH/BbxX490jwevjXRtc0PwXokmpXyTa34Zu9Pspvs8eWMX2kpE79I1n3HgGgD7p8K+KPD3jjwvpvjXwjrEGo6TrFhDe6XqFq+6K5t5UEkcqHurIysD6Gr9eRf8E/8A4TeM/gN+wt8HPgn8RY9mv+E/hhoWk63FvDeVd29hDFLHkcEK6sue+2vXaACuZ+M3xe8DfAL4Va/8Z/iXf3FtoPhvTZL7U5rSxluZREgyRHFErPI5OAqqCSSAK6auQ+P3xA0r4V/BPxT8Q9b0TWtStdJ0S4nnsPDmjTajfTgIRtgtoFaSZznhFBJoAi/Z2+Pnw5/ak+B3hf8AaH+EV9dXPhnxfpEWpaJPe2b28rwSfdLxv8yHjoea7SvkX/ghTr2pXv8AwS1+FHg3xB8PvFvhjWPB/h+PQdc0nxl4XutJuku4FVnKRXKI0kX7wbZQNrEMAcg4+uqACkkkSKNpZGAVQSxPYUtJI4jjaRgSFBJAGSaAPEv2Sv8AgoV+zH+2v4j8W+DvgZ4i1h9W8FS239t6X4g8N3ml3H2e5Dm2vIo7qNGmtphHIY5lBVtpx2z7dXwF/wAEh/izqH7T37UHx7/aw+K/wg+I3g7xz4qvLHS9M0Hxj8PdQ0i00jwrp0tzDptvFc3MSR3dzM0lxdz+WSENwiDhMn79oAKKKKAPEbr/AIKFfs0af+2PZfsLalrOu2vjvU4pjpbXXhe8j0u+nhtVvJbSG/aMW8twluyytErllU84PFe3V+e3xn07xT8Tf+C6Pwd8U/C74P8AxcjvfANvrVl8Q9a8S6Vcf8IZHoU2kOYLvTZZC1uL2S7lhhLwbZisciSDaor9CaACiiigDyz9rD9sv4BfsVeE/DvjL9oDxVLplp4r8Y2HhfQUtrN7iW71K8crDEqICcfKzM3RVUk16nX5ff8ABwf8Ev22PiT4m8BfED4F/svL8TfCnhOXRms4bTxMLW60rXJPE+lyvcfZVglkuFa2tEtzMNq20VzcytuVWWv0706a9uNPgn1GzW3uHhVp7dZd4icgFlDYG7ByM4GcUATUUUUAeaftYftXfCv9jT4UD4xfF6216402TWrLSbWy8MaBPql/d3l3MIYIYba3VpJXd2CgKCea6n4SfEvR/jJ8NNE+Kfh/RNb02y13T0u7aw8SaNNp1/AjDhJ7adVkgcd0cAivCv8AgrD4Q+EPjL9lD7J8cfB3xd1jw/Y+K9M1GQ/A+1uJfENjcW8plt7qEW379VSZY8vD86kqeFDEan/BKZf2k0/4J3/Cdf2vG1k/EL/hGF/t4+JGzqW3zpPs32s9ftP2byPNzz5m/POaAPoOiiigCtrOsaV4e0i78Qa7qENpY2NtJcXl3cSBY4YkUs7sx4ChQST2Ary79kH9tj4D/tyeBL74k/s/3+t3OkWV+LdbnW/DV3pv2tGjWSK6txcxoZ7aVGDRzJlHGcHgirv7a3w18X/Gf9jf4s/B/wCHxH9veKvhprukaJl9oN3c6fPDCMnp87rzXx//AMG9Hhr9ofwj8FvG/h74m6b8WbHwXY3Hh608Fad8ZVnXVLW+i0O1j1uOBbj94lguoK6wKP3QVW8v5MUAfobRRRQAV8+fCP8A4KXfs8/GT9rLVP2LNE8NfEHSPHGmWOo33leKfh9qGmWd7a2VyltPcW1zcRrHcReZIgWSMlXDAgnIr6Dr5Q/Zz8D+M/iN/wAFUPj5+03408J6pYaT4T8L+H/hv8P7rUtPlgS9gVH1bVLm3MigSxNc3dvD5iZUtZkZypoA+r6KKKACvAvjV/wUw/ZI/Z+/ah8M/sg/Evxnqdt4x8UPp6Wq2vh+6uLGye/nkt7BLu7jQxWrXM0UkcQkYF2UgV77X5Qf8FI/g38cfFX/AAWa+H/jfw78CfHWrzR6h8O28A6zoGhSTeGZbW01q/m199dlUeV5ttayxy2hnO6N33Q/MTQB+r9FFFAH/9k=", "image_prev": "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", "image_next": "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", "info": {"equation": "165/11=15", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3d98907aa1d6d58ddbf83f90d17151e8810bd01d8d9b1ce8ee4cdb8e9f1171b0"} +{"episode": 72178, "episode_seed": 1617655943, "split": "train", "timestamp": "2025-10-28T03:49:50.616198", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1617655943, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [5, 0, 2, 0])", "action": "('move', [5, 0, 2, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "3*7=21", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "3*7=21", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "68be8c67bb28fb5c82af9532f39cbffc24ebc8798445e1253a6d2d1b9797f509"} +{"episode": 72179, "episode_seed": 3402736129, "split": "train", "timestamp": "2025-10-28T03:49:50.690990", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3402736129, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 4, 0])", "action": "('move', [6, 0, 4, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "76+87=163", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/bz4kfsxfAD4wfEfwt8Xfib8KNI1rxL4KnM3hbWL2AtNp8hZX3IQcHDKrDcDtYZGDzXl3/BS7wf8AAvxb8D9E0H9oOy0JvCc3jS1OpjX7xbW1yLa6Me+UugX94Fx8wycDnOK/P834dxVOGKxf1hqLvLlV9VvZ6pabLR6H9GZN4wZSsbw1TWW80sBF052UbyckoJ01bfT2mtr1G/8AE+P/AOCFXiT4seKP+CZHw8v/AIuTXstzDHdW2iTagmJH0uK4dLTBPLII1CoT1RVxkYJ+vK8w/Yy07QtH/Zh8IaT4XtbaDTLXT3h02GzAEMdus0ixrHjjYECgY4xivT6+zyyLhl1GLd/djv6I/D+J8yp5xxHjMdCmqaq1ZzUVtFSk3b5XPyN/4OqPEfxYtfB3wn8LafLep4IvL/UZ9VEUf+jy6nGsQthIw/iET3BVT1y5GccXf+CY37SOoy/sdeBNS+L37aeo6Zq2nxyQW2jX3jmyt0jsbedo7WNoXG/Z5KIMMclfrmvtf/gpt4T+BPjX4NeGdA/aQg0OTwnJ45ga+HiLUBa2ocWN8Yy0hdAp34x8wyeOc13/AOyXYeGNC/Zc8Gx2NrY2mmWXh6Nbfy1RYYbdAQuD0CKgGOwAr5LGZViMdxFWVPESp+5F6X9LaNaaXP0TF8cYOt4U5fkP1Jc9GtUl7RpWle700b5nzpS8ow3vptfAXVde1jwN9t1y5lnDXT/ZJ5mLNJFgHOT1Gc4NdrWT4H8e+BPiZ4bg8Y/DbxppPiDR7lnW21XQ9Riu7aUoxVgssTMrYYFTg8EEdq1q+vwFB4XB06XPz8qSv38z8nxbm8TPnhyu7utrPt6hX4M/8HLvjL41Q/t7+HNL1XUNTttA0fwlaXXgdogY40meVjcTQsvWXzY0DN94eXGOgXP7w319ZaZZTalqV5Fb29vE0txcTyBEiRRlmZjwoABJJ4AFfGn/AAUE8E/s4/tUJ4U+IF/p/hvx1pmjeD/EGoeF9Xtb1Ly1iuUls1aSKSFykhDx7SCWGUwRxXicWw9pks7Ss04v11S/W/rY/R/CTiqhwVxdDNcRhnWpqM4O1rxcotppvRN2af8AdcrX2Ppf9mLVfiPrv7N3w/1r4wwTxeLbzwVpc3ieO6gEUq6g1pG1wHQcI3ml8qOhyK7modNYtp1uzHJMKEk/QVNX0dOPJTUb3stz83xVZYnEzqqKipNuy2V3ey8lsjmfjTfeN9L+DnizU/hnbPN4kt/DN/L4fhjhEjPfLbuYFCtwxMgQYPB6V/O3/wAEjvjP8TfDP7bt7J4g+Oms+ErTxJY6hL471V9cjsnupVV5UM8lxx5n2ll7b8uw6Fq/pKr4o/YD8Afs4aB+1X4t8Q/CbSfDQ8S6pa+IX8dTaVeJPdG6GsQFRcqHYwtkyHYQvOeOK+T4lwVTF47CRhUcG3JXXTS91qu1j9T4D40wnDnB+d5dVwftniacEpWVo6uPvXT0XNzQt9tLvdfkJ8YfjP8AtGa5/wAFdrbxn8PviZrPinxXpnxEtNP8D6ql9Hey3FmJwltCjR/u5I2ikIYDhhI+7lmr+lKvif8AaD8B/s46j/wUX0Txj4n03w2/xG0+/wDC6eGmur1BqKWZvD5jQwFwWT5pcuEOMtyMV9sVfDGFnhKmKhObm1O131sr366u+voT4mcZ4XizL8npUcJ7D6vh1Buy97VL3bfYXLePZykvNlfzi/tx/Fz9pXwz/wAFqvFPjTU/GWsaF4o0n4kiw8P6iJVtpLPSDIIbXyy3yJE1nIp3H5WWRmb7zV/R1XB6t+zB+z9rvx30/wDad1j4TaPcePtL002Fh4okt83MNuRIpQHOM7ZZF3EbgrEZxxXoZ7lNbNqNOFOpyOMk7/11XQ5fDHj3AcBYzG1sVhVXVehOklpo3ZpO/wBiVrTS1tbR2sfg1/wXN+L3ibxl8YfCXhHSf2g9R8beELLQWvdPM/iODUIrfUHnkSYhoQMN5aQcN0B4+8c/t5/wTw8Q/FbxZ+w38K/Enxve8fxTe+CrKXV5dRj2XErGMbJJR13tHsYk8kkk8k15f/wVF8A/s3+N4fAelftHaZ4am0qO51KXS4vEd6lvC9+IoREE3OgkkIL4TncM8HFfR/wWBHwd8JgjGPDNhxjGP9HSvJyHAVcDnWJhUqubUYavrfXXV7Wsjt4t41wmd+HOUZPTwapSw8qjc7K0tfs6favep/eSevTpqxvGXxG+Hvw6jsZviD470bQk1O/Sx019Z1SK1F3dPnZBEZGXzJGwcIuWODgVs1+G3/B0Z4o+Lo/as8A+GdTur+Lwba+DPtnhxQpWBtRa5lW7dWH3pFRLQHuoK4xu593Ocy/snASxCjzWaVvV9TwvDXgmPiBxZTyeVf2KlGcnK137sb2irq7bt1Wl30P3Jor83v2O/wBpa+1z4J/D7xL8Tv219Qu/F2oeH7RtW0bUfHdkfNupY9vlvAAH3HcPlzu3Y719/wDwnu9cvfAOn3PiFpGuWRvnmzvZNx2ls8524+tceVcRYbN8S6NKnJWV7u3dK2jfc+bzfJa2T16lKpOMuSbheLunZtXXk7aHRUUUV9CeKePf8FBPEHxW8KfsR/FLxJ8D2vF8V2Xgq+l0aTTo99xHIIjl4h/fVNzLjkEAjJxX5Q/8GtHib4tf8NJ/Ebwrp099J4Km8Hpea4pTdbpqa3UaWjFj92RomuwMfeCHOdgx+3V9u+xTbAd3lNjA74r40/4JNeBf2c/BE/iIfs56f4chtr/wzo03iJ/Dt8lwH1HN15gmZXfbIAR8hI27ugzz8xmdCUuIcFPma+PT0V/x2fkfq3C/GWGynw2znJZ4TnliHSaqWVo6297r7tr07fab26/aFeHf8FK/EXxY8JfsE/FbxJ8D3vU8T2ng66fTpdNj3XES4AmkjHUOsJkYEcgrkcgV7jVLxLv/AOEc1DYCW+xS4AHfYa+ir03VoSgna6av2utz84yvGRy7M6GLlBTVOcZOL2lyyT5X5O1n5H8+H/BDL4weJvBnxJ8aeDNU/aF1HwR4RudDS9uVg8R2+nxT6is0ccRzMDlvKabIXqFG77q1+zf7JnxHuvHGqQp4b+K0vjHSba3lhu9UbWI74bwdwDyxfJ5gLgY4O0j0Feb/APBJz4ffs2eCrHxLb/s4aT4Zj0278P6FNrD+HL1LqN7/ABeCTzHV3xIBtyhI256DNfV2n/EL4c3nja7+GGl+ONEl8R2Fot3f+HrfU4WvraBtoWaSAN5iIdy4YqAdw55FfCcO5NiJ4bD4p4mSje/JrbRvT4ra27dz9K8UuLaHFvF+MxuHwTppxindLnSUYrmnZb3t12srm3RRRX6Afkx/NX+zt8aP2i9C/wCCs03jD4jfE/WvCnirWPHN7YfEDVZL6OxmhtjMwuoZGk+SJFWMAL0Xy0C8qtS/8FXfjR8WPEf7dttfeGvjhrXiuLwzBpr/AA+1eLWo76S2kKxzEwSW4wZBdb+2/KqOirX78+EPhH+x3pH7Unij4k+CvD/g5Pi5f6TEni2eyu4m1b7GVh2NPCHLRowSD5yq7sJknivnr/gpV4C/Zx8TfHHw1qPxf0zw1L4h0zwpLN4FXWL1Ip/tYutzG2jZ185wVjOArEEKcDNfmWY8O4nA4CpVeJbjzr3VezvJK71+Lq9N+p/VGD8acqrcdYXM1lNlDB+x5bR5r8rneOn8NW5U/wDn25O32T68+FV54v1D4X+G9Q+INu0Ovz6BZya5E8YQpeNAhmUqOFIkLDA4Fb9FFfpkVyxSP5bqzVWrKaSV23ZbK/ReSCvyb/4OpfEfxZsfhZ8KvDOjSXqeCb/WtQl1/wAmP9xJqMccP2NJGHfy3u2VTwdrHqox+sleC/8ABQv4WfDv40fCjw98O/ip4Stdc0O+8aW5u9NvCwjlKWt26klCDwyg8HtXjcRU3VySuk7e7f7tbfO1j7Tw34iw3CfG+CzWvS9rCnJ3jpf3ouN1fTmjfmje2qWq3POP+CD2r/EvWP8AgmD8O5PiZDcK9ul5b6G1zAI2fTEuZFtiAMZXYMKx6qFPIwT9g15n+xzo2leHf2afCnh7QdOhs7GwspbaytLdAscEMc8ioigdFVQAB6CvTK7MsjyZdRje9ox/JHh8TZlTzniPGY+FNU41as5qK2ipSbt8rn5G/wDB1R4j+LFr4P8AhP4W0+W9TwReX+oz6qIo/wDR5dTjWIWwkYfxCJ7gqp65cjOOKf8AwTy+KPhvx5+wB4W8DftD/tZ3dpazaXc6Vc+E7vx5aWMDaSkrww2zxArIsTQKEILBmQ9ea/QD/gob8JPht8b/AIaeFfh58WfB9rruiXXjeKS4068LhHZNPvmQ5RlPDAHg0zw/4W8Nxf8ABNq88MQ6FappyfC7ULRLJIQsawC0mQRgDooT5cDtXx+Y5XXxmfV+SvKHuKWnVbcu600v8z9Gnx9gZ+GeXZBHCpVaFeU3VVr6uTTj15vfs9V8EbP+Xg/+CdGkaD4J+PXxW+HXwf063sfAdnp2h3cml6Tbxpp1jr0ouhdJDs+VJGtY9PeSMYALIxAL5P17Xzp/wTv+EHww+Bnh3xl8PfhD4JsvD+iw6/bzx6fYK2zzZLKEu5LEszHA5JPAA6ACvouvoeGouGR0E3fS/wB7enyPz/ivHUswz2rWp3atGN5fFLlhGPNKzdpStdq8rXtzS3fx1/wXm8SfFjwx/wAEyfHl38JZb2KS4eztfEE2nx5kTSpZ1S5yRyqMpCOR/A7Z4JNfmV/wRK8bfELVfAPxX8Dax4lu5vDOi+Dry40TT5ZwYrK5nA+0vGOqbxFAT/DlM9d2f3s8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gvk79oH4FfCH9nHwlp3wo+B3gGw8N+HrLwF4klttL05CEV5JbV3cliWZix6kk9B0AFeFxbldWonjlUtGMUnHv7y/DW/ql8vu+G+O8Dg/DvEcKywqdWtWVRVdNElFvz5lycqtpyzlqrWl6p+yF471Lx3pI1Oy8dP4l0c6XEsWsf2gt0k0qYTIlT5GY7W3Y7jkZzXtdV9JRI9Lt1jQKPITgDHYVYr6rK8FPL8GqM6jm7t3e+rv3f5n5Viq8cRWc1HlXZHM/Gm+8b6X8HPFmp/DO2ebxJb+Gb+Xw/DHCJGe+W3cwKFbhiZAgweD0r+df/gkh8W/iF4c/boutT8SfGrVPCkfiDTdSPjfW5NZispp2w0wEs1wDhmuhGSPvEk9s1/SdXx1+w98DfhD8O/2mdc8deCfh5p2m6z4s03xDdeJNRhjYy38w1i3IZyxOOXY4XAy3SvA4lwVTF47CRhUcG3JXXTS91qtdLH6fwJxxgeGuEc6yythVVlioRUZO2lm171+i5uaNtppd7rwX44aN8ENX0S4+Ovw28cWfjT4r2nifQ/8AhEvFX9s22r6uNWS6RLGyiYEhY3BmDQKArI00jAlS6/p/Xxz8efgd8Ide/bu07416z8PtOufFehax4VtdH1yVGM1pC94NyoM7RnzH5xn5jg19jVfDGFnhKuKhKbm1O131st+urvr6HyvEWa08dl2Coxcm4Rk25dOblSpx1fuQULx+HWUrRW7KKKK+sPkj8RP+Dp3xD8V5P2g/hx4S1OS9XwOnhCW70hDHi2l1RrmRLo7h9+RYRaDB+6rjGN5z+qX/AATm1j4m6/8AsJfCfV/jFDcp4jn8D2B1EXkAilP7oCNnUYwxjCE8A5PIBzXD/wDBSL4J/Cb45yeCvDvxf8B2HiGxsF1W+tLTUFYpHcJFAFkwpGcBmGDkHPINe9/BX/kjnhLgf8izYdB/07x18vl1Bw4kxkuZvSGnqv0tp6n6nxLxrg848N8oyKnhlCeGlUcp6a3f2evvXvO+8op69Omryv8Aaj+FH7H/AMUbLwvF+1zong+7gsfEcT+E/wDhLb2KBTqTA7I4TI6+a7gf6r5g+0ZU4GPVK/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+jnmPhl2XSrShzq6Vntq+v8AW9jh8K+FMRxnxnRy6jinhpOM5e0jfmXLF6Rs1dvZ6r3eZ9LH7i/ZLUNuFtHnPXYKkr83v2O/2lr7XPgn8PvEvxO/bX1C78Xah4ftG1bRtR8d2R826lj2+W8AAfcdw+XO7djvX3/8J7vXL3wDp9z4haRrlkb55s72TcdpbPOduPrXLlXEWGzfEujSpyVle7t3Sto33PlM3yWtk9epSqTjLkm4Xi7p2bV15O2h0VFFFfQninj3/BQTxB8VvCn7EfxS8SfA97xPFdl4KvpdGk06PfcRyCI5eIdd6puZccggEZOK/J3/AINZtb+J6ftO/EjQ9MS6fwjc+C4rjXpBAGiXUEu0Fnuc8q5jkvcD+IBifu1+31+xWxmZTyImI/I18j/8EwPgl8Jfgnf6zafCfwDYaDHrfg7Q9Q1YWKtm6uma6BkcsSSfboMnAGTXzGaUJS4hwU+Zr49PRX/G9n5H6nwxxrg8n8OM4yKphlOeJdNxnppZr4uvu25oW2k29Ov17Xh//BSvxH8WPCX7BPxW8SfA971PE9n4Oun06XTY91xEuAJpIx1DrCZGBHIK5HIFe4VR8TFh4b1Ar1FjLj/vg19FXpurQlBO101ftdbn53leMjl2Z0MXKCmqc4ycXtLlknyvydrPyP57f+CGHxV1vwT8U/G3hrUfj5e+B/DF74fiuryS28QW2nLdX0c6pAC8wJYiOS5+VfcnoK/QLRND+EOg/Hf4afFf9n/xNa658QPEPxZtrbUfE+nanDqWo63ZSqBq0V3MrEyW8VigkK8LAYYCoQkbvZ/+CYvwL+D3wSGv6L8Jvh3puhWup+FvD9/qEVlGx+0XL/bQ0jFySTgAYzgdgKo+EPgh8ItK/wCCitx8dNO+H2nReMNQ8bXlheeIFRvPktl0FwI+TtUYRBkAE7Rk1+XYLLK6wmCxDry5ZVIpR6R956rXy7dT9n4t8QMv4g41zDNKNGVKEqVuVWvUtCMbVbNLlf2vi0SjbXmX2LRRRX6sfhJ/NX+zt8aP2i9C/wCCs03jD4j/ABP1rwp4q1jxze2HxA1WS+jsZobYzMLqGRpPkiRVjACnhfLQLyq1+jX7RGjfsr/FH4b+L/iP4y+L1l478RaH4Sl/sjXr/wAS22q6horoxktTZKhxDK135W3au6WTZGdwIQ/cnhD4R/sd6R+1J4o+JPgrw/4OT4uX+kxJ4tnsruJtW+xlYdjTwhy0aMEg+cqu7CZJ4rwz/goj8DfhB8Svi5pfi/x78PdO1XU/Cng57zw7d3cbE2E5uifMQAhScohG4HBUEYr8yzLh3E4LAVKssS3Hm+FXs7ySu9fi6vTfqfvvEfiVgOJ+KsBjKeElhVRoQi+RJSfKnLljrFezekYtt2h73K/hPqn4S3njHUfhV4Z1D4i2zQ+IJ/D9lJrsLRhDHeNAhmUqOFIkLDA4FdBRRX6ZFcsUj8GrVFVqymkldt2Wyv0Xkgrz79pHSBqfgi0uDpguDY6rHcK+0kwHZIm8Y9nK88YY16DRXLj8J9ewVTD83LzJq/YrD1fYVo1LXs7nL/BbwkfA/wALdG8MsZd0FsXYT43hpHaQg4AxguRj2rqKKK2oUlQoxpr7KS+5WM5yc5uXc+V/22PFGs6X+1N8LNG8Q65PY+FpfD+vXNksjrHaXOuJ9lWNJHJGZFs5L5kTuPNYA7CV+b/2evjv4G8VfDDUbTxp+2hdLpMnijXLTTdFvPG9hbW82jrfzx28ZhAB8poAAOQWQg55zX6DfHX9nz4L/tNeAZPhd8evh3p/ifQJLqK5bTdSRigmjJKSKVIZWGSMgjhiOhIPSaN4a8PeHdHtPD+g6Ja2djYW0dtZWlvAqRwQooVI1UDCqqgAAdAK+Wx/DeLxmZVMTDEuCkkrK99Fa2606/Nn1/8Ab+VRyCjhVh71ouzbUeWyc5Jp6tylzpSTSsoJpy5rQ8+/Zg8LjStA1fxQGk/4nmoRzLuxsKxwRxBk45B29efavT6AABgCivosvwawGCp4dO/KrX7nymIrPEV5VLWuFeNftVeBX8bXWm6cNLdjfadd6Yt5ApMiLcbA6DqB9xWGR/CewNey0VnmmAWZ4KWHcuVO2vo0/wBCsLiHha6qJXtf8hltCLe3jt1JIRAoJ9hin0UV6BznL/G6/wDHOlfBfxfqnwwtnm8S23hfUJfDsMUIkaS+W2kMChW4YmQIMHg9K/N6z+N/hbw3c/AGx8KftM32gRav4av38QamviC1trm6s/sKNJLdSzZMcp1GOFWHBMvnKR8jBf1JrgfhZ+y3+zz8EvGXin4hfCj4R6NoWteNr77Z4p1GxtsSajPvkfe+SQPnlkbC4BLk4zXzud5LiM1r0Z06zp8l9r316rVa9N9j6vIs7yzLstxFHE0eecruGkbNuMoWm3qlHm54WT95WaV+aPz78BI/BvxZ8a2jeFvi7J40nt9dsb3VNWXX4NRnjFtKs0UcjxfKifuyACATubByePsCmxwww58qJVz12rinV1ZNlUsqpTjKq6jk7tv0S7v8zwMZi1i5xajypK1gooor2DjPKP2o/Db65aaPPFpJmkRri3juI0ZnjMyou0Y4+baOo6qK9E8F6CnhXwdpPheN3ZdN0yC1VpCCxEcapk44zx2rTorz6GAVDMK2K5ruooq3blVvxOipiHPDwpW+G/4hXCfHH9mP4A/tLW+i2nx5+FOkeKY/DuqLqOipqsBcWtyBjeuCMgjGVOVbAyDgV3dFds4QqRcZpNdnqLC4rFYKuq+HqOE1tKLcWumjVmtNCP7Jahtwto8567BUlFFWYBRRRQBFerI9nKkMau5iYIjHhjjgH2ryD9lrwAnhzU9X1yOwmtEXT7TSobVlISNLdpmCjIzkebtPPYd69korz8RgFiMfRxLlb2fNp35lb8Dop4h08POlb4ra+juFeOf8FBtc8e+G/wBi74ia38NbzUbbVYPDzk3ejw+Zd21qXQXU0I/56JbGZ1IyQVBHIFex0kkccsbRSoGVgQysMgg9jXXXputQlTTtdNX7XW5rl2KhgMwo4mUFNU5xk4vaSi07PfR2s9GfmvrXxv8ABnh39qDSfCPhH9qN/Cvh2T4Wi5v10jxVZ2tvKRdxf2Y3mybi5aCW8ZVBwU2v0IJ+hf2VrDwp4/8AHWl+LfCPxAPiiHSdRub2912LVor43Fy1rJbkTTR5UsEmX5RggKvYHPs/wI/Ze/Z8/Zj8PX/hT4BfCXR/C2nanqT6hf2ul2+1ZrhlVS53En7qqAo+VQOAK7uOKOIbYo1UeijFfH4DhTE4adGVXEtqElLlSfLdO+l3+Nu572dZ3luIquGBpNQ5eVSkkpy7yko3V7uyXM7JJXdh1FFFfanyh/NX+zt8aP2i9C/4KzTeMPiP8T9a8KeKtY8c3th8QNVkvo7GaG2MzC6hkaT5IkVYwAp4Xy0C8qtfrx4Am8CfGrWrrwtoHx6m8c6lqFslrcTN4ot9RubO2L4O0RDEaZYklhjPevp/w9+y9+z54U+N+t/tJeHfhLo9p468R2S2mt+Jorf/AEm7hAjG1jnAyIYskAFtgyTiu6jt4IjuihRT6qoFfC0+EMVrGeKfK5X5Um09b3eqV/k9e5+u+IniTl3GeYYbE4XBKj7KhCm9t1e9rL4I3tFb23teyfRRRX3R+RBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4/+2b+3V+zl+wR8PtP+JP7R3ii+sbHVtUNhplrpGjXGoXdzKsMk8rJBbo0hSKCGWaR8bUSNmJFewV8D/wDBbjw58S9A8RfBv9o/wf8ABbxX490jwevjXRtc0PwXokmpXyTa34Zu9Pspvs8eWMX2kpE79I1n3HgGgD7p8K+KPD3jjwvpvjXwjrEGo6TrFhDe6XqFq+6K5t5UEkcqHurIysD6Gr9eRf8ABP8A+E3jP4DfsLfBz4J/EWPZr/hP4YaFpOtxbw3lXdvYQxSx5HBCurLnvtr12gArmfjN8XvA3wC+FWv/ABn+Jd/cW2g+G9NkvtTmtLGW5lESDJEcUSs8jk4CqoJJIArpq5D4/fEDSvhX8E/FPxD1vRNa1K10nRLieew8OaNNqN9OAhG2C2gVpJnOeEUEmgCL9nb4+fDn9qT4HeF/2h/hFfXVz4Z8X6RFqWiT3tm9vK8En3S8b/Mh46Hmu0r5F/4IU69qV7/wS1+FHg3xB8PvFvhjWPB/h+PQdc0nxl4XutJuku4FVnKRXKI0kX7wbZQNrEMAcg4+uqACkkkSKNpZGAVQSxPYUtJI4jjaRgSFBJAGSaAPEv2Sv+ChX7Mf7a/iPxb4O+BniLWH1bwVLbf23pfiDw3eaXcfZ7kOba8ijuo0aa2mEchjmUFW2nHbPt1fAX/BIf4s6h+09+1B8e/2sPiv8IPiN4O8c+Kryx0vTNB8Y/D3UNItNI8K6dLcw6bbxXNzEkd3czNJcXc/lkhDcIg4TJ+/aACiiigDxG6/4KFfs0af+2PZfsLalrOu2vjvU4pjpbXXhe8j0u+nhtVvJbSG/aMW8twluyytErllU84PFe3V+e3xn07xT8Tf+C6Pwd8U/C74P/FyO98A2+tWXxD1rxLpVx/whkehTaQ5gu9NlkLW4vZLuWGEvBtmKxyJINqiv0JoAKKKKAPLP2sP2y/gF+xV4T8O+Mv2gPFUumWnivxjYeF9BS2s3uJbvUrxysMSogJx8rMzdFVSTXqdfl9/wcH/AAS/bY+JPibwF8QPgX+y8vxN8KeE5dGazhtPEwtbrStck8T6XK9x9lWCWS4Vra0S3Mw2rbRXNzK25VZa/TvTpr240+CfUbNbe4eFWnt1l3iJyAWUNgbsHIzgZxQBNRRRQB5p+1h+1d8K/wBjT4UD4xfF6216402TWrLSbWy8MaBPql/d3l3MIYIYba3VpJXd2CgKCea6n4SfEvR/jJ8NNE+Kfh/RNb02y13T0u7aw8SaNNp1/AjDhJ7adVkgcd0cAivCv+CsPhD4Q+Mv2UPsnxx8HfF3WPD9j4r0zUZD8D7W4l8Q2NxbymW3uoRbfv1VJljy8PzqSp4UMRqf8Epl/aTT/gnf8J1/a8bWT8Qv+EYX+3j4kbOpbfOk+zfaz1+0/ZvI83PPmb885oA+g6KKKAK2s6xpXh7SLvxBruoQ2ljY20lxeXdxIFjhiRSzuzHgKFBJPYCvLv2Qf22PgP8AtyeBL74k/s/3+t3OkWV+LdbnW/DV3pv2tGjWSK6txcxoZ7aVGDRzJlHGcHgirv7a3w18X/Gf9jf4s/B/4fEf294q+Gmu6RomX2g3dzp88MIyenzuvNfH/wDwb0eGv2h/CPwW8b+HvibpvxZsfBdjceHrTwVp3xlWddUtb6LQ7WPW44FuP3iWC6grrAo/dBVby/kxQB+htFFFABXz58I/+Cl37PPxk/ay1T9izRPDXxB0jxxpljqN95Xin4fahplne2tlcpbT3Ftc3Eax3EXmSIFkjJVwwIJyK+g6+UP2c/A/jP4jf8FUPj5+03408J6pYaT4T8L+H/hv8P7rUtPlgS9gVH1bVLm3MigSxNc3dvD5iZUtZkZypoA+r6KKKACvAvjV/wAFMP2SP2fv2ofDP7IPxL8Z6nbeMfFD6elqtr4furixsnv55LewS7u40MVq1zNFJHEJGBdlIFe+1+UH/BSP4N/HHxV/wWa+H/jfw78CfHWrzR6h8O28A6zoGhSTeGZbW01q/m199dlUeV5ttayxy2hnO6N33Q/MTQB+r9FFFAH/2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "76+87=163", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "65f96d685450361f3faccca76c5100f128ef8c93346e4f703a8bd679a5d47cdd"} +{"episode": 72180, "episode_seed": 2081870474, "split": "train", "timestamp": "2025-10-28T03:49:50.764573", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2081870474, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [8, 4, 2, 7])", "action": "('move', [8, 4, 2, 7])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/bz4kfsxfAD4wfEfwt8Xfib8KNI1rxL4KnM3hbWL2AtNp8hZX3IQcHDKrDcDtYZGDzXl3/BS7wf8AAvxb8D9E0H9oOy0JvCc3jS1OpjX7xbW1yLa6Me+UugX94Fx8wycDnOK/P834dxVOGKxf1hqLvLlV9VvZ6pabLR6H9GZN4wZSsbw1TWW80sBF052UbyckoJ01bfT2mtr1G/8AE+P/AOCFXiT4seKP+CZHw8v/AIuTXstzDHdW2iTagmJH0uK4dLTBPLII1CoT1RVxkYJ+vK8w/Yy07QtH/Zh8IaT4XtbaDTLXT3h02GzAEMdus0ixrHjjYECgY4xivT6+zyyLhl1GLd/djv6I/D+J8yp5xxHjMdCmqaq1ZzUVtFSk3b5XPyN/4OqPEfxYtfB3wn8LafLep4IvL/UZ9VEUf+jy6nGsQthIw/iET3BVT1y5GccXf+CY37SOoy/sdeBNS+L37aeo6Zq2nxyQW2jX3jmyt0jsbedo7WNoXG/Z5KIMMclfrmvtf/gpt4T+BPjX4NeGdA/aQg0OTwnJ45ga+HiLUBa2ocWN8Yy0hdAp34x8wyeOc13/AOyXYeGNC/Zc8Gx2NrY2mmWXh6Nbfy1RYYbdAQuD0CKgGOwAr5LGZViMdxFWVPESp+5F6X9LaNaaXP0TF8cYOt4U5fkP1Jc9GtUl7RpWle700b5nzpS8ow3vptfAXVde1jwN9t1y5lnDXT/ZJ5mLNJFgHOT1Gc4NdrWT4H8e+BPiZ4bg8Y/DbxppPiDR7lnW21XQ9Riu7aUoxVgssTMrYYFTg8EEdq1q+vwFB4XB06XPz8qSv38z8nxbm8TPnhyu7utrPt6hRUV9fWWmWU2paleRW9vbxNLcXE8gRIkUZZmY8KAASSeABVDwZ448F/Efw3b+Mfh54v0vXtIu932TVdG1CO6tptrFG2SxMythlZTg8EEdRXVdXt1MlTqOm6ii+VO17aXeyv3dn9xqUUUUyDmfjTfeN9L+DnizU/hnbPN4kt/DN/L4fhjhEjPfLbuYFCtwxMgQYPB6V/O3/wAEjvjP8TfDP7bt7J4g+Oms+ErTxJY6hL471V9cjsnupVV5UM8lxx5n2ll7b8uw6Fq/pKr4o/YD8Afs4aB+1X4t8Q/CbSfDQ8S6pa+IX8dTaVeJPdG6GsQFRcqHYwtkyHYQvOeOK+Q4lwVTF47CRhUcG3JXXTS91qu1j9a4D40wnDnB+d5dVwftniacEpWVo6uPvXT0XNzQt9tLvdfkJ8YfjP8AtGa5/wAFdrbxn8PviZrPinxXpnxEtNP8D6ql9Hey3FmJwltCjR/u5I2ikIYDhhI+7lmr+lKvif8AaD8B/s46j/wUX0Txj4n03w2/xG0+/wDC6eGmur1BqKWZvD5jQwFwWT5pcuEOMtyMV9sVfDGFnhKmKhObm1O131sr366u+voT4mcZ4XizL8npUcJ7D6vh1Buy97VL3bfYXLePZykvNlfzwftNfEb9rC2/4L2X2vafca0vjaw+LsGn+FoEt/3n9leesVrEkfQwSWTgn+F0ldm+8xr+h+vib40+Bv2dtQ/4KSWHjfXdP8OSfEqy1nw9HoklxfJ/aUdiSgdooC+SnzSgyBDjLDNa8UUJVqFBqTVqkdvN2v6roT4U8Y4bg/G5hUrYT2/tcNUglZO2z1v9h7T8rb2sfD3/AAdN+JPi1/w0N8N/C2oTX0fgiLwjJd6OuzbbyaobmRLpgw+9IsK2nB+6HGMbzn9Vf+CeHiH4reLP2G/hX4k+N73j+Kb3wVZS6vLqMey4lYxjZJKOu9o9jEnkkknkmvMf+CpPgj9nTx5F4C0v9pSx8OXGlR3OpSaTF4mv0t4Wv/KhESoWdBJIQXwnO4Z4OK+jfgsCPg74TBGMeGbDjGMf6OlLLqEqfEmMlzN6Q09V+lrL1DibjHDZt4aZPksMJySw8qjdSytLX7PX3r3qf3knr06asbxl8Rvh78Oo7Gb4g+O9G0JNTv0sdNfWdUitRd3T52QRGRl8yRsHCLljg4FbNfht/wAHRnij4uj9qzwD4Z1O6v4vBtr4M+2eHFClYG1FrmVbt1YfekVEtAe6grjG7n085zL+ycBLEKPNZpW9X1PH8NeCY+IHFlPJ5V/YqUZycrXfuxvaKurtu3VaXfQ/cmivze/Y7/aWvtc+Cfw+8S/E79tfULvxdqHh+0bVtG1Hx3ZHzbqWPb5bwAB9x3D5c7t2O9ff/wAJ7vXL3wDp9z4haRrlkb55s72TcdpbPOduPrXHlXEWGzfEujSpyVle7t3Sto33Pm83yWtk9epSqTjLkm4Xi7p2bV15O2h0VFFFfQninj3/AAUE8QfFbwp+xH8UvEnwPa8XxXZeCr6XRpNOj33EcgiOXiH99U3MuOQQCMnFflD/AMGtHib4tf8ADSfxG8K6dPfSeCpvB6XmuKU3W6amt1GloxY/dkaJrsDH3ghznYMft1fbvsU2wHd5TYwO+K+NP+CTXgX9nPwRP4iH7Oen+HIba/8ADOjTeIn8O3yXAfUc3XmCZld9sgBHyEjbu6DPPzGZ0JS4hwU+Zr49PRX/AB2fkfq3C/GWGynw2znJZ4TnliHSaqWVo6297r7tr07fab26/aFeHf8ABSvxF8WPCX7BPxW8SfA971PE9p4Oun06XTY91xEuAJpIx1DrCZGBHIK5HIFe41S8S7/+Ec1DYCW+xS4AHfYa+ir03VoSgna6av2utz84yvGRy7M6GLlBTVOcZOL2lyyT5X5O1n5H8+H/AAQy+MHibwZ8SfGngzVP2hdR8EeEbnQ0vblYPEdvp8U+orNHHEczA5bymmyF6hRu+6tfs3+yZ8R7rxxqkKeG/itL4x0m2t5YbvVG1iO+G8HcA8sXyeYC4GODtI9BXm//AASc+H37Nngqx8S2/wCzhpPhmPTbvw/oU2sP4cvUuo3v8Xgk8x1d8SAbcoSNuegzX1dp/wAQvhzeeNrv4YaX440SXxHYWi3d/wCHrfU4WvraBtoWaSAN5iIdy4YqAdw55FfCcO5NiJ4bD4p4mSje/JrbRvT4ra27dz9K8UuLaHFvF+MxuHwTppxindLnSUYrmnZb3t12srm3RRRX6Afkx/NX+zt8aP2itB/4KzTeL/iP8T9a8KeKtY8dXth4/wBUkvo7GaG2MzfaoZGl+SJFWIAL0Xy028qtS/8ABV340fFjxH+3bbX3hr44a14ri8Mwaa/w+1eLWo76S2kKxzEwSW4wZBdb+2/KqOirX67fDHwF+znB/wAFLNV8caBpnhtviRc+LdSh8QzQ3qSaktn/AGXJ5Yli3kxIQsWG2ruwvJzTf+ClXgL9nHxN8cfDWo/F/TPDUviHTPCks3gVdYvUin+1i63MbaNnXznBWM4CsQQpwM1+S1cqrrL69b28uWFVx5dbN8yXNvvrfY/q6h4x5WuO8Jmf9k6RwXsuVJc1+VzvHT+GkuVf9O3J2+yfXnwqvPF+ofC/w3qHxBt2h1+fQLOTXInjCFLxoEMylRwpEhYYHArfoor9ZiuWKR/KtWaq1ZTSSu27LZX6LyQV+Tf/AAdS+I/izY/Cz4VeGdGkvU8E3+tahLr/AJMf7iTUY44fsaSMO/lvdsqng7WPVRj9ZK8F/wCChfws+Hfxo+FHh74d/FTwla65od940tzd6beFhHKUtbt1JKEHhlB4PavG4ipurkldJ292/wB2tvnax9p4b8RYbhPjfBZrXpe1hTk7x0v70XG6vpzRvzRvbVLVbnnH/BB7V/iXrH/BMH4dyfEyG4V7dLy30NrmARs+mJcyLbEAYyuwYVj1UKeRgn7BrzP9jnRtK8O/s0+FPD2g6dDZ2NhZS21laW6BY4IY55FRFA6KqgAD0FemV2ZZHky6jG97Rj+SPD4mzKnnPEeMx8Kapxq1ZzUVtFSk3b5XPyN/4OqfEfxYtfB/wn8LafLep4IvL/UZ9VEUf+jy6nGkQthIw/iET3BVT1BcjOOKf/BPL4o+G/Hf7AHhbwN+0P8AtZXdpazaXc6Vc+E7zx3aWMDaSkrww2zxArIsTQKFILBmQ9ea/Tb9qz4d/sufE34PXXh39sKw8MT+CkvIJ7lvFt+lraRXCviJ/Od0Eb7m2ghgTuK8hiCvx58K+DoP2UvGXhjR9DsU0ZPh9qFpa2dtEogFqLGRFjQLwE2YAA4x0r5vM+H8TiswrYmGJcE4rRXvorWeq00/PQ/Qp+IOEn4b5dw8sHy1KFaU/baa6t+69+f31zaqyjDXX3fCf+CdGkaD4J+PXxW+HXwf063sfAdnp2h3cml6Tbxpp1jr0ouhdJDs+VJGtY9PeSMYALIxAL5P17Xzp/wTv+EHww+Bnh3xl8PfhD4JsvD+iw6/bzx6fYK2zzZLKEu5LEszHA5JPAA6ACvouvV4ai4ZHQTd9L/e3p8j4PivHUswz2rWp3atGN5fFLlhGPNKzdpStdq8rXtzS3fx1/wXm8SfFjwx/wAEyfHl38JZb2KS4eztfEE2nx5kTSpZ1S5yRyqMpCOR/A7Z4JNfnF/wQy+Nev6D8N/G/gjxp+1Fqfgzw1YanaT+H9Oj8WW2nxtczLL9qZFmBZuI4CcfKCc9WOf3U8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gue+C3wC+DX7Ovw+tfhV8Evh3pvh3w/ZSyyW2mWER2K8jl3YliWYlieSSeg6ACuXNshxWY5jHEUq7ppRtpe+/SzWj669D7HJ/EHLst8MsVwxUwanVq1o1FUdrJLlvfd8y5eVdOWctre9xH7KHjrUfHVtLqVh46fxLo32FFg1j+0EukmkQhMiWP5GYhW3Y7jpmvZqRESNdkaBQOwGKWvXyzBTy/CKjOo5tNu731d+7/M/NMVXjiKznGPKuyOZ+NN9430v4OeLNT+Gds83iS38M38vh+GOESM98tu5gUK3DEyBBg8HpX86/8AwSQ+LfxC8Oft0XWp+JPjVqnhSPxBpupHxvrcmsxWU07YaYCWa4BwzXQjJH3iSe2a/pOr46/Ye+Bvwh+Hf7TOueOvBPw807TdZ8Wab4huvEmowxsZb+YaxbkM5YnHLscLgZbpXgcS4Kpi8dhIwqODbkrrppe61Wulj9P4E44wPDXCOdZZWwqqyxUIqMnbSza96/Rc3NG200u914L8cNG+CGr6JcfHX4beOLPxp8V7TxPof/CJeKv7ZttX1casl0iWNlEwJCxuDMGgUBWRppGBKl1/T+vjn48/A74Q69+3dp3xr1n4fadc+K9C1jwra6PrkqMZrSF7wblQZ2jPmPzjPzHBr7Gq+GMLPCVcVCU3NqdrvrZb9dXfX0PleIs1p47LsFRi5NwjJty6c3KlTjq/cgoXj8OspWit2V/OB+3b8UP2idH/AOC0/ifxf4g8T6ppHibR/iclp4dvpSkD2OlrKI7Noi/yJGbR0cMeCJC55Ymv6P64PVv2YP2ftd+O+n/tO6x8JtHuPH2l6abCw8USW+bmG3IkUoDnGdssi7iNwViM44r0M9ymtm1GnCnU5HGSf9ea6H0Phjx7gOAsZja2KwqrqvQnSS00bs0nf7ErWmlra2jtY+J/H2l/sjfHhpI/jX8cdJ+JNrpOl3zQ2virxpaahFpts8YFzcxxoVEbCNRmcjdGASrLkk/Wn/BP/VPHOs/sV/DPUviO162rSeErXzJNStRDcSQhcW8kqAAK7QCJmGByTkA8V55/wUf+Bfwf+N8ngvw98W/h5p2v2Niuq31paX0bbEuEigCvhSN2AzDByDnkGvffgr/yRzwlwP8AkWbDoP8Ap3jrychwNXBZ1iYVKrm1GGr6317va1lqeDmeb0sRwxQwq5m+dys7ctNR5lanq/jcuaekVeMfi3XTV5X+1H8KP2P/AIo2XheL9rnRPB93BY+I4n8J/wDCW3sUCnUmB2RwmR1813A/1XzB9oypwMeqV+G3/B0Z4o+Lo/as8A+GdTur+Lwba+DPtnhxQpWBtRa5lW7dWH3pFRLQHuoK4xu59vPMfDLsulWlDnV0rPbV9f63ser4V8KYjjPjOjl1HFPDScZy9pG/MuWL0jZq7ez1Xu8z6WP3F+yWobcLaPOeuwVJX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv/4T3euXvgHT7nxC0jXLI3zzZ3sm47S2ec7cfWuXKuIsNm+JdGlTkrK93bulbRvufKZvktbJ69SlUnGXJNwvF3Ts2rrydtDoqKKK+hPFPHv+CgniD4reFP2I/il4k+B73ieK7LwVfS6NJp0e+4jkERy8Q671Tcy45BAIycV+Tv8Awaza38T0/ad+JGh6Yl0/hG58FxXGvSCANEuoJdoLPc55VzHJe4H8QDE/dr9vr9itjMynkRMR+Rr5H/4JgfBL4S/BO/1m0+E/gGw0GPW/B2h6hqwsVbN1dM10DI5Ykk+3QZOAMmvmM0oSlxDgp8zXx6eiv+N7PyP1PhjjXB5P4cZxkVTDKc8S6bjPTSzXxdfdtzQttJt6dfr2vDv+ClfiP4seEf2Cfit4k+B73qeJ7PwddPp0umx7riJcATSRjqHWEyMCOQVyOQK9xpJI0lRopUDKwIZWGQR6Gvoq9N1qMqadrpq/a63PzvK8ZHLszoYuVNTVOcZOL2lyyT5X5O1n5H88H/BC/wCKuueCfil428N6j8e73wP4YvfD8V1eSW3iC209bq/jnVIAXmBLERyXPyr9T0FfoFomh/CHQfjv8NPiv+z/AOJrXXPiB4h+LNtbaj4n07U4dS1HW7KVQNWiu5lYmS3isUEhXhYDDAVCEjd9k/sp/CT9j34X+DdX039j3QPB1todzr80us/8IjeRXMP9ohEWRJHR3CuqhB5eRtBGFGa8P8IfBD4RaV/wUVuPjpp3w+06LxhqHja8sLzxAqN58lsuguBHydqjCIMgAnaMmvzqeQYnLvqjliHJOpFJK/Krtu61/Rbn7JxT4hYLiPjPH5rTw86EZUmuSy5qjUFHlrapcr3l8WiUba8y+xaKKK/Sj8MP5p/2ffi58f8ASv8AgrX/AMJt8UPiLqvhjxbqHj6+tPG+r3F3FZT2kLO6XUbPKNkKrGpQDooVQvRa/R79ojRv2V/ij8N/F/xH8ZfF6y8d+ItD8JS/2Rr1/wCJbbVdQ0V0YyWpslQ4hla78rbtXdLJsjO4EIfdPh58D/hHpP8AwUFuvjfp/wAP9Pi8Xax401Wy1LXtjGee3XS5QsZySoGI0+6ATtGc0z/goj8DfhB8Svi5pfi/x78PdO1XU/Cng57zw7d3cbE2E5uifMQAhScohG4HBUEYr8lq5TXWXV63t5csarjy62b5kuZ676326bn9AcTeJGW8ScVZfjaOGeGVKhCL9nbmbinJwWqXJf3Fd6R1cX8B9U/CW88Y6j8KvDOofEW2aHxBP4fspNdhaMIY7xoEMylRwpEhYYHAroKKK/WYrlikfgdaoqtWU0krtuy2V+i8kFefftI6QNT8EWlwdMFwbHVY7hX2kmA7JE3jHs5XnjDGvQaK5cfhPr2CqYfm5eZNX7FYer7CtGpa9nc5f4LeEj4H+FujeGWMu6C2LsJ8bw0jtIQcAYwXIx7V1FFFbUKSoUY019lJfcrGc5Oc3Lufkb/wdUeI/ixa+DvhP4V0+W9TwRe3+oz6qIk/0eXU40iFsJGH8Qie4KqeuXIzjiT/AIJxfHdPFP7EPhDT/j5+2Nf21x9iuNPk8O6l46s7eM6ZHK8MEDwt8/lmBVXBIYr35Br9Pfjr+z78F/2mvAEnwu+PXw70/wAT6BLdRXLabqSMUE0ZJSRSpDKwyRkEcMR0JFdJo3hrw94e0e08P6FolraWNhbR29laW8CpHBEihURVAwFVQAAOgFfLY/hvF4zMqmJhiXTUklZXvorW3WnX5s/VMT4h5dX8NMDwysEva0Ks5uppZp8zVtG+Z81pX0tCO+0fPf2YPC40rQNX8UBpP+J5qEcy7sbCscEcQZOOQdvXn2r0+gAAYAor6LL8GsBgqeHTvyq1+5+X4is8RXlUta4UUUV2GIUUUUAcv8br/wAc6V8F/F+qfDC2ebxLbeF9Ql8OwxQiRpL5baQwKFbhiZAgweD0r83rP43+FvDdz8AbHwp+0zfaBFq/hq/fxBqa+ILW2ubqz+wo0kt1LNkxynUY4VYcEy+cpHyMF/UmuB+Fn7Lf7PPwS8ZeKfiF8KPhHo2ha142vvtninUbG2xJqM++R975JA+eWRsLgEuTjNfO53kuIzWvRnTrOnyX2vfXqtVr032Pq8izvLMuy3EUcTR55yu4aRs24yhabeqUebnhZP3lZpX5o/PvwEj8G/FnxraN4W+LsnjSe312xvdU1Zdfg1GeMW0qzRRyPF8qJ+7IAIBO5sHJ4+wKbHDDDnyolXPXauKdXVk2VSyqlOMqrqOTu2/RLu/zPAxmLWLnFqPKkrWCiiivYOM8o/aj8Nvrlpo88WkmaRGuLeO4jRmeMzKi7Rjj5to6jqor0TwXoKeFfB2k+F43dl03TILVWkILERxqmTjjPHatOivPoYBUMwrYrmu6iirduVW/E6KmIc8PClb4b/iFcJ8cf2Y/gD+0tb6LafHn4U6R4pj8O6ouo6KmqwFxa3IGN64IyCMZU5VsDIOBXd0V2zhCpFxmk12eosLisVgq6r4eo4TW0otxa6aNWa00I/slqG3C2jznrsFSUUVZgFFFFAEV6sj2cqQxq7mJgiMeGOOAfavIP2WvACeHNT1fXI7Ca0RdPtNKhtWUhI0t2mYKMjOR5u089h3r2SivPxGAWIx9HEuVvZ82nfmVvwOiniHTw86Vvitr6O4V4f8A8FK/EfxY8I/sE/FbxJ8D5L1PE9n4OupNOm02PdcRLgCaSMdQ6wmRgRyCuRyBXuFJJGkqNFKgZWBDKwyCPQ1116brUZU07XTV+11ub5XjI5dmdDFypqapzjJxe0uWSfK/J2s/I/nk/wCCGXxg8T+DPiR4z8Gap+0LqPgjwjcaIl9cJB4jt9Pin1FZo44jmYHLeU02QvUKN33Vr9eP2VrDwp4/8daX4t8I/EA+KIdJ1G5vb3XYtWivjcXLWsluRNNHlSwSZflGCAq9gc+0fAn9mD9n39mTw9f+FPgH8JtH8LadqmpvqF/a6Zb7VmuWVVLncSfuqoAHAA4Aruo4o4htijVR6KMV8fgOFMThp0ZVcS2oSUuWz5bp30u/07n6B4kce4HjTifE5nhML7KNVRir25naKjeVtLu3fZLsOooor7U/MD8qrj436toHwh+F+seKPjpf+HPHuq/FqSHxndy6lbWl7BeGe7GswTebkW8cMbuowBsUW4H313e8+AJvAnxq1q68LaB8epvHOpahbJa3EzeKLfUbmzti+DtEQxGmWJJYYz3r6f8AD37Lv7PfhT44a1+0n4d+EmjWnjrxFZLaa14mit/9Ju4QIxtY5wM+TFkgAtsXJOK7qO3giO6KFFPqqgV8LT4PxVnGpinyuV7JOz1vd67v0evc+3zziXK8bXVTBYflvzNtqKalNtuMeW/uQ+GOzau7Rvyp9FFFfdHxAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeP/tm/t1fs5fsEfD7T/iT+0d4ovrGx1bVDYaZa6Ro1xqF3cyrDJPKyQW6NIUighlmkfG1EjZiRXsFfA//AAW48OfEvQPEXwb/AGj/AAf8FvFfj3SPB6+NdG1zQ/BeiSalfJNrfhm70+ym+zx5YxfaSkTv0jWfceAaAPunwr4o8PeOPC+m+NfCOsQajpOsWEN7peoWr7orm3lQSRyoe6sjKwPoav15F/wT/wDhN4z+A37C3wc+CfxFj2a/4T+GGhaTrcW8N5V3b2EMUseRwQrqy577a9doAK5n4zfF7wN8AvhVr/xn+Jd/cW2g+G9NkvtTmtLGW5lESDJEcUSs8jk4CqoJJIArpq5D4/fEDSvhX8E/FPxD1vRNa1K10nRLieew8OaNNqN9OAhG2C2gVpJnOeEUEmgCL9nb4+fDn9qT4HeF/wBof4RX11c+GfF+kRalok97ZvbyvBJ90vG/zIeOh5rtK+Rf+CFOvale/wDBLX4UeDfEHw+8W+GNY8H+H49B1zSfGXhe60m6S7gVWcpFcojSRfvBtlA2sQwByDj66oAKSSRIo2lkYBVBLE9hS0kjiONpGBIUEkAZJoA8S/ZK/wCChX7Mf7a/iPxb4O+BniLWH1bwVLbf23pfiDw3eaXcfZ7kOba8ijuo0aa2mEchjmUFW2nHbPt1fAX/AASH+LOoftPftQfHv9rD4r/CD4jeDvHPiq8sdL0zQfGPw91DSLTSPCunS3MOm28VzcxJHd3MzSXF3P5ZIQ3CIOEyfv2gAooooA8Ruv8AgoV+zRp/7Y9l+wtqWs67a+O9TimOltdeF7yPS76eG1W8ltIb9oxby3CW7LK0SuWVTzg8V7dX57fGfTvFPxN/4Lo/B3xT8Lvg/wDFyO98A2+tWXxD1rxLpVx/whkehTaQ5gu9NlkLW4vZLuWGEvBtmKxyJINqiv0JoAKKKKAPLP2sP2y/gF+xV4T8O+Mv2gPFUumWnivxjYeF9BS2s3uJbvUrxysMSogJx8rMzdFVSTXqdfl9/wAHB/wS/bY+JPibwF8QPgX+y8vxN8KeE5dGazhtPEwtbrStck8T6XK9x9lWCWS4Vra0S3Mw2rbRXNzK25VZa/TvTpr240+CfUbNbe4eFWnt1l3iJyAWUNgbsHIzgZxQBNRRRQB5p+1h+1d8K/2NPhQPjF8XrbXrjTZNastJtbLwxoE+qX93eXcwhghhtrdWkld3YKAoJ5rqfhJ8S9H+Mnw00T4p+H9E1vTbLXdPS7trDxJo02nX8CMOEntp1WSBx3RwCK8K/wCCsPhD4Q+Mv2UPsnxx8HfF3WPD9j4r0zUZD8D7W4l8Q2NxbymW3uoRbfv1VJljy8PzqSp4UMRqf8Epl/aTT/gnf8J1/a8bWT8Qv+EYX+3j4kbOpbfOk+zfaz1+0/ZvI83PPmb885oA+g6KKKAK2s6xpXh7SLvxBruoQ2ljY20lxeXdxIFjhiRSzuzHgKFBJPYCvLv2Qf22PgP+3J4EvviT+z/f63c6RZX4t1udb8NXem/a0aNZIrq3FzGhntpUYNHMmUcZweCKu/trfDXxf8Z/2N/iz8H/AIfEf294q+Gmu6RomX2g3dzp88MIyenzuvNfH/8Awb0eGv2h/CPwW8b+HvibpvxZsfBdjceHrTwVp3xlWddUtb6LQ7WPW44FuP3iWC6grrAo/dBVby/kxQB+htFFFABXz58I/wDgpd+zz8ZP2stU/Ys0Tw18QdI8caZY6jfeV4p+H2oaZZ3trZXKW09xbXNxGsdxF5kiBZIyVcMCCcivoOvlD9nPwP4z+I3/AAVQ+Pn7TfjTwnqlhpPhPwv4f+G/w/utS0+WBL2BUfVtUubcyKBLE1zd28PmJlS1mRnKmgD6vooooAK8C+NX/BTD9kj9n79qHwz+yD8S/Gep23jHxQ+npara+H7q4sbJ7+eS3sEu7uNDFatczRSRxCRgXZSBXvtflB/wUj+Dfxx8Vf8ABZr4f+N/DvwJ8davNHqHw7bwDrOgaFJN4ZltbTWr+bX312VR5Xm21rLHLaGc7o3fdD8xNAH6v0UUUAf/2Q==", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/bz4kfsxfAD4wfEfwt8Xfib8KNI1rxL4KnM3hbWL2AtNp8hZX3IQcHDKrDcDtYZGDzXl3/BS7wf8AAvxb8D9E0H9oOy0JvCc3jS1OpjX7xbW1yLa6Me+UugX94Fx8wycDnOK/P834dxVOGKxf1hqLvLlV9VvZ6pabLR6H9GZN4wZSsbw1TWW80sBF052UbyckoJ01bfT2mtr1G/8AE+P/AOCFXiT4seKP+CZHw8v/AIuTXstzDHdW2iTagmJH0uK4dLTBPLII1CoT1RVxkYJ+vK8w/Yy07QtH/Zh8IaT4XtbaDTLXT3h02GzAEMdus0ixrHjjYECgY4xivT6+zyyLhl1GLd/djv6I/D+J8yp5xxHjMdCmqaq1ZzUVtFSk3b5XPyN/4OqPEfxYtfB3wn8LafLep4IvL/UZ9VEUf+jy6nGsQthIw/iET3BVT1y5GccXf+CY37SOoy/sdeBNS+L37aeo6Zq2nxyQW2jX3jmyt0jsbedo7WNoXG/Z5KIMMclfrmvtf/gpt4T+BPjX4NeGdA/aQg0OTwnJ45ga+HiLUBa2ocWN8Yy0hdAp34x8wyeOc13/AOyXYeGNC/Zc8Gx2NrY2mmWXh6Nbfy1RYYbdAQuD0CKgGOwAr5LGZViMdxFWVPESp+5F6X9LaNaaXP0TF8cYOt4U5fkP1Jc9GtUl7RpWle700b5nzpS8ow3vptfAXVde1jwN9t1y5lnDXT/ZJ5mLNJFgHOT1Gc4NdrWT4H8e+BPiZ4bg8Y/DbxppPiDR7lnW21XQ9Riu7aUoxVgssTMrYYFTg8EEdq1q+vwFB4XB06XPz8qSv38z8nxbm8TPnhyu7utrPt6hX4M/8HLvjL41Q/t7+HNL1XUNTttA0fwlaXXgdogY40meVjcTQsvWXzY0DN94eXGOgXP7w319ZaZZTalqV5Fb29vE0txcTyBEiRRlmZjwoABJJ4AFfGn/AAUE8E/s4/tUJ4U+IF/p/hvx1pmjeD/EGoeF9Xtb1Ly1iuUls1aSKSFykhDx7SCWGUwRxXicWw9pks7Ss04v11S/W/rY/R/CTiqhwVxdDNcRhnWpqM4O1rxcotppvRN2af8AdcrX2Ppf9mLVfiPrv7N3w/1r4wwTxeLbzwVpc3ieO6gEUq6g1pG1wHQcI3ml8qOhyK7modNYtp1uzHJMKEk/QVNX0dOPJTUb3stz83xVZYnEzqqKipNuy2V3ey8lsjmfjTfeN9L+DnizU/hnbPN4kt/DN/L4fhjhEjPfLbuYFCtwxMgQYPB6V/O3/wAEjvjP8TfDP7bt7J4g+Oms+ErTxJY6hL471V9cjsnupVV5UM8lxx5n2ll7b8uw6Fq/pKr4o/YD8Afs4aB+1X4t8Q/CbSfDQ8S6pa+IX8dTaVeJPdG6GsQFRcqHYwtkyHYQvOeOK+T4lwVTF47CRhUcG3JXXTS91qu1j9T4D40wnDnB+d5dVwftniacEpWVo6uPvXT0XNzQt9tLvdfkJ8YfjP8AtGa5/wAFdrbxn8PviZrPinxXpnxEtNP8D6ql9Hey3FmJwltCjR/u5I2ikIYDhhI+7lmr+lKvif8AaD8B/s46j/wUX0Txj4n03w2/xG0+/wDC6eGmur1BqKWZvD5jQwFwWT5pcuEOMtyMV9sVfDGFnhKmKhObm1O131sr366u+voT4mcZ4XizL8npUcJ7D6vh1Buy97VL3bfYXLePZykvNlfzwftNfEb9rC2/4L2X2vafca0vjaw+LsGn+FoEt/3n9leesVrEkfQwSWTgn+F0ldm+8xr+h+vib40+Bv2dtQ/4KSWHjfXdP8OSfEqy1nw9HoklxfJ/aUdiSgdooC+SnzSgyBDjLDNa8UUJVqFBqTVqkdvN2v6roT4U8Y4bg/G5hUrYT2/tcNUglZO2z1v9h7T8rb2sfD3/AAdN+JPi1/w0N8N/C2oTX0fgiLwjJd6OuzbbyaobmRLpgw+9IsK2nB+6HGMbzn9Vf+CeHiH4reLP2G/hX4k+N73j+Kb3wVZS6vLqMey4lYxjZJKOu9o9jEnkkknkmvMf+CpPgj9nTx5F4C0v9pSx8OXGlR3OpSaTF4mv0t4Wv/KhESoWdBJIQXwnO4Z4OK+jfgsCPg74TBGMeGbDjGMf6OlLLqEqfEmMlzN6Q09V+lrL1DibjHDZt4aZPksMJySw8qjdSytLX7PX3r3qf3knr06asbxl8Rvh78Oo7Gb4g+O9G0JNTv0sdNfWdUitRd3T52QRGRl8yRsHCLljg4FbNfht/wAHRnij4uj9qzwD4Z1O6v4vBtr4M+2eHFClYG1FrmVbt1YfekVEtAe6grjG7n085zL+ycBLEKPNZpW9X1PH8NeCY+IHFlPJ5V/YqUZycrXfuxvaKurtu3VaXfQ/cmivze/Y7/aWvtc+Cfw+8S/E79tfULvxdqHh+0bVtG1Hx3ZHzbqWPb5bwAB9x3D5c7t2O9ff/wAJ7vXL3wDp9z4haRrlkb55s72TcdpbPOduPrXHlXEWGzfEujSpyVle7t3Sto33Pm83yWtk9epSqTjLkm4Xi7p2bV15O2h0VFFFfQninj3/AAUE8QfFbwp+xH8UvEnwPa8XxXZeCr6XRpNOj33EcgiOXiH99U3MuOQQCMnFflD/AMGtHib4tf8ADSfxG8K6dPfSeCpvB6XmuKU3W6amt1GloxY/dkaJrsDH3ghznYMft1fbvsU2wHd5TYwO+K+NP+CTXgX9nPwRP4iH7Oen+HIba/8ADOjTeIn8O3yXAfUc3XmCZld9sgBHyEjbu6DPPzGZ0JS4hwU+Zr49PRX/AB2fkfq3C/GWGynw2znJZ4TnliHSaqWVo6297r7tr07fab26/aFeHf8ABSvxF8WPCX7BPxW8SfA971PE9p4Oun06XTY91xEuAJpIx1DrCZGBHIK5HIFe41S8S7/+Ec1DYCW+xS4AHfYa+ir03VoSgna6av2utz84yvGRy7M6GLlBTVOcZOL2lyyT5X5O1n5H8+H/AAQy+MHibwZ8SfGngzVP2hdR8EeEbnQ0vblYPEdvp8U+orNHHEczA5bymmyF6hRu+6tfs3+yZ8R7rxxqkKeG/itL4x0m2t5YbvVG1iO+G8HcA8sXyeYC4GODtI9BXm//AASc+H37Nngqx8S2/wCzhpPhmPTbvw/oU2sP4cvUuo3v8Xgk8x1d8SAbcoSNuegzX1dp/wAQvhzeeNrv4YaX440SXxHYWi3d/wCHrfU4WvraBtoWaSAN5iIdy4YqAdw55FfCcO5NiJ4bD4p4mSje/JrbRvT4ra27dz9K8UuLaHFvF+MxuHwTppxindLnSUYrmnZb3t12srm3RRRX6Afkx/NX+zt8aP2itB/4KzTeL/iP8T9a8KeKtY8dXth4/wBUkvo7GaG2MzfaoZGl+SJFWIAL0Xy028qtS/8ABV340fFjxH+3bbX3hr44a14ri8Mwaa/w+1eLWo76S2kKxzEwSW4wZBdb+2/KqOirX67fDHwF+znB/wAFLNV8caBpnhtviRc+LdSh8QzQ3qSaktn/AGXJ5Yli3kxIQsWG2ruwvJzTf+ClXgL9nHxN8cfDWo/F/TPDUviHTPCks3gVdYvUin+1i63MbaNnXznBWM4CsQQpwM1+S1cqrrL69b28uWFVx5dbN8yXNvvrfY/q6h4x5WuO8Jmf9k6RwXsuVJc1+VzvHT+GkuVf9O3J2+yfXnwqvPF+ofC/w3qHxBt2h1+fQLOTXInjCFLxoEMylRwpEhYYHArfoor9ZiuWKR/KtWaq1ZTSSu27LZX6LyQV+Tf/AAdS+I/izY/Cz4VeGdGkvU8E3+tahLr/AJMf7iTUY44fsaSMO/lvdsqng7WPVRj9ZK8F/wCChfws+Hfxo+FHh74d/FTwla65od940tzd6beFhHKUtbt1JKEHhlB4PavG4ipurkldJ292/wB2tvnax9p4b8RYbhPjfBZrXpe1hTk7x0v70XG6vpzRvzRvbVLVbnnH/BB7V/iXrH/BMH4dyfEyG4V7dLy30NrmARs+mJcyLbEAYyuwYVj1UKeRgn7BrzP9jnRtK8O/s0+FPD2g6dDZ2NhZS21laW6BY4IY55FRFA6KqgAD0FemV2ZZHky6jG97Rj+SPD4mzKnnPEeMx8Kapxq1ZzUVtFSk3b5XPyN/4OqfEfxYtfB/wn8LafLep4IvL/UZ9VEUf+jy6nGkQthIw/iET3BVT1BcjOOKf/BPL4o+G/Hf7AHhbwN+0P8AtZXdpazaXc6Vc+E7zx3aWMDaSkrww2zxArIsTQKFILBmQ9ea/Tb9qz4d/sufE34PXXh39sKw8MT+CkvIJ7lvFt+lraRXCviJ/Od0Eb7m2ghgTuK8hiCvx58K+DoP2UvGXhjR9DsU0ZPh9qFpa2dtEogFqLGRFjQLwE2YAA4x0r5vM+H8TiswrYmGJcE4rRXvorWeq00/PQ/Qp+IOEn4b5dw8sHy1KFaU/baa6t+69+f31zaqyjDXX3fCf+CdGkaD4J+PXxW+HXwf063sfAdnp2h3cml6Tbxpp1jr0ouhdJDs+VJGtY9PeSMYALIxAL5P17Xzp/wTv+EHww+Bnh3xl8PfhD4JsvD+iw6/bzx6fYK2zzZLKEu5LEszHA5JPAA6ACvouvV4ai4ZHQTd9L/e3p8j4PivHUswz2rWp3atGN5fFLlhGPNKzdpStdq8rXtzS3fx1/wXm8SfFjwx/wAEyfHl38JZb2KS4eztfEE2nx5kTSpZ1S5yRyqMpCOR/A7Z4JNfmV/wRK8bfELVfAPxX8Dax4lu5vDOi+Dry40TT5ZwYrK5nA+0vGOqbxFAT/DlM9d2f3s8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gvk79oH4FfCH9nHwlp3wo+B3gGw8N+HrLwF4klttL05CEV5JbV3cliWZix6kk9B0AFeFxbldWonjlUtGMUnHv7y/DW/ql8vu+G+O8Dg/DvEcKywqdWtWVRVdNElFvz5lycqtpyzlqrWl6p+yF471Lx3pI1Oy8dP4l0c6XEsWsf2gt0k0qYTIlT5GY7W3Y7jkZzXtdV9JRI9Lt1jQKPITgDHYVYr6rK8FPL8GqM6jm7t3e+rv3f5n5Viq8cRWc1HlXZHM/Gm+8b6X8HPFmp/DO2ebxJb+Gb+Xw/DHCJGe+W3cwKFbhiZAgweD0r+df/gkh8W/iF4c/boutT8SfGrVPCkfiDTdSPjfW5NZispp2w0wEs1wDhmuhGSPvEk9s1/SdXx1+w98DfhD8O/2mdc8deCfh5p2m6z4s03xDdeJNRhjYy38w1i3IZyxOOXY4XAy3SvA4lwVTF47CRhUcG3JXXTS91qtdLH6fwJxxgeGuEc6yythVVlioRUZO2lm171+i5uaNtppd7rwX44aN8ENX0S4+Ovw28cWfjT4r2nifQ/8AhEvFX9s22r6uNWS6RLGyiYEhY3BmDQKArI00jAlS6/p/Xxz8efgd8Ide/bu07416z8PtOufFehax4VtdH1yVGM1pC94NyoM7RnzH5xn5jg19jVfDGFnhKuKhKbm1O131st+urvr6HyvEWa08dl2Coxcm4Rk25dOblSpx1fuQULx+HWUrRW7K/nA/bt+KH7ROj/8ABafxP4v8QeJ9U0jxNo/xOS08O30pSB7HS1lEdm0Rf5EjNo6OGPBEhc8sTX9H9cHq37MH7P2u/HfT/wBp3WPhNo9x4+0vTTYWHiiS3zcw25EilAc4ztlkXcRuCsRnHFehnuU1s2o04U6nI4yT/rzXQ+h8MePcBwFjMbWxWFVdV6E6SWmjdmk7/Yla00tbW0drHxP4+0v9kb48NJH8a/jjpPxJtdJ0u+aG18VeNLTUItNtnjAubmONCojYRqMzkbowCVZckn60/wCCf+qeOdZ/Yr+GepfEdr1tWk8JWvmSalaiG4khC4t5JUAAV2gETMMDknIB4rzz/go/8C/g/wDG+TwX4e+Lfw807X7GxXVb60tL6NtiXCRQBXwpG7AZhg5BzyDXvvwV/wCSOeEuB/yLNh0H/TvHXk5DgauCzrEwqVXNqMNX1vr3e1rLU8HM83pYjhihhVzN87lZ25aajzK1PV/G5c09Iq8Y/Fuumryv9qP4Ufsf/FGy8Lxftc6J4Pu4LHxHE/hP/hLb2KBTqTA7I4TI6+a7gf6r5g+0ZU4GPVK/Db/g6M8UfF0ftWeAfDOp3V/F4NtfBn2zw4oUrA2otcyrdurD70ioloD3UFcY3c+3nmPhl2XSrShzq6Vntq+v9b2PV8K+FMRxnxnRy6jinhpOM5e0jfmXLF6Rs1dvZ6r3eZ9LH7i/ZLUNuFtHnPXYKkr83v2O/wBpa+1z4J/D7xL8Tv219Qu/F2oeH7RtW0bUfHdkfNupY9vlvAAH3HcPlzu3Y719/wDwnu9cvfAOn3PiFpGuWRvnmzvZNx2ls8524+tcuVcRYbN8S6NKnJWV7u3dK2jfc+UzfJa2T16lKpOMuSbheLunZtXXk7aHRUUUV9CeKePf8FBPEHxW8KfsR/FLxJ8D3vE8V2Xgq+l0aTTo99xHIIjl4h13qm5lxyCARk4r8nf+DWbW/ien7TvxI0PTEun8I3PguK416QQBol1BLtBZ7nPKuY5L3A/iAYn7tft9fsVsZmU8iJiPyNfI/wDwTA+CXwl+Cd/rNp8J/ANhoMet+DtD1DVhYq2bq6ZroGRyxJJ9ugycAZNfMZpQlLiHBT5mvj09Ff8AG9n5H6nwxxrg8n8OM4yKphlOeJdNxnppZr4uvu25oW2k29Ov17Xh3/BSvxH8WPCP7BPxW8SfA971PE9n4Oun06XTY91xEuAJpIx1DrCZGBHIK5HIFe40kkaSo0UqBlYEMrDII9DX0Vem61GVNO101ftdbn53leMjl2Z0MXKmpqnOMnF7S5ZJ8r8naz8j+eD/AIIX/FXXPBPxS8beG9R+Pd74H8MXvh+K6vJLbxBbaet1fxzqkALzAliI5Ln5V+p6Cv0C0TQ/hDoPx3+GnxX/AGf/ABNa658QPEPxZtrbUfE+nanDqWo63ZSqBq0V3MrEyW8VigkK8LAYYCoQkbvsn9lP4Sfse/C/wbq+m/se6B4OttDudfml1n/hEbyK5h/tEIiyJI6O4V1UIPLyNoIwozXh/hD4IfCLSv8AgorcfHTTvh9p0XjDUPG15YXniBUbz5LZdBcCPk7VGEQZABO0ZNfnU8gxOXfVHLEOSdSKSV+VXbd1r+i3P2TinxCwXEfGePzWnh50IypNcllzVGoKPLW1S5XvL4tEo215l9i0UUV+lH4YfzT/ALPnxc+P+l/8Fa/+E2+J/wARdW8MeLdQ8e31p441ee7isp7SFpHS6jZ5RshVY1KAdFCqF6LX6PftEaN+yv8AFH4b+L/iP4y+L1l478RaH4Sl/sjXr/xLbarqGiujGS1NkqHEMrXflbdq7pZNkZ3AhD9yeEPhH+x3pH7Unij4k+CvD/g5Pi5f6TEni2eyu4m1b7GVh2NPCHLRowSD5yq7sJknivDP+CiPwN+EHxK+Lml+L/Hvw907VdT8KeDnvPDt3dxsTYTm6J8xACFJyiEbgcFQRivzHMuHcTgcBUqvEtx5vhV7O8krvX4ur036n77xH4l4DifirAYynhZYVUaEIvkSUnypy5Y6xXs3pGLbdo+9yv4T6p+Et54x1H4VeGdQ+Its0PiCfw/ZSa7C0YQx3jQIZlKjhSJCwwOBXQUUV+mxXLFI/Bq1RVasppJXbdlsr9F5IK8+/aR0gan4ItLg6YLg2Oqx3CvtJMB2SJvGPZyvPGGNeg0Vy4/CfXsFUw/Ny8yav2Kw9X2FaNS17O5y/wAFvCR8D/C3RvDLGXdBbF2E+N4aR2kIOAMYLkY9q6iiitqFJUKMaa+ykvuVjOcnObl3PyN/4OqPEfxYtfB3wn8K6fLep4Ivb/UZ9VESf6PLqcaRC2EjD+IRPcFVPXLkZxxJ/wAE4vjunin9iHwhp/x8/bGv7a4+xXGnyeHdS8dWdvGdMjleGCB4W+fyzAqrgkMV78g1+nvx1/Z9+C/7TXgCT4XfHr4d6f4n0CW6iuW03UkYoJoySkilSGVhkjII4YjoSK6TRvDXh7w9o9p4f0LRLW0sbC2jt7K0t4FSOCJFCoiqBgKqgAAdAK+Wx/DeLxmZVMTDEumpJKyvfRWtutOvzZ+qYnxDy6v4aYHhlYJe1oVZzdTSzT5mraN8z5rSvpaEd9o+e/sweFxpWgav4oDSf8TzUI5l3Y2FY4I4gyccg7evPtXp9AAAwBRX0WX4NYDBU8OnflVr9z8vxFZ4ivKpa1wrxr9qrwK/ja603Thpbsb7TrvTFvIFJkRbjYHQdQPuKwyP4T2Br2Wis80wCzPBSw7lyp219Gn+hWFxDwtdVEr2v+Qy2hFvbx26kkIgUE+wxT6KK9A5zl/jdf8AjnSvgv4v1T4YWzzeJbbwvqEvh2GKESNJfLbSGBQrcMTIEGDwelfm9Z/G/wALeG7n4A2PhT9pm+0CLV/DV+/iDU18QWttc3Vn9hRpJbqWbJjlOoxwqw4Jl85SPkYL+pNcD8LP2W/2efgl4y8U/EL4UfCPRtC1rxtffbPFOo2NtiTUZ98j73ySB88sjYXAJcnGa+dzvJcRmtejOnWdPkvte+vVarXpvsfV5FneWZdluIo4mjzzldw0jZtxlC029Uo83PCyfvKzSvzR+ffgJH4N+LPjW0bwt8XZPGk9vrtje6pqy6/BqM8YtpVmijkeL5UT92QAQCdzYOTx9gU2OGGHPlRKueu1cU6urJsqllVKcZVXUcndt+iXd/meBjMWsXOLUeVJWsFFFFewcZ5R+1H4bfXLTR54tJM0iNcW8dxGjM8ZmVF2jHHzbR1HVRXongvQU8K+DtJ8Lxu7LpumQWqtIQWIjjVMnHGeO1adFefQwCoZhWxXNd1FFW7cqt+J0VMQ54eFK3w3/EK4T44/sx/AH9pa30W0+PPwp0jxTH4d1RdR0VNVgLi1uQMb1wRkEYypyrYGQcCu7ortnCFSLjNJrs9RYXFYrBV1Xw9RwmtpRbi100as1poR/ZLUNuFtHnPXYKkooqzAKKKKAIr1ZHs5UhjV3MTBEY8MccA+1eQfsteAE8Oanq+uR2E1oi6faaVDaspCRpbtMwUZGcjzdp57DvXslFefiMAsRj6OJcrez5tO/MrfgdFPEOnh50rfFbX0dwrw/wD4KV+I/ix4R/YJ+K3iT4HyXqeJ7PwddSadNpse64iXAE0kY6h1hMjAjkFcjkCvcKSSNJUaKVAysCGVhkEehrrr03Woypp2umr9rrc3yvGRy7M6GLlTU1TnGTi9pcsk+V+TtZ+R/PJ/wQy+MHifwZ8SPGfgzVP2hdR8EeEbjREvrhIPEdvp8U+orNHHEczA5bymmyF6hRu+6tfrx+ytYeFPH/jrS/FvhH4gHxRDpOo3N7e67Fq0V8bi5a1ktyJpo8qWCTL8owQFXsDn2j4E/swfs+/syeHr/wAKfAP4TaP4W07VNTfUL+10y32rNcsqqXO4k/dVQAOABwBXdRxRxDbFGqj0UYr4/AcKYnDToyq4ltQkpctny3Tvpd/p3P0DxI49wPGnE+JzPCYX2UaqjFXtzO0VG8raXdu+yXYdRRRX2p+YH81f7O3xo/aL0L/grNN4w+I/xP1rwp4q1jxze2HxA1WS+jsZobYzMLqGRpPkiRVjACnhfLQLyq1+vHgCbwJ8atauvC2gfHqbxzqWoWyWtxM3ii31G5s7Yvg7REMRpliSWGM96+n/AA9+y9+z54U+N+t/tJeHfhLo9p468R2S2mt+Jorf/SbuECMbWOcDIhiyQAW2DJOK7qO3giO6KFFPqqgV8LT4QxWsZ4p8rlflSbT1vd6pX+T17n674ieJOXcZ5hhsThcEqPsqEKb23V72svgje0Vvbe17J9FFFfdH5EFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXj/7Zv7dX7OX7BHw+0/4k/tHeKL6xsdW1Q2GmWukaNcahd3MqwyTyskFujSFIoIZZpHxtRI2YkV7BXwP/wAFuPDnxL0DxF8G/wBo/wAH/BbxX490jwevjXRtc0PwXokmpXyTa34Zu9Pspvs8eWMX2kpE79I1n3HgGgD7p8K+KPD3jjwvpvjXwjrEGo6TrFhDe6XqFq+6K5t5UEkcqHurIysD6Gr9eRf8E/8A4TeM/gN+wt8HPgn8RY9mv+E/hhoWk63FvDeVd29hDFLHkcEK6sue+2vXaACuZ+M3xe8DfAL4Va/8Z/iXf3FtoPhvTZL7U5rSxluZREgyRHFErPI5OAqqCSSAK6auQ+P3xA0r4V/BPxT8Q9b0TWtStdJ0S4nnsPDmjTajfTgIRtgtoFaSZznhFBJoAi/Z2+Pnw5/ak+B3hf8AaH+EV9dXPhnxfpEWpaJPe2b28rwSfdLxv8yHjoea7SvkX/ghTr2pXv8AwS1+FHg3xB8PvFvhjWPB/h+PQdc0nxl4XutJuku4FVnKRXKI0kX7wbZQNrEMAcg4+uqACkkkSKNpZGAVQSxPYUtJI4jjaRgSFBJAGSaAPEv2Sv8AgoV+zH+2v4j8W+DvgZ4i1h9W8FS239t6X4g8N3ml3H2e5Dm2vIo7qNGmtphHIY5lBVtpx2z7dXwF/wAEh/izqH7T37UHx7/aw+K/wg+I3g7xz4qvLHS9M0Hxj8PdQ0i00jwrp0tzDptvFc3MSR3dzM0lxdz+WSENwiDhMn79oAKKKKAPEbr/AIKFfs0af+2PZfsLalrOu2vjvU4pjpbXXhe8j0u+nhtVvJbSG/aMW8twluyytErllU84PFe3V+e3xn07xT8Tf+C6Pwd8U/C74P8AxcjvfANvrVl8Q9a8S6Vcf8IZHoU2kOYLvTZZC1uL2S7lhhLwbZisciSDaor9CaACiiigDyz9rD9sv4BfsVeE/DvjL9oDxVLplp4r8Y2HhfQUtrN7iW71K8crDEqICcfKzM3RVUk16nX5ff8ABwf8Ev22PiT4m8BfED4F/svL8TfCnhOXRms4bTxMLW60rXJPE+lyvcfZVglkuFa2tEtzMNq20VzcytuVWWv0706a9uNPgn1GzW3uHhVp7dZd4icgFlDYG7ByM4GcUATUUUUAeaftYftXfCv9jT4UD4xfF6216402TWrLSbWy8MaBPql/d3l3MIYIYba3VpJXd2CgKCea6n4SfEvR/jJ8NNE+Kfh/RNb02y13T0u7aw8SaNNp1/AjDhJ7adVkgcd0cAivCv8AgrD4Q+EPjL9lD7J8cfB3xd1jw/Y+K9M1GQ/A+1uJfENjcW8plt7qEW379VSZY8vD86kqeFDEan/BKZf2k0/4J3/Cdf2vG1k/EL/hGF/t4+JGzqW3zpPs32s9ftP2byPNzz5m/POaAPoOiiigCtrOsaV4e0i78Qa7qENpY2NtJcXl3cSBY4YkUs7sx4ChQST2Ary79kH9tj4D/tyeBL74k/s/3+t3OkWV+LdbnW/DV3pv2tGjWSK6txcxoZ7aVGDRzJlHGcHgirv7a3w18X/Gf9jf4s/B/wCHxH9veKvhprukaJl9oN3c6fPDCMnp87rzXx//AMG9Hhr9ofwj8FvG/h74m6b8WbHwXY3Hh608Fad8ZVnXVLW+i0O1j1uOBbj94lguoK6wKP3QVW8v5MUAfobRRRQAV8+fCP8A4KXfs8/GT9rLVP2LNE8NfEHSPHGmWOo33leKfh9qGmWd7a2VyltPcW1zcRrHcReZIgWSMlXDAgnIr6Dr5Q/Zz8D+M/iN/wAFUPj5+03408J6pYaT4T8L+H/hv8P7rUtPlgS9gVH1bVLm3MigSxNc3dvD5iZUtZkZypoA+r6KKKACvAvjV/wUw/ZI/Z+/ah8M/sg/Evxnqdt4x8UPp6Wq2vh+6uLGye/nkt7BLu7jQxWrXM0UkcQkYF2UgV77X5Qf8FI/g38cfFX/AAWa+H/jfw78CfHWrzR6h8O28A6zoGhSTeGZbW01q/m199dlUeV5ttayxy2hnO6N33Q/MTQB+r9FFFAH/9k=", "info": {"equation": "75+84=159", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "75+84=159", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ccb73eacc0141c1691e1189c884666763e309cff02b4277cadefa5f9f1b166b3"} +{"episode": 72181, "episode_seed": 2741220008, "split": "train", "timestamp": "2025-10-28T03:49:50.819496", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2741220008, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 5, 1, 4])", "action": "('move', [3, 5, 1, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "16*3=48", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "16*3=48", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ed4602baf523f64175d5560e574b850e5e22b62f058cc005093ea5d80832f496"} +{"episode": 72182, "episode_seed": 2930946252, "split": "train", "timestamp": "2025-10-28T03:49:50.879025", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2930946252, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [8, 1, 5, 8])", "action": "('move', [8, 1, 5, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/DL/g5Z8a/HXS/29Ph/babqGrW2maP4Vtb7wK9ohATUWu5DNLAV6zB4rYH+IbY+ORn9za+P/8Agp74L+Ani3xp4BufjRp+gXGo6bpmr3HgpdbvFjkGoiSxI+zqzr5svCnaA3QHFfO8U0nVyadpWs4v/wAmS/W/yP0rwn4pw/B/GVPMK2H9uuSpHlVrq8Hqr+ln/dcvQ+pPhld+Kr/4b+Hr7x1A0WtzaHaSazE8YQpdGFDKCo4Uhy3A4FblFFfQxXLFI/OKs1Uqymkldt2Wy8l5H4Mf8EX/AB9+03qn/BbHXJ/GFxrDarrk3iJfinDcQYKogkb9+vSMJeLbIuPukhBwcUWXj79ps/8AByebp7jWP7dPxdbS3t/I5/4RrOzbs6eR/ZoEm70/efe5r9Jf2afBnwE0r/goT448X+BbHQB441CfXI/GU9jerJfeWLq38hbiMOTEpUAr8q7toPOM0useDfgFJ/wVLg8btY+H2+JUd7BBHMb1TqSaWdEfJEO/Ii3kjzAncru5xX5zSwc44GjH2j0xNvxtf8L/ADZ/S+N8WMvxHEGNxiyxJVcuVBRstHy83M/+nfvcvdwjDbZfYNFFFfo5/Mp+IX/B0F4v+Mmn/tZfDLS7e/1K28Oaf4S+3+F3twURdVN5ILiSNl5MqpHZ+6grjG7n9kfgLqHjvVvgZ4L1X4owSxeJrrwnp0viOKeERul+1rGbgMg4UiUvlRwDxXzT+3/4b/Zz/ak0fwv4kuU8N+ObDw9p3iC70m9s9QS8gtNQgFmNwaFypdDwVbOO4r6/tiTbxknJKDJ/Cvm8rpcueY2SldPkf3pv8Nl5H6dxbxXQzXgfJslWF9lUwntVKTSV3KS2W6vvO+8tR9FFFfSH5ifJ3/BcDxB8UPDX/BMT4nah8J5byO9ksLa31KWwTdImmy3UUd4eOQhgaQMR0QseBzXzx/wa6eIPifqf7I3jfRfE0l4/hfTfGgTws1wn7tJHgV7uOJj1UMYmIHAaRj1Zq+/f2orbSb39mr4g2WvJE1hN4J1SO+W4bbGYTaSiQMeMLtJyfTNebf8ABNrwp8GfBXwR1jw/+z9ZaLB4Si8WzNpS+HrpZ7Rg1paF2SRWYPmQvk7jzkdsV85Xov8A1oo1OZ/w5adNH/wfwR+m4DizD4fwoxnD7wt51MRCoqtlouVaX35vcaj/AHZT26/QlFFFfRn5kflf/wAHT+vfE2x/Z7+GOgaE94nhLUPFN63iQwx/uXu44IzZJI3+612yr0JQnqor65/4I7eIPid4n/4Jo/CPWPi7LeSaw/hto45b9NsslilxKlk57sDarAQx5ZSGPWtT/gpP4X+CfjL4EaX4f/aHh0WTwlN4vszqa+IL4W1pkRTmPfIXQL+8C4+YZOBznFei/sr2mn2H7Nvgaw0m3iitIPC9nHaRQKBGkSxKEVQOAoUADHGMV83h6Mo8UVp8zs6cdOm9v/bfxZ+m5nxZh8X4VYDII4XlnRr1JurZe8mm7J7399KXlCG/Tvq+Afjh/wAFwfDPwg/4Kk6J+w5/widjP4P+1W2j+KvE7rL9qtNXuR+6WIA7DAjSW6SEqTlpCD8g3ff1fkz+35/wRx+L3iT/AIKVR/tmfDXVbI+D9RvLbxBqT3tyGmt9atk3R2giHzNDNJBB84PyCVx/CuduIcVjsFg41sN9mScuvu9fl3J8MMJwVjMzxlPiSVofV6nstbfvdOW3edr8iejl0eiPb/8AgpZ/wWw0X9gn9rDwJ+z3p/guz1iwuVhvviTfXCy+dpthNKEj+yhWAaYIsspDBgR5ajBYkfeOnahZatp8Gq6dcLLb3MKywSr0dGAKsPqCDX5Gf8FE/wDgnlqX/BTn9uj4X/F34O6hJb6L4y0C2Txw9wWSTS7G18ppbhVdR84W48jyyB+9ReMMxX9cNG0mz0HR7TQ9ORlt7K2jggVmyQiKFUEnrwBzU5NjMXjcViZyd6SlaD6aXTt3W2vfYfGmD4LwnCuSvKX/ALXKnN4lX1UuZcvMujvzKK/kUW+jb9Qa5SwneyXMwhYwjHVsHH61+EX/AAQT8e/tLav/AMFcfEkni251iW916w1yb4qpdwHImRy26dT/AKt1vDGg7qXKDhiK/eOvkH9kbwX8AtE/bq+Inin4cWHh9fF+pz+I/wDhNp9OvFlvCw1eHyRcIHJiyuSAQu7GecZqM6oueY4Kak1ab076X/S3o2PgjizD5BwvnuAqYX2rxVGMVKy9y0mrvsvfUlb7cYeq/NT4J/ED9qCX/g49u7u9uNYbX7n4p6hpmrW7wcnw8vmIEZOnkLYxxOp6AIjjJwa/emvkKy8F/AEf8FULvxxaWHh9viSdREF3Mt4rakumf8I4u3MW/csRcKN+0ZOBntX17Rw5RdGGJTk3+9mtfK359Q8TeLMPxZiMuqUsL7D2OFpU2rLVq+qt9hbQ8gJAGScAdTWT4K8e+BfiVoCeK/h1400nX9LlkeOPUtE1GK6t3dGKuokiZlJVgQRngjBrxX/gql4g+KHhb/gnd8XNe+Dcl4mv2/hCcwS6fHumityyrdSJ3BW3MzbhyuNw5Ar8k/8Aghb8Zda8N+C/H3gjxb+05qXgnw1a31ndaNYReK7bT4pLyVZFuXUTAljsit844GB3NGb8Q0snxkKVSm5KSbuvWyt+uvYyyPw+nnfAOO4kjiIxeHqQp+ze8lLlu79Pjjy6a2n2R+9lFeW/st+MNS8beGbnWx4qbXNMlELafq32tbhLj5SGZJF+VwcKSV4yTXqVetl2NhmODjiIxaUr6PfRtfofn2JoPDVnTbvY/N//AIOdPEHxP0n9hjQNK8HyXieH9T8c28Pi1rZMo0SwyyW6SkdEM6I3oXRO+AfK/wDgkx+0Re237Hfg0/Ez9sK/0m90q8ntNJ8PXnjWzt40sIZdlvEYHG/ZgFQCQSoGOMV+g3/BQ3QPhb4p/Za1bw/8bIdLk8J3WsaSuuLrV0ILXyf7Qtz+8kLKEXcF53DnFaH7Hll8OvBf7KXh4+H00nT/AA1pVpemymhkjW0t7GO6nKMJM7REsYB3ZxtGc96+WzLK6+O4hlGnXlT/AHad1fa9rbrTr6n6hDjLCrwroZD9TUpwxMp+0srO8Ntm+f3rP+6o/Ltvg5e65f8Aw+srnxBJI8xLiOSYku8YY7Sc8njv3GDXUVn+FPFvhTx34dtPF3gfxNp+s6TfR+ZY6ppN7HcW9wmSN0ckZKuMgjIJ6VoV9bg6P1fCU6XNzcqSv3st/mfl2I5nXnzR5Xd3Xby+R+In/B0T4x+L2mftTfDHTV1HUbTwxp3hJtQ8OSxZSJdV+2OLmRHHWVUSz91BUjG458w/4K8/Hb4k+PP2cvg3oGp/tJap4vh1XTV1HxrpU/iS1vI7fWEtYNpeOAAxMDNdAKfl691r9T/+Cqfgv4A+M18ExfHfT/D9wbO01mfwvHr94sQOphbTyhCGdfNl64j+bP8AdNdT/wAFIfBvwF8Y/A7wxon7RdjoD+F5fGVs14PEV6tramUWN4Yt0hdADvxgbuTxznFfn+b5bXrYvH1Y1nFQUZNdJXjez1W1tNGf0Rwz4oZfluH4ZpTy7neDlWTaSvLnbjenp8WvM7tXmlr1ND/glR4g+KHin/gnX8Ite+Mcl4+v3HhCHzpb+PbNLbh3W1kbuS1sIW3Hls7jyTX0FXF/s4wW9r+z34FtbSFI4YvB+mpDHGoCqgtYwAAOAAMYrtK/QMHFwwlOLd7RWvfQ/A86xsMyzjE4uMFBVKk5qK2ipSb5V5K9kFfhd/wcyeKvjXF+3V4D0iObUk0bTPCNtd+CkhhJj+3vdyee8WAd8u6O2BHXCxjGCM/ujXyf/wAFI/g98L/il4o8Iaz8RfBFjrF14X0LWNR8Py3qsfsN0JbHEqAEAsNq/eBHA4rxuKqTq5NOztZxf/kyX63+R9r4U8WYXgvjCnmWIoe2jyVI20unKLs1fTyf91y32f0p8MrvxVf/AA38PX3jqBotbm0O0k1mJ4whS6MKGUFRwpDluBwK3KKK+hiuWKR+d1ZqpVlNJK7bstl5LyP5yv2EfjB8bNI/4Ks+IPEfxY+LereD9Z1vUddt/iJq02pQ6fMhBkkaCR5htjAuYoFCDpsVRxX6NW+j/Bq4+OXw9+NHwm8ZWniz4j33xY0i1PiyLVbfVdTurZ0EF/bPKpO23TS/tDMigBAgkwGO4/cng79m34EfD/4q+Jvjh4M+Fuk6d4s8ZCIeJtdt4MTX4jGE35OB0BO0DcQC2SM14Jq3wa+Fa/8ABSCD43DwLYf8JbFrUGmxa9sbz0tDoTsYhztAJJ5AzgkZwcV+dV+HsVl86M54htOtHTW2svi3376ddz9u4l8Sst4q4g/tChhnQjDCqm4xt+8cY6wnZr902+X7TcIx91N+79ZV4n/wUg1/4n+Fv2Dvix4h+DUl4niS08EX0mnS6em6eL92fMkjHXesW9gRyCMjkCvbKbLFFPE0E8aujqVdHGQwPUEdxX6DXputRlTTtdNX7XW5+OZZjI5fmVDFSgpqnOMnF7S5ZJ8r8nazP58f+CJHjHxxPZ/FTwLdeI7r/hGbLwNf6ha6e0y+Vb30ohjknUHlWaOKME9MRrnoK/bX9kzxpqXjnwtLrUXjFvEOlPb2/wBi1k3q3K3DBSrMsqfK5O0bivGfTNeP/Hr9nX4Ifsy+DLL4f/AP4aaZ4W0afQfEt9Np+lRFUe4kWxDyHJJJIVR14CgDAAFfW9miJaRKihQIxgAYHSvhsgyWvg82nGVZ/uuW6V7S5ou3X7PTT7j7/wASuL8Fxjn1fNcNh/ZwrvRO3MuRRjd20vK13Z9d3uSUUUV98fmR8nf8FwPEHxQ8Nf8ABMT4n6h8KJbyO9ksLa31KWwTdImmy3UUd505CGBpA5HRCx4GTXzp/wAGt2q/EW7/AGSvHmla9Fcf8I1aeOFPh2SWABDM9shulRurAEQEjoCx9TX6CftNadY6x+zj4+0jVLVZ7W78G6nBcwP92SN7WRWU+xBI/GuA/wCCfvwv+Hnwa+Fev/Dr4WeEbPQ9DsPF8v2TTbFSI4y9nZux+YkklmYkkk8185Xot8UUanM/4ctOmj/+2/BH6XgeL8JhvCrF8OPDJ1KmIhUVTTRKK073XLZdOWctuvu9FFFfRn5oflf/AMHT+vfE6w/Z8+GOgaDJeJ4S1DxTet4jMMf7l7uOCM2SSN/utdsq9CUJ6oK+tv8AgjbqvxE1n/gmT8IL34nxXC6kvhkw232qERubCO4ljsWwOqm0WAq3VlIPeum/4KA/Cz4efGf4RaL8Ovip4Tttb0O+8X2pu9NuywjlKQXDrkoQeGUHg9q7f9lqxstL/Zx8EaXptpHBbWvhizhtoIUCpFGkSqqKB0AAAA9BXzeHouPFNafM9acdOm9v/bb/ADZ+l5lxfhMZ4WYHh2OHUalGvUm6mnvKSdl3u+e0vKEN+ne1zvxZg0yf4d6qNWbES2xZWCgkSAjZjPfdj866KvGP2wviReeHfBsvh/w3aNd6nsWSC0XpNcO3l20WcHG6ZkyccDnkV353iYYbK6rkr3XKl3ctEj8/wNOVXFRS0s737JanG/sS674a8ZfGv4hau8ZOpaPbWelaU8sceGslkm+0SQsHLMGvEkikBVcG1i69a+ma+ZfCHwfuv2cPjF4DtPD1150FnpraZq880kate290qtPKW8sZf7bFHNgbPlZ+5Cn6arj4akqeXvCyVp0m4yXzun80zbM1zYj2qd1NJr/L5EOoNcpYTvZLmYQsYRjq2Dj9a/nO/wCCZ3xi+MWk/wDBSLxFr3xY+MmreD9T19dZHxF1afVYdPna4DtI0Uskwwh+1rGNg5yNo4zX9G9cR4D/AGbvgT8MPiL4q+LfgD4W6TpXiTxtPHN4q1i1t8TajJHu2s5JIByzE7QNxOTk81Wd5PXzWdF0qrp8jeqvfVbqzWunfZs+44J45wPCuQZxl9fCqtLG04wi3b3Wm73v0tLmVvtwj6r4f8P6L8Hh+0V8NfjF8G/Fdn4p+IWrfFK2tr3xXBqkGqalqFm1m0WoQzzKTiCLT1DbQAIvLiIALZb9F6+UbT4M/Cq0/wCCk03xutvAlgni2fXP7Nl14IfPNoPDYYRddoGQOQAeMZxX1dXPwvhp4WjiISm5NVZK762tr136nz3EuZU8wp4OMXJ8lJJuW6u2+SOr9yG0durtG9lHeWtpfWktlqFtHNBNGyTwzIGR0IwVYHggjIINec/stfDP9lf4bfCaHw7+yNpHhWHwc1/cTQnwpeR3Vo9yXxM3mo7hnDLtPzEjaF4AAHE/8FUvEHxQ8Lf8E7vi5r3wbkvE1+38ITmCXT4900VuWVbqRO4K25mbcOVxuHIFfkn/AMELfjLrXhvwX4+8EeLf2nNS8E+GrW+s7rRrCLxXbafFJeSrIty6iYEsdkVvnHAwO5qs4z7D5RjqcKlJyvFu6tda7K/prr2Ppsg4HxeceHOYZ7TxfJCjVpxdK7tPZczV7XXtPc0enPsfvWqqihEUADoAKWvLf2W/GGpeNvDNzrY8VNrmmSiFtP1b7Wtwlx8pDMki/K4OFJK8ZJr1KvYy7GwzHBxxEYtKV9Hvo2v0PzjE0Hhqzpt3sfm//wAHOmv/ABP0n9hjQNK8ISXieH9T8c28Pi1rZMo0SwyyW6SkdEM6Iw7F0TvgHw//AIJo+PvB/j79gDQfhp+0L+01NBpksl5pp8E3/ja1s7WfS1mKpbyQZWQxP86lSw3qSOVPP6uftC+DfgV4/wDg3rnhT9pey0OfwPc26HX08SXSQWQjWRXRpJHZRHiRUIbcMMBg5rlfjh4A+FKfsVeIPh74P8O6S3g9vAT6fpthYBWtH0023lpHGUODGYiACDyDkHvXzmc5FiMXjamKhiHBcmyvfS+m691/nfQ/UcHx3haXh3heH/qrVSniXV9srdvsvR+0V+692Mde3n3/AATVsrHw7/wtTwL4DtY7fwPovjtI/DllZwIllZXUllby6jb22zgRrdO7Mg4SWSVQBgqPp+vD/wBgb4b+A/hF8H9U+HXwy8K2miaHpniq6Sw0yyUiOENFC7YySSSzMxJJJJNe4V7OQRcMlw6vf3V+Ov4bHwfEuMp47PK1aF7XSu/ilypR5pWb96duaWr95vV7v8Qf+DpLxR8Vof2nfhroN1c3sXhK08HPeaFhMQHU2u5FumVv4pFjSzyD90MuPvHP0r4J1f4MftG/C3wXpn7Tf7QFn8QNRbQ7XUNS8LeKvGNldWseomxIuJTaoVG+NZLjGciMFmGCoYe/f8FNPg58Lvi9F4WHxO8DWOtjQtI1zUtIW+ViLa7jW02SgAgEjPRsg9wa6n9vn4P/AAv+NXwm8KeBPit4Isdc0e58XwSz2F4rBHdLC9ZSdhB4YA9a+NzfLa1bF4+rGs4qCi2ukrxvZ67K2mjP0ytx3gcdwvkOUxoOjPCuopVYW5vektYK8XdrWV5RvLrY1/8AgnPd63efsUfD9takunji0mSDRpb2ARyS6THcyx6c5A4O6yW2YN/ECGPJr2uuM/Zxt7ez/Z88DWlpAkUUPhDTUiijUKqKLWMBQBwAAMYrs6/QMHD2eDpxve0Ur/I/Js1xUcdmlfExjyqc5St25pN26bXsFeQ/tPeBG8caloumf2c5+2QXGni8gBMkazNGXUdQOEDcj+A9ga9eorLMsCsxwcsO5cqbWvo0/wBDnw1d4asqiV7X/FWCiiiu4wCvIdR8C/2l+1Bba3/Z0kItp11F5olOJytk9sGYnI6Pt4x9we9evUVwY7ArHeyvK3JOM/Xl6G9Cu6HNpfmTX3hRRRXeYHkf7VHgk+NoNJ0wac7m6iu9PF1ApMkQuBGGUdQM7AeR1T6163GgjjWMHhQAM0tFcGHwKoY2tiOa/tOXTtyq34m9Su6lCFO3w3+d2FFFFd5gYnxJ0sa38Ptb0ZtPW7W70qeF7VgcSq0ZUrxzyCelcv8As1+GX0DwRe6hIJQ2sau96VlGMfuYoRjjoRCDz6ntivQ6K4Z4FTzGGL5vhi429Wnf8DdV3HDOjbdp39AoooruMDgf2jdL/tHwJBONNFwbPVIp0O0kwkK67xj/AHtvPZjW98KPDA8F/DPQfCgaQ/2fpUEJ87G/IQdcAc10FFcMMCoZjPF82soqNu1m3+pvKu5YZUbbNu/qFc5qPw20vUfiBaeP5bpxLbQ7TbhBtdhkK2eowCePYehz0dFb18NQxKiqsb2akvVbMzp1alJtxdrq3yZznjD4b6X4w1/S9fvLp4202Xc0aqCJlBDBSe3zAc+hI9x0dFFFLDUKNWdSEbSm02+9lZfgEqtScVGT0WwUUUVuQeRJ4Ha9/ajHiE6c8AtJzqDSxKds7GwNorMTn+FscY5jHoc+u0UVw4HArAqolK/POU/Tm6fI3r13XcdLcqS+4ju7S1v7WWwvraOaCeNo5oZUDJIhGCrA8EEHBBrj/gh+zt8EP2bfAqfDP4F/DTS/DWhJdy3Q03ToSEM0hBeQliSScAZJ6KAOABXaUV2OEHNSa1XXrqEcTiYYeVCM2oSabjd8rcb2bWzau7N7XdtxFVUUIigAdABS0UVRgfm//wAHOmv/ABP0r9hjQNK8ISXieH9T8c28Pi1rZMo8SwyyW6SkdEM6I3oXRO+AfIP+CWvxrttc/Yj8LaB8av2sryz+zTXGn2fhXUfGtpbwnTYpPLggaB8SeWVBUAkEqABxiv1b+Lnwh+Gfx5+HmpfCf4w+DbLxB4c1eNE1LSb9CYpwrrIucEEEOqsCCCCoIq/4Q8C+DvAHhTTPA3gvw1Z6bpGjWENlpen2sIWO2t4kCRxqOwVVAH0r5TM+HcVmGYyxEMQ6acUtL39N1p19T9Phx7gI+GtHhp4ROrTryq+00s04tLpfm1s+nLGOvblv2cfDD+HPAU11KJQ+rapLfMsoxjcqIMDA4IjB59fTFd9RRX0OCwyweDp0E78iSv3sj81r1XWrSqNWu7nxb+3N45tvD/7Rnia2+JvjKfSfD1l8EXutAM8iRwZa5uhqc0RbiSZFj00Ec7Q8fH7zniP2e/i1pXxG8GeCH8b/ALUlz4s8WXWhWdzceH9Q8YWdyy6k9mPOK20IDeYu+YbRnaC3HHH2p8Yf2cfgZ+0BdeHr34z/AAx0rxHL4U1lNV8OvqUJc2V2hBEi4Iz0XKnKnaMg4FdktrbI29LdAR0IQZr5fG8L4nG42tVWJcY1LaJN3VrWeqVl08j6utxBln9l4elSofvYpczaikuVWXI1d+98U7297a+5j/DXw4vg/wCHeg+E0aQjTNGtrUGXG4+XEqc4AGeK26KK+vpwVOCiuisfISfNJsKKKKsQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV438dv29v2Yv2b/jv4D/AGcPi145nsPFXxGuBF4ftodLnmhj3zJbwvdTRqUtUluJEgjaUqJJWCDJr2SvzO/4Kq/BP43+Mf2/vDumeBPg94o16x+KfhzwFoml+JdH0l57Dw/caD45TW7+S+mX5bRPsTGSNnwJHiKLlsCgD9MaKKKACvLvAH7YnwN+Jn7Tvjb9kPwhrOoT+NPh9pVlqHia2l0ieK2ihus+V5c7qEmPHzBCdp4JyCB6jXxd4H+K0d3/AMF0vG/hxfhZ8QYrST4G6PoEXim58CX8ehy39tfX+oSxpqJj+zuBBeQAENgyb4x8yEUAfaNFFFADJ54rWB7m4kCxxoWdj0AAyTXkP7I37dn7O37btn4nuPgPr2rTT+D9WjsNf07XvD11pl3btLEJrebybqNHMM0TCSKQDa68ivXriZbe3e4dGYRoWKouSQBnAA6n2r4h/wCCN3xO1D9ofxN8dP2pPiL8LfH/AIQ8dePfHFtNqug+NfAl9o0Wl6NaRS2ej2VvJdRIt6620Dzzyx5Cy3hXgBcgH3DRRRQBzPxk+LXhH4E/C/Wvi747GoNpOg2RubuLSNLmvruUZCrHDbwK0k0jMyqqIpZmYACsf9mP9pb4S/te/BPR/wBoD4I6xdXvh3WzcJbNf6fLaXEM0E8lvPBNBKqvFLHNFJGyMAQyGo/2r/Feh+C/2b/GeveKPDPjXV9LGhTW+p2Xw4t55dd+zT4gllsltmWbzo0kaVTCfNXy8plgAfFf+CKXgbx98OP+CdHg3wp4+8Ha9oJj1fXp9A07xZZfZ9YGjzaxeTafJqCEBhePavDJKXG8u5L/ADFqAPqyiiigDzj9rX9q/wCCf7EfwA179pj9obxJLpXhPw4sB1G6t7R7iUtNPHBEkcSAtI7SSIoUDPOegr0Kyu4NQs4b+2JMc8SyRkjBKsMj9DX5/wD/AAcY/Bj9qT42fsYDRf2fPgT/AMLE0rS7TWr/AMUaBbawLa7ST+yp7eyuoIRFK988MlxJMtqihpJI4sMpXn7m+FV14ovvhf4bvfG/hpNF1qbQbN9X0eK9FytjdGFDLAJgqiUI+5d4Vd23OBnFAG/RRRQB478TP24Pg78LP2ofDH7IeseH/Geo+L/FWmwahat4e8GXt/YWFrNcS28c17dQo0dnGZIZBulKj5etexV8A/8ABQ7wl4x/4eW/Anxx+z54U+NMPxHl1zw/Yarrnh2CceDLjwfHqF5Lq9vqkifuTKkMsjIk3zb5IDFk78ff1ABRRRQB5N4L/bX+APxC/aj8S/sgeENc1O98YeEbFZ9eeLQbn+zbeQpDI1p9u2fZ2uliuIJGgD71SVWI649Zr8xf2Gfgx+1L8H/+C1vxdilsfidb+Edf8SeLfEHiuXVTP/wiF5YXq6NJoUlhu/ctfiQajHMU/eBIdr/KI6/TqgAqvq+pw6LpN1rFzDPJHaW7zSR20LSSMqqWIRFBLsccKOSeBViigDxH9jf9vz4Gftxy+LrL4Q6L400u+8D39rZ+JNK8ceC7zRLu1luITPCDDdojndHh+nRlPRhn26vmH/gl14M8Xf8ACD/FL9of4ieFtT0jW/i58a/EPiAWOtWMltdw6XbzrpWmJJHKA6A2OnW8iggcS5HBFfT1ABXE/tG/tC/C79lT4La78fvjNq9xZeHPD0Ecl9LZ2Ml1O7SSpDFFFDEGeWWSWSONEUEszqB1rtq+ZP8AgsX4S8aeOf8AgnP8QvC/gfwXrPiCa4bSW1PS/Ddk1xqjaWmrWcmoSWMagsbyO0W4khKfOJY0KfMFoA9h/Zs/aM+Fn7WXwW0X4+fBjVrq88Pa6s4tWv8AT5bS4hlhnkt54JoJVV4ZY5opI3RgCrIRXdV8v/8ABG7wl4v8Ef8ABPPwX4d8X+Ctd8PiPU9dl0TTvFdk1vq/9ky6zey6fNqCOA4vJbR4JZjJ+8aSRmf5i1fUFABXjv7Yn7eP7NP7CHhzQfFH7SPjK60q28R6s1hpi2Gkz3sh2RNNPcOkCM0dvBErSSzMAkaDLEZFexV+eP8AwcQ/ATx58Yv2f/DN98F0+IJ8eMmv+FvDkPgfwKNdhv49c0uSxuLG+y6/2fBMuwfbzlYNhJGWWgD9C7e4gu7dLu1mSSKVA8ckbAq6kZBBHUEU+sD4VeFr7wN8L/DfgnVLlZrnR9As7G4mU5EkkUCRswJ9SpNb9AH/2Q==", "info": {"equation": "14+11*4=58", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/DL/g5Z8a/HXS/29Ph/babqGrW2maP4Vtb7wK9ohATUWu5DNLAV6zB4rYH+IbY+ORn9za+P/8Agp74L+Ani3xp4BufjRp+gXGo6bpmr3HgpdbvFjkGoiSxI+zqzr5svCnaA3QHFfO8U0nVyadpWs4v/wAmS/W/yP0rwn4pw/B/GVPMK2H9uuSpHlVrq8Hqr+ln/dcvQ+pPhld+Kr/4b+Hr7x1A0WtzaHaSazE8YQpdGFDKCo4Uhy3A4FblFFfQxXLFI/OKs1Uqymkldt2Wy8l5H4Mf8EX/AB9+03qn/BbHXJ/GFxrDarrk3iJfinDcQYKogkb9+vSMJeLbIuPukhBwcUWXj79ps/8AByebp7jWP7dPxdbS3t/I5/4RrOzbs6eR/ZoEm70/efe5r9Jf2afBnwE0r/goT448X+BbHQB441CfXI/GU9jerJfeWLq38hbiMOTEpUAr8q7toPOM0useDfgFJ/wVLg8btY+H2+JUd7BBHMb1TqSaWdEfJEO/Ii3kjzAncru5xX5zSwc44GjH2j0xNvxtf8L/ADZ/S+N8WMvxHEGNxiyxJVcuVBRstHy83M/+nfvcvdwjDbZfYNFFFfo5/Mp+IX/B0F4v+Mmn/tZfDLS7e/1K28Oaf4S+3+F3twURdVN5ILiSNl5MqpHZ+6grjG7n9kfgLqHjvVvgZ4L1X4owSxeJrrwnp0viOKeERul+1rGbgMg4UiUvlRwDxXzT+3/4b/Zz/ak0fwv4kuU8N+ObDw9p3iC70m9s9QS8gtNQgFmNwaFypdDwVbOO4r6/tiTbxknJKDJ/Cvm8rpcueY2SldPkf3pv8Nl5H6dxbxXQzXgfJslWF9lUwntVKTSV3KS2W6vvO+8tR9FFFfSH5ifJ3/BcDxB8UPDX/BMT4nah8J5byO9ksLa31KWwTdImmy3UUd4eOQhgaQMR0QseBzXzx/wa6eIPifqf7I3jfRfE0l4/hfTfGgTws1wn7tJHgV7uOJj1UMYmIHAaRj1Zq+/f2orbSb39mr4g2WvJE1hN4J1SO+W4bbGYTaSiQMeMLtJyfTNebf8ABNrwp8GfBXwR1jw/+z9ZaLB4Si8WzNpS+HrpZ7Rg1paF2SRWYPmQvk7jzkdsV85Xov8A1oo1OZ/w5adNH/wfwR+m4DizD4fwoxnD7wt51MRCoqtlouVaX35vcaj/AHZT26/QlFFFfRn5kflf/wAHT+vfE2x/Z7+GOgaE94nhLUPFN63iQwx/uXu44IzZJI3+612yr0JQnqor65/4I7eIPid4n/4Jo/CPWPi7LeSaw/hto45b9NsslilxKlk57sDarAQx5ZSGPWtT/gpP4X+CfjL4EaX4f/aHh0WTwlN4vszqa+IL4W1pkRTmPfIXQL+8C4+YZOBznFei/sr2mn2H7Nvgaw0m3iitIPC9nHaRQKBGkSxKEVQOAoUADHGMV83h6Mo8UVp8zs6cdOm9v/bfxZ+m5nxZh8X4VYDII4XlnRr1JurZe8mm7J7399KXlCG/Tvq+Afjh/wAFwfDPwg/4Kk6J+w5/widjP4P+1W2j+KvE7rL9qtNXuR+6WIA7DAjSW6SEqTlpCD8g3ff1fkz+35/wRx+L3iT/AIKVR/tmfDXVbI+D9RvLbxBqT3tyGmt9atk3R2giHzNDNJBB84PyCVx/CuduIcVjsFg41sN9mScuvu9fl3J8MMJwVjMzxlPiSVofV6nstbfvdOW3edr8iejl0eiPb/8AgpZ/wWw0X9gn9rDwJ+z3p/guz1iwuVhvviTfXCy+dpthNKEj+yhWAaYIsspDBgR5ajBYkfeOnahZatp8Gq6dcLLb3MKywSr0dGAKsPqCDX5Gf8FE/wDgnlqX/BTn9uj4X/F34O6hJb6L4y0C2Txw9wWSTS7G18ppbhVdR84W48jyyB+9ReMMxX9cNG0mz0HR7TQ9ORlt7K2jggVmyQiKFUEnrwBzU5NjMXjcViZyd6SlaD6aXTt3W2vfYfGmD4LwnCuSvKX/ALXKnN4lX1UuZcvMujvzKK/kUW+jb9Qa5SwneyXMwhYwjHVsHH61+EX/AAQT8e/tLav/AMFcfEkni251iW916w1yb4qpdwHImRy26dT/AKt1vDGg7qXKDhiK/eOvkH9kbwX8AtE/bq+Inin4cWHh9fF+pz+I/wDhNp9OvFlvCw1eHyRcIHJiyuSAQu7GecZqM6oueY4Kak1ab076X/S3o2PgjizD5BwvnuAqYX2rxVGMVKy9y0mrvsvfUlb7cYeq/NT4J/ED9qCX/g49u7u9uNYbX7n4p6hpmrW7wcnw8vmIEZOnkLYxxOp6AIjjJwa/emvkKy8F/AEf8FULvxxaWHh9viSdREF3Mt4rakumf8I4u3MW/csRcKN+0ZOBntX17Rw5RdGGJTk3+9mtfK359Q8TeLMPxZiMuqUsL7D2OFpU2rLVq+qt9hbQ8gJAGScAdTWT4K8e+BfiVoCeK/h1400nX9LlkeOPUtE1GK6t3dGKuokiZlJVgQRngjBrxX/gql4g+KHhb/gnd8XNe+Dcl4mv2/hCcwS6fHumityyrdSJ3BW3MzbhyuNw5Ar8k/8Aghb8Zda8N+C/H3gjxb+05qXgnw1a31ndaNYReK7bT4pLyVZFuXUTAljsit844GB3NGb8Q0snxkKVSm5KSbuvWyt+uvYyyPw+nnfAOO4kjiIxeHqQp+ze8lLlu79Pjjy6a2n2R+9lFeW/st+MNS8beGbnWx4qbXNMlELafq32tbhLj5SGZJF+VwcKSV4yTXqVetl2NhmODjiIxaUr6PfRtfofn2JoPDVnTbvY/N//AIOdPEHxP0n9hjQNK8HyXieH9T8c28Pi1rZMo0SwyyW6SkdEM6I3oXRO+AfK/wDgkx+0Re237Hfg0/Ez9sK/0m90q8ntNJ8PXnjWzt40sIZdlvEYHG/ZgFQCQSoGOMV+g3/BQ3QPhb4p/Za1bw/8bIdLk8J3WsaSuuLrV0ILXyf7Qtz+8kLKEXcF53DnFaH7Hll8OvBf7KXh4+H00nT/AA1pVpemymhkjW0t7GO6nKMJM7REsYB3ZxtGc96+WzLK6+O4hlGnXlT/AHad1fa9rbrTr6n6hDjLCrwroZD9TUpwxMp+0srO8Ntm+f3rP+6o/Ltvg5e65f8Aw+srnxBJI8xLiOSYku8YY7Sc8njv3GDXUVn+FPFvhTx34dtPF3gfxNp+s6TfR+ZY6ppN7HcW9wmSN0ckZKuMgjIJ6VoV9bg6P1fCU6XNzcqSv3st/mfl2I5nXnzR5Xd3Xby+R+In/B0T4x+L2mftTfDHTV1HUbTwxp3hJtQ8OSxZSJdV+2OLmRHHWVUSz91BUjG458w/4K8/Hb4k+PP2cvg3oGp/tJap4vh1XTV1HxrpU/iS1vI7fWEtYNpeOAAxMDNdAKfl691r9T/+Cqfgv4A+M18ExfHfT/D9wbO01mfwvHr94sQOphbTyhCGdfNl64j+bP8AdNdT/wAFIfBvwF8Y/A7wxon7RdjoD+F5fGVs14PEV6tramUWN4Yt0hdADvxgbuTxznFfn+b5bXrYvH1Y1nFQUZNdJXjez1W1tNGf0Rwz4oZfluH4ZpTy7neDlWTaSvLnbjenp8WvM7tXmlr1ND/glR4g+KHin/gnX8Ite+Mcl4+v3HhCHzpb+PbNLbh3W1kbuS1sIW3Hls7jyTX0FXF/s4wW9r+z34FtbSFI4YvB+mpDHGoCqgtYwAAOAAMYrtK/QMHFwwlOLd7RWvfQ/A86xsMyzjE4uMFBVKk5qK2ipSb5V5K9kFfhd/wcyeKvjXF+3V4D0iObUk0bTPCNtd+CkhhJj+3vdyee8WAd8u6O2BHXCxjGCM/ujXyf/wAFI/g98L/il4o8Iaz8RfBFjrF14X0LWNR8Py3qsfsN0JbHEqAEAsNq/eBHA4rxuKqTq5NOztZxf/kyX63+R9r4U8WYXgvjCnmWIoe2jyVI20unKLs1fTyf91y32f0p8MrvxVf/AA38PX3jqBotbm0O0k1mJ4whS6MKGUFRwpDluBwK3KKK+hiuWKR+d1ZqpVlNJK7bstl5LyP5yv2EfjB8bNI/4Ks+IPEfxY+LereD9Z1vUddt/iJq02pQ6fMhBkkaCR5htjAuYoFCDpsVRxX6NW+j/Bq4+OXw9+NHwm8ZWniz4j33xY0i1PiyLVbfVdTurZ0EF/bPKpO23TS/tDMigBAgkwGO4/cng79m34EfD/4q+Jvjh4M+Fuk6d4s8ZCIeJtdt4MTX4jGE35OB0BO0DcQC2SM14Jq3wa+Fa/8ABSCD43DwLYf8JbFrUGmxa9sbz0tDoTsYhztAJJ5AzgkZwcV+dV+HsVl86M54htOtHTW2svi3376ddz9u4l8Sst4q4g/tChhnQjDCqm4xt+8cY6wnZr902+X7TcIx91N+79ZV4n/wUg1/4n+Fv2Dvix4h+DUl4niS08EX0mnS6em6eL92fMkjHXesW9gRyCMjkCvbKbLFFPE0E8aujqVdHGQwPUEdxX6DXputRlTTtdNX7XW5+OZZjI5fmVDFSgpqnOMnF7S5ZJ8r