diff --git a/notebooks/daaf_analyses/control/exp-policycontrol-v1-s0-regret.ipynb b/notebooks/daaf_analyses/control/exp-policycontrol-v1-s0-regret.ipynb index 0c15877..e79f80d 100644 --- a/notebooks/daaf_analyses/control/exp-policycontrol-v1-s0-regret.ipynb +++ b/notebooks/daaf_analyses/control/exp-policycontrol-v1-s0-regret.ipynb @@ -19,7 +19,7 @@ "\n", "The measure of comparison is the average return over all episodes at the final episode $K_{max}$, $G_{avg,K_{max}} = \\frac{1}{K_{max}}\\sum^{K_{max}}_{K=1} G_{k}$.\n", "\n", - "Thus regret is $\\frac{G^{m}_{avg,K_{max}} - G^{FR}_{avg,K_{max}}}{|G^{FR}_{avg,K_{max}}|}$.\n", + "Then we average that across runs, and compute the returns ratio as: $\\frac{\\mu_{\\bar{G}^{m}_{K}} - \\mu_{\\bar{G}^{FR}_{K}}}{\\vert \\mu_{\\bar{G}^{FR}_{K}} \\rvert}$.\n", "It tells us the percentage difference in average return between the policy trained with algorithm $m$ compared to the full rewards policy.\n", "Lower is better." ] @@ -62,12 +62,12 @@ "name": "stderr", "output_type": "stream", "text": [ - "2024-06-10 15:12:22,457\tINFO util.py:154 -- Missing packages: ['ipywidgets']. Run `pip install -U ipywidgets`, then restart the notebook server for rich notebook output.\n", - "2024-06-10 15:12:23.810339: I tensorflow/tsl/cuda/cudart_stub.cc:28] Could not find cuda drivers on your machine, GPU will not be used.\n", - "2024-06-10 15:12:23.885054: I tensorflow/tsl/cuda/cudart_stub.cc:28] Could not find cuda drivers on your machine, GPU will not be used.\n", - "2024-06-10 15:12:23.887077: I tensorflow/core/platform/cpu_feature_guard.cc:182] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "2024-06-11 14:33:03,665\tINFO util.py:154 -- Missing packages: ['ipywidgets']. Run `pip install -U ipywidgets`, then restart the notebook server for rich notebook output.\n", + "2024-06-11 14:33:06.578413: I tensorflow/tsl/cuda/cudart_stub.cc:28] Could not find cuda drivers on your machine, GPU will not be used.\n", + "2024-06-11 14:33:06.737250: I tensorflow/tsl/cuda/cudart_stub.cc:28] Could not find cuda drivers on your machine, GPU will not be used.\n", + "2024-06-11 14:33:06.739718: I tensorflow/core/platform/cpu_feature_guard.cc:182] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", "To enable the following instructions: AVX2 FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", - "2024-06-10 15:12:25.457982: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + "2024-06-11 14:33:10.528271: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" ] } ], @@ -122,7 +122,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2024-06-10 15:12:26,713\tINFO util.py:154 -- Missing packages: ['ipywidgets']. Run `pip install -U ipywidgets`, then restart the notebook server for rich notebook output.\n", + "2024-06-11 14:33:13,594\tINFO util.py:154 -- Missing packages: ['ipywidgets']. Run `pip install -U ipywidgets`, then restart the notebook server for rich notebook output.\n", "/home/guilherme/.pyenv/versions/3.9.16/envs/rl_daaf_py39/lib/python3.9/site-packages/ray/data/datasource/parquet_datasource.py:242: FutureWarning: Passing 'use_legacy_dataset' is deprecated as of pyarrow 15.0.0 and will be removed in a future version.\n", " pq_ds = pq.ParquetDataset(\n" ] @@ -138,7 +138,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2024-06-10 15:12:30,518\tINFO worker.py:1715 -- Started a local Ray instance. View the dashboard at \u001b[1m\u001b[32m127.0.0.1:8265 \u001b[39m\u001b[22m\n", + "2024-06-11 14:33:19,271\tINFO worker.py:1715 -- Started a local Ray instance. View the dashboard at \u001b[1m\u001b[32m127.0.0.1:8266 \u001b[39m\u001b[22m\n", "/home/guilherme/.pyenv/versions/3.9.16/envs/rl_daaf_py39/lib/python3.9/site-packages/ray/data/_internal/arrow_block.py:148: FutureWarning: promote has been superseded by promote_options='default'.\n", " return transform_pyarrow.concat(tables)\n" ] @@ -205,31 +205,31 @@ "
316000 rows × 6 columns
\n", + "220000 rows × 6 columns
\n", "" ], "text/plain": [ - " episode exp_id \\\n", - "0 630 1710783127-1d9505bc-IceWorld \n", - "1 630 1710783127-1d89640b-IceWorld \n", - "2 630 1710783127-1db0e303-IceWorld \n", - "3 630 1710783127-1d5db710-IceWorld \n", - "4 630 1710783127-1d1a31c8-IceWorld \n", - "... ... ... \n", - "315995 1470 1710783127-fe6a0699-IceWorld \n", - "315996 1470 1710783127-fe6094fc-IceWorld \n", - "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", - "315998 1470 1710783127-fe818bf8-ABCSeq \n", - "315999 1470 1710783127-feb0e9ad-IceWorld \n", + " episode exp_id \\\n", + "0 630 1710783127-1d9505bc-IceWorld \n", + "1 630 1710783127-1d89640b-IceWorld \n", + "5 630 1710783127-1d123c51-ABCSeq \n", + "6 630 1710783127-1dd1542e-FrozenLake-v1 \n", + "8 630 1710783127-4790aecf-IceWorld \n", + "... ... ... \n", + "315994 1470 1710783127-fd2d7ab4-GridWorld \n", + "315995 1470 1710783127-fe6a0699-IceWorld \n", + "315996 1470 1710783127-fe6094fc-IceWorld \n", + "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", + "315998 1470 1710783127-fe818bf8-ABCSeq \n", "\n", " meta \\\n", "0 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "1 {'algorithm': 'q-learning', 'algorithm_args': ... \n", - "2 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "3 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "4 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", + "5 {'algorithm': 'q-learning', 'algorithm_args': ... \n", + "6 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", + "8 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", "... ... \n", + "315994 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315995 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315996 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315997 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315998 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", - "315999 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", "\n", " returns \\\n", "0 [-25.917591125198097, -25.242472266244057, -27... \n", "1 [-36.30110935023772, -36.318541996830426, -36.... \n", - "2 [-34.00475435816165, -33.67194928684628, -34.0... \n", - "3 [-33.450079239302696, -33.543581616481774, -33... \n", - "4 [-33.47226624405705, -33.75594294770206, -33.5... \n", + "5 [-12.210776545166402, -11.774960380348652, -10... \n", + "6 [0.49920760697305866, 0.6767036450079239, 0.00... \n", + "8 [-37.6973058637084, -35.51188589540412, -36.48... \n", "... ... \n", + "315994 [-109.32222977566282, -112.83344663494222, -11... \n", "315995 [-14.731475186947655, -15.038069340584636, -15... \n", "315996 [-126.26444595513256, -124.39836845683209, -12... \n", "315997 [-10.719918422841605, -9.496261046906866, -9.8... \n", "315998 [-19.54180829367777, -19.250849762066622, -18.... \n", - "315999 [-139.19306594153636, -136.58803535010196, -13... \n", "\n", " metrics method \n", "0 {'returns': {'mean': -26.38985736925515, 'std'... PP/DMR \n", "1 {'returns': {'mean': -35.62290015847861, 'std'... PP/IMR \n", - "2 {'returns': {'mean': -34.005071315372426, 'std... PP/LEAST \n", - "3 {'returns': {'mean': -33.55023771790809, 'std'... PP/LEAST \n", - "4 {'returns': {'mean': -33.58858954041204, 'std'... PP/LEAST \n", + "5 {'returns': {'mean': -10.796988906497624, 'std... PP/LEAST \n", + "6 {'returns': {'mean': 0.19960380348652937, 'std... PP/DMR \n", + "8 {'returns': {'mean': -36.20324881141046, 'std'... PP/DMR \n", "... ... ... \n", + "315994 {'returns': {'mean': -110.37525492862001, 'std... PP/LEAST \n", "315995 {'returns': {'mean': -15.277090414683892, 'std... PP/IMR \n", "315996 {'returns': {'mean': -125.84687287559481, 'std... PP/IMR \n", "315997 {'returns': {'mean': -9.940516655336506, 'std'... PP/LEAST \n", "315998 {'returns': {'mean': -19.194017675050983, 'std... PP/IMR \n", - "315999 {'returns': {'mean': -137.69836845683207, 'std... PP/LEAST \n", "\n", - "[316000 rows x 6 columns]" + "[220000 rows x 6 columns]" ] }, "execution_count": 6, @@ -454,31 +454,31 @@ "316000 rows × 6 columns
\n", + "220000 rows × 6 columns
\n", "" ], "text/plain": [ - " episode exp_id \\\n", - "0 630 1710783127-1d9505bc-IceWorld \n", - "1 630 1710783127-1d89640b-IceWorld \n", - "2 630 1710783127-1db0e303-IceWorld \n", - "3 630 1710783127-1d5db710-IceWorld \n", - "4 630 1710783127-1d1a31c8-IceWorld \n", - "... ... ... \n", - "315995 1470 1710783127-fe6a0699-IceWorld \n", - "315996 1470 1710783127-fe6094fc-IceWorld \n", - "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", - "315998 1470 1710783127-fe818bf8-ABCSeq \n", - "315999 1470 1710783127-feb0e9ad-IceWorld \n", + " episode exp_id \\\n", + "0 630 1710783127-1d9505bc-IceWorld \n", + "1 630 1710783127-1d89640b-IceWorld \n", + "5 630 1710783127-1d123c51-ABCSeq \n", + "6 630 1710783127-1dd1542e-FrozenLake-v1 \n", + "8 630 1710783127-4790aecf-IceWorld \n", + "... ... ... \n", + "315994 1470 1710783127-fd2d7ab4-GridWorld \n", + "315995 1470 1710783127-fe6a0699-IceWorld \n", + "315996 1470 1710783127-fe6094fc-IceWorld \n", + "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", + "315998 1470 1710783127-fe818bf8-ABCSeq \n", "\n", " meta \\\n", "0 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "1 {'algorithm': 'q-learning', 'algorithm_args': ... \n", - "2 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "3 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "4 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", + "5 {'algorithm': 'q-learning', 'algorithm_args': ... \n", + "6 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", + "8 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", "... ... \n", + "315994 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315995 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315996 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315997 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315998 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", - "315999 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", "\n", " returns \\\n", "0 [-25.917591125198097, -25.242472266244057, -27... \n", "1 [-36.30110935023772, -36.318541996830426, -36.... \n", - "2 [-34.00475435816165, -33.67194928684628, -34.0... \n", - "3 [-33.450079239302696, -33.543581616481774, -33... \n", - "4 [-33.47226624405705, -33.75594294770206, -33.5... \n", + "5 [-12.210776545166402, -11.774960380348652, -10... \n", + "6 [0.49920760697305866, 0.6767036450079239, 0.00... \n", + "8 [-37.6973058637084, -35.51188589540412, -36.48... \n", "... ... \n", + "315994 [-109.32222977566282, -112.83344663494222, -11... \n", "315995 [-14.731475186947655, -15.038069340584636, -15... \n", "315996 [-126.26444595513256, -124.39836845683209, -12... \n", "315997 [-10.719918422841605, -9.496261046906866, -9.8... \n", "315998 [-19.54180829367777, -19.250849762066622, -18.... \n", - "315999 [-139.19306594153636, -136.58803535010196, -13... \n", "\n", " metrics method \n", "0 {'returns': {'mean': -26.38985736925515, 'std'... PP/DMR \n", "1 {'returns': {'mean': -35.62290015847861, 'std'... PP/IMR \n", - "2 {'returns': {'mean': -34.005071315372426, 'std... PP/LEAST \n", - "3 {'returns': {'mean': -33.55023771790809, 'std'... PP/LEAST \n", - "4 {'returns': {'mean': -33.58858954041204, 'std'... PP/LEAST \n", + "5 {'returns': {'mean': -10.796988906497624, 'std... PP/LEAST \n", + "6 {'returns': {'mean': 0.19960380348652937, 'std... PP/DMR \n", + "8 {'returns': {'mean': -36.20324881141046, 