diff --git "a/envs/classic_control/few_shot_examples/mountaincarContinuous_l2.json" "b/envs/classic_control/few_shot_examples/mountaincarContinuous_l2.json"
new file mode 100644--- /dev/null
+++ "b/envs/classic_control/few_shot_examples/mountaincarContinuous_l2.json"
@@ -0,0 +1 @@
+[[{"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684345]", "question": "[-0.5004607  0.       ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684345]", "reward": -0.0004683277622063997, "cum_reward": -0.0004683277622063997}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068434]", "question": "[-5.0053144e-01 -7.0744805e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068434]", "reward": -0.000468321235808844, "cum_reward": -0.0009366489980152438}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684342]", "question": "[-5.0067240e-01 -1.4096081e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684342]", "reward": -0.00046832449900193753, "cum_reward": -0.0014049734970171812}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068435]", "question": "[-5.0088251e-01 -2.1012173e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068435]", "reward": -0.0004683342886494302, "cum_reward": -0.0018733077856666115}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684364]", "question": "[-5.0116020e-01 -2.7770948e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684364]", "reward": -0.00046835386825136996, "cum_reward": -0.0023416616539179815}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684383]", "question": "[-5.015034e-01 -3.432171e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684383]", "reward": -0.00046837997502393593, "cum_reward": -0.0028100416289419173}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684407]", "question": "[-5.0190955e-01 -4.0615359e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684407]", "reward": -0.00046841260951282495, "cum_reward": -0.003278454238454742}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684438]", "question": "[-5.0237560e-01 -4.6604697e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684438]", "reward": -0.0004684550360479989, "cum_reward": -0.003746909274502741}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684472]", "question": "[-0.50289804 -0.00052245] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684472]", "reward": -0.0004685023602192473, "cum_reward": -0.004215411634721988}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684513]", "question": "[-0.503473   -0.00057493] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684513]", "reward": -0.00046855784677433124, "cum_reward": -0.004683969481496319}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684557]", "question": "[-0.5040961  -0.00062311] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684557]", "reward": -0.0004686182329351141, "cum_reward": -0.005152587714431433}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684607]", "question": "[-0.5047627  -0.00066661] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684607]", "reward": -0.0004686867841030562, "cum_reward": -0.00562127449853449}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068466]", "question": "[-0.50546783 -0.00070511] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068466]", "reward": -0.00046875860498971636, "cum_reward": -0.006090033103524206}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684716]", "question": "[-0.50620615 -0.00073833] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684716]", "reward": -0.000468835328832995, "cum_reward": -0.0065588684323572}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684775]", "question": "[-0.50697213 -0.00076601] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684775]", "reward": -0.0004689169568351304, "cum_reward": -0.00702778538919233}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684837]", "question": "[-0.50776005 -0.00078794] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684837]", "reward": -0.00046900185749478853, "cum_reward": -0.007496787246687119}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684901]", "question": "[-0.508564   -0.00080396] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684901]", "reward": -0.0004690900316987268, "cum_reward": -0.007965877278385845}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684967]", "question": "[-0.50937796 -0.00081395] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684967]", "reward": -0.0004691798472777009, "cum_reward": -0.008435057125663547}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685034]", "question": "[-0.5101958  -0.00081783] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685034]", "reward": -0.00046927130470066916, "cum_reward": -0.008904328430364216}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685102]", "question": "[-0.51101136 -0.00081557] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685102]", "reward": -0.0004693644044451162, "cum_reward": -0.009373692834809332}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068517]", "question": "[-0.5118185  -0.00080719] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068517]", "reward": -0.00046945751342377664, "cum_reward": -0.00984315034823311}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685238]", "question": "[-0.51261127 -0.00079274] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685238]", "reward": -0.0004695506316366505, "cum_reward": -0.01031270097986976}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685304]", "question": "[-0.5133836  -0.00077235] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685304]", "reward": -0.0004696421251892957, "cum_reward": -0.010782343105059055}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068537]", "question": "[-0.51412976 -0.00074615] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068537]", "reward": -0.0004697319936042277, "cum_reward": -0.011252075098663283}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685433]", "question": "[-0.5148441  -0.00071436] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685433]", "reward": -0.00046981860221109175, "cum_reward": -0.011721893700874375}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685494]", "question": "[-0.5155213  -0.00067719] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685494]", "reward": -0.0004699019501060775, "cum_reward": -0.012191795650980452}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685552]", "question": "[-0.51615626 -0.00063495] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685552]", "reward": -0.0004699820364194807, "cum_reward": -0.012661777687399933}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685608]", "question": "[-0.5167442  -0.00058793] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685608]", "reward": -0.000470058860315703, "cum_reward": -0.013131836547715636}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068566]", "question": "[-0.5172807  -0.00053649] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068566]", "reward": -0.0004701291515075923, "cum_reward": -0.013601965699223229}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685707]", "question": "[-5.1776171e-01 -4.8102578e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685707]", "reward": -0.0004701945433808419, "cum_reward": -0.01407216024260407}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068575]", "question": "[-5.1818365e-01 -4.2194544e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068575]", "reward": -0.0004702533999548564, "cum_reward": -0.014542413642558927}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685788]", "question": "[-5.1854336e-01 -3.5969456e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685788]", "reward": -0.00047030572000181795, "cum_reward": -0.015012719362560744}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685822]", "question": "[-5.1883811e-01 -2.9474046e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685822]", "reward": -0.0004703515024303329, "cum_reward": -0.015483070864991077}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068585]", "question": "[-5.1906568e-01 -2.2757098e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068585]", "reward": -0.0004703907462854318, "cum_reward": -0.015953461611276507}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685873]", "question": "[-5.1922435e-01 -1.5869061e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685873]", "reward": -0.0004704218154984119, "cum_reward": -0.016423883426774918}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685891]", "question": "[-5.1931298e-01 -8.8616944e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685891]", "reward": -0.00047044634454920244, "cum_reward": -0.01689432977132412}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685902]", "question": "[-5.1933086e-01 -1.7875906e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685902]", "reward": -0.00047046106228663124, "cum_reward": -0.01736479083361075}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685908]", "question": "[-5.1927787e-01  5.3000844e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685908]", "reward": -0.000470469238906901, "cum_reward": -0.017835260072517654}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685908]", "question": "[-5.1915437e-01  1.2348111e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685908]", "reward": -0.000470469238906901, "cum_reward": -0.018305729311424556}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685902]", "question": "[-5.1896131e-01  1.9303519e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685902]", "reward": -0.00047046106228663124, "cum_reward": -0.01877619037371119}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068589]", "question": "[-5.1870018e-01  2.6114058e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068589]", "reward": -0.00047044470925925456, "cum_reward": -0.019246635082970445}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685872]", "question": "[-5.183729e-01  3.272859e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685872]", "reward": -0.0004704201802510966, "cum_reward": -0.019717055263221542}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685848]", "question": "[-5.1798195e-01  3.9097416e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685848]", "reward": -0.0004703874759016458, "cum_reward": -0.02018744273912319}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685819]", "question": "[-5.1753020e-01  4.5172713e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685819]", "reward": -0.0004703482321829711, "cum_reward": -0.02065779097130616}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685785]", "question": "[-5.170211e-01  5.090883e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685785]", "reward": -0.00047030081487378086, "cum_reward": -0.02112809178617994}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685747]", "question": "[-0.5164585   0.00056263] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685747]", "reward": -0.00047024849509966774, "cum_reward": -0.021598340281279608}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685703]", "question": "[-0.51584655  0.00061194] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685703]", "reward": -0.00047018800398888064, "cum_reward": -0.02206852828526849}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685655]", "question": "[-0.5151899   0.00065666] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685655]", "reward": -0.0004701226125703784, "cum_reward": -0.02253865089783887}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685602]", "question": "[-0.51449347  0.00069645] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685602]", "reward": -0.00047005068726235777, "cum_reward": -0.023008701585101227}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685548]", "question": "[-0.5137625   0.00073101] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685548]", "reward": -0.0004699754985054483, "cum_reward": -0.023478677083606677}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685488]", "question": "[-0.5130024   0.00076008] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685488]", "reward": -0.00046989377841697436, "cum_reward": -0.023948570862023653}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685427]", "question": "[-0.51221895  0.00078344] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685427]", "reward": -0.0004698104312467422, "cum_reward": -0.024418381293270394}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685363]", "question": "[-0.51141804  0.00080092] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685363]", "reward": -0.0004697221893593451, "cum_reward": -0.02488810348262974}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685297]", "question": "[-0.51060563  0.00081239] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685297]", "reward": -0.00046963232188232954, "cum_reward": -0.02535773580451207}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068523]", "question": "[-0.50978786  0.00081776] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068523]", "reward": -0.0004695408292846537, "cum_reward": -0.025827276633796723}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685164]", "question": "[-0.50897086  0.000817  ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685164]", "reward": -0.00046944934560002596, "cum_reward": -0.026296725979396748}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685096]", "question": "[-0.50816077  0.0008101 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685096]", "reward": -0.0004693562374313842, "cum_reward": -0.026766082216828132}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685028]", "question": "[-0.5073637   0.00079712] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685028]", "reward": -0.0004692631384969559, "cum_reward": -0.027235345355325086}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068496]", "question": "[-0.50658554  0.00077816] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068496]", "reward": -0.000469170048796741, "cum_reward": -0.02770451540412183}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684894]", "question": "[-0.5058322   0.00075336] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684894]", "reward": -0.00046908023415568326, "cum_reward": -0.028173595638277513}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684831]", "question": "[-0.5051093  0.0007229] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684831]", "reward": -0.0004689936936358663, "cum_reward": -0.02864258933191338}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684769]", "question": "[-0.5044223   0.00068703] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684769]", "reward": -0.0004689087937151726, "cum_reward": -0.029111498125628552}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068471]", "question": "[-0.5037763  0.000646 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068471]", "reward": -0.00046882716642357994, "cum_reward": -0.029580325292052134}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684654]", "question": "[-0.5031762   0.00060013] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684654]", "reward": -0.0004687504432482115, "cum_reward": -0.030049075735300346}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684601]", "question": "[-0.5026265   0.00054975] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684601]", "reward": -0.00046867862298682894, "cum_reward": -0.030517754358287175}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684552]", "question": "[-5.021312e-01  4.952516e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684552]", "reward": -0.00046861170451393267, "cum_reward": -0.03098636606280111}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684508]", "question": "[-5.016942e-01  4.370391e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684508]", "reward": -0.0004685513187737911, "cum_reward": -0.0314549173815749}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684469]", "question": "[-5.0131863e-01  3.7554922e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684469]", "reward": -0.0004684974645044804, "cum_reward": -0.031923414846079384}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684434]", "question": "[-5.0100738e-01  3.1124285e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684434]", "reward": -0.00046845014058050083, "cum_reward": -0.032391864986659885}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684404]", "question": "[-5.0076276e-01  2.4460218e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684404]", "reward": -0.00046840934601277695, "cum_reward": -0.03286027433267266}, {"observation": "Current Game State: \nThe car is positioned at -0.500, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068438]", "question": "[-5.0058663e-01  1.7612666e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068438]", "reward": -0.00046837671163757477, "cum_reward": -0.03332865104431024}, {"observation": "Current Game State: \nThe car is positioned at -0.500, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684361]", "question": "[-5.004803e-01  1.063297e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684361]", "reward": -0.0004683506049559583, "cum_reward": -0.033797001649266196}, {"observation": "Current Game State: \nThe car is positioned at -0.500, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684348]", "question": "[-5.0044453e-01  3.5734283e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684348]", "reward": -0.0004683326570344093, "cum_reward": -0.034265334306300604}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684341]", "question": "[-5.0047964e-01 -3.5130677e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684341]", "reward": -0.0004683228674039697, "cum_reward": -0.03473365717370457}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068434]", "question": "[-5.0058538e-01 -1.0573404e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068434]", "reward": -0.000468321235808844, "cum_reward": -0.03520197840951342}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684345]", "question": "[-5.0076091e-01 -1.7554645e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684345]", "reward": -0.0004683277622063997, "cum_reward": -0.03567030617171982}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684355]", "question": "[-5.0100493e-01 -2.4404473e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684355]", "reward": -0.0004683424467671671, "cum_reward": -0.036138648618486986}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684371]", "question": "[-5.0131565e-01 -3.1071549e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684371]", "reward": -0.00046836365820581707, "cum_reward": -0.0366070122766928}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684394]", "question": "[-5.0169069e-01 -3.7505882e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684394]", "reward": -0.00046839466040324854, "cum_reward": -0.03707540693709605}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684421]", "question": "[-5.0212729e-01 -4.3659218e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684421]", "reward": -0.0004684321907518552, "cum_reward": -0.03754383912784791}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684453]", "question": "[-5.026221e-01 -4.948538e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684453]", "reward": -0.0004684762500360762, "cum_reward": -0.038012315377883986}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684491]", "question": "[-0.50317156 -0.00054941] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684491]", "reward": -0.0004685284711300142, "cum_reward": -0.038480843849014}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684534]", "question": "[-0.5037714  -0.00059984] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684534]", "reward": -0.00046858722333951167, "cum_reward": -0.03894943107235351}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684581]", "question": "[-0.5044172  -0.00064578] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684581]", "reward": -0.00046865087572314226, "cum_reward": -0.03941808194807665}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684632]", "question": "[-0.50510406 -0.00068687] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684632]", "reward": -0.0004687210615671234, "cum_reward": -0.03988680300964378}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684687]", "question": "[-0.5058269  -0.00072282] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684687]", "reward": -0.00046879614991581777, "cum_reward": -0.040355599159559594}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684744]", "question": "[-0.50658023 -0.00075334] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684744]", "reward": -0.0004688745093872626, "cum_reward": -0.040824473668946856}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684805]", "question": "[-0.50735843 -0.00077821] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684805]", "reward": -0.00046895777350073334, "cum_reward": -0.04129343144244759}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684868]", "question": "[-0.5081557  -0.00079725] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684868]", "reward": -0.00046904431070657896, "cum_reward": -0.04176247575315417}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684934]", "question": "[-0.508966  -0.0008103] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684934]", "reward": -0.00046913412190860985, "cum_reward": -0.04223160987506278}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685]", "question": "[-0.50978327 -0.00081727] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685]", "reward": -0.000469225574875054, "cum_reward": -0.042700835449937836}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685067]", "question": "[-0.5106014  -0.00081811] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685067]", "reward": -0.0004693170367545463, "cum_reward": -0.043170152486692384}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685135]", "question": "[-0.51141423 -0.0008128 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685135]", "reward": -0.00046941014103509817, "cum_reward": -0.04363956262772748}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685203]", "question": "[-0.5122156  -0.00080139] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685203]", "reward": -0.0004695032545498634, "cum_reward": -0.044109065882277344}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685271]", "question": "[-0.5129996  -0.00078397] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685271]", "reward": -0.0004695963772988421, "cum_reward": -0.044578662259576185}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685337]", "question": "[-0.51376027 -0.00076066] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685337]", "reward": -0.0004696862413368308, "cum_reward": -0.045048348500913014}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685401]", "question": "[-0.5144919  -0.00073164] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685401]", "reward": -0.00046977447984772883, "cum_reward": -0.045518122980760745}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685464]", "question": "[-0.51518905 -0.00069712] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685464]", "reward": -0.00046986109237110444, "cum_reward": -0.04598798407313185}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685524]", "question": "[-0.51584643 -0.00065737] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685524]", "reward": -0.00046994280961740745, "cum_reward": -0.04645792688274926}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685581]", "question": "[-0.5164591  -0.00061268] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685581]", "reward": -0.0004700212648586444, "cum_reward": -0.0469279481476079}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685635]", "question": "[-0.5170225  -0.00056338] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685635]", "reward": -0.00047009482259454673, "cum_reward": -0.04739804297020245}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685683]", "question": "[-5.1753235e-01 -5.0985668e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685683]", "reward": -0.0004701618468757829, "cum_reward": -0.04786820481707823}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068573]", "question": "[-5.1798487e-01 -4.5249984e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068573]", "reward": -0.0004702256061136723, "cum_reward": -0.0483384304231919}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068577]", "question": "[-5.1837659e-01 -3.9174265e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068577]", "reward": -0.00047028119461742793, "cum_reward": -0.04880871161780933}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685806]", "question": "[-5.1870465e-01 -3.2804188e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685806]", "reward": -0.00047033024602569643, "cum_reward": -0.04927904186383503}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685837]", "question": "[-5.1896656e-01 -2.6187554e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685837]", "reward": -0.00047037275931529623, "cum_reward": -0.04974941462315032}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685863]", "question": "[-5.1916027e-01 -1.9374047e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685863]", "reward": -0.00047040873359947003, "cum_reward": -0.05021982335674979}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685883]", "question": "[-5.1928443e-01 -1.2414875e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685883]", "reward": -0.0004704348975792527, "cum_reward": -0.050690258254329046}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685897]", "question": "[-5.1933807e-01 -5.3623073e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685897]", "reward": -0.0004704545210415745, "cum_reward": -0.05116071277537062}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685906]", "question": "[-5.1932079e-01  1.7307046e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685906]", "reward": -0.00047046760357716266, "cum_reward": -0.05163118037894778}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685909]", "question": "[-5.1923269e-01  8.8108965e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685909]", "reward": -0.00047047087423948144, "cum_reward": -0.05210165125318726}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685905]", "question": "[-5.1907444e-01  1.5825058e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685905]", "reward": -0.0004704659682502666, "cum_reward": -0.05257211722143753}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685897]", "question": "[-5.1884723e-01  2.2720489e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685897]", "reward": -0.0004704545210415745, "cum_reward": -0.0530425717424791}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685881]", "question": "[-5.1855278e-01  2.9445402e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685881]", "reward": -0.00047043326230920005, "cum_reward": -0.053513005004788304}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685861]", "question": "[-5.181933e-01  3.594927e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685861]", "reward": -0.00047040546315315626, "cum_reward": -0.05398341046794146}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685835]", "question": "[-5.177715e-01  4.218326e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685835]", "reward": -0.00047036948899403797, "cum_reward": -0.0544537799569355}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685804]", "question": "[-5.1729047e-01  4.8100538e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685804]", "reward": -0.0004703269758522311, "cum_reward": -0.05492410693278773}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685767]", "question": "[-0.5167539   0.00053657] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685767]", "reward": -0.00047027628961728853, "cum_reward": -0.055394383222405016}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685725]", "question": "[-0.5161658  0.0005881] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685725]", "reward": -0.000470219066505706, "cum_reward": -0.05586460228891072}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068568]", "question": "[-0.5155306   0.00063521] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068568]", "reward": -0.00047015694249807893, "cum_reward": -0.0563347592314088}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068563]", "question": "[-0.514853    0.00067756] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068563]", "reward": -0.0004700882838960752, "cum_reward": -0.056804847515304874}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685576]", "question": "[-0.51413816  0.00071482] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685576]", "reward": -0.0004700147266717636, "cum_reward": -0.057274862241976636}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685519]", "question": "[-0.51339144  