8nazP58f+CJHjHxxPZ/FTwLdeI7r/hGbLwNf6ha6e0y+Vb30ohjknUHlWaOKME9MRrnoK/bX9kzxpqXjnwtLrUXjFvEOlPb2/wBi1k3q3K3DBSrMsqfK5O0bivGfTNeP/Hr9nX4Ifsy+DLL4f/AP4aaZ4W0afQfEt9Np+lRFUe4kWxDyHJJJIVR14CgDAAFfW9miJaRKihQIxgAYHSvhsgyWvg82nGVZ/uuW6V7S5ou3X7PTT7j7/wASuL8Fxjn1fNcNh/ZwrvRO3MuRRjd20vK13Z9d3uSUUUV98fmR8nf8FwPEHxQ8Nf8ABMT4n6h8KJbyO9ksLa31KWwTdImmy3UUd505CGBpA5HRCx4GTXzp/wAGt2q/EW7/AGSvHmla9Fcf8I1aeOFPh2SWABDM9shulRurAEQEjoCx9TX6CftNadY6x+zj4+0jVLVZ7W78G6nBcwP92SN7WRWU+xBI/GuA/wCCfvwv+Hnwa+Fev/Dr4WeEbPQ9DsPF8v2TTbFSI4y9nZux+YkklmYkkk8185Xot8UUanM/4ctOmj/+2/BH6XgeL8JhvCrF8OPDJ1KmIhUVTTRKK073XLZdOWctuvu9FFFfRn5oflf/AMHT+vfE6w/Z8+GOgaDJeJ4S1DxTet4jMMf7l7uOCM2SSN/utdsq9CUJ6oK+tv8AgjbqvxE1n/gmT8IL34nxXC6kvhkw232qERubCO4ljsWwOqm0WAq3VlIPeum/4KA/Cz4efGf4RaL8Ovip4Tttb0O+8X2pu9NuywjlKQXDrkoQeGUHg9q7f9lqxstL/Zx8EaXptpHBbWvhizhtoIUCpFGkSqqKB0AAAA9BXzeHouPFNafM9acdOm9v/bb/ADZ+l5lxfhMZ4WYHh2OHUalGvUm6mnvKSdl3u+e0vKEN+ne1zvxZg0yf4d6qNWbES2xZWCgkSAjZjPfdj866KvGP2wviReeHfBsvh/w3aNd6nsWSC0XpNcO3l20WcHG6ZkyccDnkV353iYYbK6rkr3XKl3ctEj8/wNOVXFRS0s737JanG/sS674a8ZfGv4hau8ZOpaPbWelaU8sceGslkm+0SQsHLMGvEkikBVcG1i69a+ma+ZfCHwfuv2cPjF4DtPD1150FnpraZq880kate290qtPKW8sZf7bFHNgbPlZ+5Cn6arj4akqeXvCyVp0m4yXzun80zbM1zYj2qd1NJr/L5EOoNcpYTvZLmYQsYRjq2Dj9a/nO/wCCZ3xi+MWk/wDBSLxFr3xY+MmreD9T19dZHxF1afVYdPna4DtI0Uskwwh+1rGNg5yNo4zX9G9cR4D/AGbvgT8MPiL4q+LfgD4W6TpXiTxtPHN4q1i1t8TajJHu2s5JIByzE7QNxOTk81Wd5PXzWdF0qrp8jeqvfVbqzWunfZs+44J45wPCuQZxl9fCqtLG04wi3b3Wm73v0tLmVvtwj6r4f8P6L8Hh+0V8NfjF8G/Fdn4p+IWrfFK2tr3xXBqkGqalqFm1m0WoQzzKTiCLT1DbQAIvLiIALZb9F6+UbT4M/Cq0/wCCk03xutvAlgni2fXP7Nl14IfPNoPDYYRddoGQOQAeMZxX1dXPwvhp4WjiISm5NVZK762tr136nz3EuZU8wp4OMXJ8lJJuW6u2+SOr9yG0durtG9lHeWtpfWktlqFtHNBNGyTwzIGR0IwVYHggjIINec/stfDP9lf4bfCaHw7+yNpHhWHwc1/cTQnwpeR3Vo9yXxM3mo7hnDLtPzEjaF4AAHE/8FUvEHxQ8Lf8E7vi5r3wbkvE1+38ITmCXT4900VuWVbqRO4K25mbcOVxuHIFfkn/AMELfjLrXhvwX4+8EeLf2nNS8E+GrW+s7rRrCLxXbafFJeSrIty6iYEsdkVvnHAwO5qs4z7D5RjqcKlJyvFu6tda7K/prr2Ppsg4HxeceHOYZ7TxfJCjVpxdK7tPZczV7XXtPc0enPsfvWqqihEUADoAKWvLf2W/GGpeNvDNzrY8VNrmmSiFtP1b7Wtwlx8pDMki/K4OFJK8ZJr1KvYy7GwzHBxxEYtKV9Hvo2v0PzjE0Hhqzpt3sfm//wAHOmv/ABP0n9hjQNK8ISXieH9T8c28Pi1rZMo0SwyyW6SkdEM6Iw7F0TvgHw//AIJo+PvB/j79gDQfhp+0L+01NBpksl5pp8E3/ja1s7WfS1mKpbyQZWQxP86lSw3qSOVPP6uftC+DfgV4/wDg3rnhT9pey0OfwPc26HX08SXSQWQjWRXRpJHZRHiRUIbcMMBg5rlfjh4A+FKfsVeIPh74P8O6S3g9vAT6fpthYBWtH0023lpHGUODGYiACDyDkHvXzmc5FiMXjamKhiHBcmyvfS+m691/nfQ/UcHx3haXh3heH/qrVSniXV9srdvsvR+0V+692Mde3n3/AATVsrHw7/wtTwL4DtY7fwPovjtI/DllZwIllZXUllby6jb22zgRrdO7Mg4SWSVQBgqPp+vD/wBgb4b+A/hF8H9U+HXwy8K2miaHpniq6Sw0yyUiOENFC7YySSSzMxJJJJNe4V7OQRcMlw6vf3V+Ov4bHwfEuMp47PK1aF7XSu/ilypR5pWb96duaWr95vV7v8Qf+DpLxR8Vof2nfhroN1c3sXhK08HPeaFhMQHU2u5FumVv4pFjSzyD90MuPvHP0r4J1f4MftG/C3wXpn7Tf7QFn8QNRbQ7XUNS8LeKvGNldWseomxIuJTaoVG+NZLjGciMFmGCoYe/f8FNPg58Lvi9F4WHxO8DWOtjQtI1zUtIW+ViLa7jW02SgAgEjPRsg9wa6n9vn4P/AAv+NXwm8KeBPit4Isdc0e58XwSz2F4rBHdLC9ZSdhB4YA9a+NzfLa1bF4+rGs4qCi2ukrxvZ67K2mjP0ytx3gcdwvkOUxoOjPCuopVYW5vektYK8XdrWV5RvLrY1/8AgnPd63efsUfD9takunji0mSDRpb2ARyS6THcyx6c5A4O6yW2YN/ECGPJr2uuM/Zxt7ez/Z88DWlpAkUUPhDTUiijUKqKLWMBQBwAAMYrs6/QMHD2eDpxve0Ur/I/Js1xUcdmlfExjyqc5St25pN26bXsFeQ/tPeBG8caloumf2c5+2QXGni8gBMkazNGXUdQOEDcj+A9ga9eorLMsCsxwcsO5cqbWvo0/wBDnw1d4asqiV7X/FWCiiiu4wCvIdR8C/2l+1Bba3/Z0kItp11F5olOJytk9sGYnI6Pt4x9we9evUVwY7ArHeyvK3JOM/Xl6G9Cu6HNpfmTX3hRRRXeYHkf7VHgk+NoNJ0wac7m6iu9PF1ApMkQuBGGUdQM7AeR1T6163GgjjWMHhQAM0tFcGHwKoY2tiOa/tOXTtyq34m9Su6lCFO3w3+d2FFFFd5gYnxJ0sa38Ptb0ZtPW7W70qeF7VgcSq0ZUrxzyCelcv8As1+GX0DwRe6hIJQ2sau96VlGMfuYoRjjoRCDz6ntivQ6K4Z4FTzGGL5vhi429Wnf8DdV3HDOjbdp39AoooruMDgf2jdL/tHwJBONNFwbPVIp0O0kwkK67xj/AHtvPZjW98KPDA8F/DPQfCgaQ/2fpUEJ87G/IQdcAc10FFcMMCoZjPF82soqNu1m3+pvKu5YZUbbNu/qFc5qPw20vUfiBaeP5bpxLbQ7TbhBtdhkK2eowCePYehz0dFb18NQxKiqsb2akvVbMzp1alJtxdrq3yZznjD4b6X4w1/S9fvLp4202Xc0aqCJlBDBSe3zAc+hI9x0dFFFLDUKNWdSEbSm02+9lZfgEqtScVGT0WwUUUVuQeRJ4Ha9/ajHiE6c8AtJzqDSxKds7GwNorMTn+FscY5jHoc+u0UVw4HArAqolK/POU/Tm6fI3r13XcdLcqS+4ju7S1v7WWwvraOaCeNo5oZUDJIhGCrA8EEHBBrj/gh+zt8EP2bfAqfDP4F/DTS/DWhJdy3Q03ToSEM0hBeQliSScAZJ6KAOABXaUV2OEHNSa1XXrqEcTiYYeVCM2oSabjd8rcb2bWzau7N7XdtxFVUUIigAdABS0UVRgfm//wAHOmv/ABP0r9hjQNK8ISXieH9T8c28Pi1rZMo8SwyyW6SkdEM6I3oXRO+AfIP+CWvxrttc/Yj8LaB8av2sryz+zTXGn2fhXUfGtpbwnTYpPLggaB8SeWVBUAkEqABxiv1b+Lnwh+Gfx5+HmpfCf4w+DbLxB4c1eNE1LSb9CYpwrrIucEEEOqsCCCCoIq/4Q8C+DvAHhTTPA3gvw1Z6bpGjWENlpen2sIWO2t4kCRxqOwVVAH0r5TM+HcVmGYyxEMQ6acUtL39N1p19T9Phx7gI+GtHhp4ROrTryq+00s04tLpfm1s+nLGOvblv2cfDD+HPAU11KJQ+rapLfMsoxjcqIMDA4IjB59fTFd9RRX0OCwyweDp0E78iSv3sj81r1XWrSqNWu7nxb+3N45tvD/7Rnia2+JvjKfSfD1l8EXutAM8iRwZa5uhqc0RbiSZFj00Ec7Q8fH7zniP2e/i1pXxG8GeCH8b/ALUlz4s8WXWhWdzceH9Q8YWdyy6k9mPOK20IDeYu+YbRnaC3HHH2p8Yf2cfgZ+0BdeHr34z/AAx0rxHL4U1lNV8OvqUJc2V2hBEi4Iz0XKnKnaMg4FdktrbI29LdAR0IQZr5fG8L4nG42tVWJcY1LaJN3VrWeqVl08j6utxBln9l4elSofvYpczaikuVWXI1d+98U7297a+5j/DXw4vg/wCHeg+E0aQjTNGtrUGXG4+XEqc4AGeK26KK+vpwVOCiuisfISfNJsKKKKsQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV438dv29v2Yv2b/jv4D/AGcPi145nsPFXxGuBF4ftodLnmhj3zJbwvdTRqUtUluJEgjaUqJJWCDJr2SvzO/4Kq/BP43+Mf2/vDumeBPg94o16x+KfhzwFoml+JdH0l57Dw/caD45TW7+S+mX5bRPsTGSNnwJHiKLlsCgD9MaKKKACvLvAH7YnwN+Jn7Tvjb9kPwhrOoT+NPh9pVlqHia2l0ieK2ihus+V5c7qEmPHzBCdp4JyCB6jXxd4H+K0d3/AMF0vG/hxfhZ8QYrST4G6PoEXim58CX8ehy39tfX+oSxpqJj+zuBBeQAENgyb4x8yEUAfaNFFFADJ54rWB7m4kCxxoWdj0AAyTXkP7I37dn7O37btn4nuPgPr2rTT+D9WjsNf07XvD11pl3btLEJrebybqNHMM0TCSKQDa68ivXriZbe3e4dGYRoWKouSQBnAA6n2r4h/wCCN3xO1D9ofxN8dP2pPiL8LfH/AIQ8dePfHFtNqug+NfAl9o0Wl6NaRS2ej2VvJdRIt6620Dzzyx5Cy3hXgBcgH3DRRRQBzPxk+LXhH4E/C/Wvi747GoNpOg2RubuLSNLmvruUZCrHDbwK0k0jMyqqIpZmYACsf9mP9pb4S/te/BPR/wBoD4I6xdXvh3WzcJbNf6fLaXEM0E8lvPBNBKqvFLHNFJGyMAQyGo/2r/Feh+C/2b/GeveKPDPjXV9LGhTW+p2Xw4t55dd+zT4gllsltmWbzo0kaVTCfNXy8plgAfFf+CKXgbx98OP+CdHg3wp4+8Ha9oJj1fXp9A07xZZfZ9YGjzaxeTafJqCEBhePavDJKXG8u5L/ADFqAPqyiiigDzj9rX9q/wCCf7EfwA179pj9obxJLpXhPw4sB1G6t7R7iUtNPHBEkcSAtI7SSIoUDPOegr0Kyu4NQs4b+2JMc8SyRkjBKsMj9DX5/wD/AAcY/Bj9qT42fsYDRf2fPgT/AMLE0rS7TWr/AMUaBbawLa7ST+yp7eyuoIRFK988MlxJMtqihpJI4sMpXn7m+FV14ovvhf4bvfG/hpNF1qbQbN9X0eK9FytjdGFDLAJgqiUI+5d4Vd23OBnFAG/RRRQB478TP24Pg78LP2ofDH7IeseH/Geo+L/FWmwahat4e8GXt/YWFrNcS28c17dQo0dnGZIZBulKj5etexV8A/8ABQ7wl4x/4eW/Anxx+z54U+NMPxHl1zw/Yarrnh2CceDLjwfHqF5Lq9vqkifuTKkMsjIk3zb5IDFk78ff1ABRRRQB5N4L/bX+APxC/aj8S/sgeENc1O98YeEbFZ9eeLQbn+zbeQpDI1p9u2fZ2uliuIJGgD71SVWI649Zr8xf2Gfgx+1L8H/+C1vxdilsfidb+Edf8SeLfEHiuXVTP/wiF5YXq6NJoUlhu/ctfiQajHMU/eBIdr/KI6/TqgAqvq+pw6LpN1rFzDPJHaW7zSR20LSSMqqWIRFBLsccKOSeBViigDxH9jf9vz4Gftxy+LrL4Q6L400u+8D39rZ+JNK8ceC7zRLu1luITPCDDdojndHh+nRlPRhn26vmH/gl14M8Xf8ACD/FL9of4ieFtT0jW/i58a/EPiAWOtWMltdw6XbzrpWmJJHKA6A2OnW8iggcS5HBFfT1ABXE/tG/tC/C79lT4La78fvjNq9xZeHPD0Ecl9LZ2Ml1O7SSpDFFFDEGeWWSWSONEUEszqB1rtq+ZP8AgsX4S8aeOf8AgnP8QvC/gfwXrPiCa4bSW1PS/Ddk1xqjaWmrWcmoSWMagsbyO0W4khKfOJY0KfMFoA9h/Zs/aM+Fn7WXwW0X4+fBjVrq88Pa6s4tWv8AT5bS4hlhnkt54JoJVV4ZY5opI3RgCrIRXdV8v/8ABG7wl4v8Ef8ABPPwX4d8X+Ctd8PiPU9dl0TTvFdk1vq/9ky6zey6fNqCOA4vJbR4JZjJ+8aSRmf5i1fUFABXjv7Yn7eP7NP7CHhzQfFH7SPjK60q28R6s1hpi2Gkz3sh2RNNPcOkCM0dvBErSSzMAkaDLEZFexV+eP8AwcQ/ATx58Yv2f/DN98F0+IJ8eMmv+FvDkPgfwKNdhv49c0uSxuLG+y6/2fBMuwfbzlYNhJGWWgD9C7e4gu7dLu1mSSKVA8ckbAq6kZBBHUEU+sD4VeFr7wN8L/DfgnVLlZrnR9As7G4mU5EkkUCRswJ9SpNb9AH/2Q==", "image_next": "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", "info": {"equation": "14+11*4=58", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ae089256e30b74dc32289a6d977fc125ae8effc6967ddcc11a3aa1fdb8131ac4"} +{"episode": 72183, "episode_seed": 3625085427, "split": "train", "timestamp": "2025-10-28T03:49:50.936574", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3625085427, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 0, 0, 6])", "action": "('move', [2, 0, 0, 6])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8+13*9=125", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCL/grt8Vf2hvCn/BbaTxCvi7VtEvNA1HRLfwLqCSrB9k06SGLLQu3yCNpZrrcx+UlpA3AIrl/+Cy3xp+Iuu/tb+EIPAn7QOs+MNP8AD+lW174Pvo/EEWoNZai9wTIYXgHEu+GA4+98q44xX61ftS+CfgDrf/BQLwL4r8a6d4fm8d6dbeHV8Jvf3iC+SBtWuvPMERcF1ALbmCttyeRTP+CnXgb9n7xP4z8A3Hxk0vw7LqOnaZq9x4LXWbpIn/tESWJH2dGZfNl4U7QG6A4r8vzHLK8vrldV5KMaivHWz5nF336X006H9OZJ4s5bgszyKpLLOb6thJ0nZK8nytc0dPh9x3b/AJ6mj6/U3wyu/FV/8N/D1946gaLW5tDtJNZieMIUujChlBUcKQ5bgcCtyiiv0+K5YpH8zVZqpVlNJK7bstl5LyPzb/4Od9f+J+lfsPeHNJ8IyXieHtT8cwReLWtkyjxrDLJbpKRyEMyqwHQuid8Z9g/4IMeIPid4i/4Jh/D+5+J8l5I9u17a6FLeph20yK5dLYA9WRVBRCf4FXHAFelfttJ8EPjr8Htf+AvifUdB8SLb67okfizwsupJJNbRyXsMkQuIo38yEPtDKW27gMjNdZ+xv4e0Pwj+zd4b8K+GNKhsdN0xbu10+ytk2xwQx3cyJGo7AKAB9K+cpUv+MqnNSunSWnT4rW/D72z9LxvFdCXhVh+G5YXlqwxDq+0aWsZQ087vmtfbkjGzfT06iiivpD8xMD4rXni7T/hd4lv/AABA0uvQaBeSaJEkQdnu1gcwgKeGJkCjB4Nfip/wbO+NPjjqX7c/xDstR1DVrnSdX8J3F942a7VmV9TW8j8iWYtyJi0t0B3O6T0OP3Kr48/4J5+C/gJ4Z+P3xA1j4O2GgR6xqxvZfHE2j3izTvqA1Obi5AdjHINznYduNx+Xk183m1FzznBTUmrSlp/27f8ASz8j9N4R4sw+S8EZ5lc8N7SWKhSSnZWhyz+19942+2l6r7Dr88/+Dl3xB8UdF/4J72ll4ElvI9H1LxzY23jFrVMqbLy5pI1lPVUN0lv7Ftg74P6GVyXx28JfBnxz8Idf8K/tDWWjT+CruwI8RR+ILhYbMW6kNulkZlCBWVW3ZG0gEEEV62ZYaWMwFShGXK5Jq/8An5d/I+a4Kzulw3xbgszqUfaxo1IycOrs/s/3lvH+8kfhT4F/aJ+LFj/wRU1vSLX9qDWbfVre6k0bTvCaeKLZd2gvPFFLELY/vTGUkuF65C9PlAr7L/4NdPEHxP1P9kbxvoviaS8fwvpvjQJ4Wa4T92kjwK93HEx6qGMTEDgNIx6s1fbnxP8ABvwd8P8A7EfiLwl8P9J0WHwRb/DK8ttKi090NkNM+wOE2SKcGIxHO/JyDnJzmuX/AOCbPhX4MeC/ghrGgfs+2eiweEYvFszaSvh66We0YNaWhdkkVmD5kL5O485HbFfKZblNfLc8oxqV3P3Jd7JKystXprdbbH6XxF4j4HO+Dc2wNPL1TeJxirKVl7qetnovf923ZqU9uv0JXw7/AMFeP+Cv5/4JueI/AngPwX4GsPEmveIbj+0dds9QMirbaMjmNjGyMuJ5HDhCdyr5TllOVr7ir85P+C6v/BKT4n/tz+IPA/xr+B97bf2voMDaP4lttQuxHGmlmRpluowfvNE7S7kHzOJFx9zn6HPquOo5XUnhPjVn3dr62+R8b4X0OEcTxph6fErSwjU+a7ajzcr5eZrVK/brbpc9J/4Kaf8ABXDw7+xr+yR4J+PfwX0iw8R6x8Thb3Hgi11mGZbaSxMMdxNczKjI/wAscsShQwO+ZTyFYV9F/sjftI+E/wBrv9m3wh+0b4LgeCy8U6Sty9pJnda3Cs0dxASQN3lzJIm7odmRwa/NX/goh+yNr/7VX7Cvwk+BHwsJvPHfwc1iPwnY2Uu+FNShc21nExLgKrSQJZ3RfJRB5q5wM1+i/wCwr+zHafsb/sleB/2brfV2v5fDWkbL+9J+Wa8lkee5ZM9EM0sm0dQu0VwZRmWMzHM6kk06KhHbbmaTa9dXftoerxJgOA8J4e4SeBk/7QeIqqab972KclByWyVlT5X1k6lr2dvWq/n4/wCCk3xW/aE8Lf8ABda78SXXjXVvD+o6R4o0qw8Mamk62xs9GkijXMTv8ixMk1wWY8EySFuc1/QPXx5+0B4I+AOq/wDBR3wr4x8Uab4fl+IVjDoUfh2S7u0/tBLJrq7EphhL5ZPmkBcKcZYZHNPinDyxGDpRjNxftIarzdr/ACvcw8LOLcNwjmeNr1sL7dVcNVp2stG0nd3+y7Wn/dfXZ/kp/wAFbfjV8Vta/bo8KzfDP47614wHhyz0+58AajDrkWoSW188wZvIeAY8wzxpxjdlVHTbX9D/AIVm1m48L6bceIotmoPYQtfptA2zFAXGBwPmz0r5K/4KNeBv2ffEfxp+Huo/FnTPDsmu6Xp11P4FGr3aRTC9F5aFjbRl186QBUOAGIwDgda+xKx4dwdTA47F051HNpw1fX3b33fe2/Qrjji/C8RcJ5JgaWE9i8NTqRctLTvJK8bW093mlf7cperKydE8feBfE3iDVfCXhvxrpOoaroMkaa5pljqUUtxpzSKWjWeNWLQllBKhwMgEitDUGuUsJ3slzMIWMIx1bBx+tfzpf8EzPjZ8bNG/4KM+JdR+Kvxt1rwde+I21dviTqE2sRafJJdI0kmyZphtVxdbQFAyMlRhSwruzrPIZNKlzwclNu9ulv11+65x8F8Ay4vyLNswWIjTeCpxmov7bbk7eStFrr7zij+jOivnr9kX4jyeN9XW38M/GCXxpplrFNHeak+txX+x871V5IflDgsMA4O09+K+ha7MqzOlm2GdenFxV2tfI+DxeFlhKvJJpu19Arkvj7qPjvSPgT411b4WwSy+J7XwlqU3hyKCESSPfrayNbhUPDMZQmFPBPFdbRXoTjzQava5GHqqhiIVHFS5WnZ7OzvZ+T2Z+In/AAa9+L/jHf8A7V/xO0i4v9SufDl/4SF/4ne4BdDqwvIxbySM3IlZHvfdgGznbx+3dfHv/BM7wZ8A/CvxE8dXvwRsdAiu9TtoZ/GMmiXqzyPqf2u63i4w7GOUbj+7O3buPyjJr7CrwOFqbpZNBN31l/6U1+lz9B8V+J6HF/GtbMaOH9jFxprldubSEdZW69F/dUT83/8Ag508QfE/Sf2GNA0rwfJeJ4f1Pxzbw+LWtkyjRLDLJbpKR0QzojehdE74B+HF/aG+Ko/4ImnRv+GntZGrfaf7FHhH/hJ7f/kAfaPI8r7L/rfL2fL1zs/2K/c/9oXwb8CvH/wb1zwp+0vZaHP4HubdDr6eJLpILIRrIro0kjsojxIqENuGGAwc1yvxv8A/CqP9ivxB8PvB3h7Sm8Ht4CfT9NsNPCm0fTTbeWkcZQ4MZiIAIPIOQe9cGc5FiMXjKmKhiHBcmyvfS+m691/nfQ+j4b8ScvybhHLsqq5eqksPjFXc2laSVna7T9/W3ZRUd+nx3/wbE+IPifq37DniHSvF8l4/h/TPHM8PhJrlMIkbQxSXCRE8lBM7N6B3fvnH6RV4h+wN8N/Afwi+D+qfDr4ZeFrTRdD0zxVdJYaZZKRHCGigdsZJJJZmJJJJJNe317OQxccmoK9/dT+/X8Nj4Pj3O6HEnGWOzOjS9nGrUlJR00W13bTmdry/vN6s/ET/AIOifGPxe0z9qb4Y6auo6jaeGNO8JNqHhyWLKRLqv2xxcyI46yqiWfuoKkY3HP2D+zF+0Be+IfCHhKTWP2vL/X/F2reGrM6loM/jOzuHa+a3jkmCW8IDB1cP8q9ACMYrv/8Agqn4L+APjNfBMXx30/w/cGztNZn8Lx6/eLEDqYW08oQhnXzZeuI/mz/dNfTvijxr8Pfhl4WXxh8RvFujeHtNi8pJdU1u/htIEdyFVTJKVUFmIAGcknAr5mvk9fHZzi+XEyppcrdr63j11WisfXZzxlh8z4HyTKKeB/eYf2q5rL33KatyWTeu8+8jV0Z72XR7SXUl23DW0ZnX0faN365qzQCCMg5B6EUV93GPLFK97H5I3d3P5+v+Cv8A8Svj5oH/AAWzfXLrxLqWk3Xh/VdCi8CXzMkQs7AxwuJIWf5AnnyXJLnjcXz0IH2p+0RZ/swfFj4feJ/Fvjf43W3j/V/DvhS+k0C+1PxVa6pdaI+UdJrKNDiOZriO1AYKWd1jjyQ21voL9pr4OfC3xX+3D4R+LXiXwNYX3iTw7H4ag0PWLhGaWyjl1a5EgTnbyGbkgkZOMUz/AIKP/Bf4UfE7xT4R1n4geAtP1a68MaFq+o6BLdxk/YroS2OJVAIBYbV+8COBxX5jmOV1pLG1lXkoxqK8ej5nFrr0vpp0P3PH+IOAzT+waVPDui8JQ5JThbmk4pq0dV7suXW70c5vlla0vpX4XXfizUPhl4dv/HsDRa7PoVnJrUTxhCl2YUMwKjhSHLDA4FbtFFfp8VyxSPw+rNVasppJXbdlsr9F5H84f7DvxP8A2ibn/grPcR+PvEerW+s+J/Gt9D8R7K6YRtdNFM8phmjPA8u5iiKqvK7ABhciv2g/Yi8Z32sajL4b0bxq+q22naxq8Wq2Yv1mGnMbuZlhZV/1RGVwrfNhvQ1ufHz9nP4HfDn/AISH44eB/hlpWmeLfGfiPRF8T67awkT34ivIgm85wOgJ2gbiAWyRmu9/ZYRF+B2klUAJur8kgdf9Nnr8+wGQ4jDZ6qcq791c+l9Vzv3Xr13fm36n6v4j8eYDjbE08dhsIqMY0oUuXT4oxu5adFflj15YxvbZeh0UUV+hH5IYHxWvPF2n/C7xLf8AgCBpdeg0C8k0SJIg7PdrA5hAU8MTIFGDwa/FD/g2d8UfGbU/28fiG2pTajc2Gq+D7m68a3N3CWLagL2MwvM7DcspeS546nL5HBx+51fJn7B3we+F/wANPjn4w8T+AfBFjpWo+K7W8v8AxHeWyt5moXP9py/vJCxPPztgDAG44HNfN5tRc85wUuZr3paf9u3/AEt6H6XwlxhhMj4KzvKamHVSeLjTUZae7yyd7310vzRttJL1X1nX55/8HLviD4o6L/wT3tLHwLLeJo+peObG28YtaplTZeXM8aynqqG6S39i2wd8H9DK5L47eEvgz45+EOv+Ff2hrLRp/BV3YEeIo/EFwsNmLdSG3SyMyhArKrbsjaQCCCK9bMsNLGYCpQjLlck1f/Py7+R85wVndLhvi3BZnUo+1jRqRk4dXZ/Z/vLeP95I/JL/AIJe/E/QvHf7BNl8Of2h/wBqi8s9JN1e6TD4Rv8Axzb2UE2j/Kot3iJWXyWLTIRuGU+UfLivvD/gmnoegeD/ABT8X/BHwv0i1sfBFh4qsJNOs9MtI47K21WWxRtRhg8vjAItmdOiSSOAByB6j8SfAnwj0z9irX/A3w20HSB4NT4bXVnotrpZV7R9ONiyxrGykh42jIwwJ3A5yc5rB/4J+fC74efBr4V6/wDDv4WeEbPQ9DsPF8v2TTbFSI4y9lZux+YkklmJJJJ5r5TLcor5bnlCNSu5+5J+SSsrLV6a36bI+k4k4sw2eRzTEU6TpLEVuZU9OWN587m9f4loqOkdVKXvLZ+70y5it5reSG7RWidCsiv0Kkcg+2KfXH/G3xhD4W8FzWqylbnUVaCAgD5QR87H2Ck/iRX1+NxVLBYSdep8MU3/AMD57H5xQpTrVowju2fO/gPW/B+rftm+FvAF8JJbTS7a91LT5ZIYzG2oNHKlpG+X3K/2aO/lACn7gORgZ+uK+NrT4U+IbH4QaL8edKgMPiHxB4hj8S2guZFHleU6GwgJMX7tXsY1ifKkqZpOec19haZfw6rptvqduCEuIVlQEg4DAEdOO9fO8Jt4fDzwlSPLOLUreU0mvu2+R6WbL2lSNaLvF6fNO3/BJ6/nz/4KX/Ev486H/wAF07nxBqvivUtF1DRvFmj2nhbUS6QfYdJaOIK0LyDYsZWadi543PITg5x/QZXmXij4W/sn6t+0/wCHviX4u0TwnJ8WrHQpofDVzeXcQ1Yaf+8EhhiLbnjHmSguFO3e4yMmvRz3LKmaYaFOFTkaknf+uuunmfZeGfGeF4KzHGYivhPrCq4epSSsnZys7u/2NLT/ALr67P4V/aQtP2cfiV8OvFPxC1T4zW/j7xX4b8MzSeE9UvvE1tq19o10siyWjWUaHEcr3i2oBC7pXEcZLA7D+k/hKbW7nwpplx4mh8vUpNPhbUIwoG2cxqZBgcDDZ6V8t/8ABQL4L/Cj4i/Fjwf4r8c+AtP1PUfCmj3F94cu7qMlrC5N7afvUAIBb5FPzA4KgjmvrSvO4dwVTBY/F051HNpw1fX3b33fe2/Q8HOs0pYzI8HQjzXi6j12jdpKMNXp7vM9I+87Jac0ivMvhR8LP2TvC3xl8f8Ai/4O6F4Sj8c6zd2z/EaXR7qKW+84q7Q/ao1YmFmBdgCF3nLHcea9H1BrlLCd7JczCFjCMdWwcfrX86X/AATM+Nnxs0b/AIKM+JdR+Kvxt1rwde+I21dviTqE2sRafJJdI0kmyZphtVxdbQFAyMlRhSwrszzOaOUVKLqU+ZSb1W6sunnr91z6HgfgrFcUcPZzjaOL9isLSjJwu7VbycuWVnsuTTR+/wAh/RjHFFENsUaqPRRinV89fsi/EeTxvq62/hn4wS+NNMtYpo7zUn1uK/2PneqvJD8ocFhgHB2nvxX0LXdlWZ0s2wzr04uKu1r5H55i8LLCVeSTTdr6BXJfH3UfHekfAnxrq3wtgll8T2vhLUpvDkUEIkke/W1ka3CoeGYyhMKeCeK62ivQnHmg1e1yMPVVDEQqOKlytOz2dnez8nsz8QP+DXrxJ8Wb79rn4n28819caFqHg4Xfii5nj3htTF6n2ZpJG5EjLJenH8WHJ+7X7f18m/8ABOz4P/C/4VfEHxZqfw68EWWkXHibSrfUtfntVbdfXbXd1mVyxPPJwBhRk4Aya+sq+f4Wpulk0E3fWX/pTX6XPv8AxU4qwvGfGdbM8PQ9lGUaatpd8sEm3bS/Rf3Uj83/APg501/4n6V+wxoGleEJLxPD+p+ObeHxa1smUeJYZZLdJSOiGdEb0LonfAPkH/BLT42W2u/sR+FtB+NX7Wd5Z/ZprjT7PwtqHjW0t4TpsUnlwQNA/wC88sqCoBIJUADjFfo7+3d8P/BnxU/Zzvvh58Q/DsGraJquuaTDqOm3O7y54/7Qgba20g9VB4I6Vofsb+E/DHhL9nDw54W8M6Da2OnaYby1sLO3hASCGO8nREUegUAfhXlZllVfMOIZQhXlTvTT0vte1t1p1PQhxvgYeFtDh94ROpDEyqc+mqcdOl+bWz6csY/LU/Zx8MP4c8BTXUolD6tqkt8yyjGNyogwMDgiMHn19MV31FFfW4LDLB4OnQTvyJK/eyPy+vVdatKo1a7ufiD/AMHSXij4rQ/tPfDXQLq5vYvCdp4Oe80EBMQHU2u5FumU/wAUixpZ5B+6GXH3jn6V8E6t8GP2jfhb4L0z9pz9oCz+IGotodrqGpeFvFXjGyurWPUTYkXEptUKjfGr3GM5EYLMMFQw+3f2ivhj+yl8Rr7wZN+07o3hS6uNL8UwTeBz4nu44W/tY/6pLcO6+bK20fuhu37RlTgY43/goN8Hfhd8aPhl4a8BfFXwPY65o9x4zilm0+8VgjuljeshOwg8MAetfF55kWIvisYsQ1Fq/Kr62Wz1Xy0eh+wVePcHj+G8jydYaVGWFdROtFLmfPLV09Y3dtZ3lG8upr/8E8tW8Ta3+xl4E1DxRe310502ZNMu9STbPcaYlzMmnyv/AHi9mtu248sG3HkmvZ64z9nG3t7P9nzwNaWkCRRQ+ENNSKKNQqootYwFAHAAAxiuzr7XBxcMJTje9orXvoflOa4qOOzSviYx5VOcpW7c0m7dNr2Pzk/bQ+Leu+Dde+PGr678T7zQfE+meL9Bt/B8klzDDLa2phsHsDbCX5TG9w18TIQfmW4yf3R29/4K1PwH8ZfEcvg/Q/2iZ/HWoXdq9skcniy21GeytpHQSPGsQ+RSRHuYgj5F/H6m8Ufs4fAvxr8ZdA/aF8V/C/Sr/wAa+F7OW00DxHcQZuLKGQOGRTnGMSSYyDt3tjGTXZx29vE26KBFPqqgV8pV4UxNfE1ZyxLUJz5uVJu6unrqldbLR7L0Po8w4hy2thcPDD4e04xtJtJe9ywhaNrtx9zmu7O85K2nNJ9FFFfaHxpxX7QGljVfhncxnTluRBdW9wQQSYzHKrhxjupAPp1q38E/C58HfC/SdCbzQyxyTuJh8ytNK8xB4GMFyMdeOa6qiuFYFLMnjObVwUbejbubuu3hlRt1vf5WCiiiu4wCvIP2f/AZ0f4h6/4iOnPZiCN7JbdQRGC9w0zYzyTnB69GHqK9forhxOBWJxdGu5W9m5O3e6t+BvTrunRnC3xW+VncK/PP/g5d8QfFHRf+Ce9pY+BZbxNH1LxzY23jFrVMqbLy5njWU9VQ3SW/sW2Dvg/oZWB8Uvhb8PfjZ8P9U+FfxW8JWmu+Htat/I1TSb5C0VxHuDAHBBBDKrAggggEEEU8xwssbgalCMrOSav/AF07+R7/AAZntDhjivB5rWpe0hRqRm46apPpfTmW8b/aSPyQ/wCCT3xsh1T9iPSPDXxn/azvdMt7TULzTtO8MX3jW0tYG0pSoWFoX/eGJi0yYJGV4GABX6l/s1eGzoXge81JvMzrOrvfYk6Y8mGEFePukQg9+pPTFdV4G+Hngf4aeDdK+HvgLwtZaVouiWEVlpWm2kIWO2t41Coij0AA68nqea2enSvFyjh6tl2JjXq13UtHlSa0V7bXb007I34u4lw/EmdYvGUKCpRrVZVElbRNtq9klfXV97hXOfEL4cad8QorKO+vXg+x3G/KIDvQ43Jz0zgc10dFfQYnDUMXRdKtG8XuvxPladWdGanB2aMLx/4Gs/Hnh3+wJ7trbbKskUyIG2FcjoevBI/GtbStOt9I0y30q0B8q2gWKPPXaoAH8qnoojhqEMQ66j77STfktvzG6tR01BvRahX8+/8AwUm+K37Qnhf/AILrXfiS68a6toGpaR4o0qw8Mamk62xs9GkijXMTv8ixNHNcFmPykySFuc1/QRXE65+zf8CvE3xu0n9pDX/hdpN3460LTH0/SPE00Gbm2tn8wNGpzjGJZBkgkCRgCMmvMzzK62a4eFOnU5HGSd/T9Vuj9C8NuNsFwNmOLxOJwyrqtQqUktNHK1r3+y7Wl1s9L7P5f+HN74E+MvixvC/h/wDaBn8dX84jiZn8VW2oz2Vt5qlioiHyISFLMwIyo5r7WpkdvBEd0UCKfVVAp9GT5RPK1Uc6rqSm023vord2fDYzFrFcqjDlUen9WCuI8B/s3fAn4YfEXxV8W/AHwt0nSvEnjaeObxVrFrb4m1GSPdtZySQDlmJ2gbicnJ5rt6K9iUISabV2tvL0MaWJxNCnOnTm4xmrSSbSkk00pJbpNJ2fVJ7obHFFENsUaqPRRinUUVRgFB6cUUUAeQfs3+BBoHivX9cGnSWapDHp6WwUiNAksshC55OPM9emK9foorhy3ArLsHHDqXNa+vq2/wBTfE13iazqWte34Kx84/8ABQDxBrWj658JLC41a4svDd/48kj1qSMqsM10un3LWEEzn7qNchSo/ilSJeSQD81/s7/tHeGmbXb+7/bQubO1s/iJq8egaQ/jSwt7d7JLttirDjLRGTzQpzl1wQSCDX398XPhB8M/j18O9S+E3xh8GWXiDw5q8aJqWk36ExThHWRc4IIKuisCCCCoIq94P8C+DvAHhTTPA3gvw1Z6bpGjWENlpen2sAWO2t4kCRxoOwVVAH0rw8y4exeOzKWJp4h004paXvp03WnX1PpqWeZZTyCGFdDmrRdrtR5eW8pc19+duXK9LKMVq72jm/By913UPh9ZXPiCSR5iXEckxJd49x2k55PHfuMGuooor6LCUHhsLCi5czikrvd2W58tVmqtWU0rXd7H4if8HRHjH4v6Z+1P8MdNTUdRtPDOn+Em1Dw5LDmONdV+2OLmRHHJlVEs/dQVIxuOfrP9n74taX8RvB/glvHX7Udx4s8W3WhWlzc+H7/xhZ3TLqT2Y88pbQgN5i75hgZ2gtxxx9p/GD9nL4G/H+68PXnxn+GOleI5fCespqvh19ShLmxu0wRIuCM9BlTlTtGQcCuyW1tkbelugI6EIM18tjeF8TjcbWqrEuMaltFd30tZ6pWXTfQ/Ts48QcBmPBmU5NTwajUwaqc09Pe55XXLpdX3nfeWqMf4a+HF8H/DvQfCaNIRpmjW1qDLjcfLiVOcADPFbdFFfXU4KnBRXRWPy6T5pNhRRRViCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvG/jt+3t+zF+zf8d/Af7OHxa8cz2Hir4jXAi8P20OlzzQx75kt4Xupo1KWqS3EiQRtKVEkrBBk17JX5nf8ABVX4J/G/xj+394d0zwJ8HvFGvWPxT8OeAtE0vxLo+kvPYeH7jQfHKa3fyX0y/LaJ9iYyRs+BI8RRctgUAfpjRRRQAV5d4A/bE+BvxM/ad8bfsh+ENZ1Cfxp8PtKstQ8TW0ukTxW0UN1nyvLndQkx4+YITtPBOQQPUa+LvA/xWju/+C6Xjfw4vws+IMVpJ8DdH0CLxTc+BL+PQ5b+2vr/AFCWNNRMf2dwILyAAhsGTfGPmQigD7RooooAZPPFawPc3EgWONCzsegAGSa8h/ZG/bs/Z2/bds/E9x8B9e1aafwfq0dhr+na94eutMu7dpYhNbzeTdRo5hmiYSRSAbXXkV69cTLb273DozCNCxVFySAM4AHU+1fEP/BG74nah+0P4m+On7UnxF+Fvj/wh468e+OLabVdB8a+BL7RotL0a0ils9HsreS6iRb11toHnnljyFlvCvAC5APuGiiigDmfjJ8WvCPwJ+F+tfF3x2NQbSdBsjc3cWkaXNfXcoyFWOG3gVpJpGZlVURSzMwAFY/7Mf7S3wl/a9+Cej/tAfBHWLq98O62bhLZr/T5bS4hmgnkt54JoJVV4pY5opI2RgCGQ1H+1f4r0PwX+zf4z17xR4Z8a6vpY0Ka31Oy+HFvPLrv2afEEstktsyzedGkjSqYT5q+XlMsAD4r/wAEUvA3j74cf8E6PBvhTx94O17QTHq+vT6Bp3iyy+z6wNHm1i8m0+TUEIDC8e1eGSUuN5dyX+YtQB9WUUUUAecfta/tX/BP9iP4Aa9+0x+0N4kl0rwn4cWA6jdW9o9xKWmnjgiSOJAWkdpJEUKBnnPQV6FZXcGoWcN/bEmOeJZIyRglWGR+hr8//wDg4x+DH7Unxs/YwGi/s+fAn/hYmlaXaa1f+KNAttYFtdpJ/ZU9vZXUEIile+eGS4kmW1RQ0kkcWGUrz9zfCq68UX3wv8N3vjfw0mi61NoNm+r6PFei5WxujChlgEwVRKEfcu8Ku7bnAzigDfooooA8d+Jn7cHwd+Fn7UPhj9kPWPD/AIz1Hxf4q02DULVvD3gy9v7CwtZriW3jmvbqFGjs4zJDIN0pUfL1r2KvgH/god4S8Y/8PLfgT44/Z88KfGmH4jy654fsNV1zw7BOPBlx4Pj1C8l1e31SRP3JlSGWRkSb5t8kBiyd+Pv6gAooooA8m8F/tr/AH4hftR+Jf2QPCGuane+MPCNis+vPFoNz/ZtvIUhka0+3bPs7XSxXEEjQB96pKrEdces1+Yv7DPwY/al+D/8AwWt+LsUtj8Trfwjr/iTxb4g8Vy6qZ/8AhELywvV0aTQpLDd+5a/Eg1GOYp+8CQ7X+UR1+nVABVfV9Th0XSbrWLmGeSO0t3mkjtoWkkZVUsQiKCXY44Uck8CrFFAHiP7G/wC358DP245fF1l8IdF8aaXfeB7+1s/EmleOPBd5ol3ay3EJnhBhu0Rzujw/Toynowz7dXzD/wAEuvBni7/hB/il+0P8RPC2p6Rrfxc+NfiHxALHWrGS2u4dLt510rTEkjlAdAbHTreRQQOJcjgivp6gArif2jf2hfhd+yp8Ftd+P3xm1e4svDnh6COS+ls7GS6ndpJUhiiihiDPLLJLJHGiKCWZ1A6121fMn/BYvwl408c/8E5/iF4X8D+C9Z8QTXDaS2p6X4bsmuNUbS01azk1CSxjUFjeR2i3EkJT5xLGhT5gtAHsP7Nn7Rnws/ay+C2i/Hz4MatdXnh7XVnFq1/p8tpcQywzyW88E0Eqq8Msc0UkbowBVkIruq+X/wDgjd4S8X+CP+Cefgvw74v8Fa74fEep67LomneK7JrfV/7Jl1m9l0+bUEcBxeS2jwSzGT940kjM/wAxavqCgArx39sT9vH9mn9hDw5oPij9pHxldaVbeI9Waw0xbDSZ72Q7ImmnuHSBGaO3giVpJZmASNBliMivYq/PH/g4h+Anjz4xfs/+Gb74Lp8QT48ZNf8AC3hyHwP4FGuw38euaXJY3FjfZdf7PgmXYPt5ysGwkjLLQB+hdvcQXdul3azJJFKgeOSNgVdSMggjqCKfWB8KvC194G+F/hvwTqlys1zo+gWdjcTKciSSKBI2YE+pUmt+gD//2Q==", "image_next": "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", "info": {"equation": "8+13*9=125", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "48764de9226ab9edda104e739e06b402aa27690aac447cfe905296d32845b5c8"} +{"episode": 72184, "episode_seed": 1995831679, "split": "train", "timestamp": "2025-10-28T03:49:50.978872", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1995831679, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 8, 0, 4])", "action": "('move', [2, 8, 0, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "60/5=12", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cbr9rvw14K8VTajH4DtfC0d14SgaLbaTXbsy3kikcSSgiJWzyqleAGy3pf8AwST/AGivFGqfsfWFj8aP2ztY8PtpOrzad4Z0ubxxZ2fk6VDFCsSrHKC+xX85VLdlAHyha+1f+Cpvgj9mvx5qPw40j9qe38NyeHEuNWkt/wDhKNUWztxdiKAJiRpI8vtMmFzyMnHHHrP7CuheGdI/Zb8OaT4a0qyg021udTh06C0iUQx266ldLGqAcbAoAGOMYr87q5TiMXxNiKdPESg7KV1e9nbTdaLofu+c+I2AxnhJl2Rf2elKlO3O0uV8vN70NL88r/vPO+/NpzX7M3xL1Xx1rWmy+FPia/i3S4o2trvU11VL1HCKcl5Ivk8wEjngkkZr6GrnNM+K/wAJNQ8f3nwj0f4leHJ/FOnweff+GLbWbdtQtoiEPmSWyt5iLiSM7ioGHX1FdHX12T4CeXYaVOVZ1W5N3fTy3f57n4vmE5zqxlKlyXSaVrXT2ey0fR9grwP/AIKi+K/jf4I/YA+KPiv9nN9QTxfZeHd+nTaTDvuYITNGLqWIdQ6WxncMPmUruXkCvfKbOSIXK9dpx+VejXpOtQlTTtzJq63V1uvQeU46GWZrQxkqaqKlOM3CXwyUZJ8svKVrPyZ/MJ/wSu+LfxG+Gf7ZXhyLwh8XdR8I6br0rWfi7UbTVorRX08AyuJJJvkGGRSCfmzwOTg+v/8ABcb41+OvGXxM8K/D7Tf2iNT8beBYNFXULWKfxHb6hDFqhlnjlYmDGHEPlAB+gdtv3mr9JP8Agnd+zd8B/g58WfAHi34X/CzStF1PxJ4Bu5ddvrWNjJeN5NjJ8xdmwN7s21cDJ6cDHqP/AAVL8Efs8+M/BPw/0P8AaUsfDreFW8ayyT/8JHfraWonGlX3lZkLoA2c4G7n3r8nw2U4irw9UxKryUY39zWzs/W34H9M47xjyfF+LmEzunlt4Qpqn9l1W2pe8rac0b8sddYrdXsvHf8Ag2u8W/G/xP8AsFXVp8UZ9Rn0DS/FU9p4DuNQj4NgqIZEic8vElwZlHUKQyDhcD9C68T/AOCe2i+DfDf7MGnaB8OrGxttAs9f1qLRINLKm2S1GqXPl+UVJBQrghgTnOcnOa9sr9KyWDp5RQTd/ci9fNX/AA2P5/43zmlxDxdjcxp0VSjVqSkoLpr1/vPeXeTYUUUV6Z8scz8Zfi54G+Anwq8QfGf4mao1loHhnS5b/VblIjIyxRrkhVHLMeAAOpIFfm/+wJ/wcTN+1B+2AnwD+M3wr0rwv4e8WaibHwBqWnNNJcx3Ty7ba2vSzsrtKpVPMjVAJMDbtbKfeX7afgnwb8V/2a/FfwY8cS3C2XjDSZdKY2km2VPMH+sU4xlMb8Hg7cHg1+UX/BI3/giR8VLP9ryP4/8Axn1WKLwX8MvFsr+G77T5Sr+I9TsbgCN0U/Mlukikux+88RiGRuYfJZrmGZf25QwmCd7Wc15N/afRW+evoftnh5l/hnV4KzfEcRytiVG1G7afwu3skvim56STuuW2y5mftjRRRX1p+Jnxl/wXv8XfHPwb/wAE2/Fd/wDAyXUYZLm/tbTxVc6XFulh0aQutySR8yIT5aOy9Eds4UsR+Qn/AARb+Mnj34fftM3Pg6y+OupeCvCGsaRPP4oltddhsIZXhjf7MWebK7hLIANvzEMR0zj+gz9qiK3n/Zh+I8N2qtE/gPWFlV/ulTZTZz7Yr5f/AOCaHw1/ZO8B/GLXIf2U9J8JJpV34SVtWl8LajHeRvcrcqAJJFkkO4IQQhPAbIA3En4TiDAVcVxDhowquDmmk19nlTemq3P3Pg/xDwWS+FOaZFUwCqyqSvz2XL79knO6b5oct6e+va13f+F3xu0vU9Vl8PeCv2qrvxff3ISWOwbxhbX86CMn5o0hwwGWG7gg/Lmvr/w1Lqc/h6xm1qPZdvaRm5X0faM/rWT8QPij8Ivg9Y22s/FP4i+G/C1teXH2e0uvEGr29jHPLgt5aNMyhmwCdo5wDXSdele5k+U1surVJVMRKq2krPp+L/Q/H8dXlXowkqPJF3s7aO29nZJ26hRRRXvnmHP+I/i18KvB/ivS/Afi74meH9K1zW2C6Lo2o6zBBd35LbQIIXcPKd3Hyg88V0FfzGf8FX/iB+0LqX/BST4ka58YtV1i017QvF88Hhl5t0EllpcM7NpzW+3GxPJMcqsv3mcvncxNfqb+zd+0lP4g+BHgrxT8Yf28dTt/FV54es7nxBaT/ELT4dl0yBnVogvyc9V7dOK+J/10w9PEVKdWjL3XZWs3ppqm1b8T9p428IKnCPDuW5nDGRqvFRvKO1m4qS5HrzRs7Nu2ttPe0/SaivKv2bfF/iPxkL3WZdabU9JuoEuLW/E/mxSM/wAwMTjKsrKc/KcY2468+q19PlmPhmeDjiIxcU76Pydj8exWHlhazpt3sFFFFd5zhX81/wDwXB8a/HnXf+ClXj2H4yXepwnRNRW28GRXKGJLfR1+e1e3xxsbJcuOS7OT8wIH9KFfBn/BSz4afslePf2l0uv2jdL8I3Ws2fw4s/8AhD4vEuppDK85u9RJWCJ5F88lxF8m1+Sox82D8lxnRdTJ+dSa5ZJ2730/W5+w+CnGmG4J4sniq2FddVKcoe6lzx2leN+j5bS20d+ln9C/8E3fFHxs8a/sK/DDxV+0UL4+Mb3wvFJq8mqQeXcyjcwhklXr5jwiJmJwxLEkAkivbq5z4PFm+EnhZmJJPhyxyT/17pXR19Ph4OnQhBu9kld7vTc/LM0xkcwzOvio01TVScpKMfhjzSb5Y+Ub2Xkgr+VD43fGP9qrTv20Nd+MPxF8T65pfxZ07xg811fS/uLuxv4ZNiIq9EVAqoqD5AihRla/qvrxLX/gb+wPqX7YenfE/wAR+G/AL/G1bRZdOe51CEazJEkDosy2xk3SFYVcCTYSFTggIMeHxDlFXNoUlCrycsuvW/bzXT1ep+reD/iLgvD6vmE8RgXifbUrKyV48t21K+1Kd/3j1+GLsz8wv+CrH7RnxFj/AGINP034f/thaxr95rtzZ2Pj7RovGlleb7OS1kM6NHCNyobgRq204wSpyrEHA/4NdvFvxwi/ab8aeCNAm1GT4fS+FjeeI4RFutINSEsaWjljxHK6faAMYLrGc5CDb+uv7a2g6LrP7JHxG0bVNLhntbzwhe291A6cSRPEVZTjsVJH415R/wAE9vgR8Hf2fPin488G/BP4d6d4b0y58P6LdXFppytiWY3OqLvZnZmY7VAGTwBxivnqeVYjA8S4aNTESqNqTu73sk9NW9GellvibllDwozDh76hFVKs7qSty+84+9JWvzwt7lvLVW1+q6KKK/Qz8JPwl/4OefFvxxuv2u/DXgrxVPqMfgO18LR3XhKBo9tpNduzLeSKRxJKCIlbPKqV4AbLei/8Ehfj1rJ/Y2sdH+K37YGpeF00rW7my8NaOvjOysFi01EiKbYnXfjzmnwzcnHHAFfeH/BR34G/CP8AaA8TfDrwX8Z/AVl4i0qFtXuorK+ZwizLHbqrgoynIDsOuOa9H/Yb8OeH/D/7MXh/QND0W1tLGwvNUtrK0t4FWOCFNSulSNQBgKqgAD0FfndXKcRi+JsRCniJQdlK6veztputF0P3TN/EvLMd4T5fw8sClUoy1lpy+7ze9HS/NO/v3633vp8IfFzwd8E/h74S0r4z/spXem33xZuPHds/g7xVol/DqOsa9rFxdwpdwTT7ma7SSF5BOjEokZY4QZNfqbX5/wDhv9nD4E6P+1in7QWmfC7S4vGt58cL2G48RhGNwyHVLiMgZYqpKIqZVQcZGeTn9AK9Lg+hKjSxKcm7VHH7uvq76+iPgeLs3pZjhsHRjKc3CLk5z+L3+X92vel+7hytxu1dzm+WN7BXh3/BSbxJ8VPCH7D3xC8RfBm81a11220qHN5oNv5t7aWLXUK308C4J82OzNxIpALKUBAJAr3GmzkiFyvXacflX1tek61CdNO3MmrrdXVrr0Pl8rxkcuzOhi5U1UVOcZOL2lyyT5Xvo7Wej0PgPR/HcGm/tBfs9+Gv2bvFiXzXOtPHNp+jyw3cU3hP7BIlxcTHLFIVeK1CzAgGQBQWb5T8lf8AB0x4s+OR+N/w98DahJqMfw3/AOEZN9paCLbaT61588dwSw+/KkBtwA33Fmbb99q+uv8AgnT+zj8Cvgt8WvAHi/4VfC/S9D1TxJ4Au5Ncv7NHMt43k2Mh3F2OBvdm2rgZI44GPZP+Cknwd+F/x10L4e/D/wCL/gqz1/RZPGM876felwhlTSr4o+UZSCCT3r83weFlPg2s+d/E391tPR7+p+w8M8Z5Fwj4hYLH0sM6tKlGUW5KKqNz5nzpJuKlC/LH3tUnrHmtHwT/AINo9f8AjFq/7At5pvxChvB4d03xfdw+BZbq2CK9mQsk4ibGZEF08/Jzht6g/LgfohXjH7Avhbw34G/ZvtPBng7RLfTdJ0rxLrtrpun2keyK3hTVboKijsAB9T1OSa9nr7rJYOnlFCLd/cj+Kv8Ahsj8442zqjxFxbjcypUlSjVqSkorpr1t1e8n1k2wooriPjV8Q4fCmhvoNjI39o6hCVh2gfu0Jwzn9QPf6V0Y7GUcvwsq9V2UV9/ZLzex85QozxFVU4bs8R/aq+Ivifxt4osfh58M7kf254h1IaF4WYIjiGRlZ7m+KNIodIIY5pzg/MIkXqwB+hfhX8NPCnwc+HOi/C7wRYC30vQ9PjtbRABuYKPmkcj7zu252bqzMzHkmvDv2MfAUvjbxzrf7S2vWbLawfaPDvgaKUqdtpFMFvbwKYwyGe4hCL8xzFbRsMBzn6RrxuHMJVVGeOr/AMSs+Z+Uei+79Ox25lVhzqhT+GGnz6sKKKK+kPNPjL/gvf4u+OXgz/gm34r1D4Gy6jC9zf2tp4qutLi3Sw6NIXW5JI+ZEJ8tHYdEds4UsR+P/wDwRc+Kfi74f/tT3Gh2fxnvPBXhnV9DnbxPfWusW9gsohRjbK0swIB85xhV5O49s4/pD1vS9G1vRbzRfEVhbXWn3lrJBf2t5GrwzQupV0dW4ZSpIIPBBOa8k/Y3+D37Dfwu8FatB+xBo/ghdDvdUDazc+DdUiv45LpY1wkkySSHcqMpCFvlD5AG8k/KZxkFfMczp16dfksrdbr/AA6re+up+18J+JeByHwwzHh6pl/tZ1pXVSy5VzJL942m+aHLenvr2td/KWv+GP2R/j5r41H4tfFXQvild6bo91HbReMPF1rqkemWbAG5liiDBIMgLvn2hlCJ867RX0D/AMEpte8Z6/8AsjWr+I9T1O/0az8T6tZ+AdR1dMT3fhyK6dNPk3dZE8kBUkPLRqhyQQxwP+ChX7O/wQ/aB+LPw68O/Gj4Z6b4isbDQ9dubO2vg4WKU3GlKXGxlJ+UkYORz0r2L9jC0tbD9lPwDYWNtHBBB4at4oIIUCpGirhVVRwoAAAA4AFcGQ4Grg+I8RTnVc3GKu31vZ66vbZanx+ZZ3Rr8IUsIuaUpTvaVuSko8+lPVu8+a8vdgla1pXuvTqKKK+6PhDxL46fA39gbx1+0F4O8bftB+G/ANx8SbVoV8Fv4g1CGLUZzHMXiWGFpFNxtlJKja+GJxya9pNnaE5NrH/3wK/mQ/4Kv/ED9oXUv+CknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8NDjDB4fFVoToNWla8Uru2l5ba/efuXHvhbmPDfDGU46pmKrqtDSDbtTulO1LV3hrq0o62dve0/SVVVBtVQAOgApa8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/MDE4yrKynPynGNuOvPqtfVZZj4Zng44iMXFO+j8nY/FcVh5YWs6bd7BRRRXec4V/NZ/wXH8XfHLxN/wAFJPiBYfG2XUVj0m/Fp4Qtr2LZFFowG62MAHylHDM5Yfednz82QP6U6+JP+ChH7OPwK+N/7Qt74j+Lnwv0vxBe+HfhlZy6LNqKO32Vzdam5IUMFYFo0OGBHy9OTn5LjSk55Pz81uWSdu99P1ufrvgxxzgeA+KZ4zFYf2sZ05Q0tzRd07xvpZ25ZbaO+trP2r/gmpr/AMY/FH7Bvws174/W93F4suPCcB1IX9qIZ2QFhA8iDG12gETHIBJYkgEkV7jXOfB5i3wk8LMxyT4csSSf+vdK6Ovp8PB0sPCDd7JK73dlufmGaYyOYZnXxUaapqpOUlGPwx5pN8sfJXsvJBX8qHxu+Mf7VWm/tn698YfiN4o13Svizp3jB5rq+l/cXdjfxSbERV6IqBVRUHyBAFGVr+q+vgL4+/s4/AvX/wBrTxj8f9c+F2l3XjPTviV4dhsPEM8bNPAiw6Kq7QW2ZCuwDbcjPBzivk+MsPKrh6ElNq00v/AuvqraerP1vwa8Qcv4CxWYPFYRV/bUrLa6cW/dd/8Al3Pm9/d+7HRlPR/jH8O/EfgqwsPiZ+25NqTXelwDXtH1L4jWDW9xI0amaGRExlC24FQRxxmvqf8AZf8ABpttd174ku02dVsLKxj3AeW6QSXMm9eMnJuSCckfKPQ1699is/8An0i/79ipAAOAK6cBw3WwmYQxVbEyqOKdk13Vt3Jn5bi80hiKMqcKSgpO+m299rBRRRX1J5B8TfHnxjr0X/BRvV/D/wAT/EdzZaXZ/De0k+GlheSLDZ3QkllbV5oiSPOnQw2gccmOLnAU5Pin7MH7RWh6va+PE1H9t3UtJ0O0+Jurw+DbZPGun2UZ03dG5aJCuXi+1PdhJDnegUgkYJ/QT9ob9lj9nr9q/wAMWfg39on4UaV4r07Tr37XY2+pI2bebYULo6MrLlWIIBweMg4GOv8ADvhLwv4S8P2PhTwx4es7DTNMs4rTTrC0t1SK2gjUJHGigYVVUAADgAV8ZieGMZXzOriYYlwUu17+j1Wi6H3VfiXJZ5LCjHDXrcsISuoqEVBW54PWTnUsnO6Vnzay5ly/Lf7P3hjwd8Tda0G48EeMRr1hp3iP+1brWrLU47z7RdJI80jTTJlSzyOS2MHLcYr61pscccS7Yo1UeijFOr28lyn+yMPKm6jm5Scm2rb28327nyONxf1yopctklawV4d/wUm8SfFTwh+w98QvEXwZvNWtddttKhzeaDb+be2li11Ct9PAuCfNjszcSKQCylAQCQK9xo69a9OvSdahOmnbmTV1urq116FZXjI5dmdDFypqoqc4ycXtLlknyvfR2s9HofmJ8ffjL4L8A+I/gZpXwe/aBj8Nw32urbJdaJr9pGJfDP2OQTyNNIWCRboLcLID8zqVBJ4r1Hw38Rfhj4u8U6faf8NTHxnqMUkjaRpmoeNrS+aOUxOrSRRRYYv5TSLnnCs3HcfTnwN/Yy/ZY/Zp8Qa74q+A/wADdA8Mah4lcNrV1plqVa4w7OFGSRGm52OxNq9OPlGPSltbVGDJbRgjoQgr4ajwdjVhvZSxbSd7xSbj/wClK/nofTZvxBk9StTjgaDcYL45qMZybbeqjzJct+Ve87pX0vyrjP2ePBLeAfhdbaPIJw91qF9qEiXIAZGurqW4K4wMAGTAB5xjOTXb0UV9vhaCwuGhRTuopL7lY+Pq1HVqym+rbCuR+I3wi0v4h6ha6lcanLayQL5cpijDeZHknHPQgk4PI5PBrrqKnF4PDY6g6NePNF9PT0HRrVaE+em7Mjs7SCwtIrG1jCRQxrHGo7KBgD8hUlFFdCSirIybbd2FFFFMD4y/4L3+L/jn4M/4Jt+K9Q+Bk2owyXN/a2niq60uLdLBo0hdbkkj5kQny0dl6I7ZwpYj8hP+CLfxj8e/D79pi58HWfx11LwV4P1jSJ5/FEtrrsNhDK8Mb/ZizzZXcJJABt+YhiOmcf0gaxpGleINJutB17TYL2xvrZ7e9s7qISRTxOpV43VshlZSQQeCCRXA/s9fsj/s2fso6DqHhn9nj4PaR4VstVu1utSi0+JibiVVCKXeRmYgDoM4GWIALHPyub8P4rMsxhiaddwSVtL3XpZre+uq+Z+z8K+KGV8P+GuYcNVsCqlTESbjPTl95RV5315qfLena+ttrXfzL4E8dfD3xl4vh/sf9og+O9bitJI7G3uvFttqM9vCzxtKIo4cEBmjh3HB+4nTv9cfBPwSnw4+Enh7wNHJMw0zSooc3BG/gc5wAM8+ldKltbxNujgRT6qoFPrpyfIp5ZialepWdSUkldrt53dz8pxmPjiqcYRgopdv+GQUUUV9CeceZfFH9jT9lr41fFfQvjl8VvgfoOu+LfDXlf2Jrl/bFprbypDLGOCA4SQllDhgCTjGa9JNnaE5NrH/AN8CpKKiNKnCTlGKTe+m/r3OqvjsbiqVOlWqylGmrRTk2ore0U3aKvrZWEVVQbVUADoAKWiirOUKKKKACvCP2mPBEmv+OWki0N/N1fQl0wXlujF5UDTEJ3GVM0jDj+Ik5Fe70V5eb5Ys2wTw7nyptO++x1YPFPCVvaJXM7whoUfhbwnpfhmKR3XTtOgtVdyCzCONUBOOM8dq0aKK9NKysczd2Ffk9e/GjUtE/wCCevjn4h/FP4q32l/FAXWqTeJbi+mhj1Kx8XJcu1varA2QhSSC3SGILj7PEjKCo3H9Ya8y1b9jP9lrXf2grb9qrWPgfoNx8QrNEW38UyWxNwpWIxKxGdrOsZ2hypYAKARtGPn+IMmr5xCkqdTk5Xf/AIPqraer1R9dwtneUZVGrDH0XNOUJrlUW26fP+7fNa0KnP7zV2uWL5JbHyh8P/2iPDVhpGh654l/bwuZdUisrWbUrO8+I2nNC1x5amVHQDBXfuBUHHbNfXX7POseKNY8P3c+uXU9xaiZTY3FwxYvkEsAx+8ucc+pI7V332Kz/wCfSL/v2KkAA4ArLLsgxWCxsa9TFSqJJ6O/X1k/X1seLjMypYmnKMaMYXd9Onpp8gooor6Y8oKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioNVtJdQ0y5sIbloXngeNJk6xllIDD3Gc0AfPH7O/8AwVd/Yi/al/aE1P8AZl+DfxOu77xLYLfNYyXWhXVtYa2tlN5N4dOu5UEN6IJDtk8pm28nkAmvo6vxU/4JW/s3/tM2H7RP7IX7PHjH9m/xx4UvP2SbL4kR/FDxdrfh+W20i/bVbmZbFdOvG+S/FwJVlbyydoB3dK/augAooooAK8N/bZ/4KJ/swf8ABPzSvDmrftJeItXsk8Van9h0iPR/D1zfsX3xRl5DCjLDGHmhXe5UFpFAyTivcq/Pv/g4/wDFurS/sGxfBTwf8I/H/i7xB4r8XaNeabbeB/A19rCww6dq1jdXJuHtY3Fv+6DFN+PMKsFzg4AP0DVgyhh0IyKWua+DvxN0X4zfC/Q/in4c0XW9Nsdd09Lq1sfEmizadfwI3RZ7adVkhfjlHAIrpaACiiigCh4q8T6H4J8L6l4z8T34tdM0iwmvdRumRmEMESGSR8KCThVJwATxwK8P/ZA/4KZfspftveOPEnww+CuveILbxN4Vs4L7VfDvi7wlfaNe/YZziG8jhvIo2kgfjEgGPmX1GfavHPimDwN4J1jxtdaRf6hFo+lXF9JYaVaNPdXKxRtIYoYl5kkYLtVByzEAda/OX/gjN8UdY/ar/bL+LH7a37Rnwb+Jvg/4s+M9ATTdH8NeKPhlqek6V4V8JWV2Ba6el9dQpFe3sskouJSp7kIoVGoA/S+iiigAooooA+d/2zf+Cov7Jn7BOvWWh/tF6t4ps0uLOK8v9V0bwTqGo2Gj2ss/kRz311bwtFaI0gKr5jAnacCvoHTdSsNZ0631fS7tJ7W6gSa2njOVkjYBlYHuCCDX5lf8HF9hcfHP4XRfs3+B/gV+0Hr3xIisre/+GUvw90W7uPCesX819Bm21jYTaSpD9lRyl6oVVlJjJ3NX6SfD2LxPB4A0ODxrb2sWspo9surxWSgQpdCJfNWMDgIH3AY7YoA2KKKKACgkKCzEAAck0V4n/wAFG/CH7S3xC/Yj+Ivw/wD2QooX+IWvaA2naH52qJYlVnkSK4ZLhwVglFu0xSQg7X2nBxigBf2Nf+Cgv7L/AO3zF43u/wBmHxrca7a/D/xZN4d1+9fTpIYWvIxkmB3AE0ZHIkXgggjrXtdfmV/wb6/Cz9pL4J/Fv9pnwH8Vv2Jf+FQeF5PHuny+HrVfEZvreNodMtrUWlrJ9mhF7CsUSObxPlZ2ZNu5ST+mtABRRRQAV85/Er/gqB+zr8M/2qpv2OLnwh8Std8ZWb6UNVPhL4balqthpi6iSLWS6uraJorZGAcl5CABG5Jwpx9GV+S3/BVDwB8QtK/btfx/+wp4E/aZ0v8AaJ17xf4Qgh1vQbW7j8AatotsFE5v5Yv9Ekhjglukdbk+Ysmdg2tkgH600UUUAFFFFAHIfHz49fCX9mD4O6/8fPjr40tfD3hPwxYG71nVrvJSGPIUABQWdmZlRVUFmZgACSK5/wDZS/a4+E37ZHw8n+JHwks/Etna2l+bO8sPF3hS80a+gk8tJFLW93Gkmxo5EdXAKsGBBr53/wCDgn9nb4xftMf8Ey/E/gn4HaDrGra3pXiPQ9dk0jw6N2oXlpZahDPOtsv8c6xq0iJ/E0YABJAqj/wQ2t/2g4/h18WLn4iT/FhvhvP8Tpm+Cg+OD3TeJRo32aLzTcfbP9JERufN8sS/NgNj5cUAfctFFFAH/9k=", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cbr9rvw14K8VTajH4DtfC0d14SgaLbaTXbsy3kikcSSgiJWzyqleAGy3pf8AwST/AGivFGqfsfWFj8aP2ztY8PtpOrzad4Z0ubxxZ2fk6VDFCsSrHKC+xX85VLdlAHyha+1f+Cpvgj9mvx5qPw40j9qe38NyeHEuNWkt/wDhKNUWztxdiKAJiRpI8vtMmFzyMnHHHrP7CuheGdI/Zb8OaT4a0qyg021udTh06C0iUQx266ldLGqAcbAoAGOMYr87q5TiMXxNiKdPESg7KV1e9nbTdaLofu+c+I2AxnhJl2Rf2elKlO3O0uV8vN70NL88r/vPO+/NpzX7M3xL1Xx1rWmy+FPia/i3S4o2trvU11VL1HCKcl5Ivk8wEjngkkZr6GrnNM+K/wAJNQ8f3nwj0f4leHJ/FOnweff+GLbWbdtQtoiEPmSWyt5iLiSM7ioGHX1FdHX12T4CeXYaVOVZ1W5N3fTy3f57n4vmE5zqxlKlyXSaVrXT2ey0fR9grwP/AIKi+K/jf4I/YA+KPiv9nN9QTxfZeHd+nTaTDvuYITNGLqWIdQ6WxncMPmUruXkCvfKbOSIXK9dpx+VejXpOtQlTTtzJq63V1uvQeU46GWZrQxkqaqKlOM3CXwyUZJ8svKVrPyZ/MJ/wSu+LfxG+Gf7ZXhyLwh8XdR8I6br0rWfi7UbTVorRX08AyuJJJvkGGRSCfmzwOTg+v/8ABcb41+OvGXxM8K/D7Tf2iNT8beBYNFXULWKfxHb6hDFqhlnjlYmDGHEPlAB+gdtv3mr9JP8Agnd+zd8B/g58WfAHi34X/CzStF1PxJ4Bu5ddvrWNjJeN5NjJ8xdmwN7s21cDJ6cDHqP/AAVL8Efs8+M/BPw/0P8AaUsfDreFW8ayyT/8JHfraWonGlX3lZkLoA2c4G7n3r8nw2U4irw9UxKryUY39zWzs/W34H9M47xjyfF+LmEzunlt4Qpqn9l1W2pe8rac0b8sddYrdXsvHf8Ag2u8W/G/xP8AsFXVp8UZ9Rn0DS/FU9p4DuNQj4NgqIZEic8vElwZlHUKQyDhcD9C68T/AOCe2i+DfDf7MGnaB8OrGxttAs9f1qLRINLKm2S1GqXPl+UVJBQrghgTnOcnOa9sr9KyWDp5RQTd/ci9fNX/AA2P5/43zmlxDxdjcxp0VSjVqSkoLpr1/vPeXeTYUUUV6Z8scz8Zfi54G+Anwq8QfGf4mao1loHhnS5b/VblIjIyxRrkhVHLMeAAOpIFfm/+wJ/wcTN+1B+2AnwD+M3wr0rwv4e8WaibHwBqWnNNJcx3Ty7ba2vSzsrtKpVPMjVAJMDbtbKfeX7afgnwb8V/2a/FfwY8cS3C2XjDSZdKY2km2VPMH+sU4xlMb8Hg7cHg1+UX/BI3/giR8VLP9ryP4/8Axn1WKLwX8MvFsr+G77T5Sr+I9TsbgCN0U/Mlukikux+88RiGRuYfJZrmGZf25QwmCd7Wc15N/afRW+evoftnh5l/hnV4KzfEcRytiVG1G7afwu3skvim56STuuW2y5mftjRRRX1p+Jnxl/wXv8XfHPwb/wAE2/Fd/wDAyXUYZLm/tbTxVc6XFulh0aQutySR8yIT5aOy9Eds4UsR+Qn/AARb+Mnj34fftM3Pg6y+OupeCvCGsaRPP4oltddhsIZXhjf7MWebK7hLIANvzEMR0zj+gz9qiK3n/Zh+I8N2qtE/gPWFlV/ulTZTZz7Yr5f/AOCaHw1/ZO8B/GLXIf2U9J8JJpV34SVtWl8LajHeRvcrcqAJJFkkO4IQQhPAbIA3En4TiDAVcVxDhowquDmmk19nlTemq3P3Pg/xDwWS+FOaZFUwCqyqSvz2XL79knO6b5oct6e+va13f+F3xu0vU9Vl8PeCv2qrvxff3ISWOwbxhbX86CMn5o0hwwGWG7gg/Lmvr/w1Lqc/h6xm1qPZdvaRm5X0faM/rWT8QPij8Ivg9Y22s/FP4i+G/C1teXH2e0uvEGr29jHPLgt5aNMyhmwCdo5wDXSdele5k+U1surVJVMRKq2krPp+L/Q/H8dXlXowkqPJF3s7aO29nZJ26hRRRXvnmHP+I/i18KvB/ivS/Afi74meH9K1zW2C6Lo2o6zBBd35LbQIIXcPKd3Hyg88V0FfzGf8FX/iB+0LqX/BST4ka58YtV1i017QvF88Hhl5t0EllpcM7NpzW+3GxPJMcqsv3mcvncxNfqb+zd+0lP4g+BHgrxT8Yf28dTt/FV54es7nxBaT/ELT4dl0yBnVogvyc9V7dOK+J/10w9PEVKdWjL3XZWs3ppqm1b8T9p428IKnCPDuW5nDGRqvFRvKO1m4qS5HrzRs7Nu2ttPe0/SaivKv2bfF/iPxkL3WZdabU9JuoEuLW/E/mxSM/wAwMTjKsrKc/KcY2468+q19PlmPhmeDjiIxcU76Pydj8exWHlhazpt3sFFFFd5zhX81/wDwXB8a/HnXf+ClXj2H4yXepwnRNRW28GRXKGJLfR1+e1e3xxsbJcuOS7OT8wIH9KFfBn/BSz4afslePf2l0uv2jdL8I3Ws2fw4s/8AhD4vEuppDK85u9RJWCJ5F88lxF8m1+Sox82D8lxnRdTJ+dSa5ZJ2730/W5+w+CnGmG4J4sniq2FddVKcoe6lzx2leN+j5bS20d+ln9C/8E3fFHxs8a/sK/DDxV+0UL4+Mb3wvFJq8mqQeXcyjcwhklXr5jwiJmJwxLEkAkivbq5z4PFm+EnhZmJJPhyxyT/17pXR19Ph4OnQhBu9kld7vTc/LM0xkcwzOvio01TVScpKMfhjzSb5Y+Ub2Xkgr+VD43fGP9qrTv20Nd+MPxF8T65pfxZ07xg811fS/uLuxv4ZNiIq9EVAqoqD5AihRla/qvrxLX/gb+wPqX7YenfE/wAR+G/AL/G1bRZdOe51CEazJEkDosy2xk3SFYVcCTYSFTggIMeHxDlFXNoUlCrycsuvW/bzXT1ep+reD/iLgvD6vmE8RgXifbUrKyV48t21K+1Kd/3j1+GLsz8wv+CrH7RnxFj/AGINP034f/thaxr95rtzZ2Pj7RovGlleb7OS1kM6NHCNyobgRq204wSpyrEHA/4NdvFvxwi/ab8aeCNAm1GT4fS+FjeeI4RFutINSEsaWjljxHK6faAMYLrGc5CDb+uv7a2g6LrP7JHxG0bVNLhntbzwhe291A6cSRPEVZTjsVJH415R/wAE9vgR8Hf2fPin488G/BP4d6d4b0y58P6LdXFppytiWY3OqLvZnZmY7VAGTwBxivnqeVYjA8S4aNTESqNqTu73sk9NW9GellvibllDwozDh76hFVKs7qSty+84+9JWvzwt7lvLVW1+q6KKK/Qz8JPwl/4OefFvxxuv2u/DXgrxVPqMfgO18LR3XhKBo9tpNduzLeSKRxJKCIlbPKqV4AbLei/8Ehfj1rJ/Y2sdH+K37YGpeF00rW7my8NaOvjOysFi01EiKbYnXfjzmnwzcnHHAFfeH/BR34G/CP8AaA8TfDrwX8Z/AVl4i0qFtXuorK+ZwizLHbqrgoynIDsOuOa9H/Yb8OeH/D/7MXh/QND0W1tLGwvNUtrK0t4FWOCFNSulSNQBgKqgAD0FfndXKcRi+JsRCniJQdlK6veztputF0P3TN/EvLMd4T5fw8sClUoy1lpy+7ze9HS/NO/v3633vp8IfFzwd8E/h74S0r4z/spXem33xZuPHds/g7xVol/DqOsa9rFxdwpdwTT7ma7SSF5BOjEokZY4QZNfqbX5/wDhv9nD4E6P+1in7QWmfC7S4vGt58cL2G48RhGNwyHVLiMgZYqpKIqZVQcZGeTn9AK9Lg+hKjSxKcm7VHH7uvq76+iPgeLs3pZjhsHRjKc3CLk5z+L3+X92vel+7hytxu1dzm+WN7BXh3/BSbxJ8VPCH7D3xC8RfBm81a11220qHN5oNv5t7aWLXUK308C4J82OzNxIpALKUBAJAr3GmzkiFyvXacflX1tek61CdNO3MmrrdXVrr0Pl8rxkcuzOhi5U1UVOcZOL2lyyT5Xvo7Wej0PgPR/HcGm/tBfs9+Gv2bvFiXzXOtPHNp+jyw3cU3hP7BIlxcTHLFIVeK1CzAgGQBQWb5T8lf8AB0x4s+OR+N/w98DahJqMfw3/AOEZN9paCLbaT61588dwSw+/KkBtwA33Fmbb99q+uv8AgnT+zj8Cvgt8WvAHi/4VfC/S9D1TxJ4Au5Ncv7NHMt43k2Mh3F2OBvdm2rgZI44GPZP+Cknwd+F/x10L4e/D/wCL/gqz1/RZPGM876felwhlTSr4o+UZSCCT3r83weFlPg2s+d/E391tPR7+p+w8M8Z5Fwj4hYLH0sM6tKlGUW5KKqNz5nzpJuKlC/LH3tUnrHmtHwT/AINo9f8AjFq/7At5pvxChvB4d03xfdw+BZbq2CK9mQsk4ibGZEF08/Jzht6g/LgfohXjH7Avhbw34G/ZvtPBng7RLfTdJ0rxLrtrpun2keyK3hTVboKijsAB9T1OSa9nr7rJYOnlFCLd/cj+Kv8Ahsj8442zqjxFxbjcypUlSjVqSkorpr1t1e8n1k2wooriPjV8Q4fCmhvoNjI39o6hCVh2gfu0Jwzn9QPf6V0Y7GUcvwsq9V2UV9/ZLzex85QozxFVU4bs8R/aq+Ivifxt4osfh58M7kf254h1IaF4WYIjiGRlZ7m+KNIodIIY5pzg/MIkXqwB+hfhX8NPCnwc+HOi/C7wRYC30vQ9PjtbRABuYKPmkcj7zu252bqzMzHkmvDv2MfAUvjbxzrf7S2vWbLawfaPDvgaKUqdtpFMFvbwKYwyGe4hCL8xzFbRsMBzn6RrxuHMJVVGeOr/AMSs+Z+Uei+79Ox25lVhzqhT+GGnz6sKKKK+kPNPjL/gvf4u+OXgz/gm34r1D4Gy6jC9zf2tp4qutLi3Sw6NIXW5JI+ZEJ8tHYdEds4UsR+P/wDwRc+Kfi74f/tT3Gh2fxnvPBXhnV9DnbxPfWusW9gsohRjbK0swIB85xhV5O49s4/pD1vS9G1vRbzRfEVhbXWn3lrJBf2t5GrwzQupV0dW4ZSpIIPBBOa8k/Y3+D37Dfwu8FatB+xBo/ghdDvdUDazc+DdUiv45LpY1wkkySSHcqMpCFvlD5AG8k/KZxkFfMczp16dfksrdbr/AA6re+up+18J+JeByHwwzHh6pl/tZ1pXVSy5VzJL942m+aHLenvr2td/KWv+GP2R/j5r41H4tfFXQvild6bo91HbReMPF1rqkemWbAG5liiDBIMgLvn2hlCJ867RX0D/AMEpte8Z6/8AsjWr+I9T1O/0az8T6tZ+AdR1dMT3fhyK6dNPk3dZE8kBUkPLRqhyQQxwP+ChX7O/wQ/aB+LPw68O/Gj4Z6b4isbDQ9dubO2vg4WKU3GlKXGxlJ+UkYORz0r2L9jC0tbD9lPwDYWNtHBBB4at4oIIUCpGirhVVRwoAAAA4AFcGQ4Grg+I8RTnVc3GKu31vZ66vbZanx+ZZ3Rr8IUsIuaUpTvaVuSko8+lPVu8+a8vdgla1pXuvTqKKK+6PhDxL46fA39gbx1+0F4O8bftB+G/ANx8SbVoV8Fv4g1CGLUZzHMXiWGFpFNxtlJKja+GJxya9pNnaE5NrH/3wK/mQ/4Kv/ED9oXUv+CknxI1z4xarrFpr2heL54PDLzboJLLS4Z2bTmt9uNieSY5VZfvM5fO5ia/U39m79pKfxB8CPBXin4w/t46nb+Krzw9Z3PiC0n+IWnw7LpkDOrRBfk56r26cV8NDjDB4fFVoToNWla8Uru2l5ba/efuXHvhbmPDfDGU46pmKrqtDSDbtTulO1LV3hrq0o62dve0/SVVVBtVQAOgApa8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/MDE4yrKynPynGNuOvPqtfVZZj4Zng44iMXFO+j8nY/FcVh5YWs6bd7BRRRXec4V/NZ/wXH8XfHLxN/wAFJPiBYfG2XUVj0m/Fp4Qtr2LZFFowG62MAHylHDM5Yfednz82QP6U6+JP+ChH7OPwK+N/7Qt74j+Lnwv0vxBe+HfhlZy6LNqKO32Vzdam5IUMFYFo0OGBHy9OTn5LjSk55Pz81uWSdu99P1ufrvgxxzgeA+KZ4zFYf2sZ05Q0tzRd07xvpZ25ZbaO+trP2r/gmpr/AMY/FH7Bvws174/W93F4suPCcB1IX9qIZ2QFhA8iDG12gETHIBJYkgEkV7jXOfB5i3wk8LMxyT4csSSf+vdK6Ovp8PB0sPCDd7JK73dlufmGaYyOYZnXxUaapqpOUlGPwx5pN8sfJXsvJBX8qHxu+Mf7VWm/tn698YfiN4o13Svizp3jB5rq+l/cXdjfxSbERV6IqBVRUHyBAFGVr+q+vgL4+/s4/AvX/wBrTxj8f9c+F2l3XjPTviV4dhsPEM8bNPAiw6Kq7QW2ZCuwDbcjPBzivk+MsPKrh6ElNq00v/AuvqraerP1vwa8Qcv4CxWYPFYRV/bUrLa6cW/dd/8Al3Pm9/d+7HRlPR/jH8O/EfgqwsPiZ+25NqTXelwDXtH1L4jWDW9xI0amaGRExlC24FQRxxmvqf8AZf8ABpttd174ku02dVsLKxj3AeW6QSXMm9eMnJuSCckfKPQ1699is/8An0i/79ipAAOAK6cBw3WwmYQxVbEyqOKdk13Vt3Jn5bi80hiKMqcKSgpO+m299rBRRRX1J5B8TfHnxjr0X/BRvV/D/wAT/EdzZaXZ/De0k+GlheSLDZ3QkllbV5oiSPOnQw2gccmOLnAU5Pin7MH7RWh6va+PE1H9t3UtJ0O0+Jurw+DbZPGun2UZ03dG5aJCuXi+1PdhJDnegUgkYJ/QT9ob9lj9nr9q/wAMWfg39on4UaV4r07Tr37XY2+pI2bebYULo6MrLlWIIBweMg4GOv8ADvhLwv4S8P2PhTwx4es7DTNMs4rTTrC0t1SK2gjUJHGigYVVUAADgAV8ZieGMZXzOriYYlwUu17+j1Wi6H3VfiXJZ5LCjHDXrcsISuoqEVBW54PWTnUsnO6Vnzay5ly/Lf7P3hjwd8Tda0G48EeMRr1hp3iP+1brWrLU47z7RdJI80jTTJlSzyOS2MHLcYr61pscccS7Yo1UeijFOr28lyn+yMPKm6jm5Scm2rb28327nyONxf1yopctklawV4d/wUm8SfFTwh+w98QvEXwZvNWtddttKhzeaDb+be2li11Ct9PAuCfNjszcSKQCylAQCQK9xo69a9OvSdahOmnbmTV1urq116FZXjI5dmdDFypqoqc4ycXtLlknyvfR2s9HofmJ8ffjL4L8A+I/gZpXwe/aBj8Nw32urbJdaJr9pGJfDP2OQTyNNIWCRboLcLID8zqVBJ4r1Hw38Rfhj4u8U6faf8NTHxnqMUkjaRpmoeNrS+aOUxOrSRRRYYv5TSLnnCs3HcfTnwN/Yy/ZY/Zp8Qa74q+A/wADdA8Mah4lcNrV1plqVa4w7OFGSRGm52OxNq9OPlGPSltbVGDJbRgjoQgr4ajwdjVhvZSxbSd7xSbj/wClK/nofTZvxBk9StTjgaDcYL45qMZybbeqjzJct+Ve87pX0vyrjP2ePBLeAfhdbaPIJw91qF9qEiXIAZGurqW4K4wMAGTAB5xjOTXb0UV9vhaCwuGhRTuopL7lY+Pq1HVqym+rbCuR+I3wi0v4h6ha6lcanLayQL5cpijDeZHknHPQgk4PI5PBrrqKnF4PDY6g6NePNF9PT0HRrVaE+em7Mjs7SCwtIrG1jCRQxrHGo7KBgD8hUlFFdCSirIybbd2FFFFMD4y/4L3+L/jn4M/4Jt+K9Q+Bk2owyXN/a2niq60uLdLBo0hdbkkj5kQny0dl6I7ZwpYj8hP+CLfxj8e/D79pi58HWfx11LwV4P1jSJ5/FEtrrsNhDK8Mb/ZizzZXcJJABt+YhiOmcf0gaxpGleINJutB17TYL2xvrZ7e9s7qISRTxOpV43VshlZSQQeCCRXA/s9fsj/s2fso6DqHhn9nj4PaR4VstVu1utSi0+JibiVVCKXeRmYgDoM4GWIALHPyub8P4rMsxhiaddwSVtL3XpZre+uq+Z+z8K+KGV8P+GuYcNVsCqlTESbjPTl95RV5315qfLena+ttrXfzL4E8dfD3xl4vh/sf9og+O9bitJI7G3uvFttqM9vCzxtKIo4cEBmjh3HB+4nTv9cfBPwSnw4+Enh7wNHJMw0zSooc3BG/gc5wAM8+ldKltbxNujgRT6qoFPrpyfIp5ZialepWdSUkldrt53dz8pxmPjiqcYRgopdv+GQUUUV9CeceZfFH9jT9lr41fFfQvjl8VvgfoOu+LfDXlf2Jrl/bFprbypDLGOCA4SQllDhgCTjGa9JNnaE5NrH/AN8CpKKiNKnCTlGKTe+m/r3OqvjsbiqVOlWqylGmrRTk2ore0U3aKvrZWEVVQbVUADoAKWiirOUKKKKACvCP2mPBEmv+OWki0N/N1fQl0wXlujF5UDTEJ3GVM0jDj+Ik5Fe70V5eb5Ys2wTw7nyptO++x1YPFPCVvaJXM7whoUfhbwnpfhmKR3XTtOgtVdyCzCONUBOOM8dq0aKK9NKysczd2Ffk9e/GjUtE/wCCevjn4h/FP4q32l/FAXWqTeJbi+mhj1Kx8XJcu1varA2QhSSC3SGILj7PEjKCo3H9Ya8y1b9jP9lrXf2grb9qrWPgfoNx8QrNEW38UyWxNwpWIxKxGdrOsZ2hypYAKARtGPn+IMmr5xCkqdTk5Xf/AIPqraer1R9dwtneUZVGrDH0XNOUJrlUW26fP+7fNa0KnP7zV2uWL5JbHyh8P/2iPDVhpGh654l/bwuZdUisrWbUrO8+I2nNC1x5amVHQDBXfuBUHHbNfXX7POseKNY8P3c+uXU9xaiZTY3FwxYvkEsAx+8ucc+pI7V332Kz/wCfSL/v2KkAA4ArLLsgxWCxsa9TFSqJJ6O/X1k/X1seLjMypYmnKMaMYXd9Onpp8gooor6Y8oKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioNVtJdQ0y5sIbloXngeNJk6xllIDD3Gc0AfPH7O/8AwVd/Yi/al/aE1P8AZl+DfxOu77xLYLfNYyXWhXVtYa2tlN5N4dOu5UEN6IJDtk8pm28nkAmvo6vxU/4JW/s3/tM2H7RP7IX7PHjH9m/xx4UvP2SbL4kR/FDxdrfh+W20i/bVbmZbFdOvG+S/FwJVlbyydoB3dK/augAooooAK8N/bZ/4KJ/swf8ABPzSvDmrftJeItXsk8Van9h0iPR/D1zfsX3xRl5DCjLDGHmhXe5UFpFAyTivcq/Pv/g4/wDFurS/sGxfBTwf8I/H/i7xB4r8XaNeabbeB/A19rCww6dq1jdXJuHtY3Fv+6DFN+PMKsFzg4AP0DVgyhh0IyKWua+DvxN0X4zfC/Q/in4c0XW9Nsdd09Lq1sfEmizadfwI3RZ7adVkhfjlHAIrpaACiiigCh4q8T6H4J8L6l4z8T34tdM0iwmvdRumRmEMESGSR8KCThVJwATxwK8P/ZA/4KZfspftveOPEnww+CuveILbxN4Vs4L7VfDvi7wlfaNe/YZziG8jhvIo2kgfjEgGPmX1GfavHPimDwN4J1jxtdaRf6hFo+lXF9JYaVaNPdXKxRtIYoYl5kkYLtVByzEAda/OX/gjN8UdY/ar/bL+LH7a37Rnwb+Jvg/4s+M9ATTdH8NeKPhlqek6V4V8JWV2Ba6el9dQpFe3sskouJSp7kIoVGoA/S+iiigAooooA+d/2zf+Cov7Jn7BOvWWh/tF6t4ps0uLOK8v9V0bwTqGo2Gj2ss/kRz311bwtFaI0gKr5jAnacCvoHTdSsNZ0631fS7tJ7W6gSa2njOVkjYBlYHuCCDX5lf8HF9hcfHP4XRfs3+B/gV+0Hr3xIisre/+GUvw90W7uPCesX819Bm21jYTaSpD9lRyl6oVVlJjJ3NX6SfD2LxPB4A0ODxrb2sWspo9surxWSgQpdCJfNWMDgIH3AY7YoA2KKKKACgkKCzEAAck0V4n/wAFG/CH7S3xC/Yj+Ivw/wD2QooX+IWvaA2naH52qJYlVnkSK4ZLhwVglFu0xSQg7X2nBxigBf2Nf+Cgv7L/AO3zF43u/wBmHxrca7a/D/xZN4d1+9fTpIYWvIxkmB3AE0ZHIkXgggjrXtdfmV/wb6/Cz9pL4J/Fv9pnwH8Vv2Jf+FQeF5PHuny+HrVfEZvreNodMtrUWlrJ9mhF7CsUSObxPlZ2ZNu5ST+mtABRRRQAV85/Er/gqB+zr8M/2qpv2OLnwh8Std8ZWb6UNVPhL4balqthpi6iSLWS6uraJorZGAcl5CABG5Jwpx9GV+S3/BVDwB8QtK/btfx/+wp4E/aZ0v8AaJ17xf4Qgh1vQbW7j8AatotsFE5v5Yv9Ekhjglukdbk+Ysmdg2tkgH600UUUAFFFFAHIfHz49fCX9mD4O6/8fPjr40tfD3hPwxYG71nVrvJSGPIUABQWdmZlRVUFmZgACSK5/wDZS/a4+E37ZHw8n+JHwks/Etna2l+bO8sPF3hS80a+gk8tJFLW93Gkmxo5EdXAKsGBBr53/wCDgn9nb4xftMf8Ey/E/gn4HaDrGra3pXiPQ9dk0jw6N2oXlpZahDPOtsv8c6xq0iJ/E0YABJAqj/wQ2t/2g4/h18WLn4iT/FhvhvP8Tpm+Cg+OD3TeJRo32aLzTcfbP9JERufN8sS/NgNj5cUAfctFFFAH/9k=", "info": {"equation": "60/5=12", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "69307fb52ab32c412ecf2d06a2a763c5c7296808ee2c5dd306d8f42399392fd8"} +{"episode": 72185, "episode_seed": 27524386, "split": "train", "timestamp": "2025-10-28T03:49:51.027859", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 27524386, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 7, 4])", "action": "('move', [6, 0, 7, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "128/8=16", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K+Nf+C9nin4y+E/+CaPjO8+DUt/E91c2lp4ln02PdJHpErlLnJHKxtlEdh/A7A4BJH2VXn/AO1hb6dd/st/Ei11dI2s5fAerpdrMcIYjZyhwx7DbnPtXHmFJ18DVpp2vFq/yPd4YzWnkfEeEzCdJVVRqQm4PaXLJO3+Wj16H5Sf8Grfij4xyeOPih4MjlvpPh/FpNteTI8ebaDWGlVE2MfuyPAsm4D7wiQt91a/Zuvk/wD4Jh+Bv2dfAE3jjSP2X9P8OQeGJY9Lm3eGL5Lm3kuCbxZGMqu+58KoOWJAAHFfWFeVwtFxyKjre93+L0Pp/FXiOhxXx1i8xpUPYxk4rlatL3YpXlbTmdte213a4V/L94r+NH7Vegf8FMtT+KHirxtreg/E1PiLLbalqTzLbXFmWmNs8WX+SOJYD5YB/diMD+Gv6ga8gi+Dn7Eo/a9m+KkPh/wSfjW2jfvpxfQnWfsXliLzTBv3BfLxH5uzOz5d2DijP8pq5rGioVeTllf/AIK/vLp89T1/Cvj/AAfAqzP2+C+s/WKLitE+W19JX/5dSv7+/wAMdGfjD/wXV+NfijxNN4J+H/hX9pbU/G3g2aOe+u7SXxRb6hDHqMblEZvJAKsIZDgNx8zY5zX6P/8ABvb4o+MXij/gmp4dl+Lkl9LDY63e2XhCe/jwz6PF5awhCeXjWXz40J6LGFHyqter/wDBRT4O/C/40/Dnwf8AD34qeCbLW9FuvHSSXGnXQYI7JpmoMhJQqchgDwa6/wDYh8P6J4U/Zm0Dwv4Z0qCw07TbzVLWwsrWMLHBDHqV0qRqB0AUAD6V5GT5fWwPEk6dSs6jVO931u0rPV7HRnfiBl+Z+E2E4dp4NQqUqzk56Wt7zutE+aXNaV9LLre0fWK8O/4KVeJvjH4O/YN+Kfif4AvfJ4ssvCc8mly6ZFvuYVyomkiHXesJlYEfMCoI5Ar3Gor/AHfYZtgO7ymxgd8Gvs69N1qMqadrpq63V1v8j8ryvGRy7M6GLlTVRU5xk4y+GXLJPlfk7Wfkz+br/gi78XvGvgH9qS68OW/xz1LwX4X1rRLiXxRc22vQ2Mc7Qoxtt8k2VLCWTAx83zsOhauW/wCClvxm+Lfi39vLV9dHxk1nxNL4a1C2h8B64NXS7lgtkKzwGCWD5SRK7MCvzbjzyK/YX/glR8Of2XvB3j0XX7O2keFUk1DwAkniqXw9fJcs16JbUlZyHco4LOdhxjc3Ayaj/wCClnw7/Ze8UftEjWPjBpXhWbxXpvw5tZPA66zfpHdeeLnUmJtoWdfOYMsZwFbBA6V+SLLMR/q/HFe3ly81uTWy96199+ux/UsPGPK4eK+Izf8AsttSw/s7Wj7S6ipc0tLapcj1f7tJ625T7F+AWo/EDV/gT4K1b4s20kHiq68JabN4mhmgETx6g1rG1wrIvCESlwVHA6V1tFFfr0I8sFG97H8o4iqq9edRRUeZt2Wyu72XktkFV9V1TT9D0u51rVrpYLWzt3nuZn6RxopZmOOwAJqxWF8TLjRoPh/rCeIYmks59Plt54kcqZBIpTYGHKk7sZ7ZzU1qsaNKVSTskm38iaMFOrGLvZtbb/I/Ob9kr/g4c0D9ov8Ab8f9nLXfh9YaV8PvEmqvpXw+8RRpN9vmuy6pbG7UsUC3BDBQqqY2kjViQGav02r8WP8Agmh/wRL8caD/AMFDLn4reKdZ3/Df4VeKVvNA1SKbbPq1/EIri1tyvUCLzEaZh8paMoM7iV/aevA4ZxOZYzAuti/tO8emn+XY/VvF/B+H+CzvDU+FJXp+xjz2ba59bXb153G3Ouj6J3QV+C3/AAc3eKfjLfftuaJ4T8XzX6eDtP8ACME/g2F49ts0kjH7XIhHDyeYiKxPzAJGOBjP7018gf8ABULwB+zJ8QfGfw4sP2nNP8MXNjBp+uSaHH4o1FLeNr3zNNCiPfIgkcrkbOcjsani2k6mRVHe3K0/XVKz++/yOXwf4rw/B3HFLH1sO6y5ZxtFJyV18UL9dLPb3XI/P74p/tU/Gu//AOCQNp4kk/bH1+78d6loUNrrmht4xtHmfTpbloHVrcDzRm0Kbjnfhix5zV//AINYfE/xiHxt+JPgywkv38Af8IxFe6mhizaw6v8AaIktiGP3JHg+05A+8sQz9xcfqRd6fpzf8E+ZYrmzhEZ+DTLIrRgDb/ZOCD6DFeWf8EtfAf7NXgHUfG9h+yzYeGYfD9xpmiy3UnhbUEuoJLvzNRV90qu+XChBgtwMcDNeHh8qxGCz7Ce0rynzKT1vpZbat6O59RDxJwFXw8zrK45dGMsTWU1KKXJDnkmk9E7w5f3fq9ra/XlFFFfoJ+DmHN8Tvhrb+PYvhVP8Q9DTxRPZm7g8Nvq0Iv5Lfn98tuW8wp8rfMFx8p54rcr+Yf8AaR+Mf7VOg/8ABULxT8TvEHi/WtG+JOnfEWeC1v3kW3nskWUwQRpu+RIhblEUH5DGecqST+zngn46eEz4mjsNB/bOuvEN3eBre30m48e2d15zN/cjjAcvxxtOetfELjbDwlUjUoyum0rW2Xe9rPvufr/HvhRU4Lo5fUji41frNLndvsy0vbfmg+ZcstG7PRH25RWL8PLnW7zwTpt14iD/AGx7cGYyDDHk4LA9CRgn3rar7KhVVehGolbmSdnurq+p+R1Iezm49nYKKKK1IP52f+C/vjj47Sf8FQNfj8Z6lq1rbaBa6cfh6cNEILLyY5RNbFepN155Mg+behGfkAH7zfso6v8AFDxB+zD8PNd+N1vcReMbzwVpk3imK7txFKuoNaxmcOg4RvMLZUdDkV8p/wDBUT4ffsx+NPjXa3/x10zwvc69p3w6kk8EJr+oJFMbvz7kn7PGzr577li+Xa/O3jnn7nsSWsoWY5JiXJP0r5LJMPKlnmOvJvWP/k13+Gy8j9h4944wvEfA+R5ZTwfspYaEk52VpWSh7lukmuad/t97XctfnV/wcw+J/jFoH7B+mad8PZb+Lw9qvjC3tvG8tlHlTaeW7wpMw5WNrhYvYsEUnkA/orXjX/BQHSfAuvfsleKdG+J0di/hy6m0yPXF1OcRW5tTqVqJfMclQibc5bIwOcivbzmk62VV4J291/gr/jsfE8DZ1S4d4wwOZVKPtY0qkW4d9baf3le8f7yR+RX/AAQ6+OfibSPhR4w8DeO/2p9U8HeGdK1S2fwzpq+LbWwj86YTNdlFmBZhkQEgfKCxI5Zq/Vn9lb4kX/jrVbRvDXxQk8X6RBbyQXeq/wBrR3qsUBI3yxfIZAzAdjg+1Uv+Cafgz4K+D/g54j0H4DaVocPhOLxm7aSNBmSe1YNp1gzskiswfLl8tuPORnivcNM+JPwy1Dx1ffCvR/H2gz+JtMtVudS8N22qwtfWkLBCsstureZGh8yPDMoB3rzyK+VyTJMS6GGxUsXLl0koa2/w/Fb8Nj3/ABA4mpcT8W5hjcPg/Zqcm2raxSSi5SstJNq8tfie7671FFFfeH5qFfGv/BezxT8ZfCf/AATR8Z3nwalv4nurm0tPEs+mx7pI9Hlcpc5I5WNgUR2H8DsDgEkfZVcD+1XZWmp/sw/EXTdQt1mt7nwNq0U8T9HRrOVWU+xBIrjzCk6+Bq007Xi1f5HucMZrTyPiLCZjUpKpGjUhNwe0lGSdv8vM/J3/AINV9a+Kw+InxV8OW1vct4HOi2dzeSm3Hkpqwm2QgSdQ7QGfKjqEUnGBn9oK+Yf+Cd/wT+E3wD1/x34G+DXgKw8O6S0Gk3L2Wnq215mN4GdixLMSFUZJPCgdBX09XlcLRccio63vd/i9D6bxS4nwvGHHGKzTD0fZQnypLS75Ypc0racztrbyV3uFfy/eLPjR+1VoH/BTLU/ij4q8ba3oHxNX4iy2upak8y2txZlpjbPFl/kjiEB8sA/uxGAPu1/UDXxB4t+AfwZm/b1v/j/P8N9NfxovxR0myTxFIjNcLB9gsU2DJ2j5SVyFzgkZwTXDxbhp16eG5ZuP7xR07y6+qtp6nu+E3HmA4I/tNYnCKv7eg4q9tGr+7K//AC7nze/a792OjK2hfEn4Y+K/Fdjp8f7V7+MruO5d9I0jUPHFpe/vjG6eZHFHhmkEbyL3wrtx3H1z8CPBzeA/hXpnh1/ODb7m6dZwA6tcXElwVIAGMGUgDqAOea6tbW1RgyW0YI6EIKkrtynIqmW4uWIq13UlJcuq6Xvu2z8xxePjiaKpxgopO+n/AAyCvDv+ClXib4x+Dv2Dfin4n+AL3yeLLLwnPJpcumRb7mFcqJpIh13rCZWBHzAqCOQK9xqHUCwsJyvUQtj8jXu16brUZU07XTV1urrf5E5XjI5dmdDFypqoqc4ycZfDLlknyvydrPyZ/Nr/AMEXvif4n8B/tZT6dD8ZrzwXoGr+H7n/AISXUbfWYLESiJS0CtNMCM+cy4A5OT2zX6K/H/wp+x58T/hz42+JvxD+J+m+N9a07wsVTxVqHiO21TU9HEe97NbQqf3D/aSDGiKDLK207922vYf+CaH7P/wV+C/j2zuvhX8NNM0OXxD8No7zW5LONi15P5tod7lyTwXcgDAG44HNR/8ABRL9n/4KfEv43ah8QPH3w00zVtZ8LfDa0n8PX93Gxaxk+06m+5QCFJ3IjDcDgqCK/JP7Lr/6vLFe3ly81uTW3xWvv89j9y4u8RMu4l8R/wC1KNGeHgoRV4cvtJcq5ves0tXaN7ytFRfLJrlPq/8AZ91L4h6x8BPBGr/Fy1kg8WXXhDTZvE8M0AiePUWtY2uVZF4QiUuCo4HSuvoor9ehHkgo3vY/BMRVVfETqqKjzNuy2V3ey8lsgrwf9s/4sTeFNAOlaPZm9vLfyxaaerKDe6hO6w2dsCzKMvLIi4JH3wc8V7R4q8S6d4R0KfX9UY+VAo+VfvOxOAo9yTXzl8KtA1D43ftSr4j123Z9J8Cxf2tcs4XZcazdI8dsm0xncILczyEqy4aeA4JHHzef1XiqlLLKb96q7y8oLVv5209GduXwVKMsVJaR285HtP7Pfwjtfgh8I9I+HyXCXN7DE1xrWoLAIzfahMxlubhgCcF5XdsZOAQM4ArtKKK+jp04UqahBWSVl8jzZSc5OT3YV+Cv/Bzf4n+Ml/8Att6J4S8YS36+DrDwjBN4Ogkj22rSSsftkiEcPIZERWJ+YBIxwMZ/eqvlX/gox8Bvg58evHHgLSfjL8O9P8R2ul6Nrt5p9vqKsUhnEumLvAVhngkYOQe4r53i2k6mR1GnblafrqlZ/ff5H6Z4RcX4TgnjWlmWJoe1jyzjZW5o8y+KN9L6Weq92Uj5O/Y++MGg/En9iLwdoX7Rf7ZV9HPqnhdrPXfDt38QbOzjay3SRR28kabXjRrYRqRuDFWOSCTXu/7CPhPwH8NP269f8G/s5+H9O0zwre/Cq3u/HWn+HbOFbCDUku4k0l2Mf+rnltHvjtGN8caSEEkM3vdzpunXH/BPmS3msIWR/g2VZDGMEHScYrgP+CcfwL+D/wAAPE/jbwl8F/h9p/hzTrrRtDu7m109WxLO0mpKZGZyzMdqqOTwBxXhYfKsRgs+wntK8p3UnrfRJbbvR3Mq3E+GxWCzOrGm6arSdqUbeyXPO93qtaenIlF6pPmXLZ/VFFFFfoR+bnj+qfBv9iS8/a9svinq/h7wQ3xqTR82M819CNZNmI3i81bcvuZRH5iebsJCgruwMD1xbW1RgyW0YI6EIK/mL/aR+Mf7VOg/8FQvFPxO8QeL9a0b4k6d8RZ4LW/eRbeeyRZTBBGm75EiFuURQfkMZ5ypJP7OeCfjp4TPiaOw0H9s668Q3d4Gt7fSbjx7Z3XnM39yOMBy/HG05618LDjLB0JVYyoNPme1tfOW1n33P2jxF8NMw4WoZZOrj1iFWopq7b5LWfLDV/u/e9x6X97RH25RWL8PLnW7zwTpt14iD/bHtwZjIMMeTgsD0JGCfetqvtaFVV6EaiVuZJ2e6ur6n41Uh7Obj2dgooorUg/nV/4OCfFnxq1T/gpp4k0v4h3Gopp2j2Gnx+BIZoykaae0COXgA4YNcm4y/JLKVP3QB+9X7KGr/FDxB+zD8PNd+NttcQ+MbzwVpk3imK7txDKuoNaxmcOg4RvMLZUdDkV8z/8ABSb4C/Br4u/FefxX8Tvhzp2uah4W+Gkl14fub9GY2U3nXTb1UMFY7o0OGBHyjjrX2nYktZQsxyTEuSfpXyWSYd0s9x15N6x/8mu/w2Xkfr3HfHeB4m4JyTK6OEVKeFg4ylpq0ox922tpW553+13tdy1+dX/BzD4n+MWgfsH6Zp3w9lv4vD2q+MLe28by2UeVNp5bvCkzDlY2uFi9iwRSeQD+iteRft1+EvDfjz9l3xD4K8Y6PFqGlareaVa6jYz52TwvqdqrocEHBBI4INe3nNJ1sqrwTt7r/BX/AB2PiuCM8o8N8XYLM61JVY0qkZOL6q/S+nMt4/3kj8fv+CGfxm1rw98LfG3g3xl+05f+CvDtnrFrPoNhD4ptNOSW5ljk+1OBKCznbHbZP3R25Jr6sv8Awx8GfB3xE+HfxY/Zp1my1T4k658XbGKPxPpGoxajqevx3FzGNajupgzGeBbDzpJFPyQCKNlEfGfrD/gnp8Kfhv8ACH4beK/h78MvBdhouiaf41b7Hp1nFhI9+m6e7HLEkkszEkknJryLwB8A/gzon7eEfx60n4cabB4y1H4pataXviFUY3EkAsr1dnLbVG2NASoBIXk8nP57TyrEU8Nga8q8mpzglHX3b9tenoj9DznjrA5vxpmea06MqUJqTUI2tUtFRUauqXLPWVS3PdtpLXmX2/RRRX6ofiYVhfFDR18Q/DjXdAk0xL1L7SZ7eW0cHEyPGVZeOTlSRxW7RWdan7WlKF7XTV/UqEuSal2PJv2YPBsmlS6942mE6tq32W2CyLhStv5x3LxnrMwJ6fL2wa9Zoorly3BLLsDDDKV+Vb7X1ua4mu8TXlUatcK/J7xx8bfE/h39jTU/Gvib4u3+jfFaX4lmPVbi5ureHULXxD/bSo9p5cmVijjt1VVGMLaokgO35z+sNedp+yZ+zdH+0DJ+1Snwb0QfEOWy+yyeK/s3+lNF5Qi6527vLAj343bPlzjivOz7J62bxpKnU5OSV/8AgrzXT1ep9NwvneVZRGqsbR9om4TjZRd5U+b93K+1Opze+1d+6vdfT5q8C/HLwpJ4nGl+Gv2yLvxLd3qtBbaTceO7S7MvO7KRxAOXAXqO2a+xPA1xrV14P0658QowvXtENxvGGJx1I7EjBI9c1ora2qMGS2jBHQhBUlGU5NiMtryq1cRKrdWs76a+bf8AVzwcXjKeJpqMaajbt/wyCvGP+Ch/iH4l+Ff2KPiN4g+Ed1qdvrlt4fZo7vRIPNvLa2MiC6mgXBzKlsZnUgEhlBAJAFez0EBgVYAgjkGvar03Woypp2umrrdXW/yJy3FxwGY0cVKCmqc4ycXtLlafK99Haz0Z+ZnxE+NPgjwh8f8A4SeGPhz+0j/wjGi3fhPVW1OfRvElpbxSaQsEH2KR55N2A06xiPB/eDzMbgrEereCE8C/G+51Pwp4a+N0njfUtWs47G/vh4kt9Rura2JkCLmIYjRTJKw3LjLMSSOB9M/Ar9kv9mz9mT+2/wDhQfwa0Twt/wAJHei71r+y7bb9qlXdtJyThV3vtQYVdzYAya9BjggiOYoUUnrtUCviKHB2KVCNOrinyp35Uny736v9Nz6TN8/yurXisBRfLCPLzTUVOTblJuSjdXXNyr3n7sVtsn0UUV94fHGV418J2fjbw5P4evZmiEuGSZRkxuDkHB6/T0NN8D+ELLwP4ch8P2UzSiMlpJmXBkcnJOB09APQDr1rXorm+qYb619Z5ffty38r3sae2qey9lf3b3t5hRRRXSZhXxT8dPHdzpv7eHjey+L/AIubTdI0n4eaZP4Mg1O4S3shpztM+qXUbMQHcTRQLMx5RI4c7VILfa1ee/H79lH9nL9qa00ex/aF+EGjeLItAvTd6OmrQF/s0rABiuCMqwVdyHKttXIOBXj57ltXNcveHpz5XdPyduj/AK3sfQcOZjl+XYyf12LdOcXFuKTnH3oyUoqTSv7vK9V7spa9H8A/stfHXwv4v/Zn8PxfFP8AbZ1IC7srm3l0fVPHNhaCTTRcTR20U1uFBjDWghDJw2GOcHNfcH7K3haGCfW/iDbO7Q6vZ2NrbMpBieKA3Dq6ED5gftJGckHAx0OfW1sLFFCJZxAKMACMYAqUAAYAwB2Fedl/DlbB46GJq4mVTkTSTXdW6yf9WJzXOaGYVazo0FSjUk5WW0U3dJWS22XkFFFFfUngnnd/+yZ+zdqf7QFv+1RqHwc0Wb4hWtn9lt/FT25NykXltF67S3lsybyN207c4AFegLa2qMGS2jBHQhBUlFRCnTp35Uld3dur7vzOnEYzF4tQVepKfJFRjzNvlitoq+0Vd2S0QUUUVZzBRRRQB4Z+1J8O/wDhN/E6aYukyBtc0JtJa+tlJkKO0mUycqNvmMw47knIFe4wRCGBIQchEC8+wp1Febg8ujhMZXxHNd1WnbtZW+Z01sS61GnTtblv87hXzF/wUo8S6/oA+E1re63dab4MvfiREnjC7iISAslpPLp8VzISPLhe+S3HJAZxGpPzAH6drD+JXw18B/GLwHqvww+J/hW01vw/rdm1rqulX8e6K4ibqpHUHIBBGCCAQQQDWuZYWeOwNShGXK5K1/66d/I7Mkx2Hy7NKdevDmgrprRu0ouN4305o35o305kj87PDPx80a1/ak+KfhNv2ur3wxoGmpovl2Fp4ssrCBNXa3lS9RS4LSMsUNkHBJ2OWXgggfQ37MOh+EfiB4v0PxH4M8b/APCRWmj6xc6jda3bapFe/abpoJ4n86ZMqXP2gkgYPA7V798H/gd8I/gB8PbD4UfBrwBp3h7w7pnmfYdKsIcRxF3aRz82SxZ2ZiSSSTXUxxxxLtijVR6KMV8xg+FMRQqUZ1cS5Km1Lls7XXRXenrbY9TOM8wOKxNT6nQ5YOKim7KTUYqPNJK6UpW5pJSdm93u3UUUV9ofLBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyHx8+O/wr/Zi+DfiH4+/G3xVFonhXwtpzXus6lKjP5UYIACqoLO7MVRUUEszKACTXX18m/8ABb34K/E/48/8E2fHHg74PeErzxDrmn6noWvReHdOj33GqQabrFnfT20SfxyNDbybU6swVRyaAPZP2S/2vPgf+2v8KD8YfgNrt7dabBq1zpep2WraVNYX2mX9uwWa1uradVkglXKkowBw6noRXp1fF3/BG3wt4/1CD9oL9pfxX8NfEng/R/jH8e9R8TeDdA8XaRJp+ojTBY2VolzPayYe3eWS2kbY4DbQpPUV9o0AFFFFAHjf7ZX7eP7Of7BvhfQPFv7ROv6nZWviXXYtJ0ldK0O4vne4kZVBcQowijBdAXchcuo5JAr2Svhj/g4R8Wala/8ABP8Aufhr4a+FnjrxXrXifxfoLabY+CPBd7rDxrZavZXs7zC1jcwr5MEhVmwGYBRya+yvhj8QNK+K/wAOdD+JuhaVq1hZeINKg1C0ste0qWxvYI5Yw6pPbzBZIJQDho3AZSCCARQBu0UUUAFeBfEr/gpf+yb8Iv2rNC/Y5+IXinWtO8WeItRttN029m8LXv8AZDajcwma3sG1HyvswupIwGWLfuwRnGa99r84/wBu7413/wAav+Crnwh/ZR+KfwV+KVv8K/hh4k0nxcviHw98MtT1Kx8TeLpDs02F72CFobSxshOZ55XbmTCNtWNmoA/RyiiigAooooA8C/Z2/wCCln7Kv7UHx+8RfszfDHXfEMXi7w5pj6m9j4h8I32mJqWnpcm1a9spLmJFu7cTDZ5seVJIxkc177X5q/sHaV4p+IH/AAWk+In7Sfwx+Cnxp0DwVrHwomsPiBd/GvR7mH7F4iGriWCw0Z7osVtBEZ3aO2Y22dhXtX6VUAFFFFAEd1dW1jayXt7cJFDDGXllkYBUUDJYk9ABzmvKf2Mf22v2e/2+/hDP8dP2ZvFFzrPhmDX7zRxqFzp8lt5txbMqyFFkALJ8wKuOCDWJ/wAFL/h/+0L8WP2HfiB8Lv2XNEh1Lxh4j0yLTbfT5tcTTDc2U1zFHfxJdurLbyNZtcqkhVtrMp2kjFfPX/Bvl4K+Pfw2/Z++Lngf42/srv8ACiCH4/8Aii68PaG2qG5T7PNdZaKAmCLzLaEqscVyoKXCASKFHFAH31RRRQAV41+2J+3T8Ff2IdN8L3vxd0jxfqdz4y1qXSvDmkeCPCF3rd9eXMdtJcuq29ojyELDFI5IHAUntXstfDv/AAXI8EfDTxP8GfCviLxz4J/aAv8AWPD15qt54F1j9ny1u31HS9bfTpbeBp3s/wB/FHIJnQMP3Z+YSEKcEA+zPAPjLTviJ4G0b4gaRp2pWdprmlW9/bWmsadJZ3cMc0ayKk8EoEkMoDANG4DKwIIBBrWryT9glP2hI/2KPhSn7WDXB+JQ8BaX/wAJubwqZ/7S+zJ53m7fl83dnfjjfur1ugAooooA8R+Nn/BQz9mL4BftDeGf2W/HXiPWJ/GfieCC5j07QvDV5qKaXaz3H2aC6v5beN0sYJJ8xrJKVUsDzgZr26vx5/4KI/AL9sjwX/wWN1T41fs/6V8YV1z4gD4dp8ONX8Di5/4RnyrDUXi12219o/3KxJZPLKiT/KftDFMv0/YagAooooAK+a/gX/wVU/Zo+P37Tzfsg+HPC3xJ0PxudJvdTt7Lxp8NtS0eG6s7SVYpp4pbqJFkj3uoDLkEsMHmvpSvjz9k3wF45+Kv/BU39on9r/4g+DNX0zS/DOm6P8LvhnLrGnS2/wBqsbaP+0dUuoPMUeZDLe3KIsqZV/spwTigD7DooooA/9k=", "info": {"equation": "128/8=16", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "309c61efe70d2204af593cce793fb970b0d2cce9887940de0b577c30fec19746"} +{"episode": 72186, "episode_seed": 3785713488, "split": "train", "timestamp": "2025-10-28T03:49:51.087930", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3785713488, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [8, 5, 4, 5])", "action": "('move', [8, 5, 4, 