'std'... PP/DMR \n", "... ... ... \n", + "315994 {'returns': {'mean': -110.37525492862001, 'std... PP/LEAST \n", "315995 {'returns': {'mean': -15.277090414683892, 'std... PP/IMR \n", "315996 {'returns': {'mean': -125.84687287559481, 'std... PP/IMR \n", "315997 {'returns': {'mean': -9.940516655336506, 'std'... PP/LEAST \n", "315998 {'returns': {'mean': -19.194017675050983, 'std... PP/IMR \n", - "315999 {'returns': {'mean': -137.69836845683207, 'std... PP/LEAST \n", "\n", - "[316000 rows x 6 columns]" + "[220000 rows x 6 columns]" ] }, "execution_count": 8, @@ -634,9 +634,9 @@ " ('TowerOfHanoi', 'disks=4'): '{\"num_disks\": 4}',\n", " ('RedGreenSeq',\n", " 'n=9'): '{\"cure\": [\"red\", \"green\", \"wait\", \"green\", \"red\", \"red\", \"green\", \"wait\"]}',\n", + " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}',\n", " ('GridWorld',\n", - " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}',\n", - " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}'}" + " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}'}" ] }, "execution_count": 10, @@ -663,7 +663,126 @@ "metadata": { "tags": [] }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "('ABCSeq/n=10', 'q-learning', '{}', 0.99)\n", + "('ABCSeq/n=10', 'q-learning', '{}', 1.0)\n", + "('ABCSeq/n=10', 'sarsa', '{}', 0.99)\n", + "('ABCSeq/n=10', 'sarsa', '{}', 1.0)\n", + "('ABCSeq/n=7', 'q-learning', '{}', 0.99)\n", + "('ABCSeq/n=7', 'q-learning', '{}', 1.0)\n", + "('ABCSeq/n=7', 'sarsa', '{}', 0.99)\n", + "('ABCSeq/n=7', 'sarsa', '{}', 1.0)\n", + "('FrozenLake-v1/4x4', 'q-learning', '{}', 0.99)\n", + "('FrozenLake-v1/4x4', 'q-learning', '{}', 1.0)\n", + "('FrozenLake-v1/4x4', 'sarsa', '{}', 0.99)\n", + "('FrozenLake-v1/4x4', 'sarsa', '{}', 1.0)\n", + "('GridWorld/4x12', 'q-learning', '{}', 0.99)\n", + "('GridWorld/4x12', 'q-learning', '{}', 1.0)\n", + "('GridWorld/4x12', 'sarsa', '{}', 0.99)\n", + "('GridWorld/4x12', 'sarsa', '{}', 1.0)\n", + "('IceWorld/4x4', 'q-learning', '{}', 0.99)\n", + "('IceWorld/4x4', 'q-learning', '{}', 1.0)\n", + "('IceWorld/4x4', 'sarsa', '{}', 0.99)\n", + "('IceWorld/4x4', 'sarsa', '{}', 1.0)\n", + "('IceWorld/8x8', 'q-learning', '{}', 0.99)\n", + "('IceWorld/8x8', 'q-learning', '{}', 1.0)\n", + "('IceWorld/8x8', 'sarsa', '{}', 0.99)\n", + "('IceWorld/8x8', 'sarsa', '{}', 1.0)\n", + "('RedGreenSeq/n=9', 'q-learning', '{}', 0.99)\n", + "('RedGreenSeq/n=9', 'q-learning', '{}', 1.0)\n", + "('RedGreenSeq/n=9', 'sarsa', '{}', 0.99)\n", + "('RedGreenSeq/n=9', 'sarsa', '{}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'q-learning', '{}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'q-learning', '{}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'sarsa', '{}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'sarsa', '{}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n" + ] + } + ], "source": [ "def calculate_regret_over_configurations(\n", " df_data, episode: int\n", @@ -702,6 +821,9 @@ " key = tuple(row[key] for key in keys[:-1])\n", " baselines[key] = row[\"returns\"]\n", "\n", + " for key in sorted(baselines.keys()):\n", + " print(key)\n", + "\n", " df_rp = df_algo[df_algo[\"reward_period\"] != 1]\n", " rows = []\n", " for row in df_rp.to_dict(\"records\"):\n", @@ -720,7 +842,8 @@ " df_regret = df_regret[df_regret[\"env\"].apply(lambda name: \"Frozen\" not in name)]\n", " assert np.sum(np.sum(pd.isnull(df_regret))) == 0\n", " dfs[algo_type] = df_regret\n", - " return dfs" + " return dfs\n", + "dfs_regret = calculate_regret_over_configurations(df_metrics, episode=df_metrics[\"episode\"].max()) " ] }, { @@ -800,7 +923,7 @@ " ax.set_title(f\"Reward Period, P = {rp}\")\n", " if legend_shown is False:\n", " legend_shown = True\n", - " ax.set_ylabel(\"Relative regret (returns ratio)\")\n", + " ax.set_ylabel(\"Returns Ratio\")\n", " ax.legend(loc='upper center', bbox_to_anchor=(len(rps) / 2.0, 1.3), ncol=len(rps), fancybox=True)\n", " else:\n", " ax.set(ylabel=None)\n", @@ -820,7 +943,126 @@ "metadata": { "tags": [] }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "('ABCSeq/n=10', 'q-learning', '{}', 0.99)\n", + "('ABCSeq/n=10', 'q-learning', '{}', 1.0)\n", + "('ABCSeq/n=10', 'sarsa', '{}', 0.99)\n", + "('ABCSeq/n=10', 'sarsa', '{}', 1.0)\n", + "('ABCSeq/n=7', 'q-learning', '{}', 0.99)\n", + "('ABCSeq/n=7', 'q-learning', '{}', 1.0)\n", + "('ABCSeq/n=7', 'sarsa', '{}', 0.99)\n", + "('ABCSeq/n=7', 'sarsa', '{}', 1.0)\n", + "('FrozenLake-v1/4x4', 'q-learning', '{}', 0.99)\n", + "('FrozenLake-v1/4x4', 'q-learning', '{}', 1.0)\n", + "('FrozenLake-v1/4x4', 'sarsa', '{}', 0.99)\n", + "('FrozenLake-v1/4x4', 'sarsa', '{}', 1.0)\n", + "('GridWorld/4x12', 'q-learning', '{}', 0.99)\n", + "('GridWorld/4x12', 'q-learning', '{}', 1.0)\n", + "('GridWorld/4x12', 'sarsa', '{}', 0.99)\n", + "('GridWorld/4x12', 'sarsa', '{}', 1.0)\n", + "('IceWorld/4x4', 'q-learning', '{}', 0.99)\n", + "('IceWorld/4x4', 'q-learning', '{}', 1.0)\n", + "('IceWorld/4x4', 'sarsa', '{}', 0.99)\n", + "('IceWorld/4x4', 'sarsa', '{}', 1.0)\n", + "('IceWorld/8x8', 'q-learning', '{}', 0.99)\n", + "('IceWorld/8x8', 'q-learning', '{}', 1.0)\n", + "('IceWorld/8x8', 'sarsa', '{}', 0.99)\n", + "('IceWorld/8x8', 'sarsa', '{}', 1.0)\n", + "('RedGreenSeq/n=9', 'q-learning', '{}', 0.99)\n", + "('RedGreenSeq/n=9', 'q-learning', '{}', 1.0)\n", + "('RedGreenSeq/n=9', 'sarsa', '{}', 0.99)\n", + "('RedGreenSeq/n=9', 'sarsa', '{}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'q-learning', '{}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'q-learning', '{}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'sarsa', '{}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'sarsa', '{}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('ABCSeq/n=10', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('ABCSeq/n=7', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('FrozenLake-v1/4x4', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('GridWorld/4x12', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('IceWorld/4x4', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('IceWorld/8x8', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('RedGreenSeq/n=9', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 1}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 1}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 2}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 2}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 4}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 4}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 6}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 6}', 1.0)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 8}', 0.99)\n", + "('TowerOfHanoi/disks=4', 'nstep-sarsa', '{\"nstep\": 8}', 1.0)\n" + ] + } + ], "source": [ "dfs_regret = calculate_regret_over_configurations(df_metrics, episode=df_metrics[\"episode\"].max())" ] @@ -1012,7 +1254,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "316000 rows × 6 columns
\n", + "220000 rows × 6 columns
\n", "" ], "text/plain": [ - " episode exp_id \\\n", - "0 630 1710783127-1d9505bc-IceWorld \n", - "1 630 1710783127-1d89640b-IceWorld \n", - "2 630 1710783127-1db0e303-IceWorld \n", - "3 630 1710783127-1d5db710-IceWorld \n", - "4 630 1710783127-1d1a31c8-IceWorld \n", - "... ... ... \n", - "315995 1470 1710783127-fe6a0699-IceWorld \n", - "315996 1470 1710783127-fe6094fc-IceWorld \n", - "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", - "315998 1470 1710783127-fe818bf8-ABCSeq \n", - "315999 1470 1710783127-feb0e9ad-IceWorld \n", + " episode exp_id \\\n", + "0 630 1710783127-1d9505bc-IceWorld \n", + "1 630 1710783127-1d89640b-IceWorld \n", + "5 630 1710783127-1d123c51-ABCSeq \n", + "6 630 1710783127-1dd1542e-FrozenLake-v1 \n", + "8 630 1710783127-4790aecf-IceWorld \n", + "... ... ... \n", + "315994 1470 1710783127-fd2d7ab4-GridWorld \n", + "315995 1470 1710783127-fe6a0699-IceWorld \n", + "315996 1470 1710783127-fe6094fc-IceWorld \n", + "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", + "315998 1470 1710783127-fe818bf8-ABCSeq \n", "\n", " meta \\\n", "0 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "1 {'algorithm': 'q-learning', 'algorithm_args': ... \n", - "2 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "3 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "4 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", + "5 {'algorithm': 'q-learning', 'algorithm_args': ... \n", + "6 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", + "8 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", "... ... \n", + "315994 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315995 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315996 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315997 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315998 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", - "315999 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", "\n", " returns \\\n", "0 [-25.917591125198097, -25.242472266244057, -27... \n", "1 [-36.30110935023772, -36.318541996830426, -36.... \n", - "2 [-34.00475435816165, -33.67194928684628, -34.0... \n", - "3 [-33.450079239302696, -33.543581616481774, -33... \n", - "4 [-33.47226624405705, -33.75594294770206, -33.5... \n", + "5 [-12.210776545166402, -11.774960380348652, -10... \n", + "6 [0.49920760697305866, 0.6767036450079239, 0.00... \n", + "8 [-37.6973058637084, -35.51188589540412, -36.48... \n", "... ... \n", + "315994 [-109.32222977566282, -112.83344663494222, -11... \n", "315995 [-14.731475186947655, -15.038069340584636, -15... \n", "315996 [-126.26444595513256, -124.39836845683209, -12... \n", "315997 [-10.719918422841605, -9.496261046906866, -9.8... \n", "315998 [-19.54180829367777, -19.250849762066622, -18.... \n", - "315999 [-139.19306594153636, -136.58803535010196, -13... \n", "\n", " metrics method \n", "0 {'returns': {'mean': -26.38985736925515, 'std'... PP/DMR \n", "1 {'returns': {'mean': -35.62290015847861, 'std'... PP/IMR \n", - "2 {'returns': {'mean': -34.005071315372426, 'std... PP/LEAST \n", - "3 {'returns': {'mean': -33.55023771790809, 'std'... PP/LEAST \n", - "4 {'returns': {'mean': -33.58858954041204, 'std'... PP/LEAST \n", + "5 {'returns': {'mean': -10.796988906497624, 'std... PP/LEAST \n", + "6 {'returns': {'mean': 0.19960380348652937, 'std... PP/DMR \n", + "8 {'returns': {'mean': -36.20324881141046, 'std'... PP/DMR \n", "... ... ... \n", + "315994 {'returns': {'mean': -110.37525492862001, 'std... PP/LEAST \n", "315995 {'returns': {'mean': -15.277090414683892, 'std... PP/IMR \n", "315996 {'returns': {'mean': -125.84687287559481, 'std... PP/IMR \n", "315997 {'returns': {'mean': -9.940516655336506, 'std'... PP/LEAST \n", "315998 {'returns': {'mean': -19.194017675050983, 'std... PP/IMR \n", - "315999 {'returns': {'mean': -137.69836845683207, 'std... PP/LEAST \n", "\n", - "[316000 rows x 6 columns]" + "[220000 rows x 6 columns]" ] }, "execution_count": 6, @@ -428,9 +389,9 @@ " ('TowerOfHanoi', 'disks=4'): '{\"num_disks\": 4}',\n", " ('RedGreenSeq',\n", " 'n=9'): '{\"cure\": [\"red\", \"green\", \"wait\", \"green\", \"red\", \"red\", \"green\", \"wait\"]}',\n", + " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}',\n", " ('GridWorld',\n", - " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}',\n", - " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}'}" + " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}'}" ] }, "execution_count": 9, @@ -713,14 +674,14 @@ "316000 rows × 6 columns