0.00074671] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685519]", "reward": -0.00046993627197622345, "cum_reward": -0.05774479851395286}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685458]", "question": "[-0.5126184  0.000773 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685458]", "reward": -0.00046985292103727264, "cum_reward": -0.05821465143499013}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685396]", "question": "[-0.51182497  0.00079348] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685396]", "reward": -0.0004697679433775193, "cum_reward": -0.05868441937836765}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685331]", "question": "[-0.51101696  0.000808  ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685331]", "reward": -0.00046967807152356047, "cum_reward": -0.05915409744989121}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685265]", "question": "[-0.5102005   0.00081646] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685265]", "reward": -0.00046958820826716876, "cum_reward": -0.05962368565815838}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685197]", "question": "[-0.5093817   0.00081879] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685197]", "reward": -0.0004694950863282088, "cum_reward": -0.060093180744486586}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685129]", "question": "[-0.50856674  0.00081497] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685129]", "reward": -0.0004694019736234623, "cum_reward": -0.06056258271811005}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685061]", "question": "[-0.5077617   0.00080504] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685061]", "reward": -0.00046930887015292914, "cum_reward": -0.06103189158826298}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684994]", "question": "[-0.5069727   0.00078907] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684994]", "reward": -0.0004692174090692447, "cum_reward": -0.06150110899733222}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684928]", "question": "[-0.5062055   0.00076717] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684928]", "reward": -0.0004691259568986084, "cum_reward": -0.06197023495423083}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684862]", "question": "[-0.505466    0.00073952] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684862]", "reward": -0.0004690361464781745, "cum_reward": -0.06243927110070901}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684799]", "question": "[-0.50475967  0.00070632] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684799]", "reward": -0.0004689496100255042, "cum_reward": -0.06290822071073451}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684738]", "question": "[-0.50409186  0.00066782] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684738]", "reward": -0.00046886634663678706, "cum_reward": -0.0633770870573713}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684681]", "question": "[-0.50346756  0.00062431] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684681]", "reward": -0.00046878798784746325, "cum_reward": -0.06384587504521877}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684626]", "question": "[-0.5028914   0.00057612] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684626]", "reward": -0.00046871290015246817, "cum_reward": -0.06431458794537123}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684576]", "question": "[-0.5023678   0.00052361] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684576]", "reward": -0.00046864434707458716, "cum_reward": -0.06478323229244581}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068453]", "question": "[-5.0190061e-01  4.6717486e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068453]", "reward": -0.0004685806951343352, "cum_reward": -0.06525181298758015}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684488]", "question": "[-5.014934e-01  4.072330e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684488]", "reward": -0.00046852357527882305, "cum_reward": -0.06572033656285897}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068445]", "question": "[-5.0114918e-01  3.4423728e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068445]", "reward": -0.0004684713544577335, "cum_reward": -0.06618880791731671}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684417]", "question": "[-5.008705e-01  2.786600e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684417]", "reward": -0.0004684272954037283, "cum_reward": -0.06665723521272043}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684391]", "question": "[-5.0065953e-01  2.1099282e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684391]", "reward": -0.0004683913969657283, "cum_reward": -0.06712562660968616}, {"observation": "Current Game State: \nThe car is positioned at -0.500, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068437]", "question": "[-5.005178e-01  1.417429e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068437]", "reward": -0.00046836202653963713, "cum_reward": -0.06759398863622579}, {"observation": "Current Game State: \nThe car is positioned at -0.500, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684353]", "question": "[-5.004464e-01  7.142924e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684353]", "reward": -0.0004683391835115458, "cum_reward": -0.06806232781973734}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684344]", "question": "[-5.004458e-01  5.788179e-07] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684344]", "reward": -0.00046832613060274756, "cum_reward": -0.06853065395034008}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068434]", "question": "[-5.0051606e-01 -7.0277492e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068434]", "reward": -0.000468321235808844, "cum_reward": -0.06899897518614892}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684341]", "question": "[-5.0065666e-01 -1.4060855e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684341]", "reward": -0.0004683228674039697, "cum_reward": -0.0694672980535529}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684348]", "question": "[-5.0086653e-01 -2.0988740e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684348]", "reward": -0.0004683326570344093, "cum_reward": -0.06993563071058731}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684363]", "question": "[-5.0114411e-01 -2.7759484e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684363]", "reward": -0.000468352236602243, "cum_reward": -0.07040398294718955}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684382]", "question": "[-5.0148731e-01 -3.4322307e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684382]", "reward": -0.0004683783433293343, "cum_reward": -0.07087236129051888}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684406]", "question": "[-5.018936e-01 -4.062802e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684406]", "reward": -0.0004684109777613799, "cum_reward": -0.07134077226828026}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684437]", "question": "[-5.0235987e-01 -4.6629331e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684437]", "reward": -0.0004684534042226574, "cum_reward": -0.07180922567250292}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684471]", "question": "[-0.50288266 -0.00052281] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684471]", "reward": -0.00046850072831148285, "cum_reward": -0.0722777264008144}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684512]", "question": "[-0.5034581  -0.00057541] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684512]", "reward": -0.0004685562147699329, "cum_reward": -0.07274628261558433}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684556]", "question": "[-0.5040818 -0.0006237] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684556]", "reward": -0.0004686166008255555, "cum_reward": -0.07321489921640989}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684606]", "question": "[-0.5047491  -0.00066731] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684606]", "reward": -0.00046868515187412644, "cum_reward": -0.07368358436828401}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684658]", "question": "[-0.505455   -0.00070592] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684658]", "reward": -0.00046875697263573104, "cum_reward": -0.07415234134091975}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684714]", "question": "[-0.50619423 -0.00073923] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684714]", "reward": -0.0004688336963454276, "cum_reward": -0.07462117503726517}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684774]", "question": "[-0.5069612 -0.000767 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684774]", "reward": -0.00046891532420545445, "cum_reward": -0.07509009036147063}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684836]", "question": "[-0.5077502  -0.00078901] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684836]", "reward": -0.00046900022471731975, "cum_reward": -0.07555909058618795}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.06849]", "question": "[-0.5085553 -0.0008051] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.06849]", "reward": -0.0004690883987677808, "cum_reward": -0.07602817898495573}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684967]", "question": "[-0.50937045 -0.00081516] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684967]", "reward": -0.0004691798472777009, "cum_reward": -0.07649735883223344}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685034]", "question": "[-0.51018953 -0.00081909] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685034]", "reward": -0.00046927130470066916, "cum_reward": -0.07696663013693411}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685102]", "question": "[-0.5110064  -0.00081688] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685102]", "reward": -0.0004693644044451162, "cum_reward": -0.07743599454137923}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068517]", "question": "[-0.51181495 -0.00080853] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068517]", "reward": -0.00046945751342377664, "cum_reward": -0.07790545205480301}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685236]", "question": "[-0.51260906 -0.00079412] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685236]", "reward": -0.00046954899790421225, "cum_reward": -0.07837500105270723}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685303]", "question": "[-0.5133828  -0.00077374] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685303]", "reward": -0.00046964049129769595, "cum_reward": -0.07884464154400492}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068537]", "question": "[-0.51413035 -0.00074755] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068537]", "reward": -0.0004697319936042277, "cum_reward": -0.07931437353760915}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685433]", "question": "[-0.5148461  -0.00071575] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685433]", "reward": -0.00046981860221109175, "cum_reward": -0.07978419213982024}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685494]", "question": "[-0.5155247  -0.00067857] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685494]", "reward": -0.0004699019501060775, "cum_reward": -0.08025409408992631}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685554]", "question": "[-0.51616096 -0.0006363 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685554]", "reward": -0.0004699836709050942, "cum_reward": -0.0807240777608314}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685608]", "question": "[-0.5167502  -0.00058924] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685608]", "reward": -0.000470058860315703, "cum_reward": -0.0811941366211471}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068566]", "question": "[-0.51728797 -0.00053776] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068566]", "reward": -0.0004701291515075923, "cum_reward": -0.0816642657726547}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685707]", "question": "[-5.1777023e-01 -4.8224349e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685707]", "reward": -0.0004701945433808419, "cum_reward": -0.08213446031603555}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068575]", "question": "[-5.1819330e-01 -4.2309923e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068575]", "reward": -0.0004702533999548564, "cum_reward": -0.0826047137159904}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068579]", "question": "[-5.1855409e-01 -3.6077594e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068579]", "reward": -0.0004703073550501813, "cum_reward": -0.08307502107104059}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685823]", "question": "[-5.1884985e-01 -2.9574119e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685823]", "reward": -0.000470353137558277, "cum_reward": -0.08354537420859887}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685852]", "question": "[-5.1907831e-01 -2.2848349e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685852]", "reward": -0.00047039238148158805, "cum_reward": -0.08401576659008045}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685874]", "question": "[-5.1923782e-01 -1.5950817e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685874]", "reward": -0.0004704234507485694, "cum_reward": -0.08448619004082902}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685892]", "question": "[-5.1932716e-01 -8.9333298e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685892]", "reward": -0.0004704479798419925, "cum_reward": -0.08495663802067102}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685903]", "question": "[-5.1934564e-01 -1.8485694e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685903]", "reward": -0.00047046269760500083, "cum_reward": -0.08542710071827603}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685909]", "question": "[-5.1929313e-01  5.2502088e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685909]", "reward": -0.00047047087423948144, "cum_reward": -0.08589757159251551}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685909]", "question": "[-5.1917005e-01  1.2309696e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685909]", "reward": -0.00047047087423948144, "cum_reward": -0.086368042466755}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685902]", "question": "[-5.1897728e-01  1.9276878e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685902]", "reward": -0.00047046106228663124, "cum_reward": -0.08683850352904163}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068589]", "question": "[-5.1871628e-01  2.6099395e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068589]", "reward": -0.00047044470925925456, "cum_reward": -0.08730894823830088}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685873]", "question": "[-5.1838899e-01  3.2725997e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685873]", "reward": -0.0004704218154984119, "cum_reward": -0.0877793700537993}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685849]", "question": "[-5.179979e-01  3.910691e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685849]", "reward": -0.0004703891110921177, "cum_reward": -0.08824975916489142}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068582]", "question": "[-5.1754600e-01  4.5194203e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068582]", "reward": -0.0004703498673052309, "cum_reward": -0.08872010903219665}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685787]", "question": "[-5.1703656e-01  5.0942181e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685787]", "reward": -0.0004703040849562967, "cum_reward": -0.08919041311715295}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685748]", "question": "[-0.5164735   0.00056308] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685748]", "reward": -0.0004702501300485551, "cum_reward": -0.08966066324720151}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685704]", "question": "[-0.515861   0.0006125] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685704]", "reward": -0.00047018963883260767, "cum_reward": -0.09013085288603412}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685656]", "question": "[-0.51520365  0.00065733] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685656]", "reward": -0.0004701242473004186, "cum_reward": -0.09060097713333454}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685604]", "question": "[-0.51450646  0.00069722] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685604]", "reward": -0.0004700523218673425, "cum_reward": -0.09107102945520187}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685549]", "question": "[-0.5137746   0.00073188] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685549]", "reward": -0.0004699771329796931, "cum_reward": -0.09154100658818157}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685489]", "question": "[-0.51301354  0.00076104] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685489]", "reward": -0.0004698954127491106, "cum_reward": -0.09201090200093068}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685427]", "question": "[-0.512229    0.00078449] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685427]", "reward": -0.0004698104312467422, "cum_reward": -0.09248071243217743}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685364]", "question": "[-0.511427    0.00080204] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685364]", "reward": -0.0004697238233930534, "cum_reward": -0.09295043625557048}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685298]", "question": "[-0.5106134   0.00081358] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685298]", "reward": -0.00046963395575971845, "cum_reward": -0.0934200702113302}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685232]", "question": "[-0.50979435  0.00081901] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685232]", "reward": -0.0004695424630028811, "cum_reward": -0.09388961267433307}], [{"observation": "Current Game State: \nThe car is positioned at -0.418, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681223]", "question": "[-0.4175786  0.       ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681223]", "reward": -0.0004640643359735464, "cum_reward": -0.0004640643359735464}, {"observation": "Current Game State: \nThe car is positioned at -0.420, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068111]", "question": "[-0.41825822 -0.00067963] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068111]", "reward": -0.0004639100534632235, "cum_reward": -0.0009279743894367699}, {"observation": "Current Game State: \nThe car is positioned at -0.422, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680909]", "question": "[-0.41961265 -0.00135443] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680909]", "reward": -0.0004636372798131561, "cum_reward": -0.001391611669249926}, {"observation": "Current Game State: \nThe car is positioned at -0.424, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680622]", "question": "[-0.42163226 -0.0020196 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680622]", "reward": -0.00046324611959249753, "cum_reward": -0.0018548577888424234}, {"observation": "Current Game State: \nThe car is positioned at -0.428, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068025]", "question": "[-0.42430264 -0.00267039] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068025]", "reward": -0.00046273996648693583, "cum_reward": -0.002317597755329359}, {"observation": "Current Game State: \nThe car is positioned at -0.432, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068003]", "question": "[-0.42760473 -0.00330211] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068003]", "reward": -0.0004624415956314465, "cum_reward": -0.0027800393509608058}, {"observation": "Current Game State: \nThe car is positioned at -0.436, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680258]", "question": "[-0.4315149  -0.00391015] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680258]", "reward": -0.0004627513194520816, "cum_reward": -0.0032427906704128873}, {"observation": "Current Game State: \nThe car is positioned at -0.441, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680524]", "question": "[-0.43600488 -0.00448999] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680524]", "reward": -0.0004631130653720561, "cum_reward": -0.0037059037357849434}, {"observation": "Current Game State: \nThe car is positioned at -0.447, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680825]", "question": "[-0.4410422  -0.00503733] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680825]", "reward": -0.0004635220245873484, "cum_reward": -0.004169425760372292}, {"observation": "Current Game State: \nThe car is positioned at -0.453, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680809]", "question": "[-0.44659027 -0.00554807] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680809]", "reward": -0.00046350092306965965, "cum_reward": -0.004632926683441951}, {"observation": "Current Game State: \nThe car is positioned at -0.459, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680698]", "question": "[-0.45260864 -0.00601838] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680698]", "reward": -0.00046334998006756226, "cum_reward": -0.005096276663509513}, {"observation": "Current Game State: \nThe car is positioned at -0.466, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680584]", "question": "[-0.45905334 -0.00644469] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680584]", "reward": -0.0004631941937205397, "cum_reward": -0.005559470857230053}, {"observation": "Current Game State: \nThe car is positioned at -0.473, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068058]", "question": "[-0.46587703 -0.00682367] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068058]", "reward": -0.00046318932581925767, "cum_reward": -0.006022660183049311}, {"observation": "Current Game State: \nThe car is positioned at -0.480, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681111]", "question": "[-0.47302938 -0.00715234] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681111]", "reward": -0.0004639116773560659, "cum_reward": -0.006486571860405377}, {"observation": "Current Game State: \nThe car is positioned at -0.488, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681671]", "question": "[-0.48045737 -0.00742799] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681671]", "reward": -0.00046467522157769283, "cum_reward": -0.00695124708198307}, {"observation": "Current Game State: \nThe car is positioned at -0.496, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682256]", "question": "[-0.48810577 -0.0076484 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682256]", "reward": -0.00046547355214556776, "cum_reward": -0.007416720634128638}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682869]", "question": "[-0.49591753 -0.00781175] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682869]", "reward": -0.0004663100131438114, "cum_reward": -0.00788303064727245}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683509]", "question": "[-0.50383425 -0.00791669] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683509]", "reward": -0.0004671847053728584, "cum_reward": -0.008350215352645308}, {"observation": "Current Game State: \nThe car is positioned at -0.520, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684161]", "question": "[-0.51179653 -0.00796231] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684161]", "reward": -0.000468076528727579, "cum_reward": -0.008818291881372887}, {"observation": "Current Game State: \nThe car is positioned at -0.528, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684819]", "question": "[-0.5197447  -0.00794819] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684819]", "reward": -0.0004689773661311847, "cum_reward": -0.009287269247504072}, {"observation": "Current Game State: \nThe car is positioned at -0.535, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685481]", "question": "[-0.52761906 -0.00787437] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685481]", "reward": -0.0004698839724838422, "cum_reward": -0.009757153219987914}, {"observation": "Current Game State: \nThe car is positioned at -0.543, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068614]", "question": "[-0.53536046 -0.0077414 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068614]", "reward": -0.00047078818251975466, "cum_reward": -0.010227941402507669}, {"observation": "Current Game State: \nThe car is positioned at -0.550, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686791]", "question": "[-0.54291075 -0.00755028] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686791]", "reward": -0.0004716817995870315, "cum_reward": -0.0106996232020947}, {"observation": "Current Game State: \nThe car is positioned at -0.557, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689293]", "question": "[-0.5502133 -0.0073025] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689293]", "reward": -0.00047512504130651226, "cum_reward": -0.011174748243401212}, {"observation": "Current Game State: \nThe car is positioned at -0.564, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692194]", "question": "[-0.557213   -0.00699971] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692194]", "reward": -0.00047913185272250306, "cum_reward": -0.011653880096123715}, {"observation": "Current Game State: \nThe car is positioned at -0.570, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0694598]", "question": "[-0.5638572 -0.0066442] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0694598]", "reward": -0.0004824663253671702, "cum_reward": -0.012136346421490885}, {"observation": "Current Game State: \nThe car is positioned at -0.576, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696497]", "question": "[-0.570096   -0.00623881] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696497]", "reward": -0.0004851080201660807, "cum_reward": -0.012621454441656965}, {"observation": "Current Game State: \nThe car is positioned at -0.581, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698049]", "question": "[-0.57588273 -0.00578674] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698049]", "reward": -0.000487272501965208, "cum_reward": -0.013108726943622173}, {"observation": "Current Game State: \nThe car is positioned at -0.586, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699345]", "question": "[-0.58117425 -0.0052915 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699345]", "reward": -0.0004890832519905075, "cum_reward": -0.01359781019561268}, {"observation": "Current Game State: \nThe car is positioned at -0.590, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0700675]", "question": "[-0.5859312  -0.00475693] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0700675]", "reward": -0.0004909458047009707, "cum_reward": -0.014088756000313651}, {"observation": "Current Game State: \nThe car is positioned at -0.594, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0701867]", "question": "[-0.5901182  -0.00418706] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0701867]", "reward": -0.0004926177657594621, "cum_reward": -0.014581373766073113}, {"observation": "Current Game State: \nThe car is positioned at -0.597, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702913]", "question": "[-0.5937044  -0.00358618] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702913]", "reward": -0.0004940864148977653, "cum_reward": -0.015075460180970878}, {"observation": "Current Game State: \nThe car is positioned at -0.599, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703804]", "question": "[-0.59666324 -0.00295882] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703804]", "reward": -0.0004953407642972252, "cum_reward": -0.015570800945268103}, {"observation": "Current Game State: \nThe car is positioned at -0.601, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704534]", "question": "[-0.59897286 -0.00230965] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704534]", "reward": -0.0004963682329673702, "cum_reward": -0.016067169178235474}, {"observation": "Current Game State: \nThe car is positioned at -0.602, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705098]", "question": "[-0.60061634 -0.00164347] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705098]", "reward": -0.0004971630679634131, "cum_reward": -0.01656433224619889}, {"observation": "Current Game State: \nThe car is positioned at -0.602, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705492]", "question": "[-0.6015815 -0.0009652] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705492]", "reward": -0.0004977196626043678, "cum_reward": -0.017062051908803257}, {"observation": "Current Game State: \nThe car is positioned at -0.601, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705712]", "question": "[-6.0186136e-01 -2.7982201e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705712]", "reward": -0.0004980292033508249, "cum_reward": -0.017560081112154083}, {"observation": "Current Game State: \nThe car is positioned at -0.600, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705757]", "question": "[-6.0145372e-01  4.0762618e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705757]", "reward": -0.000498093142232392, "cum_reward": -0.018058174254386473}, {"observation": "Current Game State: \nThe car is positioned at -0.599, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705627]", "question": "[-0.6003616   0.00109211] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705627]", "reward": -0.0004979097495962037, "cum_reward": -0.018556084003982676}, {"observation": "Current Game State: \nThe car is positioned at -0.596, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705322]", "question": "[-0.598593   0.0017686] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705322]", "reward": -0.0004974791620625752, "cum_reward": -0.01905356316604525}, {"observation": "Current Game State: \nThe car is positioned at -0.593, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704845]", "question": "[-0.5961609   0.00243212] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704845]", "reward": -0.0004968067419341083, "cum_reward": -0.019550369907979356}, {"observation": "Current Game State: \nThe car is positioned at -0.589, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.07042]", "question": "[-0.59308314  0.00307777] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.07042]", "reward": -0.0004958980171579696, "cum_reward": -0.020046267925137327}, {"observation": "Current Game State: \nThe car is positioned at -0.585, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703524]", "question": "[-0.58938235  0.00370077] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703524]", "reward": -0.0004949465126188102, "cum_reward": -0.02054121443775614}, {"observation": "Current Game State: \nThe car is positioned at -0.580, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702884]", "question": "[-0.58508587  0.00429648] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702884]", "reward": -0.0004940461947228414, "cum_reward": -0.02103526063247898}, {"observation": "Current Game State: \nThe car is positioned at -0.575, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0701612]", "question": "[-0.5802254   0.00486046] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0701612]", "reward": -0.0004922597270606843, "cum_reward": -0.021527520359539663}, {"observation": "Current Game State: \nThe car is positioned at -0.569, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0700107]", "question": "[-0.574837    0.00538836] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0700107]", "reward": -0.0004901492804719965, "cum_reward": -0.02201766964001166}, {"observation": "Current Game State: \nThe car is positioned at -0.563, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069818]", "question": "[-0.5689609   0.00587615] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069818]", "reward": -0.0004874555898140898, "cum_reward": -0.02250512522982575}, {"observation": "Current Game State: \nThe car is positioned at -0.556, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069597]", "question": "[-0.56264085  0.00632004] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069597]", "reward": -0.0004843743222465946, "cum_reward": -0.022989499552072343}, {"observation": "Current Game State: \nThe car is positioned at -0.549, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693266]", "question": "[-0.55592424  0.00671658] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693266]", "reward": -0.00048061828993581915, "cum_reward": -0.023470117842008163}, {"observation": "Current Game State: \nThe car is positioned at -0.542, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0690591]", "question": "[-0.5488616   0.00706263] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0690591]", "reward": -0.00047691639238678363, "cum_reward": -0.023947034234394947}, {"observation": "Current Game State: \nThe car is positioned at -0.534, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689347]", "question": "[-0.5415061   0.00735551] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689347]", "reward": -0.00047519899731582885, "cum_reward": -0.024422233231710777}, {"observation": "Current Game State: \nThe car is positioned at -0.526, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068815]", "question": "[-0.53391296  0.00759316] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068815]", "reward": -0.0004735503248468831, "cum_reward": -0.02489578355655766}, {"observation": "Current Game State: \nThe car is positioned at -0.518, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687561]", "question": "[-0.52613926  0.00777372] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687561]", "reward": -0.00047274017706513407, "cum_reward": -0.02536852373362279}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686926]", "question": "[-0.5182434   0.00789591] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686926]", "reward": -0.0004718668481373811, "cum_reward": -0.025840390581760173}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686277]", "question": "[-0.5102846   0.00795879] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686277]", "reward": -0.00047097632813262183, "cum_reward": -0.026311366909892796}, {"observation": "Current Game State: \nThe car is positioned at -0.494, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685619]", "question": "[-0.50232273  0.0079619 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685619]", "reward": -0.0004700735719907812, "cum_reward": -0.02678144048188358}, {"observation": "Current Game State: \nThe car is positioned at -0.487, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684958]", "question": "[-0.49441746  0.00790528] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684958]", "reward": -0.0004691667826591584, "cum_reward": -0.027250607264542738}, {"observation": "Current Game State: \nThe car is positioned at -0.479, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684298]", "question": "[-0.48662803  0.00778944] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684298]", "reward": -0.00046826413177001317, "cum_reward": -0.027718871396312753}, {"observation": "Current Game State: \nThe car is positioned at -0.472, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683644]", "question": "[-0.47901264  0.00761537] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683644]", "reward": -0.00046736886975509153, "cum_reward": -0.028186240266067843}, {"observation": "Current Game State: \nThe car is positioned at -0.465, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683014]", "question": "[-0.47162813  0.00738452] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683014]", "reward": -0.0004665086608440561, "cum_reward": -0.0286527489269119}, {"observation": "Current Game State: \nThe car is positioned at -0.458, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682404]", "question": "[-0.46452937  0.00709877] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682404]", "reward": -0.00046567527556931056, "cum_reward": -0.02911842420248121}, {"observation": "Current Game State: \nThe car is positioned at -0.451, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681812]", "question": "[-0.45776895  0.00676042] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681812]", "reward": -0.00046486701851478074, "cum_reward": -0.02958329122099599}, {"observation": "Current Game State: \nThe car is positioned at -0.445, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681297]", "question": "[-0.45139676  0.00637218] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681297]", "reward": -0.00046416503944470835, "cum_reward": -0.030047456260440697}, {"observation": "Current Game State: \nThe car is positioned at -0.440, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681363]", "question": "[-0.4454597   0.00593708] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681363]", "reward": -0.0004642560068091939, "cum_reward": -0.030511712267249892}, {"observation": "Current Game State: \nThe car is positioned at -0.435, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681095]", "question": "[-0.4400011   0.00545859] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681095]", "reward": -0.0004638905669708038, "cum_reward": -0.030975602834220697}, {"observation": "Current Game State: \nThe car is positioned at -0.431, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680733]", "question": "[-0.43506077  0.00494033] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680733]", "reward": -0.00046339704567799345, "cum_reward": -0.03143899987989869}, {"observation": "Current Game State: \nThe car is positioned at -0.427, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680442]", "question": "[-0.43067458  0.00438618] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680442]", "reward": -0.00046300111991968155, "cum_reward": -0.031902000999818374}, {"observation": "Current Game State: \nThe car is positioned at -0.424, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680187]", "question": "[-0.42687428  0.00380031] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680187]", "reward": -0.0004626540128413126, "cum_reward": -0.032364655012659685}, {"observation": "Current Game State: \nThe car is positioned at -0.421, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680542]", "question": "[-0.42368725  0.00318704] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680542]", "reward": -0.0004631374031305313, "cum_reward": -0.032827792415790216}, {"observation": "Current Game State: \nThe car is positioned at -0.419, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680852]", "question": "[-0.4211363   0.00255096] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680852]", "reward": -0.00046355935921837954, "cum_reward": -0.033291351775008596}, {"observation": "Current Game State: \nThe car is positioned at -0.418, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681075]", "question": "[-0.41923964  0.00189666] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681075]", "reward": -0.00046386296180713773, "cum_reward": -0.03375521473681573}, {"observation": "Current Game State: \nThe car is positioned at -0.417, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681211]", "question": "[-0.4180108   0.00122885] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681211]", "reward": -0.0004640480945013792, "cum_reward": -0.03421926283131711}, {"observation": "Current Game State: \nThe car is positioned at -0.418, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681258]", "question": "[-0.4174585  0.0005523] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681258]", "reward": -0.00046411306209535045, "cum_reward": -0.034683375893412464}, {"observation": "Current Game State: \nThe car is positioned at -0.418, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681217]", "question": "[-4.1758668e-01 -1.2817892e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681217]", "reward": -0.00046405621520193566, "cum_reward": -0.0351474321086144}, {"observation": "Current Game State: \nThe car is positioned at -0.420, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681087]", "question": "[-0.41839445 -0.00080775] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681087]", "reward": -0.00046387920003923, "cum_reward": -0.03561131130865363}, {"observation": "Current Game State: \nThe car is positioned at -0.422, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068087]", "question": "[-0.41987604 -0.00148159] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068087]", "reward": -0.0004635837087008099, "cum_reward": -0.03607489501735444}, {"observation": "Current Game State: \nThe car is positioned at -0.425, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680566]", "question": "[-0.4220209  -0.00214488] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680566]", "reward": -0.00046316985446992476, "cum_reward": -0.036538064871824365}, {"observation": "Current Game State: \nThe car is positioned at -0.428, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680178]", "question": "[-0.4248138 -0.0027929] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680178]", "reward": -0.0004626426610698786, "cum_reward": -0.03700070753289424}, {"observation": "Current Game State: \nThe car is positioned at -0.432, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680066]", "question": "[-0.42823476 -0.00342096] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680066]", "reward": -0.0004624902364881223, "cum_reward": -0.03746319776938237}, {"observation": "Current Game State: \nThe car is positioned at -0.437, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680302]", "question": "[-0.43225923 -0.00402446] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680302]", "reward": -0.00046281133029566493, "cum_reward": -0.03792600909967803}, {"observation": "Current Game State: \nThe car is positioned at -0.442, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680574]", "question": "[-0.43685815 -0.00459892] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680574]", "reward": -0.00046318121270729764, "cum_reward": -0.03838919031238533}, {"observation": "Current Game State: \nThe car is positioned at -0.448, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068088]", "question": "[-0.4419982  -0.00514007] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068088]", "reward": -0.0004635983186972226, "cum_reward": -0.038852788631082553}, {"observation": "Current Game State: \nThe car is positioned at -0.454, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680789]", "question": "[-0.44764206 -0.00564385] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680789]", "reward": -0.000463473329502051, "cum_reward": -0.0393162619605846}, {"observation": "Current Game State: \nThe car is positioned at -0.460, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680678]", "question": "[-0.45374855 -0.00610649] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680678]", "reward": -0.0004633223909934259, "cum_reward": -0.03977958435157803}, {"observation": "Current Game State: \nThe car is positioned at -0.467, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680562]", "question": "[-0.460273   -0.00652444] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680562]", "reward": -0.0004631649866965404, "cum_reward": -0.04024274933827457}, {"observation": "Current Game State: \nThe car is positioned at -0.474, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680674]", "question": "[-0.46716744 -0.00689445] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680674]", "reward": -0.0004633175224185493, "cum_reward": -0.04070606686069312}, {"observation": "Current Game State: \nThe car is positioned at -0.482, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681211]", "question": "[-0.474381   -0.00721356] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681211]", "reward": -0.0004640480945013792, "cum_reward": -0.0411701149551945}, {"observation": "Current Game State: \nThe car is positioned at -0.490, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681777]", "question": "[-0.48186016 -0.00747917] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681777]", "reward": -0.00046481987831157315, "cum_reward": -0.041634934833506075}, {"observation": "Current Game State: \nThe car is positioned at -0.497, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682367]", "question": "[-0.48954928 -0.00768913] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682367]", "reward": -0.00046562484061638546, "cum_reward": -0.04210055967412246}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682987]", "question": "[-0.497391  -0.0078417] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682987]", "reward": -0.00046647120763196884, "cum_reward": -0.04256703088175443}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068363]", "question": "[-0.50532657 -0.00793561] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068363]", "reward": -0.00046734931075320674, "cum_reward": -0.04303438019250764}, {"observation": "Current Game State: \nThe car is positioned at -0.521, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684284]", "question": "[-0.5132966  -0.00797004] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684284]", "reward": -0.0004682445540439062, "cum_reward": -0.043502624746551546}, {"observation": "Current Game State: \nThe car is positioned at -0.529, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684944]", "question": "[-0.52124125 -0.00794465] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684944]", "reward": -0.0004691488191056692, "cum_reward": -0.043971773565657214}, {"observation": "Current Game State: \nThe car is positioned at -0.537, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685606]", "question": "[-0.52910084 -0.00785959] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685606]", "reward": -0.0004700555910858384, "cum_reward": -0.04444182915674305}, {"observation": "Current Game State: \nThe car is positioned at -0.544, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686264]", "question": "[-0.5368163  -0.00771549] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686264]", "reward": -0.0004709583299700171, "cum_reward": -0.04491278748671307}, {"observation": "Current Game State: \nThe car is positioned at -0.552, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687099]", "question": "[-0.54432976 -0.00751344] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687099]", "reward": -0.00047210435297984077, "cum_reward": -0.04538489183969291}, {"observation": "Current Game State: \nThe car is positioned at -0.559, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689859]", "question": "[-0.5515848  -0.00725499] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689859]", "reward": -0.00047590597832822826, "cum_reward": -0.04586079781802114}, {"observation": "Current Game State: \nThe car is positioned at -0.565, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692676]", "question": "[-0.55852664 -0.00694187] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692676]", "reward": -0.0004798004645763854, "cum_reward": -0.046340598282597525}, {"observation": "Current Game State: \nThe car is positioned at -0.571, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0694975]", "question": "[-0.5651031  -0.00657648] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0694975]", "reward": -0.00048298977925611555, "cum_reward": -0.04682358806185364}, {"observation": "Current Game State: \nThe car is positioned at -0.577, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696853]", "question": "[-0.57126486 -0.00616176] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696853]", "reward": -0.00048560466008353844, "cum_reward": -0.04730919272193718}, {"observation": "Current Game State: \nThe car is positioned at -0.582, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698282]", "question": "[-0.5769658  -0.00570095] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698282]", "reward": -0.0004875970903427174, "cum_reward": -0.047796789812279895}, {"observation": "Current Game State: \nThe car is positioned at -0.587, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699618]", "question": "[-0.58216345 -0.00519767] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699618]", "reward": -0.0004894651538108974, "cum_reward": -0.04828625496609079}, {"observation": "Current Game State: \nThe car is positioned at -0.591, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0700923]", "question": "[-0.5868192  -0.00465574] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0700923]", "reward": -0.0004912933384972007, "cum_reward": -0.04877754830458799}, {"observation": "Current Game State: \nThe car is positioned at -0.594, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070209]", "question": "[-0.59089845 -0.00407929] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070209]", "reward": -0.000492930737914321, "cum_reward": -0.04927047904250231}, {"observation": "Current Game State: \nThe car is positioned at -0.597, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703108]", "question": "[-0.5943711  -0.00347265] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703108]", "reward": -0.0004943612965746524, "cum_reward": -0.049764840339076966}, {"observation": "Current Game State: \nThe car is positioned at -0.599, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070397]", "question": "[-0.5972115  -0.00284037] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070397]", "reward": -0.0004955740338473902, "cum_reward": -0.050260414372924354}, {"observation": "Current Game State: \nThe car is positioned at -0.601, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070467]", "question": "[-0.5993986  -0.00218716] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070467]", "reward": -0.0004965597418049583, "cum_reward": -0.05075697411472931}, {"observation": "Current Game State: \nThe car is positioned at -0.602, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705203]", "question": "[-0.60091645 -0.00151785] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705203]", "reward": -0.0004973110143978943, "cum_reward": -0.051254285129127206}, {"observation": "Current Game State: \nThe car is positioned at -0.602, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705564]", "question": "[-0.60175383 -0.00083737] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705564]", "reward": -0.0004978205892314236, "cum_reward": -0.05175210571835863}, {"observation": "Current Game State: \nThe car is positioned at -0.601, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705751]", "question": "[-6.0190457e-01 -1.5072695e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705751]", "reward": -0.0004980847289871804, "cum_reward": -0.05225019044734581}, {"observation": "Current Game State: \nThe car is positioned at -0.600, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705763]", "question": "[-6.0136753e-01  5.3704233e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705763]", "reward": -0.0004981015555486579, "cum_reward": -0.052748292002894465}, {"observation": "Current Game State: \nThe car is positioned at -0.598, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.07056]", "question": "[-0.60014665  0.0012209 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.07056]", "reward": -0.0004978710563818822, "cum_reward": -0.05324616305927635}, {"observation": "Current Game State: \nThe car is positioned at -0.596, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705262]", "question": "[-0.59825087  0.00189581] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705262]", "reward": -0.000497395084677521, "cum_reward": -0.053743558143953866}, {"observation": "Current Game State: \nThe car is positioned at -0.592, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704753]", "question": "[-0.59569407  0.00255682] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704753]", "reward": -0.0004966773532544266, "cum_reward": -0.05424023549720829}, {"observation": "Current Game State: \nThe car is positioned at -0.589, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704076]", "question": "[-0.592495    0.00319905] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704076]", "reward": -0.0004957234223240903, "cum_reward": -0.05473595891953238}, {"observation": "Current Game State: \nThe car is positioned at -0.584, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703425]", "question": "[-0.58867735  0.00381771] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703425]", "reward": -0.0004948073037894573, "cum_reward": -0.05523076622332184}, {"observation": "Current Game State: \nThe car is positioned at -0.579, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702704]", "question": "[-0.5842691   0.00440822] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702704]", "reward": -0.0004937931803411288, "cum_reward": -0.05572455940366297}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0701363]", "question": "[-0.57930297  0.00496614] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0701363]", "reward": -0.0004919101793859681, "cum_reward": -0.05621646958304894}, {"observation": "Current Game State: \nThe car is positioned at -0.568, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699774]", "question": "[-0.57381576  0.00548718] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699774]", "reward": -0.0004896836886828737, "cum_reward": -0.05670615327173181}, {"observation": "Current Game State: \nThe car is positioned at -0.561, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697815]", "question": "[-0.5678484   0.00596735] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697815]", "reward": -0.0004869463579382227, "cum_reward": -0.057193099629670036}, {"observation": "Current Game State: \nThe car is positioned at -0.555, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069549]", "question": "[-0.5614455   0.00640293] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069549]", "reward": -0.00048370584630816896, "cum_reward": -0.057676805475978206}, {"observation": "Current Game State: \nThe car is positioned at -0.548, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692756]", "question": "[-0.55465496  0.00679049] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692756]", "reward": -0.00047991111937903955, "cum_reward": -0.05815671659535725}, {"observation": "Current Game State: \nThe car is positioned at -0.540, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0690368]", "question": "[-0.54752797  0.00712699] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0690368]", "reward": -0.0004766085469455561, "cum_reward": -0.0586333251423028}, {"observation": "Current Game State: \nThe car is positioned at -0.532, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689111]", "question": "[-0.5401181   0.00740986] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689111]", "reward": -0.0004748736339251991, "cum_reward": -0.059108198776228}, {"observation": "Current Game State: \nThe car is positioned at -0.525, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688066]", "question": "[-0.532481    0.00763707] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688066]", "reward": -0.0004734354844003974, "cum_reward": -0.059581634260628395}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687445]", "question": "[-0.5246741   0.00780689] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687445]", "reward": -0.00047258118093083116, "cum_reward": -0.06005421544155923}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686806]", "question": "[-0.51675606  0.00791807] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686806]", "reward": -0.00047170308651089954, "cum_reward": -0.06052591852807013}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686154]", "question": "[-0.50878626  0.00796977] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686154]", "reward": -0.0004708078133489835, "cum_reward": -0.06099672634141911}, {"observation": "Current Game State: \nThe car is positioned at -0.493, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685495]", "question": "[-0.50082463  0.00796164] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685495]", "reward": -0.00046990358445242464, "cum_reward": -0.061466629925871534}, {"observation": "Current Game State: \nThe car is positioned at -0.485, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684834]", "question": "[-0.49293083  0.00789379] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684834]", "reward": -0.00046899695917090867, "cum_reward": -0.06193562688504244}, {"observation": "Current Game State: \nThe car is positioned at -0.478, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684173]", "question": "[-0.485164    0.00776683] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684173]", "reward": -0.00046809284054347703, "cum_reward": -0.06240371972558592}, {"observation": "Current Game State: \nThe car is positioned at -0.470, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683522]", "question": "[-0.47758216  0.00758183] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683522]", "reward": -0.00046720263128463557, "cum_reward": -0.06287092235687056}, {"observation": "Current Game State: \nThe car is positioned at -0.463, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682898]", "question": "[-0.4702418   0.00734033] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682898]", "reward": -0.0004663490880375321, "cum_reward": -0.06333727144490808}, {"observation": "Current Game State: \nThe car is positioned at -0.457, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682288]", "question": "[-0.46319753  0.0070443 