5])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "16+19*1=35", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/DL/g5Z8a/HXS/29Ph/babqGrW2maP4Vtb7wK9ohATUWu5DNLAV6zB4rYH+IbY+ORn9za+P/8Agp74L+Ani3xp4BufjRp+gXGo6bpmr3HgpdbvFjkGoiSxI+zqzr5svCnaA3QHFfO8U0nVyadpWs4v/wAmS/W/yP0rwn4pw/B/GVPMK2H9uuSpHlVrq8Hqr+ln/dcvQ+pPhld+Kr/4b+Hr7x1A0WtzaHaSazE8YQpdGFDKCo4Uhy3A4FblFFfQxXLFI/OKs1Uqymkldt2Wy8l5H85v7B/xp+Ouif8ABVLxHq/xV+Mes+DdU8QanrcPxI1GXVYtOk3IZZPKlab5E23McShQMjAVcAmv2n/ZI+JTeNdfjsvCvxmm8bafaiZL+/fXYtQMRI3qrvD8oIJXAIBwa4f9m3wP+z/p/wDwUH8ceLfBWm+Hj441CfXE8YzWd2kt95YurfyBPHvJhBUAr8q7toPOM19VReO/h9F43Pwxh8ZaMviT+zv7Qbw8uoxC++yb9n2jyN3meVv+Xft254zmvgckyXESqe3eJkowqS93Wz5Zetteuh+teJvGeH4wziniMPgfY8uHpRasrq0b82i+Fc1ou/wKL02WzRRRX35+RH4hf8HQXi/4yaf+1l8MtLt7/Urbw5p/hL7f4Xe3BRF1U3kguJI2Xkyqkdn7qCuMbuf2R+AuoeO9W+BngvVfijBLF4muvCenS+I4p4RG6X7WsZuAyDhSJS+VHAPFfNP7f/hv9nP9qTR/C/iS5Tw345sPD2neILvSb2z1BLyC01CAWY3BoXKl0PBVs47ivr+2JNvGSckoMn8K+byuly55jZKV0+R/em/w2Xkfp3FvFdDNeB8myVYX2VTCe1UpNJXcpLZbq+877y1H0UUV9IfmJ8nf8FwPEHxQ8Nf8ExPidqHwnlvI72SwtrfUpbBN0iabLdRR3h45CGBpAxHRCx4HNfPH/Brp4g+J+p/sjeN9F8TSXj+F9N8aBPCzXCfu0keBXu44mPVQxiYgcBpGPVmr79/aittJvf2aviDZa8kTWE3gnVI75bhtsZhNpKJAx4wu0nJ9M15t/wAE2vCnwZ8FfBHWPD/7P1losHhKLxbM2lL4eulntGDWloXZJFZg+ZC+TuPOR2xXzlei/wDWijU5n/Dlp00f/B/BH6bgOLMPh/CjGcPvC3nUxEKiq2Wi5Vpffm9xqP8AdlPbr9CV+K//AAdO+KPixafGn4U6F9qv4PCEPh25vdLeJSkJ1YXJWdg46yJCLbGfuiTI+8a/aivkz/gqn4L+APjfQvBlh+0FYeH7mygm1ObQovEN6sMbakLdPJEe51Ekhy2I/m3c/Kavimm6mR1bO1rP8Uc/hTxLQ4S44w2ZVaDrRiprlVub3oSV436q/wB1z8q/+CqPx++KPj79jT4MaVrn7TGreLJdcsYr3x9o1x4ltbtYdTS0gaMyRQgNEQ0lz8p4yOeVFfrh/wAEdvEHxO8T/wDBNH4R6x8XZbyTWH8NtHHLfptlksUuJUsnPdgbVYCGPLKQx6079vvwl8DvF37MXhrQ/wBoe00M+FJ/EGnHVf8AhILxbW1yLeYx75S6Bf3gXHzDJwOc4r1f9le00+w/Zt8DWGk28UVpB4Xs47SKBQI0iWJQiqBwFCgAY4xivNyXL62AzyrCpWdR+zTu/N+r2tp6nrcS8b4POvDjCZRSwSpShiatTnilytSTfLHRa++lJdIwp79O+r4B+OH/AAXB8M/CD/gqTon7Dn/CJ2M/g/7VbaP4q8Tusv2q01e5H7pYgDsMCNJbpISpOWkIPyDd9/V+TP7fn/BHH4veJP8AgpVH+2Z8NdVsj4P1G8tvEGpPe3Iaa31q2TdHaCIfM0M0kEHzg/IJXH8K59TiHFY7BYONbDfZknLr7vX5dzz/AAwwnBWMzPGU+JJWh9Xqey1t+905bd52vyJ6OXR6I9v/AOCln/BbDRf2Cf2sPAn7Pen+C7PWLC5WG++JN9cLL52m2E0oSP7KFYBpgiyykMGBHlqMFiR946dqFlq2nwarp1wstvcwrLBKvR0YAqw+oINfkZ/wUT/4J5al/wAFOf26Phf8Xfg7qElvovjLQLZPHD3BZJNLsbXymluFV1HzhbjyPLIH71F4wzFf1w0bSbPQdHtND05GW3sraOCBWbJCIoVQSevAHNTk2MxeNxWJnJ3pKVoPppdO3dba99h8aYPgvCcK5K8pf+1ypzeJV9VLmXLzLo78yiv5FFvo3Zooor6A/Mz8Fvgn8QP2oJf+Dj27u7241htfufinqGmatbvByfDy+YgRk6eQtjHE6noAiOMnBr96a+QrLwV8Al/4Kn3Xjq0sPD7fEg6iLe7nW8VtSXTf+EcXbmLfuWLeFG/aMnAz2r69r5zhyi6MMSnJv97Na+Vvz6n6b4m8WYfizEZdUpYX2HscLSptWWrV9Vb7C2h5ASAMk4A6msnwV498C/ErQE8V/DrxppOv6XLI8cepaJqMV1bu6MVdRJEzKSrAgjPBGDXiv/BVLxB8UPC3/BO74ua98G5LxNft/CE5gl0+PdNFbllW6kTuCtuZm3DlcbhyBX5J/wDBC34y614b8F+PvBHi39pzUvBPhq1vrO60awi8V22nxSXkqyLcuomBLHZFb5xwMDuaM34hpZPjIUqlNyUk3detlb9dexlkfh9PO+AcdxJHERi8PUhT9m95KXLd36fHHl01tPsj97KK8t/Zb8Yal428M3OtjxU2uaZKIW0/Vvta3CXHykMySL8rg4UkrxkmvUq9bLsbDMcHHERi0pX0e+ja/Q/PsTQeGrOm3ex+b/8Awc6eIPifpP7DGgaV4PkvE8P6n45t4fFrWyZRolhlkt0lI6IZ0RvQuid8A/Di/tDfFUf8ETTo3/DT2sjVvtP9ijwj/wAJPb/8gD7R5HlfZf8AW+Xs+XrnZ/sV+5/7Qvg34FeP/g3rnhT9pey0OfwPc26HX08SXSQWQjWRXRpJHZRHiRUIbcMMBg5rkfj34N+D2lfsP+JvB/h7SdFh8DwfD2a0tYLZ0Fiuki12AK4O0Q+R/EDjbznvXzmc5FiMXjKmKhiHBcmyvfS+m691/nfQ/ZOGvEnAZPwjluVVMvVSWHxirubStJKz5U7P39bdlFR36fH/APwbE+IPifq37DniHSvF8l4/h/TPHM8PhJrlMIkbQxSXCRE8lBM7N6B3fvnH6RV4J/wTm8M/CPwf8Bbzw98CLTR4PCUHie6OipoNys1oY2jhZmjkVmDguWJbccknmve69nIYuOTUFe/up/fr+Gx8Jx/nNLiHjTH5jTpeyjUqSajs101/vO15f3mz8RP+Donxj8XtM/am+GOmrqOo2nhjTvCTah4cliykS6r9scXMiOOsqoln7qCpGNxz9g/sxftAXviHwh4Sk1j9ry/1/wAXat4aszqWgz+M7O4dr5reOSYJbwgMHVw/yr0AIxiu/wD+Cqfgv4A+M18ExfHfT/D9wbO01mfwvHr94sQOphbTyhCGdfNl64j+bP8AdNfTvijxr8Pfhl4WXxh8RvFujeHtNi8pJdU1u/htIEdyFVTJKVUFmIAGcknAr5mvk9fHZzi+XEyppcrdr63j11WisfWZzxlh8z4HyTKKeB/eYf2q5rL33KatyWTeu8+8jV0Z72XR7SXUl23DW0ZnX0faN365qzQCCMg5B6EUV93GPLFK97H5I3d3Cvwu/wCDmTxV8a4v26vAekRzakmjaZ4RtrvwUkMJMf297uTz3iwDvl3R2wI64WMYwRn90a+T/wDgpH8Hvhf8UvFHhDWfiL4IsdYuvC+haxqPh+W9Vj9huhLY4lQAgFhtX7wI4HFfP8VUnVyadnazi/8AyZL9b/I/RvCnizC8F8YU8yxFD20eSpG2l05Rdmr6eT/uuW+z+lPhld+Kr/4b+Hr7x1A0WtzaHaSazE8YQpdGFDKCo4Uhy3A4FblFFfQxXLFI/O6s1Uqymkldt2Wy8l5H85X7CXxg+Nmj/wDBVnxB4i+LPxb1bwfrOuajrtv8RNVm1KHT5lIMkjQSPMNsYFzFAoRemxVHFfo7Y2Pwj/4Xf4C+Mnwf8dweKfiLqnxU0ixn8VW2swapqd9ZuFiv7SWRCf8ARk0xZ5GjACoI1kwG+Y+y/s/fBn4V+GP26vFPxW0HwJYW3iTxLc+IItd1hEYzXiRXdsI1bcSAAAOFAzgE5IFLq3wa+Fa/8FIIPjcPAth/wlsWtQabFr2xvPS0OhOxiHO0AknkDOCRnBxX5dQyuvBU6rrycfb8vL58zXNvv8up+6cWeImX8R8RLH0cM6EY4SMHGNvfajfknZr91d8v2nyRj7qfw/WVeJ/8FINf+J/hb9g74seIfg1JeJ4ktPBF9Jp0unpuni/dnzJIx13rFvYEcgjI5Ar2ymyxRTxNBPGro6lXRxkMD1BHcV+m16brUZU07XTV+11ufi2WYyOX5lQxUoKapzjJxe0uWSfK/J2sz+fH/giR4x8cT2fxU8C3XiO6/wCEZsvA1/qFrp7TL5VvfSiGOSdQeVZo4owT0xGuegr9tf2TPGmpeOfC0utReMW8Q6U9vb/YtZN6tytwwUqzLKnyuTtG4rxn0zXj/wAev2dfgh+zL4Msvh/8A/hppnhbRp9B8S302n6VEVR7iRbEPIckkkhVHXgKAMAAV9b2aIlpEqKFAjGABgdK+GyDJa+DzacZVn+65bpXtLmi7dfs9NPuPv8AxK4vwXGOfV81w2H9nCu9E7cy5FGN3bS8rXdn13e5JRRRX3x+ZHyd/wAFwPEHxQ8Nf8ExPifqHwolvI72SwtrfUpbBN0iabLdRR3nTkIYGkDkdELHgZNfOn/BrdqvxFu/2SvHmla9Fcf8I1aeOFPh2SWABDM9shulRurAEQEjoCx9TX6CftNadY6x+zj4+0jVLVZ7W78G6nBcwP8Adkje1kVlPsQSPxrgP+Cfvwv+Hnwa+Fev/Dr4WeEbPQ9DsPF8v2TTbFSI4y9nZux+YkklmYkkk8185Xot8UUanM/4ctOmj/8AtvwR+l4Hi/CYbwqxfDjwydSpiIVFU00SitO91y2XTlnLbr7vX4qf8HUniH4oj4x/CzwxcyXieDF8NXV3p4EeIJNU+0FJzuH3pFhFtwfuiTj77V+1deZ/tLfDD9lL4mad4Yt/2q9G8KXdtY+KbabwoPFV3HCp1bDCFIS7r5krDdiIZ345U4rtzvATzLLp0Iz5W7avbRp6nJ4YcV0OC+M8PmtbDuvGCmuWNub3oNXjfqr/AHXPhf4Q+IfhX+0Z8D/h7pP7Tn7Qdt471abQrDUNS8IeKPGFlc239p/Y/wB4z2aYDMm+UhWyEOTjKgj7A/4JsTXsn7F3g6B5biTTrX7fa+GJbmII0miQ39xFpjDHDIbJLYo/8SbWyc5pn7f3wk+Gnxk+Emi/D34oeDLPWtFvvF9qbzTroMElKQ3DrkoVbhlB4Pau6/ZasbLSv2cPA+l6ZaR29ta+GLOG2t4UCpFGkSqqKB0AAAA7AV4mTZdWy/PasKlZ1H7Navzl6va34nHm2eUMwyB04QcOes5qCtyQSUtIa/ac9VyxSUI6yv7ve1zvxZg0yf4d6qNWbES2xZWCgkSAjZjPfdj866KvGP2wviReeHfBsvh/w3aNd6nsWSC0XpNcO3l20WcHG6ZkyccDnkV7md4mGGyuq5K91ypd3LRI+WwNOVXFRS0s737JanG/sS674a8ZfGv4hau8ZOpaPbWelaU8sceGslkm+0SQsHLMGvEkikBVcG1i69a+ma+ZfCHwfuv2cPjF4DtPD1150FnpraZq880kate290qtPKW8sZf7bFHNgbPlZ+5Cn6arj4akqeXvCyVp0m4yXzun80zbM1zYj2qd1NJr/L5BRRRX0J5x+CXwZ8a/tLXv/ByDNqOqrqcviJvitqOn38U1qCyaAqyxAbSMLCunqjKw/hCsCSRn97a+Urf4O/C6D/gpRN8cIvA9iPF0+uf2bLr5VjObQeGwwi5O0DIHIAPGM4r6tr5vhyi6MMSnJv8Aez38rfn1P0vxL4wwnF9fLqlDDqiqOGpU2lbVxve1vsraKeqRHeWtpfWktlqFtHNBNGyTwzIGR0IwVYHggjIINec/stfDP9lf4bfCaHw7+yNpHhWHwc1/cTQnwpeR3Vo9yXxM3mo7hnDLtPzEjaF4AAHE/wDBVLxB8UPC3/BO74ua98G5LxNft/CE5gl0+PdNFbllW6kTuCtuZm3DlcbhyBX5J/8ABC34y614b8F+PvBHi39pzUvBPhq1vrO60awi8V22nxSXkqyLcuomBLHZFb5xwMDuaWcZ9h8ox1OFSk5Xi3dWutdlf0117F5BwPi848Ocwz2ni+SFGrTi6V3aey5mr2uvae5o9OfY/etVVFCIoAHQAUteW/st+MNS8beGbnWx4qbXNMlELafq32tbhLj5SGZJF+VwcKSV4yTXqVexl2NhmODjiIxaUr6PfRtfofnGJoPDVnTbvY/N/wD4OdNf+J+lfsMaBpXhCS8Tw/qfjm3h8WtbJlHiWGWS3SUjohnRG9C6J3wD4l/wTa+JPhn4lfsC6B8Ov2kf2o7pdPk+06V/whmqeOba1tp9Jjk8uG1kgJWQwsoKbSw3J8v3SK/Vn9oXwb8CvH/wb1zwp+0vZaHP4HubdDr6eJLpILIRrIro0kjsojxIqENuGGAwc1yvxw8AfClP2KvEHw98H+HdJbwe3gJ9P02wsArWj6abby0jjKHBjMRABB5ByD3r5zOcixGLxtTFQxDguTZXvpfTde6/zvofqOD47wtLw7wvD/1VqpTxLq+2Vu32Xo/aK/de7GOvbzv/AIJn6Ro/hV/iz4K+HemW9n4K0zx+g0K0sLWOOztrySwtpNRht/L42LcsSyjhJWkQY2lV+oq8P/YG+G/gP4RfB/VPh18MvCtpomh6Z4quksNMslIjhDRQu2MkkkszMSSSSTXuFezkEXDJcOr391P79fw2Pg+JcZTx2eVq0L2uld/FLlSjzSs3707c0tX7zer3f4g/8HSXij4rQ/tPfDXQLq5vYvCdp4Oe80EBMQHU2u5FumU/xSLGlnkH7oZcfeOfpXwTq3wY/aN+FvgvTP2nP2gLP4gai2h2uoal4W8VeMbK6tY9RNiRcSm1QqN8avcYzkRgswwVDD7d/aK+GP7KXxGvvBk37TujeFLq40vxTBN4HPie7jhb+1j/AKpLcO6+bK20fuhu37RlTgY43/goN8Hfhd8aPhl4a8BfFXwPY65o9x4zilm0+8VgjuljeshOwg8MAetfMZ5kWIvisYsQ1Fq/Kr62Wz1Xy0eh+k1ePcHj+G8jydYaVGWFdROtFLmfPLV09Y3dtZ3lG8upr/8ABPLVvE2t/sZeBNQ8UXt9dOdNmTTLvUk2z3GmJczJp8r/AN4vZrbtuPLBtx5Jr2euM/Zxt7ez/Z88DWlpAkUUPhDTUiijUKqKLWMBQBwAAMYrs6+1wcXDCU43vaK176H5TmuKjjs0r4mMeVTnKVu3NJu3Ta9gryH9p7wI3jjUtF0z+znP2yC408XkAJkjWZoy6jqBwgbkfwHsDXr1FZZlgVmODlh3LlTa19Gn+hz4au8NWVRK9r/irBQenFFFdxgflrpPxxvdE0j4Ny+Jv2hdR8L+J9a1/XB8Qbp9YtbG7Ewhu5NQiuDLnyBHqC28YQAYwijjivp79luPwj8R/iHY+IvCvxSfxgdM1SS91LWl1uHUJGm+yPAiTSxfKMI6gLwcAfj7r4O/Zt+BHw/+Kvib44eDPhbpOneLPGQiHibXLeDE1+Ixhd+TgdATtA3EAtkjNdrHFFECIolUHqFXFfF4PhTE0K8J1MS3GM+bls7Ozunvu+rsfY8QcQ5bmFdyweH5FKLu2kneUpSatH7MebkjqrxinaN+VOooor7Q+OPI/wBqjwSfG0Gk6YNOdzdRXeni6gUmSIXAjDKOoGdgPI6p9a9bjQRxrGDwoAGaWiuDD4FUMbWxHNf2nLp25Vb8TepXdShCnb4b/O7Ciiiu8wMT4k6WNb+H2t6M2nrdrd6VPC9qwOJVaMqV455BPSuX/Zr8MvoHgi91CQShtY1d70rKMY/cxQjHHQiEHn1PbFeh0VwzwKnmMMXzfDFxt6tO/wCBuq7jhnRtu07+gV+K/wDwdO+KfixZ/Gr4U6CLu/t/CEPh25vtLeIFITqwuSszBx1kSEW2M/dEmR981+1FcV8af2cvgb+0XaaNYfHD4Y6V4mh8PazHqujR6pCXFrdxghZFwRng8qcq3cHArDOsvqZnl8sPCXK3bX0d9T7bw04vwnA3GFDOMTQ9rCCmnFWv70XG8b6XV/uufD37MXxksviR8M/h7efE39qm58UeMLzw/Y3V74d1LxlaXB/tN7UGXFtFhvMUtINoztyeOK+9vhR4YHgv4Z6D4UDSH+z9KghPnY35CDrgDmt1bW2Rt626Bh0IQZp9cuUZJVy2vOtVruo5JLVbJa9Wz5nNc0hmVWUoUlTTk5Wjsr9FotFsFc5qPw20vUfiBaeP5bpxLbQ7TbhBtdhkK2eowCePYehz0dFexXw1DEqKqxvZqS9Vszy6dWpSbcXa6t8mc54w+G+l+MNf0vX7y6eNtNl3NGqgiZQQwUnt8wHPoSPcdHRRRSw1CjVnUhG0ptNvvZWX4BKrUnFRk9FsFFFFbkHkSeB2vf2ox4hOnPALSc6g0sSnbOxsDaKzE5/hbHGOYx6HPrtFFcOBwKwKqJSvzzlP05unyN69d13HS3KkvuI7u0tb+1lsL62jmgnjaOaGVAySIRgqwPBBBwQa4/4Ifs7fBD9m3wKnwz+Bfw00vw1oSXct0NN06EhDNIQXkJYkknAGSeigDgAV2lFdjhBzUmtV166hHE4mGHlQjNqEmm43fK3G9m1s2ruze13bcRVVFCIoAHQAUtFFUYH5v/8ABzpr/wAT9K/YY0DSvCEl4nh/U/HNvD4ta2TKPEsMslukpHRDOiN6F0TvgHyD/glr8a7bXP2I/C2gfGr9rK8s/s01xp9n4V1HxraW8J02KTy4IGgfEnllQVAJBKgAcYr9W/i58Ifhn8efh5qXwn+MPg2y8QeHNXjRNS0m/QmKcK6yLnBBBDqrAgggqCKv+EPAvg7wB4U0zwN4L8NWem6Ro1hDZaXp9rCFjtreJAkcajsFVQB9K+UzPh3FZhmMsRDEOmnFLS9/TdadfU/T4ce4CPhrR4aeETq068qvtNLNOLS6X5tbPpyxjr25b9nHww/hzwFNdSiUPq2qS3zLKMY3KiDAwOCIwefX0xXfUUV9DgsMsHg6dBO/Ikr97I/Na9V1q0qjVru5+In/AAdEeMfi/pn7U/wx01NR1G08M6f4SbUPDksOY411X7Y4uZEccmVUSz91BUjG45+s/wBn74taX8RvB/glvHX7Udx4s8W3WhWlzc+H7/xhZ3TLqT2Y88pbQgN5i75hgZ2gtxxx9p/GD9nL4G/H+68PXnxn+GOleI5fCespqvh19ShLmxu0wRIuCM9BlTlTtGQcCuyW1tkbelugI6EIM18xjeF8TjcbWqrEuMaltFd30tZ6pWXTfQ/Tc48QcBmPBmU5NTwajUwaqc09Pe55XXLpdX3nfeWqMf4a+HF8H/DvQfCaNIRpmjW1qDLjcfLiVOcADPFbdFFfXU4KnBRXRWPy6T5pNhRRRViCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvG/jt+3t+zF+zf8AHfwH+zh8WvHM9h4q+I1wIvD9tDpc80Me+ZLeF7qaNSlqktxIkEbSlRJKwQZNeyV+Z3/BVX4J/G/xj+394d0zwJ8HvFGvWPxT8OeAtE0vxLo+kvPYeH7jQfHKa3fyX0y/LaJ9iYyRs+BI8RRctgUAfpjRRRQAV5d4A/bE+BvxM/ad8bfsh+ENZ1Cfxp8PtKstQ8TW0ukTxW0UN1nyvLndQkx4+YITtPBOQQPUa+LvA/xWju/+C6Xjfw4vws+IMVpJ8DdH0CLxTc+BL+PQ5b+2vr/UJY01Ex/Z3AgvIACGwZN8Y+ZCKAPtGiiigBk88VrA9zcSBY40LOx6AAZJryH9kb9uz9nb9t2z8T3HwH17Vpp/B+rR2Gv6dr3h660y7t2liE1vN5N1GjmGaJhJFIBtdeRXr1xMtvbvcOjMI0LFUXJIAzgAdT7V8Q/8EbvidqH7Q/ib46ftSfEX4W+P/CHjrx744tptV0Hxr4EvtGi0vRrSKWz0eyt5LqJFvXW2geeeWPIWW8K8ALkA+4aKKKAOZ+Mnxa8I/An4X618XfHY1BtJ0GyNzdxaRpc19dyjIVY4beBWkmkZmVVRFLMzAAVj/sx/tLfCX9r34J6P+0B8EdYur3w7rZuEtmv9PltLiGaCeS3ngmglVXiljmikjZGAIZDUf7V/ivQ/Bf7N/jPXvFHhnxrq+ljQprfU7L4cW88uu/Zp8QSy2S2zLN50aSNKphPmr5eUywAPiv8AwRS8DePvhx/wTo8G+FPH3g7XtBMer69PoGneLLL7PrA0ebWLybT5NQQgMLx7V4ZJS43l3Jf5i1AH1ZRRRQB5x+1r+1f8E/2I/gBr37TH7Q3iSXSvCfhxYDqN1b2j3EpaaeOCJI4kBaR2kkRQoGec9BXoVldwahZw39sSY54lkjJGCVYZH6Gvz/8A+DjH4MftSfGz9jAaL+z58Cf+FiaVpdprV/4o0C21gW12kn9lT29ldQQiKV754ZLiSZbVFDSSRxYZSvP3N8KrrxRffC/w3e+N/DSaLrU2g2b6vo8V6LlbG6MKGWATBVEoR9y7wq7tucDOKAN+iiigDx34mftwfB34WftQ+GP2Q9Y8P+M9R8X+KtNg1C1bw94Mvb+wsLWa4lt45r26hRo7OMyQyDdKVHy9a9ir4B/4KHeEvGP/AA8t+BPjj9nzwp8aYfiPLrnh+w1XXPDsE48GXHg+PULyXV7fVJE/cmVIZZGRJvm3yQGLJ34+/qACiiigDybwX+2v8AfiF+1H4l/ZA8Ia5qd74w8I2Kz688Wg3P8AZtvIUhka0+3bPs7XSxXEEjQB96pKrEdces1+Yv7DPwY/al+D/wDwWt+LsUtj8Trfwjr/AIk8W+IPFcuqmf8A4RC8sL1dGk0KSw3fuWvxINRjmKfvAkO1/lEdfp1QAVX1fU4dF0m61i5hnkjtLd5pI7aFpJGVVLEIigl2OOFHJPAqxRQB4j+xv+358DP245fF1l8IdF8aaXfeB7+1s/EmleOPBd5ol3ay3EJnhBhu0Rzujw/Toynowz7dXzD/AMEuvBni7/hB/il+0P8AETwtqeka38XPjX4h8QCx1qxktruHS7eddK0xJI5QHQGx063kUEDiXI4Ir6eoAK4n9o39oX4XfsqfBbXfj98ZtXuLLw54egjkvpbOxkup3aSVIYoooYgzyyySyRxoiglmdQOtdtXzJ/wWL8JeNPHP/BOf4heF/A/gvWfEE1w2ktqel+G7JrjVG0tNWs5NQksY1BY3kdotxJCU+cSxoU+YLQB7D+zZ+0Z8LP2svgtovx8+DGrXV54e11Zxatf6fLaXEMsM8lvPBNBKqvDLHNFJG6MAVZCK7qvl/wD4I3eEvF/gj/gnn4L8O+L/AAVrvh8R6nrsuiad4rsmt9X/ALJl1m9l0+bUEcBxeS2jwSzGT940kjM/zFq+oKACvHf2xP28f2af2EPDmg+KP2kfGV1pVt4j1ZrDTFsNJnvZDsiaae4dIEZo7eCJWklmYBI0GWIyK9ir88f+DiH4CePPjF+z/wCGb74Lp8QT48ZNf8LeHIfA/gUa7Dfx65pcljcWN9l1/s+CZdg+3nKwbCSMstAH6F29xBd26XdrMkkUqB45I2BV1IyCCOoIp9YHwq8LX3gb4X+G/BOqXKzXOj6BZ2NxMpyJJIoEjZgT6lSa36AP/9k=", "image_prev": "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", "image_next": "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", "info": {"equation": "16+19*1=35", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fdb0bdf1835eb99fc9acb48f6281a41f405b5b2fdadea42b36c43fa9798d024f"} +{"episode": 72187, "episode_seed": 2055967947, "split": "train", "timestamp": "2025-10-28T03:49:51.145101", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2055967947, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [5, 6, 8, 0])", "action": "('move', [5, 6, 8, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "340/20=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/aP40fCj9j7xp8aPAHi/47aH4Pn8daReSt8OpddvIo74zKyO/2WNnBnKMEfAVthIYYJyeG/4KX+EPgV4r+B2iaF+0LZ6EfCU3jS1Op/2/era2mRbXRj3yl0C/vAuPmGTgc5xX59m3D+JhDF4pYlqLvLlV9dL2lqttlo9LH9IZR4t5bTxfDMXld3gYuEnZXm5L2fNT01aa59Wv3ja6cz5D/ghV4k+LHij/AIJkfDy/+Lk17Lcwx3Vtok2oJiR9LiuHS0wTyyCNQqE9UVcZGCfryvMP2MtO0LR/2YfCGk+F7W2g0y1094dNhswBDHbrNIsax442BAoGOMYr0+vtMsi4ZdRi3f3Y7+iPwvifMqeccR4zHQpqmqtWc1FbRUpN2+Vz8jf+DqjxH8WLXwd8J/C2ny3qeCLy/wBRn1URR/6PLqcaxC2EjD+IRPcFVPXLkZxxoX/xH/awb/g2Vh8Stda3/br6ILCW88j/AEn/AIRn+0TAGz97yjY7V8zr5R3Zx81fan/BTbwn8CfGvwa8M6B+0hBocnhOTxzA18PEWoC1tQ4sb4xlpC6BTvxj5hk8c5q5oGleGbb/AIJm3uhxWdpHosfwp1G3S3TCwJaCzmUIMcCMR8ccAV81Vwk557i/fa5qX3X0/C1/mz9UwPiHg8HwLkmXPAKUsJi/auTStUUZOXKnb4pc6Ur6WjDe9l8L/wDBqx4k+K978PPiv4X1WW9fwTY6rp02i+bH+4j1KSOb7WsbH+IxJasyjgZU8Fuf1qr5k/4JjeDvgL4G8BeLdD/ZqstAh8JnxDFLaf8ACNXq3NrJM1pEJWEqu+9twwfmJG3HGMD6br1eGouGR0E3fS/3tu3yPi/E7P6PE/HWNzKlR9jGcl7rVmuWMY3kl9qVry829XufHX/BeXxH8WfDP/BMnx5d/CWW9jkuXs7XxBNp8e6RNKlnVLnJHKoykI5H8DtnAJNfmf8A8EaPjp4+8K/AP4o+FLj9pvU/CNhpUYuvBelR+KbWyjl1OS3nMuxJwS+Wjtcjhcn1Y1+237VumWGt/syfEHRdVtFuLW88G6lBdQOPllie2dXU+xUkfjXnH/BPf4P/AAv+C3g3xf8ADz4U+BrDQtEtPFayW+nWUZ2I72FoztliWJJPUknoOgFeRnOXVsbn9KNOs6bcHquln6re/wCB9DkXHmAyvwvxeQVMHGpUnXhUU3a1lyvXd8y5OVdOWctra/j9/wAG9vxF+PWt/wDBUlL6z1nVdQg8T6Tq9z8SbiUGUXEflvMtxcE9G+2mDD9d0pXo5r+gevir9iDwJ+zr4e/bP8YeJ/hTp3hyPxbqb+KP+E6m0q+SW8M39sxFFuUDsYSTvIUhckE4OOPtWu7hOi6OWSi5X9+X4O36X+ZyeL3F2G404rhj6GG9glRpx5Xa7snK7t/i5YvrCMXpsiiikd1jQyO2FUZJ9BX0x+Wn5zfHr/gvn4U+DP8AwUus/wBkRfB1hcfD/TdUi0Pxl4rkWb7Za6m5ZWaFQwUwQyNEkmULHbKVPC5/Rqvxu+Jn/BH3Xv2o/wDgsBd/Enw5qDJ8NtW1WLxh4xvPtBE9kzTyZtEJHLXEsDFCPuI7kj92N37I185w9jMdjlWq1neDk+R+Xl5bW87n6n4k4PgTB4LKY8PyvVdBPEK97T0+LtO/PzJaWUbKzTZX84v7cfxc/aV8M/8ABarxT401PxlrGheKNJ+JIsPD+oiVbaSz0gyCG18st8iRNZyKdx+VlkZm+81f0dV5Vr/wl/Y91D9q/R/if4k0Hwc/xjttAePRZ7m8iGrnT/3qM8cBfc6ANMnmbDgFl3YGK2z7K6ma0acIVORxknf/AC810J8LeOMJwPjcdWr4P6wq2HnTSsnZuz96/wDy7drT8rb2sfhn/wAFzfi94m8ZfGHwl4R0n9oPUfG3hCy0Fr3TzP4jg1CK31B55EmIaEDDeWkHDdAePvHP7ef8E8PEPxW8WfsN/CvxJ8b3vH8U3vgqyl1eXUY9lxKxjGySUdd7R7GJPJJJPJNcD/wUe+Bvwh+N0ngvw78Wvh9p2vWFiuq31paXyNsjuEigCyYUjOAzDByDnkGvffgr/wAkc8JcD/kWbDoP+neOvKyDA1cDnWJhUqubUYavrfXXV7WsjfizjjA574eZTktLCKnPDSqNyVrO7+zbX3r3nfeST16dNX4bf8HRnij4uj9qzwD4a1S5v4vBtp4M+1+HQFKwNqLXMq3bqw+9IES0B7qCuMbuf3Jr5V/4KV/BH4S/G+88HaX8XPANh4gttK0rXL/T4NQVikNygswsmARnAJGDkHPINd/FdN1MjqtO1rP11Wh5/hPxZhOC+NqGZ4mh7WCjONlbmXNFrmjfS/T/AAtn5hft/wD7Sfxe8X/8Ew/h/FqH7VuteIdZ8TjTk+IugTeK7W4JjMDzKJYIx5iATRwk57gBuuK+1f8Ag2e8R/FfXP2BNQ0/x5LeyaFpfja7tvBj3ceFFmY4nlSJjy0YuXm9gxcDpgfSH7VmgfDjX/2CJtJ+KlppreHLvS9Bj1z+05lhtzbG8s/M8yQldi4zlsjHqKu/8E7fD3w08Kfs5x+Hvg3aaZB4Wtdfv10KPRZlktfs5l3AxupYOpJJ3ZO4knJJryssy2vgOIoxqV5VH7Ju77c1rat6dfU9/NuP8FmXhhWyaGAjTlPFupzxS5YppystE+dL3F/0708j3WqPiXxN4b8GaDd+KvGHiGx0nS7CEzX2paldpBb28Y6vJI5Coo9SQKvV+cf/AAc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD9XmOM+oYGpiOW/Kr2/r8T8+4N4d/1s4pwmUe0VNVpqLk+i3dl1dlaK6uyP0R0DX9C8V6JaeJvC+t2mpabqFslxYahYXKzQXMLgMkkciEq6sCCGBIIORVuvxa/wCCNXx51iH9kVvD3xP/AGv9V8L2ujeJLi08L6O3jW0sVisdkch2xyguV8+SbBPHUDgV+rX7NPizWPGfhy7164106pp1y0cunaiJxKk4dSS0bj5WQjaQV454rw8r4pw2Z4mGHjTkpSTu9LKyv3287HXxhwjU4TzvF4B1o1FRm4qS6q+mnR23V3Z3V9D0uiiivqT44K/nf/Yx+Iv7WF1/wXd03XdWn1o+NtU+KV3Y+NbeS3/ef2b5rpeRSR9FhjtoyQPuosSFfurX9EFfFXgvwL+zrB/wVA1Dx7o+m+HD8TZfFt1Dq88V8j6mth/YLBN8O8tHGQsQD7Bn5eTnn5jiOhKrWwclJr97FaefX5W/E/VvDTjHDcLYDOaFXCe2eJw0oJ2T5d171/sPmvK3WMV5r7Vooor6c/KT+av9nb40ftF6F/wVmm8YfEb4n614U8Vax45vbD4garJfR2M0NsZmF1DI0nyRIqxgBei+WgXlVqX/AIKu/Gj4seI/27ba+8NfHDWvFcXhmDTX+H2rxa1HfSW0hWOYmCS3GDILrf235VR0Va/oS8Pfsvfs+eFPjfrf7SXh34S6PaeOvEdktprfiaK3/wBJu4QIxtY5wMiGLJABbYMk4r5i/wCClXgH9nLxP8cfDWpfF7S/DcviDTPCks3gVdYvUinF2LrLG2jZ185wViOArYIU4Ga/M8z4cxeAwE6ssS2uZPl1s7ySTeu+t3pv1P6ly/xuybFcc4bNIZUuWGEdFxXLzKSTk+XT4FbkXVU3J2+yfXfwqvPF+ofC/wAN6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK/S4rlikfy9VmqtWU0krtuy2V+i8kfz4/wDBf34k/tAaB/wVXutVutc1bTh4WsNHuPhpcx5i+zQiKObz7cjqftv2jL9d0e08IAPviy1D4HfHzw/4Y8N/HH9oe0+Id0kdveHwp4l8aWV9atqItyGc2iYWVk3y4VgyrkkDIBH2F8aPhR+x940+NHgDxf8AHbQ/B8/jrSLyVvh1Lrt5FHfGZWR3+yxs4M5Rgj4CtsJDDBOTy3/BQj4R/DP4yfCrw98Pfih4Ls9a0W+8Z25u9OugwSQpa3brkoVbhlB4Pavz/NuH8TCOLxSxLUXeXKr66XtLVbbLR6WP2jNvEPBZ3lGQZdDCyw8sJDklVilzPVRcqesb35XKV5RvOUlfS7p/8EuHmj/ZLtdK01pH8M6b4o1qy8CSvGoV9Civ5ks/LK/6yERjbG/O+NUbLAhj9E15n+xzo2k+HP2aPCfh7QNOhs7CwspLaytLdAscEMc8iJGoHRVUAAegr0yvs8si4ZdRi3e0Y6/JH5RnmMhmGc4jExjyqc5O3q3v59/M/I3/AIOqfEfxYtfB/wAJ/C2ny3qeCLy/1GfVRFH/AKPLqcaRC2EjD+IRPcFVPUFyM44p/wDBPL4oeG/Hn/BP/wALeBf2iP2sru0tZ9LudKuvCd547tLGB9JSV4YbZ4gVkWJoFCEFgWQ8nmv1N+Ov7PvwX/aa8ASfC749fDvT/E+gS3UVy2m6kjFBNGSUkUqQysMkZBHDEdCRWZ+0B4O8Kaf+yz418H2Hh2zg0qDwBqNlDp8MAWKO3FlJGIlUdFCfKAOgr5zM+HcVicdVxcMQ4KUVor30Wqeq00v83ofo0vEXAVPDvL+G44S1XD1pVHVVtm5NOPXm96z1WkI2f8vgX/BOPw54W8BftA/FvwJ8GNEstO8ERafoV5d2GjWcUdhba/IlylysZjGBI1pFp7yRj7uUbA38/YNfOn/BO/4QfDD4GeHfGXw9+EPgmy8P6LDr9vPHp9grbPNksoS7ksSzMcDkk8ADoAK+i69ThmDhkdBXvpf723+B8NxXjqeYZ7VrU7tWjG8vilywjHmlZu0pWu1eVr25pbv59/4KXeINe8Ofs3W9zZ6vdafok/jbQ7fxrqFpgfZ9Fe+jW5Mjn/Vwt8iSvxtieQkgZI4f9mnx18SNR8d/tAWvww1CbU7XSfDulvoiRwRSwReJfsd551vG4++/lJpjPGx+UyL03V71+1dpen65+zH8QdE1azS4tL3wbqUF1byDKyxPbOrqfYqSPxrzz/gnn8Jvhr8EfBnjD4dfCXwZZaBodr4sWSDTbBWCK8lhaM7EsSzEnuST0HQCuTFYeUuKaM+dq9OWnpp+t/VI78FmmXUeFqlGdHmqqas2lytOUJNt/FzLkcErWcZvWPLaf49/8G/XjD49ah/wVeF9LNqt3Nrula2/xLuLuAvI0ZVpmkuCwyjG+W2Bbg722/xGv6B6+Pf2Ofgn8Jvh7+1zr/xJ8E+AbDTde8WL4ql8R6rbq3nX7rrMJBcsSByxOFwCTkjgV9hVXCdF0cslFyb9+W/k7fpf1Z7/AIt8Y4PjjimGYYbD+xiqNOFtLtpNtu2mnNyx/uxjtsiuL+O/i6Lwr4CuIzcrFJfZgEjNgJHjMjE54AUHntkV2lfM/wC0rezfHjx9o/wU0Jpms9f1IaVezRsF8uwUNNqMmSjgboI2hXI5eVMEZyOrP8VOjgfY0n+8qvkj89G/kv0Pz3L6SnX55fDDV/I7L9iTwabT4Y3Pxf1Oz8vUfH96NWBeJBJHpwUR6fCSrNkC3VJSM8PcS8DJFezUyCCC1gS1tYUjijQLHHGoCqoGAAB0AHan16mEw1PB4aFCG0Ul9xy1qsq1Vzluwr+cX9uT4u/tK+GP+C1XinxpqnjPWNB8UaT8SRYeHtR81baSz0gyCG18st8iRNZyKcn5WErM33mr+jqvjf4y/BH4S63+3xbfHDWPAGn3Pi3SvEfhyy03XZkZpre3by9yKM7RnzHGcZwxGa+d4rw8q+FoqM3H95Faeel/Vbo/UfCrjbBcFY7HVcThVXVbDzppO2jdnZ3+xLaa3tbR2sYnhbxj8PfiD4pGj6N+0pL461R7WaHT7C48YW2oywo+BI0UUIDZIC5ODwBX2h4L0FPCvg7SfC8buy6bpkFqrSEFiI41TJxxnjtWgltbxtujt0U+qoBT67MnyWpldWpUqVnUlO2r8r+bvufnOMxscVCMYwUVG+3n8kFfGn7VvjWLSP2y9bsvix4uk0vw3Y/CGG58OLfTJBabHu7r+150ZiA8qLFp4fOdiMh4D8/ZdfKv/BSz4IfCT44Xng7S/i74AsPEFtpWla5f6fBqCsyQ3KCzCyYBGeCRg5U55BrLium6mR1Wna1n66rQ9XhbE4LD5pyYuLdOcXFuKTlHZ3ipNK/u8r1XutnyP/wV78c/tMH/AIIefCi61R9Zjl1xtEh+I0slkIZXtPssjw/alUDyt86WxYYHzlVIGdtemf8ABsrq/wATNQ/YE1TT/GMNwNDsfHV5H4ReeAKrWzRxPOI2xl1Fy03POGLDPGB9QftLeD/DHxE/YaXwT430WHUtJ1ax8P22pWNxnZcRPe2QZDtIOCPQg1b/AGB/Ang74YfAmX4ffD7w5baRouk+JdQg07TbNSI4I/NzgZJJ5JJJJJJJJJNc1LDSp8UQbm3+5/JqP47+p9zjePMBivC6rkEcHGE5Yt1VJW5Yxd3ZdeZfAnt7PTyPa65H48eEfgv47+EGv+FP2ibLRbjwTd2JHiKPxDcLFZCBWD7pZHZQgVlVg2RtKggggV11fnH/AMHNviT4saL+wtoml+B5b2Pw9qnjW3g8ZPaJlGgWKSSBJmHKxmdEPoXVAecA+9meKjg8vqVpR5lFPTv6+XfyPjOB8jq8ScXYLLaVb2MqtSKU9nG2t47e9p7uq962qPvP4OeDvg/4P+FXh/wz8DtK0aHwfZ6VCnhxNEdJbQ2m3MbROpIkVgd2/J3Z3ZJOa6hVVQFVQAOgAr8W/wDgjV8edYh/ZFbw98T/ANr/AFXwva6N4kuLTwvo7eNbSxWKx2RyHbHKC5Xz5JsE8dQOBX6tfs0+LNY8Z+HLvXrjXTqmnXLRy6dqInEqTh1JLRuPlZCNpBXjnivDyrifC5jiKeGhSlFteXKrK+nl0Wi6HXxrwtieGuIMbhKtdVXSqSXPd3lru7/a195XdnfV7npdFFFfVHxQV/O3+xx46/al1P8A4LxaR4j19NWl8c3nxWu7XxbFcWgMsdhvkivEZDwkUdoHAxwiIu3oK/okr488JfBP4S6b/wAFF7j472PgHT4/GOo+NrywvfEIRjcS2y6C4EfJ2gYRBkAE7Rk18xxHQdWtg5KTX72K08+vyt+J+p+G/GuD4TwGcUK+GVV4rDyhFu3uvVWd/sPmvJLVuMdOq+w6KKK+nPywK/n7/wCDiDxd8dH/AOCn4sNRm1RLLRdF0l/hxGsB2hGjSR5IAB+8Y3omUtgktGF6Kor+gSvjj/gop8E/hN8T/i7pfjH4g+ArDV9T8KeDXu/Dl5eKzNYTm6J8xACFJyiH5gcFQRXzPFtF1cnbUrWlF+utv1v8j9Q8I+McHwRxY8wxOH9tGVKpC2l02k01fTXl5X/dlLfZ/VHwqvPF+ofC/wAN6h8Qbdodfn0Czk1yJ4whS8aBDMpUcKRIWGBwK36KK+liuWKR+Z1ZqrVlNJK7bstlfovJH8+P/Bf34k/tAaB/wVXutVutc1bTh4WsNHuPhpcx5i+zQiKObz7cjqftv2jL9d0e08IAP0U+GfxS8H+M4vDUHiX9q2XxXrrWsEo0G/8AG9ndj7e1viQpBFgl13SgAZwCeK+v/iR+zF8APjB8R/C3xd+Jvwo0jWvEvgqczeFtYvYC02nyFlfchBwcMqsNwO1hkYPNdutrao29LaMEdCEFfF4jhTF4jE15/WnGNRt2V3dPo9UtNlvofq3FHiPl2fcNZPltLBKE8FTcJS095+6rxsr2fLzyvrzyfa75v4LeEj4H+FujeGWMu6C2LsJ8bw0jtIQcAYwXIx7V1FFFfYUKSoUY019lJfcrH5POTnNy7hWL8SNLGufD7XNEfTlvFvNJuIJLVwcTK8bKycc8gkcVtUU6sPa0pQva6a+8IS5JKXY8x/Zj8Jtomh6x4ikEytrOopJtlGBiKFIgV4zg7ffmvTqKK58vwawGCp4dO/KrX7mmIrPEV5VLWufPv/BS7xDr3hz9m63urPV7rT9Dn8baHb+NdQtcD7Por30a3Jkc/wCrgb5ElfjbE8hJAyR8uWXx40ax/ak+InhOb9rS88K6NY6XosjWFn4ssrCFdVdLhbkL5gLO4gjstwz8pIHGa/RbxT4Y8PeNvDOoeDfF2jW+o6Vq1jLZ6lp93GHiubeVCkkbqeCrKxBHoa5/4K/AH4Nfs6/D61+FXwS+HWm+HPD9lLLLbaZYRHYryOXdiWJZmLE8kk9B0AFeJm2Q4rMcxjiKdd00o20vffpZrR9deh9RgM9yvC8PTwlWhzVruztHltJwbk2/e5o8jilazjN6x5bT8l/Y/wBE8N+IPEUHxB8J+Jf7Y0+00i8t4dWt75LqK8kuLiKSWRpkyJJC8LEkH7zNkdMfRNIiJGuyNAoHYDFLXq5Tl39l4NUOfnd27vS93fz/ADPm8XifrVb2lrbaegVy/gn4XaV4I17Udcsrt5WvmIjjZABAhbcVB789/QD3J6iiuqrhcPXqwqTjeULuL7XVmYwq1IQlGL0e4UUUV0GYV+Yn7R3xi17wn4J+MfiHxF8Vr3QvH1r8bDaabJNcwQXVmF1G3TSY4Ul+VYX05IZQ5GCjTSE8MR+ndcHq37L/AOz7rvx40/8Aae1j4TaPcePtL002Gn+KJLfNzDbkSKUBzjO2WRdxG4K5GccV4ee5TWzajThTqcjjJO/9dV0PqOGM4yzKKtSWNpe0TSaSUXeUXdQlzbU57TtdrR2laz+bvhh8adJ1HxO+heA/2sLzxhqFyAbfS38ZW2oSYRs7kjhAb0z1GOtfZNo1w9rE10gWUxqZFU8BscgfjSpbW8bbo7dFPqqAU+nlGU18slOVWvKq5W36Wv3b7ni4zF08SoqNNRt2/wCGQV8a/tV+NYtI/bN1qx+K/i6TS/Dlj8IYbnw4t9MkFoUe7uf7XnRmIDyosWnh852IyHgPz9lVwnxy/Zi+AH7S9votp8efhRpHimPw7qi6joqarAXFrcAY3DBGQRjKHKtgZBwK1zvLqma5fLDwlyttPy0ez/rc7+HswwGX46UsbFunKLi3FJzjqmnHmaV7rleq91yPhD9mH42+HvHHwK8Bt8VP2wrvVtWvNKsZbvw9q/jWxVZrgMrQI9sgVg4YRMIxghwAR1FfeH7O3hJvCfw5CyCYPqOo3N+6TDBUyvnAGBxgAjPrXbfZLUNuFtHnPXYKkrhyrIKuX4x4iriHUfLy6rZXT3bfYjNc2pZjObp0VSjKTlaOyvfRaLRXt6IK5/4qfCv4d/G74fap8Kviz4Rs9e8O61biHVNJv0LRXCBgwBwQQQyqwIIIKgggiugor6OUYzi4yV0zyaNarh6satKTjKLTTTs01qmmtU09U1sYPw6+F/w9+EvgbSvhp8NvCFjo+g6JZJaaVplnCBHbwqOFGck+pJJJJJJJJNbqqqgKqgAdABS0URjGKSSskKrVqV6kqlSTlKTbbbu23q2292+rCiiimQFeL6X8PzdftOnWzpklsLDU5tUZoVOyZns3tQzE5zlZO2OU9iK9oorz8dgFjp0ZOVvZzU/W19DooYh0FNJX5k194UUUV6BzhXi37THw8Hjnxdp2mDTJAdV046e17bqfM2GQllycqNoO4ZHck8CvaaK8/M8AsywjoOXKrp39GmdGFxDw1X2iV9/xQUUUV6BzhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4/wDtm/t1fs5fsEfD7T/iT+0d4ovrGx1bVDYaZa6Ro1xqF3cyrDJPKyQW6NIUighlmkfG1EjZiRXsFfA//Bbjw58S9A8RfBv9o/wf8FvFfj3SPB6+NdG1zQ/BeiSalfJNrfhm70+ym+zx5YxfaSkTv0jWfceAaAPunwr4o8PeOPC+m+NfCOsQajpOsWEN7peoWr7orm3lQSRyoe6sjKwPoav15F/wT/8AhN4z+A37C3wc+CfxFj2a/wCE/hhoWk63FvDeVd29hDFLHkcEK6sue+2vXaACuZ+M3xe8DfAL4Va/8Z/iXf3FtoPhvTZL7U5rSxluZREgyRHFErPI5OAqqCSSAK6auQ+P3xA0r4V/BPxT8Q9b0TWtStdJ0S4nnsPDmjTajfTgIRtgtoFaSZznhFBJoAi/Z2+Pnw5/ak+B3hf9of4RX11c+GfF+kRalok97ZvbyvBJ90vG/wAyHjoea7SvkX/ghTr2pXv/AAS1+FHg3xB8PvFvhjWPB/h+PQdc0nxl4XutJuku4FVnKRXKI0kX7wbZQNrEMAcg4+uqACkkkSKNpZGAVQSxPYUtJI4jjaRgSFBJAGSaAPEv2Sv+ChX7Mf7a/iPxb4O+BniLWH1bwVLbf23pfiDw3eaXcfZ7kOba8ijuo0aa2mEchjmUFW2nHbPt1fAX/BIf4s6h+09+1B8e/wBrD4r/AAg+I3g7xz4qvLHS9M0Hxj8PdQ0i00jwrp0tzDptvFc3MSR3dzM0lxdz+WSENwiDhMn79oAKKKKAPEbr/goV+zRp/wC2PZfsLalrOu2vjvU4pjpbXXhe8j0u+nhtVvJbSG/aMW8twluyytErllU84PFe3V+e3xn07xT8Tf8Aguj8HfFPwu+D/wAXI73wDb61ZfEPWvEulXH/AAhkehTaQ5gu9NlkLW4vZLuWGEvBtmKxyJINqiv0JoAKKKKAPLP2sP2y/gF+xV4T8O+Mv2gPFUumWnivxjYeF9BS2s3uJbvUrxysMSogJx8rMzdFVSTXqdfl9/wcH/BL9tj4k+JvAXxA+Bf7Ly/E3wp4Tl0ZrOG08TC1utK1yTxPpcr3H2VYJZLhWtrRLczDattFc3MrblVlr9O9OmvbjT4J9Rs1t7h4Vae3WXeInIBZQ2BuwcjOBnFAE1FFFAHmn7WH7V3wr/Y0+FA+MXxetteuNNk1qy0m1svDGgT6pf3d5dzCGCGG2t1aSV3dgoCgnmup+EnxL0f4yfDTRPin4f0TW9Nstd09Lu2sPEmjTadfwIw4Se2nVZIHHdHAIrwr/grD4Q+EPjL9lD7J8cfB3xd1jw/Y+K9M1GQ/A+1uJfENjcW8plt7qEW379VSZY8vD86kqeFDEan/AASmX9pNP+Cd/wAJ1/a8bWT8Qv8AhGF/t4+JGzqW3zpPs32s9ftP2byPNzz5m/POaAPoOiiigCtrOsaV4e0i78Qa7qENpY2NtJcXl3cSBY4YkUs7sx4ChQST2Ary79kH9tj4D/tyeBL74k/s/wB/rdzpFlfi3W51vw1d6b9rRo1kiurcXMaGe2lRg0cyZRxnB4Iq7+2t8NfF/wAZ/wBjf4s/B/4fEf294q+Gmu6RomX2g3dzp88MIyenzuvNfH//AAb0eGv2h/CPwW8b+HvibpvxZsfBdjceHrTwVp3xlWddUtb6LQ7WPW44FuP3iWC6grrAo/dBVby/kxQB+htFFFABXz58I/8Agpd+zz8ZP2stU/Ys0Tw18QdI8caZY6jfeV4p+H2oaZZ3trZXKW09xbXNxGsdxF5kiBZIyVcMCCcivoOvlD9nPwP4z+I3/BVD4+ftN+NPCeqWGk+E/C/h/wCG/wAP7rUtPlgS9gVH1bVLm3MigSxNc3dvD5iZUtZkZypoA+r6KKKACvAvjV/wUw/ZI/Z+/ah8M/sg/Evxnqdt4x8UPp6Wq2vh+6uLGye/nkt7BLu7jQxWrXM0UkcQkYF2UgV77X5Qf8FI/g38cfFX/BZr4f8Ajfw78CfHWrzR6h8O28A6zoGhSTeGZbW01q/m199dlUeV5ttayxy2hnO6N33Q/MTQB+r9FFFAH//Z", "info": {"equation": "340/20=17", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a77fb03aa4edaac2744d306aec5a760bd1ce5067f3c6840cdd3f26e3309dcde5"} +{"episode": 72188, "episode_seed": 757948143, "split": "train", "timestamp": "2025-10-28T03:49:51.198232", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 757948143, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [5, 0, 0, 0])", "action": "('move', [5, 0, 0, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "7*15=105", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "7*15=105", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f368f1d62506c091a2daefe6d2722cb5602f0f7ba5948a2beebd5c805d4d6873"} +{"episode": 72189, "episode_seed": 4207721761, "split": "train", "timestamp": "2025-10-28T03:49:51.240546", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4207721761, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [2, 8, 1, 4])", "action": "('move', [2, 8, 1, 4])", "reward": 0.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cLr9rvw14K8VT6jH4DtfC0d14SgaLbaTXTsy3kikcSSgiJWzyqleAGy3a/8ABNH9pP4nT/sBXy+NP2xtY0XXNDTUbLwDo03jSytStrBaRi0jWKYbmQT70XecYUKPlAr9Sf2xvhR+xf8AFX4e2Fn+29pfg6Xw5Z6ssmm3HjPU47KGK8aNwBHM8keHZN/yBvmCk4O3j0jwp4c8H+H/AAvpug+DNHsLXR7Gwhg0m2sIkEEVsiBYkjC8BAgULjjAGK+LxHDWLxGa1cRTxThzW2vzej1Wi6H7lmfijl+L8MMu4e/s1c9CV3OSXJLlvrHS/NPm/ebdd+bT+W/9l34vftRXX7cnhX4sfDDxHrmpfE/VvGkcq3kQM11qFzPLidZFPDpIrSB1b5dhbOAOP6pK+APDn7OXwL0j9rFf2g9N+GGmReNbz44XsFz4jCObhkOqXEZAyxVSURVyqg4yM8nP3/VcHUJUKWJTk3ao4/d19XfX0Ry+MviDgOPsZgKuFwnsFSpWe125NPlTX2IW9zb4paK9grwP/gqL4r+N/gj9gD4o+K/2c31BPF9l4d36dNpMO+5ghM0YupYh1DpbGdww+ZSu5eQK98ps27yX29dpxivra9J1qEqaduZNXW6ut16H5PlOOhlma0MZKmqipTjNwl8MlGSfLLylaz8mfzCf8Ervi38Rvhn+2V4ci8IfF3UfCOm69K1n4u1G01aK0V9PAMriSSb5BhkUgn5s8Dk4P7SfD746eGZtf/sfw7+2Hc+JrzUIjDDpVx45tLxnIw5MccWH3AIeR/Du7Vw3/BMf4Yfsj+EvjL4Q1z9nvRvCC65f+B7seMZ9A1GO6uBMYrNtk4EjmEmTzDs+UFlPHy8fevjrx58NPhToDeMPiX4z0Lw1pccqxvqmu6jDZ26uxwqmWVlUEngDOTX5rkmR4nHZa6kcVKnG7Vle2nX4lv1P2Lxa46wvGXF8K+HwDg1ThG0kvaSeru0k+9o6vRJ9bJ3w5utevfBOn3PiZXF68OZvMXDHk7Sw7EjBI9a26r6Vqul67pdtrmh6lb3lleW6T2d5aTLJFPE6hkkR1JDKykEMCQQQRViv0nD03RoQp83NZJXe7st36n4jVbdWTatq9O3kFfmn/wAFUP8AgvjqH7FH7RFv+zv8AvhvovinUdERJPHVzr5nSOB5FSSO0tzGy/vPKbc0hDqPMQAEhgP0sr8jv+CyP/BDf44/tDftMXP7UX7Lc9lqEfimFJPGem6xqawGwuIY44hcQlh+8ieJVzGMsrRsRuDgL4/EdXM6OWueC+JNXtq+Xrb8L+Vz9R8HcNwHi+LvZ8VySoezly8zcYOppZTatZcvM1qvest7J/oX8Pv27/gB8QP2Lo/277XXLi18DL4em1W/kmtmM9p5BZJ7coPvSpKjxYXIZhwSCDXw/wDsCf8ABxM37UH7YCfAP4zfCvSvC/h7xZqJsfAGpac00lzHdPLttra9LOyu0qlU8yNUAkwNu1sp337Ovwh8EfD/APYW8Wf8Er/iPqtzeWq6BcDQtctIJIJNTsb+ZpLiYEgosttdyyAoGOY2t9w+c18rf8Ejf+CJHxUs/wBryP4//GfVYovBfwy8Wyv4bvtPlKv4j1OxuAI3RT8yW6SKS7H7zxGIZG5h4Ms7zLHYvCQwck7xUqiS03tK/ZLW3X8D67hzJ/COnk3EE80m1KMprCuTam4a+zcErc1Ru3OmmrdEuY/bGiiivvD+fD4y/wCC9/i/45eDP+CbfivUPgbLqML3N/a2niq60uLdLDo0m9bkkj5kQny0dh0R2zhSxH5Cf8EW/jH49+H37TNz4PsvjpqXgrwhrGkTz+KJbXXYbCGV4Y3+zFnmyu4SyADb8xDEdM4/o+1vS9G1vRbzRfEVhbXWn3lrJBf2t5GrwzQupV0dW4ZSpIIPBBOa8k/Y3+D37Dfwu8FatB+xBo/ghdDvdUDazc+DdUiv45LpY1wkkySSHcqMpCFvlD5AG8k/KZxkOIzHM6denX9nZW63X+HVb311P2vhPxKwOQ+GGY8PVcv9rOtK6qWXKuZJL2jab5oct6e+va13+CH/AAWW+MHxA+Iv7VT+F9W+N2peNfCeiaZbv4RuLvXIb6KJZ4IjclHh+XcZkYNkbsIo6Ba/Zn/ghn4u+OPjX/gm14G1j47z6jPep9og0G61WPbNPpEb7bRyTy67BhHblkVTyME3P+Chf7PPwR/aB+K/w68N/Gn4aab4isbDQ9durO1vg4WKY3GlKXGxlJ+UkYORz0r2H9jC1tbD9lPwDYWNtHDBB4at44IYUCpGirhVVRwAAAABwAK4MhwNXBcR4inOq5uMVdvrez11e2yNOMfEfLeIfC/LMho4JU6lCWstLe6pRvC2t6l+apdL3v5r3Xp1FFFfdH4gc/4j+LXwq8H+K9L8B+LviZ4f0rXNbYLoujajrMEF3fkttAghdw8p3cfKDzxXQV/MZ/wVf+IH7Qupf8FJPiRrnxi1XWLTXtC8XzweGXm3QSWWlwzs2nNb7cbE8kxyqy/eZy+dzE1+pv7N37SU/iD4EeCvFPxh/bx1O38VXnh6zufEFpP8QtPh2XTIGdWiC/Jz1Xt04r4n/XTD08RUp1aMvddlazemmqbVvxP2njbwgqcI8O5bmcMZGq8VG8o7WbipLkevNGzs27a2097T9JqK8q/Zt8X+I/GQvdZl1ptT0m6gS4tb8T+bFIz/ADAxOMqyspz8pxjbjrz6rX0+WY+GZ4OOIjFxTvo/J2Px7FYeWFrOm3ewUUUV3nOFfzX/APBcHxr8edd/4KVePYfjJd6nCdE1FbbwZFcoYkt9HX57V7fHGxsly45Ls5PzAgf0oV8Gf8FLPhp+yV49/aXS6/aN0vwjdazZ/Diz/wCEPi8S6mkMrzm71ElYInkXzyXEXybX5KjHzYPyXGdF1Mn51JrlknbvfT9bn7D4KcaYbgniyeKrYV11Upyh7qXPHaV436PltLbR36Wf0L/wTd8UfGzxr+wr8MPFX7RQvj4xvfC8UmryapB5dzKNzCGSVevmPCImYnDEsSQCSK9urnPg8Wb4SeFmYkk+HLHJP/XuldHX0+Hg6dCEG72SV3u9Nz8szTGRzDM6+KjTVNVJykox+GPNJvlj5RvZeSCv5UPjd8Y/2qtO/bQ134w/EXxPrml/FnTvGDzXV9L+4u7G/hk2Iir0RUCqioPkCKFGVr+q+vEtf+Bv7A+pfth6d8T/ABH4b8Av8bVtFl057nUIRrMkSQOizLbGTdIVhVwJNhIVOCAgx4fEOUVc2hSUKvJyy69b9vNdPV6n6t4P+IuC8Pq+YTxGBeJ9tSsrJXjy3bUr7Up3/ePX4YuzPzC/4KsftGfEWP8AYg0/Tfh/+2FrGv3mu3NnY+PtGi8aWV5vs5LWQzo0cI3KhuBGrbTjBKnKsQcD/g128W/HCL9pvxp4I0CbUZPh9L4WN54jhEW60g1ISxpaOWPEcrp9oAxgusZzkINv65ftv6V4cvP2P/iVZ+IbO1OnzeDL+PUBcYWMwGFhJvbjC7N2TkYGTmvFv+CY3gH9mb4f+O/Hmn/sp6d4Yh8OXOi6PLcSeFNQS6gluhc6mrbpVd9zhQgwW4GOBmvnqeVYjA8S4aNTESqNqTu73sk9NW9GerlniRgKPhJmORf2cuapPSaS5FzOLvLS/PHl9z0W3Lr9gUUUV+hn4MfhL/wc8+Lfjjdftd+GvBXiqfUY/Adr4WjuvCUDR7bSa7ZmW8kUjiSUERK2eVUrwA2W9L/4JJ/tFeKdU/Y+sbH40/tn6z4fbSdXm07wzpk3jizszDpUMUKxKscoL7FfzlUt2UAfKFr7q/4KO/A34R/tAeJvh14L+M/gKy8RaVC2r3UVlfM4RZljt1VwUZTkB2HXHNej/sN+HPD/AIf/AGYvD+gaHotraWNheapbWVpbwKscEKaldKkagDAVVAAHoK/O6uVYjF8TYinTxEoOyldXvZ200a0XQ/dM38S8sx3hPl/D6wCVSjLWenL7vN70dL807+/frfe+nlH7P3hjwd8Tda0G48EeMRr1hp3iP+1brWrLU47z7RdJI80jTTJlSzyOS2MHLcYr61pscccS7Yo1UeijFOr6zJcp/sjDypuo5uUnJtq29vN9u5+L43F/XKily2SVrBXgf/BUXxV8b/BH7AHxR8Vfs5vqCeL7Lw7v06bSYd9zBCZoxdSxDqHS2M7hh8yldy8gV75R1616dek61CVNO3MmrrdXW69DTKcdDLM1oYyVNVFSnGbhL4ZKMk+WXlK1n5M/l8/4JZ/Evxv8Ov21fC154W+J934UtNWeSy8T6xbalDakaawEsoaaYFUBaKM56kqAOTg/rzrVp+zP8e/EWjaV8TPjrp/xPn0+4km0Lw94n8Y2mqW6XDRkNMlmuEllEe8BnV9qs+MZJr6d/ZZ+Bn7Avwy8Y+MtU/ZE8M+AbfW7q8WLxqfCV/DczW8vmSssMypI/wBm+cS/u8IMoePkGOU/4KQfBX4UfHDQ/h74B+LXgOx13RpPGM872F2GVDJHpV8UbKFWyCT3r83xPDWKwWT1KjxTcUm+VX5Xr6/fpuftXH3iRgeM+OqONo4aeEUYRg5WXttm27JxvpLliudXju0nZYn/AASVvbpPAPxF8J+D7+4u/hnoPxCnsfhdO5ElsliLeFrqC0myfOtYr5rqKNssAE2hiFwPrOvGP2BfCvhvwL+zdaeC/Buh22maTpXiXXbXTdPs49kVvCmq3QVFHYAfiepyTXs9fdZLB08ooJu/uRevmr/hsfkPEuPhmee18TCNlKXXd2SjzStvOduab6ybYUjokiGORQysMMrDIIpa4j41fEOHwpob6DYyN/aOoQlYdoH7tCcM5/UD3+ldGOxlDAYWdeq/divv7L1ex5NCjPEVVThuz5d/a28ff8K20jU7D4Yw3V5q2r301h4Zt7O3ikmDiN5ZpY43ljWQQwxzSAFwGMaA43V9Tfs66L8MvD/wI8I6X8GZIpPCy+H7V9DnhKn7RA8YcTMR955Nxd26szsTyTXzv8E/gzqHxgfxF+0hfW0qrpxuNE8A27uObWGYLf3W3ywytPPDsT5jmO2jYYEhB7z9ig6x4En8QfCSYxv4fOoy6t4T2yIpso52ElzZeWEXCrcPLKhy/wAk23K+WAfh+GpvLsdyYiCh9YXNF/N+79z29O57mZpYnD3pyv7N2f8An/Xme/0UUV+hnzp8Zf8ABe7xf8c/Bn/BNzxXqHwMm1GGS5v7W08U3WlxbpYdGkLrckkfMiE+WjsvRHbOFLEfkJ/wRb+Mnj34fftM3Pg2z+OupeCvCGsaRPceKJbXXYbCGV4Y3+zFnmyu4SyADb8xDEdM4/oN/alghuv2Y/iNa3EQeOTwHq6ujDIYGylBBr52/YB/Z0+Bn7Pvxy1fQvgt8MNL8O2upeC0uL+KxRibiUXYVWZnZmOBwBnAycDk5+E4gwFXFcQ4aMKrg5ppNfZ5U3pqtz9w4R8R8tyPwtzLh+rglUqVpXU9LPm5Ved9eanbmptX1tta7w/Anjr4e+MvF8P9j/tEHx3rcVpJHY2914tttRnt4WeNpRFHDggM0cO44P3E6d/rj4J+CU+HHwk8PeBo5JmGmaVFDm4I38DnOABnn0rpUtreJt0cCKfVVAp9e1k+RTyzE1K9Ss6kpJK7Xbzu7n5BjMfHFU4wjBRS7f8ADIKKKK+hPOPEvjp8Df2BvHX7QXg7xt+0H4b8A3HxJtWhXwW/iDUIYtRnMcxeJYYWkU3G2UkqNr4YnHJr2k2doTk2sf8A3wK/mQ/4Kv8AxA/aF1L/AIKSfEjXPjFqusWmvaF4vng8MvNugkstLhnZtOa3242J5JjlVl+8zl87mJr9Tf2bv2kp/EHwI8FeKfjD+3jqdv4qvPD1nc+ILSf4hafDsumQM6tEF+TnqvbpxXw0OMMHh8VWhOg1aVrxSu7aXltr95+5ce+FuY8N8MZTjqmYquq0NINu1O6U7UtXeGurSjrZ297T9JVVUG1VAA6AClryr9m3xf4j8ZC91mXWm1PSbqBLi1vxP5sUjP8AMDE4yrKynPynGNuOvPqtfVZZj4Zng44iMXFO+j8nY/FcVh5YWs6bd7BRRRXec4V/NZ/wXH8XfHLxN/wUk+IFh8bZdRWPSb8WnhC2vYtkUWjAbrYwAfKUcMzlh952fPzZA/pTr4k/4KEfs4/Ar43/ALQt74j+Lnwv0vxBe+HfhlZy6LNqKO32Vzdam5IUMFYFo0OGBHy9OTn5LjSk55Pz81uWSdu99P1ufrvgxxzgeA+KZ4zFYf2sZ05Q0tzRd07xvpZ25ZbaO+trP2r/AIJqa/8AGPxR+wb8LNe+P1vdxeLLjwnAdSF/aiGdkBYQPIgxtdoBExyASWJIBJFe41znweYt8JPCzMck+HLEkn/r3Sujr6fDwdLDwg3eySu93Zbn5hmmMjmGZ18VGmqaqTlJRj8MeaTfLHyV7LyQV/Kh8bfjH+1Vp37aGvfGH4i+KNd0v4s6d4wea6vpf3F5Y38UmxEVeiKgVUVB8gQBRla/qvrxLX/gb+wPqX7YenfE/wAR+G/AL/G1bRZdOe51CEazJEkDosy2xk3SFYVcCTYSFTggIMeHxDlFXNoUlCrycsuvW/bzXT1ep+reD/iLgvD+vmE8RgXifbUrKyV48t3aV9qUr/vHr8MXZnype+P/AIP/ABR+F0Hg344/toTa1ZarpNunifQNS+JtmttdsURpoJhCUJjLhlZAwDLlTkEg9J+xj4V8HfC//gope+Dv2a/D9hpfh/U/ho9z8UtK8O2EKWFrexXES6PJJ5YxBcSRSX2EG3fGgcqc7z9P/tr+H9E1v9kf4jaLq2lQT2l54RvYLqB4xtkjeIqynHYqSPxryj/gnt8B/g5+z38U/Hng74J/DvTvDemXPh/Rbq5tdORsSzG51Rd7M7MzHaqgZPAHGK+ehlWIwPEmFhUxEqjak7u99E9NW9H1PnMFxBh4cP42PLJc6cVSVvZXnZOctfihZOCUH70YtyXLZ/VlFFFfoZ+fHxN8efGOvRf8FG9X8P8AxP8AEdzZaXZ/De0k+GlheSLDZ3QkllbV5oiSPOnQw2gccmOLnAU5Pin7MH7RWh6va+PE1H9t3UtJ0O0+Jurw+DbZPGun2UZ03dG5aJCuXi+1PdhJDnegUgkYJ/QT9ob9lj9nr9q/wxZ+Df2ifhRpXivTtOvftdjb6kjZt5thQujoysuVYggHB4yDgY6/w74S8L+EvD9j4U8MeHrOw0zTLOK006wtLdUitoI1CRxooGFVVAAA4AFfGYnhjGV8zq4mGJcFLte/o9Vouh91X4lyWeSwoxw163LCErqKhFQVueD1k51LJzulZ82suZcvhX7M3xL1Xx1rOmy+FPibJ4t0uKNra71NdVS9RwinJeSL5DICRk8EkjNfQ1NjjjiXbFGqj0UYp1e9lGXVcsw7p1KrqNtu78+m7/M+PxmJjiailGCjpayCvA/+Covir43+CP2APij4q/ZzfUE8X2Xh3fp02kw77mCEzRi6liHUOlsZ3DD5lK7l5Ar3yjr1r0K9J1qEqaduZNXW6ut16G2U46GWZrQxkqaqKlOM3CXwyUZJ8svKVrPyZ/MF/wAErvi38R/hp+2T4ci8IfF7UfCOm69K1p4u1G01eO0WTTwDK/mSTfIMMikE/NngcnB/ZPw38Rfhj4u8U6faf8NTHxnqMUkjaRpmoeNrS+aOUxOrSRRRYYv5TSLnnCs3HcfTvwO/Yz/ZZ/Zq8Q694r+BHwN0HwxqHiaQNrd1plqVa4w7OFG4kRpudjsTavTj5Rj0lbW1RgyW0YI6EIK+Go8G42OG9lLFtJ3vFJuP/pS+eh+qeKHiblnHXEscxwmC9nGMIwvLl55NXbbsmtL8sdXok9L2XGfs8eCW8A/C620eQTh7rUL7UJEuQAyNdXUtwVxgYAMmADzjGcmu3oor7fC0FhcNCindRSX3Kx+P1ajq1ZTfVthXI/Eb4RaX8Q9QtdSuNTltZIF8uUxRhvMjyTjnoQScHkcng111FTi8HhsdQdGvHmi+np6Do1qtCfPTdmRWtlbWdlHp9vEFhiiEaIOgUDAH5VyXgj4M6N4J8TT+I7XUJJ9ystrC8YAgVsZ5H3j2HTg9zzXZUVNbA4SvUp1KkE3T1j5BCvVpxlGL0lv5hRRRXWZHzT/wVY8Q+MfD37Mdj/Ymqahp/h2/8c6PZfEbUdMUB7Xw7LPtu2d+sULHyo5ZB92KR8kLuYfMnxn+OmkeG/2v/hx4d8LftJP4Wtb7wxq8vi86R4hs7WL7D5cUljJJNJnaWnYeWAfnRmIBUEj9KNY0fSfEOkXWga9pkF7Y31s9ve2d1EJIp4nUq8bqwIZWUkEHggkVwX7PX7I/7Nn7KOg6h4a/Z4+D2j+FbLVbtbnUo9PiYtcyquxS7yMzEKM4XOBuYgAsc/K5vw/icyzKGJp13BJW63W/w6re+uq+Z9tlHEOT4LJJYfEYfnqx9oo6R5Je0io802/eUqfxQspJvl+Dlbl88fC743aXqeqy+HvBX7VV34vv7kJLHYN4wtr+dBGT80aQ4YDLDdwQflzX1/4al1Ofw9Yza1Hsu3tIzcr6PtGf1q2ltbxNujgRT6qoFPrtyjJ6+W1Zzq4iVXmSWt9LerZ8xjMZTxMYxjTUbdv+GQUUUV7pwHmXxR/Y0/Za+NXxX0L45fFb4H6Drvi3w15X9ia5f2xaa28qQyxjggOEkJZQ4YAk4xmvSTZ2hOTax/8AfAqSiojSpwk5Rik3vpv69zqr47G4qlTpVqspRpq0U5NqK3tFN2ir62VhFVUG1VAA6AClooqzlCiiigArwj9pjwRJr/jlpItDfzdX0JdMF5boxeVA0xCdxlTNIw4/iJORXu9FeXm+WLNsE8O58qbTvvsdWDxTwlb2iVzO8IaFH4W8J6X4Zikd107ToLVXcgswjjVATjjPHatGiivTSsrHM3dhX8qHxt+Mf7VWnftoa98YfiL4o13S/izp3jB5rq+l/cXljfxSbERV6IqBVRUHyBAFGVr+q+vMtW/Y0/Zb179oK1/aq1j4H6DcfEKzRVt/FMtsTcLtiMSsRnazrGdocqWAC4I2jHz/ABBk1fOIUlTqcnI79fv06rp6vVH6/wCEfiVlvhzXx08Zg/bqvTUVtdNX913/AOXc7+/a792Pus+Q9H+Mfw78R+CrCw+Jn7bk2pNd6XANe0fUviNYNb3EjRqZoZETGULbgVBHHGa+p/2X/Bpttd174ku02dVsLKxj3AeW6QSXMm9eMnJuSCckfKPQ1699is/+fSL/AL9ipAAOAK58Bw3WwmYQxVbEyqOKdk13Vt3Jn5ti80hiKMqcKSgpO+m299rBRRRX1J5AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQaraS6hplzYQ3LQvPA8aTJ1jLKQGHuM5oA+eP2d/+Crv7EX7Uv7Qmp/sy/Bv4nXd94lsFvmsZLrQrq2sNbWym8m8OnXcqCG9EEh2yeUzbeTyATX0dX4qf8Erf2b/ANpmw/aJ/ZC/Z48Y/s3+OPCl5+yTZfEiP4oeLtb8Py22kX7arczLYrp143yX4uBKsreWTtAO7pX7V0AFFFFABXhv7bP/AAUT/Zg/4J+aV4c1b9pLxFq9knirU/sOkR6P4eub9i++KMvIYUZYYw80K73KgtIoGScV7lX59/8ABx/4t1aX9g2L4KeD/hH4/wDF3iDxX4u0a80228D+Br7WFhh07VrG6uTcPaxuLf8AdBim/HmFWC5wcAH6BqwZQw6EZFLXNfB34m6L8ZvhfofxT8OaLrem2Ou6el1a2PiTRZtOv4Ebos9tOqyQvxyjgEV0tABRRRQBQ8VeJ9D8E+F9S8Z+J78WumaRYTXuo3TIzCGCJDJI+FBJwqk4AJ44FeH/ALIH/BTL9lL9t7xx4k+GHwV17xBbeJvCtnBfar4d8XeEr7Rr37DOcQ3kcN5FG0kD8YkAx8y+oz7V458UweBvBOseNrrSL/UItH0q4vpLDSrRp7q5WKNpDFDEvMkjBdqoOWYgDrX5y/8ABGb4o6x+1X+2X8WP21v2jPg38TfB/wAWfGegJpuj+GvFHwy1PSdK8K+ErK7AtdPS+uoUivb2WSUXEpU9yEUKjUAfpfRRRQAUUUUAfO/7Zv8AwVF/ZM/YJ16y0P8AaL1bxTZpcWcV5f6ro3gnUNRsNHtZZ/Ijnvrq3haK0RpAVXzGBO04FfQOm6lYazp1vq+l3aT2t1Ak1tPGcrJGwDKwPcEEGvzK/wCDi+wuPjn8Lov2b/A/wK/aD174kRWVvf8Awyl+Hui3dx4T1i/mvoM22sbCbSVIfsqOUvVCqspMZO5q/ST4exeJ4PAGhweNbe1i1lNHtl1eKyUCFLoRL5qxgcBA+4DHbFAGxRRRQAUEhQWYgADkmivE/wDgo34Q/aW+IX7EfxF+H/7IUUL/ABC17QG07Q/O1RLEqs8iRXDJcOCsEot2mKSEHa+04OMUAL+xr/wUF/Zf/b5i8b3f7MPjW4121+H/AIsm8O6/evp0kMLXkYyTA7gCaMjkSLwQQR1r2uvzK/4N9fhZ+0l8E/i3+0z4D+K37Ev/AAqDwvJ490+Xw9ar4jN9bxtDpltai0tZPs0IvYViiRzeJ8rOzJt3KSf01oAKKKKACvnP4lf8FQP2dfhn+1VN+xxc+EPiVrvjKzfShqp8JfDbUtVsNMXUSRayXV1bRNFbIwDkvIQAI3JOFOPoyvyW/wCCqHgD4haV+3a/j/8AYU8CftM6X+0Tr3i/whBDreg2t3H4A1bRbYKJzfyxf6JJDHBLdI63J8xZM7BtbJAP1pooooAKKKKAOQ+Pnx6+Ev7MHwd1/wCPnx18aWvh7wn4YsDd6zq13kpDHkKAAoLOzMyoqqCzMwABJFc/+yl+1x8Jv2yPh5P8SPhJZ+JbO1tL82d5YeLvCl5o19BJ5aSKWt7uNJNjRyI6uAVYMCDXzv8A8HBP7O3xi/aY/wCCZfifwT8DtB1jVtb0rxHoeuyaR4dG7ULy0stQhnnW2X+OdY1aRE/iaMAAkgVR/wCCG1v+0HH8Ovixc/ESf4sN8N5/idM3wUHxwe6bxKNG+zReabj7Z/pIiNz5vliX5sBsfLigD7looooA/9k=", "image_prev": "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", "image_next": "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", "info": {"equation": "26/2=13", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDov+Dnnxb8cLr9rvw14K8VT6jH4DtfC0d14SgaLbaTXTsy3kikcSSgiJWzyqleAGy3a/8ABNH9pP4nT/sBXy+NP2xtY0XXNDTUbLwDo03jSytStrBaRi0jWKYbmQT70XecYUKPlAr9Sf2xvhR+xf8AFX4e2Fn+29pfg6Xw5Z6ssmm3HjPU47KGK8aNwBHM8keHZN/yBvmCk4O3j0jwp4c8H+H/AAvpug+DNHsLXR7Gwhg0m2sIkEEVsiBYkjC8BAgULjjAGK+LxHDWLxGa1cRTxThzW2vzej1Wi6H7lmfijl+L8MMu4e/s1c9CV3OSXJLlvrHS/NPm/ebdd+bT+W/9l34vftRXX7cnhX4sfDDxHrmpfE/VvGkcq3kQM11qFzPLidZFPDpIrSB1b5dhbOAOP6pK+APDn7OXwL0j9rFf2g9N+GGmReNbz44XsFz4jCObhkOqXEZAyxVSURVyqg4yM8nP3/VcHUJUKWJTk3ao4/d19XfX0Ry+MviDgOPsZgKuFwnsFSpWe125NPlTX2IW9zb4paK9grwP/gqL4r+N/gj9gD4o+K/2c31BPF9l4d36dNpMO+5ghM0YupYh1DpbGdww+ZSu5eQK98ps27yX29dpxivra9J1qEqaduZNXW6ut16H5PlOOhlma0MZKmqipTjNwl8MlGSfLLylaz8mfzCf8Ervi38Rvhn+2V4ci8IfF3UfCOm69K1n4u1G01aK0V9PAMriSSb5BhkUgn5s8Dk4P7SfD746eGZtf/sfw7+2Hc+JrzUIjDDpVx45tLxnIw5MccWH3AIeR/Du7Vw3/BMf4Yfsj+EvjL4Q1z9nvRvCC65f+B7seMZ9A1GO6uBMYrNtk4EjmEmTzDs+UFlPHy8fevjrx58NPhToDeMPiX4z0Lw1pccqxvqmu6jDZ26uxwqmWVlUEngDOTX5rkmR4nHZa6kcVKnG7Vle2nX4lv1P2Lxa46wvGXF8K+HwDg1ThG0kvaSeru0k+9o6vRJ9bJ3w5utevfBOn3PiZXF68OZvMXDHk7Sw7EjBI9a26r6Vqul67pdtrmh6lb3lleW6T2d5aTLJFPE6hkkR1JDKykEMCQQQRViv0nD03RoQp83NZJXe7st36n4jVbdWTatq9O3kFFFFbGZzPxl+Lngb4CfCrxB8Z/iZqjWWgeGdLlv9VuUiMjLFGuSFUcsx4AA6kgV+b/7An/BxM37UH7YCfAP4zfCvSvC/h7xZqJsfAGpac00lzHdPLttra9LOyu0qlU8yNUAkwNu1sp95ftp+CfBvxX/Zr8V/BjxxLcLZeMNJl0pjaSbZU8wf6xTjGUxvweDtweDX5Rf8Ejf+CJHxUs/2vI/j/wDGfVYovBfwy8Wyv4bvtPlKv4j1OxuAI3RT8yW6SKS7H7zxGIZG5h8lmuYZl/blDCYJ3tZzXk39p9Fb56+h+2eHmX+GdXgrN8RxHK2JUbUbtp/C7eyS+KbnpJO65bbLmZ+2NFFFfWn4mfGX/Be/xf8AHLwZ/wAE2/FeofA2XUYXub+1tPFV1pcW6WHRpN63JJHzIhPlo7DojtnCliPyE/4It/GPx78Pv2mbnwfZfHTUvBXhDWNInn8US2uuw2EMrwxv9mLPNldwlkAG35iGI6Zx/R9rel6Nrei3mi+IrC2utPvLWSC/tbyNXhmhdSro6twylSQQeCCc15J+xv8AB79hv4XeCtWg/Yg0fwQuh3uqBtZufBuqRX8cl0sa4SSZJJDuVGUhC3yh8gDeSflM4yHEZjmdOvTr+zsrdbr/AA6re+up+18J+JWByHwwzHh6rl/tZ1pXVSy5VzJJe0bTfNDlvT317Wu/wQ/4LLfGD4gfEX9qp/C+rfG7UvGvhPRNMt38I3F3rkN9FEs8ERuSjw/LuMyMGyN2EUdAtfsz/wAEM/F3xx8a/wDBNrwNrHx3n1Ge9T7RBoN1qse2afSI322jknl12DCO3LIqnkYJuf8ABQv9nn4I/tA/Ff4deG/jT8NNN8RWNhoeu3Vna3wcLFMbjSlLjYyk/KSMHI56V7D+xha2th+yn4BsLG2jhgg8NW8cEMKBUjRVwqqo4AAAAA4AFcGQ4GrguI8RTnVc3GKu31vZ66vbZGnGPiPlvEPhflmQ0cEqdShLWWlvdUo3hbW9S/NUul73817r06iiivuj8QOf8R/Fr4VeD/Fel+A/F3xM8P6VrmtsF0XRtR1mCC7vyW2gQQu4eU7uPlB54roK/mM/4Kv/ABA/aF1L/gpJ8SNc+MWq6xaa9oXi+eDwy826CSy0uGdm05rfbjYnkmOVWX7zOXzuYmv1N/Zu/aSn8QfAjwV4p+MP7eOp2/iq88PWdz4gtJ/iFp8Oy6ZAzq0QX5Oeq9unFfE/66YeniKlOrRl7rsrWb001Tat+J+08beEFThHh3LczhjI1Xio3lHazcVJcj15o2dm3bW2nvafpNRXlX7Nvi/xH4yF7rMutNqek3UCXFrfifzYpGf5gYnGVZWU5+U4xtx159Vr6fLMfDM8HHERi4p30fk7H49isPLC1nTbvYKKKK7znCv5r/8AguD41+POu/8ABSrx7D8ZLvU4TomorbeDIrlDElvo6/Pavb442NkuXHJdnJ+YED+lCvgz/gpZ8NP2SvHv7S6XX7Rul+EbrWbP4cWf/CHxeJdTSGV5zd6iSsETyL55LiL5Nr8lRj5sH5LjOi6mT86k1yyTt3vp+tz9h8FONMNwTxZPFVsK66qU5Q91LnjtK8b9Hy2lto79LP6F/wCCbvij42eNf2Ffhh4q/aKF8fGN74Xik1eTVIPLuZRuYQySr18x4REzE4YliSASRXt1c58HizfCTwszEknw5Y5J/wCvdK6Ovp8PB06EIN3skrvd6bn5ZmmMjmGZ18VGmqaqTlJRj8MeaTfLHyjey8kFfyofG74x/tVad+2hrvxh+IvifXNL+LOneMHmur6X9xd2N/DJsRFXoioFVFQfIEUKMrX9V9eJa/8AA39gfUv2w9O+J/iPw34Bf42raLLpz3OoQjWZIkgdFmW2Mm6QrCrgSbCQqcEBBjw+Icoq5tCkoVeTll1637ea6er1P1bwf8RcF4fV8wniMC8T7alZWSvHlu2pX2pTv+8evwxdmfmF/wAFWP2jPiLH+xBp+m/D/wDbC1jX7zXbmzsfH2jReNLK832clrIZ0aOEblQ3AjVtpxglTlWIOB/wa7eLfjhF+03408EaBNqMnw+l8LG88RwiLdaQakJY0tHLHiOV0+0AYwXWM5yEG39cv239K8OXn7H/AMSrPxDZ2p0+bwZfx6gLjCxmAwsJN7cYXZuycjAyc14t/wAExvAP7M3w/wDHfjzT/wBlPTvDEPhy50XR5biTwpqCXUEt0LnU1bdKrvucKEGC3AxwM189TyrEYHiXDRqYiVRtSd3e9knpq3oz1cs8SMBR8JMxyL+zlzVJ6TSXIuZxd5aX548vuei25dfsCiiiv0M/Bj8Jf+Dnnxb8cbr9rvw14K8VT6jH4DtfC0d14SgaPbaTXbMy3kikcSSgiJWzyqleAGy3pf8AwST/AGivFOqfsfWNj8af2z9Z8PtpOrzad4Z0ybxxZ2Zh0qGKFYlWOUF9iv5yqW7KAPlC191f8FHfgb8I/wBoDxN8OvBfxn8BWXiLSoW1e6isr5nCLMsduquCjKcgOw645r0f9hvw54f8P/sxeH9A0PRbW0sbC81S2srS3gVY4IU1K6VI1AGAqqAAPQV+d1cqxGL4mxFOniJQdlK6veztpo1ouh+6Zv4l5ZjvCfL+H1gEqlGWs9OX3eb3o6X5p39+/W+99PKP2fvDHg74m61oNx4I8YjXrDTvEf8Aat1rVlqcd59oukkeaRppkypZ5HJbGDluMV9a02OOOJdsUaqPRRinV9ZkuU/2Rh5U3Uc3KTk21be3m+3c/F8bi/rlRS5bJK1grwP/AIKi+Kvjf4I/YA+KPir9nN9QTxfZeHd+nTaTDvuYITNGLqWIdQ6WxncMPmUruXkCvfKbOSIXK9dpx+VenXpOtQlTTtzJq63V1uvQ0ynHQyzNaGMlTVRUpxm4S+GSjJPll5StZ+TP5fv+CWfxL8b/AA6/bV8LXfhb4n3fhS11Z5LLxPrFtqUNqRprASyhppgVQFooznrlQBycH9edatP2Z/j34i0bSviZ8ddP+J8+n3Ek2heHvE/jG01S3S4aMhpks1wksoj3gM6vtVnxjJNaH/BO79m74D/Bz4s+APFvwv8AhZpWi6n4k8A3cuu31rGxkvG8mxk+YuzYG92bauBk9OBj2L/gpB8FfhR8cND+HvgH4teA7HXdGk8YzzvYXYZUMkelXxRsoVbIJPevyjDZTiKvD9TEqvJRjf3NbO3z/Q/bvEPxFy3jDjuhjcNQlh4qEYOas6v2ruycU9G4pc6vHdq9lif8Elb26TwD8RfCfg+/uLv4Z6D8Qp7H4XTuRJbJYi3ha6gtJsnzrWK+a6ijbLABNoYhcD6zrxj9gXwr4b8C/s3Wngvwbodtpmk6V4l12103T7OPZFbwpqt0FRR2AH4nqck17PX6TksHTyigm7+5F6+av+Gx+O8S4+GZ57XxMI2Updd3ZKPNK28525pvrJthRRXEfGr4hw+FNDfQbGRv7R1CErDtA/doThnP6ge/0rox2Mo5fhZV6rsor7+yXm9jyKFGeIqqnDdniP7VXxF8T+NvFFj8PPhncj+3PEOpDQvCzBEcQyMrPc3xRpFDpBDHNOcH5hEi9WAP0L8K/hp4U+Dnw50X4XeCLAW+l6Hp8draIANzBR80jkfed23OzdWZmY8k14d+xj4Cl8beOdb/AGltes2W1g+0eHfA0UpU7bSKYLe3gUxhkM9xCEX5jmK2jYYDnP0jXjcOYSqqM8dX/iVnzPyj0X3fp2O3MqsOdUKfww0+fVhRRRX0h5p8Zf8ABe7xf8c/Bn/BNzxXqHwMm1GGS5v7W08U3WlxbpYdGkLrckkfMiE+WjsvRHbOFLEfkJ/wRb+Mnj34fftM3Pg2z+OupeCvCGsaRPceKJbXXYbCGV4Y3+zFnmyu4SyADb8xDEdM4/oN/alghuv2Y/iNa3EQeOTwHq6ujDIYGylBBr52/YB/Z0+Bn7Pvxy1fQvgt8MNL8O2upeC0uL+KxRibiUXYVWZnZmOBwBnAycDk5+E4gwFXFcQ4aMKrg5ppNfZ5U3pqtz9w4R8R8tyPwtzLh+rglUqVpXU9LPm5Ved9eanbmptX1tta7w/Anjr4e+MvF8P9j/tEHx3rcVpJHY2914tttRnt4WeNpRFHDggM0cO44P3E6d/rj4J+CU+HHwk8PeBo5JmGmaVFDm4I38DnOABnn0rpUtreJt0cCKfVVAp9e1k+RTyzE1K9Ss6kpJK7Xbzu7n5BjMfHFU4wjBRS7f8ADIKKKK+hPOPEvjp8Df2BvHX7QXg7xt+0H4b8A3HxJtWhXwW/iDUIYtRnMcxeJYYWkU3G2UkqNr4YnHJr2k2doTk2sf8A3wK/mQ/4Kv8AxA/aF1L/AIKSfEjXPjFqusWmvaF4vng8MvNugkstLhnZtOa3242J5JjlVl+8zl87mJr9Tf2bv2kp/EHwI8FeKfjD+3jqdv4qvPD1nc+ILSf4hafDsumQM6tEF+TnqvbpxXw0OMMHh8VWhOg1aVrxSu7aXltr95+5ce+FuY8N8MZTjqmYquq0NINu1O6U7UtXeGurSjrZ297T9JVVUG1VAA6AClryr9m3xf4j8ZC91mXWm1PSbqBLi1vxP5sUjP8AMDE4yrKynPynGNuOvPqtfVZZj4Zng44iMXFO+j8nY/FcVh5YWs6bd7BRRRXec4V/NZ/wXH8XfHLxN/wUk+IFh8bZdRWPSb8WnhC2vYtkUWjAbrYwAfKUcMzlh952fPzZA/pTr4k/4KEfs4/Ar43/ALQt74j+Lnwv0vxBe+HfhlZy6LNqKO32Vzdam5IUMFYFo0OGBHy9OTn5LjSk55Pz81uWSdu99P1ufrvgxxzgeA+KZ4zFYf2sZ05Q0tzRd07xvpZ25ZbaO+trP2r/AIJqa/8AGPxR+wb8LNe+P1vdxeLLjwnAdSF/aiGdkBYQPIgxtdoBExyASWJIBJFe41znweYt8JPCzMck+HLEkn/r3Sujr6fDwdLDwg3eySu93Zbn5hmmMjmGZ18VGmqaqTlJRj8MeaTfLHyV7LyQV/Kh8bfjH+1Vp37aGvfGH4i+KNd0v4s6d4wea6vpf3F5Y38UmxEVeiKgVUVB8gQBRla/qvrxLX/gb+wPqX7YenfE/wAR+G/AL/G1bRZdOe51CEazJEkDosy2xk3SFYVcCTYSFTggIMeHxDlFXNoUlCrycsuvW/bzXT1ep+reD/iLgvD+vmE8RgXifbUrKyV48t3aV9qUr/vHr8MXZnype+P/AIP/ABR+F0Hg344/toTa1ZarpNunifQNS+JtmttdsURpoJhCUJjLhlZAwDLlTkEg9J+xj4V8HfC//gope+Dv2a/D9hpfh/U/ho9z8UtK8O2EKWFrexXES6PJJ5YxBcSRSX2EG3fGgcqc7z9P/tr+H9E1v9kf4jaLq2lQT2l54RvYLqB4xtkjeIqynHYqSPxryj/gnt8B/g5+z38U/Hng74J/DvTvDemXPh/Rbq5tdORsSzG51Rd7M7MzHaqgZPAHGK+ehlWIwPEmFhUxEqjak7u99E9NW9H1PnMFxBh4cP42PLJc6cVSVvZXnZOctfihZOCUH70YtyXLZ/VlFFFfoZ+fHxN8efGOvRf8FG9X8P8AxP8AEdzZaXZ/De0k+GlheSLDZ3QkllbV5oiSPOnQw2gccmOLnAU5Pin7MH7RWh6va+PE1H9t3UtJ0O0+Jurw+DbZPGun2UZ03dG5aJCuXi+1PdhJDnegUgkYJ/QT9ob9lj9nr9q/wxZ+Df2ifhRpXivTtOvftdjb6kjZt5thQujoysuVYggHB4yDgY6/w74S8L+EvD9j4U8MeHrOw0zTLOK006wtLdUitoI1CRxooGFVVAAA4AFfGYnhjGV8zq4mGJcFLte/o9Vouh91X4lyWeSwoxw163LCErqKhFQVueD1k51LJzulZ82suZcvhX7M3xL1Xx1rOmy+FPibJ4t0uKNra71NdVS9RwinJeSL5DICRk8EkjNfQ1NjjjiXbFGqj0UYp1e9lGXVcsw7p1KrqNtu78+m7/M+PxmJjiailGCjpayCvDv+Ck3iT4qeEP2HviF4i+DN5q1rrttpUObzQbfzb20sWuoVvp4FwT5sdmbiRSAWUoCASBXuNHXrXoV6TrUJ007cyaut1dWuvQ0yvGRy7M6GLlTVRU5xk4vaXLJPle+jtZ6PQ/MT4+/GXwX4B8R/AzSvg9+0DH4bhvtdW2S60TX7SMS+GfscgnkaaQsEi3QW4WQH5nUqCTxXqPhv4i/DHxd4p0+0/wCGpj4z1GKSRtI0zUPG1pfNHKYnVpIoosMX8ppFzzhWbjuPpz4G/sZfssfs0+INd8VfAf4G6B4Y1DxK4bWrrTLUq1xh2cKMkiNNzsdibV6cfKMelLa2qMGS2jBHQhBXw1Hg7GrDeyli2k73ik3H/wBKV/PQ+mzfiDJ6lanHA0G4wXxzUYzk229VHmS5b8q953SvpflXGfs8eCW8A/C620eQTh7rUL7UJEuQAyNdXUtwVxgYAMmADzjGcmu3oor7fC0FhcNCindRSX3Kx8fVqOrVlN9W2Fcj8RvhFpfxD1C11K41OW1kgXy5TFGG8yPJOOehBJweRyeDXXUVOLweGx1B0a8eaL6enoOjWq0J89N2ZHZ2kFhaRWNrGEihjWONR2UDAH5CpKKK6ElFWRk227sKKKKYHzT/AMFWPEPjHw9+zHY/2Jqmoaf4dv8Axzo9l8RtR0xQHtfDss+27Z36xQsfKjlkH3YpHyQu5h8yfGf46aR4b/a/+HHh3wt+0k/ha1vvDGry+LzpHiGztYvsPlxSWMkk0mdpadh5YB+dGYgFQSP0o1jR9J8Q6RdaBr2mQXtjfWz297Z3UQkinidSrxurAhlZSQQeCCRXBfs9fsj/ALNn7KOg6h4a/Z4+D2j+FbLVbtbnUo9PiYtcyquxS7yMzEKM4XOBuYgAsc/K5vw/icyzKGJp13BJW63W/wAOq3vrqvmfbZRxDk+CySWHxGH56sfaKOkeSXtIqPNNv3lKn8ULKSb5fg5W5fPHwu+N2l6nqsvh7wV+1Vd+L7+5CSx2DeMLa/nQRk/NGkOGAyw3cEH5c19f+GpdTn8PWM2tR7Lt7SM3K+j7Rn9atpbW8Tbo4EU+qqBT67coyevltWc6uIlV5klrfS3q2fMYzGU8TGMY01G3b/hkFFFFe6cB5l8Uf2NP2WvjV8V9C+OXxW+B+g674t8NeV/YmuX9sWmtvKkMsY4IDhJCWUOGAJOMZr0k2doTk2sf/fAqSiojSpwk5Rik3vpv69zqr47G4qlTpVqspRpq0U5NqK3tFN2ir62VhFVUG1VAA6AClooqzlCiiigArwj9pjwRJr/jlpItDfzdX0JdMF5boxeVA0xCdxlTNIw4/iJORXu9FeXm+WLNsE8O58qbTvvsdWDxTwlb2iVzO8IaFH4W8J6X4Zikd107ToLVXcgswjjVATjjPHatGiivTSsrHM3dhX8qHxt+Mf7VWnftoa98YfiL4o13S/izp3jB5rq+l/cXljfxSbERV6IqBVRUHyBAFGVr+q+vMtW/Y0/Zb179oK1/aq1j4H6DcfEKzRVt/FMtsTcLtiMSsRnazrGdocqWAC4I2jHz/EGTV84hSVOpycjv1+/Tqunq9Ufr/hH4lZb4c18dPGYP26r01FbXTV/dd/8Al3O/v2u/dj7rPkPR/jH8O/EfgqwsPiZ+25NqTXelwDXtH1L4jWDW9xI0amaGRExlC24FQRxxmvqf9l/wabbXde+JLtNnVbCysY9wHlukElzJvXjJybkgnJHyj0NevfYrP/n0i/79ipAAOAK58Bw3WwmYQxVbEyqOKdk13Vt3Jn5ti80hiKMqcKSgpO+m299rBRRRX1J5AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQaraS6hplzYQ3LQvPA8aTJ1jLKQGHuM5oA+eP2d/wDgq7+xF+1L+0Jqf7Mvwb+J13feJbBb5rGS60K6trDW1spvJvDp13KghvRBIdsnlM23k8gE19HV+Kn/AASt/Zv/AGmbD9on9kL9njxj+zf448KXn7JNl8SI/ih4u1vw/LbaRftqtzMtiunXjfJfi4Eqyt5ZO0A7ulftXQAUUUUAFeG/ts/8FE/2YP8Agn5pXhzVv2kvEWr2SeKtT+w6RHo/h65v2L74oy8hhRlhjDzQrvcqC0igZJxXuVfn3/wcf+LdWl/YNi+Cng/4R+P/ABd4g8V+LtGvNNtvA/ga+1hYYdO1axurk3D2sbi3/dBim/HmFWC5wcAH6BqwZQw6EZFLXNfB34m6L8ZvhfofxT8OaLrem2Ou6el1a2PiTRZtOv4Ebos9tOqyQvxyjgEV0tABRRRQBQ8VeJ9D8E+F9S8Z+J78WumaRYTXuo3TIzCGCJDJI+FBJwqk4AJ44FeH/sgf8FMv2Uv23vHHiT4YfBXXvEFt4m8K2cF9qvh3xd4SvtGvfsM5xDeRw3kUbSQPxiQDHzL6jPtXjnxTB4G8E6x42utIv9Qi0fSri+ksNKtGnurlYo2kMUMS8ySMF2qg5ZiAOtfnL/wRm+KOsftV/tl/Fj9tb9oz4N/E3wf8WfGegJpuj+GvFHwy1PSdK8K+ErK7AtdPS+uoUivb2WSUXEpU9yEUKjUAfpfRRRQAUUUUAfO/7Zv/AAVF/ZM/YJ16y0P9ovVvFNmlxZxXl/qujeCdQ1Gw0e1ln8iOe+ureForRGkBVfMYE7TgV9A6bqVhrOnW+r6XdpPa3UCTW08ZyskbAMrA9wQQa/Mr/g4vsLj45/C6L9m/wP8AAr9oPXviRFZW9/8ADKX4e6Ld3HhPWL+a+gzbaxsJtJUh+yo5S9UKqykxk7mr9JPh7F4ng8AaHB41t7WLWU0e2XV4rJQIUuhEvmrGBwED7gMdsUAbFFFFABQSFBZiAAOSaK8T/wCCjfhD9pb4hfsR/EX4f/shRQv8Qte0BtO0PztUSxKrPIkVwyXDgrBKLdpikhB2vtODjFAC/sa/8FBf2X/2+YvG93+zD41uNdtfh/4sm8O6/evp0kMLXkYyTA7gCaMjkSLwQQR1r2uvzK/4N9fhZ+0l8E/i3+0z4D+K37Ev/CoPC8nj3T5fD1qviM31vG0OmW1qLS1k+zQi9hWKJHN4nys7Mm3cpJ/TWgAooooAK+c/iV/wVA/Z1+Gf7VU37HFz4Q+JWu+MrN9KGqnwl8NtS1Ww0xdRJFrJdXVtE0VsjAOS8hAAjck4U4+jK/Jb/gqh4A+IWlft2v4//YU8CftM6X+0Tr3i/wAIQQ63oNrdx+ANW0W2Cic38sX+iSQxwS3SOtyfMWTOwbWyQD9aaKKKACiiigDkPj58evhL+zB8Hdf+Pnx18aWvh7wn4YsDd6zq13kpDHkKAAoLOzMyoqqCzMwABJFc/wDspftcfCb9sj4eT/Ej4SWfiWztbS/NneWHi7wpeaNfQSeWkilre7jSTY0ciOrgFWDAg187/wDBwT+zt8Yv2mP+CZfifwT8DtB1jVtb0rxHoeuyaR4dG7ULy0stQhnnW2X+OdY1aRE/iaMAAkgVR/4IbW/7Qcfw6+LFz8RJ/iw3w3n+J0zfBQfHB7pvEo0b7NF5puPtn+kiI3Pm+WJfmwGx8uKAPuWiiigD/9k=", "info": {"equation": "26/2=13", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "db5b6e8476a97597e892f8dc6ca670375940bf732412cfbc2e22370e1823cc67"} +{"episode": 72190, "episode_seed": 3882421163, "split": "train", "timestamp": "2025-10-28T03:49:51.279207", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3882421163, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 0, 1, 8])", "action": "('move', [4, 0, 1, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8*2=16", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "8*2=16", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0a918282b0d7c990e63ac08b5f17f068c251ac2873e865a3874d0d14c4ff18d1"} +{"episode": 72191, "episode_seed": 3930887058, "split": "train", "timestamp": "2025-10-28T03:49:51.331603", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3930887058, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 1, 1, 4])", "action": "('move', [3, 1, 1, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "46+60=106", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCl/wAF7vHv7Rlh/wAFZZJ4NQ1q2n8O22iyfCw20TK0aeXHKJbUL99jfeeNwyS6bf4QK+j/APg5n8WfH0fs4/A/RNZS+t9B1R57jxpHFAFgOtJbW5gjlK8BgHvSqdDtY87AR9Q/8FF/A37O3ij9pHw3rXxa0/w5P4p0vwxby+Bf7YvkS5FwL6VnNtEzjznBWM8K20hTxXp//BTPwx8EfGHwN0TQf2iYdEfwjL40tTqY8Q34trTItrox75S6Bf3gXHzDJwOc4r8+xGEl7PNVzvdP/wBut93u+h/SGX+KOAo4zhSby6/1KEoSsleo5L2fNT7tNe01/wCXja0tzPjf+CFXiT4seKP+CZHw8v8A4uTXstzDHdW2iTagmJH0uK4dLTBPLII1CoT1RVxkYJ+vK8w/Yy07QtH/AGYfCGk+F7W2g0y1094dNhswBDHbrNIsax442BAoGOMYr0+vtMsi4ZdRi3f3Y7+iPwvifMqeccR4zHQpqmqtWc1FbRUpN2+Vz8jf+DqjxH8WLXwd8J/C2ny3qeCLy/1GfVRFH/o8upxrELYSMP4hE9wVU9cuRnHF3/gmN+0jqMv7HXgTUvi9+2nqOmatp8ckFto1945srdI7G3naO1jaFxv2eSiDDHJX65r7X/4KbeE/gT41+DXhnQP2kINDk8JyeOYGvh4i1AWtqHFjfGMtIXQKd+MfMMnjnNd/+yXYeGNC/Zc8Gx2NrY2mmWXh6Nbfy1RYYbdAQuD0CKgGOwAr5LGZViMdxFWVPESp+5F6X9LaNaaXP0TF8cYOt4U5fkP1Jc9GtUl7RpWle700b5nzpS8ow3vptfAXVde1jwN9t1y5lnDXT/ZJ5mLNJFgHOT1Gc4NdrWT4H8e+BPiZ4bg8Y/DbxppPiDR7lnW21XQ9Riu7aUoxVgssTMrYYFTg8EEdq1q+vwFB4XB06XPz8qSv38z8nxbm8TPnhyu7utrPt6hX4M/8HLvjL41Q/t7+HNL1XUNTttA0fwlaXXgdogY40meVjcTQsvWXzY0DN94eXGOgXP7w319ZaZZTalqV5Fb29vE0txcTyBEiRRlmZjwoABJJ4AFfGn/BQTwT+zj+1QnhT4gX+n+G/HWmaN4P8Qah4X1e1vUvLWK5SWzVpIpIXKSEPHtIJYZTBHFeJxbD2mSztKzTi/XVL9b+tj9H8JOKqHBXF0M1xGGdamozg7WvFyi2mm9E3Zp/3XK19j6X/Zi1X4j67+zd8P8AWvjDBPF4tvPBWlzeJ47qARSrqDWkbXAdBwjeaXyo6HIruah01i2nW7MckwoST9BU1fR048lNRvey3PzfFVlicTOqoqKk27LZXd7LyWyOZ+NN9430v4OeLNT+Gds83iS38M38vh+GOESM98tu5gUK3DEyBBg8HpX87f8AwSO+M/xN8M/tu3sniD46az4StPEljqEvjvVX1yOye6lVXlQzyXHHmfaWXtvy7DoWr+kqvij9gPwB+zhoH7Vfi3xD8JtJ8NDxLqlr4hfx1NpV4k90boaxAVFyodjC2TIdhC8544r5PiXBVMXjsJGFRwbclddNL3Wq7WP1PgPjTCcOcH53l1XB+2eJpwSlZWjq4+9dPRc3NC320u913f7LvxTfxh4ntdJ8E/HOfxxb212f7RnfxDDqDQI652yNDwo+TK7hnOcHmvpysS5+IHw30jxvZ/DO88baHa+JNStGurDw/JqUKX11Au7dLHAWEjoNrZYKQNp54NbdezlGX1MuozhOs6rbvd9NFpu/zPzPHVZVZxk6fImtNN1d6rRXW4V/OL+3J8Xf2lPDH/BarxT401TxlrGg+KNK+JIsPD+o+attJZ6QZBDa+WW+RYms5FO4/KyyMzfeav6Oq+N/jL8EfhLrf7fFt8cNY8Aafc+LdK8R+HLLTddmRmmt7dvL3IoztGfMcZxnDEZry+K8PKvhaKjNx/eRWnnpf1W6P0fwq42wXBWOx1XE4VV1Ww86aTto3Z2d/sS2mt7W0drH5Tf8Fzfi94m8ZfGHwl4R0n9oPUfG3hCy0Fr3TzP4jg1CK31B55EmIaEDDeWkHDdAePvHP7ef8E8PEPxW8WfsN/CvxJ8b3vH8U3vgqyl1eXUY9lxKxjGySUdd7R7GJPJJJPJNeX/8FRfAP7N/jeHwHpX7R2meGptKjudSl0uLxHepbwvfiKERBNzoJJCC+E53DPBxX0f8FgR8HfCYIxjwzYcYxj/R0rnyHAVcDnWJhUqubUYavrfXXV7Wsjbi3jXCZ34c5Rk9PBqlLDyqNzsrS1+zp9q96n95J69OmrG8ZfEb4e/DqOxm+IPjvRtCTU79LHTX1nVIrUXd0+dkERkZfMkbBwi5Y4OBWzX4bf8AB0Z4o+Lo/as8A+GdTur+Lwba+DPtnhxQpWBtRa5lW7dWH3pFRLQHuoK4xu593Ocy/snASxCjzWaVvV9TwvDXgmPiBxZTyeVf2KlGcnK137sb2irq7bt1Wl30P3Jor83v2O/2lr7XPgn8PvEvxO/bX1C78Xah4ftG1bRtR8d2R826lj2+W8AAfcdw+XO7djvX3/8ACe71y98A6fc+IWka5ZG+ebO9k3HaWzznbj61x5VxFhs3xLo0qclZXu7d0raN9z5vN8lrZPXqUqk4y5JuF4u6dm1deTtodFRRRX0J4p49/wAFBPEHxW8KfsR/FLxJ8D2vF8V2Xgq+l0aTTo99xHIIjl4h/fVNzLjkEAjJxX5Q/wDBrR4m+LX/AA0n8RvCunT30ngqbwel5rilN1umprdRpaMWP3ZGia7Ax94Ic52DH7dX277FNsB3eU2MDvivjT/gk14F/Zz8ET+Ih+znp/hyG2v/AAzo03iJ/Dt8lwH1HN15gmZXfbIAR8hI27ugzz8xmdCUuIcFPma+PT0V/wAdn5H6twvxlhsp8Ns5yWeE55Yh0mqllaOtve6+7a9O32m9uv2hXh3/AAUr8RfFjwl+wT8VvEnwPe9TxPaeDrp9Ol02PdcRLgCaSMdQ6wmRgRyCuRyBXuNUfExYeG9QK9RYy4/74NfRV6bq0JQTtdNX7XW5+cZXjI5dmdDFygpqnOMnF7S5ZJ8r8naz8j+fP/ghb8X/ABJ4O+JvjHwXq/7Q2o+CPCFzosd7dLB4kt9Pin1FZo44jumBy3lNNkL1Cjd91awv+CePxb/aV8Tf8Fo/CvjKx8XavrfifW/H8ln4qvzItw95pWSl35pX5GiW2jLAj5VESMv3Vr9gP+CYvwL+D3wSGv6L8Jvh3puhWup+FvD9/qEVlGx+0XL/AG0NIxckk4AGM4HYCsDwT4D/AGc7b/gp/qHjvRdM8N/8LMl8W3UGrzw3qNqa2H9gsE3w7y0cZCxANsGfl5Oefy7BZZXWFwWJdeXLKoko9I+89Vr5dup/SWN8XspxXEXEGKp5bdYrDcibUXJWio3qW+y+a8rN/DBea+1qKKK/Vj+Xj+av9nb40ftFaD/wVmm8X/Ef4n614U8Vax46vbDx/qkl9HYzQ2xmb7VDI0vyRIqxABei+Wm3lVr9nfgD8X4/EXiqHQPh/wDtH3Pji6+2QzTWsviq31F4Y87DkQYKxkE5LDHfIxXO/DHwF+znB/wUs1XxxoGmeG2+JFz4t1KHxDNDepJqS2f9lyeWJYt5MSELFhtq7sLyc19e6/4/+G3gnXdJ8NeKfGuh6RqfiCdoNC0/UNSht59SlXbujgjdg0zDcuVQEjcPUV+c5XkWIxHtJrFShGNSStrq01r8SV36b9z9o8TOOcNxhmeDq4fL/ZOGGhG1lfROTtZfw4p+7/dV9NluUUUV+jH4ufz2f8HBPjz46WP/AAVNvp9a1HUbW38OadpE3w5dowqQ24ijmM0HZj9t+0Zfk7o9p4QAfftlqHwO+Pnh/wAMeG/jj+0PafEO6SO3vD4U8S+NLK+tW1EW5DObRMLKyb5cKwZVySBkAj7b+JH7MXwA+MHxH8LfF34m/CjSNa8S+CpzN4W1i9gLTafIWV9yEHBwyqw3A7WGRg8157/wUI+Efwz+Mnwq8PfD34oeC7PWtFvvGdubvTroMEkKWt265KFW4ZQeD2r8/wA34dxVOGKxf1hqLvLlV9VvZ6pabLR6H7TmniPl2fZVkWWU8M6EsHD2c6sLc2vKuaCvF6qPM05RvOTV7aun/wAEuHmj/ZLtdK01pH8M6b4o1qy8CSvGoV9Civ5ks/LK/wCshEY2xvzvjVGywIY/RNeZ/sc6NpPhz9mjwn4e0DTobOwsLKS2srS3QLHBDHPIiRqB0VVAAHoK9Mr7LLIuGXUYt3tGOvyR+V55jIZhnOIxMY8qnOTt6t7+ffzPyN/4OqPEfxYtfB/wn8LafLep4IvL/UZ9VEUf+jy6nGsQthIw/iET3BVT1y5GccU/+CeXxR8N+PP2APC3gb9of9rO7tLWbS7nSrnwnd+PLSxgbSUleGG2eIFZFiaBQhBYMyHrzX6Af8FDfhJ8Nvjf8NPCvw8+LPg+113RLrxvFJcadeFwjsmn3zIcoynhgDwaZ4f8LeG4v+CbV54Yh0K1TTk+F2oWiWSQhY1gFpMgjAHRQny4Havj8xyuvjM+r8leUPcUtOq25d1ppf5n6bPj7Az8M8uyCOFSq0K8puqrX1cmnHrze/Z6r4I2f8vB/wDBOjSNB8E/Hr4rfDr4P6db2PgOz07Q7uTS9Jt4006x16UXQukh2fKkjWsenvJGMAFkYgF8n69r50/4J3/CD4YfAzw74y+Hvwh8E2Xh/RYdft549PsFbZ5sllCXcliWZjgckngAdABX0XX0PDUXDI6Cbvpf729Pkfn/ABXjqWYZ7VrU7tWjG8vilywjHmlZu0pWu1eVr25pbv46/wCC83iT4seGP+CZPjy7+Est7FJcPZ2viCbT48yJpUs6pc5I5VGUhHI/gds8EmvzK/4IleNviFqvgH4r+BtY8S3c3hnRfB15caJp8s4MVlczgfaXjHVN4igJ/hymeu7P72eKPDHh7xr4a1Dwd4t0e31HStWspbPUrC7jDxXMEqFJI3U9VZWII9DXyd+0D8CvhD+zj4S074UfA7wDYeG/D1l4C8SS22l6chCK8ktq7uSxLMxY9SSeg6ACvC4tyurUTxyqWjGKTj395fhrf1S+X3fDfHeBwfh3iOFZYVOrWrKoqumiSi358y5OVW05Zy1VrS9U/ZC8d6l470kanZeOn8S6OdLiWLWP7QW6SaVMJkSp8jMdrbsdxyM5r2uq+kokel26xoFHkJwBjsKsV9VleCnl+DVGdRzd27vfV37v8z8qxVeOIrOajyrsjmfjTfeN9L+DnizU/hnbPN4kt/DN/L4fhjhEjPfLbuYFCtwxMgQYPB6V/Ov/AMEkPi38QvDn7dF1qfiT41ap4Uj8QabqR8b63JrMVlNO2GmAlmuAcM10IyR94kntmv6Tq+Ov2Hvgb8Ifh3+0zrnjrwT8PNO03WfFmm+IbrxJqMMbGW/mGsW5DOWJxy7HC4GW6V4HEuCqYvHYSMKjg25K66aXutVrpY/T+BOOMDw1wjnWWVsKqssVCKjJ20s2vev0XNzRttNLvdeE/Gex+Dd1pNz8fPhT8Q7fxd8WrXxFo0XhPxbFrlvqusf2n9oWK0sImU4WKRHnR4FAV45J3YHBZf07r45+PPwO+EOvft3ad8a9Z+H2nXPivQtY8K2uj65KjGa0he8G5UGdoz5j84z8xwa+xqvhjCzwlTFQnUc2p2u+rS366u+vofK8R5rTx+XYKjFybhGTbl05uVKnHV+5BQvH4dZStFbsr83/AIjfE3xzp138SLtfFl+Piav7QENloelyxxNdErqlsuk20Nu33reTTY4pc4+aNp5CeGYfpBXxx8ZPgl8JdZ/b7tvjnq3gGwuPF2k+I/DllpmvyqxntoG8sMic7RkSOM4zhiM1pxTQlWoULSa/eR283a/qug+Eswy/A1q31ulzrlUlondwd1CV/sT2nbXROztZ/Bf/AAdO+IfivJ+0H8OPCWpyXq+B08IS3ekIY8W0uqNcyJdHcPvyLCLQYP3VcYxvOf1S/wCCc2sfE3X/ANhL4T6v8YoblPEc/gewOoi8gEUp/dARs6jGGMYQngHJ5AOa4f8A4KRfBP4TfHOTwV4d+L/gOw8Q2Nguq31paagrFI7hIoAsmFIzgMwwcg55Br3v4K/8kc8JcD/kWbDoP+neOjLqDhxJjJczekNPVfpbT1PpeJeNcHnHhvlGRU8MoTw0qjlPTW7+z1969533lFPXp01eV/tR/Cj9j/4o2XheL9rnRPB93BY+I4n8J/8ACW3sUCnUmB2RwmR1813A/wBV8wfaMqcDHqlfht/wdGeKPi6P2rPAPhnU7q/i8G2vgz7Z4cUKVgbUWuZVu3Vh96RUS0B7qCuMbufRzzHwy7LpVpQ51dKz21fX+t7HD4V8KYjjPjOjl1HFPDScZy9pG/MuWL0jZq7ez1Xu8z6WP3F+yWobcLaPOeuwVJX5vfsd/tLX2ufBP4feJfid+2vqF34u1Dw/aNq2jaj47sj5t1LHt8t4AA+47h8ud27Hevv/AOE93rl74B0+58QtI1yyN882d7JuO0tnnO3H1rlyriLDZviXRpU5Kyvd27pW0b7nymb5LWyevUpVJxlyTcLxd07Nq68nbQ6KiiivoTxTx7/goJ4g+K3hT9iP4peJPge94niuy8FX0ujSadHvuI5BEcvEOu9U3MuOQQCMnFfk7/waza38T0/ad+JGh6Yl0/hG58FxXGvSCANEuoJdoLPc55VzHJe4H8QDE/dr9vr9itjMynkRMR+Rr5H/AOCYHwS+EvwTv9ZtPhP4BsNBj1vwdoeoasLFWzdXTNdAyOWJJPt0GTgDJr5jNKEpcQ4KfM18enor/jez8j9T4Y41weT+HGcZFUwynPEum4z00s18XX3bc0LbSbenX69rxz/goNrnj3w3+xd8RNb+Gt5qNtqsHh5ybvR4fMu7a1LoLqaEf89EtjM6kZIKgjkCvY6o+JiR4b1Ar1+wy4/74NfRV6brUJU07XTV10utz85y7FRwOYUcTKCmoTjJxe0uVp2e+jtZ6M+Uf2Q/GS6j+2HN4W+GPiMah4Si+EEM+sJp7xz2lvN9uj/slvOUkh5beS/ZVzh40V+mCfyX/Y48dftS6n/wXi0jxHr6atL45vPitd2vi2K4tAZY7DfJFeIyHhIo7QOBjhERdvQV+t//AATA+CHwj+BY8QaL8IPAGn+H7XVPC3h+/wBRisFb/SLlvtoaRixJJwAMZwOwGTVHwl8E/hLpv/BRe4+O9j4B0+PxjqPja8sL3xCEY3EtsuguBHydoGEQZABO0ZNfnWHwspZRl0ud/wAX85P8rfiz9n4d47yXhitnOGp4T2sK+F9lGUlFSvZ3c0m1yyc9Um3aEFruvsOiiiv0o/Cz+af9n34ufH/Sv+Ctf/CbfFD4i6r4Y8W6h4+vrTxvq9xdxWU9pCzul1GzyjZCqxqUA6KFUL0Wv0i+Ptj+zH8QvAPir4q+I/jRb+NPFPh3wtI+g+JLnxTb6lqegzRv5to9j5Z/cTG88nYVXfLII4yWBCV7h8PPgf8ACPSf+Cgt18b9P+H+nxeLtY8aarZalr2xjPPbrpcoWM5JUDEafdAJ2jOaZ/wUR+Bvwg+JXxc0vxf49+HunarqfhTwc954du7uNibCc3RPmIAQpOUQjcDgqCMV+S1cprrLq9b28uWNVx5dbN8yXNvvrfbpuf0BxN4kZbxJxVl+No4Z4ZUqEIv2duZuKcnBapcl/cV3pHVxfwH1T8JbzxjqPwq8M6h8RbZofEE/h+yk12FowhjvGgQzKVHCkSFhgcCugoor9ZiuWKR+B1qiq1ZTSSu27LZX6LyQV59+0jpA1PwRaXB0wXBsdVjuFfaSYDskTeMezleeMMa9Borlx+E+vYKph+bl5k1fsVh6vsK0alr2dzl/gt4SPgf4W6N4ZYy7oLYuwnxvDSO0hBwBjBcjHtXUUUVtQpKhRjTX2Ul9ysZzk5zcu58r/tseKNZ0v9qb4WaN4h1yex8LS+H9eubJZHWO0udcT7KsaSOSMyLZyXzInceawB2Er83/ALPXx38DeKvhhqNp40/bQul0mTxRrlppui3njewtrebR1v547eMwgA+U0AAHILIQc85r9Bvjr+z58F/2mvAMnwu+PXw70/xPoEl1FctpupIxQTRklJFKkMrDJGQRwxHQkHpNG8NeHvDuj2nh/QdEtbOxsLaO2srS3gVI4IUUKkaqBhVVQAAOgFfLY/hvF4zMqmJhiXBSSVle+itbdadfmz6/+38qjkFHCrD3rRdm2o8tk5yTT1blLnSkmlZQTTlzWh59+zB4XGlaBq/igNJ/xPNQjmXdjYVjgjiDJxyDt68+1en0AADAFFfRZfg1gMFTw6d+VWv3PlMRWeIryqWtcK8a/aq8Cv42utN04aW7G+0670xbyBSZEW42B0HUD7isMj+E9ga9lorPNMAszwUsO5cqdtfRp/oVhcQ8LXVRK9r/AJDLaEW9vHbqSQiBQT7DFPoor0DnOX+N1/450r4L+L9U+GFs83iW28L6hL4dhihEjSXy20hgUK3DEyBBg8HpX5vWfxv8LeG7n4A2PhT9pm+0CLV/DV+/iDU18QWttc3Vn9hRpJbqWbJjlOoxwqw4Jl85SPkYL+pNcD8LP2W/2efgl4y8U/EL4UfCPRtC1rxtffbPFOo2NtiTUZ98j73ySB88sjYXAJcnGa+dzvJcRmtejOnWdPkvte+vVarXpvsfV5FneWZdluIo4mjzzldw0jZtxlC029Uo83PCyfvKzSvzR+ffgJH4N+LPjW0bwt8XZPGk9vrtje6pqy6/BqM8YtpVmijkeL5UT92QAQCdzYOTx9gU2OGGHPlRKueu1cU6urJsqllVKcZVXUcndt+iXd/meBjMWsXOLUeVJWsFfmJ+0d8Yte8J+CfjH4h8RfFa90Lx9a/Gw2mmyTXMEF1ZhdRt00mOFJflWF9OSGUORgo00hPDEfp3XB6t+y/+z7rvx40/9p7WPhNo9x4+0vTTYaf4okt83MNuRIpQHOM7ZZF3EbgrkZxxWee5TWzajThTqcjjJO/9dV0Pc4YzjLMoq1JY2l7RNJpJRd5Rd1CXNtTntO12tHaVrP5Y8LeMfh78QfFI0fRv2lJfHWqPazQ6fYXHjC21GWFHwJGiihAbJAXJweAK+0PBegp4V8HaT4Xjd2XTdMgtVaQgsRHGqZOOM8dq0EtreNt0duin1VAKfU5PktTK6tSpUrOpKdtX5X83fc8bGY2OKhGMYKKjfbz+SCuE+OP7MfwB/aWt9FtPjz8KdI8Ux+HdUXUdFTVYC4tbkDG9cEZBGMqcq2BkHAru6K9ucIVIuM0muz1OfC4rFYKuq+HqOE1tKLcWumjVmtNCP7Jahtwto8567BUlFFWYBRRRQBFerI9nKkMau5iYIjHhjjgH2ryD9lrwAnhzU9X1yOwmtEXT7TSobVlISNLdpmCjIzkebtPPYd69korz8RgFiMfRxLlb2fNp35lb8Dop4h08POlb4ra+juFeOf8ABQbXPHvhv9i74ia38NbzUbbVYPDzk3ejw+Zd21qXQXU0I/56JbGZ1IyQVBHIFex0kkccsbRSoGVgQysMgg9jXXXputQlTTtdNX7XW5rl2KhgMwo4mUFNU5xk4vaSi07PfR2s9GfmvrXxv8GeHf2oNJ8I+Ef2o38K+HZPhaLm/XSPFVna28pF3F/ZjebJuLloJbxlUHBTa/Qgn6F/ZWsPCnj/AMdaX4t8I/EA+KIdJ1G5vb3XYtWivjcXLWsluRNNHlSwSZflGCAq9gc+z/Aj9l79nz9mPw9f+FPgF8JdH8LadqepPqF/a6Xb7VmuGVVLncSfuqoCj5VA4Aru44o4htijVR6KMV8fgOFMThp0ZVcS2oSUuVJ8t076Xf427nvZ1neW4iq4YGk1Dl5VKSSnLvKSjdXu7Jczskld2HUUUV9qfKH5VXHxv1bQPhD8L9Y8UfHS/wDDnj3Vfi1JD4zu5dStrS9gvDPdjWYJvNyLeOGN3UYA2KLcD767vefAE3gT41a1deFtA+PU3jnUtQtktbiZvFFvqNzZ2xfB2iIYjTLEksMZ719P+Hv2Xf2e/Cnxw1r9pPw78JNGtPHXiKyW01rxNFb/AOk3cIEY2sc4GfJiyQAW2LknFd1HbwRHdFCin1VQK+Fp8H4qzjUxT5XK9knZ63u9d36PXufb55xLleNrqpgsPy35m21FNSm23GPLf3IfDHZtXdo35U+iiivuj4gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvH/ANs39ur9nL9gj4faf8Sf2jvFF9Y2OraobDTLXSNGuNQu7mVYZJ5WSC3RpCkUEMs0j42okbMSK9gr4H/4LceHPiXoHiL4N/tH+D/gt4r8e6R4PXxro2uaH4L0STUr5Jtb8M3en2U32ePLGL7SUid+kaz7jwDQB90+FfFHh7xx4X03xr4R1iDUdJ1iwhvdL1C1fdFc28qCSOVD3VkZWB9DV+vIv+Cf/wAJvGfwG/YW+DnwT+IsezX/AAn8MNC0nW4t4byru3sIYpY8jghXVlz32167QAVzPxm+L3gb4BfCrX/jP8S7+4ttB8N6bJfanNaWMtzKIkGSI4olZ5HJwFVQSSQBXTVyHx++IGlfCv4J+KfiHreia1qVrpOiXE89h4c0abUb6cBCNsFtArSTOc8IoJNAEX7O3x8+HP7UnwO8L/tD/CK+urnwz4v0iLUtEnvbN7eV4JPul43+ZDx0PNdpXyL/AMEKde1K9/4Ja/Cjwb4g+H3i3wxrHg/w/HoOuaT4y8L3Wk3SXcCqzlIrlEaSL94NsoG1iGAOQcfXVABSSSJFG0sjAKoJYnsKWkkcRxtIwJCgkgDJNAHiX7JX/BQr9mP9tfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/gkP8WdQ/ae/ag+Pf7WHxX+EHxG8HeOfFV5Y6Xpmg+Mfh7qGkWmkeFdOluYdNt4rm5iSO7uZmkuLufyyQhuEQcJk/ftABRRRQB4jdf8FCv2aNP/AGx7L9hbUtZ1218d6nFMdLa68L3kel308Nqt5LaQ37Ri3luEt2WVolcsqnnB4r26vz2+M+neKfib/wAF0fg74p+F3wf+Lkd74Bt9asviHrXiXSrj/hDI9Cm0hzBd6bLIWtxeyXcsMJeDbMVjkSQbVFfoTQAUUUUAeWftYftl/AL9irwn4d8ZftAeKpdMtPFfjGw8L6CltZvcS3epXjlYYlRATj5WZm6KqkmvU6/L7/g4P+CX7bHxJ8TeAviB8C/2Xl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/xk+GmifFPw/omt6bZa7p6XdtYeJNGm06/gRhwk9tOqyQOO6OARXhX/BWHwh8IfGX7KH2T44+Dvi7rHh+x8V6ZqMh+B9rcS+IbG4t5TLb3UItv36qkyx5eH51JU8KGI1P+CUy/tJp/wTv+E6/teNrJ+IX/AAjC/wBvHxI2dS2+dJ9m+1nr9p+zeR5uefM355zQB9B0UUUAVtZ1jSvD2kXfiDXdQhtLGxtpLi8u7iQLHDEilndmPAUKCSewFeXfsg/tsfAf9uTwJffEn9n+/wBbudIsr8W63Ot+GrvTftaNGskV1bi5jQz20qMGjmTKOM4PBFXf21vhr4v+M/7G/wAWfg/8PiP7e8VfDTXdI0TL7Qbu50+eGEZPT53Xmvj/AP4N6PDX7Q/hH4LeN/D3xN034s2PguxuPD1p4K074yrOuqWt9FodrHrccC3H7xLBdQV1gUfugqt5fyYoA/Q2iiigAr58+Ef/AAUu/Z5+Mn7WWqfsWaJ4a+IOkeONMsdRvvK8U/D7UNMs721srlLae4trm4jWO4i8yRAskZKuGBBORX0HXyh+zn4H8Z/Eb/gqh8fP2m/GnhPVLDSfCfhfw/8ADf4f3WpafLAl7AqPq2qXNuZFAlia5u7eHzEypazIzlTQB9X0UUUAFeBfGr/gph+yR+z9+1D4Z/ZB+JfjPU7bxj4ofT0tVtfD91cWNk9/PJb2CXd3GhitWuZopI4hIwLspAr32vyg/wCCkfwb+OPir/gs18P/ABv4d+BPjrV5o9Q+HbeAdZ0DQpJvDMtraa1fza++uyqPK822tZY5bQzndG77ofmJoA/V+iiigD//2Q==", "image_prev": "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", "image_next": "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", "info": {"equation": "46+60=106", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2231a3f9e8fd1e41b5d8def2499da802bc3d9e26923f5f43d43eec221688a233"} +{"episode": 