\n", + "220000 rows × 6 columns
\n", "" ], "text/plain": [ - " episode exp_id \\\n", - "0 630 1710783127-1d9505bc-IceWorld \n", - "1 630 1710783127-1d89640b-IceWorld \n", - "2 630 1710783127-1db0e303-IceWorld \n", - "3 630 1710783127-1d5db710-IceWorld \n", - "4 630 1710783127-1d1a31c8-IceWorld \n", - "... ... ... \n", - "315995 1470 1710783127-fe6a0699-IceWorld \n", - "315996 1470 1710783127-fe6094fc-IceWorld \n", - "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", - "315998 1470 1710783127-fe818bf8-ABCSeq \n", - "315999 1470 1710783127-feb0e9ad-IceWorld \n", + " episode exp_id \\\n", + "0 630 1710783127-1d9505bc-IceWorld \n", + "1 630 1710783127-1d89640b-IceWorld \n", + "5 630 1710783127-1d123c51-ABCSeq \n", + "6 630 1710783127-1dd1542e-FrozenLake-v1 \n", + "8 630 1710783127-4790aecf-IceWorld \n", + "... ... ... \n", + "315994 1470 1710783127-fd2d7ab4-GridWorld \n", + "315995 1470 1710783127-fe6a0699-IceWorld \n", + "315996 1470 1710783127-fe6094fc-IceWorld \n", + "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", + "315998 1470 1710783127-fe818bf8-ABCSeq \n", "\n", " meta \\\n", "0 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "1 {'algorithm': 'q-learning', 'algorithm_args': ... \n", - "2 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "3 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "4 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", + "5 {'algorithm': 'q-learning', 'algorithm_args': ... \n", + "6 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", + "8 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", "... ... \n", + "315994 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315995 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315996 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315997 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315998 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", - "315999 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", "\n", " returns \\\n", "0 [-25.917591125198097, -25.242472266244057, -27... \n", "1 [-36.30110935023772, -36.318541996830426, -36.... \n", - "2 [-34.00475435816165, -33.67194928684628, -34.0... \n", - "3 [-33.450079239302696, -33.543581616481774, -33... \n", - "4 [-33.47226624405705, -33.75594294770206, -33.5... \n", + "5 [-12.210776545166402, -11.774960380348652, -10... \n", + "6 [0.49920760697305866, 0.6767036450079239, 0.00... \n", + "8 [-37.6973058637084, -35.51188589540412, -36.48... \n", "... ... \n", + "315994 [-109.32222977566282, -112.83344663494222, -11... \n", "315995 [-14.731475186947655, -15.038069340584636, -15... \n", "315996 [-126.26444595513256, -124.39836845683209, -12... \n", "315997 [-10.719918422841605, -9.496261046906866, -9.8... \n", "315998 [-19.54180829367777, -19.250849762066622, -18.... \n", - "315999 [-139.19306594153636, -136.58803535010196, -13... \n", "\n", " metrics method \n", "0 {'returns': {'mean': -26.38985736925515, 'std'... PP/DMR \n", "1 {'returns': {'mean': -35.62290015847861, 'std'... PP/IMR \n", - "2 {'returns': {'mean': -34.005071315372426, 'std... PP/LEAST \n", - "3 {'returns': {'mean': -33.55023771790809, 'std'... PP/LEAST \n", - "4 {'returns': {'mean': -33.58858954041204, 'std'... PP/LEAST \n", + "5 {'returns': {'mean': -10.796988906497624, 'std... PP/LEAST \n", + "6 {'returns': {'mean': 0.19960380348652937, 'std... PP/DMR \n", + "8 {'returns': {'mean': -36.20324881141046, 'std'... PP/DMR \n", "... ... ... \n", + "315994 {'returns': {'mean': -110.37525492862001, 'std... PP/LEAST \n", "315995 {'returns': {'mean': -15.277090414683892, 'std... PP/IMR \n", "315996 {'returns': {'mean': -125.84687287559481, 'std... PP/IMR \n", "315997 {'returns': {'mean': -9.940516655336506, 'std'... PP/LEAST \n", "315998 {'returns': {'mean': -19.194017675050983, 'std... PP/IMR \n", - "315999 {'returns': {'mean': -137.69836845683207, 'std... PP/LEAST \n", "\n", - "[316000 rows x 6 columns]" + "[220000 rows x 6 columns]" ] }, "execution_count": 6, @@ -428,9 +389,9 @@ " ('TowerOfHanoi', 'disks=4'): '{\"num_disks\": 4}',\n", " ('RedGreenSeq',\n", " 'n=9'): '{\"cure\": [\"red\", \"green\", \"wait\", \"green\", \"red\", \"red\", \"green\", \"wait\"]}',\n", + " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}',\n", " ('GridWorld',\n", - " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}',\n", - " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}'}" + " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}'}" ] }, "execution_count": 9, @@ -1033,39 +994,23 @@ " \n", " \n", "316000 rows × 6 columns
\n", + "220000 rows × 6 columns
\n", "" ], "text/plain": [ - " episode exp_id \\\n", - "0 630 1710783127-1d9505bc-IceWorld \n", - "1 630 1710783127-1d89640b-IceWorld \n", - "2 630 1710783127-1db0e303-IceWorld \n", - "3 630 1710783127-1d5db710-IceWorld \n", - "4 630 1710783127-1d1a31c8-IceWorld \n", - "... ... ... \n", - "315995 1470 1710783127-fe6a0699-IceWorld \n", - "315996 1470 1710783127-fe6094fc-IceWorld \n", - "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", - "315998 1470 1710783127-fe818bf8-ABCSeq \n", - "315999 1470 1710783127-feb0e9ad-IceWorld \n", + " episode exp_id \\\n", + "0 630 1710783127-1d9505bc-IceWorld \n", + "1 630 1710783127-1d89640b-IceWorld \n", + "5 630 1710783127-1d123c51-ABCSeq \n", + "6 630 1710783127-1dd1542e-FrozenLake-v1 \n", + "8 630 1710783127-4790aecf-IceWorld \n", + "... ... ... \n", + "315994 1470 1710783127-fd2d7ab4-GridWorld \n", + "315995 1470 1710783127-fe6a0699-IceWorld \n", + "315996 1470 1710783127-fe6094fc-IceWorld \n", + "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", + "315998 1470 1710783127-fe818bf8-ABCSeq \n", "\n", " meta \\\n", "0 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "1 {'algorithm': 'q-learning', 'algorithm_args': ... \n", - "2 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "3 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "4 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", + "5 {'algorithm': 'q-learning', 'algorithm_args': ... \n", + "6 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", + "8 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", "... ... \n", + "315994 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315995 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315996 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315997 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315998 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", - "315999 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", "\n", " returns \\\n", "0 [-25.917591125198097, -25.242472266244057, -27... \n", "1 [-36.30110935023772, -36.318541996830426, -36.... \n", - "2 [-34.00475435816165, -33.67194928684628, -34.0... \n", - "3 [-33.450079239302696, -33.543581616481774, -33... \n", - "4 [-33.47226624405705, -33.75594294770206, -33.5... \n", + "5 [-12.210776545166402, -11.774960380348652, -10... \n", + "6 [0.49920760697305866, 0.6767036450079239, 0.00... \n", + "8 [-37.6973058637084, -35.51188589540412, -36.48... \n", "... ... \n", + "315994 [-109.32222977566282, -112.83344663494222, -11... \n", "315995 [-14.731475186947655, -15.038069340584636, -15... \n", "315996 [-126.26444595513256, -124.39836845683209, -12... \n", "315997 [-10.719918422841605, -9.496261046906866, -9.8... \n", "315998 [-19.54180829367777, -19.250849762066622, -18.... \n", - "315999 [-139.19306594153636, -136.58803535010196, -13... \n", "\n", " metrics method \n", "0 {'returns': {'mean': -26.38985736925515, 'std'... PP/DMR \n", "1 {'returns': {'mean': -35.62290015847861, 'std'... PP/IMR \n", - "2 {'returns': {'mean': -34.005071315372426, 'std... PP/LEAST \n", - "3 {'returns': {'mean': -33.55023771790809, 'std'... PP/LEAST \n", - "4 {'returns': {'mean': -33.58858954041204, 'std'... PP/LEAST \n", + "5 {'returns': {'mean': -10.796988906497624, 'std... PP/LEAST \n", + "6 {'returns': {'mean': 0.19960380348652937, 'std... PP/DMR \n", + "8 {'returns': {'mean': -36.20324881141046, 'std'... PP/DMR \n", "... ... ... \n", + "315994 {'returns': {'mean': -110.37525492862001, 'std... PP/LEAST \n", "315995 {'returns': {'mean': -15.277090414683892, 'std... PP/IMR \n", "315996 {'returns': {'mean': -125.84687287559481, 'std... PP/IMR \n", "315997 {'returns': {'mean': -9.940516655336506, 'std'... PP/LEAST \n", "315998 {'returns': {'mean': -19.194017675050983, 'std... PP/IMR \n", - "315999 {'returns': {'mean': -137.69836845683207, 'std... PP/LEAST \n", "\n", - "[316000 rows x 6 columns]" + "[220000 rows x 6 columns]" ] }, "execution_count": 6, @@ -464,9 +425,9 @@ " ('TowerOfHanoi', 'disks=4'): '{\"num_disks\": 4}',\n", " ('RedGreenSeq',\n", " 'n=9'): '{\"cure\": [\"red\", \"green\", \"wait\", \"green\", \"red\", \"red\", \"green\", \"wait\"]}',\n", + " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}',\n", " ('GridWorld',\n", - " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}',\n", - " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}'}" + " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}'}" ] }, "execution_count": 11, @@ -690,62 +651,62 @@ "output_type": "stream", "text": [ " env discount_factor reward_period PP/IMR PP/LEAST PP/nTD-SU\n", - "0 ABCSeq/n=10 0.99 2 0 4 0\n", - "1 ABCSeq/n=10 0.99 4 0 4 0\n", - "2 ABCSeq/n=10 0.99 6 0 4 0\n", - "3 ABCSeq/n=10 0.99 8 0 4 0\n", - "4 ABCSeq/n=10 1.00 2 1 3 0\n", - "5 ABCSeq/n=10 1.00 4 0 4 0\n", - "6 ABCSeq/n=10 1.00 6 0 4 0\n", - "7 ABCSeq/n=10 1.00 8 1 3 0\n", - "8 ABCSeq/n=7 0.99 2 1 3 0\n", - "9 ABCSeq/n=7 0.99 4 0 4 0\n", - "10 ABCSeq/n=7 0.99 6 0 4 0\n", - "11 ABCSeq/n=7 0.99 8 1 3 0\n", - "12 ABCSeq/n=7 1.00 2 0 4 0\n", - "13 ABCSeq/n=7 1.00 4 0 4 0\n", - "14 ABCSeq/n=7 1.00 6 0 4 0\n", - "15 ABCSeq/n=7 1.00 8 0 4 0\n", - "16 GridWorld/4x12 0.99 2 2 2 0\n", - "17 GridWorld/4x12 0.99 4 4 0 0\n", - "18 GridWorld/4x12 0.99 6 2 2 0\n", - "19 GridWorld/4x12 0.99 8 3 1 0\n", - "20 GridWorld/4x12 1.00 2 3 1 0\n", - "21 GridWorld/4x12 1.00 4 1 3 0\n", - "22 GridWorld/4x12 1.00 6 3 1 0\n", - "23 GridWorld/4x12 1.00 8 1 3 0\n", - "24 IceWorld/4x4 0.99 2 1 3 0\n", - "25 IceWorld/4x4 0.99 4 1 3 0\n", - "26 IceWorld/4x4 0.99 6 1 3 0\n", - "27 IceWorld/4x4 0.99 8 2 2 0\n", - "28 IceWorld/4x4 1.00 2 2 2 0\n", - "29 IceWorld/4x4 1.00 4 2 2 0\n", - "30 IceWorld/4x4 1.00 6 2 2 0\n", - "31 IceWorld/4x4 1.00 8 1 3 0\n", - "32 IceWorld/8x8 0.99 2 3 1 0\n", - "33 IceWorld/8x8 0.99 4 4 0 0\n", - "34 IceWorld/8x8 0.99 6 0 3 1\n", - "35 IceWorld/8x8 0.99 8 1 2 1\n", - "36 IceWorld/8x8 1.00 2 3 1 0\n", - "37 IceWorld/8x8 1.00 4 3 1 0\n", - "38 IceWorld/8x8 1.00 6 2 2 0\n", - "39 IceWorld/8x8 1.00 8 3 0 1\n", - "40 RedGreenSeq/n=9 0.99 2 1 3 0\n", - "41 RedGreenSeq/n=9 0.99 4 0 4 0\n", - "42 RedGreenSeq/n=9 0.99 6 0 4 0\n", - "43 RedGreenSeq/n=9 0.99 8 1 3 0\n", - "44 RedGreenSeq/n=9 1.00 2 0 4 0\n", - "45 RedGreenSeq/n=9 1.00 4 0 4 0\n", - "46 RedGreenSeq/n=9 1.00 6 0 4 0\n", - "47 RedGreenSeq/n=9 1.00 8 0 4 0\n", - "48 TowerOfHanoi/disks=4 0.99 2 1 3 0\n", - "49 TowerOfHanoi/disks=4 0.99 4 1 3 0\n", - "50 TowerOfHanoi/disks=4 0.99 6 1 3 0\n", - "51 TowerOfHanoi/disks=4 0.99 8 1 3 0\n", - "52 TowerOfHanoi/disks=4 1.00 2 4 0 0\n", - "53 TowerOfHanoi/disks=4 1.00 4 0 4 0\n", - "54 TowerOfHanoi/disks=4 