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682288]", "reward": -0.0004655174720724631, "cum_reward": -0.06380278891698055}, {"observation": "Current Game State: \nThe car is positioned at -0.450, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681701]", "question": "[-0.45650142  0.00669611] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681701]", "reward": -0.0004647158532179674, "cum_reward": -0.06426750477019852}, {"observation": "Current Game State: \nThe car is positioned at -0.444, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068131]", "question": "[-0.4502029   0.00629852] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068131]", "reward": -0.00046418290733072357, "cum_reward": -0.06473168767752924}, {"observation": "Current Game State: \nThe car is positioned at -0.439, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681375]", "question": "[-0.44434822  0.00585469] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681375]", "reward": -0.0004642722519193399, "cum_reward": -0.06519595992944857}, {"observation": "Current Game State: \nThe car is positioned at -0.434, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681009]", "question": "[-0.43898013  0.0053681 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681009]", "reward": -0.0004637736566110107, "cum_reward": -0.06565973358605959}, {"observation": "Current Game State: \nThe car is positioned at -0.430, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680672]", "question": "[-0.43413773  0.0048424 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680672]", "reward": -0.0004633142767161758, "cum_reward": -0.06612304786277576}, {"observation": "Current Game State: \nThe car is positioned at -0.426, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680388]", "question": "[-0.42985615  0.00428157] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680388]", "reward": -0.00046292811930612746, "cum_reward": -0.06658597598208188}, {"observation": "Current Game State: \nThe car is positioned at -0.423, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680238]", "question": "[-0.42616636  0.00368979] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680238]", "reward": -0.00046272374820688356, "cum_reward": -0.06704869973028876}, {"observation": "Current Game State: \nThe car is positioned at -0.421, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680616]", "question": "[-0.4230949   0.00307145] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680616]", "reward": -0.0004632380059831576, "cum_reward": -0.06751193773627193}, {"observation": "Current Game State: \nThe car is positioned at -0.419, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680909]", "question": "[-0.42066377  0.00243113] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680909]", "reward": -0.0004636372798131561, "cum_reward": -0.06797557501608509}, {"observation": "Current Game State: \nThe car is positioned at -0.418, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681117]", "question": "[-0.4188903   0.00177346] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681117]", "reward": -0.00046391979686291054, "cum_reward": -0.068439494812948}, {"observation": "Current Game State: \nThe car is positioned at -0.417, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681236]", "question": "[-0.41778713  0.00110317] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681236]", "reward": -0.000464082201921201, "cum_reward": -0.06890357701486921}, {"observation": "Current Game State: \nThe car is positioned at -0.418, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681267]", "question": "[-0.4173621   0.00042503] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681267]", "reward": -0.0004641244318918325, "cum_reward": -0.06936770144676105}, {"observation": "Current Game State: \nThe car is positioned at -0.419, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681208]", "question": "[-4.1761822e-01 -2.5613589e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681208]", "reward": -0.00046404484624105183, "cum_reward": -0.0698317462930021}, {"observation": "Current Game State: \nThe car is positioned at -0.420, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681062]", "question": "[-0.4185537  -0.00093548] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681062]", "reward": -0.00046384510008010696, "cum_reward": -0.0702955913930822}, {"observation": "Current Game State: \nThe car is positioned at -0.422, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680828]", "question": "[-0.4201619  -0.00160819] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680828]", "reward": -0.00046352689423656557, "cum_reward": -0.07075911828731876}, {"observation": "Current Game State: \nThe car is positioned at -0.425, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680509]", "question": "[-0.42243135 -0.00226945] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680509]", "reward": -0.0004630919731653194, "cum_reward": -0.07122221026048409}, {"observation": "Current Game State: \nThe car is positioned at -0.429, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680106]", "question": "[-0.4253459  -0.00291453] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680106]", "reward": -0.00046254374438490234, "cum_reward": -0.07168475400486898}, {"observation": "Current Game State: \nThe car is positioned at -0.433, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680104]", "question": "[-0.42888469 -0.00353879] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680104]", "reward": -0.00046254212288801, "cum_reward": -0.072147296127757}, {"observation": "Current Game State: \nThe car is positioned at -0.438, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680346]", "question": "[-0.4330223  -0.00413761] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680346]", "reward": -0.00046287134503018027, "cum_reward": -0.07261016747278717}, {"observation": "Current Game State: \nThe car is positioned at -0.443, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680625]", "question": "[-0.43772885 -0.00470655] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680625]", "reward": -0.0004632509877922075, "cum_reward": -0.07307341846057938}, {"observation": "Current Game State: \nThe car is positioned at -0.449, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680939]", "question": "[-0.44297025 -0.00524138] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680939]", "reward": -0.00046367786604974983, "cum_reward": -0.07353709632662914}, {"observation": "Current Game State: \nThe car is positioned at -0.455, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680768]", "question": "[-0.44870833 -0.00573808] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680768]", "reward": -0.0004634457367558298, "cum_reward": -0.07400054206338497}, {"observation": "Current Game State: \nThe car is positioned at -0.462, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680656]", "question": "[-0.45490125 -0.00619293] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680656]", "reward": -0.0004632931799278595, "cum_reward": -0.07446383524331282}, {"observation": "Current Game State: \nThe car is positioned at -0.468, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680541]", "question": "[-0.46150365 -0.00660242] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680541]", "reward": -0.00046313578059340447, "cum_reward": -0.07492697102390622}, {"observation": "Current Game State: \nThe car is positioned at -0.476, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068077]", "question": "[-0.46846703 -0.00696336] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068077]", "reward": -0.00046344735983581134, "cum_reward": -0.07539041838374202}, {"observation": "Current Game State: \nThe car is positioned at -0.483, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681312]", "question": "[-0.47573987 -0.00727285] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681312]", "reward": -0.00046418615607422, "cum_reward": -0.07585460453981624}, {"observation": "Current Game State: \nThe car is positioned at -0.491, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681883]", "question": "[-0.48326823 -0.00752837] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681883]", "reward": -0.00046496455755828947, "cum_reward": -0.07631956909737453}, {"observation": "Current Game State: \nThe car is positioned at -0.499, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682478]", "question": "[-0.49099606 -0.00772783] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682478]", "reward": -0.00046577615366913964, "cum_reward": -0.07678534525104366}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683105]", "question": "[-0.49886563 -0.00786959] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683105]", "reward": -0.00046663242997624366, "cum_reward": -0.0772519776810199}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683751]", "question": "[-0.50681806 -0.00795245] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683751]", "reward": -0.00046751557531479195, "cum_reward": -0.0777194932563347}, {"observation": "Current Game State: \nThe car is positioned at -0.523, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684407]", "question": "[-0.51479375 -0.00797569] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684407]", "reward": -0.00046841260951282495, "cum_reward": -0.07818790586584753}, {"observation": "Current Game State: \nThe car is positioned at -0.531, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685068]", "question": "[-0.5227328  -0.00793906] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685068]", "reward": -0.00046931867008339625, "cum_reward": -0.07865722453593094}, {"observation": "Current Game State: \nThe car is positioned at -0.538, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068573]", "question": "[-0.5305756  -0.00784279] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068573]", "reward": -0.0004702256061136723, "cum_reward": -0.07912745014204461}, {"observation": "Current Game State: \nThe car is positioned at -0.546, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686387]", "question": "[-0.5382632  -0.00768761] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686387]", "reward": -0.0004711268716860673, "cum_reward": -0.07959857701373069}, {"observation": "Current Game State: \nThe car is positioned at -0.553, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687599]", "question": "[-0.5457379 -0.0074747] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687599]", "reward": -0.0004727926352643408, "cum_reward": -0.08007136964899503}, {"observation": "Current Game State: \nThe car is positioned at -0.560, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0690422]", "question": "[-0.5529436  -0.00720564] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0690422]", "reward": -0.0004766826183185913, "cum_reward": -0.08054805226731362}, {"observation": "Current Game State: \nThe car is positioned at -0.566, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693154]", "question": "[-0.55982584 -0.00688228] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693154]", "reward": -0.0004804629321597531, "cum_reward": -0.08102851519947338}, {"observation": "Current Game State: \nThe car is positioned at -0.572, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0695347]", "question": "[-0.566333   -0.00650714] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0695347]", "reward": -0.00048350688558826963, "cum_reward": -0.08151202208506164}, {"observation": "Current Game State: \nThe car is positioned at -0.578, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697205]", "question": "[-0.5724162 -0.0060832] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697205]", "reward": -0.0004860949050055297, "cum_reward": -0.08199811699006718}, {"observation": "Current Game State: \nThe car is positioned at -0.583, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698512]", "question": "[-0.57803   -0.0056138] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698512]", "reward": -0.000487918456025227, "cum_reward": -0.0824860354460924}, {"observation": "Current Game State: \nThe car is positioned at -0.588, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699886]", "question": "[-0.58313257 -0.0051026 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699886]", "reward": -0.0004898405300210129, "cum_reward": -0.08297587597611342}, {"observation": "Current Game State: \nThe car is positioned at -0.592, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0701168]", "question": "[-0.58768606 -0.00455348] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0701168]", "reward": -0.0004916359801029557, "cum_reward": -0.08346751195621638}, {"observation": "Current Game State: \nThe car is positioned at -0.595, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702307]", "question": "[-0.5916567  -0.00397061] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702307]", "reward": -0.0004932354372670034, "cum_reward": -0.08396074739348339}, {"observation": "Current Game State: \nThe car is positioned at -0.598, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703297]", "question": "[-0.59501505 -0.00335837] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703297]", "reward": -0.0004946261939039687, "cum_reward": -0.08445537358738736}, {"observation": "Current Game State: \nThe car is positioned at -0.600, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070413]", "question": "[-0.5977364  -0.00272134] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070413]", "reward": -0.0004957989643926908, "cum_reward": -0.08495117255178006}, {"observation": "Current Game State: \nThe car is positioned at -0.601, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704799]", "question": "[-0.5998007  -0.00206426] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704799]", "reward": -0.0004967412053019871, "cum_reward": -0.08544791375708205}, {"observation": "Current Game State: \nThe car is positioned at -0.602, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.07053]", "question": "[-0.6011927  -0.00139199] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.07053]", "reward": -0.0004974488933854104, "cum_reward": -0.08594536265046746}, {"observation": "Current Game State: \nThe car is positioned at -0.602, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070563]", "question": "[-0.6019022  -0.00070949] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070563]", "reward": -0.0004979131142945903, "cum_reward": -0.08644327576476205}, {"observation": "Current Game State: \nThe car is positioned at -0.601, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705785]", "question": "[-6.0192394e-01 -2.1751435e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705785]", "reward": -0.0004981318440755444, "cum_reward": -0.08694140760883759}, {"observation": "Current Game State: \nThe car is positioned at -0.600, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705763]", "question": "[-0.6012578   0.00066616] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705763]", "reward": -0.0004981015555486579, "cum_reward": -0.08743950916438625}, {"observation": "Current Game State: \nThe car is positioned at -0.598, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705566]", "question": "[-0.5999086   0.00134922] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705566]", "reward": -0.0004978239536285401, "cum_reward": -0.0879373331180148}, {"observation": "Current Game State: \nThe car is positioned at -0.595, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705197]", "question": "[-0.5978862   0.00202239] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705197]", "reward": -0.0004973026077607301, "cum_reward": -0.08843463572577553}, {"observation": "Current Game State: \nThe car is positioned at -0.592, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704656]", "question": "[-0.5952055   0.00268072] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704656]", "reward": -0.0004965395812405405, "cum_reward": -0.08893117530701608}, {"observation": "Current Game State: \nThe car is positioned at -0.588, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703946]", "question": "[-0.59188616  0.00331935] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703946]", "reward": -0.0004955404665011543, "cum_reward": -0.08942671577351724}, {"observation": "Current Game State: \nThe car is positioned at -0.583, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703322]", "question": "[-0.5879526   0.00393352] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703322]", "reward": -0.0004946614071187127, "cum_reward": -0.08992137718063595}, {"observation": "Current Game State: \nThe car is positioned at -0.578, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702481]", "question": "[-0.5834339   0.00451868] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702481]", "reward": -0.0004934799344709972, "cum_reward": -0.09041485711510694}, {"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0701109]", "question": "[-0.57836354  0.00507041] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0701109]", "reward": -0.0004915540695392906, "cum_reward": -0.09090641118464624}, {"observation": "Current Game State: \nThe car is positioned at -0.567, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699435]", "question": "[-0.57277906  0.00558447] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699435]", "reward": -0.000489209980175076, "cum_reward": -0.0913956211648213}, {"observation": "Current Game State: \nThe car is positioned at -0.560, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697446]", "question": "[-0.56672215  0.0060569 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697446]", "reward": -0.000486430740807009, "cum_reward": -0.09188205190562831}, {"observation": "Current Game State: \nThe car is positioned at -0.553, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0695006]", "question": "[-0.5602381   0.00648404] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0695006]", "reward": -0.00048303286088327015, "cum_reward": -0.09236508476651159}, {"observation": "Current Game State: \nThe car is positioned at -0.546, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692241]", "question": "[-0.5533756   0.00686253] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692241]", "reward": -0.0004791978677133102, "cum_reward": -0.0928442826342249}, {"observation": "Current Game State: \nThe car is positioned at -0.539, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0690143]", "question": "[-0.5461862  0.0071894] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0690143]", "reward": -0.0004762975100277345, "cum_reward": -0.09332058014425262}, {"observation": "Current Game State: \nThe car is positioned at -0.531, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688875]", "question": "[-0.538724   0.0074622] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688875]", "reward": -0.00047454838195903903, "cum_reward": -0.09379512852621166}, {"observation": "Current Game State: \nThe car is positioned at -0.523, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687953]", "question": "[-0.5310451   0.00767893] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687953]", "reward": -0.00047327965178425304, "cum_reward": -0.09426840817799592}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687329]", "question": "[-0.5232071   0.00783796] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687329]", "reward": -0.0004724205728180664, "cum_reward": -0.094740828750814}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686686]", "question": "[-0.515269    0.00793813] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686686]", "reward": -0.00047153771611760934, "cum_reward": -0.0952123664669316}], [{"observation": "Current Game State: \nThe car is positioned at -0.401, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682832]", "question": "[-0.4000324  0.       ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682832]", "reward": -0.0004662595438290396, "cum_reward": -0.0004662595438290396}, {"observation": "Current Game State: \nThe car is positioned at -0.402, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.06827]", "question": "[-0.40083563 -0.00080324] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.06827]", "reward": -0.0004660788535204574, "cum_reward": -0.0009323383973494971}, {"observation": "Current Game State: \nThe car is positioned at -0.405, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682507]", "question": "[-0.40243652 -0.00160089] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682507]", "reward": -0.00046581520618929064, "cum_reward": -0.0013981536035387876}, {"observation": "Current Game State: \nThe car is positioned at -0.408, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682254]", "question": "[-0.40482387 -0.00238735] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682254]", "reward": -0.00046547029890007255, "cum_reward": -0.0018636239024388602}, {"observation": "Current Game State: \nThe car is positioned at -0.412, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681944]", "question": "[-0.40798095 -0.00315709] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681944]", "reward": -0.0004650474737900368, "cum_reward": -0.002328671376228897}, {"observation": "Current Game State: \nThe car is positioned at -0.417, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681578]", "question": "[-0.4118856  -0.00390465] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681578]", "reward": -0.00046454846227703687, "cum_reward": -0.002793219838505934}, {"observation": "Current Game State: \nThe car is positioned at -0.422, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068116]", "question": "[-0.41651025 -0.00462467] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068116]", "reward": -0.0004639782594097142, "cum_reward": -0.003257198097915648}, {"observation": "Current Game State: \nThe car is positioned at -0.428, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680478]", "question": "[-0.42182216 -0.00531191] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680478]", "reward": -0.0004630497901928266, "cum_reward": -0.0037202478881084747}, {"observation": "Current Game State: \nThe car is positioned at -0.434, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0679966]", "question": "[-0.42778352 -0.00596136] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0679966]", "reward": -0.0004623540485354738, "cum_reward": -0.004182601936643948}, {"observation": "Current Game State: \nThe car is positioned at -0.441, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680361]", "question": "[-0.43435165 -0.00656813] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680361]", "reward": -0.0004628908101039997, "cum_reward": -0.004645492746747948}, {"observation": "Current Game State: \nThe car is positioned at -0.449, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680792]", "question": "[-0.44147912 -0.00712746] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680792]", "reward": -0.0004634781988954728, "cum_reward": -0.005108970945643421}, {"observation": "Current Game State: \nThe car is positioned at -0.457, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680674]", "question": "[-0.44911414 -0.00763502] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680674]", "reward": -0.0004633175224185493, "cum_reward": -0.00557228846806197}, {"observation": "Current Game State: \nThe car is positioned at -0.466, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680534]", "question": "[-0.45720106 -0.00808692] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680534]", "reward": -0.0004631260454303288, "cum_reward": -0.006035414513492299}, {"observation": "Current Game State: \nThe car is positioned at -0.474, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680392]", "question": "[-0.4656806  -0.00847954] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680392]", "reward": -0.00046293298583464096, "cum_reward": -0.00649834749932694}, {"observation": "Current Game State: \nThe car is positioned at -0.484, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680999]", "question": "[-0.47449028 -0.00880968] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680999]", "reward": -0.00046375904385200786, "cum_reward": -0.006962106543178948}, {"observation": "Current Game State: \nThe car is positioned at -0.493, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681692]", "question": "[-0.4835648  -0.00907451] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681692]", "reward": -0.00046470447617963373, "cum_reward": -0.007426811019358582}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682411]", "question": "[-0.4928366  -0.00927179] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682411]", "reward": -0.0004656850374885835, "cum_reward": -0.007892496056847165}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683168]", "question": "[-0.5022364  -0.00939982] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683168]", "reward": -0.00046671875237649376, "cum_reward": -0.008359214809223659}, {"observation": "Current Game State: \nThe car is positioned at -0.521, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683942]", "question": "[-0.5116939  -0.00945745] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683942]", "reward": -0.0004677764420421227, "cum_reward": -0.008826991251265782}, {"observation": "Current Game State: \nThe car is positioned at -0.530, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684724]", "question": "[-0.521138   -0.00944413] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684724]", "reward": -0.0004688467563255472, "cum_reward": -0.00929583800759133}, {"observation": "Current Game State: \nThe car is positioned at -0.540, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068551]", "question": "[-0.5304979  -0.00935988] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068551]", "reward": -0.00046992319683027974, "cum_reward": -0.00976576120442161}, {"observation": "Current Game State: \nThe car is positioned at -0.549, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686293]", "question": "[-0.5397032  -0.00920531] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686293]", "reward": -0.0004709975991318061, "cum_reward": -0.010236758803553415}, {"observation": "Current Game State: \nThe car is positioned at -0.557, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688491]", "question": "[-0.54868484 -0.00898163] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688491]", "reward": -0.00047401967478890585, "cum_reward": -0.010710778478342321}, {"observation": "Current Game State: \nThe car is positioned at -0.566, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0691929]", "question": "[-0.55737525 -0.00869039] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0691929]", "reward": -0.00047876555217953867, "cum_reward": -0.01118954403052186}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0694809]", "question": "[-0.56570894 -0.00833371] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0694809]", "reward": -0.00048275949084199967, "cum_reward": -0.01167230352136386}, {"observation": "Current Game State: \nThe car is positioned at -0.581, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696967]", "question": "[-0.5736234 -0.0079145] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696967]", "reward": -0.0004857625085662676, "cum_reward": -0.012158066029930128}, {"observation": "Current Game State: \nThe car is positioned at -0.588, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069885]", "question": "[-0.5810596  -0.00743618] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069885]", "reward": -0.0004883915389712002, "cum_reward": -0.012646457568901329}, {"observation": "Current Game State: \nThe car is positioned at -0.594, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0700728]", "question": "[-0.5879621  -0.00690253] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0700728]", "reward": -0.0004910193112110051, "cum_reward": -0.013137476880112334}, {"observation": "Current Game State: \nThe car is positioned at -0.600, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702467]", "question": "[-0.59427977 -0.00631769] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702467]", "reward": -0.0004934598365252896, "cum_reward": -0.013630936716637624}, {"observation": "Current Game State: \nThe car is positioned at -0.605, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704068]", "question": "[-0.59996593 -0.00568617] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704068]", "reward": -0.0004957116718529164, "cum_reward": -0.01412664838849054}, {"observation": "Current Game State: \nThe car is positioned at -0.609, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705565]", "question": "[-0.60497874 -0.00501281] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705565]", "reward": -0.0004978222714285607, "cum_reward": -0.0146244706599191}, {"observation": "Current