72192, "episode_seed": 1154731958, "split": "train", "timestamp": "2025-10-28T03:49:51.368416", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1154731958, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 5, 1, 8])", "action": "('move', [4, 5, 1, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1f/g6V8aftCw/FPwD4Aml1OH4VzeHxe2qxw7bO611Z7hJhI4+/JHb/Zyqt90SuV+82PIP+CHXx9+Ivh/U/Ffww8T/ALTOreDfANlp/wBus7RPE9tYQf2pLNEvyGcEktEkhZU+X5QW5Iz+s/8AwVS8MfBbxj8IPBXh/wDaEg0aTwjN8RoDqo8QXotrTjTNRMe+UugT94Ex8wycDnODT/4JheCPgh4L0Px7oHwA0fQYPCa6/ZSaYPD8qTWshbToDI6yKzCQl9wLbicjGeMD85x+WVsTxW6UK8oOUea63S2tutND+h6fifl8fBWPD7y1OcZcnPZezvzc/Ptf2vRr/t7m+yfif/wWJ+NHxR+I/wC1Rd+D/EHxv1Pxn4P0K2t5PBc11rcN9DGk1tCbhkeD5SxnWRSW+YBAOgWv0s/4NkPG/wC0L4o/ZP8AFOifE6fVLjwVouuwW/w8udRi+QKVlN5DBIfmeJJPK45VWd1U53BfYf8Agqf4C/Zd8b+O/hjpX7VNn4XPh6LTfEEtn/wlGqJZW4u92mBdshkjy+wyYXPIyccZHqX/AATh0LwV4Y/Zzl8PfDawsLXw9Z+L9Yj0S30rb9mS1+2OY/KKkhlKkEMCd2c5Oc1eT4Crg+K50p1XNxhdt/aulo9Xtf8ABC4o8TcBnPg5hMhp5cqcouMeey5F7NtudPS/tJ29/RfFPV3PeqKKK/Qz+eTh/wBpL9ob4afsp/BDxD+0D8X9UltPD/huzE97JBCZJJGd1iiiRR1eSV0jXOBucZIGSPzG/ZP/AODmu5+JP7TMHgT9o/4R6H4X8A65fPa6RrOkPcS3elM8uLdrss5WZNpCyNGiYJ3hdoK1+k37Yf7L/gv9s39m3xV+zV4/1S8sdN8T2ccbX1gwEtrNFNHPBKAeGCzRRsUPDAFTjOa/FXwF/wAG9P7V3gP4zlPjj4i0TR/DGnT3EmkeItMulu/7Snib/Rx5IKvEjnbIwfawQMo+Y5Hx3E2OznL69Oth/wCEvi0vrfaXla1ttb+R++eFOXeEmO4XzJcTTti9eRNtSUOX3XRS0lU5+a6d9FHSzlf9jv28/wBtz4XfsA/s83/x7+J8E92FuFsdB0a1OJdV1F0d4rZXwRGCsbszkYVEY4YgKfiP/gmL/wAHCl/+1Z8frf8AZ8/aj+H2g+GL7xLLHbeDNV8NR3HkS3pJAtbhZZJCDJkBHBC7htYfMCPSv24/DfhT/gqh+wza/CzxEX8MeNdJ1j7VfQHzhDoevWkLxtFIHRTNbulw5Vx1imSRcnAr5R/4In/8EUfiofi94b/bO/aP/wCJP4e8P3EWreB9LtLoefrNykjeTdPjmO2G1ZVBw0oeM8JkNhiM3zLGZ9TpZfJSpqzlZaWe/M/Tbz03NODsq8KI+GWYVs/ly5h73JdtTul+79lFaSTl8d09PitGzP2nooor7g/n8K/mW/4LLeNP2hfF3/BRD4j2n7Q0uprNpHiC6svCdpqEPlxw6Es8hsTAo+Xy3hKybh99nZm+YnH9NNfB/wDwUM+GP7GvxF/bGsP+GsdP8HTy23gDSx4dXxXrCWhYtqOo+aIg0qeb0iyPmxlemefkeNKLqZR7Tma5WtOjvpr6bn7L4IcbYXgniudevhHXVSm4rlSdSNvevG/R2tJXWmt9LPo/+CDnjf8AaJ8e/wDBOTw9rP7Qc2qXFzDqFzbeEb3WIts91osaRC2fcfmkTd5qo7csiLgldrH8Cf2pPiD+0d4r/aX8UeNv2ldR1iD4jRa4/wDbbagpgubK5iYBY0Uf6pYwqhAnyqqrt4wa/pv/AGHreCz/AGRvh9Z2tukMUPhm3jihiQKsaKCFVVHCgAAADgAV8Tftv/Cn9ivxj+0/8XvEPxp0fwTdeP7eK3HhuLXdVjS+kVNAtGg8q3aUecPN37fkbLAjnGB5XE2FnHIMLJ1G+Wy9brd+atp6s+r8MvFPAZDxvm2YTy1Sji+aSjTS5qaUm+VXSXJLmvN6axi7aWPr7/gm54p+PPjb9hn4a+Kv2m4r9fG974dWTWjqlsIbmQea4gklQdJHgETtkBiWJYAkge31kfD5mbwFobMxJOkWxJJ6/ulrXr73D03SoQg3eySu93Zbv1P59zTGRzDMq+KjTVNVJykoR0jHmk3yx8o3svJBVXXNc0Twxot34k8Saxa6fp2n2z3F/f31wsUNtCilnkkdyFRFUEliQAASatV+Xf8AwdCeNf2hvDv7PPgXw38PptUg8Aa1q17H4/nsYf3Tzp9mawgnkHKox+0sFPys0a55VRXPmeNWXYCpiXHm5VsvW33d/I93gjhiXGfFeFyZVVS9tK3NLZJJydl1k0morS8mldXufpR4A+Jvw3+LGht4n+FnxB0PxLpiXDQNqPh/VobyASqAWjMkLMu4BlJXORuHrW5X83H/AARh+N3xN+H/AO0jJ4B07486p4L8EavYXF34ra216CxgeSGBxbOXnyofzXRfl+ZgcHKg4/WrwN8ffCMHiGOy0b9tCfxBd36m1t9Lu/HtndeczkYCRxgMZOMDbzya+Uo8cYR0U6lKXN5Wa+9tfkfU+InhlU4G4mlllPExqw5YyT2klK+kkrpSVn11TT0vZfbtFcd8D9Q8U6l4LE/idpXImItJbjO+SLAwTnqOuD3HPNdjX2GCxUcbhYV0mlJXs9z8wrUnRquDd7BXE/tKap8UND/Z28ea18ELKS58Z2ng3U5vCVvFbrK0uprayNbKEb5XJlCAKeDnBrtqK3nHng43tfqVhayw+JhVcVJRafK9U7O9n5PZ+R/JDH8WPjX4f+NrfGUeNdctfH9t4gbUJNcknddQTURKWaRi3zeZvzkH3BGMiv1z/ad/an+LPhn9ge+8b/Dv9uHWp/iZH4V0ya+0618d6fLKtw7W4v1WGMfeVGuMBDlduV5Ar7rs/wBnr/gm3F+2PN8RrHwr8Nx8bvtDXk0aanAdXWY2wLTmz8zIkMJ3mTy9xDb85JY++C0tAci1jB9dgr4LCcJY2mpqOMcbt/DfX195a91r6n9C+IvjHlfE+PyrEQylR+rcs2qqXvq8X7ONk70fd0f2r/Cra/ypfsP+PP2jPBP7W/grxF+zFeas/jm41+KHT4dNjM0t6JHxNFIh4kiZN/mB/l2gsSMbh/VjX5dfsTfCv9izw/8AFH4TeNfg1pHgr/hYMuu2p8Sz6RqsdxqMLSWN19o82MSs0BMuA2FXk7T1xX6i108EUnDBVpczfv2t00S1+d9fRHieOfHmE45znCVKGDdD2VPVyS55czuk7fYjb3P8UnpewUUUV9sfhx/Px/wcg+NP2hdV/b7u/BfxMl1OPwRpWk2knw5tpodlpJBLawm7miI4kc3QlRmPzARovQLn0b/giv8AtF+PJfgRrvg34s/tdaz4X8PeHtQt7XwVp0njG0sVSNhLJcpGswLsgZosfwruIXuB97/8FUvAv7Mfj7x78MdK/astvDMnh+LTfEEtn/wlOqrZwC7DaYF2yNJHl9hkwueRk44yPTP+CcvhnwF4c/Z1l0D4daRplvoFp4v1iPRYNMVDbLa/a3MfllchlKkEMCd2c5Oc1+azyrEYnimvRp15QdubmV72fL7u60V9PQ/onOvFDLsd4O4LIv7NSlBxjztLkvTvecNL+0nb3/8AFPV3POfhV8bLbXZJPDXgL9pW58ZXiTC68pfFNvqFzF0QYEHOzJAwQQWb3r638Ny6pP4fsptbiCXjWqG5Udn2jP61h+P/AIx/BP4PXFhb/FL4qeFvC0uqs6aWmv65bWLXhQruEQmdTIQXTIXON656iupr6vJ8pq5bWqSqYh1W7aPp+L/TQ/CsdWnWoU5ex5Iu9nbSVtHZ2Sdnva+oUUUV755Z+LX/AAdK+NP2hYfin4B8ATS6nD8K5/D4vbVY4dtnda6s9wswkcffkjt/s5VW+6JXK/ebHjP/AAQy+NXjTwprvjL4f67+0VqHgjwOtiuoLFB4itdOjm1Z5IYwQ0w3OxgjfIXgBATg4z+5H7Unw6/Zm+J3wbv/AA9+1zpXhm58EJcQT37+LLuO3tLeUSKIpDM7J5Tb2CBgyk7yvIYgyfs2fDj9m74dfBzSvDX7LOieGrfwQDLLpJ8Lzx3FnKWkbzJFlRmEpL7gW3E5GM8YHxeN4axOLzieJhieS6vpfmXS26935+Vj9+p+LGXQ8H48MvLLzUuX2ll7PR8/Pe1/a9Gu3vc32T4w1Dw3+yt8e/HGmX3xF+K+kfFXWdNtp00LT/FXiu01hbNGUmZ4bQHy9zKBucozAIvI2iu8/wCCPpbSJfi94B+FhaT4NaH4vtk+Gc8KI1ks8sLSarBZzgkz26XJXDZYBncBidwG5/wUc+APwY+PvxQ+GnhD4yfDrT/EGmW2jeIbuCzvN6qk6yaWgcGNlOdruOuPm6dK9B/4J4eEvDHgL4A3fgnwVoNrpekaT411u103TrKIJFbwreyBUUDoP1JJJySTXBk+X1cJxXOnOq5uMLtv7V1FWer0V+/RHwuIz6g+C5YVucpVGoqErezpKM+fmp+83zuzj8MEozqK8uY91ooor9DPzsK5f4w2fh+68A3reIX2JEoa3lVAzrL0XaD1JPH0Jrp3dI0MkjhVUZZmOAB6182/tTfH+wtvD914hsNNvb/T9IiBtNOtYsz6leOwjihiABO+SR0iTtl89K8HiLMKGCy6UJpSlUTjGPdvT7lf8l1O/LsPUr4lNaKOrfY8H/aG+Ifha48RaT8GPE0t1H4cvLqyufihqlksTDS9CluPJCyl5ozEtxMFjdwGKW4uHx8oNfoHpWm6Xo2l22kaJYW9pZWlukNna2kSxxQxKoVERVACqFAAA4AAAr5e0D9kS++GPwYm8ReP47bVvFHieRrz4ksxSaCeaWJYhbx4jQNbwxKsCgqMou4glmJ7f9h3UPFXhj4fv8EfF+oG+i8LnyPC2qyXKPLc6SCVt4ZQEQiaBAsTHDB1CPvLM4XweGW8nxcsvxMVGc0pJ99Nvlr80z0MzSxlFYik7xV0128/68j3KiiivvDwAr+Zf/gsr40/aF8W/wDBRH4jWn7Qs2prNpHiC6svCdpfw+XHBoSzyGxMCj5fLeErJuH32dmb5icf00V5X+0L+xB+yb+1drOleIf2ifgToXiu/wBEieLTLvUoW8yKNmDGMsjKXTcMhWyAS2ANzZ8HiHKK2cYRUqc+Vp312frb8D9a8H/ETLvDjiKpjsbhnWhODheNueGt7x5rKztaSutNb6Wf5nf8Epf2h/Eepfsb6Na/Gf8AbL1Xw5Npl9Lp/h3ST41sbHydJgjijgAidd4UMJVBbkhR1GCfT/iL8Hv+Cf3xA8D+OfiL8Utd8L+Lvttusvi/x1rPiC31LUYGCkW+LovmBlwFiiTYr7VTaw4P6W2ejaRp1nDp2n6VbQW9vEsUEEMCqkaKMKqqBgAAAADgAV+e37Yn7Kv7OfxR+Onxq+LHxE+D2jaz4i0aOJdM1O+idmgEXh6zljGzdsba7Mw3KeT9K+Lz/IsVl2XxnUxMqiukou9lo9V7z2M8FxdhMz4txOYRhLCRqylO1C1/iUlDeCtezctbSSkoPY+pf+CcPiL41eK/2Hvhx4g/aGhv08W3Og51A6pZi3upIRLIttJNGANsj2whdgQDuY5AOQPbayPh8zN4C0NmYknSLYkk9f3S1r1+mYem6VCEG72SV3u7Ld+p+b5ni45hmVbFRpqmqk5SUI/DHmbfLHyjey8kFc18ZPCXwo8c/CrxB4V+OmmaReeD7vSph4jh15kWzFoFLSPKzkCNVC79+RsKhgQQCOlr8u/+DoTxr+0N4d/Z58C+G/h9NqkHgDWtWvY/H89jD+6edPszWEE8g5VGP2lgp+VmjXPKqK5c0xkcBl9SvKPMorbvfT7tdfI+g4D4drcWcX4PKqVdUJVJ6VG7cvKnK62973bQV1eVldbn3R+yB8Iv2Lvhf8Oryy/Yp0TwZH4avNUaS/uPB2oRXsM12qICHmR5Nzqmz5S3ygjgZ59YW0tVYMttGCOhCCv5vP8AgjD8bvib8P8A9pGTwDp3x51TwX4I1ewuLvxW1tr0FjA8kMDi2cvPlQ/mui/L8zA4OVBx+tXgb4++EYPEMdlo37aE/iC7v1Nrb6Xd+PbO685nIwEjjAYycYG3nk18nhuNMDTwyToSi10ily/LVfkfXeJ3h7j+FOLqmEq436y5KM+eTbm+bS07395W7u8eV6Xsvt2iuO+B+oeKdS8FifxO0rkTEWktxnfJFgYJz1HXB7jnmuxr7PBYqONwsK6TSkr2e5+UVqTo1XBu9grif2lNU+KGh/s7ePNa+CFlJc+M7Twbqc3hK3it1laXU1tZGtlCN8rkyhAFPBzg121Fbzjzwcb2v1KwtZYfEwquKkotPleqdnez8ns/I/khj+LPxs8P/G5vjL/wm2u2vj+219tQk12Sd11BNREhZpGZvm8zfkEH3BGOK/cn4f8Axx0bxB8KdC/4WZ+3xq0Gt33hy0/4SK3j+J1hC0d29un2hR5YHlkSFx8p+XHB4Br6Vs/2ev8Agm3F+2PN8RrHwr8Nx8bvtDXk0aanAdXWY2wLTmz8zIkMJ3mTy9xDb85JY++fY7P/AJ9Y/wDv2K+CwnCWNpqfLjHHV/DfX195a91r6n7v4r+K+XcbxwEaOWui6UL3nZP3re7Cy/hq14vS/wDLG2v5RfHH4X/s/wDwa8HeAfH/AOxP4V8PWfxQtvFdovwoufCEcF1e6zNJcql7G7bmN5AYHn86RywjHV4wTX6w1+a37Iv7LX7O/wAM/FvwY+MvgP4RaRpnirWNcsm1LXYUdp5TPp13JMQXYhN7cnYFz06cV+lNdPBFJwwVaXM379rdNEtfV319Efn3G+c0sxjhqEZTqOmpSdSpbnk5tPk+KfuQcW43k25TnKy5rBRRRX2x8Efz8f8AByD40/aF1X9vu78F/EyXU4/BGlaTaSfDm2mh2WkkEtrCbuaIjiRzdCVGY/MBGi9Aue//AOCJXx58V2XwG8Q+CviP+1XqXg/w5oerRR+ENMTxXZ6cmZfOmuyqyje48x4zk8AuQD1A/RX/AIKQfAf4PftB/FD4aeEPjV8P7LxFplro3iG7t7O+LhY51k0tA4KMpztdh1xz06V3f/BPTwV4Q8D/AAEvPBng/wANWWm6TpXjXW7XTtPtIAsVvCl7IFRR6D8yck5JJr81nlVfFcU16NOvKDtzcy3s+X3d1or6eiP6FznxVyrMPCHB8PLL4qpT5IuXu8q5L/vI6N+0qW9+6XxT1dz5e1X4dfsWfGvXtY8afFDxl4Y+JuppoLQapq/jDxRbapJp2lrywU7ttnCCSxlQIQzMd4Jr3j/gkX4m+Ivif9lO6k8Yarq+o+H7Hxrqll8M9V1yLFxfeGInRbGUt96VP9YiSNy0aIQSu1jxX7bH7L37Pf7Qn7YCSfGv4TaV4jOj/D7STpv29XAg8zUNT34CMoYN5aZDZHy/WvoH9h63t7P9kX4e2dnbxwww+GbeOGGJAqRoowqqo4AAAAA4AFdfDuCqYXiLEU5VHJxWrf2r21er2PzzNs9o1uEKWEvOcpyi7TtyUlDmSVL3m3zJ+87QSStyy0a9Vooor78/PT8Wv+DpXxr+0NB8U/APgCabVIfhXP4eF5bLFDts7rXVnuFmEjj78kdv9nKq33RKxX7zY8g/4IdfH34i+H9T8VfDDxP+01q/g3wBZad9usrRPE9vYQDVJZol+QzgklokkLKny5UFsEjP7q/HH4B/Bv8AaU+H8/ws+O3w703xPoFxPFPJpupxFlEsbbkkVgQyMDkblIOCw6MQXfBr4D/B39nr4fWfwr+Cvw70zw54fsHke10zToMIruxZ3JOWZiSSWYk9OeBXxuN4YxmKzaeKp4hwUl0vzLy3Wnz+XU/eafi9k8PCWPCby5Osnbm93ktzc3tP5va9Nrfa5vsnyJ4Q8dfC7xf4ytpbX9pFPG+txWk8OmQX/jG1v5reJyjziGOLBAbyYyxweIh0wc/VX7Nvw/f4d/Dd7CUXCy6lrN9qk0dyAGje4naUrjAwBu4B59a7tLa2jbdHbop9QgFPrtynh+eW42WKqV3Uk1bVenW7vsrH4zi8xWJoKlGCik76f8Mgooor6U8wbNDFcQvbzoGSRSrqe4IwRXEeDvgXofhDxP8A8JHHqk1wIiTZwSRgeUSCCSR9488cDHvXc0VyYjAYPF1adWrBOUHeL7P+u5tTxFalCUYOyluVdc0ez8QaRc6JfqTDdQtHJjqAR1HuOtcx8Ovg9pfw/wBSn1dNUkvJ5FMcTPGFEcZIOOCcnjk8D2FdjRRVwGDr4mGIqQTnDZ9v689ghXrU6Tpxej3QUUUV1mIUUUUAFfNnx3+GEnibx14o0GHQJLeXxfE0NxcWcbFrndaJbeaCcjcsSoDxgbBkda+k6K8jOspjnGGjRc3FKSeive19PxOzBYt4Oq5qN9LFTQNLTRNBstFjdmWztI4FZiMkIoXJx9Kt0UV6yVlY4wrE+JHw28B/GDwJqvwx+J/hSy1zQNbs2tdV0rUIQ8VxE3UEdiDghhgqQCCCAa26KJRjJNNXTLpVatCrGpTk4yi0007NNapprZrozz/9n/8AZV/Z2/ZX8LXfgv8AZ8+EekeFtNvr03d7b6dCczzbQu93cszYVQACcDtjJrvFtLVWDLbRgjoQgqSipp06dKChBJJdFojXFYvFY7ESxGJqSnUlq5SblJvzbu38woooqznCuJ/aU1T4oaH+zt481r4IWUlz4ztPBupzeEreK3WVpdTW1ka2UI3yuTKEAU8HODXbUVM488HG9r9TfC1lh8TCq4qSi0+V6p2d7Pyez8j+SGP4s/Gzw/8AG5vjL/wm2u2vj+219tQk12Sd11BNREhZpGZvm8zfkEH3BGOK/c34Z/H3TdQ+Gnh2++IX7fOqW/iCfQLOTXoP+Fk6cnlXrQIZ12qpC4kLjA4GMCvre3/YR/Y+tP2gX/antv2fPDifECS6a6fxKLU+d9oaPy2m258sSFc5cLuJJbO4k16t9js/+fWP/v2K+EwvCGYUOa2Lcbv7N9fN6rX7/U/cvFPxdyfj+GCjhcvVP2MXdy5b3dvcjZP93G2l7N3+GNtflf8AZ+8A+EfHWr+CrvwBfRXHh/wzfR32m3ek3KT2zJDBNbonmjcrL87Dg5JXrwa+rKRESNdsaBQOgAxS19LkmULJsK6Knz3bd7W7La77dz8SxuLeMqqfLaysFFFFewcZ8IePPGXia7/4KVfEfw78Y/Ed5a/2f4f0uH4R6TqDrDa3OkS2sc2o3FoMj7RMb2J1lb5mRIIwdqgE+P8AwC/aR0fVfjj8Y9Mt/wBtG90fwRZeKbVvCUdp4xsLK2e5mgaXUvIJBM8QnZCJMlfmOCeQP0M/aI/ZO/Zy/az0Cw8MftGfCLSPFllpV2brTY9SjbdbSlSjFHQq6hgeVBw21SQSq46nwJ8OfAfwx8GaZ8PPh94SsNI0PRbJLTS9MsbdUitoUGFRQP59Sck5Jr4mvwrjauZ1cTDEuClqmr82vTdaLpr20P0GvxRkU8nUI4a9d06dNpqKpw9nyXqQesnOpyLmvFW56nvS5tPj34a+Kvh74u8VXV74U+NaeOtfltYY555PEsGpXaW0cjmOMCHlYxJM5Hy/elPPIFfWHwL8Ax/C74PeHPh9FLM40nSooN1wQXOBn5sADPPpXUx28ER3RQIp9VUCn16mTZDLKsRUrzrOpKaSu1+erufH4zHrFU4wjBRS/rsgooor6I84KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD50/bS/wCCqP7G37BHinS/Avx/8aav/buqaTPqy6N4Z8M3mrXNppkJxNqFylrG5t7ZDkGV8LwfQ17h8NfiT4D+Mfw+0X4rfC7xVZ654c8RaZDqGiaxp8u+G8tpUDxyIfQqR15HQgGvy6/4KS+GPjL+zL/wVI+Iv7Wdz+zP4/8AiN4O+LX7JGofDrw1N4A8LTaxJZa/9pMiWl1HCCbeCUYPnN8gLHPQ19jf8Ebf2dvin+yh/wAExPg38AfjZYtZ+KtA8Ioutae8odrKWWWSf7OSpILRiQIcEgFSBQB9NUUUUAFFFFAHK/G740fD39nj4U638afirq01l4f8P2n2jUbi2sZbmUKWVFVIoVaSR2ZlUKqkksK479iv9tn4Eft+/Bb/AIX5+zrqWq3Ph4azd6U7azo81hcJdWzBZkaGYB12sccjrn0rs/jV8WNB+Bfwt1n4teJ9A1/VLDQ7UXFzp/hfQZ9T1CZd6riG1t1aWZssDtVScAnoDX59f8G1Hj3WNG/Zt8Yfs9eO/gl8S/CPiG2+I3iHxPnxr8PNR0m1nsL6/LW/lT3MSJJKVILRqSyjqKAP0tooooAKKKKACvli+/4LK/sI6P8AtJad+y/4j8beI9I1rWPFEnhvRtd1jwRqVroeoavG/lvZQajLCtvLKJPk+ViN3Ga+p6/IP9pj9o6//bs/4KneGfhj+0/+zd8bPDfwS+BPxDt7rwVY6X8GNYvV8c+KIpmhj1K5vYrcxWumQN8yYb96rb2YKxCgH6+UUUUAFFFFABXjf7Xv7dPwO/Ym0bTNV+L9j4u1CXWPtDWOmeC/BV/rd2YoEDzzvFZxOY4o1ZS0j7VGRzXslfHn/BYfxx8LV+Ctr8G/jJ8M/wBo3UdG8RQ3Vzb69+zzp+oy3VvdwxGNLS5fTm81UmE7EJIpgcx/ORtFAH0B+yt+1R8Df20/gXof7R/7OXjVNf8ACXiCORtO1Bbd4W3RyNHJG8cgDI6OrKykcEV6HXxn/wAEA/hd+0V8GP8Agld8N/hr+058O/8AhFfEGlpepZaJPp8VrdQaabqRrQ3UcQCrcNGQzkjcSct8xNfZlABRRRQAUUV5f+2tY/tH6r+yZ8QtJ/ZBazX4m3nha6t/BMt/crDFFfyJsSQu5CqV3FgTxuUZoA5L9nv/AIKY/sh/tS/tTfET9jv4IfEC41rxn8LVP/CXpFpsgs4GWVYXSO4I2SskpKMFJwysOxr32vxp/wCCMf7O37Y/7L//AAVx8U+FfGf/AAT5n+H3hJfgVomhavrh8cf2rarJbnzTfLfrZxR6leXVwWeaJCrRGVmJYDFfstQAUUUUAFFFFAHy78av+Cuf7L/wQ/aK179lrUvBPxV8TeLvC9tYXHiC28BfCrVdch0+O9jMls0stnC6oHVWxnH3GH8Jx9QxuJEWQAgMAQGGDX44f8Fjfhxr+j/tE/Eb4kfsQfDn9rvR/wBqDxJf+G7fwprngKzvIvB2sRWoiVGuZof9Ekt0ie5VluzvWQnACMc/rx8Ph4wHgHQx8QzAfEA0e2/tw2uPK+2eUvnbMcbfM3Y9qANiiiigD//Z", "info": {"equation": "9*4=36", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "9*4=36", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "25f966f587ca95ff911726e9162701f956670f5b4ec910071bd792f4fdc1e1d1"} +{"episode": 72193, "episode_seed": 2902666771, "split": "train", "timestamp": "2025-10-28T03:49:51.422121", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2902666771, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 0, 8, 4])", "action": "('move', [4, 0, 8, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/aP40fCj9j7xp8aPAHi/47aH4Pn8daReSt8OpddvIo74zKyO/2WNnBnKMEfAVthIYYJyeG/4KX+EPgV4r+B2iaF+0LZ6EfCU3jS1Op/2/era2mRbXRj3yl0C/vAuPmGTgc5xX59m3D+JhDF4pYlqLvLlV9dL2lqttlo9LH9IZR4t5bTxfDMXld3gYuEnZXm5L2fNT01aa59Wv3ja6cz5D/ghV4k+LHij/AIJkfDy/+Lk17Lcwx3Vtok2oJiR9LiuHS0wTyyCNQqE9UVcZGCfryvMP2MtO0LR/2YfCGk+F7W2g0y1094dNhswBDHbrNIsax442BAoGOMYr0+vtMsi4ZdRi3f3Y7+iPwvifMqeccR4zHQpqmqtWc1FbRUpN2+Vz8jf+DqnxH8WLXwd8J/C2ny3qeCLy/wBRn1URR/6PLqcaRC2EjD+IRPcFVPUFyM448Nuv2mPjG/8AwRYjZv2stcbxQ1j/AGPJ4Y/4Sy13/wBhfajaiL7Njzdn2XC9d2znpzX7OftWfDv9lz4m/B668O/thWHhifwUl5BPct4tv0tbSK4V8RP5zugjfc20EMCdxXkMQV+PHhbwfb/sp+MvDGjaJYpoyfD7ULS1s7aJRCLUWMiLGgXgJswABxjpXzWZ8P4nFY+tiYYlwTitFe+itZ6rTT8z9TyvxOy/L+DMnymeXKcsJifaubS5ZpScuVOz9589pX0SjDe9l+bn/Bqx4k+K978PPiv4X1WW9fwTY6rp02i+bH+4j1KSOb7WsbH+IxJasyjgZU8Fuf1qr50/4J3/AAg+GPwN8O+Mvh78IfBNl4f0WHX7eePTrBW2CSSzhLuSxLMScckngAdABX0XXq8NRcMjoJu+l/vbdvkfFeJXEWG4s43xma4el7KFSStHS/uxjG7tpzStzStfVvV7nx1/wXl8R/Fnwz/wTJ8eXfwllvY5Ll7O18QTafHukTSpZ1S5yRyqMpCOR/A7ZwCTXyd/wbV+Lv2gz+yb8ctJ0BL650jSJI5vAcctuHhGsvaXDTxRFuGJK2TNH90FwernP6aftbWmj3/7LfxFsfEKQtp83gnU49QW4bbGYGtZBJvORhdhbJyMDNeX/wDBM7wh8DvA3wx8U+H/ANnKx0KDwivizzNPHhy7W4tHdrG181llVnDneCCdxIIx2wOTF4eUuKaM+dq9OWnpp+t/VHv5RxphcD4T4zIJYNTnPEU5+0aVklyuz683uOK7wlPa2v5Hf8G/Hjv9oS9/4KqMW1DWbr/hIdN1mb4ntdRszSKEklE1zu5RxfGEbj8waQr0dhX9AdfFX7EPgb9nTw/+2h4w8UfCnT/DieLtTk8UHx3PpV8k15539sxFFuUDsYSTvIUhckE4OOPtWq4ToujlkouTfvy38nb9L+rMPF7i7D8acVwx9HDewSo0o8rtdtJyu7f4uWL6wjF6bIoopHdY0MjthVGSfQV9Mflp+c3x6/4L5+FPgz/wUus/2RF8HWFx8P8ATdUi0Pxl4rkWb7Za6m5ZWaFQwUwQyNEkmULHbKVPC5/Rqvxu+Jn/AAR9179qP/gsBd/Enw5qDJ8NtW1WLxh4xvPtBE9kzTyZtEJHLXEsDFCPuI7kj92N37I185w9jMdjlWq1neDk+R+Xl5bW87n6n4k4PgTB4LKY8PyvVdBPEK97T0+LtO/PzJaWUbKzTZRRRX0Z+WH4i/8AB034k+LX/DQ3w38LahNfR+CIvCMl3o67NtvJqhuZEumDD70iwracH7ocYxvOf1V/4J4eIfit4s/Yb+FfiT43veP4pvfBVlLq8uox7LiVjGNkko672j2MSeSSSeSa8x/4Kk+B/wBnXx7F4D0v9pOx8OXGlRXGpy6VF4lv1gha/EUIjCFnQO5BfCc7hng4r6N+CwI+DvhMEYx4ZsOMYx/o6V8vl1CVPiTGS5m9Iaeq/S1l6n6txNxjhs28NMnyWGE5JYeVRupZWlr9nr7171P7yT16dNX4bf8AB0Z4o+Lo/as8A+GtUub+LwbaeDPtfh0BSsDai1zKt26sPvSBEtAe6grjG7n9ya+Q/wDgqh4F/Zz8eXPgSw/aO0/w5c2cFrrUugxeJL5II21DbZiNYwzqJJCC2I/m3c/Ka14rpupkdVp2tZ+uq0OTwk4oocH8cUMxrYd1klOPKrcy5otXjfqtn/dbPzU/b/8A2k/i94v/AOCYfw/i1D9q3WvEOs+JxpyfEXQJvFdrcExmB5lEsEY8xAJo4Sc9wA3XFfav/Bs94j+K+ufsCahp/jyW9k0LS/G13beDHu48KLMxxPKkTHloxcvN7Bi4HTA+kP2rdA+HGu/sETaT8VbTTT4dutL0GPXf7UmWG3+zG8s/M82Qldi4zlsjHqKu/wDBO3w/8NPCv7OUfh74N2mlweFbbX78aFHosyyWv2cy7g0bqWDqSS27J3Ek5Oa8rLMtr4DiKMaleVR+ybu+3Na2renX1Pczbj/BZl4YVsmhgI05Txbqc8UuVJpystE+dL3F/wBO9PI91qj4l8TeG/Bmg3firxh4hsdJ0uwhM19qWpXaQW9vGOrySOQqKPUkCr1fnH/wc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD9XmOM+oYGpiOW/Kr2/r8T8+4N4d/1s4pwmUe0VNVpqLk+i3dl1dlaK6uyP0R0DX9C8V6JaeJvC+t2mpabqFslxYahYXKzQXMLgMkkciEq6sCCGBIIORVuvxa/4I1fHnWIf2RW8PfE/9r/VfC9ro3iS4tPC+jt41tLFYrHZHIdscoLlfPkmwTx1A4Ffq1+zT4s1jxn4cu9euNdOqadctHLp2oicSpOHUktG4+VkI2kFeOeK8PK+KcNmeJhh405KUk7vSysr99vOx18YcI1OE87xeAdaNRUZuKkuqvpp0dt1d2d1fQ9Looor6k+OCv53/wBjH4i/tYXX/Bd3Tdd1afWj421T4pXdj41t5Lf95/Zvmul5FJH0WGO2jJA+6ixIV+6tf0QV8VeC/Av7OsH/AAVA1Dx7o+m+HD8TZfFt1Dq88V8j6mth/YLBN8O8tHGQsQD7Bn5eTnn5jiOhKrWwclJr97FaefX5W/E/VvDTjHDcLYDOaFXCe2eJw0oJ2T5d171/sPmvK3WMV5r7Vooor6c/KT+av9nb40ftFaD/AMFZpvF/xH+J+teFPFWseOr2w8f6pJfR2M0NsZm+1QyNL8kSKsQAXovlpt5Val/4Ku/Gj4seI/27ba+8NfHDWvFcXhmDTX+H2rxa1HfSW0hWOYmCS3GDILrf235VR0Va/Xb4Y+Av2c4P+Clmq+ONA0zw23xIufFupQ+IZob1JNSWz/suTyxLFvJiQhYsNtXdheTmm/8ABSrwF+zj4m+OPhrUfi/pnhqXxDpnhSWbwKusXqRT/axdbmNtGzr5zgrGcBWIIU4Ga/JauVV1l9et7eXLCq48utm+ZLm331vsf1dQ8Y8rXHeEzP8AsnSOC9lypLmvyud46fw0lyr/AKduTt9k+vPhVeeL9Q+F/hvUPiDbtDr8+gWcmuRPGEKXjQIZlKjhSJCwwOBW/RRX6zFcsUj+Vas1Vqymkldt2Wyv0Xkj+fH/AIL+/En9oDQP+Cq91qt1rmracPC1ho9x8NLmPMX2aERRzefbkdT9t+0Zfruj2nhAB98WWofA74+eH/DHhv44/tD2nxDukjt7w+FPEvjSyvrVtRFuQzm0TCysm+XCsGVckgZAI+wvjR8KP2PvGnxo8AeL/jtofg+fx1pF5K3w6l128ijvjMrI7/ZY2cGcowR8BW2EhhgnJ5b/AIKEfCP4Z/GT4VeHvh78UPBdnrWi33jO3N3p10GCSFLW7dclCrcMoPB7V+f5tw/iYRxeKWJai7y5VfXS9parbZaPSx+0Zt4h4LO8oyDLoYWWHlhIckqsUuZ6qLlT1je/K5SvKN5ykr6XdP8A4JcPNH+yXa6VprSP4Z03xRrVl4EleNQr6FFfzJZ+WV/1kIjG2N+d8ao2WBDH6JrzP9jnRtJ8Ofs0eE/D2gadDZ2FhZSW1laW6BY4IY55ESNQOiqoAA9BXplfZ5ZFwy6jFu9ox1+SPyjPMZDMM5xGJjHlU5ydvVvfz7+Z+Rv/AAdUeI/ixa+DvhP4W06W9TwReX+oz6qIo/8AR5dTjWIWwkYfxCJ7gqp65cjOOJP+CcPx3j8VfsQ+ENP+Pf7Y1/bXAsrjT5PDupeOrO3jOmRyvDBA8LfP5ZgVVwSGK9+Qa+8P+Chvwk+G3xv+GnhX4efFnwfa67ol143ikuNOvC4R2TT75kOUZTwwB4Ndp+yNoei6R+zT4M0nS9Jtre1tNEjgtbeGEKkUaEqiKB0AUAAegr5LG5TiMfxFWjTryp3hF6X22tutNL/M/SMVx5gKvhZgOH/qa9pQrTk6mmqfM1bRvmfPaV+kI7/Zi/Zg8LjStA1fxQGk/wCJ5qEcy7sbCscEcQZOOQdvXn2r0+gAAYAor6/L8GsBgqeHTvyq1+5+UYis8RXlUta58df8F5vEfxY8M/8ABMnx5d/CaW9jkuXs7XxBNp8eZE0qWdUuckcqjKQjkfwO2eCTX5vf8ELfjDqvhn4d+PfB3iz9pm/8EeHbfVrS60exg8U2unJNeSxyLcyASgs52Q2wPYYHcmv3Y8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gue+C3wC+DX7Ovw+tfhV8Evh3pvh3w/ZSyyW2mWER2K8jl3YliWYlieSSeg6ACvEzbIMTmOYxxFOu6aUbaXvv0s1o+uvQ/Tsn8QcvyzwyxXDFTBqdWrWjUVR2skuW993zLl5V05Zy2t73xP+zd4M+DngL9tD4Va3+zQNPudQ8S2/iEeN9X0e4ivpdX0cwyTy3l9cgs0jf2qtoBMTkySPHnHyj9B6+PP2N/gj8JPh3+1xr3xH8EeANP0zXvFa+KZfEWq2yN5t+y6zAQXJJAGWJwoAJ5I4FfYdPhOi6GWSi5N+/Lfydv0v6s+V4tzKGZY2i4uUuSnGLlP4pNuU23rLbm5I3k24xT0+FFcX8d/F0XhXwFcRm5WKS+zAJGbASPGZGJzwAoPPbIrtK+Z/wBpW9m+PHj7R/gpoTTNZ6/qQ0q9mjYL5dgoabUZMlHA3QRtCuRy8qYIzkdWf4qdHA+xpP8AeVXyR+ejfyX6Hh5fSU6/PL4Yav5HZfsSeDTafDG5+L+p2fl6j4/vRqwLxIJI9OCiPT4SVZsgW6pKRnh7iXgZIr2amQQQWsCWtrCkcUaBY441AVVAwAAOgA7U+vUwmGp4PDQoQ2ikvuOWtVlWquct2FFFFdBmfiJ/wdO+IfivJ+0H8OPCWpyXq+B08IS3ekIY8W0uqNcyJdHcPvyLCLQYP3VcYxvOf1S/4Jzax8Tdf/YS+E+r/GKG5TxHP4HsDqIvIBFKf3QEbOoxhjGEJ4ByeQDmuH/4KRfBP4TfHOTwV4d+L/gOw8Q2Nguq31paagrFI7hIoAsmFIzgMwwcg55Br3v4K/8AJHPCXA/5Fmw6D/p3jr5fLqDhxJjJczekNPVfpbT1P1PiXjXB5x4b5RkVPDKE8NKo5T01u/s9feved95RT16dNX4af8HSPiP4sT/tT+A/CetyXq+CrfwUbrQI2jxbPqD3Mq3jKf45AiWgOeVBXpu5/cuvlX/gpX8EfhL8b7zwdpfxc8A2HiC20rStcv8AT4NQVikNygswsmARnAJGDkHPINa8V03UyOq07Ws/XVaHJ4T8WYTgvjahmeJoe1ilONlbmXNFrmjfS/T/AAtnzN8APH3gH47/ALLfgLw1+0z+1G3iS81bQ9Ml13wZrvjezNtd3SlHigltE2lwHWM+SeCygMp5FfT/APwS80/TvDvh74n+DPAFlFb+A9I+JM0Xg+Czt0S0gZ7O2l1CG2KcNEl+9yOMhZDIgxt2r1f7Svgbwf8AEL9hxPBnjXw7bajpWrWPh+21GynQhJ4nvbIMh2kEAg9iDV79gbwH4N+GHwJl+H3w98OW2kaJpPiXUINO02zUiOCPzc4GSSckkkkkkkkkk15OWZbXwHEUY1K8qj9k3d9r2tu9OvqceP4gw+NyLFRjBw9rVuqat7KF2pc8dfj09mvdXuN+872Pa65H48eEfgv47+EGv+FP2ibLRbjwTd2JHiKPxDcLFZCBWD7pZHZQgVlVg2RtKggggV11fnH/AMHNviT4saL+wtoml+B5b2Pw9qnjW3g8ZPaJlGgWKSSBJmHKxmdEPoXVAecA/V5nio4PL6laUeZRT07+vl38jzeB8jq8ScXYLLaVb2MqtSKU9nG2t47e9p7uq962qPvP4OeDvg/4P+FXh/wz8DtK0aHwfZ6VCnhxNEdJbQ2m3MbROpIkVgd2/J3Z3ZJOa6hVVQFVQAOgAr8W/wDgjV8edYh/ZFbw98T/ANr/AFXwva6N4kuLTwvo7eNbSxWKx2RyHbHKC5Xz5JsE8dQOBX6tfs0+LNY8Z+HLvXrjXTqmnXLRy6dqInEqTh1JLRuPlZCNpBXjnivDyrifC5jiKeGhSlFteXKrK+nl0Wi6HXxrwtieGuIMbhKtdVXSqSXPd3lru7/a195XdnfV7npdFFFfVHxQV/O3+xx46/al1P8A4LxaR4j19NWl8c3nxWu7XxbFcWgMsdhvkivEZDwkUdoHAxwiIu3oK/okr488JfBP4S6b/wAFF7j472PgHT4/GOo+NrywvfEIRjcS2y6C4EfJ2gYRBkAE7Rk18xxHQdWtg5KTX72K08+vyt+J+p+G/GuD4TwGcUK+GVV4rDyhFu3uvVWd/sPmvJLVuMdOq+w6KKK+nPyw/mn/AGffi58f9K/4K1/8Jt8UPiLqvhjxbqHj6+tPG+r3F3FZT2kLO6XUbPKNkKrGpQDooVQvRa/R79ojRv2V/ij8N/F/xH8ZfF6y8d+ItD8JS/2Rr1/4lttV1DRXRjJamyVDiGVrvytu1d0smyM7gQh90+HnwP8AhHpP/BQW6+N+n/D/AE+LxdrHjTVbLUte2MZ57ddLlCxnJKgYjT7oBO0ZzTP+CiPwN+EHxK+Lml+L/Hvw907VdT8KeDnvPDt3dxsTYTm6J8xACFJyiEbgcFQRivyWrlNdZdXre3lyxquPLrZvmS5nrvrfbpuf0BxN4kZbxJxVl+No4Z4ZUqEIv2duZuKcnBapcl/cV3pHVxfwH1T8JbzxjqPwq8M6h8RbZofEE/h+yk12FowhjvGgQzKVHCkSFhgcCugoor9ZiuWKR+B1qiq1ZTSSu27LZX6LyR/Pj/wX9+JP7QGgf8FV7rVbrXNW04eFrDR7j4aXMeYvs0Iijm8+3I6n7b9oy/XdHtPCAD9FPhn8UvB/jOLw1B4l/atl8V661rBKNBv/ABvZ3Y+3tb4kKQRYJdd0oAGcAnivr/4kfsxfAD4wfEfwt8Xfib8KNI1rxL4KnM3hbWL2AtNp8hZX3IQcHDKrDcDtYZGDzXbra2qNvS2jBHQhBXxeI4UxeIxNef1pxjUbdld3T6PVLTZb6H6txR4j5dn3DWT5bSwShPBU3CUtPefuq8bK9ny88r688n2u+b+C3hI+B/hbo3hljLugti7CfG8NI7SEHAGMFyMe1dRRRX2FCkqFGNNfZSX3Kx+Tzk5zcu58r/tseKNZ0v8Aam+FmjeIdcnsfC0vh/XrmyWR1jtLnXE+yrGkjkjMi2cl8yJ3HmsAdhK/PP7L/wC0h4bm8FS6vq/7b17aW9p4x1hNB0648b2FtCdMi1GZbRfJxnyjEqgZOWTBzzmvvz46/s+fBf8Aaa8AyfC749fDvT/E+gSXUVy2m6kjFBNGSUkUqQysMkZBHDEdCQek0bw14e8O6PaeH9B0S1s7Gwto7aytLeBUjghRQqRqoGFVVAAA6AV8vjuHMXi8zqYmniXTUktr30VrbrTr6s+u/t/Klw/Rwv1e9aOjbUeWyc5Jp6tylzpSTSsoLWXNaHMfAXVde1jwN9t1y5lnDXT/AGSeZizSRYBzk9RnODXa0AADAFFfR4HDSweEhRlJycVa76nyleoq1aU0rX6BRRRXUZHi/wAF/h+bD42ap4jbTJLMadDqEIhjUiLfd3UUznLckkx7hg9HJ7ivaKKK8/LMAstw3sVLm1bu/N3OjFYh4mrztW0S+4K5fwT8LtK8Ea9qOuWV28rXzERxsgAgQtuKg9+e/oB7k9RRXRVwuHr1YVJxvKF3F9rqzM4VakISjF6PcKKKK6DMKKKKAPKP2o/Db65aaPPFpJmkRri3juI0ZnjMyou0Y4+baOo6qK9E8F6CnhXwdpPheN3ZdN0yC1VpCCxEcapk44zx2rTorz6GAVDMK2K5ruooq3blVvxOipiHPDwpW+G/4hXxr+1X41i0j9s3WrH4r+LpNL8OWPwhhufDi30yQWhR7u5/tedGYgPKixaeHznYjIeA/P2VXCfHL9mL4AftL2+i2nx5+FGkeKY/DuqLqOipqsBcWtwBjcMEZBGMocq2BkHArHO8uqZrl8sPCXK20/LR7P8Arc9Xh7MMBl+OlLGxbpyi4txSc46ppx5mle65Xqvdcj4Q/Zh+Nvh7xx8CvAbfFT9sK71bVrzSrGW78Pav41sVWa4DK0CPbIFYOGETCMYIcAEdRX3h+zt4Sbwn8OQsgmD6jqNzfukwwVMr5wBgcYAIz61232S1DbhbR5z12CpK4cqyCrl+MeIq4h1Hy8uq2V09232IzXNqWYzm6dFUoyk5Wjsr30Wi0V7eiCuf+Knwr+Hfxu+H2qfCr4s+EbPXvDutW4h1TSb9C0VwgYMAcEEEMqsCCCCoIIIroKK+jlGM4uMldM8mjWq4erGrSk4yi0007NNapprVNPVNbGD8Ovhf8PfhL4G0r4afDbwhY6PoOiWSWmlaZZwgR28KjhRnJPqSSSSSSSSTW6qqoCqoAHQAUtFEYxikkrJCq1alepKpUk5Sk2227tt6ttvdvqwooopkBXi+l/D83X7Tp1s6ZJbCw1ObVGaFTsmZ7N7UMxOc5WTtjlPYivaKK8/HYBY6dGTlb2c1P1tfQ6KGIdBTSV+ZNfeFFFFegc5+VVx8b9W0D4Q/C/WPFHx0v/Dnj3Vfi1JD4zu5dStrS9gvDPdjWYJvNyLeOGN3UYA2KLcD767vefAE3gT41a1deFtA+PU3jnUtQtktbiZvFFvqNzZ2xfB2iIYjTLEksMZ719P+Hv2Xf2e/Cnxw1r9pPw78JNGtPHXiKyW01rxNFb/6TdwgRjaxzgZ8mLJABbYuScV3UdvBEd0UKKfVVAr4WnwfirONTFPlcr2Sdnre713fo9e59vnnEuV42uqmCw/LfmbbUU1KbbcY8t/ch8Mdm1d2jflT6KKK+6PiAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8f/bN/bq/Zy/YI+H2n/En9o7xRfWNjq2qGw0y10jRrjULu5lWGSeVkgt0aQpFBDLNI+NqJGzEivYK+B/+C3Hhz4l6B4i+Df7R/g/4LeK/HukeD18a6Nrmh+C9Ek1K+SbW/DN3p9lN9njyxi+0lInfpGs+48A0AfdPhXxR4e8ceF9N8a+EdYg1HSdYsIb3S9QtX3RXNvKgkjlQ91ZGVgfQ1fryL/gn/wDCbxn8Bv2Fvg58E/iLHs1/wn8MNC0nW4t4byru3sIYpY8jghXVlz32167QAVzPxm+L3gb4BfCrX/jP8S7+4ttB8N6bJfanNaWMtzKIkGSI4olZ5HJwFVQSSQBXTVyHx++IGlfCv4J+KfiHreia1qVrpOiXE89h4c0abUb6cBCNsFtArSTOc8IoJNAEX7O3x8+HP7UnwO8L/tD/AAivrq58M+L9Ii1LRJ72ze3leCT7peN/mQ8dDzXaV8i/8EKde1K9/wCCWvwo8G+IPh94t8Max4P8Px6Drmk+MvC91pN0l3Aqs5SK5RGki/eDbKBtYhgDkHH11QAUkkiRRtLIwCqCWJ7ClpJHEcbSMCQoJIAyTQB4l+yV/wAFCv2Y/wBtfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/gkP8WdQ/ae/ag+Pf7WHxX+EHxG8HeOfFV5Y6Xpmg+Mfh7qGkWmkeFdOluYdNt4rm5iSO7uZmkuLufyyQhuEQcJk/ftABRRRQB4jdf8ABQr9mjT/ANsey/YW1LWddtfHepxTHS2uvC95Hpd9PDareS2kN+0Yt5bhLdllaJXLKp5weK9ur89vjPp3in4m/wDBdH4O+Kfhd8H/AIuR3vgG31qy+IeteJdKuP8AhDI9Cm0hzBd6bLIWtxeyXcsMJeDbMVjkSQbVFfoTQAUUUUAeWftYftl/AL9irwn4d8ZftAeKpdMtPFfjGw8L6CltZvcS3epXjlYYlRATj5WZm6KqkmvU6/L7/g4P+CX7bHxJ8TeAviB8C/2Xl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/xk+GmifFPw/omt6bZa7p6XdtYeJNGm06/gRhwk9tOqyQOO6OARXhX/AAVh8IfCHxl+yh9k+OPg74u6x4fsfFemajIfgfa3EviGxuLeUy291CLb9+qpMseXh+dSVPChiNT/AIJTL+0mn/BO/wCE6/teNrJ+IX/CML/bx8SNnUtvnSfZvtZ6/afs3kebnnzN+ec0AfQdFFFAFbWdY0rw9pF34g13UIbSxsbaS4vLu4kCxwxIpZ3ZjwFCgknsBXl37IP7bHwH/bk8CX3xJ/Z/v9budIsr8W63Ot+GrvTftaNGskV1bi5jQz20qMGjmTKOM4PBFXf21vhr4v8AjP8Asb/Fn4P/AA+I/t7xV8NNd0jRMvtBu7nT54YRk9Pndea+P/8Ag3o8NftD+Efgt438PfE3TfizY+C7G48PWngrTvjKs66pa30Wh2setxwLcfvEsF1BXWBR+6Cq3l/JigD9DaKKKACvnz4R/wDBS79nn4yftZap+xZonhr4g6R440yx1G+8rxT8PtQ0yzvbWyuUtp7i2ubiNY7iLzJECyRkq4YEE5FfQdfKH7Ofgfxn8Rv+CqHx8/ab8aeE9UsNJ8J+F/D/AMN/h/dalp8sCXsCo+rapc25kUCWJrm7t4fMTKlrMjOVNAH1fRRRQAV4F8av+CmH7JH7P37UPhn9kH4l+M9TtvGPih9PS1W18P3VxY2T388lvYJd3caGK1a5mikjiEjAuykCvfa/KD/gpH8G/jj4q/4LNfD/AMb+HfgT461eaPUPh23gHWdA0KSbwzLa2mtX82vvrsqjyvNtrWWOW0M53Ru+6H5iaAP1fooooA//2Q==", "info": {"equation": "324/18=18", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDN/wCC/vxJ/aA0D/gqvdarda5q2nDwvYaPcfDS5jzF9mhEUc3n25HU/bftGX67o9p4QAa//BaX44+O/FXwc+GHhCy/aZ1PxhpWoxyXni7S5PFFrfRQ6nFDB5RdYACmPNucA/Ln3UY/aP40fCj9j7xp8aPAHi/47aH4Pn8daReSt8OpddvIo74zKyO/2WNnBnKMEfAVthIYYJyeG/4KX+EPgV4r+B2iaF+0LZ6EfCU3jS1Op/2/era2mRbXRj3yl0C/vAuPmGTgc5xX59m3D+JhDF4pYlqLvLlV9dL2lqttlo9LH9IZR4t5bTxfDMXld3gYuEnZXm5L2fNT01aa59Wv3ja6cz5D/ghV4k+LHij/AIJkfDy/+Lk17Lcwx3Vtok2oJiR9LiuHS0wTyyCNQqE9UVcZGCfryvMP2MtO0LR/2YfCGk+F7W2g0y1094dNhswBDHbrNIsax442BAoGOMYr0+vtMsi4ZdRi3f3Y7+iPwvifMqeccR4zHQpqmqtWc1FbRUpN2+Vz8jf+DqnxH8WLXwd8J/C2ny3qeCLy/wBRn1URR/6PLqcaRC2EjD+IRPcFVPUFyM448Nuv2mPjG/8AwRYjZv2stcbxQ1j/AGPJ4Y/4Sy13/wBhfajaiL7Njzdn2XC9d2znpzX7OftWfDv9lz4m/B668O/thWHhifwUl5BPct4tv0tbSK4V8RP5zugjfc20EMCdxXkMQV+PHhbwfb/sp+MvDGjaJYpoyfD7ULS1s7aJRCLUWMiLGgXgJswABxjpXzWZ8P4nFY+tiYYlwTitFe+itZ6rTT8z9TyvxOy/L+DMnymeXKcsJifaubS5ZpScuVOz9589pX0SjDe9l+bn/Bqx4k+K978PPiv4X1WW9fwTY6rp02i+bH+4j1KSOb7WsbH+IxJasyjgZU8Fuf1qr50/4J3/AAg+GPwN8O+Mvh78IfBNl4f0WHX7eePTrBW2CSSzhLuSxLMScckngAdABX0XXq8NRcMjoJu+l/vbdvkfFeJXEWG4s43xma4el7KFSStHS/uxjG7tpzStzStfVvV7nx1/wXl8R/Fnwz/wTJ8eXfwllvY5Ll7O18QTafHukTSpZ1S5yRyqMpCOR/A7ZwCTXyd/wbV+Lv2gz+yb8ctJ0BL650jSJI5vAcctuHhGsvaXDTxRFuGJK2TNH90FwernP6aftbWmj3/7LfxFsfEKQtp83gnU49QW4bbGYGtZBJvORhdhbJyMDNeX/wDBM7wh8DvA3wx8U+H/ANnKx0KDwivizzNPHhy7W4tHdrG181llVnDneCCdxIIx2wOTF4eUuKaM+dq9OWnpp+t/VHv5RxphcD4T4zIJYNTnPEU5+0aVklyuz683uOK7wlPa2v5Hf8G/Hjv9oS9/4KqMW1DWbr/hIdN1mb4ntdRszSKEklE1zu5RxfGEbj8waQr0dhX9AdfFX7EPgb9nTw/+2h4w8UfCnT/DieLtTk8UHx3PpV8k15539sxFFuUDsYSTvIUhckE4OOPtWq4ToujlkouTfvy38nb9L+rMPF7i7D8acVwx9HDewSo0o8rtdtJyu7f4uWL6wjF6bIoopHdY0MjthVGSfQV9Mflp+c3x6/4L5+FPgz/wUus/2RF8HWFx8P8ATdUi0Pxl4rkWb7Za6m5ZWaFQwUwQyNEkmULHbKVPC5/Rqvxu+Jn/AAR9179qP/gsBd/Enw5qDJ8NtW1WLxh4xvPtBE9kzTyZtEJHLXEsDFCPuI7kj92N37I185w9jMdjlWq1neDk+R+Xl5bW87n6n4k4PgTB4LKY8PyvVdBPEK97T0+LtO/PzJaWUbKzTZRRRX0Z+WH4i/8