1.00 6 0 4 0\n", - "55 TowerOfHanoi/disks=4 1.00 8 0 4 0\n" + "0 ABCSeq/n=10 0.99 2 0 1 0\n", + "1 ABCSeq/n=10 0.99 4 0 1 0\n", + "2 ABCSeq/n=10 0.99 6 0 1 0\n", + "3 ABCSeq/n=10 0.99 8 0 1 0\n", + "4 ABCSeq/n=10 1.00 2 0 1 0\n", + "5 ABCSeq/n=10 1.00 4 0 1 0\n", + "6 ABCSeq/n=10 1.00 6 0 1 0\n", + "7 ABCSeq/n=10 1.00 8 1 0 0\n", + "8 ABCSeq/n=7 0.99 2 1 0 0\n", + "9 ABCSeq/n=7 0.99 4 0 1 0\n", + "10 ABCSeq/n=7 0.99 6 0 1 0\n", + "11 ABCSeq/n=7 0.99 8 1 0 0\n", + "12 ABCSeq/n=7 1.00 2 0 1 0\n", + "13 ABCSeq/n=7 1.00 4 0 1 0\n", + "14 ABCSeq/n=7 1.00 6 0 1 0\n", + "15 ABCSeq/n=7 1.00 8 0 1 0\n", + "16 GridWorld/4x12 0.99 2 0 1 0\n", + "17 GridWorld/4x12 0.99 4 1 0 0\n", + "18 GridWorld/4x12 0.99 6 0 1 0\n", + "19 GridWorld/4x12 0.99 8 1 0 0\n", + "20 GridWorld/4x12 1.00 2 0 1 0\n", + "21 GridWorld/4x12 1.00 4 0 1 0\n", + "22 GridWorld/4x12 1.00 6 1 0 0\n", + "23 GridWorld/4x12 1.00 8 0 1 0\n", + "24 IceWorld/4x4 0.99 2 0 1 0\n", + "25 IceWorld/4x4 0.99 4 0 1 0\n", + "26 IceWorld/4x4 0.99 6 0 1 0\n", + "27 IceWorld/4x4 0.99 8 1 0 0\n", + "28 IceWorld/4x4 1.00 2 0 1 0\n", + "29 IceWorld/4x4 1.00 4 1 0 0\n", + "30 IceWorld/4x4 1.00 6 1 0 0\n", + "31 IceWorld/4x4 1.00 8 0 1 0\n", + "32 IceWorld/8x8 0.99 2 1 0 0\n", + "33 IceWorld/8x8 0.99 4 1 0 0\n", + "34 IceWorld/8x8 0.99 6 0 0 1\n", + "35 IceWorld/8x8 0.99 8 0 0 1\n", + "36 IceWorld/8x8 1.00 2 1 0 0\n", + "37 IceWorld/8x8 1.00 4 1 0 0\n", + "38 IceWorld/8x8 1.00 6 1 0 0\n", + "39 IceWorld/8x8 1.00 8 0 0 1\n", + "40 RedGreenSeq/n=9 0.99 2 1 0 0\n", + "41 RedGreenSeq/n=9 0.99 4 0 1 0\n", + "42 RedGreenSeq/n=9 0.99 6 0 1 0\n", + "43 RedGreenSeq/n=9 0.99 8 1 0 0\n", + "44 RedGreenSeq/n=9 1.00 2 0 1 0\n", + "45 RedGreenSeq/n=9 1.00 4 0 1 0\n", + "46 RedGreenSeq/n=9 1.00 6 0 1 0\n", + "47 RedGreenSeq/n=9 1.00 8 0 1 0\n", + "48 TowerOfHanoi/disks=4 0.99 2 0 1 0\n", + "49 TowerOfHanoi/disks=4 0.99 4 0 1 0\n", + "50 TowerOfHanoi/disks=4 0.99 6 1 0 0\n", + "51 TowerOfHanoi/disks=4 0.99 8 1 0 0\n", + "52 TowerOfHanoi/disks=4 1.00 2 1 0 0\n", + "53 TowerOfHanoi/disks=4 1.00 4 0 1 0\n", + "54 TowerOfHanoi/disks=4 1.00 6 0 1 0\n", + "55 TowerOfHanoi/disks=4 1.00 8 0 1 0\n" ] } ], @@ -825,7 +786,7 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "316000 rows × 6 columns
\n", + "220000 rows × 6 columns
\n", "" ], "text/plain": [ - " episode exp_id \\\n", - "0 630 1710783127-1d9505bc-IceWorld \n", - "1 630 1710783127-1d89640b-IceWorld \n", - "2 630 1710783127-1db0e303-IceWorld \n", - "3 630 1710783127-1d5db710-IceWorld \n", - "4 630 1710783127-1d1a31c8-IceWorld \n", - "... ... ... \n", - "315995 1470 1710783127-fe6a0699-IceWorld \n", - "315996 1470 1710783127-fe6094fc-IceWorld \n", - "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", - "315998 1470 1710783127-fe818bf8-ABCSeq \n", - "315999 1470 1710783127-feb0e9ad-IceWorld \n", + " episode exp_id \\\n", + "0 630 1710783127-1d9505bc-IceWorld \n", + "1 630 1710783127-1d89640b-IceWorld \n", + "5 630 1710783127-1d123c51-ABCSeq \n", + "6 630 1710783127-1dd1542e-FrozenLake-v1 \n", + "8 630 1710783127-4790aecf-IceWorld \n", + "... ... ... \n", + "315994 1470 1710783127-fd2d7ab4-GridWorld \n", + "315995 1470 1710783127-fe6a0699-IceWorld \n", + "315996 1470 1710783127-fe6094fc-IceWorld \n", + "315997 1470 1710783127-fec7d9c9-RedGreenSeq \n", + "315998 1470 1710783127-fe818bf8-ABCSeq \n", "\n", " meta \\\n", "0 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "1 {'algorithm': 'q-learning', 'algorithm_args': ... \n", - "2 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "3 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", - "4 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", + "5 {'algorithm': 'q-learning', 'algorithm_args': ... \n", + "6 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", + "8 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", "... ... \n", + "315994 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315995 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315996 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315997 {'algorithm': 'q-learning', 'algorithm_args': ... \n", "315998 {'algorithm': 'sarsa', 'algorithm_args': '{}',... \n", - "315999 {'algorithm': 'nstep-sarsa', 'algorithm_args':... \n", "\n", " returns \\\n", "0 [-25.917591125198097, -25.242472266244057, -27... \n", "1 [-36.30110935023772, -36.318541996830426, -36.... \n", - "2 [-34.00475435816165, -33.67194928684628, -34.0... \n", - "3 [-33.450079239302696, -33.543581616481774, -33... \n", - "4 [-33.47226624405705, -33.75594294770206, -33.5... \n", + "5 [-12.210776545166402, -11.774960380348652, -10... \n", + "6 [0.49920760697305866, 0.6767036450079239, 0.00... \n", + "8 [-37.6973058637084, -35.51188589540412, -36.48... \n", "... ... \n", + "315994 [-109.32222977566282, -112.83344663494222, -11... \n", "315995 [-14.731475186947655, -15.038069340584636, -15... \n", "315996 [-126.26444595513256, -124.39836845683209, -12... \n", "315997 [-10.719918422841605, -9.496261046906866, -9.8... \n", "315998 [-19.54180829367777, -19.250849762066622, -18.... \n", - "315999 [-139.19306594153636, -136.58803535010196, -13... \n", "\n", " metrics method \n", "0 {'returns': {'mean': -26.38985736925515, 'std'... PP/DMR \n", "1 {'returns': {'mean': -35.62290015847861, 'std'... PP/IMR \n", - "2 {'returns': {'mean': -34.005071315372426, 'std... PP/LEAST \n", - "3 {'returns': {'mean': -33.55023771790809, 'std'... PP/LEAST \n", - "4 {'returns': {'mean': -33.58858954041204, 'std'... PP/LEAST \n", + "5 {'returns': {'mean': -10.796988906497624, 'std... PP/LEAST \n", + "6 {'returns': {'mean': 0.19960380348652937, 'std... PP/DMR \n", + "8 {'returns': {'mean': -36.20324881141046, 'std'... PP/DMR \n", "... ... ... \n", + "315994 {'returns': {'mean': -110.37525492862001, 'std... PP/LEAST \n", "315995 {'returns': {'mean': -15.277090414683892, 'std... PP/IMR \n", "315996 {'returns': {'mean': -125.84687287559481, 'std... PP/IMR \n", "315997 {'returns': {'mean': -9.940516655336506, 'std'... PP/LEAST \n", "315998 {'returns': {'mean': -19.194017675050983, 'std... PP/IMR \n", - "315999 {'returns': {'mean': -137.69836845683207, 'std... PP/LEAST \n", "\n", - "[316000 rows x 6 columns]" + "[220000 rows x 6 columns]" ] }, "execution_count": 6, @@ -428,9 +389,9 @@ " ('TowerOfHanoi', 'disks=4'): '{\"num_disks\": 4}',\n", " ('RedGreenSeq',\n", " 'n=9'): '{\"cure\": [\"red\", \"green\", \"wait\", \"green\", \"red\", \"red\", \"green\", \"wait\"]}',\n", + " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}',\n", " ('GridWorld',\n", - " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}',\n", - " ('IceWorld', '8x8'): '{\"map_name\": \"8x8\"}'}" + " '4x12'): '{\"grid\": \"oooooooooooo\\\\noooooooooooo\\\\noooooooooooo\\\\nsxxxxxxxxxxg\"}'}" ] }, "execution_count": 9, @@ -471,6 +432,7 @@ " baseline_dfs = []\n", " distinct_algo_configs = df_result[[\"algorithm\", \"algorithm_args\", \"reward_period\"]].drop_duplicates()\n", " for row in distinct_algo_configs.to_dict(\"records\"):\n", + " print(row)\n", " df_baseline_rp = copy.deepcopy(df_baseline)\n", " # reward period is one\n", " mask = (\n", @@ -504,7 +466,28 @@ "metadata": { "tags": [] }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'algorithm': 'q-learning', 'algorithm_args': '{}', 'reward_period': 4}\n", + "{'algorithm': 'q-learning', 'algorithm_args': '{}', 'reward_period': 16}\n", + "{'algorithm': 'sarsa', 'algorithm_args': '{}', 'reward_period': 4}\n", + "{'algorithm': 'sarsa', 'algorithm_args': '{}', 'reward_period': 16}\n", + "{'algorithm': 'nstep-sarsa', 'algorithm_args': '{\"nstep\": 8}', 'reward_period': 8}\n", + "{'algorithm': 'q-learning', 'algorithm_args': '{}', 'reward_period': 6}\n", + "{'algorithm': 'q-learning', 'algorithm_args': '{}', 'reward_period': 2}\n", + "{'algorithm': 'sarsa', 'algorithm_args': '{}', 'reward_period': 6}\n", + "{'algorithm': 'sarsa', 'algorithm_args': '{}', 'reward_period': 2}\n", + "{'algorithm': 'nstep-sarsa', 'algorithm_args': '{\"nstep\": 2}', 'reward_period': 2}\n", + "{'algorithm': 'nstep-sarsa', 'algorithm_args': '{\"nstep\": 6}', 'reward_period': 6}\n", + "{'algorithm': 'sarsa', 'algorithm_args': '{}', 'reward_period': 8}\n", + "{'algorithm': 'q-learning', 'algorithm_args': '{}', 'reward_period': 8}\n", + "{'algorithm': 'nstep-sarsa', 'algorithm_args': '{\"nstep\": 4}', 'reward_period': 4}\n" + ] + } + ], "source": [ "df_returns_curves = create_returns_plotting_data(df_metrics)" ] @@ -1012,7 +995,7 @@ " \n", " \n", "\n", - "208000 rows × 12 columns
\n", + "64000 rows × 12 columns
\n", "" ], "text/plain": [ @@ -1081,7 +1064,7 @@ "315708 ABCSeq -9.754045 \n", "315794 IceWorld -136.020768 \n", "\n", - "[208000 rows x 12 columns]" + "[64000 rows x 12 columns]" ] }, "execution_count": 13, @@ -1383,7 +1366,7 @@ "outputs": [ { "data": { - "image/png": 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", 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6NVy6CeWuIEYZcWNgm68En6cMrXgPXhTx8eej+SFr1yeUecsoCmmFH0WHshJiMLHSHkGWJw970W8YPEVYwnoRHXEO/tyF7CheSqklhlJLPKHuUoZUQL4lhrnGQgzeEqJKN+PRjETH34dF6RRnPU4xlewJ6YwfjQtKCkjzGpgV0Zpd/iyiy7dg8RVjsp2Fwz6CiPyP2eZeTJExihJDLNHuSq4vrWSnsxX/teQSXl5EbMVOfJhw2O/B5tOh9Am2RfrxRw3mfyMfbehfT7OnlMLt8+H2+vD7dSo8bko95VR4PLi8XvxKEWKKwOv1sbdsNx7lx+upwOcpJ9aSjDJHsqd4I67SPfiUl3JzFFHmRJLKDrDXlcUWoxmfUlhLdxChLIREDCZXVZKbNweDt5QScyReUzRnkUZI2Xa+1LZQaorE7CnC6cqhi/ks9oUNYGfJbIzlK/FpBnKtLUk29mRwwRo2sZfF9hD8aMRWbqOF1wqOcWTpLkorpmH1lZJvisFliOciVwZp5at405lNoTEKm6+YCO8++nn6sso5kn2+t7F5V+LDSI4pmVj/n7itYCnLzHl87nTiRyfOu4d2bguV+m3sMrjw+F/F5qugwBhBqSmeywsy6FbyAy9ElFCiheLwlRHmK+Ts0k7MjbqR/4zqRUqkvaF/7acdpRRurx+Xz4PL60MpDQ0DFd4Kyj0VuH1evD4fBs2IwxhKpc/FvtI9+DxleP0Kn9FOojUFQ3keG0s24TKH4vN70ctzaW1Px+dIY0vJOiqKt6D8bspNocQ7OpLkVWSXbmKbvxiPwYrBXUiMMpPs6EOOwcj2wvkYXQV4DWbclgS62foRWbSRRe5fKLEmoJSPkPJd9DZ14UD4OWSWL4LSlejKQ5E5ljhbP7pWlpNduZI1xgoqDQ5snnzSvDpJ1vP5zRLKrrKZhHgO4NKtlJlT6GO8kHaFi/nE+Ct55mRQPmJcOxnkbcf6yKvZ7P4SW+XPGJSHA6ZEYsznMrAkl2zvcn6yKipxEuY5QLtKH0mG84jufgGX9mvT0L/i04bPr/D4/Hh8frw+hdev8CtFuacSt9eNy+fF7fVg0UwYdRsF7mJKSrPxe8vw6GbM5hgiseAu281uTyEuUxjKU4a1Yj8ptnSKnalsK/oVW8k2fH4/RSGtaOnsTHzean4r38xeewJe3YSjZAut/SGoyLPYRgnlBUsxuw5QaonB5OxKR58TvfBHlumFFFiTMHlKiC/fTXdzTzIjB7C++BNiSzeiUGQ5O5FuPZ8++79mhT+TjfYUPJqZmMot9HQ7KQ0bxnq9EF/ZPJyePArMsWA9gz7uUMJKv+VbSxkHLMlYfKW0rNhJf383Fkf9mc2Vb5FcuRGlYIe9I60Nf+bS3PdZaNjGWnsKFQYL8Z7tnFdsZL/lUtYaCzBUzifUV8Rz9/zQ0L9q0QRpSrrpCiouLiYsLIyioiJCQ0MbOpyT5vcrDpQcIK9wL4WYKKgsI7qkAJvHz0pNY1t5NlrBevyVBzA6euGwD8Kw72O2uBaSb4zkgDGSaE85E/OKyDSn8FJoDkZ/CRG+bCo1HUPlP7F6wG67nx1mKNbsKBST9pfx55IDDA8ZiMu5HqMPSmwQU5ZK/taruNz0Fj9H7MPoUxh94HRZeK5iF19HdOT5qDy6bwvMN/rAn3sONq8iKvJbXhtgBuDqhT7OKvKR4a5glqkFflM+Bj/MPUPHa2lBm++7cnHBN+w3V2Dwg67A5NM5O7yA7zuk8z9THjfM86H7weAHzRWJ0a/QLfmMv9UEwNQXvYRXKox+hQsDGgrdD09eppMbncoFn0cxeNfyw77zsJblrOiTykx/Hg/M9B+23G1UjL7fhKUyhf90vYW+Z15Sv0lA487rUpeLA6WleH0W9hbns+nAGopLcinweijzGejqTcFenMmnrCZPN2Pw5mPz7qdXeX9+MQyh0PgaZn0DHg3yNCfmwvN5pmQeX4WV8Fm4DzQfmqb4U4mf7Vnj2WxzY099M3h8vzeE8dtbc7NxDt3TWlSL7aGdIUwqf5Do1Odx2XMA0JRC23MRv5a/yushYbwRHYLLrBFZrLgot4KcnD+zy+jHGfUVZi8U22FtUigTNqZyafYinoyIxFCVd7ofzi0wMy7t70Sk/YeLVu4ltFxh8AOlqVzh2cAmk4mXz7CSmaJxzho/F2/wUFnekjLNj8m8F6NfsTlJ4+2zw5i0MpH+y1azzWhCV6CpQO5HeDQuO/dxwlq9xOQP9hBdHDi25jcR6nfhQeOlCwws7aQz6jsfw3/2o6FV+y5WtNaY8ucwHlgeT88Fm474u7xk2BT+2juHYecPJyYisW4T5Q8aY04rpSh3+yiqcLOvtBi3x0BppZ9N+RsoKdxAhauAA7qdMGNHUsvK2FPxE2v0fMo1I1ZvPq3cRmL957PC5OCANh27v5AKzUAp0bQvuJJrKt/n0aRdlGEBzY+FSv6eZeLe8kfQkqdhdGwLxlKZcwnPl/7M5qitTItwBOefX1ZO271n8pS5D/bU1w8GjsHloO1vI3nXOIXzE5Mw+SAnMpADn6zM5f9K7sUc9TUWYw5GXyB/11gG85i2gizPLlZUOoI53c7lJq6wBe+Fd2FN//lEFykGrvGj+cxE5XVgpL6E/4aGoPvhv4N00DQ+ml3MN2V/QrdvxqiXolfl7qdpA7jHsZ6ifXsoy7KiV13Poz0+HK4QvozL4JPha0jLVtzypQ/dr2OrDCOFXHZW/T+481YDaBofTq2kqDwMXavAgD+4r2f/1Icx0dvxbcgieb3psN/r8s5n0OMfd9CxXe/6TSAaZ14DeHx+8stc/Ja3iwMVxRRUFFNQUUq8uSPG4lxWFS0gS/mo8HuxVuyigyuWQuMA1mm/4fPNx+wvolC34fH2oH9RLK20r3g3sphC7Jhwkewr49qslkzyjMXZ5p9YtEr8KNyaTtnW+/hW+ycPJGlssP7++3l0fx5f5d/MgqgDWKIX/R5rUXeu2hfG+aEfcmt8LLpfYfZAksvHlJ0613om4erxNChFWg4Y/eDZdSVvqNd4KcLGboOJzGSNErvGU6sK2ZI9gC32Eqy2LcH7ks2hrWhrbclQz8cszgkPXtMdXkX/Eo3ZWl/evfIXNKW4Z1Yg11RJK/qTSabJQAUa0883sDNO4+W5ZahdsZTrXgx6WSD3/bAwPQFSO3FRwSd4fgkJ5qtBgcMHe81RTLirCE0p3n0ycD/zx6qDj4wysLGFxhvvVxC64/fvzmOAvU9NYOB5Y7BYrPWdPqIZkTeNTYTb62dH9g427VnGzooSdrrdUJzFsPwydhLCa9Zt4MvDqfZSokHh7ocxVPpIb/0wv5nNwf38ZV8lo8tzuSXsQkoi12HwKZQGCQdyKNwSwpXat5SF5BBRmUWSC0LLjbTVcshNyiCyMp9hP/uxeMHsAUPx89i8PmwWL/fcYAIqePUFL2EVil3+KF5kTfC4T1ymsy/Wz6hN8xi8ay8XVzu7CvanhmA4Uydln42bvyo9ZNl3AHgNOt/18bODZIYu343No1OAg3PIC665L01jU0I4PUt30GJ3OdWLAD6yDDEUGpOJLnGQtm/7IcvyA2tUavypxM5mPR175SoMHj8KDTO/P1fpXuZgS1QyydbCI/6esvREDtg7kZiXh19bg9JAaRpoBpSmoQw+RhQlU2zqQERZ831eU1zpYcXunazP3cbu/N/YUZ6PqSKN8/avZINpI187K/HrZWiGcv5U4mNn1u1ssvmwp74R3Iff6yBjezpjjJ/xWFoL8AEaYIKrir7mtbI+RKXm4LZWBjZQFbgrCjmrYhXbCMVpC6HMppGSq+i4x0WLfSvpoPkJ3eXH5lZkR2rM66wIKa9k76pIHv7Rh8GnY/YqrF4/Ma5CWlxUCsrBU695iS4M3DDAHDaTwAAgc2gYSzqEc92PO+n3qxmYW+172NjSSvbwdEK9XvavCOd6/vggoZLBXfdS4EnhopVZhJQczIkdFGEnAeiSkoI7MoH+e1fRYrsf2F1tDxaDg86uHjisZbiLTCQf9ttQXBuzi/3edsSX7cVRfjAGD350DEBGRQbusha0d/2ERtFhe4jzhjHQ3R9nWOEhewWla4GfdJ27knaQgR2n31BTWjRZZS4vewoq2LI/j417fqBw/69keyvYoSKIy+/MJWUf8nLSDg7oZjRDOZrmZ8buA1xbOhVDi2kYHb9fbypzhvFK6Q+oqK18GhEe+CJ1aO0rJ3avYrXpLOwt91BQtb7B7cK7dxfnaUt53ZiAyetlYwsNF9B6xz4uLlqMJTsfm+bD6garB75IOYDF5iF9NfxjlxeTD0xeCPOYsLjXMjGxnGnJJrrvruC+9wGKgelsIZ6p+AC45p440sjBuzCcRyunH/advH5OISreTOp6Ez03HJrXRmAvl6SYKeoeR9+cLP68FMAFrCQfJ8Oqrqlf9GlPN20D3m12BlWuOOwYWXEuKsMjiNqfR8bWQ4+hA2X0dOSxvbg1vQu302qfD/ADBbgxkVC1ZpviM+iq1uJz+Qhzlx12jC6agRJbC8JVCVBx2PI4yrAXHP5/ojmo9PjYmVfK5gM5ZBeVUlxiY0/+OjIrFpLnLwe1jwhfMefs6cyr/qGEtHuo2valW+5jlf5X5iSGsNpqCc6/uCSfBXlWNkcVYoneWTW3EE/5HizFFXQJWc1LpligDA9Qqrx0dWcSVVGMy1CJ26/osVVhr/Sh712Oyefm3N0muuLj2646uREaYevMXLJ7MQN0D1Z8WD0Kk1fjh1bZmFqFYdpu5b3/ejFWu+T6ecn6H27vFEWyP5cn3jp4vX2PfJxcXbXOPy+PpySphNANIZy3cwXn/eF7W9SxgqKuZspyYxn2i+sPSxXnW1Yyr7Qtbfzb6JNZ9feJrbgxklY1lVLQkjh7EXqxTmTR4fnVqtxIkc1K4f4WpJQWHLY8Qi+jTUk3Wvm2Y/TnHbYcoEVZexKKyvCQC/ye+zoQVepH8/mOuJ0QNZE3jYdo6Kd8ZZVudm7bxDf7dvJL3ioMhUso9e/H42rL+qzruDrsZT5L3BVc3+KxsnzPZhb4OnBXeimaUoSUQ1gZWLZcRkSpRqfQ9/hfHxNev437P3aRUeQlzOWn2GvG4vZi9ilmX2xmc0pnBn/rpevm1YfFVZIWSea5PdmWV8QVn/5y2HIF/DJhCJXWFPr9+3+YKqpfRJXBQOXVF2Ps3g3Ll4tRv65EMxrBYEQzGdGMRiydOhFy6Qg8u3ZTOnsOmtFY9TGhGQxoJhNR148BzUDhRx+B3w8GA5rBALqOZjBgP+MMTAkJVK5fj2fv3uB8zWgEowFTXByWthn4S0pwbd2KZjSA0YRm0IPHs2RkgKbh3pNFoKxnAIMBjEY0TUcPC8VgteKvrET5fL/HoOnoxsC6mtFIYGMN0AL/wO/zqj6a0RjYtp7Vd14fKK1g1vpfWLZjKUXFv5Ca25YPS84hMvUFPPa9wfXc+4ayvuwN/hfu4NnIiOD8P5VX4Np7PStskUTHvEacv4wCLZYiLZnr8yM5O+8HZprDqfDGkVBWTErxPqIrQ1h66Tgq1FYGT/8Me54HY6Uf3ff7HUL2yHNw9elOwqefY/lh82FxG9umEXLHTahdOyh8+rUjnlvC809hcDrJ+b9H8ObmVl+oaUSOHUPIOedQ9PnnlHy3AM1sQjOZAnlrMmFpk07ElVfiyd1P4fvvg9EQzCnNYEQz6ERcex26xUzR7Dn4KyoC6+hVOafr2Lp1w5yaimvzZty7d/+e81U5a4iMwNq+A/6KctxbtoBetf+q/MdgwNK2DZrRiHv3HvD70XQtkNcGI5rRgCEsHN1hx19WhnK7g/s/uB+MRgxWa+BWX6nf5/8xv3Ud3Vr/T67rM6eLyj3M37iJRTt/YkPhTiwVy+nh3kvogT68Yu6CveXvuaL8RhI338Q3lgc4IzWFCv33N7Rv783hEd8T5EQuJcW4nFC/h2xaYvP34dbStRgKNrOuLBa/y0FSST5JpSWY3aFsT2rN6jMtdN2xkY6z8zB4D/8T/ctfx5BYuYWk15ejlf3xphX0kRcR0iWVii8X4/5p3WHLje3a4rzuSny79lDyyh8KhFV5FfuPyWhmE3kvvIQqLw/mtGY0gG4g9IKhWDu2p3TxUirXrgvkjK6DQQddx5zWirAhg/Hk5lL85VdoVfOD12VdJ/yKK9EMBoq//AK/2x3MbfTAclv3bpiTkqjcvBlPVlYgXw1Vea0bMEZHYe3QAV9pKa7MzN+vqQf/j+kGrO3boRkMuHfuRHHwmh74vxXI/TB0ux1/RQXK6z3k74oheE3XnU70Qx6+1pf6zOtKj4dZ639m3R4PO/aZyCz9FuX4Eq+xDL8GnuJOjMyJZ6TzXcYkxgW3s/r9fLzdxdnu5whp+3eiVDlO5SdLJRNedAnvlL3A7FA/c+2dqTSE0dm9lSEHysn392GPz0Bk8QZiS0tQbgcHktsS3rYFCZk/Y12ShcENpko3Bk+g8OK329g66QrCy3cT/eR3f6jvEGAadzWWlvFUfvgF3rWZhy039+6B/c/D8a7fSOk7H1RfqOvoDgdRDz0Amkbe4/9C0/Sq6/LBew4D4ZdfjrlVS0q+no9r+7bf70cMgXsJS0Y7nH3PxL1nD+U//VQt3zSDAc1qJXTIYNA0SuZ/C4aDOX/wHsGAtVNnDBHhuHbuxF9cjH5o3mo6hqhIzImJ+MrK8Obu//2afsh9hikxEdDwHtgfzNng/zODAd1qRTMaA/cqULVvDU0LXP8NISF1lF3idCGFxkOcykKjz69YsG4JSzfOZImrkgPuHdxRsIebyvZyXsjF5Eb//pYuqTSCTbv/wkjHh6yL/YWk/TaceVGkF7jpbdTY1bUTq4tcXP3+Dxh9f3yTAbZ/T8FicVD814fwFx7+RCvq1ltx/qk/hbNmUf7Dj2h2O7rdhm6zo9vtmNu0IfS8c/Hm51P2409oFgua2Yxus6LbbOg2G7bu3dFMJrw5OWgWK7rDjmazo9sCFy2t6iKGVlXxTdd/Lzzp0h9TfarrvFZK8eP2HJas3gW/fcHMyM9xmX6/cX0g28f/FT5FVNJ7xNh+JcHrZaexJy2M7bmjaDkFZlib0JO4sGTaVe4nrkyhlzvx7y9B7TuAPzcPU2IisRPvxrV5C7vG3XzEOBKffw5DSAg5j0zGs2fP7ws0Dc1iIfyqq3AOOJuyJUso++HHwB/QqnzVbTZMyUmEnHsuvrJyypctQzOZAutYLGhWC7rVirVjR3SLBU/ufjSjAc1mw1C1H81kqnpgECgsaVXHPjjNwT/Oos7VdU5v3V/EG8u/ZtWuckbt+YzKiOX8O+r3/bZ3ublhTwoPW0ahEqaS7inHhoMCewcGWntydtH3bLMb0FqdS6IjksSyArQVe/Bnl+DbdwB1IB9v7gF8BQVE33YLjr5nkv/u+5R8+dVhsVgyMoi+/TY8u3eT+/Qzwfma1RrMz9j77kN3OCh47z38lRXoFita1TLdZsXWoweW1FTcu/fgzTsQmG+1odmsGKw29PAwzAkJKJ8PX1lZYHuLOZD7h+Zu8DqtBx4OHJw+NN+h+vVccv6E1XVe7y8p5YnFM/l+3zeUsgXNUMnleToHDlzMl6E61oRPgUBVdqOrFZcXpHGT+788HdWC3SF9SDKaOLtoA23tSZR3GoHF6sBalINersEBD+zLR9ufj39/Hr79eUSOugpLakv2v/Ai5b8c3nzD3rs3EaNHUbl+PXmvvX7Ycs1qIf4fj6EZdA5MfQVN1wJ5a7EE7zucAwZgSk6iYt16fAcOBK7VFgu6w4FmtWKKjcXUogXK4wk87LDZfr+uVz3gRSOY51Tdfxwx36vN037P+YPzqqYl58XpQqqnnkKVHg//W/I+a3Jb8WNmEb1iJvK9o6pKhwmWmUMZU5pLZ0ysdHehW0klKUad0JRudK9YSciXu1HZOvgrgMBNsqVDB7qcOZYhWVlk+5aCpqGHODGEhmEIDUUPCyUqJBZDSAimm29B0zUMYWEYwsOrfXSrlfjOnYOFu5ougiEDBx71HM3Jh1eOE82Dz6949cdFvLPudYpNmZy7oy8v6G+zKiSVdQYL4b44BlfuJjy0Be8MrCQl7HrCuBZ7bFvM9ii8BSWUr+1L5bp1nBnWHXvPnhx49TXy33zzsGMZExOpWLcJX3FxoKAW4kR3hqCHhmIICw3kt92OITSU2HsmopnMGGKiMUZGojkc6AcLdAYDjp494d57Aze6NeS1s1/fo567KSHhqMtF0/Tr7j08O+8xtqkfKTH68bi6sssfw4jKMma6I/Eb02ljsdDDBq27D+XDhI447B9gtzgwalZ8W3ZQsXIVrt9SCduxHc/O14n/52Po1hiyP34H7969hx3TtWUbphYtMYRHYMnICF6n9dAwDCFOTHHxGGNiMMbGkfzqqxgiwgNvw8zm398kVL11sJ/RO3DNDr7lM1TLc3uvXqf6KxUNzK/8LNq+hv9+n8WuTfuIj/0vZeH5aIDZrxNuKOCssOVY4s8kVe9GT08ezthuGJN6YrOGoGzX8LeQGKxmO5S6qVi/iYr1G7D/dzGRN96IX49gz323oSorDzt25Ybf0O1h6KHh6KGh6E4nBqcTPSQEQ0gI5lat0Gw2LB06EjPpfgwhIeghoRgjAusbHI5AjhsNtHjzjd9rVei/5/zBaUefPke9pgsh6p4UGk+B7XkH+Oei19lc8D4FRoUjZyAHKoYQXx5NV70Yg96B6MjODImJIWefn3tWbsS1ag3e3Fwix40jNH0IRRvnUpCVDYDucGBKSsKUmIi5dSt0mw1L2za0eOd/mFNSMDidaCYTmEzVLqi2zp0b6isQTdyizdk89t2d7LNuQlkDT1x/i/OTXRTPXdY2xPW9idjoNjgc0WgWZ6CKJFC6eDH733yF8uXL8WZnB/fnHDSo6ieFZrFgjI/HlJiAMSYWY1wsppQULOnpaGYz6d/O/716kMlUVVVY8lqcuOJKD3/7dDVfZ72NOfp7AEJ8EObQSD0zDVf4w7zR8kxCwxKx26MxGa0ovx9PdjZaBVRu2Mz2u+5GlZcftm/Xlq2YW7bE1rUr/tatMUZHBx5oxMRijI/DFBuHITQER6+eYLw1WEX/4OdgtWQhamt3YQ43fTaFPd5FeArP5AX9N5LLNvCWoQ2+yD9xnsVFG0c5puQeTIrrRGh4AhZbBJhsKIz4y8tx79hB/gsvkrNuLZ49WYGmIFWc5w3CGBWFKTERf1kZxtjYwEONyEiMkVGY27bFEB5G5NixRN9+G7rNhmYyHznHT1HzDCFE3ZFCYz2qdHuZ9+l/+b8Dn4PjNzBCiM9Px5A9XJ1RyOCMx0lJ6ojTGUXW/ZMo/vw9qjXT13U8WVn4KypwnHEGltatsHbogKlly0AVOdPhPb0JUZeUUjz99UZeWridqEQdZdM4r8xFp5Q/M/TMQUTHP0CCIxaMgfY+3oICSj+fhbVTJwwRkRS8P4PSBQsCO9M0jPHxWNJbY+3YEWNUFOGXX07EtddhsFmD1Y/khlnUp405efznnftIKzDi8l9ItHMLo735dG97IUkdLiQqvCV2RzQAyufDvXs3uZ/OpuTrr/AeyCP+sccCVZN1HcxmTKmpmFNbYIyPx5yUjKlVGsbwcGLuvDNQPd9iQTNb0M0mtFPQLk6cnuZsWMZD3z+E35yFpoPDnsOmkJ50KsnnuoQehKX3IT6mNebQBLCGgdGC8nio3L6d4rmf49q6lfCRI/EWFlD8xRfB/RrCwzGnpWFMSgKfF+V2E/vXv6LbbYG3iA5HIL8t5sD122wOFAyFEM2O/M+uJ0t3bGTlzPu5s2wJCw0XM98Uy5+Mrbmp0zm073wxvi27yHv1TXxDXbjapKM5At2im1q2xNatG/bu3bD36YMpJibQfkpupMUpppTivv89TNL+T4jjryR4z+Eys5VzzxxFfIsz0G2/d2ZTmZlJ3muvU/LNNyiPh9BhFxMyaFCgYyGDAVuPHjjOOANjbAy63YFul5wWp96G7AJu+vQaimP2cqE/j0eirKR2HEH7lmcQE90eozHQXMDvdgfaXb3+BqWLF4PXG9iBpuEvKsIQHU3MPRMxJiRgDAvDEBmJbg+0AdctFnmgJ06pRVu28ZdPlmFOyiHc5+PhA8Xkte1ESngc1ph/0DmhIzjjwBwYQ9VbVETRnA8pnvMZlevXB94m6joRo0ZhadWasD//GUNEBObUFhji4jE47IGmLE5nsG24ZjZL1VAhTjNSaKwHL/30GVM3/h1zpOLPFSaGhmvcfs5jpKX1xL15Czl33UvZkqUAeHP3EX37eEIHnUfYJcOxZmQEntzJxVg0sL/P+5R5/lmoaJ0Jhlfo1v9WOrV5HEtoUrATAE9WFvv+9S9KvpkX3M6YmIghIhJjfDwRnTsH2rZITosG5vL6uG72A7jsezH5dYrC2tCj73m0TTsHmy0cAOXx4M7JwbV5M3sn3hPoSZbAwzz7mWdi69wZU1wcxqhIbB07YAgJCdxAS26LBrIj7wATZqylojSVmANX8oRxJglhibRNaEWLFr3RolqBOfBQ2ldSQsXqNWQ/+CDeffuC+zC3bo29Vy+8+XkYKisIGz4MQ2QkhrBwDE4Hmt0uOS6EkEJjXZv23eu8vusFNB2UJ4Ufu49k+Pl3YfRp5D7+LwpmzAg+1bP36UP4yD9j69wJPTRULsqi0fh++zY+2v0vNKPGGRUWeg+4i04dLkK3OIPrKK+XvLffDhQYNQ1bt66EXDwMx1n9MEVHS0FRNCqPz5mOy/Y9SsEQx5l06TuM9unnB98u+oqLyX/vfYwxMZgSEnCcfTbenBxChg7F0jIVPTwCc2IChogIdJutgc9GiECnN9fPfhxL9K8MVb3IaJtISdi1dIhKJTylF4SlgKah3G5Kli4FoxFVUREcRsR53nlYu3XDHBONHhKCMaaqjWJIiFQxFUIcptZXhV9//RWTyUTnqs4nZs+ezfTp0+nQoQOTJ0/GfBq32dianc83m5/HZ9PJKA/lr2fdRa9Og0HXKf76awreew8AW+/eRI4dg7NvX3S7vYGjFqI6pRTvfPkXNEcZRk8MY3teT6dOl6CbAuPveQsKKJrzGbYe3bF17kJlr56EDhuGo18/TLGx6BbLMY4gxKm1r7iSbqs+om14PitsLbi0x3m0a31esMDoyckh5/EplH7zDc5zzyX69tsJv/JKVEUFhshIzCkpGKMi5UZaNCrvrVrMAf1bsPkZaXmHUN9I2kUPJCzlDAgL9GTuzctj35NPUjznM6Juu42Qc88l+s47g+OzmqIiAx3ahIdLtWohxFHV+i/gLbfcwl//+lc6d+7Mtm3buOqqq7j00kuZOXMm5eXlPP/88/UQZuPn8fkZ/8E6IvdfzejoDxh01l307DyEyt9+w9SiBaa4eEIuGIqtRw/CL7kEQz2PAynEiVr083Je3DePH2w2VqYPpneHIcECo3vnTnZdfwOevXsJv/xynOcMIP6hhzAnJ6NXtcsVorF5bekqrL4Ubi5eQ3KbAXRsNQCTKfC20JOdTda991Hx668A6GFhePbtQzObsLTLwJyQIDfTotFRSvHSqpdA99O+wk4PPZyKFj0JS+geLDC6tm5lz90TcG/ZAoBnzx48ufswRkRgSkjAlJSIwek82mGEECKo1oXGzZs3061bNwBmzpzJ2WefzXvvvcf333/PVVddddoWGv85+3F2lBrZpXfmsi5p9Ox1OSWLFpF11904zj6b8CuvIPq227C0bi3dTItGbfry7ynz9yDZV8olfa7B6ogFwLMvl51jxuLNycEQGYm1axesnTphjI2Vaqii0fL6/Mzc8xieZNhhvoGJnYbicMYB4MnPZ+9fHwgUGI1Gom+/HUt6OsaoSCxpaRjCwho4eiGObFX2Dor9e9A0jbSwi9jaMYxecZ0hPBWAig0b2XPHHXj37kWz24m68UYs6a0xRkZiTk3FGBFxjCMIIUR1te6+UCmFv2rcnvnz53PhhRcCkJKSwoEDB+o2uiZiR95eviyagSnlXQalLeSifsOpWLeOrLsnoNxufHl5WFJTsbZtKwVG0ahtyjnACsf/+EvLMn7s+meS4jsAgd4kd996a6DAGBVF/COPEDpoEKa4OCkwikbty3XrUOadGO076ZViIym+IwD+ykoOvPgi5T//DAYDMRMnYklPx5ySjLVDBykwikbt89X53L0jmXH7YhgQ4qNtVBp6dBswGHFn57DnzkCB0RARQexf/oK1fTvMrVtj69hRCoxC1MI555zDhAkT6ny/kydPDr6EaypqXWjs1asXjz32GP/73/9YtGgRF110EQDbt28nLi6uzgNsCp5d8ALluka6y8vtfYdjqPSyZ/wdKJcLa5cuJD71FOYWLRo6TCGO6fNFz6HpbswYGNjhbIxVVfj2TZmCa+NGNLud2En34zizD4bw8IYNVojjsHTV66BBW5ePrkndsNkiUErh3rkLQ0QkhpgYIq+7DnOLFMypqVjatEE/jdvmi6Zh4aZ1XKkvYWLFcjJUOeEx7cEWjr+yEvfuXTj69sMQGUnMffdhTkrE2qEDllatpKq1aFbGjh2Lpmnceuuthy0bP348mqYxduzY49rXwoUL0TSNwsLCug2yGal19dTnn3+eUaNG8emnn/Lggw+Snp4OwEcffUS/fv3qPMDGzu31srDoBzBCsqEfbdL7kX3fX/Du348xIYGEyY9gTk5q6DCFOC7b874BB/TymkiKbQUEahccHLQ58vrrcfbrJ29hRJPxS0UW2CDVH01ybBsg0DmIa8d2HH37Yu/bF19+HuakJCytW0lnN6LRW5u7hX2RT3OeozWvuK2kteoPYYkopSj9/nuUz0f4FVfgPOccNLMZa7t2GKOjGzpsIepFSkoKM2bM4LnnnsNW1bN1ZWUl7733Hi3khU2dqvWbxi5durB27VqKiop45JFHgvOfeuop/vvf/9ZpcE3BT6tXE7G/M6o8jdF9RuPZtoOSb74BXSfmrjuxtGvX0CEKcVw8Pj+bCXSK0DqiCw5HoOaAr6AAR9++xD38EGEXXYQxJqYhwxTiuBVVeNi+8zrKd91A6xZDCA9LQilF/rTp7PvHY7i2bEGVlmKMjMLcurUUGEWT8M6azwFw+yPJb38hkdFtwOzAtfk39k68h/xp0/EVFKAZdKwZbaXAKJq1Hj16kJKSwieffBKc98knn9CiRQu6d+8enOf3+5kyZQppaWnYbDa6du3KRx99BMCOHTsYOHAgABEREYe9ofT7/UyaNInIyEji4+OZPHlytRh27drFJZdcgtPpJDQ0lCuuuIJ9h4yFCvDEE08QFxdHSEgI48aNo7Kyso6/ifpX60LjQW63mz179rBr1y527dpFbm4u2dnZdRlbk+D9+S0WVb7Dv4t8dG/dC0ubNiT86wkir7+e0KFD0fQT/oqFOKU27C1m86778GybxJBul6FpGkWffUbWPfdSmbkZS6tW8tZcNCnrd2Rzm/4lF3jz6RbfFrPZgXf/fgo/+gjfgQO4d+4Evz8wDqMMFSOaiFX71gIwyF1IqkFHc8SglGL/v/+NcrtR5eX4Kyowt2yJ6TRtNiROLzfccAPTp08PTk+bNo3rr7++2jpTpkzh7bff5pVXXmH9+vVMnDiR0aNHs2jRIlJSUvj4448ByMzMJDs7m3//+9/Bbf/73//icDj4+eefefLJJ3n00UeZN28eEChQXnLJJeTn57No0SLmzZvHtm3buPLKK4Pbf/jhh0yePJnHH3+c5cuXk5CQwMsvv1yfX0m9OKHeU8eNG8cPP/xQbb5SCk3T8Pl8dRZcY+