Game State: \nThe car is positioned at -0.613, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0706875]", "question": "[-0.6092814  -0.00430267] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0706875]", "reward": -0.0004996727240325072, "cum_reward": -0.015124143383951608}, {"observation": "Current Game State: \nThe car is positioned at -0.616, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070799]", "question": "[-0.6128425  -0.00356107] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070799]", "reward": -0.000501249742548282, "cum_reward": -0.015625393126499888}, {"observation": "Current Game State: \nThe car is positioned at -0.618, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0708902]", "question": "[-0.615636   -0.00279351] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0708902]", "reward": -0.0005025418785464808, "cum_reward": -0.01612793500504637}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0709603]", "question": "[-0.6176416  -0.00200563] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0709603]", "reward": -0.0005035361803095384, "cum_reward": -0.016631471185355906}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0710088]", "question": "[-0.6188448  -0.00120319] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0710088]", "reward": -0.0005042249884823491, "cum_reward": -0.017135696173838255}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0710355]", "question": "[-6.1923683e-01 -3.9201343e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0710355]", "reward": -0.0005046042876998058, "cum_reward": -0.017640300461538062}, {"observation": "Current Game State: \nThe car is positioned at -0.618, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.07104]", "question": "[-6.1881483e-01  4.2202452e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.07104]", "reward": -0.0005046686472510942, "cum_reward": -0.018144969108789155}, {"observation": "Current Game State: \nThe car is positioned at -0.616, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0710225]", "question": "[-0.6175818   0.00123303] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0710225]", "reward": -0.0005044197001780049, "cum_reward": -0.01864938880896716}, {"observation": "Current Game State: \nThe car is positioned at -0.613, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0709829]", "question": "[-0.61554664  0.00203514] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0709829]", "reward": -0.0005038576783590543, "cum_reward": -0.019153246487326213}, {"observation": "Current Game State: \nThe car is positioned at -0.609, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0709217]", "question": "[-0.6127241   0.00282251] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0709217]", "reward": -0.000502988178192254, "cum_reward": -0.01965623466551847}, {"observation": "Current Game State: \nThe car is positioned at -0.605, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0708407]", "question": "[-0.60913473  0.0035894 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0708407]", "reward": -0.0005018407094681265, "cum_reward": -0.020158075374986595}, {"observation": "Current Game State: \nThe car is positioned at -0.600, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0707463]", "question": "[-0.6048046   0.00433016] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0707463]", "reward": -0.0005005039332232286, "cum_reward": -0.020658579308209822}, {"observation": "Current Game State: \nThe car is positioned at -0.594, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070633]", "question": "[-0.59976524  0.00503932] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070633]", "reward": -0.0004989028286232156, "cum_reward": -0.021157482136833036}, {"observation": "Current Game State: \nThe car is positioned at -0.588, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705031]", "question": "[-0.5940537   0.00571156] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705031]", "reward": -0.000497068931692013, "cum_reward": -0.021654551068525048}, {"observation": "Current Game State: \nThe car is positioned at -0.581, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704011]", "question": "[-0.5877119  0.0063418] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704011]", "reward": -0.0004956311009451042, "cum_reward": -0.02215018216947015}, {"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702177]", "question": "[-0.5807866   0.00692529] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702177]", "reward": -0.0004930529411822704, "cum_reward": -0.022643235110652422}, {"observation": "Current Game State: \nThe car is positioned at -0.565, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699856]", "question": "[-0.57332915  0.00745742] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699856]", "reward": -0.000489798814447795, "cum_reward": -0.023133033925100216}, {"observation": "Current Game State: \nThe car is positioned at -0.557, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697234]", "question": "[-0.5653952   0.00793399] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697234]", "reward": -0.0004861348002179966, "cum_reward": -0.02361916872531821}, {"observation": "Current Game State: \nThe car is positioned at -0.548, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693916]", "question": "[-0.55704397  0.00835123] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693916]", "reward": -0.0004815195293886632, "cum_reward": -0.024100688254706876}, {"observation": "Current Game State: \nThe car is positioned at -0.539, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0690862]", "question": "[-0.54833823  0.00870574] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0690862]", "reward": -0.0004772902206710228, "cum_reward": -0.024577978475377897}, {"observation": "Current Game State: \nThe car is positioned at -0.530, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689324]", "question": "[-0.5393435   0.00899474] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689324]", "reward": -0.0004751677707432123, "cum_reward": -0.025053146246121108}, {"observation": "Current Game State: \nThe car is positioned at -0.521, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688094]", "question": "[-0.5301273   0.00921618] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688094]", "reward": -0.0004734732161537636, "cum_reward": -0.02552661946227487}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687342]", "question": "[-0.5207589   0.00936836] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687342]", "reward": -0.0004724385988993163, "cum_reward": -0.02599905806117419}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686572]", "question": "[-0.5113088   0.00945016] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686572]", "reward": -0.0004713805592530207, "cum_reward": -0.02647043862042721}, {"observation": "Current Game State: \nThe car is positioned at -0.492, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685791]", "question": "[-0.5018478   0.00946099] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685791]", "reward": -0.00047030899010138685, "cum_reward": -0.026940747610528594}, {"observation": "Current Game State: \nThe car is positioned at -0.483, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685005]", "question": "[-0.49244696  0.00940084] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685005]", "reward": -0.00046923210757086057, "cum_reward": -0.027409979718099456}, {"observation": "Current Game State: \nThe car is positioned at -0.474, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684221]", "question": "[-0.48317665  0.0092703 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684221]", "reward": -0.00046815809064924, "cum_reward": -0.027878137808748697}, {"observation": "Current Game State: \nThe car is positioned at -0.465, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683448]", "question": "[-0.47410613  0.00907051] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683448]", "reward": -0.0004671015988208183, "cum_reward": -0.028345239407569514}, {"observation": "Current Game State: \nThe car is positioned at -0.457, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682702]", "question": "[-0.46530294  0.00880319] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682702]", "reward": -0.0004660821088918965, "cum_reward": -0.02881132151646141}, {"observation": "Current Game State: \nThe car is positioned at -0.449, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681974]", "question": "[-0.45683235  0.0084706 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681974]", "reward": -0.00046508812170174, "cum_reward": -0.02927640963816315}, {"observation": "Current Game State: \nThe car is positioned at -0.441, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681415]", "question": "[-0.44875684  0.00807549] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681415]", "reward": -0.00046432586279934187, "cum_reward": -0.02974073550096249}, {"observation": "Current Game State: \nThe car is positioned at -0.434, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681279]", "question": "[-0.44113576  0.00762109] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681279]", "reward": -0.00046414067469982003, "cum_reward": -0.03020487617566231}, {"observation": "Current Game State: \nThe car is positioned at -0.427, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068073]", "question": "[-0.43402466  0.0071111 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068073]", "reward": -0.0004633937996970872, "cum_reward": -0.030668269975359395}, {"observation": "Current Game State: \nThe car is positioned at -0.422, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680304]", "question": "[-0.4274752   0.00654946] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680304]", "reward": -0.0004628129522643576, "cum_reward": -0.031131082927623753}, {"observation": "Current Game State: \nThe car is positioned at -0.416, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680922]", "question": "[-0.4215347   0.00594053] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680922]", "reward": -0.0004636551375384102, "cum_reward": -0.031594738065162165}, {"observation": "Current Game State: \nThe car is positioned at -0.412, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681589]", "question": "[-0.41624558  0.00528909] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681589]", "reward": -0.0004645630874676954, "cum_reward": -0.03205930115262986}, {"observation": "Current Game State: \nThe car is positioned at -0.408, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682162]", "question": "[-0.41164556  0.00460003] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682162]", "reward": -0.00046534505759296966, "cum_reward": -0.03252464621022283}, {"observation": "Current Game State: \nThe car is positioned at -0.405, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682583]", "question": "[-0.40776715  0.0038784 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682583]", "reward": -0.00046591935424658006, "cum_reward": -0.03299056556446941}, {"observation": "Current Game State: \nThe car is positioned at -0.402, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682757]", "question": "[-0.40463772  0.00312943] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682757]", "reward": -0.0004661569855727521, "cum_reward": -0.03345672255004216}, {"observation": "Current Game State: \nThe car is positioned at -0.401, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682869]", "question": "[-0.40227926  0.00235845] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682869]", "reward": -0.0004663100131438114, "cum_reward": -0.03392303256318597}, {"observation": "Current Game State: \nThe car is positioned at -0.400, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068292]", "question": "[-0.40070832  0.00157094] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068292]", "reward": -0.0004663800234894211, "cum_reward": -0.03438941258667539}, {"observation": "Current Game State: \nThe car is positioned at -0.400, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682908]", "question": "[-0.39993587  0.00077244] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682908]", "reward": -0.0004663637415447397, "cum_reward": -0.03485577632822013}, {"observation": "Current Game State: \nThe car is positioned at -0.401, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682834]", "question": "[-3.9996734e-01 -3.1464897e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682834]", "reward": -0.0004662627998314406, "cum_reward": -0.03532203912805157}, {"observation": "Current Game State: \nThe car is positioned at -0.402, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.06827]", "question": "[-0.4008025  -0.00083516] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.06827]", "reward": -0.0004660788535204574, "cum_reward": -0.035788117981572026}, {"observation": "Current Game State: \nThe car is positioned at -0.405, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682503]", "question": "[-0.40243554 -0.00163304] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682503]", "reward": -0.00046581032453474336, "cum_reward": -0.03625392830610677}, {"observation": "Current Game State: \nThe car is positioned at -0.408, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682248]", "question": "[-0.40485504 -0.00241951] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682248]", "reward": -0.0004654621658360725, "cum_reward": -0.036719390471942844}, {"observation": "Current Game State: \nThe car is positioned at -0.412, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681936]", "question": "[-0.40804407 -0.00318903] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681936]", "reward": -0.000465036092693083, "cum_reward": -0.03718442656463593}, {"observation": "Current Game State: \nThe car is positioned at -0.417, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681567]", "question": "[-0.4119802  -0.00393615] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681567]", "reward": -0.00046453383731659414, "cum_reward": -0.03764896040195252}, {"observation": "Current Game State: \nThe car is positioned at -0.422, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681148]", "question": "[-0.41663572 -0.0046555 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681148]", "reward": -0.0004639620194438976, "cum_reward": -0.03811292242139642}, {"observation": "Current Game State: \nThe car is positioned at -0.428, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680456]", "question": "[-0.42197758 -0.00534185] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680456]", "reward": -0.0004630205877219851, "cum_reward": -0.0385759430091184}, {"observation": "Current Game State: \nThe car is positioned at -0.435, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0679977]", "question": "[-0.42796776 -0.00599019] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0679977]", "reward": -0.0004623686391425963, "cum_reward": -0.039038311648261}, {"observation": "Current Game State: \nThe car is positioned at -0.442, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680373]", "question": "[-0.4345634  -0.00659563] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680373]", "reward": -0.00046290703131148805, "cum_reward": -0.039501218679572486}, {"observation": "Current Game State: \nThe car is positioned at -0.449, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680807]", "question": "[-0.44171682 -0.00715342] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680807]", "reward": -0.0004634976767249555, "cum_reward": -0.03996471635629744}, {"observation": "Current Game State: \nThe car is positioned at -0.457, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068067]", "question": "[-0.44937608 -0.00765926] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068067]", "reward": -0.0004633110310251709, "cum_reward": -0.04042802738732261}, {"observation": "Current Game State: \nThe car is positioned at -0.466, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680529]", "question": "[-0.45748532 -0.00810924] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680529]", "reward": -0.0004631195553784551, "cum_reward": -0.040891146942701066}, {"observation": "Current Game State: \nThe car is positioned at -0.475, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680386]", "question": "[-0.4659851  -0.00849977] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680386]", "reward": -0.000462924874967996, "cum_reward": -0.041354071817669064}, {"observation": "Current Game State: \nThe car is positioned at -0.484, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681021]", "question": "[-0.47481275 -0.00882766] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681021]", "reward": -0.00046378989327990896, "cum_reward": -0.04181786171094897}, {"observation": "Current Game State: \nThe car is positioned at -0.493, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681717]", "question": "[-0.48390284 -0.0090901 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681717]", "reward": -0.00046473860771243384, "cum_reward": -0.042282600318661406}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682439]", "question": "[-0.4931877  -0.00928486] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682439]", "reward": -0.00046572245912699376, "cum_reward": -0.0427483227777884}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683197]", "question": "[-0.502598   -0.00941026] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683197]", "reward": -0.0004667578443914522, "cum_reward": -0.04321508062217985}, {"observation": "Current Game State: \nThe car is positioned at -0.522, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683972]", "question": "[-0.51206315 -0.00946518] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683972]", "reward": -0.0004678172090407884, "cum_reward": -0.04368289783122064}, {"observation": "Current Game State: \nThe car is positioned at -0.531, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684755]", "question": "[-0.5215122  -0.00944909] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684755]", "reward": -0.0004688892025171754, "cum_reward": -0.044151787033737816}, {"observation": "Current Game State: \nThe car is positioned at -0.540, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068554]", "question": "[-0.53087425 -0.00936202] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068554]", "reward": -0.00046996569171966487, "cum_reward": -0.04462175272545748}, {"observation": "Current Game State: \nThe car is positioned at -0.549, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686324]", "question": "[-0.5400789  -0.00920463] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686324]", "reward": -0.00047104014257115523, "cum_reward": -0.045092792868028635}, {"observation": "Current Game State: \nThe car is positioned at -0.558, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688624]", "question": "[-0.549057   -0.00897813] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688624]", "reward": -0.00047420353951110883, "cum_reward": -0.045566996407539744}, {"observation": "Current Game State: \nThe car is positioned at -0.566, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692062]", "question": "[-0.5577411  -0.00868409] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692062]", "reward": -0.00047895033494569364, "cum_reward": -0.04604594674248544}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0694915]", "question": "[-0.5660658  -0.00832466] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0694915]", "reward": -0.0004829069353732507, "cum_reward": -0.04652885367785869}, {"observation": "Current Game State: \nThe car is positioned at -0.581, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697037]", "question": "[-0.5739686  -0.00790278] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697037]", "reward": -0.00048586055369383987, "cum_reward": -0.047014714231552526}, {"observation": "Current Game State: \nThe car is positioned at -0.588, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698938]", "question": "[-0.5813905  -0.00742189] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698938]", "reward": -0.0004885148447101529, "cum_reward": -0.04750322907626268}, {"observation": "Current Game State: \nThe car is positioned at -0.595, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0700812]", "question": "[-0.58827627 -0.00688578] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0700812]", "reward": -0.0004911379355917233, "cum_reward": -0.0479943670118544}, {"observation": "Current Game State: \nThe car is positioned at -0.600, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702547]", "question": "[-0.59457487 -0.00629861] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702547]", "reward": -0.0004935720552921907, "cum_reward": -0.048487939067146595}, {"observation": "Current Game State: \nThe car is positioned at -0.605, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704147]", "question": "[-0.6002398  -0.00566492] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704147]", "reward": -0.0004958224675434053, "cum_reward": -0.04898376153469}, {"observation": "Current Game State: \nThe car is positioned at -0.610, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705638]", "question": "[-0.6052294  -0.00498954] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705638]", "reward": -0.0004979248908284717, "cum_reward": -0.04948168642551847}, {"observation": "Current Game State: \nThe car is positioned at -0.613, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0706942]", "question": "[-0.60950696 -0.00427757] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0706942]", "reward": -0.0004997671065268605, "cum_reward": -0.049981453532045333}, {"observation": "Current Game State: \nThe car is positioned at -0.616, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070805]", "question": "[-0.6130413  -0.00353433] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070805]", "reward": -0.000501334145077692, "cum_reward": -0.050482787677123026}, {"observation": "Current Game State: \nThe car is positioned at -0.618, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0708953]", "question": "[-0.6158066  -0.00276532] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0708953]", "reward": -0.0005026145577872399, "cum_reward": -0.050985402234910264}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0709647]", "question": "[-0.6177828 -0.0019762] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0709647]", "reward": -0.0005035987797796793, "cum_reward": -0.05148900101468994}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0710124]", "question": "[-0.6189555  -0.00117274] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0710124]", "reward": -0.0005042757792139696, "cum_reward": -0.05199327679390391}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0710382]", "question": "[-6.1931628e-01 -3.6076017e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0710382]", "reward": -0.0005046432416747848, "cum_reward": -0.052497920035578696}, {"observation": "Current Game State: \nThe car is positioned at -0.618, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.071042]", "question": "[-6.1886245e-01  4.5385340e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.071042]", "reward": -0.0005046957472373492, "cum_reward": -0.053002615782816044}, {"observation": "Current Game State: \nThe car is positioned at -0.616, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0710236]", "question": "[-0.6175972   0.00126521] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0710236]", "reward": -0.0005044349400705528, "cum_reward": -0.0535070507228866}, {"observation": "Current Game State: \nThe car is positioned at -0.613, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070983]", "question": "[-0.6155298   0.00206742] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070983]", "reward": -0.000503859370725479, "cum_reward": -0.05401091009361208}, {"observation": "Current Game State: \nThe car is positioned at -0.609, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070921]", "question": "[-0.61267513  0.00285467] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070921]", "reward": -0.0005029780328186462, "cum_reward": -0.05451388812643072}, {"observation": "Current Game State: \nThe car is positioned at -0.605, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0708394]", "question": "[-0.6090539   0.00362121] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0708394]", "reward": -0.0005018221309228465, "cum_reward": -0.05501571025735357}, {"observation": "Current Game State: \nThe car is positioned at -0.600, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0707442]", "question": "[-0.6046925   0.00436138] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0707442]", "reward": -0.0005004735726643617, "cum_reward": -0.05551618383001793}, {"observation": "Current Game State: \nThe car is positioned at -0.594, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0706301]", "question": "[-0.5996228   0.00506972] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0706301]", "reward": -0.0004988607289305947, "cum_reward": -0.056015044558948526}, {"observation": "Current Game State: \nThe car is positioned at -0.588, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0705007]", "question": "[-0.59388185  0.00574091] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0705007]", "reward": -0.0004970353137551342, "cum_reward": -0.05651207987270366}, {"observation": "Current Game State: \nThe car is positioned at -0.581, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703981]", "question": "[-0.58751196  0.00636989] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703981]", "reward": -0.0004955891395240997, "cum_reward": -0.05700766901222776}, {"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702116]", "question": "[-0.58056    0.0069519] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702116]", "reward": -0.0004929675647019849, "cum_reward": -0.05750063657692974}, {"observation": "Current Game State: \nThe car is positioned at -0.565, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699775]", "question": "[-0.5730777   0.00748235] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699775]", "reward": -0.0004896853570755866, "cum_reward": -0.05799032193400533}, {"observation": "Current Game State: \nThe car is positioned at -0.557, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697143]", "question": "[-0.56512064  0.00795705] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697143]", "reward": -0.00048600847099464776, "cum_reward": -0.05847633040499998}, {"observation": "Current Game State: \nThe car is positioned at -0.548, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693797]", "question": "[-0.5567484   0.00837223] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693797]", "reward": -0.0004813541011131406, "cum_reward": -0.05895768450611312}, {"observation": "Current Game State: \nThe car is positioned at -0.539, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0690811]", "question": "[-0.5480239   0.00872451] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0690811]", "reward": -0.0004772193961400717, "cum_reward": -0.05943490390225319}, {"observation": "Current Game State: \nThe car is positioned at -0.530, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689268]", "question": "[-0.53901273  0.00901116] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689268]", "reward": -0.00047509053047178895, "cum_reward": -0.05990999443272498}, {"observation": "Current Game State: \nThe car is positioned at -0.520, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688068]", "question": "[-0.5297826   0.00923011] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688068]", "reward": -0.00047343712488014946, "cum_reward": -0.06038343155760513}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687313]", "question": "[-0.5204029  0.0093797] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687313]", "reward": -0.000472399269710877, "cum_reward": -0.06085583082731601}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686543]", "question": "[-0.51094407  0.00945883] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686543]", "reward": -0.00047134127412959973, "cum_reward": -0.06132717210144561}, {"observation": "Current Game State: \nThe car is positioned at -0.492, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685761]", "question": "[-0.5014771   0.00946692] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685761]", "reward": -0.00047026811467389964, "cum_reward": -0.061797440216119506}, {"observation": "Current Game State: \nThe car is positioned at -0.483, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684975]", "question": "[-0.49207312  0.009404  ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684975]", "reward": -0.00046919127896813965, "cum_reward": -0.06226663149508765}, {"observation": "Current