AB034k+LX/DQ3w38LahNfR+CIvCMl3o67NtvJqhuZEumDD70iwracH7ocYxvOf1V/4J4eIfit4s/Yb+FfiT43veP4pvfBVlLq8uox7LiVjGNkko672j2MSeSSSeSa8x/4Kk+B/wBnXx7F4D0v9pOx8OXGlRXGpy6VF4lv1gha/EUIjCFnQO5BfCc7hng4r6N+CwI+DvhMEYx4ZsOMYx/o6V8vl1CVPiTGS5m9Iaeq/S1l6n6txNxjhs28NMnyWGE5JYeVRupZWlr9nr7171P7yT16dNX4bf8AB0Z4o+Lo/as8A+GtUub+LwbaeDPtfh0BSsDai1zKt26sPvSBEtAe6grjG7n9ya+Q/wDgqh4F/Zz8eXPgSw/aO0/w5c2cFrrUugxeJL5II21DbZiNYwzqJJCC2I/m3c/Ka14rpupkdVp2tZ+uq0OTwk4oocH8cUMxrYd1klOPKrcy5otXjfqtn/dbPzU/b/8A2k/i94v/AOCYfw/i1D9q3WvEOs+JxpyfEXQJvFdrcExmB5lEsEY8xAJo4Sc9wA3XFfav/Bs94j+K+ufsCahp/jyW9k0LS/G13beDHu48KLMxxPKkTHloxcvN7Bi4HTA+kP2rdA+HGu/sETaT8VbTTT4dutL0GPXf7UmWG3+zG8s/M82Qldi4zlsjHqKu/wDBO3w/8NPCv7OUfh74N2mlweFbbX78aFHosyyWv2cy7g0bqWDqSS27J3Ek5Oa8rLMtr4DiKMaleVR+ybu+3Na2renX1Pczbj/BZl4YVsmhgI05Txbqc8UuVJpystE+dL3F/wBO9PI91qj4l8TeG/Bmg3firxh4hsdJ0uwhM19qWpXaQW9vGOrySOQqKPUkCr1fnH/wc2+JPixov7C2iaX4HlvY/D2qeNbeDxk9omUaBYpJIEmYcrGZ0Q+hdUB5wD9XmOM+oYGpiOW/Kr2/r8T8+4N4d/1s4pwmUe0VNVpqLk+i3dl1dlaK6uyP0R0DX9C8V6JaeJvC+t2mpabqFslxYahYXKzQXMLgMkkciEq6sCCGBIIORVuvxa/4I1fHnWIf2RW8PfE/9r/VfC9ro3iS4tPC+jt41tLFYrHZHIdscoLlfPkmwTx1A4Ffq1+zT4s1jxn4cu9euNdOqadctHLp2oicSpOHUktG4+VkI2kFeOeK8PK+KcNmeJhh405KUk7vSysr99vOx18YcI1OE87xeAdaNRUZuKkuqvpp0dt1d2d1fQ9Looor6k+OCv53/wBjH4i/tYXX/Bd3Tdd1afWj421T4pXdj41t5Lf95/Zvmul5FJH0WGO2jJA+6ixIV+6tf0QV8VeC/Av7OsH/AAVA1Dx7o+m+HD8TZfFt1Dq88V8j6mth/YLBN8O8tHGQsQD7Bn5eTnn5jiOhKrWwclJr97FaefX5W/E/VvDTjHDcLYDOaFXCe2eJw0oJ2T5d171/sPmvK3WMV5r7Vooor6c/KT+av9nb40ftFaD/AMFZpvF/xH+J+teFPFWseOr2w8f6pJfR2M0NsZm+1QyNL8kSKsQAXovlpt5Val/4Ku/Gj4seI/27ba+8NfHDWvFcXhmDTX+H2rxa1HfSW0hWOYmCS3GDILrf235VR0Va/Xb4Y+Av2c4P+Clmq+ONA0zw23xIufFupQ+IZob1JNSWz/suTyxLFvJiQhYsNtXdheTmm/8ABSrwF+zj4m+OPhrUfi/pnhqXxDpnhSWbwKusXqRT/axdbmNtGzr5zgrGcBWIIU4Ga/JauVV1l9et7eXLCq48utm+ZLm331vsf1dQ8Y8rXHeEzP8AsnSOC9lypLmvyud46fw0lyr/AKduTt9k+vPhVeeL9Q+F/hvUPiDbtDr8+gWcmuRPGEKXjQIZlKjhSJCwwOBW/RRX6zFcsUj+Vas1Vqymkldt2Wyv0Xkj+fH/AIL+/En9oDQP+Cq91qt1rmracPC1ho9x8NLmPMX2aERRzefbkdT9t+0Zfruj2nhAB98WWofA74+eH/DHhv44/tD2nxDukjt7w+FPEvjSyvrVtRFuQzm0TCysm+XCsGVckgZAI+wvjR8KP2PvGnxo8AeL/jtofg+fx1pF5K3w6l128ijvjMrI7/ZY2cGcowR8BW2EhhgnJ5b/AIKEfCP4Z/GT4VeHvh78UPBdnrWi33jO3N3p10GCSFLW7dclCrcMoPB7V+f5tw/iYRxeKWJai7y5VfXS9parbZaPSx+0Zt4h4LO8oyDLoYWWHlhIckqsUuZ6qLlT1je/K5SvKN5ykr6XdP8A4JcPNH+yXa6VprSP4Z03xRrVl4EleNQr6FFfzJZ+WV/1kIjG2N+d8ao2WBDH6JrzP9jnRtJ8Ofs0eE/D2gadDZ2FhZSW1laW6BY4IY55ESNQOiqoAA9BXplfZ5ZFwy6jFu9ox1+SPyjPMZDMM5xGJjHlU5ydvVvfz7+Z+Rv/AAdUeI/ixa+DvhP4W06W9TwReX+oz6qIo/8AR5dTjWIWwkYfxCJ7gqp65cjOOJP+CcPx3j8VfsQ+ENP+Pf7Y1/bXAsrjT5PDupeOrO3jOmRyvDBA8LfP5ZgVVwSGK9+Qa+8P+Chvwk+G3xv+GnhX4efFnwfa67ol143ikuNOvC4R2TT75kOUZTwwB4Ndp+yNoei6R+zT4M0nS9Jtre1tNEjgtbeGEKkUaEqiKB0AUAAegr5LG5TiMfxFWjTryp3hF6X22tutNL/M/SMVx5gKvhZgOH/qa9pQrTk6mmqfM1bRvmfPaV+kI7/Zi/Zg8LjStA1fxQGk/wCJ5qEcy7sbCscEcQZOOQdvXn2r0+gAAYAor6/L8GsBgqeHTvyq1+5+UYis8RXlUta58df8F5vEfxY8M/8ABMnx5d/CaW9jkuXs7XxBNp8eZE0qWdUuckcqjKQjkfwO2eCTX5vf8ELfjDqvhn4d+PfB3iz9pm/8EeHbfVrS60exg8U2unJNeSxyLcyASgs52Q2wPYYHcmv3Y8UeGPD3jXw1qHg7xbo9vqOlatZS2epWF3GHiuYJUKSRup6qysQR6Gue+C3wC+DX7Ovw+tfhV8Evh3pvh3w/ZSyyW2mWER2K8jl3YliWYlieSSeg6ACvEzbIMTmOYxxFOu6aUbaXvv0s1o+uvQ/Tsn8QcvyzwyxXDFTBqdWrWjUVR2skuW993zLl5V05Zy2t73xP+zd4M+DngL9tD4Va3+zQNPudQ8S2/iEeN9X0e4ivpdX0cwyTy3l9cgs0jf2qtoBMTkySPHnHyj9B6+PP2N/gj8JPh3+1xr3xH8EeANP0zXvFa+KZfEWq2yN5t+y6zAQXJJAGWJwoAJ5I4FfYdPhOi6GWSi5N+/Lfydv0v6s+V4tzKGZY2i4uUuSnGLlP4pNuU23rLbm5I3k24xT0+FFcX8d/F0XhXwFcRm5WKS+zAJGbASPGZGJzwAoPPbIrtK+Z/wBpW9m+PHj7R/gpoTTNZ6/qQ0q9mjYL5dgoabUZMlHA3QRtCuRy8qYIzkdWf4qdHA+xpP8AeVXyR+ejfyX6Hh5fSU6/PL4Yav5HZfsSeDTafDG5+L+p2fl6j4/vRqwLxIJI9OCiPT4SVZsgW6pKRnh7iXgZIr2amQQQWsCWtrCkcUaBY441AVVAwAAOgA7U+vUwmGp4PDQoQ2ikvuOWtVlWquct2FFFFdBmfiJ/wdO+IfivJ+0H8OPCWpyXq+B08IS3ekIY8W0uqNcyJdHcPvyLCLQYP3VcYxvOf1S/4Jzax8Tdf/YS+E+r/GKG5TxHP4HsDqIvIBFKf3QEbOoxhjGEJ4ByeQDmuH/4KRfBP4TfHOTwV4d+L/gOw8Q2Nguq31paagrFI7hIoAsmFIzgMwwcg55Br3v4K/8AJHPCXA/5Fmw6D/p3jr5fLqDhxJjJczekNPVfpbT1P1PiXjXB5x4b5RkVPDKE8NKo5T01u/s9feved95RT16dNX4af8HSPiP4sT/tT+A/CetyXq+CrfwUbrQI2jxbPqD3Mq3jKf45AiWgOeVBXpu5/cuvlX/gpX8EfhL8b7zwdpfxc8A2HiC20rStcv8AT4NQVikNygswsmARnAJGDkHPINa8V03UyOq07Ws/XVaHJ4T8WYTgvjahmeJoe1ilONlbmXNFrmjfS/T/AAtnzN8APH3gH47/ALLfgLw1+0z+1G3iS81bQ9Ml13wZrvjezNtd3SlHigltE2lwHWM+SeCygMp5FfT/APwS80/TvDvh74n+DPAFlFb+A9I+JM0Xg+Czt0S0gZ7O2l1CG2KcNEl+9yOMhZDIgxt2r1f7Svgbwf8AEL9hxPBnjXw7bajpWrWPh+21GynQhJ4nvbIMh2kEAg9iDV79gbwH4N+GHwJl+H3w98OW2kaJpPiXUINO02zUiOCPzc4GSSckkkkkkkkkk15OWZbXwHEUY1K8qj9k3d9r2tu9OvqceP4gw+NyLFRjBw9rVuqat7KF2pc8dfj09mvdXuN+872Pa65H48eEfgv47+EGv+FP2ibLRbjwTd2JHiKPxDcLFZCBWD7pZHZQgVlVg2RtKggggV11fnH/AMHNviT4saL+wtoml+B5b2Pw9qnjW3g8ZPaJlGgWKSSBJmHKxmdEPoXVAecA/V5nio4PL6laUeZRT07+vl38jzeB8jq8ScXYLLaVb2MqtSKU9nG2t47e9p7uq962qPvP4OeDvg/4P+FXh/wz8DtK0aHwfZ6VCnhxNEdJbQ2m3MbROpIkVgd2/J3Z3ZJOa6hVVQFVQAOgAr8W/wDgjV8edYh/ZFbw98T/ANr/AFXwva6N4kuLTwvo7eNbSxWKx2RyHbHKC5Xz5JsE8dQOBX6tfs0+LNY8Z+HLvXrjXTqmnXLRy6dqInEqTh1JLRuPlZCNpBXjnivDyrifC5jiKeGhSlFteXKrK+nl0Wi6HXxrwtieGuIMbhKtdVXSqSXPd3lru7/a195XdnfV7npdFFFfVHxQV/O3+xx46/al1P8A4LxaR4j19NWl8c3nxWu7XxbFcWgMsdhvkivEZDwkUdoHAxwiIu3oK/okr488JfBP4S6b/wAFF7j472PgHT4/GOo+NrywvfEIRjcS2y6C4EfJ2gYRBkAE7Rk18xxHQdWtg5KTX72K08+vyt+J+p+G/GuD4TwGcUK+GVV4rDyhFu3uvVWd/sPmvJLVuMdOq+w6KKK+nPyw/mn/AGffi58f9K/4K1/8Jt8UPiLqvhjxbqHj6+tPG+r3F3FZT2kLO6XUbPKNkKrGpQDooVQvRa/R79ojRv2V/ij8N/F/xH8ZfF6y8d+ItD8JS/2Rr1/4lttV1DRXRjJamyVDiGVrvytu1d0smyM7gQh90+HnwP8AhHpP/BQW6+N+n/D/AE+LxdrHjTVbLUte2MZ57ddLlCxnJKgYjT7oBO0ZzTP+CiPwN+EHxK+Lml+L/Hvw907VdT8KeDnvPDt3dxsTYTm6J8xACFJyiEbgcFQRivyWrlNdZdXre3lyxquPLrZvmS5nrvrfbpuf0BxN4kZbxJxVl+No4Z4ZUqEIv2duZuKcnBapcl/cV3pHVxfwH1T8JbzxjqPwq8M6h8RbZofEE/h+yk12FowhjvGgQzKVHCkSFhgcCugoor9ZiuWKR+B1qiq1ZTSSu27LZX6LyR/Pj/wX9+JP7QGgf8FV7rVbrXNW04eFrDR7j4aXMeYvs0Iijm8+3I6n7b9oy/XdHtPCAD9FPhn8UvB/jOLw1B4l/atl8V661rBKNBv/ABvZ3Y+3tb4kKQRYJdd0oAGcAnivr/4kfsxfAD4wfEfwt8Xfib8KNI1rxL4KnM3hbWL2AtNp8hZX3IQcHDKrDcDtYZGDzXbra2qNvS2jBHQhBXxeI4UxeIxNef1pxjUbdld3T6PVLTZb6H6txR4j5dn3DWT5bSwShPBU3CUtPefuq8bK9ny88r688n2u+b+C3hI+B/hbo3hljLugti7CfG8NI7SEHAGMFyMe1dRRRX2FCkqFGNNfZSX3Kx+Tzk5zcu58r/tseKNZ0v8Aam+FmjeIdcnsfC0vh/XrmyWR1jtLnXE+yrGkjkjMi2cl8yJ3HmsAdhK/PP7L/wC0h4bm8FS6vq/7b17aW9p4x1hNB0648b2FtCdMi1GZbRfJxnyjEqgZOWTBzzmvvz46/s+fBf8Aaa8AyfC749fDvT/E+gSXUVy2m6kjFBNGSUkUqQysMkZBHDEdCQek0bw14e8O6PaeH9B0S1s7Gwto7aytLeBUjghRQqRqoGFVVAAA6AV8vjuHMXi8zqYmniXTUktr30VrbrTr6s+u/t/Klw/Rwv1e9aOjbUeWyc5Jp6tylzpSTSsoLWXNaHMfAXVde1jwN9t1y5lnDXT/AGSeZizSRYBzk9RnODXa0AADAFFfR4HDSweEhRlJycVa76nyleoq1aU0rX6BRRRXUZHi/wAF/h+bD42ap4jbTJLMadDqEIhjUiLfd3UUznLckkx7hg9HJ7ivaKKK8/LMAstw3sVLm1bu/N3OjFYh4mrztW0S+4K5fwT8LtK8Ea9qOuWV28rXzERxsgAgQtuKg9+e/oB7k9RRXRVwuHr1YVJxvKF3F9rqzM4VakISjF6PcKKKK6DMKKKKAPKP2o/Db65aaPPFpJmkRri3juI0ZnjMyou0Y4+baOo6qK9E8F6CnhXwdpPheN3ZdN0yC1VpCCxEcapk44zx2rTorz6GAVDMK2K5ruooq3blVvxOipiHPDwpW+G/4hXxr+1X41i0j9s3WrH4r+LpNL8OWPwhhufDi30yQWhR7u5/tedGYgPKixaeHznYjIeA/P2VXCfHL9mL4AftL2+i2nx5+FGkeKY/DuqLqOipqsBcWtwBjcMEZBGMocq2BkHArHO8uqZrl8sPCXK20/LR7P8Arc9Xh7MMBl+OlLGxbpyi4txSc46ppx5mle65Xqvdcj4Q/Zh+Nvh7xx8CvAbfFT9sK71bVrzSrGW78Pav41sVWa4DK0CPbIFYOGETCMYIcAEdRX3h+zt4Sbwn8OQsgmD6jqNzfukwwVMr5wBgcYAIz61232S1DbhbR5z12CpK4cqyCrl+MeIq4h1Hy8uq2V09232IzXNqWYzm6dFUoyk5Wjsr30Wi0V7eiCuf+Knwr+Hfxu+H2qfCr4s+EbPXvDutW4h1TSb9C0VwgYMAcEEEMqsCCCCoIIIroKK+jlGM4uMldM8mjWq4erGrSk4yi0007NNapprVNPVNbGD8Ovhf8PfhL4G0r4afDbwhY6PoOiWSWmlaZZwgR28KjhRnJPqSSSSSSSSTW6qqoCqoAHQAUtFEYxikkrJCq1alepKpUk5Sk2227tt6ttvdvqwooopkBXi+l/D83X7Tp1s6ZJbCw1ObVGaFTsmZ7N7UMxOc5WTtjlPYivaKK8/HYBY6dGTlb2c1P1tfQ6KGIdBTSV+ZNfeFFFFegc5+VVx8b9W0D4Q/C/WPFHx0v/Dnj3Vfi1JD4zu5dStrS9gvDPdjWYJvNyLeOGN3UYA2KLcD767vefAE3gT41a1deFtA+PU3jnUtQtktbiZvFFvqNzZ2xfB2iIYjTLEksMZ719P+Hv2Xf2e/Cnxw1r9pPw78JNGtPHXiKyW01rxNFb/6TdwgRjaxzgZ8mLJABbYuScV3UdvBEd0UKKfVVAr4WnwfirONTFPlcr2Sdnre713fo9e59vnnEuV42uqmCw/LfmbbUU1KbbcY8t/ch8Mdm1d2jflT6KKK+6PiAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8f/bN/bq/Zy/YI+H2n/En9o7xRfWNjq2qGw0y10jRrjULu5lWGSeVkgt0aQpFBDLNI+NqJGzEivYK+B/+C3Hhz4l6B4i+Df7R/g/4LeK/HukeD18a6Nrmh+C9Ek1K+SbW/DN3p9lN9njyxi+0lInfpGs+48A0AfdPhXxR4e8ceF9N8a+EdYg1HSdYsIb3S9QtX3RXNvKgkjlQ91ZGVgfQ1fryL/gn/wDCbxn8Bv2Fvg58E/iLHs1/wn8MNC0nW4t4byru3sIYpY8jghXVlz32167QAVzPxm+L3gb4BfCrX/jP8S7+4ttB8N6bJfanNaWMtzKIkGSI4olZ5HJwFVQSSQBXTVyHx++IGlfCv4J+KfiHreia1qVrpOiXE89h4c0abUb6cBCNsFtArSTOc8IoJNAEX7O3x8+HP7UnwO8L/tD/AAivrq58M+L9Ii1LRJ72ze3leCT7peN/mQ8dDzXaV8i/8EKde1K9/wCCWvwo8G+IPh94t8Max4P8Px6Drmk+MvC91pN0l3Aqs5SK5RGki/eDbKBtYhgDkHH11QAUkkiRRtLIwCqCWJ7ClpJHEcbSMCQoJIAyTQB4l+yV/wAFCv2Y/wBtfxH4t8HfAzxFrD6t4Kltv7b0vxB4bvNLuPs9yHNteRR3UaNNbTCOQxzKCrbTjtn26vgL/gkP8WdQ/ae/ag+Pf7WHxX+EHxG8HeOfFV5Y6Xpmg+Mfh7qGkWmkeFdOluYdNt4rm5iSO7uZmkuLufyyQhuEQcJk/ftABRRRQB4jdf8ABQr9mjT/ANsey/YW1LWddtfHepxTHS2uvC95Hpd9PDareS2kN+0Yt5bhLdllaJXLKp5weK9ur89vjPp3in4m/wDBdH4O+Kfhd8H/AIuR3vgG31qy+IeteJdKuP8AhDI9Cm0hzBd6bLIWtxeyXcsMJeDbMVjkSQbVFfoTQAUUUUAeWftYftl/AL9irwn4d8ZftAeKpdMtPFfjGw8L6CltZvcS3epXjlYYlRATj5WZm6KqkmvU6/L7/g4P+CX7bHxJ8TeAviB8C/2Xl+JvhTwnLozWcNp4mFrdaVrknifS5XuPsqwSyXCtbWiW5mG1baK5uZW3KrLX6d6dNe3GnwT6jZrb3Dwq09usu8ROQCyhsDdg5GcDOKAJqKKKAPNP2sP2rvhX+xp8KB8Yvi9ba9cabJrVlpNrZeGNAn1S/u7y7mEMEMNtbq0kru7BQFBPNdT8JPiXo/xk+GmifFPw/omt6bZa7p6XdtYeJNGm06/gRhwk9tOqyQOO6OARXhX/AAVh8IfCHxl+yh9k+OPg74u6x4fsfFemajIfgfa3EviGxuLeUy291CLb9+qpMseXh+dSVPChiNT/AIJTL+0mn/BO/wCE6/teNrJ+IX/CML/bx8SNnUtvnSfZvtZ6/afs3kebnnzN+ec0AfQdFFFAFbWdY0rw9pF34g13UIbSxsbaS4vLu4kCxwxIpZ3ZjwFCgknsBXl37IP7bHwH/bk8CX3xJ/Z/v9budIsr8W63Ot+GrvTftaNGskV1bi5jQz20qMGjmTKOM4PBFXf21vhr4v8AjP8Asb/Fn4P/AA+I/t7xV8NNd0jRMvtBu7nT54YRk9Pndea+P/8Ag3o8NftD+Efgt438PfE3TfizY+C7G48PWngrTvjKs66pa30Wh2setxwLcfvEsF1BXWBR+6Cq3l/JigD9DaKKKACvnz4R/wDBS79nn4yftZap+xZonhr4g6R440yx1G+8rxT8PtQ0yzvbWyuUtp7i2ubiNY7iLzJECyRkq4YEE5FfQdfKH7Ofgfxn8Rv+CqHx8/ab8aeE9UsNJ8J+F/D/AMN/h/dalp8sCXsCo+rapc25kUCWJrm7t4fMTKlrMjOVNAH1fRRRQAV4F8av+CmH7JH7P37UPhn9kH4l+M9TtvGPih9PS1W18P3VxY2T388lvYJd3caGK1a5mikjiEjAuykCvfa/KD/gpH8G/jj4q/4LNfD/AMb+HfgT461eaPUPh23gHWdA0KSbwzLa2mtX82vvrsqjyvNtrWWOW0M53Ru+6H5iaAP1fooooA//2Q==", "info": {"equation": "324/18=18", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "46f6b62a94dba3b0a3c7e5c9e0ab65350b03196274cc7fd28d39e01a4934024e"} +{"episode": 72194, "episode_seed": 4067385825, "split": "train", "timestamp": "2025-10-28T03:49:51.476875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4067385825, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [8, 6, 1, 7])", "action": "('move', [8, 6, 1, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "6+14*6=90", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "6+14*6=90", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f23293af71a2916df27baba2cf423ba325d51c1b017421c62be1df2dfd645790"} +{"episode": 72195, "episode_seed": 177617366, "split": "train", "timestamp": "2025-10-28T03:49:51.530916", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 177617366, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 4, 4, 4])", "action": "('move', [0, 4, 4, 4])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "52+96=148", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "52+96=148", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a4fa3edcc3b7e93f7a080a46b59ec28e1d50eaaa796cc3dc25a098b0631c7a4c"} +{"episode": 72196, "episode_seed": 57803824, "split": "train", "timestamp": "2025-10-28T03:49:51.600352", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 57803824, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [6, 0, 2, 7])", "action": "('move', [6, 0, 2, 7])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "10+13*10=140", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQoKCgoKBggLDAsKDAkKCgr/2wBDAQICAgICAgUDAwUKBwYHCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCABQASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9/K/Gj/gnv41/aFv/APg4v+LFv4kn1RheXviO28TxTQ/KukwMBp5YdFRdliEYdmUDhzn9l6+YPhV4U+DFl/wUn8e+MPDtnoo8dXmlNB4knt7pWv8A7Gttpn2cTR7iY0OPlO1Q23qcDHg5zSc8RhJKTVqq/Jv9LfNn6BwVxLQyHK84w9TD+0eJw0qaf8jc4+8+y1v/AI4w9V9P1+KP/Bff4j/G7wd/wVV+EV/ofinUtFs9G0TTZ/COowSrCltPLfypdSo7fKGIWNXLcbVUN8vX9rq+bP2uPhX8OvG37THws8ceLvB9nqGreFr2Cfw7fXKkvYSS6nZJIyDOMsoA5BxgEYPNLiWjKvlfLGTi+aGq85Jfhe/yF4a8UYXhHiOWOxFBVoulWhyu28qbSevRv3Zf3XLfZ/ll40+L3xc8Qf8ABe/4XXHw6+Mer+MobDX9F07RNS/taLUD/ZMyg6hEJIvlMe2W9L55A3Z+6MfvBXy78dfB/wAE7v8A4KG/DvxVrunaGfG+n6Rap4bknuVW9S1eXUBcGGLcCy4IDMFOAeozz9RVjw5hamD+s051HNqdrvr7sXfd9/wNOO+J8PxHgcpp0sN7L6vho029PealLVW+zpf/ABOXq8/xZNrNt4V1O48ORF9Rj0+ZrBAobdMEJQYPB+bHBr8iP+DYTxd8a9d+MPxztvGl3qc+n3X2TUNfe+jPGtyXE4ZmJ5WV183cO+wZ+6K/XXxT4z8H+B7KDUvGvizTNHt7m8itLa41S/jt0luJW2xwq0hAaR24VRyx4ANfP/7Bvwt+Hvw18cfEu+8C+ELTS7jxHqkeqa9Lbq269vHvNRDzOWJ+Y4HAwB2Aya3zCnz5zg5KWznp/wBu3/Qnh7iSjlHBGcZZUw/M8WqKjNr4fZ1OZ7776W2drn0lRRRXvH58fmz/AMHPutfEHTv2HfDGl+Gnuk0LUPH9vH4lMCfIyLbTyQJIey+aoYDoWRe4FfW3/BNPW/iF4j/YC+EOt/FOS6fXLnwHp7Xct6m2aRfKAid+5ZohGxJ5Ocnkmov+Cinhv4QeLv2bZvD3x6h0iTwnceINOGrpr14Le0IFwpTzJCyhf3gTHzDJwO+K9J+A0Fra/A3wZbWUSRwx+E9OWFIgAqqLaMAADtivBoUnHiOtPmetOOnTdr9PxZ+gZhxLQxXhrgskWHtKliKs3U095SjHS+99fe8ow36ebf8ABTfWviH4d/4J9/F/WvhW90muW/gW+NtJZJuljjMeJnTuCsJkbI5GMjkCvxE/Z7+OHxK0H/gkB8UvCOlftCarpj2+urY6N4Rh8QwRJcadcvb/AG8LbN+8kRhLLuK8fM2P4q/oq1C0sb+wnsdUt4pbaaFo7mKdQUeMghlYHggjIIPavC9X+Gv7LHg/9gbxL4I+A+leFo/hn/wiGrLAuiXsc2nPbSCY3R89XYMpZpt7b+DuyRjjkz7J6+PrqtTrOHLCSst317rR9fke1wRx7g+G+HXl9XBe2bxeHr8zStanq4NtP3ny2j5SntbXw/8A4N0ta+IWs/8ABMvQk8cvdPaWXifVLbwy9ymM6csikBD/ABIJ2uVB7bSo4UV9yahf2elWE+qahOIre2haWeVuiIoJYn6AGvI/2DNC+G/hj9mXRdA+D1tpkPha1vtQXQU0acS2v2b7ZMVMTqzB1OSd2TnOcnNes6xpdprmk3WiagrGC8tngnCtglHUqcHtwTXrZPFxyigr39yO/oj43jHNKOd8YY7Hqn7ONWtOXL1Scnv05u/nc+JP+CdX/BZ3wV+2hH8adV8a+H7bw/p3wze51rSZbSKVnuvDSCQrPKGLf6QoiJcLtB81Aq8E11H/AASL/wCCnx/4KVfD3xlrPiDwfZ6Br3hPxEIZNNsDI0Z06cM1nKWdjmQ+XMj4OMxbgAGAHyr+wr/wTS8W/sBfET4v/Dn43anFNoHxU0XVvB/h64sZTJLLpzxSvbXTsgIieVFlQo2NrqOeRn2v/ggN+wH4w/Yz+BvjDxv8RrxX1jx3ryfZIoHzEdMsjLHbTgHkNK0s8mD/AAGPvmvnspzPNMTjaNCo9Y8/tFbbX3b/AIW7q5+p8Z5Z4VYfLs5qZTK81LC/VdW004r23L3Xxc99pKKVuv33RRRX2h+CH40/8EOvGn7Qusf8FgPjxB49l1M/2jbaxN44iuodqpfQ6oiWwcdEZd8yIB0UsBwOP2Wr5c/ZX8KfBjSP22fit4j8B2Wir4o1Oa8/4TSawulkumdLtBbi4UMTEfLJKghcgk4PWvqOvB4dpOjgJRcm/fnv5Sa/S/zP0DxK4locV8RxxtLD+xXsaMeXb4acddOnSP8AcUdtl+IX/BWD4nfGzwh/wXk8F6gvjvVPDdnp0Og2vh3VobpLUW2k3Clb545X+QKWlvVZ29CP4RWX8BPiv8YfE/8AwcQaDd+FPijqvi62/tJtLTVH1GO+E2g/2e8kiNJH8jRLlnz2cZ+8K/T349/Cv4c+If25fAXxT1zwdZXfiHQbKxt9G1adCZbSKee+WVU5wNw4JIzgnBGTVHWvCHwTP/BT7SPGElhon/Cfw6CltbyG6X7emlGyvi22LdkRebwZAv3vl3dq+ZrZdWeaTr+2fKsRFcvS75XffonbbZH6HhPFDLYZRSwqy9OUctqYVysr8zfxvT4NOZ7PmlL1f1FWZ4j8aeDvB8unQ+LvFmmaU+r6jHp+kpqN/HAb27cEpbwhyPMlYK2EXLHBwOK06/HP/g6G8cfGLwr8Wfgk/hnVtRsNI0+G91PRrq1+RU1mKeHEgcf8tY08orn7u8kfeNfZZtmH9l4CWJ5ea1tPVpH5h4fcI/688VUcm9sqXtFN8z1tywlLbre33XfQ/YyivkT9kz4vP4r8T6Ro+h/tJXXjXUZorWfVtPm8VW2oNbAJiVtkA+RcuwJPGQvpX13WeUZvRzilKpTi4qLtr6X6HzGNwU8DUUJSTfkFflT/AMHUWv8AxE074G/CjSNEuLyLw3c+K76bWWgBEZvYreP7GHYdG2PdlR32seqiv1Wr5y/4Kc+E/gt40+BGkaJ8e7PRLjQT4rjkSLX7tYbdrpbK8MAyzKC2/AVc/MTjBzis+IoOeSV1e3u3+5p/jax9X4bZ9R4Z44wOZ1aLqxpyd4rd80ZR0v1V7rzSPTv2UNX8fa/+y98Odd+KhuP+EmvfAukz+ITeR7JTevZxNNvXs3mFsj1zXi//AAWt1r4haB/wTB+LN/8ADSS6S/bRYILt7NNzrYSXcMd59F+zNNuPZdxr6U8Fbv8AhDdI3jn+zLfPH/TNa5j9qCz0PUP2bvH2n+J0gbTJ/B2pR6kt0+2I27W0glDnIwuwtk5GBnmuzFUnLLZ0+Z3cGr9dtzyMozelguK8PmjopxhWjU9mtmlNS5F5dEfjXoPjT9oQf8GympxRTan/AGWnxIOmxzCHp4eN1GzgN18n7aXjLe5T7vFfot/wQu1r4ha7/wAEu/hjdfEZ7l7iG0vLfTHu0w50+K8mjtceqCJUVT/dVe2KTRfBX7PVn/wTD1jwNpdl4ej+GYmuYVihv1/sz+zW1TLnzg+PKILEyb+5O7vXtf7GuleE9C/Zm8J6L4CtrOHQrSyli0aLT3DW62qzyCIRkEhk2BcEE5GDk187klGUMdQnzN3w8dPmj9G4445wmfcPYzA08H7NzzCpX5rLRODjyv8Av9ZdDe/aG1Lxvo/wB8c6v8M0mbxJa+D9Tm8PrbRB5DfLayNAEU/ebzAmB3NfgH/wTr+PXxV8F/sbftB6dpn7Res+GprfShqHh3SYfEcFsb7UpoZlunEcvzzSGOKIHbzwMfMa/osr5T/Yd+E3w1+FvwY8faP8PPBVjpNtqNsmpX0VrGcT3c1kTLMxYklmwPbgAACtc/wFXHZhh4U6rg2p6rySfdb7HkcGca4LhzhbH4CthFWlVq4aabtZKlNyad03rsrfzSufPX/BrvrXxC1D9jTxlpPiF7p/D+n+PXTw4Z0/doz20T3KRnuu8oxHQM7HqTX6Y186/wDBMXwr8GPB37OtzonwAtNFi8Lr4heSyHh+7W4tmkaztDKVkVm3nzN+fmOCCOMYH0VXp8PxccloK9/dX4/5HheIedUuIuNsfmNOl7KNSo2ovRq1l71vtO15f3m9wr8Zf+CfPiz4+6l/wcbfFVvEw1B3ubvxLaeJBPbj93pELKLDd/cjHlWARh1BTsxr9mq+bfhn8Lvh5ov/AAUJ8ZfFrSvCNpB4l1uwns9W1pFPnXNvDbaX5UbEnAVeOgGcDOcCsc5pOeIwklJq1Vfk3+lvmzr4L4ow3D+WZvhqtBVHisNKlF6e43KOuvT7WmvNGPqvpKvib9tXx54w8P8A7Q3ii3svEV5bavbeHvCh+H1giRnz7iTVZgfIRv8AXO9yIY5ODhRH0yCftmvm39rf4WfDvxr+018K/HPizwhaX+r+Fb2Cfw7f3CsXsJJdTskkZMHGSoA5BxgEYPNHEdJ1cuSUmrTht/iS/W/yPE4YxuDwWYyliqfPBxelk9Y2mlr0k48knuoyk0n8L/Pj9urxX8eI/wDg5K+F9tpQ1B0sdS8OW3hmIW+5f7Imj/09oweCmZNQ3v1G1ufkGP2Zr5s+OHwt+Het/t3+BPixq/hCzuPEmh6dY2uj6xKpM1pDNLqAlROcDcOCcZwTgjJr6Toyak6eJxnvXvUf4xi/1t8j2+NeJ8NxDl2UUKVBU3hcNGlJ6e84ylrp0fxa680per/Jv/g6i8S/EvSPh58HdN0K8vYPDcniDUrrUJLcFYxqMMUH2Qsw6OI3uio/3j2r2r9gb4leNdS0b4eS674/nm8UeIvh7ol9qlhJfx+ZqUxlna4uWjXl8NIdzr8o8znqK+zvjB8C/hD8f9AsfC3xn+H+neI9O03WLfVbG01KLekN5ASYpgMj5l3MPQhiCCCRXm/7IgVvF/jCRlG7y7fnH/T7qVeNmmTV62f06qrOKqPS17rljr1W9vxZ3YrjLB4zgDA5JHDJTwkqrlPT3/azTXnptK/8sbeXulFFFfbn5mfmz/wc/a18QdO/Yd8MaX4ae6XQtQ8f28fiUwJlGRbaeSBJD2XzVDAdCyL3Ar6z/wCCZWpeOdX/AOCfXwd1D4kRzrq8ngDThN9phEchiEIELMB3MIjPqc5PJq5+3l8NvAnxe+A3/Cu/iZ4YttZ0PUfEGnrfabdlvLmCTCRQdpB4ZVPB7V3nwHtrez+B3gy0tIEiii8KackUca4VFFtGAAOwArwaFJx4jrT5nrTjp82v0/Fn32P4ow2K8OMFkUaCVSjXq1HU01Uoxsu99bS8oQ36ebf8FN9b+Ifh3/gn38X9a+Fb3Sa5b+Bb5raWyTdNHGY8TOncFYTI2RyMZHIFflX/AMEcPHfh/wAS/sgeIfhF8b/2h7jTPDJ8SzWVj4NvPF8FlaXtnNEj3ETQsRI8UkjuGAIDb2Hdq/cLULSxv7Cex1S3iltpoWjuYp1BR4yCGVgeCCMgg9q8PvPhT+zFoH7COv8Aw4/Z48PeGpPh1ceFdUgsLbw7cpc2M8U3nfaAsqM2/c7ShiGJzkZGOOXPsnr4+uq0Kzhywkmlu+vdaPr8js4f4xw2WcEYnJZYZudXEUqiqq3ucqa335lb3NVo56rrR/4Ju6dpmg/CDxT4W8I2MVt4W0r4j6tb+FLa1t0jtobbMUlxHBs4Ma3z3qD+6VZeigD6Eryb9ibwN4Q+Gf7PenfD/wAAeHrfSdF0jVNSt9N020UiO3iF7MQoySepJySSSSSSTXrNetk0eXKcOr39yP5I+Mz7FQxuc160L2cnq9305pb+9LeWr95vVnz/APt8+I4PBngF/E2nJK+rDT5oLKK3RGkkkkZY4QoZ0BbzZBgFgDzyK9k+GVh4X0r4b+H9N8EFDo0Gi2sektEBtNsIlEZGOMFMHivD/iZpr/Hb9oC30O0WR7Hw3p11qm7gK08C+TboflOQ008kg5B/cA+1ehfsnG+svgzZeFr9g39iXU9jaMHU5tFkLW4wqrt2wtHHjHWM8nqfEyjEQnnmImkkqvwvv7P3X+OoYynKOBpxvrDddubVf5HpVFFFfWnkH4zf8EO/Ffx91r/gsR8dpfH6ag019Z6y/jb7XbAeVdx6pGsCv/zzK5lVVHG0EAYHH7M181fs0fC74eeEP2xPiP8AEDwz4Rs7LW/E737+INThU+bfGG9jSLeSSPlUkADA5PevpWvB4dpOjgJRcm/fnv5Sa/S5994kcT4bi7iKOOoUFRiqNGHKrbxppN6dL6R/uqO2y+KPjx468VaZ+19r2mx+I7yPW0+IHge08KacUQmTTJGt2m8mNuXjYtq5kcDIEMhyPL4+PNc8WfHyX/g6Gs4nGou8GqR2FrC1sCiaAdILPtB4EW1pHLD+Mk/e4r9Bvjz8Lfh3r37c/gH4raz4Ps7nxHoNlY2+jaxKpMtnFNPfLKqc4G4cE4zgnBGTS658Lfh5P/wUd0r4yT+EbR/FMGmx6VBrbBjNHZnT76QwjnaFL85xntnHFeFVwsvrE3zv/eYP70n+tvkj6Lh7jTKcjw9ZLC87rYGpRbajpOShBNd4/u+Z7S5pyXS7+k68/wDjt8PP2bfHt94Nm/aG0nw3c3GleL7W78DnxDcxxMutKGMAtg7L5kxwxEY3btudp28egV+Of/B0N44+MXhX4s/BJ/DOrajYaRp8N7qejXVr8iprMU8OJA4/5axp5RXP3d5I+8a+nznGwy/L515Q50raerSPmfDfhivxfxfQyujifq8pqb51e65YSlZWaetrPXZs/YmO3giO6KFFJ6lVAp9fIn7JnxefxX4n0jR9D/aSuvGuozRWs+rafN4qttQa2ATErbIB8i5dgSeMhfSvrupyjN6OcUpVKcXFRdtfS/Q+SxuCngaihKSb8gr8p/8Ag6m1r4gWnwJ+FWh6VJdL4YvPFN/Jrflp+5a8jt4/sgdvXY94VXvhj/CK/VivAP8Agoz8LPh38YPgtpXg/wCKHhCz1zSx4l+1CxvlJj86KwvXjcgEZ2sM4PB7gis+Ioe0ySur292/3NP8bWPqfDjiHD8K8bYLNa9L2kKUneOl3eMo3V9LxvzLzSO+/ZL1Hxxq/wCyx8NtV+JscyeI7nwHpEuvJcwiOQXjWcRmDKOFbeWyOxrxn/gtdrXxC0D/AIJgfFm/+Gkl0l++iQQXj2abnFhLdwx3n0X7M0249lLGvpTwSS3gzSGPU6Xb5/79rUninwx4e8b+GdR8GeLdIg1DStWsZbPUrC5TdHc28qFJI3HdWViCPQ131sPKtgJUFKzcXG/qrXPIyvOaWX8U0M2nRTjTrRqun0ajNT5F5WVj8Z/+CSninwb49/YcsPhH8dPjtnSB4qubbTPh/qfii2hs7y186KdI3tDh5ke6aUlScOflIK8H9Mf+CcUFtYfsu2ejaFEqaBp/iXW7TwoI41WMaXHqdwlssW3holUbY27oqnJzk2vjx+z98FvC37Gmo/s/eH/hvptr4MhsLXTY/D0MZWAWrXcQaLIO7B3Nk53EknOea6T9kTw3oHg39nTwz4R8K6TDYaZpcE9pp9jbLiO3gjuJUSNR6BQB+FfMZLlVfK84UKlZzfsvkveSsrt6K2m3ofUcY8WYTiVY3E0abpxr4l1FDTlirS952f8AElzLmsrabu6tsftCaj4x0j4B+ONW+Hf2n/hILXwfqc2hfY4hJN9sW1kaHYp+83mBcDucCviKb4ieOoP2Tf2grj9njxNfajbaV8CNKm0W7sNkzQ3r2l+XdJFyTObMW0rDJK7o2A+YZ/Q2vlX9hr4WfDr4U/Bbx/onw58H2ej2upWyalqEFopxcXc1kTLM24klmwPbAAAAFd+aYeVbNsO1Nr3ai0/wrX8fwPI4ezfA5bgKkq1H2k4VKc43Ss0pxclJvXaFkkn8cr+fzp/wa5al45uf2N/G2na1HP8A2Da/EBv7CeSEBDI1pAbgI3VgD5ZPYFj6mv01rwL/AIJz/C/4e/B34G33gP4XeErTRNHtvEHmw6fZhtivJY2cjtliSSzMSSSevpXvtdfD8eXJaGt/dX46j8QM9ocS8aY7M6NP2cKs21HS9rJXdtLu15Wvq3qwrzHwv4PK/tI614oNi8HlWLksgOyYzLbruJPfEAHH9016dRXZisIsVOlJytyS5vXRq34nylKs6UZq3xK34p/oFfB//BRT4naz4G+JnxCvdR+I114eu9O8E+HJPBE4uIYfKlfUbgNNAZPlZzciFJGIO1VjzjIz94VyPjb4DfB34kfELwt8V/HXw803VPEXgmW4k8K6tdw7pdNadAkpjOcfMqr1BwQCMEZrlznLquZ4L2NOfI7p39H/AE15pHs8OZlgcrx7q4unzwcbWST1TUktdLSceST3UZSaUvhfzz+zde+Dfih8VLW68NfG6XxxcabeRXF3fP4kg1GW2ijWUxRs0QxHGWdyAQCSxwa+tKbHDDDnyoVXPXaoFOoyjLJ5XQlCdR1HKXM299ku77dzy8ZiVippqPKkrW/qwV5j+z94QOg+I/Fmrmxe2FxepbCAAhF8uS4kJXPJyZz39K9Oorqr4RVsXSr81vZ82nfmVvwMoVuSlOnb4rfg7hRRRXYYnD/tC6Y2p/DiRV0/7QYL2CZRtJKFW4YAdwT+provAOhDwv4E0Xw0GcjTtItrXMmNx8uJU5x34rWorjhg1DHzxPN8UVG3azb/ABubOtegqVtm399v8jwv/gpvrfxD8O/8E+/i/rXwre6TXLfwLfNbS2Sbpo4zHiZ07grCZGyORjI5Ar8uP+CKHxbgi/Zc1fwN8Tf2lrrQdIs/FckGjeF7nxZbWdtcW8sUckyeTJ87o8rtnBAJZgOc1+219ZWepWU2najaxz29xE0c8EqBkkRhhlYHgggkEVzPwe+B3wk/Z/8Ah5YfCj4NeAdP8P8Ah3SzKbDSrGIiOIySNK5G4kks7sxJJOTXj5xkeIzTFwq067ppRadr31fqtH116I+7yjjPBZZwHi8hnhlOpWrU6qm7aKMWmurunbl8pT1XWD4CeH38O/DKzt5BIGubi4u2EowQZpnk9Onzce1dlRRXuYWgsLhYUU78qSv6Kx8FWqe1qyn3bf3mD4M8Aad4Lm1OWzuGlGpXhmZWUDy15wg9cZPPvS+AfAlh4B0ufTLG5eYT3bzF3UAgHAC8egAGe/P0rdoqKWAwdFwcIJcl+Xy5tX95UsRWnzcz3tfztsFFFFdZieYfDDwb9h+N/inxN9he3C+bEqqCEczSrKX55JOwHg4+Y+1en0UVx4HBrBUHTUr6yd/8Um/wubV6zrz5rW0S+5WPgH9t/wCKmpeDPjP4/m1r4rXnhrUbbxZ4LtPDFz9thtng02U25d4Gl42NI+rB5COPKfn93x6z+yfceE/iF8S7fxJ4Y+LsnjR9KuJZ77Vm16HUXRjbSQpFJJFwqhZWKrwc8817v4g+A3wd8VfFvQ/jx4j+Hem3njDw3YXFloXiCeHNxZ28wIljQ5xhgWHIONzYxuOesjhihBEUSrnrtXFeBHhuu8zeKliHy+05+XWz2avra/TZ6JH0eY55gMRgKNGhRtJQUZSdlryxhpbeNo82tnzTlppdurkvin8B/g98bbnw7efFj4e6dr0vhPXoda8OPqEW42F/Fny50wRyM9DkEgEg4GOtor6mcITjyyV15nzlDEV8LVVWjNxktmm01dWeq11WnoMjt4IjuihRSepVQKfRRVGIV51+014efxJ4BgsI7Bpj/aKhWRSXiZ4pIty47kSFef71ei0VyY/CLHYOeHcrcytc2w9b2FeNS17MraLp66Ro1ppKMSLW1jiBY8kKoHOPpVmiiupKysYnL/GfThqvwx1azNiLgeSj+UQT9yRX3cd127vwpfgz4ePhb4Y6To7eZuEDTMJR8wMsjSkHgdC+K6eiuT6mv7Q+tc32eW3zvc29s/q/srdb3+Vjj/2hNR8Y6R8A/HGrfDv7T/wkFr4P1ObQvscQkm+2LayNDsU/ebzAuB3OBXwH4T+M/wAPrP4j3fhWz/awuNA8OR/Drw9LHaweL7SziupZRdZdzJlpHa2W3Lc8BlPG7J/SyuQ+EPwC+DPwE0G+8L/Bz4caX4e0/UtYuNVvrTToNqTXk5BlmIOeW2qPQBQAAABXlZzkuIzTEUqlKs6fKpLS99bbWa+ep72V5vl+Cymvh61HnqSacXZW3V+ZvXRL3bL7Ur264/7L+h2ulfDmTUrF90Gragbu3KsChj8mGJChHVSsQIPOc5zjFej0AADAGAOgor1sDhVgcHTw6d+VJX72PAr1fb1pVLWu7hRRRXWZBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXlXwn/bR/Z6+Nn7QXj79mH4d+MZrzxf8NTbjxPZyadNFEvmjnyJnUR3Plt+7l8st5bkK2CcV6rXwB+wF8J/i74a/wCCn3xfvPFnwo8Q6RpHhn/hLAPEmpaa0Vhrf/CQeIodXsvscx+W58u2iZZdufKchDgmgD7/AKKKKAPO0/ak+EEn7VB/Y1j1S+bxyvghvFj2g0ub7Kumi6S1z9pK+UZPMdf3QYsFIYgAjPolfKPxB+JEdj/wWV+G3g4/DrxtNE/wQ8RWMniW18G3kuiW9zc3+n3UMM2oKht4nMWmXXyswIYwr1lTP1dQAV5Z8df2yvgR+zf8TvAHwk+LGt6jZar8StZ/svw3Nb6Jcz2i3LPHHGtzcRoYrXzJZY4ozKy73cKuecep18ff8FLfiTeSftA/s4fs6ax8N/G9/wCEvEfxPtvEHinxB4V8F3uqwWsmlT28mm2dzJbxstnHLqE1tM80pVVhspsnnIAPsGiiigDzL9rX9rn4NfsT/CKX43/He71iDw/Bepb3E2iaBc6jLDlXdpXjt0dkhjjjkkklICoiMSRXpFhfWeqWMOp6fcLNb3ESywSocq6MMqw9iCDXyj/wWztz4g/4J5+NfhvafD/4meItT8WWraV4dtPhbYTXF2uqtFJJY/a1hOfsD3EUUU+8GIpKVkGxiR9QeCotbg8G6TB4mghi1JNMgXUI7ZQI0nEa+YEA4Chs4xxigDTrN8ZeLvD3gDwhqvjzxbqSWelaJps9/qd3J92C3hjaSSQ+yorH8K0q8W/4KIeBPjH8T/2NvG3w9+A3gi28TeI9YtbW2Tw5ea6mmR6rZteQfbbU3bo6weZafaE3lWxu6HpQB3nwE+NvgH9pP4KeFP2gfhXfT3PhrxnoFrrOhXF1atBJJaXEayRM0bfMhKsMqeRXW186/wDBJHSviPoP/BNH4J6B8W/hxP4R8Qaf4AsrW/8ADt07GWzESlIw4ZEZHaNUdoyoMZcoclcn6KoAq65rFj4e0W81/VJCltY2slxcOq5KxopZjjvwDXAfso/tS/Dr9sf4OWXxz+FWg+KrDQ9RmZLFfF/ha60i5nQKrLMkNyiu0Lq6skoBVwcgmuz8e20F74F1qzudOu7yOXSblJLTT1UzzqYmBSMNwXYcLnjJGa+Vv+CKeg+LfC/7Keu+G7jTPifY+CdP+ImoW3wlsfjFHcJ4gtvDccFqkcVwlz+9RFulvREr4xEIwvy7aAPr+iiigDzb4KftZfBf9oP4h+PPhn8LdW1G9v8A4ca0NK8R3M2jXEFo11l1kS2uJEEd15ckUsUhiZvLkjZGwa9Jr8+/+CN3wp/aI+Df7Sn7Rvgv4iWnxBt/C6eMry7gTxh539ly6rdeINduzNovmfL9lfTZ9KeQxfKZmbPz76/QSgArxzTf24/g1qP7Y91+wy+h+MbTxrb6LLqtvdah4NvINIv7aKO2kla1v3QQXJj+1wK4jZtrsVOGBFex1896H4V8T+NP+Co3iD4janoGoQ6F4C+Cthomh391Zulvc32ranPdXwgkYbZCkWmacH2k7fMUHGRQB9CUUUUAeQfFz9uf9nP4H/tI+BP2UfiH4nvrbxj8RFY+Hre30a4mtk+Zki+03CIY7bzpEeOLzGHmOjKvIr1+vz0/4KAfC/4qeJv+Cw37OHjjw38JvFuq2WmR2n9ma3o+lPLotuFvLptX/teVR5amKza3ks/NPyzvIYvnJr9C6ACvKv2pv20v2ev2M7LwtqHx/wDF8+lReMfE0Oh6KbbTZromdwWaWURKxht41G6Sd8JGCCxGRXqtfAv/AAX6/Z68ffHz4IeB9H+DreNV8Y3niW48O6SPCnhAatbXFvqtuba5g1By6/2dbMihzfHIi8nGMyLQB99UUigqoUknA6nvS0AeefF79qL4RfA/4n/Dv4PeP9Tvodd+KWt3OleEYLXTJZo5biC3a4k82RFKQKEXguRuJAGecZ/7KP7Zn7P37avhPW/Gv7PXi6bVtP8AD/iKbRdRkudOmtWFxGiSLIiyqpeGSKSOWKVQUkR1ZSRXj/8AwU78eHwz8Q/2btCh8A+NtYa5+N8V3c3vhPwdeapDpluul39kZ7qS3RltkE2oW/zSFQVEjdI2x57/AMEHvhd8WfAfwv8AGl78UvhT4g8HyWkXhbwmmneI9Na1lurrQfD1lpl7dwq3+st3uYpFimHyyrEGUkEUAfeted/tPftSfCH9kH4Zx/Fr42apfWmjza3Y6TE+naXNdytdXcywxLsiUkLubLOcKqgknivRK+W/+Cy3ie68Of8ABPrxfb6b4D8V+JLzU9Q0m2tNL8G+GbrVrx2Go287N5FsjOECQuS+MDgE8igD2D4R/tSfCD44fFX4ifBr4e6pfXGt/C7VbTTvFqXOlzQRRXFxCZoxFJIoWddoYFkyoZSM5FeiV8h/safF228f/wDBRv8AaH+y/DHx9pNpqmheErnTNX8S+Br7TrG8FvZypMkVxPGsckitcxgopLcPx8px9eUAf//Z", "info": {"equation": "10+13*10=140", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b7236d284727306f0c707c9d313e3c0a414086125e824e74224e6135ec8de36a"} +{"episode": 72197, "episode_seed": 1994982595, "split": "train", "timestamp": "2025-10-28T03:49:51.646937", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1994982595, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [4, 0, 0, 0])", "action": "('move', [4, 0, 0, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "72-21=51", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "72-21=51", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9b9358a489ff227383c5478eb73716e3a998b062c47830b636255ea1299da412"} +{"episode": 72198, "episode_seed": 3983602579, "split": "train", "timestamp": "2025-10-28T03:49:51.690296", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3983602579, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [0, 4, 3, 0])", "action": "('move', [0, 4, 3, 0])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "90+7=97", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "90+7=97", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b8d1a661e9b63c9890579d57c0288f7ee69b4bf58f3dba491a378beb605fc637"} +{"episode": 72199, "episode_seed": 2782711421, "split": "train", "timestamp": "2025-10-28T03:49:51.756147", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 500, "abs_size": 336, "master_seed": 763, "max_long_side": 336, "image_quality": 95, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "bfs", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2782711421, "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 see a broken matchstick equation.\nYour goal is to fix the equation by moving ONE match per action.\nYou see an image of the equation.\n\nSymbols are indexed 0..N-1 from left to right (N = number of symbols).\n\nAvailable actions:\n1. 'move': Remove one match from segment 'src_seg' of symbol at 'src_idx', then add it to segment 'dst_seg' of symbol at 'dst_idx'. Format: `('move', [src_idx, src_seg, dst_idx, dst_seg])` where:\n \u2022 src_idx, dst_idx \u2208 [0, N\u22121], with src_idx \u2260 dst_idx\n \u2022 src_seg, dst_seg \u2208 matchstick_puzzles.TOTAL (e.g., {0..12})\n \u2022 The move must result in valid symbols at BOTH positions.\n2. 'undo': Revert the last move (if any). Format: `('undo', 'undo')`\n3. 'stop': Submit your current equation as final. Format: `('stop', 'stop')`\n\nSuccess: The submitted equation must be mathematically correct (evaluated as lhs == rhs).\n\nSegment legend (indices depend on symbol):\n 0..6 : 7-seg digits (a,b,c,d,e,f,g), 6 is also the horizontal stroke used by '+'\n 7 : plus vertical stroke (used by '+')\n 8 : the multiply sign that goes from top left to bottom right\n 9 : the multiply sign that goes from top right to bottom left\n 11,12: equals upper/lower bars (used by '=')\nA segment is valid for a symbol only if the resulting set of segments maps to a known glyph.\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- To move a match: `('move', [0, 6, 2, 0])`\n- To undo: `('undo', 'undo')`\n- To stop: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 499 more steps.", "vlm_output": "('move', [3, 0, 5, 8])", "action": "('move', [3, 0, 5, 8])", "reward": 0.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "15+13*8=119", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 498 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": "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", "image_prev": "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", "image_next": "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", "info": {"equation": "15+13*8=119", "is_correct": true, "max_steps": 1000, "history_depth": 2, "current_moves": 1, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "edae4929e3e914da64447a67d77306780e42c18ec546b43075aa824c5ff4e53b"}