f3+3lDrSbHGYYlojX+3dm4DAaMUVHYr7hcBoAWTUrmyllcYVxJnjWVhMizUD4f+//zIp5duzBGRxPx50vRpK2XaEK+WfcWq1su5JxSH9ERgfb3BTM+wF9cjCE6Glu3roFhB6KiGjhSIY5fYeVuMMKIit8IdcaANYyKVasoXbAAgNBLLsEUF4s5ObmBIxXi1Bg9ejQPPPAAO3fuBOD7779nxowZLFy4EACXy8Xjjz/O/Pnz6du3LwCtWrVi6dKlvPrqqwwYMIDIyEgAYmNjCf9Dnw1dunQJ1q5s06YNL774It9++y3nn38+3377LWvXrmX79u2kpKQA8Pbbb9OxY0eWLVtG7969ef755xk3bhzjxo0D4LHHHmP+/PlN7m1jrQuN119/PUajkblz55KQkHBa95w4f9tq1joLWGuP4q3el7D3/vtx79hJzMQJOPr0aejwhKiVb/a9ybL0Qi4ujScy9FZKlyzBs2sXmt1O2KUjMFRdUIVoKjaU7WGL2Uyixc5Vzmj8LhdFVVWYQi64AN1ux5SUdFr/HRNNi1IKz84b6a39iC/mN8Lj24HRTP4774BS2Hr0wNIqDXNqqnR6I04bMTExXHTRRbz11lsopbjooouIPqRa9pYtWygvL+f888+vtp3b7a5WhbUmXbp0qTadkJBAbm4uABs3biQlJSVYYATo0KED4eHhbNy4kd69e7Nx48bDOuvp27cvC6oe9DQVtS40rlq1ihUrVtBO2urxxapAXWiLuyVpBRr7Mjejmc3Ye/eWtjGiydmke/BrGjZrKiazg32zZgFg790bS3obGS5GNDnbPRVghnxnD0IdkZSvWIE3JwfNZMLWpQvmpCQZ3Fw0KXsKysl321moDeTKjBRszlg8Bw5QOv9bAOxn9cMUG4tBhtUQp5kbbriBO+64A4CXXnqp2rLS0lIAPv/8c5KSqjezsRxH0wTTHx7AaJoWHH7wdFLrkk2HDh1O2/EY/2h//ndggfP8FVTM+RIAR7++WNq0aeDIhKgdl9dFoaECDUhOG4yvtJTSBQsBcJ5zDsZIuQERTYtSCt2/C4C2djsWSygHli0HTcPWvTvGiHBp7yWanI8y5xLd9gkyykJI5UIwO3FtzMSUnBwY5qt9e4yJifL2XJx2hg4ditvtRtM0hgwZUm1Zhw4dsFgs7Nq1iwEDBhxxe3NV85vaNrNr3749u3fvZvfu3cG3jRs2bKCwsJAOHToE1/n555+57rrrgtv99NNPtTpOY1DrQuO//vUvJk2axOOPP07nzp0PK32HhobWWXCNXecSMy1dZbR0tPz9BnvQIBnjSzQ5mVkb0TSF5jPRMymNku++Q7ndGGNisJ9xhlRzEk1ObomLv+blo8x5RIX70DQdR7++mFu3xl9SjDEmFt3haOgwhaiVzfnbcRm8pGm7ceqA2YEhJITY++5Deb0YY2JkDF1xWjIYDGzcuDH486FCQkK47777mDhxIn6/n/79+1NUVMT3339PaGgoY8aMITU1FU3TmDt3LhdeeCE2mw3ncdREGTRoEJ07d2bUqFE8//zzeL1ebr/9dgYMGECvXr0AuPvuuxk7diy9evXirLPO4t1332X9+vW0atWq7r+IelTrrj0HDRrETz/9xHnnnUdsbCwRERFEREQQHh5ORD1Vh9ixYwfjxo0LdpPbunVrHnnkEdxud7V1NE077FNfJfm8Uhev7J/EzKxn6aV1wF9aiiE8HOc559TL8YSoT9b9B/hlx27eyComJiISZ79+RN11J2GXXSZvGUWTtLewAmtFHD1LHMQndMezbx/evHxM8fGYYmMxxsgwBKLp2V0c6OjD5U/CFNcBT24eRXPnopQCwBQbJ28ZxWkrNDS0xpdX//jHP3jooYeYMmUK7du3Z+jQoXz++eekpaUBkJSUxN///nf++te/EhcXF6zqeiyapjF79mwiIiI4++yzGTRoEK1ateKDDz4IrnPllVfy0EMPMWnSJHr27MnOnTu57bbbTv6ET7Fav2lsiEabmzZtwu/38+qrr5Kens66deu46aabKCsr4+mnn6627vz58+nYsWNwOqoOe8XLK3Wxt7CSzslhLPntF0Ii52PwtyDGHE55eDi2Xj0xSjsC0QTlFldS4kunnFBs1hCUy4+1dTqGsDAMISENHZ4QtbY+dxuPRSfhoD0zYtpR9OmnHPjPizjPO4/IUddIXosmKd+1DzTYYeuNI6oVxV9+TcFb/6V00WLiH/obhojwhg5RiFPmrbfeOuryTz/9NPizpmncfffd3H333TWu/9BDD/HQQw9Vm3ewB9aa9gvQokULZs+efdRY/u///o//+7//qzbvX//611G3aWxqVWj0eDw8+uijvPLKK7Q5he32hg4dytChQ4PTrVq1IjMzk6lTpx5WaIyKiiI+Pr5e4thf6kIReJq3fvO7EPc9nctNxI1YgCutHZrRIJ2FiCbp1cJf+DXFQbynJ58dKGLX+LsxpaYSe/990qmTaJK2HsjEFP4rmicKq8VO+c+/gN+PbrdhiIqSKteiSepa2AtLmZFWUW7stlDyvv8eAGvHjhijoqV5jBCi3tTqbtBkMrFmzZr6iqVWioqKgmOqHGr48OFUVlbStm1bJk2axPDhw2vch8vlwuVyBaeLi4uPekyN36t87CnPAh0SKyy4Vm8Avx9zatOqmyyap9rmNUBJ+W50cz52rQzX8pW4d+wAg44h5PRpoywarxPJ6bK8VQB08eZiNVjIq/rbZUlvg1HafIlG4ETyunfxFm7wf816Vy/QLVSuWweApXVrecsohKhXtW7TOHr0aN588836iOW4bdmyhf/85z/ccsstwXlOp5NnnnmGmTNn8vnnn9O/f39GjBjBnDlzatzPlClTCAsLC34OHWPlSDQNqpoNsFa3AxCRk8ruG25g3xNPYDiNOgESjVdt8xrAUb4egG7evZSv+BUAS7t20lGIaBROJKfzKvMBCPUbMWzPQpWXo1mtWNq2QZdhNkQjUNu8LnOXMT1mJ6Oi2lEc0Qb3tl34i4rAaMTaLkOqXAsh6lWt6515vV6mTZvG/Pnz6dmzJ44/3FQ+++yzx72vv/71r8esz7tx48ZqY0JmZWUxdOhQLr/8cm666abg/OjoaO65557gdO/evdm7dy9PPfVUjW8bH3jggWrbFBcXH/WirQGKQFfuvopEvP4K2u4PdM1rTktDs1qPei5CnAq1zWuvz0+RFshjuzEM16ZNAFhatUa32+o3WCGOQ21zGiBX9cWdZyQ/0ol301YAzC1aYAgJkWu1aBRqm9e7inIotOdS4DdBWl/Kfl0NgLllSwwRkeg2uV4LIepPrQuN69ato0ePHgBs3ry52rLa9th17733Mnbs2KOuc2h3tHv37mXgwIH069eP11577Zj779OnD/PmzatxucViOa5BPQ+q8JaRU5ZLZ38nPs2eRaUyUZiVDIC1YwfpsUw0CrXJa79fsTG7hPzi8VRU7sfaKQHX9kA7YWvHDmh6rSsjCFHnanutBjCWt8SVG0erhBw867YBYEpKwhAZKddq0SjUNq+35OcAYPVaiLTooMAYG4uldWuM0XXX6Z8QQhxJg/aeGhMTQ0xMzHGtm5WVxcCBA+nZsyfTp09HP46b2VWrVpGQkHCyYQbtr8yh3FfJjn172GerIMlVgjkr0Ojc1q1bnR1HiFNFAQpFZVEUXnccGe4C8HjQLBYsrVs3dHhCnLAenucYE7USY9GZRN/4NLb2HcBowiBVrkUTtbtoPwDt/HlYfW6cA8/F1KJloIMnecsohKhnTaJbxKysLM455xxSU1N5+umn2b9/f3DZwZ5S//vf/2I2m+nevTsAn3zyCdOmTeONN96oszg0TcPv9/N99laeSoilVbaVJ3ylaDYb1oyMOjuOEKeKBpRVlDAg/h6cPo2oqMeJHDcOX34+ut3e0OEJccKWhO7lQ3MkE31+/BUVGOPi0UwmNLm5Fk1UCDFccsBKivJjdCZS/uuvaCYzhogIKTQKIepdrQuNAwcOPGrVnu++++6kAjqSefPmsWXLFrZs2UJycnK1ZQcHtIXAwJ07d+7EaDTSrl07PvjgAy677LI6i0NHQ6HYWpAFQGSxE4yVmBITpcMQ0WTtz9/GfIcdo1Jcl9wKhyUJ5fOhS7sv0YRla3agCHdYN3aPuxFDVBRxkybJzbVosuyGVN7ZP5n0sAKGl2nk/O0hMBpJefMNeRgihKh3tS40dvtDNUyPx8OqVatYt24dY8aMqau4qhk7duwx2z6OGTOm3o7/Ow2/Unj3BcZFKmvhJfW//8VXWCBjI4kma58/MLaoz2/DMHMuhfklhJxzjnQWIpqsMncZSq9EA+JLdHwFBSi3Gz0sVMbSFU3WlgNLSYn6FqcxDi0rULvJGB2NMSxM2ukKIepdrQuNzz333BHnT548mdLS0pMOqDHTNQ0U6JUHCNN8JLrdoBTG42yXKURjVOgqA0D5bXjmL8SVvQ97r15ycy2arI0HtpLu9uHRITlvDwCG6GgZFkk0absOfEFh7ErOLgZ2XweAMS4O3SlDbQgh6l+ddY04evRopk2bVle7a5QMnlLMpbvRjGNov+VKRr0Pu8ePx71zZ0OHJsQJiynK5vICH8OKXfhzDwBgTk1t4KiEOHEVHsULe0v4fO8uwvIrATDFxkjVVNGklfkCuWxQFnx79gJVhUZr7XoWFkKIE1FnhcYff/wRazOvzmYqycVQVMAml5MF3i7YC0vwFxVhPo6BpoVojJRS6CUHeLgwi+uyy8HnA6MR0x/aDgvRlBS7XNyiXcsYdSeqMDAGqTEmBk2aEYgmyldaRrY/8NDjV2s/PLsCb9BNiYlotRyORojTxdixY9E0DU3TMJvNpKen8+ijj+L1elm4cGFwmaZpxMXFMXLkSLZt23bYftLS0pg/f/5h2xz8/O1vfwM4bHlMTAwXXngha9euPdWnXi9qXT31z3/+c7VppRTZ2dksX76chx56qM4Ca4wMOfkY8woo5v9oG1uMrhSa1YqpZcuGDk2IE+Lz+1hZaeB/tivoW1LJ1SzHGBmJbmneD4BE87a7OIs9rT5ij9eJf1Vg/DpjfIIUGkWTpVyVOLyxeF1tcFrC8WSvAqoKjZLXooGUu72n9Hh2c+0HfRg6dCjTp0/H5XLxxRdfMH78eEwmE3379gUgMzOTkJAQfvvtN26++WaGDRvGmjVrMFQ10VmzZg0FBQUMGDCA77//PrhN6CHNHZxOZ7VjHly+d+9e7r//fi666CK2bNmCuYn/X631tx8aGlqtwbWu62RkZPDoo48yePDgOg2u0VEK5Vf49RJiiwK9thpjY6XKk2iyNKXY5d9LTvxPVGTFAYG2X5rZ1MCRCXHiisqLAYjxV2IdMRhTZjaWjLZycy2aLk3jtry9nF/xLfNDDSRP/Q/lq9djaZUmeS0aTIeHvz6lx9vxxEW13sZisQSH57vtttuYNWsWc+bMCRYaY2NjCQ8PJyEhgYcffphRo0axZcsWMqqG0ps9ezZDhw7FZPr9vujgNjU5uDw+Pp4JEyYwfPhwNm3aRJcuXWodf2NS60LjW2+9VQ9hNA2aruNXPvbrRroUuYGqKk8mucEWTZSmEe7dDhYwOyqw9eqFKSUFzSQ3IaLpqijYDUCcKsOY3gpHVBqmuFi5VoumS9PYq+Wx0WzCZTSCV2FwOjGEhErPqULUgs1mIy8vr8ZlAG63Ozhvzpw53HPPPSd0rKKiImbMmAHQ5N8ywgkUGlu1asWyZcuIioqqNr+wsJAePXocsS5wc6HrOgVuDa/VS2zh728aNb3OmoYKccoZ/YUAlCb7ibrgZjSDLm8aRZNWnFcIBqgsj8T19scoWyjRN90oN9eiyfL5Fc9FleIzJjA2J470G2/ClJhI0vNH7tFeiFNhw6NDGjqE46aU4ttvv+Xrr7/mzjvvPGx5dnY2Tz/9NElJScG3jFlZWaxZs4YLLrig2rp/HDN+586d1cpFB5eXlQV6px8+fDjt2rWr0/NpCLUuNO7YsQOfz3fYfJfLRVZWVp0E1VhpugG3x89V2V0oSgZ73zMISW3T0GEJcVIK/C2IrKggOicKl2kjlvR0eSMjmrTIijaU7D6bUF8m7iXT8IaEoN11+E2CEE3FnpJ8/Fqg/VhYBfhLS/G7XGhm6QRHNJwTaWN4qs2dOxen04nH48Hv93PNNdcwefJkli1bBgQKeEopysvL6dq1Kx9//HHwreCcOXPo37//YVVRlyxZQkjI70PdREREHLbcbrfz008/8fjjj/PKK6/U70meIsf9254zZ07w56+//pqwsLDgtM/n49tvv6VlM+4Q5pfsX7gz51lCrTbmsYZCsxPV6SYs0XENHZoQJ075cRWfx87SkZzz49Ps3/ccMfffR8i55zZ0ZEKcMKenkHuNPxBZXAGAITQUvZn37i2aP4tWRiWQVBAYbsMQHi61QoQ4hoEDBzJ16lTMZjOJiYkYjdWLPkuWLCE0NJTY2NhqBUEIlH2GDx9+2D7T0tKO2qbx4PKMjAxyc3O58sorWbx4cZ2cT0M67kLjiBEjANA0jTFjxlRbZjKZaNmyJc8880ydBteY5BRVUq5clJtcDEpow8RP3HTa+V8sEyY0dGhCnJRO2lJ62AoJKS0EwBQX37ABCXGSdhlXsTptFdccCFRH1cPC0IyN/4m4EDUx+dyYlcKnwFnqAsAQHia1QoQ4BofDQXp6eo3LayoAlpaWsmDBAqZOnXpSxx8/fjxTpkxh1qxZXHrppSe1r4Z23H9F/X4/EPhyly1bRnR0dL0F1RiVVP7eFqZIq6TVTh/lO3/CMDm84YISog5kRv1MptXNZRVV49nFxjZwREKcnALdSK7RiKvSDJRjDJOba9G0GZSX+K03YfB7sHhWBOaFhkmnZULUk6+++oq2bduedC1Ku93OTTfdxCOPPMKIESOadNv6Wvfgsn379mCBsbKyss4Daqyc5t+H1YgpCvyrOxwY/9AhkBBNyVs/7mIfDmxu0APPhTBERTZsUEKcpALdHvih0gFUvWmUQqNownSjkXX+NH5R7TFWegAwhIWiGQ0NHJkQzdPs2bOPWDX1RNxxxx1s3LiRmTNn1sn+Gkqt6+v4/X7++c9/8sorr7Bv3z42b95Mq1ateOihh2jZsiXjxo2rjzgbXIuQFMp33ErbmHeJLQqUGg3R0XIjIpq0GcuzyHPaiK8oAEAzmTDY7Q0clRAnx+QvAaAgyoC1S2dMLVqgGeTmWjRdZb5KbBkPEqI03GnXktilO5aOHaTatRBHcbRhAs855xyUUkdc5vV6+eKLL/jyyy+Pe5ujLU9JScHj8Rxf0I1Yrd80PvbYY7z11ls8+eST1cYc6dSpE2+88UadBteYxFTu40HPYh4u2MvFewNfmzEyUi7YoklzmA04tFJsbvCajegOh+S0aPLOLdV5NSeXji08RF0/FscZZ4DktWjCXH4PPg28mh9b6xbYe/bAnJws12sh6kF+fj4TJ06kd+/eDR1Ko1LrQuPbb7/Na6+9xqhRozAc8uS2a9eubNq0qU6Da0xURRarE5fzSqSD1XkDADBERMjTa9GkOcwGZu7Zz6yy3eTfOZz4v0+Wm2vR9Pnj0Upb4dwbRuXWbfg9brm5Fk1aha/qLYUyYv7wawpnfYrf5WrYoIRopmJjY/nb3/7WpNsf1odaFxqzsrKO2AuR3+9vFq9ea2KMbMF3Dju/2nV2pe9me6/22Lp3a+iwhDgpDouRVSqdlb4MjMYQNJNZHoSIJm+uE66PSSdkaTZ5L76E78AByWvRpJVWFRp9XjMs+YmyxYvRJaeFEKdQrQuNHTp0YMmSJYfN/+ijj+jevXudBNUYhcS0Dv78a5dt7D87FseZZzZgREKcPKtJ58GWhXyU5yP8mXcomPE+6HIjIpq2SuM2TKErsVd11mb4w8DLQjQlyuMh6qeNTFwSx5Xbk6CqzZQhJqaBIxNCnE5qXV/n4YcfZsyYMWRlZeH3+/nkk0/IzMzk7bffZu7cufURY6NgxwcK0ODcVX5aG8rwdylr6LCEOCk6XnRjKSFuH7pXgaajGWr9LEmIRiVG7aXYDUZf4OZaerkWTZnf5cL41H/oCyQPzmcPkWhWK7rV2tChCSFOI7W+O7zkkkv47LPPmD9/Pg6Hg4cffpiNGzfy2Wefcf7559dHjI2CrnzcUhjoNfWqxX6i5i7HV1rawFEJcXKc/v0AOKpGz9EdDpAqT6KJc2saIRVVE0YjhrCwBo1HiJNxaHvcf1nSANDtdjRdHvAJIU6dE+oZ4E9/+hPz5s07bP7y5cvp1avXSQfVKJkdtMpP5Wx/BaFlXgBMyckNHJQQJ+fG3RP4LMmO/WCh0W6Xtl+iySuoPB9z7k7gF3SrVYZGEk3aoYXGA97A9Vm32eQBnxDilKr1Y6rS0lIqKiqqzVu1ahXDhg2jT58+dRZYY+PasYuday1ctqQg8KXpOqbY2IYOS4iTUmjJ4MW9hcQXBdp86U4HyNNr0cQ5Srtg2N8Ln8GAbrPJgxDRtB2Sv8rsw9y7B5b27SWvhRCn1HHfHe7evZu+ffsSFhZGWFgY99xzD+Xl5Vx33XX06dMHh8PBDz/8UJ+xNijv/v2cszGL+I2BsSn1sDB0i6WBoxLi5HyU9BA3F72Aq+JgoTFEupgWTduG2dxhuZPr2j3B1ht7EfvXv8gbGdGkaZqG3xC4LmvRxYReN4rwESMkr4UQp9RxFxrvv/9+Kisr+fe//03//v3597//zYABAwgNDWXr1q3MmDGjWb9p1O22atOG8HCQKk+iiTtQ+Q7m9g/z/eCtOMaMxtapY0OHJMRJ2VS2l/tjo/lndCQHTF40o0neyIgmz+ew47JArz2huDdswpufL3ktxDGMHTsWTdPQNA2z2Ux6ejqPPvooXq+XhQsXBpdpmkZcXBwjR45k27Zth+0nLS2N+fPnB7cpLCwECE5HRERQWdVb90HLli0L7vugPx4zJiaGCy+8kLVr19br91BXjrvQuHjxYqZOncodd9zBjBkzUEoxatQoXnzxRZJPg7Z9uu33QuP2WB1zcpJcsEWT95v+KwALU43YOnTAGBfXwBEJcXIiWg4AYMhyP2e8uprCmTPljYxo8n57bhojLnia0p0dKZ76OqWLF8vwSEIch6FDh5Kdnc1vv/3Gvffey+TJk3nqqaeCyzMzM9m7dy8zZ85k/fr1DBs2DJ/PF1y+Zs0aCgoKGDBgQI3HCAkJYdasWdXmvfnmm7Ro0eKI62dmZpKdnc3XX3+Ny+Xioosuwu12n+SZ1r/jLjTu27ePtLRAr12xsbHY7XYuuOCCegussdGsgUKj2wjPXBNO1M23SKFRNHk3dr8NgAmfQenMT/CXlDRwREKcnLiYDqjCvthLQzF6vICSa7Vo8vYUrSQ58mPC/XsA0B12NKPktWhg7rLAp2rsUNzlgWl/VaHLUxmY9nkC0153YNrrCkz7vIFpT1VfKX7/7/us6Ri1ZLFYiI+PJzU1ldtuu41BgwYxZ86c4PLY2FgSEhI4++yzefjhh9mwYQNbtmwJLp89ezZDhw7FdJTahWPGjGHatGnB6YqKCmbMmMGYMWOOuH5sbCzx8fH06NGDCRMmsHv3bjZt2nRC53cq1arHC/2QDjJ0XcdsNtd5QI3VweqpZi+cm2cGafYlmoHL217B5eWd6bveR+Xy5fJGRjR5BWVu1hV8wPj8wM21Jj0Ci2bgrMnP8vq0H2mbuxsIDI8kQ26IBvd4YuBTnheYfn1gYHpnVR8ns24OTK94KzC95JnA9Nf/F5je9Flg+p3LAtMHMgPTz3eu+RgnyWaz1fhWz1ZVq/DQ5XPmzOGSSy456j6vvfZalixZwq5duwD4+OOPadmyJT169DjqdkVFRcyYMQOgSZSpjvuKo5Sibdu2REZGEhkZSWlpKd27dw9OH/w0V7rDgSkj0Fvqn/+XQ/lPPzdwREKcPE3T6FkRj1b1BM8QGtrAEQlxcrbnleFSJnyewJM9g13GHhVNnw8/APaKwLVadzglr4WoBaUU8+fP5+uvv+bcc889bHl2djZPP/00SUlJZGRkAJCVlcWaNWuOWbMyNjaWCy64gLfeeguAadOmccMNN9S4fnJyMk6nk/DwcN577z2GDx9Ou3btTvzkTpHjHqdx+vTp9RlHo6dbLDifnU7uVZdhKqnAnJra0CEJUSd0T1W1EV1Ht9sbNhghTlL+R5+w8MuOtCjOBUBzOORNo2jyKnVFKGCpqtVnkOGRRGPwf3sD/5qq7h1uWgAoMFoD05e+BiOmgqHqLdqf7oWz7gK9qvjRblhgH1pVLkdn/L7Pmo5RS3PnzsXpdOLxePD7/VxzzTVMnjyZZcuWAYECnFKK8vJyunbtyscffxx86zdnzhz69+9PeHj4MY9zww03cPfddzN69Gh+/PFHZs6cyZIlS4647pIlS7Db7fz00088/vjjvPLKKyd0bqfacRcaa6qXezopXb8ZU0mg3rUpOamBoxHi5GkamLyBtge6zVZtEGkhmqK2DkVZVYERqpoWyM21aML8yo+l6k0jAJqGHhIqwyOJhmd2/GH6DwU7k7X6tNEMHFIN02AMfA7S9SPs8w/TtTRw4ECmTp2K2WwmMTER4x/uc5YsWUJoaCixsbGEhIRUWzZnzhyGDx9+XMe54IILuPnmmxk3bhzDhg0jKiqqxnXT0tIIDw8nIyOD3NxcrrzyShYvXlz7kzvF5C9pLXgmTQz+LL1MiuZAQyO86i2MZrVKGxnR5DlDAjctbqcFw5WXYG3fXgqNoknTNZ2Qqtu1ovOiiZ8yBUv7xl+VTYjGwOFwkJ6eTosWLQ4rMEKgANe6devDCoylpaUsWLDgmO0ZDzIajVx33XUsXLjwqFVT/2j8+PGsW7fusN5XG6Mm85e0ZcuW1cY20TSNJ554oto6a9as4U9/+hNWq5WUlBSefPLJeotHt1qPvZIQjZ2mgdOGr1sG9h49pI2MaPL0qmpFrggnprZtMcbGyRsZ0eQZowJd95c509E0Dd1iaeCIhGjevvrqK9q2bUvLli2Pe5t//OMf7N+/nyFDhhz3Nna7nZtuuolHHnkEdYI9xJ4qTabQCPDoo4+SnZ0d/Nx5553BZcXFxQwePJjU1FRWrFjBU089xeTJk3nttdfqJRapxieaBU1DpXXAf91lhI24RN40iiZPqyo0huzOw/PZV/jy8xs4IiFOXug9d7Ln/M4kzv6JnL//HXXIOHJCiLo3e/bs466aepDZbCY6OrrWDyrvuOMONm7cyMyZM2u13anWpEo+ISEhxMfHH3HZu+++i9vtZtq0aZjNZjp27MiqVat49tlnufnmm4+4jcvlwuVyBaeLi4uPenxLu3a