Game State: \nThe car is positioned at -0.474, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068419]", "question": "[-0.48280248  0.00927065] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068419]", "reward": -0.0004681156775632189, "cum_reward": -0.06273474717265087}, {"observation": "Current Game State: \nThe car is positioned at -0.465, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683419]", "question": "[-0.4737344   0.00906807] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683419]", "reward": -0.00046706086301497864, "cum_reward": -0.06320180803566586}, {"observation": "Current Game State: \nThe car is positioned at -0.456, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682672]", "question": "[-0.4649364   0.00879799] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682672]", "reward": -0.00046604141756603215, "cum_reward": -0.0636678494532319}, {"observation": "Current Game State: \nThe car is positioned at -0.448, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681944]", "question": "[-0.4564737  0.0084627] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681944]", "reward": -0.0004650474737900368, "cum_reward": -0.06413289692702193}, {"observation": "Current Game State: \nThe car is positioned at -0.441, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681419]", "question": "[-0.44840875  0.00806494] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681419]", "reward": -0.0004643323612981476, "cum_reward": -0.06459722928832007}, {"observation": "Current Game State: \nThe car is positioned at -0.434, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681251]", "question": "[-0.44080076  0.007608  ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681251]", "reward": -0.0004641033166663533, "cum_reward": -0.06506133260498642}, {"observation": "Current Game State: \nThe car is positioned at -0.427, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680709]", "question": "[-0.43370518  0.00709557] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680709]", "reward": -0.00046336458638052136, "cum_reward": -0.06552469719136694}, {"observation": "Current Game State: \nThe car is positioned at -0.421, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680285]", "question": "[-0.42717355  0.00653162] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680285]", "reward": -0.0004627870011063351, "cum_reward": -0.06598748419247327}, {"observation": "Current Game State: \nThe car is positioned at -0.416, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680959]", "question": "[-0.42125303  0.00592051] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680959]", "reward": -0.0004637054657052886, "cum_reward": -0.06645118965817856}, {"observation": "Current Game State: \nThe car is positioned at -0.411, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681621]", "question": "[-0.41598594  0.00526707] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681621]", "reward": -0.00046460696442096605, "cum_reward": -0.06691579662259953}, {"observation": "Current Game State: \nThe car is positioned at -0.408, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682192]", "question": "[-0.41140977  0.00457616] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682192]", "reward": -0.00046538571850760494, "cum_reward": -0.06738118234110713}, {"observation": "Current Game State: \nThe car is positioned at -0.404, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682597]", "question": "[-0.4075569   0.00385287] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682597]", "reward": -0.0004659388833033518, "cum_reward": -0.06784712122441047}, {"observation": "Current Game State: \nThe car is positioned at -0.402, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682768]", "question": "[-0.40445447  0.00310242] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682768]", "reward": -0.0004661716360615742, "cum_reward": -0.06831329286047205}, {"observation": "Current Game State: \nThe car is positioned at -0.401, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682878]", "question": "[-0.40212432  0.00233016] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682878]", "reward": -0.000466323037926486, "cum_reward": -0.06877961589839854}, {"observation": "Current Game State: \nThe car is positioned at -0.400, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682926]", "question": "[-0.40058276  0.00154156] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682926]", "reward": -0.0004663881645683432, "cum_reward": -0.06924600406296688}, {"observation": "Current Game State: \nThe car is positioned at -0.400, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682913]", "question": "[-0.3998406   0.00074218] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682913]", "reward": -0.00046637025428850624, "cum_reward": -0.06971237431725538}, {"observation": "Current Game State: \nThe car is positioned at -0.401, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682837]", "question": "[-3.9990297e-01 -6.2389779e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682837]", "reward": -0.0004662660558452103, "cum_reward": -0.07017864037310059}, {"observation": "Current Game State: \nThe car is positioned at -0.402, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.06827]", "question": "[-0.4007695  -0.00086654] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.06827]", "reward": -0.0004660788535204574, "cum_reward": -0.07064471922662105}, {"observation": "Current Game State: \nThe car is positioned at -0.405, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682501]", "question": "[-0.40243414 -0.00166464] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682501]", "reward": -0.0004658070701125894, "cum_reward": -0.07111052629673364}, {"observation": "Current Game State: \nThe car is positioned at -0.408, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682243]", "question": "[-0.40488526 -0.00245112] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682243]", "reward": -0.00046545565943603153, "cum_reward": -0.07157598195616968}, {"observation": "Current Game State: \nThe car is positioned at -0.412, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681928]", "question": "[-0.4081057  -0.00322044] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681928]", "reward": -0.0004650263375779673, "cum_reward": -0.07204100829374765}, {"observation": "Current Game State: \nThe car is positioned at -0.417, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681558]", "question": "[-0.4120728  -0.00396712] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681558]", "reward": -0.00046452083754502385, "cum_reward": -0.07250552913129268}, {"observation": "Current Game State: \nThe car is positioned at -0.422, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681134]", "question": "[-0.41675863 -0.00468581] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681134]", "reward": -0.00046394415580977013, "cum_reward": -0.07296947328710246}, {"observation": "Current Game State: \nThe car is positioned at -0.428, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680435]", "question": "[-0.42212993 -0.00537129] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680435]", "reward": -0.00046299138617200697, "cum_reward": -0.07343246467327447}, {"observation": "Current Game State: \nThe car is positioned at -0.435, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0679988]", "question": "[-0.42814848 -0.00601855] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0679988]", "reward": -0.00046238322997993464, "cum_reward": -0.0738948479032544}, {"observation": "Current Game State: \nThe car is positioned at -0.442, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680386]", "question": "[-0.43477115 -0.00662268] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680386]", "reward": -0.000462924874967996, "cum_reward": -0.07435777277822239}, {"observation": "Current Game State: \nThe car is positioned at -0.450, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068082]", "question": "[-0.4419501  -0.00717897] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068082]", "reward": -0.00046351553176151585, "cum_reward": -0.07482128830998391}, {"observation": "Current Game State: \nThe car is positioned at -0.458, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680664]", "question": "[-0.4496332  -0.00768311] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680664]", "reward": -0.0004633029168473968, "cum_reward": -0.07528459122683132}, {"observation": "Current Game State: \nThe car is positioned at -0.466, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680524]", "question": "[-0.45776442 -0.00813121] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680524]", "reward": -0.0004631130653720561, "cum_reward": -0.07574770429220337}, {"observation": "Current Game State: \nThe car is positioned at -0.475, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068038]", "question": "[-0.4662841  -0.00851969] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068038]", "reward": -0.00046291676417240527, "cum_reward": -0.07621062105637577}, {"observation": "Current Game State: \nThe car is positioned at -0.484, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681045]", "question": "[-0.4751295  -0.00884537] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681045]", "reward": -0.0004638223674703568, "cum_reward": -0.07667444342384613}, {"observation": "Current Game State: \nThe car is positioned at -0.494, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681742]", "question": "[-0.48423493 -0.00910546] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681742]", "reward": -0.0004647727404986313, "cum_reward": -0.07713921616434477}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682464]", "question": "[-0.49353266 -0.00929774] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682464]", "reward": -0.00046575662802297304, "cum_reward": -0.07760497279236775}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683224]", "question": "[-0.50295323 -0.00942056] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683224]", "reward": -0.0004667953091086474, "cum_reward": -0.0780717681014764}, {"observation": "Current Game State: \nThe car is positioned at -0.522, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684]", "question": "[-0.5124261  -0.00947282] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684]", "reward": -0.00046785634703070403, "cum_reward": -0.0785396244485071}, {"observation": "Current Game State: \nThe car is positioned at -0.531, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684785]", "question": "[-0.5218801 -0.009454 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684785]", "reward": -0.0004689300179748557, "cum_reward": -0.07900855446648195}, {"observation": "Current Game State: \nThe car is positioned at -0.540, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685571]", "question": "[-0.5312443  -0.00936417] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685571]", "reward": -0.00047000818853035756, "cum_reward": -0.0794785626550123}, {"observation": "Current Game State: \nThe car is positioned at -0.549, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686355]", "question": "[-0.54044825 -0.009204  ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686355]", "reward": -0.000471082687931812, "cum_reward": -0.0799496453429441}, {"observation": "Current Game State: \nThe car is positioned at -0.558, with a velocity of 0.009 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688775]", "question": "[-0.549423   -0.00897473] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688775]", "reward": -0.00047441042993909835, "cum_reward": -0.0804240557728832}, {"observation": "Current Game State: \nThe car is positioned at -0.566, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692192]", "question": "[-0.5581009  -0.00867793] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692192]", "reward": -0.0004791302024059974, "cum_reward": -0.0809031859752892}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.008 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069502]", "question": "[-0.5664167  -0.00831579] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069502]", "reward": -0.0004830527453592026, "cum_reward": -0.0813862387206484}, {"observation": "Current Game State: \nThe car is positioned at -0.582, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697105]", "question": "[-0.574308   -0.00789129] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697105]", "reward": -0.0004859552846539828, "cum_reward": -0.08187219400530238}, {"observation": "Current Game State: \nThe car is positioned at -0.589, with a velocity of 0.007 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699024]", "question": "[-0.5817158  -0.00740787] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699024]", "reward": -0.0004886348328000167, "cum_reward": -0.08236082883810239}, {"observation": "Current Game State: \nThe car is positioned at -0.595, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0700895]", "question": "[-0.58858514 -0.00686934] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0700895]", "reward": -0.0004912532321682761, "cum_reward": -0.08285208207027067}, {"observation": "Current Game State: \nThe car is positioned at -0.601, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702626]", "question": "[-0.594865   -0.00627989] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702626]", "reward": -0.0004936826116264115, "cum_reward": -0.08334576468189708}, {"observation": "Current Game State: \nThe car is positioned at -0.605, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704224]", "question": "[-0.6005091  -0.00564406] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704224]", "reward": -0.0004959315966118538, "cum_reward": -0.08384169627850893}, {"observation": "Current Game State: \nThe car is positioned at -0.610, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070571]", "question": "[-0.60547584 -0.00496671] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070571]", "reward": -0.0004980258382602188, "cum_reward": -0.08433972211676916}, {"observation": "Current Game State: \nThe car is positioned at -0.613, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0707006]", "question": "[-0.60972875 -0.00425293] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0707006]", "reward": -0.0004998581266590918, "cum_reward": -0.08483958024342825}, {"observation": "Current Game State: \nThe car is positioned at -0.616, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0708108]", "question": "[-0.61323684 -0.00350807] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0708108]", "reward": -0.0005014168664501994, "cum_reward": -0.08534099710987844}, {"observation": "Current Game State: \nThe car is positioned at -0.618, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0709004]", "question": "[-0.6159745  -0.00273764] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0709004]", "reward": -0.0005026872422831729, "cum_reward": -0.08584368435216161}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070969]", "question": "[-0.61792177 -0.0019473 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070969]", "reward": -0.0005036596911068614, "cum_reward": -0.08634734404326846}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.071016]", "question": "[-0.6190646  -0.00114283] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.071016]", "reward": -0.000504326572503544, "cum_reward": -0.08685167061577201}, {"observation": "Current Game State: \nThe car is positioned at -0.619, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.071041]", "question": "[-6.193947e-01 -3.300618e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.071041]", "reward": -0.0005046821971532722, "cum_reward": -0.08735635281292528}, {"observation": "Current Game State: \nThe car is positioned at -0.618, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0710438]", "question": "[-6.1890960e-01  4.8512008e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0710438]", "reward": -0.0005047228479512, "cum_reward": -0.08786107566087648}, {"observation": "Current Game State: \nThe car is positioned at -0.616, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0710245]", "question": "[-0.6176128   0.00129682] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0710245]", "reward": -0.0005044484868349741, "cum_reward": -0.08836552414771146}, {"observation": "Current Game State: \nThe car is positioned at -0.613, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0709833]", "question": "[-0.6155136   0.00209915] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0709833]", "reward": -0.0005038627554668551, "cum_reward": -0.0888693869031783}, {"observation": "Current Game State: \nThe car is positioned at -0.609, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0709202]", "question": "[-0.6126273   0.00288628] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0709202]", "reward": -0.0005029678875473565, "cum_reward": -0.08937235479072567}, {"observation": "Current Game State: \nThe car is positioned at -0.605, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0708381]", "question": "[-0.6089749   0.00365246] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0708381]", "reward": -0.0005018035527214693, "cum_reward": -0.08987415834344714}, {"observation": "Current Game State: \nThe car is positioned at -0.599, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.070742]", "question": "[-0.6045828   0.00439206] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.070742]", "reward": -0.0005004432130263581, "cum_reward": -0.0903746015564735}, {"observation": "Current Game State: \nThe car is positioned at -0.594, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0706272]", "question": "[-0.5994832  0.0050996] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0706272]", "reward": -0.000498820314896875, "cum_reward": -0.09087342187137037}, {"observation": "Current Game State: \nThe car is positioned at -0.587, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0704985]", "question": "[-0.5937134   0.00576977] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0704985]", "reward": -0.0004970033777681237, "cum_reward": -0.09137042524913849}, {"observation": "Current Game State: \nThe car is positioned at -0.580, with a velocity of 0.007 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0703952]", "question": "[-0.5873159   0.00639751] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0703952]", "reward": -0.0004955488582311318, "cum_reward": -0.09186597410736963}, {"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0702057]", "question": "[-0.5803378   0.00697808] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0702057]", "reward": -0.0004928838694468141, "cum_reward": -0.09235885797681645}, {"observation": "Current Game State: \nThe car is positioned at -0.565, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0699694]", "question": "[-0.572831    0.00750688] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0699694]", "reward": -0.0004895719128455766, "cum_reward": -0.09284842988966202}, {"observation": "Current Game State: \nThe car is positioned at -0.556, with a velocity of 0.008 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697055]", "question": "[-0.5648512   0.00797973] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697055]", "reward": -0.0004858854819985936, "cum_reward": -0.09333431537166062}, {"observation": "Current Game State: \nThe car is positioned at -0.548, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693681]", "question": "[-0.55645835  0.00839289] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693681]", "reward": -0.000481193662841406, "cum_reward": -0.09381550903450203}, {"observation": "Current Game State: \nThe car is positioned at -0.539, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069076]", "question": "[-0.54771537  0.00874299] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069076]", "reward": -0.0004771485768642947, "cum_reward": -0.09429265761136632}, {"observation": "Current Game State: \nThe car is positioned at -0.529, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689214]", "question": "[-0.53868806  0.00902732] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689214]", "reward": -0.00047501658290372006, "cum_reward": -0.09476767419427004}, {"observation": "Current Game State: \nThe car is positioned at -0.520, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688041]", "question": "[-0.5294442   0.00924384] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688041]", "reward": -0.00047340103498214606, "cum_reward": -0.09524107522925218}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.009 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687286]", "question": "[-0.5200533   0.00939088] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687286]", "reward": -0.00047236158077481607, "cum_reward": -0.095713436810027}], [{"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685734]", "question": "[-0.51726997  0.        ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685734]", "reward": -0.00047023051084948975, "cum_reward": -0.00047023051084948975}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685737]", "question": "[-5.1721454e-01  5.5396755e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685737]", "reward": -0.0004702354156108868, "cum_reward": -0.0009404659264603765}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685736]", "question": "[-5.1710415e-01  1.1037846e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685736]", "reward": -0.00047023378068757895, "cum_reward": -0.0014106997071479555}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068573]", "question": "[-5.1693964e-01  1.6453223e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068573]", "reward": -0.0004702256061136723, "cum_reward": -0.0018809253132616279}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685719]", "question": "[-5.1672220e-01  2.1745154e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685719]", "reward": -0.00047021089205969704, "cum_reward": -0.002351136205321325}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685705]", "question": "[-5.1645344e-01  2.6873878e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685705]", "reward": -0.00047019127367917693, "cum_reward": -0.002821327479000502}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685685]", "question": "[-5.1613545e-01  3.1800865e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685685]", "reward": -0.00047016348167403524, "cum_reward": -0.003291490960674537}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685662]", "question": "[-5.1577055e-01  3.6489111e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685662]", "reward": -0.00047013242099325225, "cum_reward": -0.0037616233816677894}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685633]", "question": "[-5.1536155e-01  4.0903414e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685633]", "reward": -0.0004700931879156656, "cum_reward": -0.004231716569583455}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685602]", "question": "[-5.1491141e-01  4.5010622e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685602]", "reward": -0.00047005068726235777, "cum_reward": -0.004701767256845813}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685568]", "question": "[-5.1442361e-01  4.8779874e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685568]", "reward": -0.0004700032849541458, "cum_reward": -0.005171770541799958}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068553]", "question": "[-0.51390177  0.00052183] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068553]", "reward": -0.00046995098173283626, "cum_reward": -0.005641721523532794}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685488]", "question": "[-0.51334983  0.00055194] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685488]", "reward": -0.00046989377841697436, "cum_reward": -0.006111615301949768}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685444]", "question": "[-0.5127719   0.00057791] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685444]", "reward": -0.00046983331012597775, "cum_reward": -0.006581448612075746}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685397]", "question": "[-0.51217234  0.00059954] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685397]", "reward": -0.0004697695774908084, "cum_reward": -0.007051218189566555}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685349]", "question": "[-0.5115557   0.00061667] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685349]", "reward": -0.0004697025811765343, "cum_reward": -0.0075209207707430895}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685298]", "question": "[-0.5109265   0.00062917] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685298]", "reward": -0.00046963395575971845, "cum_reward": -0.007990554726502808}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685247]", "question": "[-0.51028955  0.00063694] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685247]", "reward": -0.0004695637015984744, "cum_reward": -0.008460118428101283}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685195]", "question": "[-0.50964963  0.00063994] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685195]", "reward": -0.00046949181905944217, "cum_reward": -0.008929610247160725}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685141]", "question": "[-0.5090115   0.00063813] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685141]", "reward": -0.00046941830851778834, "cum_reward": -0.009399028555678514}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685089]", "question": "[-0.50838     0.00063153] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685089]", "reward": -0.00046934643710869753, "cum_reward": -0.009868374992787211}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685035]", "question": "[-0.5077598   0.00062019] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685035]", "reward": -0.00046927293794993833, "cum_reward": -0.010337647930737149}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684984]", "question": "[-0.5071556  0.0006042] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684984]", "reward": -0.00046920271079784473, "cum_reward": -0.010806850641534993}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684932]", "question": "[-0.50657195  0.00058367] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684932]", "reward": -0.0004691324889009252, "cum_reward": -0.011275983130435919}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684882]", "question": "[-0.50601315  0.00055877] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684882]", "reward": -0.00046906390514465105, "cum_reward": -0.01174504703558057}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684835]", "question": "[-0.5054835   0.00052967] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684835]", "reward": -0.00046899859194269314, "cum_reward": -0.012214045627523262}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684788]", "question": "[-5.0498694e-01  4.9659464e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684788]", "reward": -0.0004689349159491485, "cum_reward": -0.012682980543472411}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684745]", "question": "[-5.0452715e-01  4.5979663e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684745]", "reward": -0.00046887614194588426, "cum_reward": -0.013151856685418295}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684705]", "question": "[-5.0410759e-01  4.1954927e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684705]", "reward": -0.000468820636547207, "cum_reward": -0.013620677321965502}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684668]", "question": "[-5.037314e-01  3.761544e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684668]", "reward": -0.00046877003154719435, "cum_reward": -0.014089447353512696}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684634]", "question": "[-5.034015e-01  3.299377e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684634]", "reward": -0.00046872432615288064, "cum_reward": -0.014558171679665577}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684605]", "question": "[-5.0312024e-01  2.8124612e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684605]", "reward": -0.0004686835196480388, "cum_reward": -0.015026855199313616}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684578]", "question": "[-5.0288981e-01  2.3044442e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684578]", "reward": -0.0004686476113931804, "cum_reward": -0.015495502810706796}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684556]", "question": "[-5.0271189e-01  1.7791385e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684556]", "reward": -0.0004686166008255555, "cum_reward": -0.015964119411532352}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684538]", "question": "[-5.0258785e-01  1.2404809e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684538]", "reward": -0.0004685921195232368, "cum_reward": -0.016432711531055588}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684525]", "question": "[-5.025186e-01  6.925120e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684525]", "reward": -0.00046857416697463353, "cum_reward": -0.016901285698030222}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684515]", "question": "[-5.0250465e-01  1.3933916e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684515]", "reward": -0.0004685611107916543, "cum_reward": -0.017369846808821875}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684512]", "question": "[-5.0254613e-01 -4.1489191e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684512]", "reward": -0.0004685562147699329, "cum_reward": -0.01783840302359181}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684512]", "question": "[-5.0264275e-01 -9.6602322e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684512]", "reward": -0.0004685562147699329, "cum_reward": -0.01830695923836174}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684516]", "question": "[-5.0279373e-01 -1.5099224e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684516]", "reward": -0.00046856274280457913, "cum_reward": -0.01877552198116632}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684526]", "question": "[-5.0299799e-01 -2.0425134e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684526]", "reward": -0.0004685757990102957, "cum_reward": -0.019244097780176616}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684539]", "question": "[-5.0325400e-01 -2.5597998e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684539]", "reward": -0.00046859375159016283, "cum_reward": -0.019712691531766777}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684558]", "question": "[-5.0355977e-01 -3.0579025e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684558]", "reward": -0.0004686198650475149, "cum_reward": -0.020181311396814294}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684581]", "question": "[-5.0391310e-01 -3.5330857e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684581]", "reward": -0.00046865087572314226, "cum_reward": -0.020649962272537434}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684607]", "question": "[-5.0431126e-01 -3.9817818e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684607]", "reward": -0.0004686867841030562, "cum_reward": -0.02111864905664049}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684638]", "question": "[-5.0475132e-01 -4.4006275e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684638]", "reward": -0.00046872922305283285, "cum_reward": -0.021587378279693325}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684671]", "question": "[-5.0522995e-01 -4.7864762e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684671]", "reward": -0.0004687749286858889, "cum_reward": -0.022056153208379215}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068471]", "question": "[-0.5057436  -0.00051364] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068471]", "reward": -0.00046882716642357994, "cum_reward": -0.022524980374802796}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068475]", "question": "[-0.5062884  -0.00054479] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068475]", "reward": -0.00046888267220879243, "cum_reward": -0.02299386304701159}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684793]", "question": "[-0.50686026 -0.00057184] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684793]", "reward": -0.00046894144662132934, "cum_reward": -0.02346280449363292}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068484]", "question": "[-0.5074549  -0.00059461] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068484]", "reward": -0.0004690051230582526, "cum_reward": -0.023931809616691172}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684887]", "question": "[-0.5080678  -0.00061292] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684887]", "reward": -0.00046907043671495785, "cum_reward": -0.02440088005340613}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684937]", "question": "[-0.5086944  -0.00062662] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684937]", "reward": -0.00046913902094871676, "cum_reward": -0.024870019074354845}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684988]", "question": "[-0.50933003 -0.00063563] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684988]", "reward": -0.00046920924333448966, "cum_reward": -0.025339228317689335}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685041]", "question": "[-0.5099699  -0.00063986] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685041]", "reward": -0.0004692811042389167, "cum_reward": -0.025808509421928253}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685093]", "question": "[-0.5106092 -0.0006393] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685093]", "reward": -0.00046935297064578665, "cum_reward": -0.02627786239257404}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685147]", "question": "[-0.51124316 -0.00063393] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685147]", "reward": -0.0004694264760715328, "cum_reward": -0.02674728886864557}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.06852]", "question": "[-0.511867  -0.0006238] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.06852]", "reward": -0.00046949835360834415, "cum_reward": -0.027216787222253912}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685252]", "question": "[-0.51247597 -0.00060899] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685252]", "reward": -0.0004695702366475985, "cum_reward": -0.027686357458901512}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685303]", "question": "[-0.5130656  -0.00058961] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685303]", "reward": -0.00046964049129769595, "cum_reward": -0.02815599795019921}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685353]", "question": "[-0.5136314 -0.0005658] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685353]", "reward": -0.0004697091171919965, "cum_reward": -0.028625707067391207}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685402]", "question": "[-0.51416916 -0.00053774] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685402]", "reward": -0.00046977611397238663, "cum_reward": -0.029095483181363593}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685449]", "question": "[-5.146748e-01 -5.056443e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685449]", "reward": -0.00046983984705093466, "cum_reward": -0.02956532302841453}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685493]", "question": "[-5.1514453e-01 -4.6974895e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685493]", "reward": -0.00046990031576257254, "cum_reward": -0.0300352233441771}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685533]", "question": "[-5.155749e-01 -4.303251e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685533]", "reward": -0.0004699558850361996, "cum_reward": -0.030505179229213298}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685571]", "question": "[-5.1596254e-01 -3.8766858e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685571]", "reward": -0.00047000818853035756, "cum_reward": -0.030975187417743657}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685606]", "question": "[-5.163046e-01 -3.420996e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685606]", "reward": -0.0004700555910858384, "cum_reward": -0.0314452430088295}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685637]", "question": "[-5.1659858e-01 -2.9396056e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685637]", "reward": -0.00047009809196083555, "cum_reward": -0.031915341100790334}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685664]", "question": "[-5.1684219e-01 -2.4361261e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685664]", "reward": -0.00047013569049028094, "cum_reward": -0.032385476791280614}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685687]", "question": "[-5.1703364e-01 -1.9143389e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685687]", "reward": -0.0004701667512790664, "cum_reward": -0.03285564354255968}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685706]", "question": "[-5.1717144e-01 -1.3781620e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685706]", "reward": -0.0004701929085285883, "cum_reward": -0.03332583645108827}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685722]", "question": "[-5.172546e-01 -8.316229e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685722]", "reward": -0.0004702141618295741, "cum_reward": -0.03379605061291784}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685731]", "question": "[-5.1728249e-01 -2.7882556e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685731]", "reward": -0.00047022724102276927, "cum_reward": -0.03426627785394061}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685737]", "question": "[-5.1725489e-01  2.7607783e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685737]", "reward": -0.0004702354156108868, "cum_reward": -0.034736513269551496}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685737]", "question": "[-5.1717198e-01  8.2892075e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685737]", "reward": -0.0004702354156108868, "cum_reward": -0.03520674868516238}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685734]", "question": "[-5.1703441e-01  1.3755466e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685734]", "reward": -0.00047023051084948975, "cum_reward": -0.03567697919601187}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685725]", "question": "[-5.1684320e-01  1.9118514e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685725]", "reward": -0.000470219066505706, "cum_reward": -0.036147198262517576}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685713]", "question": "[-5.1659983e-01  2.4338058e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685713]", "reward": -0.00047020271768474233, "cum_reward": -0.036617400980202316}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685695]", "question": "[-5.1630610e-01  2.9374936e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685695]", "reward": -0.00047017819498620386, "cum_reward": -0.03708757917518852}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685674]", "question": "[-5.159642e-01  3.419130e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685674]", "reward": -0.00047014876859208243, "cum_reward": -0.0375577279437806}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685649]", "question": "[-5.1557672e-01  3.8750985e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685649]", "reward": -0.00047011443896280983, "cum_reward": -0.03802784238274341}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685619]", "question": "[-5.1514649e-01  4.3019757e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685619]", "reward": -0.0004700735719907812, "cum_reward": -0.038497915954734195}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685586]", "question": "[-5.1467681e-01  4.6965512e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685586]", "reward": -0.00047002780309099993, "cum_reward": -0.038967943757825196}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685549]", "question": "[-5.1417124e-01  5.0558621e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685549]", "reward": -0.0004699771329796931, "cum_reward": -0.03943792089080489}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068551]", "question": "[-0.51363355  0.00053772] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068551]", "reward": -0.00046992319683027974, "cum_reward": -0.03990784408763517}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685467]", "question": "[-0.5130677   0.00056582] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685467]", "reward": -0.00046986436092453235, "cum_reward": -0.0403777084485597}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685421]", "question": "[-0.51247805  0.00058967] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685421]", "reward": -0.0004698022603534469, "cum_reward": -0.04084751070891315}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685374]", "question": "[-0.51186895  0.00060909] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685374]", "reward": -0.0004697368957650383, "cum_reward": -0.041317247604678184}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685323]", "question": "[-0.511245    0.00062394] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685323]", "reward": -0.0004696682678414277, "cum_reward": -0.04178691587251961}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685273]", "question": "[-0.5106109   0.00063411] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685273]", "reward": -0.00046959964493140663, "cum_reward": -0.04225651551745102}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685221]", "question": "[-0.5099714   0.00063952] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685221]", "reward": -0.0004695277596411529, "cum_reward": -0.042726043277092174}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685169]", "question": "[-0.5093313   0.00064012] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685169]", "reward": -0.00046945587985334217, "cum_reward": -0.04319549915694552}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685115]", "question": "[-0.50869536  0.00063592] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685115]", "reward": -0.0004693823721254376, "cum_reward": -0.043664881529070956}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685062]", "question": "[-0.5080684   0.00062695] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685062]", "reward": -0.0004693105034675682, "cum_reward": -0.04413419203253852}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685009]", "question": "[-0.5074551   0.00061328] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685009]", "reward": -0.00046923700712255825, "cum_reward": -0.04460342903966108}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684958]", "question": "[-0.50686014  0.000595  ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684958]", "reward": -0.0004691667826591584, "cum_reward": -0.04507259582232024}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684907]", "question": "[-0.5062879   0.00057225] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684907]", "reward": -0.00046909819639608943, "cum_reward": -0.04554169401871633}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684859]", "question": "[-0.50574267  0.00054522] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684859]", "reward": -0.0004690312479752379, "cum_reward": -0.04601072526669157}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684811]", "question": "[-0.5052286   0.00051409] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684811]", "reward": -0.00046896593704701676, "cum_reward": -0.046479691203738585}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684767]", "question": "[-5.0474948e-01  4.7910443e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684767]", "reward": -0.0004689055284870847, "cum_reward": -0.04694859673222567}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684725]", "question": "[-5.0430894e-01  4.4052504e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684725]", "reward": -0.0004688483888358519, "cum_reward": -0.047417445121061524}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684686]", "question": "[-5.0391030e-01  3.9864075e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684686]", "reward": -0.00046879451749646254, "cum_reward": -0.04788623963855799}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068465]", "question": "[-5.0355655e-01  3.5376591e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068465]", "reward": -0.00046874554623741463, "cum_reward": -0.048354985184795404}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684619]", "question": "[-5.0325030e-01  3.0623726e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684619]", "reward": -0.00046870310654867353, "cum_reward": -0.04882368829134408}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068459]", "question": "[-5.029939e-01  2.564113e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068459]", "reward": -0.0004686639331566767, "cum_reward": -0.049292352224500756}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684566]", "question": "[-5.0278920e-01  2.0466154e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684566]", "reward": -0.00046863128991390116, "cum_reward": -0.04976098351441466}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684546]", "question": "[-5.0263780e-01  1.5137605e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684546]", "reward": -0.00046860354405140473, "cum_reward": -0.050229587058466064}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684531]", "question": "[-5.025408e-01  9.695428e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684531]", "reward": -0.0004685823271813661, "cum_reward": -0.05069816938564743}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684519]", "question": "[-5.0249904e-01  4.1804306e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684519]", "reward": -0.00046856600683895525, "cum_reward": -0.05116673539248639}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684513]", "question": "[-5.0251269e-01 -1.3660203e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684513]", "reward": -0.00046855784677433124, "cum_reward": -0.05163529323926072}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068451]", "question": "[-5.025817e-01 -6.902344e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068451]", "reward": -0.00046855458276837684, "cum_reward": -0.0521038478220291}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684513]", "question": "[-5.027056e-01 -1.238704e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684513]", "reward": -0.00046855784677433124, "cum_reward": -0.05257240566880343}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068452]", "question": "[-5.028834e-01 -1.777899e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068452]", "reward": -0.00046856763886040655, "cum_reward": -0.05304097330766384}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684532]", "question": "[-5.0311375e-01 -2.3037742e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684532]", "reward": -0.0004685839592312391, "cum_reward": -0.053509557266895075}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684547]", "question": "[-5.0339496e-01 -2.8123867e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684547]", "reward": -0.00046860517613822594, "cum_reward": -0.0539781624430333}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684568]", "question": "[-5.0372493e-01 -3.2999238e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684568]", "reward": -0.0004686329220490393, "cum_reward": -0.05444679536508234}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684593]", "question": "[-5.0410122e-01 -3.7627277e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684593]", "reward": -0.000468667197543482, "cum_reward": -0.05491546256262582}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684621]", "question": "[-5.0452095e-01 -4.1973218e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684621]", "reward": -0.00046870637107190307, "cum_reward": -0.05538416893369772}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684654]", "question": "[-5.0498098e-01 -4.6004454e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684654]", "reward": -0.0004687504432482115, "cum_reward": -0.055852919376945934}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684689]", "question": "[-5.054779e-01 -4.969074e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684689]", "reward": -0.0004687994147630548, "cum_reward": -0.05632171879170899}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684729]", "question": "[-0.50600797 -0.00053004] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684729]", "reward": -0.0004688532863838191, "cum_reward": -0.05679057207809281}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068477]", "question": "[-0.5065672 -0.0005592] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068477]", "reward": -0.0004689104263334798, "cum_reward": -0.057259482504426286}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684816]", "question": "[-0.50715137 -0.00058417] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684816]", "reward": -0.00046897246793520253, "cum_reward": -0.05772845497236149}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684862]", "question": "[-0.5077561  -0.00060475] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684862]", "reward": -0.0004690361464781745, "cum_reward": -0.058197491118839664}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684911]", "question": "[-0.5083769 -0.0006208] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684911]", "reward": -0.00046910309524861304, "cum_reward": -0.05866659421408828}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684962]", "question": "[-0.50900906 -0.00063219] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684962]", "reward": -0.0004691733149456923, "cum_reward": -0.05913576752903397}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685015]", "question": "[-0.5096479  -0.00063883] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685015]", "reward": -0.0004692451730988978, "cum_reward": -0.059605012702132865}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685067]", "question": "[-0.5102886  -0.00064068] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685067]", "reward": -0.0004693170367545463, "cum_reward": -0.06007432973888741}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068512]", "question": "[-0.5109263  -0.00063772] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068512]", "reward": -0.0004693889059126377, "cum_reward": -0.06054371864480005}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685173]", "question": "[-0.51155627 -0.00062997] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685173]", "reward": -0.0004694624141521331, "cum_reward": -0.06101318105895218}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685226]", "question": "[-0.5121738  -0.00061749] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685226]", "reward": -0.00046953429444016595, "cum_reward": -0.06148271535339235}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685278]", "question": "[-0.51277417 -0.00060038] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685278]", "reward": -0.00046960618023064173, "cum_reward": -0.06195232153362299}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068533]", "question": "[-0.51335293 -0.00057876] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068533]", "reward": -0.0004696764375694329, "cum_reward": -0.062421997971192425}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685378]", "question": "[-0.5139057  -0.00055279] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685378]", "reward": -0.00046974343201924287, "cum_reward": -0.06289174140321167}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685426]", "question": "[-0.5144284  -0.00052267] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685426]", "reward": -0.0004698087970623988, "cum_reward": -0.06336155020027408}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685471]", "question": "[-5.14917e-01 -4.88629e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685471]", "reward": -0.0004698708980654942, "cum_reward": -0.06383142109833957}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685513]", "question": "[-5.153679e-01 -4.509141e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685513]", "reward": -0.00046992809998869234, "cum_reward": -0.06430134919832826}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685554]", "question": "[-5.1577777e-01 -4.0981226e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685554]", "reward": -0.0004699836709050942, "cum_reward": -0.06477133286923335}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685589]", "question": "[-5.1614338e-01 -3.6563142e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685589]", "reward": -0.00047003270679510937, "cum_reward": -0.06524136557602846}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685623]", "question": "[-5.1646209e-01 -3.1870382e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685623]", "reward": -0.00047007847593363297, "cum_reward": -0.0657114440519621}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685651]", "question": "[-5.1673144e-01 -2.6938150e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685651]", "reward": -0.00047011770839731074, "cum_reward": -0.0661815617603594}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685678]", "question": "[-5.1694947e-01 -2.1803517e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685678]", "reward": -0.00047015367292715384, "cum_reward": -0.06665171543328656}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685698]", "question": "[-5.1711452e-01 -1.6504999e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685698]", "reward": -0.0004701814646423941, "cum_reward": -0.06712189689792895}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685714]", "question": "[-5.1722533e-01 -1.1082417e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685714]", "reward": -0.00047020435255404894, "cum_reward": -0.067592101250483}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685728]", "question": "[-5.1728112e-01 -5.5764966e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685728]", "reward": -0.0004702223363040048, "cum_reward": -0.068062323586787}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685735]", "question": "[-5.1728141e-01 -2.8544343e-07] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685735]", "reward": -0.0004702321457671133, "cum_reward": -0.06853255573255411}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685738]", "question": "[-5.1722622e-01  5.5197386e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685738]", "reward": -0.0004702370505370368, "cum_reward": -0.06900279278309114}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685737]", "question": "[-5.17115951e-01  1.10266876e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685737]", "reward": -0.0004702354156108868, "cum_reward": -0.06947302819870203}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685731]", "question": "[-5.1695144e-01  1.6450933e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685731]", "reward": -0.00047022724102276927, "cum_reward": -0.06994325543972481}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068572]", "question": "[-5.1673394e-01  2.1751730e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068572]", "reward": -0.0004702125269432145, "cum_reward": -0.07041346796666802}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685705]", "question": "[-5.1646507e-01  2.6889276e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685705]", "reward": -0.00047019127367917693, "cum_reward": -0.07088365924034719}, {"observation": "Current Game State: \nThe car is positioned at -0.516, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685686]", "question": "[-5.1614684e-01  3.1824977e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685686]", "reward": -0.0004701651164751297, "cum_reward": -0.07135382435682232}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685662]", "question": "[-5.1578164e-01  3.6521780e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685662]", "reward": -0.00047013242099325225, "cum_reward": -0.07182395677781557}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685635]", "question": "[-5.1537222e-01  4.0944398e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685635]", "reward": -0.00047009482259454673, "cum_reward": -0.07229405160041012}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685604]", "question": "[-5.1492161e-01  4.5059624e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685604]", "reward": -0.0004700523218673425, "cum_reward": -0.07276410392227746}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685568]", "question": "[-5.1443326e-01  4.8836536e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685568]", "reward": -0.0004700032849541458, "cum_reward": -0.0732341072072316}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068553]", "question": "[-0.5139108   0.00052247] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068553]", "reward": -0.00046995098173283626, "cum_reward": -0.07370405818896443}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685488]", "question": "[-0.5133581   0.00055265] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685488]", "reward": -0.00046989377841697436, "cum_reward": -0.0741739519673814}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685444]", "question": "[-0.5127794   