4Nm0i/KqrpNAoGq3a5rWWm4eWnYc7RWE/44z6Dk+IWqtNTmuHdFvuW7UW1QQGTBanp9rktalDOyqXBKrPKZcL3XFy7byEOB0c7M30SM4555wa3+x5vV6++OILvvzyy6Nuc7R9AIwYMeK41k9JScFzsFPCRqxJvVZ44okniIqKonv37jz11FN4vd7gsh9//JGzzz672jgnQ4YMITMzk4KCgiPub8qUKYSFhQU/KSkpRz3+wSqphvAwKTSKRqs2eV0ybz62Vz/A+PYsSr9bIG8aRaNUm5y2tm9PxaXnBad1p9xci8apNnld9s4MUr5aBQTuRfSjDDQuhDg5+fn5TJw4kd69ezd0KI1KrUs+99xzzxHna5qG1WolPT2dSy65pM7HbLzrrrvo0aMHkZGR/PDDDzzwwANkZ2fz7LPPApCTk0NaWlq1beKqOqvJyckhIiLisH0+8MAD1c6nuLj4qBdt15YtAPjyC0AKjaKRqk1e573wH/TCEoDAcBvSplE0QrXJaXNqKpV9O2Ob9S0AutN5SmIUorZqk9eeVWuxFJYDoNnt8oBPiHoUGxvL3/72t4YOo9Gpdcln5cqV/Prrr/h8vuDgl5s3b8ZgMNCuXTtefvll7r33XpYuXUqHDh2Ouq+//vWv/Otf/zrqOhs3bqRdu3bVLqxdunTBbDZzyy23MGXKFCwn2CDcYrHUatvkF/9DwXvv4xw8WC7YotGqTV4fekOtO+RGRDROtclpz969WL/4fWwsKTSKxqo2eX1o7SZ5wCeEaAi1LjQefIs4ffp0QkNDASgqKuLGG2+kf//+3HTTTVxzzTVMnDiRr7/++qj7uvfeexk7duxR12nVqtUR5/fp0wev18uOHTvIyMggPj6effv2VVvn4HRN7SBry5KeTujFF2EMC62T/QnR0A6tuqfbZbBo0fR5cvZhW7giMKFpgRtsIZo64++FRN0mY48KIU69Whcan3rqKebNmxcsMAKEhYUxefJkBg8ezN13383DDz/M4MGDj7mvmJgYYmJiahsCAKtWrULXdWJjYwHo27cvDz74IB6PB1NVXf958+aRkZFxxKqpJ+PQjhaEaMp0+yGFRodDnl6LJu/Q67OlVy90yWnRHFS9aXS3aUHMBRegSV4LIU6xWj+qKioqIjc397D5+/fvD/b8FR4ejrsOe6z78ccfef7551m9ejXbtm3j3XffZeLEiYwePTpYILzmmmswm82MGzeO9evX88EHH/Dvf/+7xjaYJ+TgGJFSaBTNRLU3jWGhMp6daPI0c+ChoddqJWzUKHkjI5qFg9VTfS0TsaS3lkKjEOKUq/Vf00suuYQbbriBWbNmsWfPHvbs2cOsWbMYN24cI0aMAOCXX36hbdu2dRakxWJhxowZDBgwgI4dO/LPf/6TiRMnVhuDMSwsjG+++Ybt27fTs2dP7r33Xh5++OEah9s4EbrVimazo5pAt7hCHA9jQgIqNgpt2PnYpZcw0QzoVQ/1jJWVeHfsAF1urkXTZ+rdE6VpWH5cQ8XadVIrRAhxytW6euqrr77KxIkTueqqq4JDXhiNRsaMGcNzzz0HQLt27XjjjTfqLMgePXrw008/HXO9Ll26sGTJkmOud6I0ux2D0ynDbYhmI/qO8exLDcHiBl3yWjQDh9YEKZ45k6iRf27AaISoG7ZhF7D30xmEbsrCs2+fdFomhDjlan2X6HQ6ef3113nuuefYtm0bEOisxnlID3XdunWrswAbE03TsGS0lUKjaDZ8paWY/voUfkC9925DhyPESTu04xvpMEQ0F94t2wjdlAWAwSntz4UQp16t/5q+8847lJeX43Q66dKlC126dKlWYGzudJsNTQbVFc1E/muvB3/WTqP/x6L5MoSHc+CqSwM/O6RHYNE8VMz5PPiz7nDKm0YhxClX66vOxIkTiY2N5ZprruGLL77A5/PVR1xCiFPB/Xv7XF0ehohmQCmFZdsOoGoQdOncSTQDhz6s1uVNoxDHZezYsYEOLDUNs9lMeno6jz76KF6vl4ULFwaXaZpGXFwcI0eODNaiPFRaWhrz588PblNYWHjE402ePLnaPg9+2rVrd9i677//PgaDgfHjxx9xX6+//jpdu3bF6XQSHh5O9+7dmTJlCgAtW7Y84nEOfo41nOGJqnU9y+zsbL766ivef/99rrjiCux2O5dffjmjRo2iX79+9RGjEKKemNPSgj9LtWvRLPj9hPyyEiDwNkbeyIjmQP/94YfudErvqUIcp6FDhzJ9+nRcLhdffPEF48ePx2Qy0bdvXwAyMzMJCQnht99+4+abb2bYsGGsWbMGQ9X/sTVr1lBQUMCAAQP4/vvvj3m8jh07Mn/+/GrzjEe4v3rzzTeZNGkSr776Ks888wxWqzW4bNq0aUyYMIEXXniBAQMG4HK5WLNmDevWrQNg2bJlwZd2P/zwAyNHjiQzMzM4HKLNZjuBb+rYan2XaDQaufjii7n44ospLy9n1qxZvPfeewwcOJDk5GS2bt1aH3EKIepB+Mg/U7lmDabkZNDk5lo0fYfeTGsWixQaRbOgDrk+m5OSGjASIX5X7imvNm01WtE1nUpvJX7lD843GUyYdBMenweP//caTgbdgMVgwef34fK5qu3LbrIfdoyD82rDYrEQHx8PwG233casWbOYM2dOsNAYGxtLeHg4CQkJPPzww4waNYotW7aQkZEBwOzZsxk6dGhwDPhjMRqNwePVZPv27fzwww98/PHHLFiwgE8++YRrrrkmuHzOnDlcccUVjBs3LjivY8eOwZ8PHeM+MjKy2nnUp5N6tWC32xkyZAgFBQXs3LmTjRs31lVcQohTQDOZCBsxAm9eHppBbq5F86AsFjSXC+e550rbL9E8GKvyuHsnDPV8YyjE8erzXp9q07OGzyI9Ip3b5t/G8n3Lg/P/r8//cXW7q3l97etMXT01OP/81PN59pxn+TX3V274+obg/AhLBIuvWnzYMdaOWXvSMdtsNvLy8mpcBlQba37OnDl1O+Y7MH36dC666CLCwsIYPXo0b775ZrVCY3x8PIsWLWLnzp2kpqbW6bFPxgn9NS0vL+fdd9/lwgsvJCkpieeff55LL72U9evX13V8QohTQDNINT7RjFS1Y1R+n+S1aBZ83qq3NppBmhIIcQKUUsyfP5+vv/6ac88997Dl2dnZPP300yQlJQXfMmZlZbFmzRouuOCC4z7O2rVrcTqd1T633nprcLnf7+ett95i9OjRAFx11VUsXbqU7du3B9d55JFHCA8Pp2XLlmRkZDB27Fg+/PBD/H7/Ycc7lWp95bnqqquYO3cudrudK664goceeij4ilcI0URpmryREc2GVlkJgPu3LVJoFM2CcdjFFP3yC46OnUA6LRONxM/X/Fxt2moMtMubOmjqYdVTAW7qfBNjO44NzjfogeYEPWJ7HLavmo5RW3PnzsXpdOLxePD7/VxzzTVMnjyZZcuWAZCcnIxSivLycrp27crHH3+MuWq83zlz5tC/f/9aVfvMyMhgzpw51eYdbGsIMG/ePMrKyrjwwgsBiI6O5vzzz2fatGn84x//ACAhIYEff/yRdevWsXjxYn744QfGjBnDG2+8wVdffYXeQH/Xal1oNBgMfPjhhwwZMiTYSPSgdevW0alTpzoLTghxakiHIaI58fc5C23NSmy9e0nvqaJZ8LdIYd+40bQp90lP16LRqKmN4cHC4x+ZDKZgAfJQBt2AXT/yvk6kHeOhBg4cyNSpUzGbzSQmJh7WKc2SJUsIDQ0lNjaWkJCQasvmzJnD8OHDa3W8g7201uTNN98kPz+/Wmc1fr+fNWvW8Pe//71agbBTp0506tSJ22+/nVtvvZU//elPLFq0iIEDB9YqprpS60Lju+9WHwC8pKSE999/nzfeeIMVK1bIEBxCNEWaFBpF8+G/635YtwpDSIjktWgWdEDXdYxGTYbbEKIWHA7HUQtxaWlpR3yTWFpayoIFC5g6derhG52gvLw8Zs+ezYwZM6p1bOPz+ejfvz/ffPMNQ4cOPeK2HTp0AKCsrKzO4qmtE64Yv3jxYt58800+/vhjEhMT+fOf/8xLL71Ul7EJIU4VXaqniuYjLT6Uir1OeYMumo0WETG4Y2KJyK+Qa7UQp8BXX31F27Ztadmy5WHL1q5dW+2tpKZpdO3aFQCv10tOTk619Q+OA/m///2PqKgorrjiisNqwVx44YW8+eabDB06lNtuu43ExETOPfdckpOTyc7O5rHHHiMmJqZBmwTWqtCYk5PDW2+9xZtvvklxcTFXXHEFLpeLTz/9NFgCFkI0QXJzLZoRq9mI32wEg0Gqp4pmQdd0WoQn4C7aKW8ahTgFZs+eXWPV1LPPPrvatMFgwOv1ArB+/XoSEhKqLbdYLFRWVjJt2jQuvfTSI/5dGjlyJNdeey0HDhxg0KBBTJs2jalTp5KXl0d0dDR9+/bl22+/JSoqqo7OsPY0pZQ6nhWHDRvG4sWLueiiixg1ahRDhw7FYDBgMplYvXp1syg0FhcXExYWRlFRUbVGq0I0ZUfLa+X3U/7LMvyuSuw9e2FwOhooSiGO37Gu1d68PMpXrMAYHY29R48GiFCI2jtWXldmZuLesRN7j+4YDxmnTQhRt7xeL3FxcXz55ZecccYZDR1Oo3Hcbxq//PJL7rrrLm677TbatGlTnzEJIU41TZdxGkXzoetouo4mHYaI5kTTAtdpedMoRL3Kz89n4sSJ9O7du6FDaVSO+y5x6dKllJSU0LNnT/r06cOLL77IgQMH6jM2IcQpIm2/RHOiaVrVDbbcXItmpuqBiBCi/sTGxvK3v/1Nmjf8wXFfec4880xef/11srOzueWWW5gxYwaJiYn4/X7mzZtHSUlJfcYphKhP0hGOaE4OPgQxyCDoovlQfj/oBjDKG3QhxKlX67tEh8PBDTfcwNKlS1m7di333nsvTzzxBLGxsbUey0QI0UhomrxpFM2HrgeqXBvlTaNoRvx+MEheCyEaxkndJWZkZPDkk0+yZ88e3n///bqKSQhxikn1VNGcaJomN9ai+fErNKNRql0LIRpEndwlGgwGRowYwZw5c+pid0KIU03Xpe6+aD70qs5CJKdFM6MZDGCUatdCiFNPXi0IIeTJtWhedB3NaASk0CiaF03GHhVCNBApNAohZGgC0axoBwuNcm8tmhlNOncSQjQQKTQKcbozGORNo2heqobbkDcyojnRHXY0i7mhwxBCnKbkkZUQpzndZJQ3jaJ5MRjQQ0IwxsU1dCRC1BlLWlpDhyCEOI3Jm0YhTmeaBkYThujoho5EiDqjaRqWtDR0m62hQxFCCNFAxo4dG+hNW9Mwm82kp6fz6KOP4vV6WbhwYXCZpmnExcUxcuRItm3bdth+0tLSmD9//jGP17Jly2r7/ONn7NixANXmORwO2rRpw9ixY1mxYsUxj+Hz+XjiiSdo164dNpuNyMhI+vTpwxtvvBFc55xzzmHChAmHbfvWW28RHh5+zGPURN40CnEa0zQNW6eODR2GEEIIIUSdGzp0KNOnT8flcvHFF18wfvx4TCYTffv2BSAzM5OQkBB+++03br75ZoYNG8aaNWswVDXbWbNmDQUFBQwYMOCYx1q2bBk+nw+AH374gZEjR5KZmUloaCgAtkMeZE6fPp2hQ4dSWVnJ5s2bee211+jTpw/Tpk3juuuuq/EYf//733n11Vd58cUX6dWrF8XFxSxfvpyCgoIT/o6OlxQahRBCCCGEELXiLy8/4nzNYkEzGPC7XFBViKrGaEQ3m1FeL8rtPuI+dLv9sGMcnFcbFouF+Ph4AG677TZmzZrFnDlzgoXG2NhYwsPDSUhI4OGHH2bUqFFs2bKFjIwMAGbPns3QoUMxmUy89dZbTJgwgQ8++IAJEyawe/du+vfvz/Tp00lISCAmJiZ43MjIyGr7/6Pw8PBgXC1btmTw4MGMGTOGO+64g2HDhhEREXHE85kzZw633347l19+eXBe165da/29nAgpNAohhBBCCCFqJbNHzyPOb/Hf/+LocwZ7J/2Fkq+/Pmx5xDVXE//ww5TMn0/WhImHLTdERND2xx8OO0b7TRtPOmabzUZeXl6NywDchxRk58yZwz333BOcLi8v5+mnn+Z///sfuq4zevRo7rvvPt59992Tjm3ixIm8/fbbzJs3jyuuuOKI68THx/Pdd99x++23VyukngpSaDyEUgqA4uLiBo5ECAgJCamT3h8lr0VjUhd5LTktGhO5Vovmpq5yujFRSvHtt9/y9ddfc+eddx62PDs7m6effpqkpKTgW8asrCzWrFnDBRdcEFzP4/Hwyiuv0Lp1awDuuOMOHn300TqJsV27dgDs2LGjxnWeffZZLrvsMuLj4+nYsSP9+vXjkksuqRZjfZFC4yFKSkoASElJaeBIhICioqJgPfiTIXktGpO6yGvJadGYyLVaNDfHm9MZvx654xbNYgEg8cl/wZTHD1/BGCh+hAwaVOM+jnWM4zV37lycTicejwe/388111zD5MmTWbZsGQDJyckopSgvL6dr1658/PHHmM2BoW3mzJlD//79q1UvtdvtwQIjQEJCArm5uScV40EHHxwdLLA7nc7gstGjR/PKK6/QoUMH1q1bx4oVK/j+++9ZvHgxw4YNY+zYsdU6w6kPUmg8RGJiIrt3767xCUtxcTEpKSns3r27Tv5ANGZyrg0vJCSkTvZztLxurOdeH+RcG4e6yGu5Vv9OzrXhybW6bsm5NrzjzeljtTHUqwqPNdGMRjTj0YsiJ9KO8VADBw5k6tSpmM1mEhMTMf7heEuWLCE0NJTY2NjDznvOnDkMHz682jzTH4Yo0zQtWNg7WRs3BqrfplUNr7Nq1argskPzQ9d1evfuTe/evZkwYQLvvPMO1157LQ8++CBpaWmEhoZSVFR02P4LCwsJCws74fik0HgIXddJTk4+5nqhoaGN6j93fZJzbfqOJ6+b67kfiZxr0yfX6sPJuTZ9cq2uTs5V1AWHw0F6enqNy9PS0o7YUU1paSkLFixg6tSp9Rhddc8//zyhoaEMGjQI4KhxH6pDhw4AlJWVAZCRkcE333xz2Hq//vorbdu2PeH4pNAohBBCCCGEEFW++uor2rZtS8uWLetl/4WFheTk5OByudi8eTOvvvoqn376KW+//fZRx1K87LLLOOuss+jXrx/x8fFs376dBx54gLZt2wbbRN522228+OKL3HXXXdx4441YLBY+//xz3n//fT777LMTjlkKjUIIIYQQQghRZfbs2YdVTa1L119/PQBWq5WkpCT69+/PL7/8Qo8ePY663ZAhQ3j//feZMmUKRUVFxMfHc+655zJ58uRg1dtWrVqxePFiHnzwQQYNGoTb7aZdu3bMnDmToUOHnnDMUmisBYvFwiOPPILlGHW0mwM519PD6XTucq6nj9Pp/OVcTw+n07nLuYq68tZbb9W47JxzzqmxLaLX6+WLL77gyy+/rDZ/7NixjB07ttq8ESNGHHE/R9v/ybSBvOmmm7jpppuOuV7v3r2PWEX1ZGiqrlpvCiGEEEIIIUQTlpuby2uvvcaDDz7Y7IYeORlSaBRCCCGEEEIIUSO9oQMQQgghhBBCCNF4SaFRCCGEEEIIIUSNpNAohBBCCCGEEKJGUmg8Ti+99BItW7bEarXSp08ffvnll4YO6ZgWL17MsGHDSExMRNM0Pv3002rLlVI8/PDDJCQkYLPZGDRoEL/99lu1dfLz8xk1ahShoaGEh4czbtw4SktLq62zZs0a/vSnP2G1WklJSeHJJ5+s71OrZsqUKfTu3ZuQkBBiY2MZMWIEmZmZ1daprKxk/PjxREVF4XQ6GTlyJPv27au2zq5du7jooouw2+3ExsZy//334/V6q62zcOFCevTogcViIT09/ag9czUFTS2vT5ecBsnrE9XUchpOn7yWnD4xktONN6dB8lqcRpQ4phkzZiiz2aymTZum1q9fr2666SYVHh6u9u3b19ChHdUXX3yhHnzwQfXJJ58oQM2aNava8ieeeEKFhYWpTz/9VK1evVoNHz5cpaWlqYqKiuA6Q4cOVV27dlU//fSTWrJkiUpPT1dXX311cHlRUZGKi4tTo0aNUuvWrVPvv/++stls6tVXXz1Vp6mGDBmipk+frtatW6dWrVqlLrzwQtWiRQtVWloaXOfWW29VKSkp6ttvv1XLly9XZ555purXr19wudfrVZ06dVKDBg1SK1euVF988YWKjo5WDzzwQHCdbdu2Kbvdru655x61YcMG9Z///EcZDAb11VdfnbJzrUtNMa9Pl5xWSvL6RDTFnFbq9Mlryenak5xu3DmtlOS1OH1IofE4nHHGGWr8+PHBaZ/PpxITE9WUKVMaMKra+eNF2+/3q/j4ePXUU08F5xUWFiqLxaLef/99pZRSGzZsUIBatmxZcJ0vv/xSaZqmsrKylFJKvfzyyyoiIkK5XK7gOn/5y19URkZGPZ9RzXJzcxWgFi1apJQKnJfJZFIzZ84MrrNx40YFqB9//FEpFfgDp+u6ysnJCa4zdepUFRoaGjy3SZMmqY4dO1Y71pVXXqmGDBlS36dUL5p6Xp9OOa2U5PXxaOo5rdTpldeS08cmOd20clopyWvRfEn11GNwu92sWLGCQYMGBefpus6gQYP48ccfGzCyk7N9+3ZycnKqnVdYWBh9+vQJntePP/5IeHg4vXr1Cq4zaNAgdF3n559/Dq5z9tlnYzabg+sMGTKEzMxMCgoKTtHZVFdUVARAZGQkACtWrMDj8VQ713bt2tGiRYtq59q5c2fi4uKC6wwZMoTi4mLWr18fXOfQfRxcpynmQXPM6+ac0yB5fSzNMaeheee15PTRSU43vZwGyWvRfEmh8RgOHDiAz+er9h8ZIC4ujpycnAaK6uQdjP1o55WTk0NsbGy15UajkcjIyGrrHGkfhx7jVPL7/UyYMIGzzjqLTp06BeMwm82Eh4dXW/eP53qs86hpneLiYioqKurjdOpNc8zr5prTIHl9PJpjTkPzzWvJ6WOTnG5aOQ2S16J5MzZ0AELUpfHjx7Nu3TqWLl3a0KEIUWckr0VzIzktmiPJa9GcyZvGY4iOjsZgMBzWy9W+ffuIj49voKhO3sHYj3Ze8fHx5ObmVlvu9XrJz8+vts6R9nHoMU6VO+64g7lz57JgwQKSk5OD8+Pj43G73RQWFlZb/4/neqzzqGmd0NBQbDZbXZ9OvWqOed0ccxokr49Xc8xpaJ55LTl9fCSnm05Og+S1aP6k0HgMZrOZnj178u233wbn+f1+vv32W/r27duAkZ2ctLQ04uPjq51XcXExP//8c/C8+vbtS2FhIStWrAiu89133+H3++nTp09wncWLF+PxeILrzJs3j4yMDCIiIk7JuSiluOOOO5g1axbfffcdaWlp1Zb37NkTk8lU7VwzMzPZtWtXtXNdu3ZttT9S8+bNIzQ0lA4dOgTXOXQfB9dpinnQHPO6OeU0SF7XVnPMaWheeS05XTuS040/p0HyWpxGGrYfnqZhxowZymKxqLfeektt2LBB3XzzzSo8PLxaL1eNUUlJiVq5cqVauXKlAtSzzz6rVq5cqXbu3KmUCnR5HR4ermbPnq3WrFmjLrnkkiN2ed29e3f1888/q6VLl6o2bdpU6/K6sLBQxcXFqWuvvVatW7dOzZgxQ9nt9lPa5fVtt92mwsLC1MKFC1V2dnbwU15eHlzn1ltvVS1atFDfffedWr58uerbt6/q27dvcPnB7q4HDx6sVq1apb766isVExNzxO6u77//frVx40b10ksvNenurptiXp8uOa2U5PWJaIo5rdTpk9eS07UnOd24c1opyWtx+pBC43H6z3/+o1q0aKHMZrM644wz1E8//dTQIR3TggULFHDYZ8yYMUqpQLfXDz30kIqLi1MWi0Wdd955KjMzs9o+8vLy1NVXX62cTqcKDQ1V119/vSopKam2zurVq1X//v2VxWJRSUlJ6oknnjhVp6iUUkc8R0BNnz49uE5FRYW6/fbbVUREhLLb7erSSy9V2dnZ1fazY8cOdcEFFyibzaaio6PVvffeqzweT7V1FixYoLp166bMZrNq1apVtWM0RU0tr0+XnFZK8vpENbWcVur0yWvJ6RMjOd14c1opyWtx+tCUUqru318KIYQQQgghhGgOpE2jEEIIIYQQQogaSaFRCCGEEEIIIUSNpNAohBBCCCGEEKJGUmgUQgghhBBCCFEjKTQKIYQQQgghhKiRFBqFEEIIIYQQQtRICo1CCCGEEEIIIWokhUYhhBBCCCGEEDWSQqM4bjt27EDTNFatWlVvxxg7diwjRoyot/0L8UeS16K5kZwWzZHktRANSwqNp5GxY8eiadphn6FDhx7X9ikpKWRnZ9OpU6d6jlSI4yd5LZobyWnRHEleC9G0GRs6AHFqDR06lOnTp1ebZ7FYjmtbg8FAfHx8fYQlxEmRvBbNjeS0aI4kr4VouuRN42nGYrEQHx9f7RMREQGApmlMnTqVCy64AJvNRqtWrfjoo4+C2/6xakhBQQGjRo0iJiYGm81GmzZtqv0xWLt2Leeeey42m42oqChuvvlmSktLg8t9Ph/33HMP4eHhREVFMWnSJJRS1eL1+/1MmTKFtLQ0bDYbXbt2rRaTECB5LZofyWnRHEleC9F0SaFRVPPQQw8xcuRIVq9ezahRo7jqqqvYuHFjjetu2LCBL7/8ko0bNzJ16lSio6MBKCsrY8iQIURERLBs2TJmzpzJ/PnzueOOO4LbP/PMM7z11ltMmzaNpUuXkp+fz6xZs6odY8qUKbz99tu88sorrF+/nokTJzJ69GgWLVpUf1+CaHYkr0VzIzktmiPJayEaMSVOG2PGjFEGg0E5HI5qn3/+859KKaUAdeutt1bbpk+fPuq2225TSim1fft2BaiVK1cqpZQaNmyYuv766494rNdee01FRESo0tLS4LzPP/9c6bqucnJylFJKJSQkqCeffDK43OPxqOTkZHXJJZcopZSqrKxUdrtd/fDDD9X2PW7cOHX11Vef+BchmhXJa9HcSE6L5kjyWoimTdo0nmYGDhzI1KlTq82LjIwM/ty3b99qy/r27VtjT2W33XYbI0eO5Ndff2Xw4MGMGDGCfv36AbBx40a6du2Kw+EIrn/WWWfh9/vJzMzEarWSnZ1Nnz59gsuNRiO9evUKVg/ZsmUL5eXlnH/++dWO63a76d69e+1PXjRbkteiuZGcFs2R5LUQTZcUGk8zDoeD9PT0OtnXBRdcwM6dO/niiy+YN28e5513HuPHj+fpp5+uk/0fbHvw+eefk5SUVG3Z8TacF6cHyWvR3EhOi+ZI8lqIpkvaNIpqfvrpp8Om27dvX+P6MTExjBkzhnfeeYfnn3+e1157DYD27duzevVqysrKgut+//336LpORkYGYWFhJCQk8PPPPweXe71eVqxYEZzu0KEDFouFXbt2kZ6eXu2TkpJSV6csTgOS16K5kZwWzZHktRCNl7xpPM24XC5ycnKqzTMajcHG4zNnzqRXr17079+fd999l19++YU333zziPt6+OGH6dmzJx07dsTlcjF37tzgxX3UqFE88sgjjBkzhsmTJ7N//37uvPNOrr32WuLi4gC4++67eeKJJ2jTpg3t2rXj2WefpbCwMLj/kJAQ7rvvPiZOnIjf76d///4UFRXx/fffExoaypgxY+rhGxJNkeS1aG4kp0VzJHktRBPWsE0qxak0ZswYBRz2ycjIUEoFGqG/9NJL6vzzz1cWi0W1bNlSffDBB8Ht/9gI/R//+Idq3769stlsKjIyUl1yySVq27ZtwfXXrFmjBg4cqKxWq4qMjFQ33XSTKikpCS73eDzq7rvvVqGhoSo8PFzdc8896rrrrgs2QldKKb/fr55//nmVkZGhTCaTiomJUUOGDFGLFi2q3y9LNBmS16K5kZwWzZHktRBNm6bUHwalEactTdOYNWsWI0aMaOhQhKgzkteiuZGcFs2R5LUQjZu0aRRCCCGEEEIIUSMpNAohhBBCCCGEqJFUTxVCCCGEEEIIUSN50yiEEEIIIYQQokZSaBRCCCGEEEIIUSMpNAohhBBCCCGEqJEUGoUQQgghhBBC1EgKjUIIIYQQQgghaiSFRiGEEEIIIYQQNZJCoxBCCCGEEEKIGkmhUQghhBBCCCFEjf4fDnu5qqeeL4YAAAAASUVORK5CYII=", "text/plain": [ "\n", + " | eid | \n", + "rmse | \n", + "equality | \n", + "env_name | \n", + "env_level | \n", + "env_label | \n", + "ols_em | \n", + "least | \n", + "reward_period | \n", + "method | \n", + "
---|---|---|---|---|---|---|---|---|---|---|
302 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.141... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000968, -1.0000000078, -0.999999984600... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "plain | \n", + "
357 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.233... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000002, -1.0, -1.0, -1.0, -0.999999999... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "2 | \n", + "prefill-buffer | \n", + "
382 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.057... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999998910000001, -1.0000000358, -1.000000... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "7 | \n", + "plain | \n", + "
425 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.07273929675260474, 'ols_em': 0.000... | \n", + "{'least': False, 'ols_em': True} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000035, -0.9999999997000001, -0.999999... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "4 | \n", + "plain | \n", + "
471 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.12909944487358055, 'ols_em': 0.320... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.8898625844, -1.1746450358, -0.6507099285, ... | \n", + "[-1.0, -1.2, -0.6000000000000001, -1.0, -1.0, ... | \n", + "3 | \n", + "plain | \n", + "
553 | \n", + "(FrozenLake-v1, 4x4) | \n", + "{'least': 0.05590169943749474, 'ols_em': None} | \n", + "{'least': False, 'ols_em': None} | \n", + "FrozenLake-v1 | \n", + "U75ZLQLLXYRFQE5KOJJGNVQZGQ65U5RVVN3ZV5F4UNYQVK... | \n", + "4x4 | \n", + "[None, None, None, None, None, None, None, Non... | \n", + "[6.458119907e-20, -1.870901829e-19, -5.5269279... | \n", + "3 | \n", + "plain | \n", + "
585 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.130... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000329, -1.0000000067, -0.999999988900... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "4 | \n", + "plain | \n", + "
595 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.1077513639754486, 'ols_em': 0.3784... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999977517, -0.9999960875, -0.999999928500... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "8 | \n", + "plain | \n", + "
942 | \n", + "(FrozenLake-v1, 4x4) | \n", + "{'least': 0.05590169943749474, 'ols_em': None} | \n", + "{'least': False, 'ols_em': None} | \n", + "FrozenLake-v1 | \n", + "U75ZLQLLXYRFQE5KOJJGNVQZGQ65U5RVVN3ZV5F4UNYQVK... | \n", + "4x4 | \n", + "[None, None, None, None, None, None, None, Non... | \n", + "[1.128208978e-20, 1.2265401380000002e-18, 5.32... | \n", + "3 | \n", + "prefill-buffer | \n", + "
990 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.05300789877351912, 'ols_em': 0.242... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999995726, -1.0000007077, -0.9999992935, ... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "prefill-buffer | \n", + "
1041 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.07856742014755211, 'ols_em': 0.234... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "2 | \n", + "prefill-buffer | \n", + "
1117 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.058... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999996888, -1.0000000235, -1.0000001402, ... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "5 | \n", + "prefill-buffer | \n", + "
1118 | \n", + "(TowerOfHanoi, disks=4) | \n", + "{'least': 0.02618914004132729, 'ols_em': 0.062... | \n", + "{'least': False, 'ols_em': False} | \n", + "TowerOfHanoi | \n", + "4 | \n", + "disks=4 | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.000000... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "plain | \n", + "
1352 | \n", + "(GridWorld, 4x12) | \n", + "{'least': 0.03627381250550058, 'ols_em': 0.061... | \n", + "{'least': False, 'ols_em': False} | \n", + "GridWorld | \n", + "P3VJZBIJ7PNUOFG2SCF532NH5AQ6NOBZEZ6UZNZ7D3AU3G... | \n", + "4x12 | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "5 | \n", + "prefill-buffer | \n", + "
1492 | \n", + "(TowerOfHanoi, disks=4) | \n", + "{'least': 0.020286020648339488, 'ols_em': 0.03... | \n", + "{'least': False, 'ols_em': False} | \n", + "TowerOfHanoi | \n", + "4 | \n", + "disks=4 | \n", + "[-1.0, -1.0000000002, -1.0, -1.0, -1.0, -1.000... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "7 | \n", + "plain | \n", + "
1626 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.13608276348795434, 'ols_em': 0.103... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999841583, -1.0000180165, -0.9999700602, ... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "plain | \n", + "
1661 | \n", + "(GridWorld, 4x12) | \n", + "{'least': 0.03627381250550058, 'ols_em': 0.147... | \n", + "{'least': False, 'ols_em': False} | \n", + "GridWorld | \n", + "P3VJZBIJ7PNUOFG2SCF532NH5AQ6NOBZEZ6UZNZ7D3AU3G... | \n", + "4x12 | \n", + "[-1.0, -1.0000000004, -1.0, -1.0000000012, -0.... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "5 | \n", + "plain | \n", + "
1668 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.13608276348795434, 'ols_em': 0.031... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000141, -0.9999999970000001, -1.000000... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "3 | \n", + "prefill-buffer | \n", + "
1803 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.227... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.000000551, -0.999999767, -0.9999999787, -0... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "prefill-buffer | \n", + "
\n", + " | eid | \n", + "rmse | \n", + "equality | \n", + "env_name | \n", + "env_level | \n", + "env_label | \n", + "ols_em | \n", + "least | \n", + "reward_period | \n", + "method | \n", + "
---|---|---|---|---|---|---|---|---|---|---|
1352 | \n", + "(GridWorld, 4x12) | \n", + "{'least': 0.03627381250550058, 'ols_em': 0.061... | \n", + "{'least': False, 'ols_em': False} | \n", + "GridWorld | \n", + "P3VJZBIJ7PNUOFG2SCF532NH5AQ6NOBZEZ6UZNZ7D3AU3G... | \n", + "4x12 | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "5 | \n", + "prefill-buffer | \n", + "
1661 | \n", + "(GridWorld, 4x12) | \n", + "{'least': 0.03627381250550058, 'ols_em': 0.147... | \n", + "{'least': False, 'ols_em': False} | \n", + "GridWorld | \n", + "P3VJZBIJ7PNUOFG2SCF532NH5AQ6NOBZEZ6UZNZ7D3AU3G... | \n", + "4x12 | \n", + "[-1.0, -1.0000000004, -1.0, -1.0000000012, -0.... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "5 | \n", + "plain | \n", + "
\n", + " | eid | \n", + "rmse | \n", + "equality | \n", + "env_name | \n", + "env_level | \n", + "env_label | \n", + "ols_em | \n", + "least | \n", + "reward_period | \n", + "method | \n", + "
---|---|---|---|---|---|---|---|---|---|---|
302 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.141... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000968, -1.0000000078, -0.999999984600... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "plain | \n", + "
357 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.233... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000002, -1.0, -1.0, -1.0, -0.999999999... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "2 | \n", + "prefill-buffer | \n", + "
382 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.057... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999998910000001, -1.0000000358, -1.000000... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "7 | \n", + "plain | \n", + "
425 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.07273929675260474, 'ols_em': 0.000... | \n", + "{'least': False, 'ols_em': True} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000035, -0.9999999997000001, -0.999999... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "4 | \n", + "plain | \n", + "
471 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.12909944487358055, 'ols_em': 0.320... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.8898625844, -1.1746450358, -0.6507099285, ... | \n", + "[-1.0, -1.2, -0.6000000000000001, -1.0, -1.0, ... | \n", + "3 | \n", + "plain | \n", + "
585 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.130... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000329, -1.0000000067, -0.999999988900... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "4 | \n", + "plain | \n", + "
595 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.1077513639754486, 'ols_em': 0.3784... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999977517, -0.9999960875, -0.999999928500... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "8 | \n", + "plain | \n", + "
990 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.05300789877351912, 'ols_em': 0.242... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999995726, -1.0000007077, -0.9999992935, ... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "prefill-buffer | \n", + "
1041 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.07856742014755211, 'ols_em': 0.234... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "2 | \n", + "prefill-buffer | \n", + "
1117 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.058... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999996888, -1.0000000235, -1.0000001402, ... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "5 | \n", + "prefill-buffer | \n", + "
1626 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.13608276348795434, 'ols_em': 0.103... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-0.9999841583, -1.0000180165, -0.9999700602, ... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "plain | \n", + "
1668 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.13608276348795434, 'ols_em': 0.031... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.0000000141, -0.9999999970000001, -1.000000... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "3 | \n", + "prefill-buffer | \n", + "
1803 | \n", + "(RedGreenSeq, n=9) | \n", + "{'least': 0.09622504486493763, 'ols_em': 0.227... | \n", + "{'least': False, 'ols_em': False} | \n", + "RedGreenSeq | \n", + "NNLHYJFTC5ENMMDZWRNQ37B6VVDXQ7WHB5EJOPXYZFLMJE... | \n", + "n=9 | \n", + "[-1.000000551, -0.999999767, -0.9999999787, -0... | \n", + "[-1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.0, -1.... | \n", + "6 | \n", + "prefill-buffer | \n", + "