0.00057868] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685444]", "reward": -0.00046983331012597775, "cum_reward": -0.07464378527750738}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685397]", "question": "[-0.5121791   0.00060036] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685397]", "reward": -0.0004697695774908084, "cum_reward": -0.0751135548549982}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685349]", "question": "[-0.5115615   0.00061754] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685349]", "reward": -0.0004697025811765343, "cum_reward": -0.07558325743617474}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685298]", "question": "[-0.51093143  0.00063008] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685298]", "reward": -0.00046963395575971845, "cum_reward": -0.07605289139193445}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685247]", "question": "[-0.51029354  0.0006379 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685247]", "reward": -0.0004695637015984744, "cum_reward": -0.07652245509353293}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685195]", "question": "[-0.5096526   0.00064092] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685195]", "reward": -0.00046949181905944217, "cum_reward": -0.07699194691259238}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685141]", "question": "[-0.5090135   0.00063913] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685141]", "reward": -0.00046941830851778834, "cum_reward": -0.07746136522111018}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685089]", "question": "[-0.50838095  0.00063255] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685089]", "reward": -0.00046934643710869753, "cum_reward": -0.07793071165821887}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685035]", "question": "[-0.50775975  0.00062122] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685035]", "reward": -0.00046927293794993833, "cum_reward": -0.0783999845961688}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684983]", "question": "[-0.5071545   0.00060523] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684983]", "reward": -0.0004692010776707889, "cum_reward": -0.07886918567383959}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684932]", "question": "[-0.5065698   0.00058469] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684932]", "reward": -0.0004691324889009252, "cum_reward": -0.07933831816274052}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684882]", "question": "[-0.50601006  0.00055977] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684882]", "reward": -0.00046906390514465105, "cum_reward": -0.07980738206788517}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684834]", "question": "[-0.5054794   0.00053065] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684834]", "reward": -0.00046899695917090867, "cum_reward": -0.08027637902705607}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684788]", "question": "[-5.049819e-01  4.975461e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684788]", "reward": -0.0004689349159491485, "cum_reward": -0.08074531394300523}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684745]", "question": "[-5.0452119e-01  4.6071017e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684745]", "reward": -0.00046887614194588426, "cum_reward": -0.08121419008495111}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684705]", "question": "[-5.041008e-01  4.204182e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684705]", "reward": -0.000468820636547207, "cum_reward": -0.08168301072149832}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684668]", "question": "[-5.0372380e-01  3.7697246e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684668]", "reward": -0.00046877003154719435, "cum_reward": -0.08215178075304551}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684633]", "question": "[-5.0339311e-01  3.3069862e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684633]", "reward": -0.0004687226938585809, "cum_reward": -0.0826205034469041}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684603]", "question": "[-5.0311118e-01  2.8194394e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684603]", "reward": -0.00046868188742479335, "cum_reward": -0.0830891853343289}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684577]", "question": "[-5.0288010e-01  2.3107424e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684577]", "reward": -0.00046864597923246265, "cum_reward": -0.08355783131356136}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684555]", "question": "[-5.0270164e-01  1.7847077e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684555]", "reward": -0.00046861496871883904, "cum_reward": -0.08402644628228019}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684537]", "question": "[-5.0257713e-01  1.2452809e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684537]", "reward": -0.0004685904874591529, "cum_reward": -0.08449503676973934}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684524]", "question": "[-5.0250745e-01  6.9650705e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684524]", "reward": -0.0004685725349418135, "cum_reward": -0.08496360930468115}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684514]", "question": "[-5.02493203e-01  1.42498175e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684514]", "reward": -0.0004685594787815717, "cum_reward": -0.08543216878346273}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068451]", "question": "[-5.0253445e-01 -4.1259129e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068451]", "reward": -0.00046855458276837684, "cum_reward": -0.0859007233662311}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068451]", "question": "[-5.026309e-01 -9.645988e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068451]", "reward": -0.00046855458276837684, "cum_reward": -0.08636927794899947}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684515]", "question": "[-5.0278181e-01 -1.5093877e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684515]", "reward": -0.0004685611107916543, "cum_reward": -0.08683783905979113}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684525]", "question": "[-5.0298607e-01 -2.0428727e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684525]", "reward": -0.00046857416697463353, "cum_reward": -0.08730641322676576}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684539]", "question": "[-5.032422e-01 -2.561053e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684539]", "reward": -0.00046859375159016283, "cum_reward": -0.08777500697835593}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684557]", "question": "[-5.035482e-01 -3.060039e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684557]", "reward": -0.0004686182329351141, "cum_reward": -0.08824362521129105}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068458]", "question": "[-5.0390184e-01 -3.5360898e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068458]", "reward": -0.0004686492435567402, "cum_reward": -0.08871227445484779}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684606]", "question": "[-5.043004e-01 -3.985631e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684606]", "reward": -0.00046868515187412644, "cum_reward": -0.08918095960672191}, {"observation": "Current Game State: \nThe car is positioned at -0.505, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684637]", "question": "[-5.0474095e-01 -4.4052908e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684637]", "reward": -0.0004687275907500066, "cum_reward": -0.08964968719747192}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068467]", "question": "[-5.052202e-01 -4.791918e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068467]", "reward": -0.0004687732963034819, "cum_reward": -0.0901184604937754}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684708]", "question": "[-0.50573444 -0.00051426] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684708]", "reward": -0.0004688255339502234, "cum_reward": -0.09058728602772563}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684749]", "question": "[-0.50627995 -0.00054547] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684749]", "reward": -0.00046888103963880215, "cum_reward": -0.09105616706736443}, {"observation": "Current Game State: \nThe car is positioned at -0.507, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684792]", "question": "[-0.50685257 -0.00057259] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684792]", "reward": -0.00046893981394902085, "cum_reward": -0.09152510688131345}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684838]", "question": "[-0.50744796 -0.00059542] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684838]", "reward": -0.0004690034902750995, "cum_reward": -0.09199411037158854}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684887]", "question": "[-0.5080617  -0.00061378] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684887]", "reward": -0.00046907043671495785, "cum_reward": -0.0924631808083035}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684936]", "question": "[-0.5086892  -0.00062753] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684936]", "reward": -0.0004691373879325056, "cum_reward": -0.092932318196236}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684987]", "question": "[-0.5093258  -0.00063657] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684987]", "reward": -0.0004692076101960652, "cum_reward": -0.09340152580643206}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068504]", "question": "[-0.5099667  -0.00064084] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068504]", "reward": -0.0004692794709754367, "cum_reward": -0.0938708052774075}], [{"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698794]", "question": "[-0.57381046  0.        ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698794]", "reward": -0.0004883132312457405, "cum_reward": -0.0004883132312457405}, {"observation": "Current Game State: \nThe car is positioned at -0.572, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698748]", "question": "[-5.7333046e-01  4.7998418e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698748]", "reward": -0.000488248257261148, "cum_reward": -0.0009765614885068885}, {"observation": "Current Game State: \nThe car is positioned at -0.571, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698562]", "question": "[-0.57237405  0.0009564 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698562]", "reward": -0.00048798840455219764, "cum_reward": -0.0014645498930590862}, {"observation": "Current Game State: \nThe car is positioned at -0.569, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698236]", "question": "[-0.57094836  0.0014257 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698236]", "reward": -0.0004875338287448017, "cum_reward": -0.0019520837218038878}, {"observation": "Current Game State: \nThe car is positioned at -0.567, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697714]", "question": "[-0.569064    0.00188436] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697714]", "reward": -0.0004868049518691464, "cum_reward": -0.002438888673673034}, {"observation": "Current Game State: \nThe car is positioned at -0.564, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696982]", "question": "[-0.5667351   0.00232895] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696982]", "reward": -0.00048578411088016086, "cum_reward": -0.002924672784553195}, {"observation": "Current Game State: \nThe car is positioned at -0.561, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696101]", "question": "[-0.56397897  0.00275612] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696101]", "reward": -0.0004845568648534027, "cum_reward": -0.0034092296494065977}, {"observation": "Current Game State: \nThe car is positioned at -0.557, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0694854]", "question": "[-0.56081635  0.00316264] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0694854]", "reward": -0.00048282244193273985, "cum_reward": -0.0038920520913393376}, {"observation": "Current Game State: \nThe car is positioned at -0.553, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693448]", "question": "[-0.55727094  0.00354543] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693448]", "reward": -0.00048086955990243044, "cum_reward": -0.004372921651241768}, {"observation": "Current Game State: \nThe car is positioned at -0.549, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0691893]", "question": "[-0.5533694   0.00390155] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0691893]", "reward": -0.00047871606284957127, "cum_reward": -0.00485163771409134}, {"observation": "Current Game State: \nThe car is positioned at -0.545, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.06902]", "question": "[-0.5491411   0.00422832] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.06902]", "reward": -0.00047637649391276684, "cum_reward": -0.005328014208004107}, {"observation": "Current Game State: \nThe car is positioned at -0.540, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689274]", "question": "[-0.5446179   0.00452323] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689274]", "reward": -0.0004750987472235124, "cum_reward": -0.005803112955227619}, {"observation": "Current Game State: \nThe car is positioned at -0.535, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068848]", "question": "[-0.5398337   0.00478416] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068848]", "reward": -0.0004740049014927195, "cum_reward": -0.006277117856720338}, {"observation": "Current Game State: \nThe car is positioned at -0.530, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068789]", "question": "[-0.53482455  0.00500915] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068789]", "reward": -0.0004731927247348722, "cum_reward": -0.00675031058145521}, {"observation": "Current Game State: \nThe car is positioned at -0.524, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687487]", "question": "[-0.52962804  0.00519651] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687487]", "reward": -0.00047263854758625715, "cum_reward": -0.007222949129041467}, {"observation": "Current Game State: \nThe car is positioned at -0.519, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687066]", "question": "[-0.5242832   0.00534485] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687066]", "reward": -0.00047206012341263206, "cum_reward": -0.007695009252454099}, {"observation": "Current Game State: \nThe car is positioned at -0.513, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686631]", "question": "[-0.5188301   0.00545304] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686631]", "reward": -0.00047146240851816403, "cum_reward": -0.008166471660972263}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686184]", "question": "[-0.51330984  0.00552027] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686184]", "reward": -0.000470848712224381, "cum_reward": -0.008637320373196644}, {"observation": "Current Game State: \nThe car is positioned at -0.502, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685729]", "question": "[-0.5077638   0.00554605] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685729]", "reward": -0.00047022397120741747, "cum_reward": -0.009107544344404061}, {"observation": "Current Game State: \nThe car is positioned at -0.497, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068527]", "question": "[-0.5022336   0.00553019] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068527]", "reward": -0.0004695947434868231, "cum_reward": -0.009577139087890884}, {"observation": "Current Game State: \nThe car is positioned at -0.491, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068481]", "question": "[-0.4967608   0.00547285] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068481]", "reward": -0.0004689643043320757, "cum_reward": -0.01004610339222296}, {"observation": "Current Game State: \nThe car is positioned at -0.486, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684351]", "question": "[-0.4913863  0.0053745] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684351]", "reward": -0.0004683359202672932, "cum_reward": -0.010514439312490253}, {"observation": "Current Game State: \nThe car is positioned at -0.481, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683899]", "question": "[-0.48615035  0.00523594] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683899]", "reward": -0.00046771774068474773, "cum_reward": -0.010982157053175}, {"observation": "Current Game State: \nThe car is positioned at -0.476, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683455]", "question": "[-0.4810921   0.00505825] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683455]", "reward": -0.0004671113756785417, "cum_reward": -0.011449268428853542}, {"observation": "Current Game State: \nThe car is positioned at -0.472, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683035]", "question": "[-0.47624928  0.00484283] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683035]", "reward": -0.0004665363446193283, "cum_reward": -0.01191580477347287}, {"observation": "Current Game State: \nThe car is positioned at -0.467, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682629]", "question": "[-0.47165793  0.00459136] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682629]", "reward": -0.00046598282517749115, "cum_reward": -0.01238178759865036}, {"observation": "Current Game State: \nThe car is positioned at -0.463, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682243]", "question": "[-0.46735215  0.00430577] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682243]", "reward": -0.00046545565943603153, "cum_reward": -0.012847243258086392}, {"observation": "Current Game State: \nThe car is positioned at -0.460, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681878]", "question": "[-0.4633639   0.00398826] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681878]", "reward": -0.0004649580546370658, "cum_reward": -0.013312201312723457}, {"observation": "Current Game State: \nThe car is positioned at -0.456, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681536]", "question": "[-0.45972267  0.00364123] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681536]", "reward": -0.00046449158872405863, "cum_reward": -0.013776692901447516}, {"observation": "Current Game State: \nThe car is positioned at -0.454, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681221]", "question": "[-0.45645535  0.00326732] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681221]", "reward": -0.00046406271181353986, "cum_reward": -0.014240755613261056}, {"observation": "Current Game State: \nThe car is positioned at -0.451, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.06811]", "question": "[-0.453586    0.00286932] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.06811]", "reward": -0.0004638970624228023, "cum_reward": -0.014704652675683858}, {"observation": "Current Game State: \nThe car is positioned at -0.449, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681117]", "question": "[-0.45113575  0.00245025] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681117]", "reward": -0.00046391979686291054, "cum_reward": -0.015168572472546769}, {"observation": "Current Game State: \nThe car is positioned at -0.448, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681125]", "question": "[-0.44912255  0.00201321] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681125]", "reward": -0.00046393116429186424, "cum_reward": -0.015632503636838633}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681127]", "question": "[-0.44756112  0.00156144] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681127]", "reward": -0.0004639344121542877, "cum_reward": -0.016096438048992922}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681121]", "question": "[-0.44646284  0.00109826] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681121]", "reward": -0.00046392629251954535, "cum_reward": -0.01656036434151247}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681108]", "question": "[-0.44583577  0.00062706] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681108]", "reward": -0.0004639084295732232, "cum_reward": -0.017024272771085692}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681089]", "question": "[-4.4568449e-01  1.5128068e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681089]", "reward": -0.00046388244771975454, "cum_reward": -0.017488155218805448}, {"observation": "Current Game State: \nThe car is positioned at -0.447, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681062]", "question": "[-4.4601011e-01 -3.2560647e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681062]", "reward": -0.00046384510008010696, "cum_reward": -0.017952000318885556}, {"observation": "Current Game State: \nThe car is positioned at -0.448, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681028]", "question": "[-0.44681025 -0.00080012] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681028]", "reward": -0.00046379963541767213, "cum_reward": -0.018415799954303227}, {"observation": "Current Game State: \nThe car is positioned at -0.450, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680987]", "question": "[-0.44807905 -0.0012688 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680987]", "reward": -0.00046374280772312206, "cum_reward": -0.018879542762026347}, {"observation": "Current Game State: \nThe car is positioned at -0.452, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068094]", "question": "[-0.44980726 -0.00172822] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068094]", "reward": -0.0004636794895361618, "cum_reward": -0.01934322225156251}, {"observation": "Current Game State: \nThe car is positioned at -0.455, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680888]", "question": "[-0.45198226 -0.002175  ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680888]", "reward": -0.0004636080588227287, "cum_reward": -0.01980683031038524}, {"observation": "Current Game State: \nThe car is positioned at -0.458, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680829]", "question": "[-0.45458815 -0.00260587] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680829]", "reward": -0.0004635285174586557, "cum_reward": -0.020270358827843896}, {"observation": "Current Game State: \nThe car is positioned at -0.461, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680765]", "question": "[-0.45760578 -0.00301764] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680765]", "reward": -0.00046344086753293825, "cum_reward": -0.020733799695376833}, {"observation": "Current Game State: \nThe car is positioned at -0.465, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680697]", "question": "[-0.46101302 -0.00340724] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680697]", "reward": -0.00046334835715811096, "cum_reward": -0.021197148052534944}, {"observation": "Current Game State: \nThe car is positioned at -0.469, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680915]", "question": "[-0.4647848  -0.00377178] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680915]", "reward": -0.0004636453969183663, "cum_reward": -0.02166079344945331}, {"observation": "Current Game State: \nThe car is positioned at -0.473, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.06812]", "question": "[-0.46889326 -0.00410846] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.06812]", "reward": -0.00046403347741943437, "cum_reward": -0.022124826926872742}, {"observation": "Current Game State: \nThe car is positioned at -0.478, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681512]", "question": "[-0.473308   -0.00441473] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681512]", "reward": -0.00046445909111412223, "cum_reward": -0.022589286017986866}, {"observation": "Current Game State: \nThe car is positioned at -0.483, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681852]", "question": "[-0.47799626 -0.00468826] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681852]", "reward": -0.00046492228938319616, "cum_reward": -0.023054208307370063}, {"observation": "Current Game State: \nThe car is positioned at -0.488, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682216]", "question": "[-0.48292318 -0.00492693] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682216]", "reward": -0.0004654182485182901, "cum_reward": -0.023519626555888355}, {"observation": "Current Game State: \nThe car is positioned at -0.493, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682602]", "question": "[-0.4880521  -0.00512891] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682602]", "reward": -0.0004659453930798918, "cum_reward": -0.023985571948968245}, {"observation": "Current Game State: \nThe car is positioned at -0.499, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683011]", "question": "[-0.49334472 -0.00529262] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683011]", "reward": -0.00046650377555721437, "cum_reward": -0.02445207572452546}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683441]", "question": "[-0.49876148 -0.00541676] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683441]", "reward": -0.000467091822065413, "cum_reward": -0.024919167546590872}, {"observation": "Current Game State: \nThe car is positioned at -0.510, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683885]", "question": "[-0.50426185 -0.00550035] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683885]", "reward": -0.000467698174384168, "cum_reward": -0.02538686572097504}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684336]", "question": "[-0.50980455 -0.00554271] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684336]", "reward": -0.00046831634104052, "cum_reward": -0.02585518206201556}, {"observation": "Current Game State: \nThe car is positioned at -0.521, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684795]", "question": "[-0.515348   -0.00554349] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684795]", "reward": -0.00046894471197447276, "cum_reward": -0.02632412677399003}, {"observation": "Current Game State: \nThe car is positioned at -0.526, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685256]", "question": "[-0.52085066 -0.00550264] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685256]", "reward": -0.00046957513796428433, "cum_reward": -0.026793701911954317}, {"observation": "Current Game State: \nThe car is positioned at -0.532, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685714]", "question": "[-0.5262711  -0.00542047] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685714]", "reward": -0.00047020435255404894, "cum_reward": -0.027263906264508368}, {"observation": "Current Game State: \nThe car is positioned at -0.537, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068617]", "question": "[-0.53156865 -0.00529757] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068617]", "reward": -0.00047082908054250087, "cum_reward": -0.02773473534505087}, {"observation": "Current Game State: \nThe car is positioned at -0.542, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686618]", "question": "[-0.5367035  -0.00513487] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686618]", "reward": -0.00047144440107018684, "cum_reward": -0.028206179746121055}, {"observation": "Current Game State: \nThe car is positioned at -0.546, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687053]", "question": "[-0.5416371  -0.00493362] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687053]", "reward": -0.0004720421045533385, "cum_reward": -0.028678221850674392}, {"observation": "Current Game State: \nThe car is positioned at -0.551, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688008]", "question": "[-0.5463325  -0.00469534] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688008]", "reward": -0.0004733551043742068, "cum_reward": -0.029151576955048598}, {"observation": "Current Game State: \nThe car is positioned at -0.555, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689851]", "question": "[-0.55075425 -0.00442177] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689851]", "reward": -0.0004758944651271691, "cum_reward": -0.029627471420175768}, {"observation": "Current Game State: \nThe car is positioned at -0.559, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069157]", "question": "[-0.5548691  -0.00411485] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069157]", "reward": -0.0004782691251548954, "cum_reward": -0.030105740545330665}, {"observation": "Current Game State: \nThe car is positioned at -0.562, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693156]", "question": "[-0.558646   -0.00377693] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693156]", "reward": -0.00048046458476989077, "cum_reward": -0.030586205130100557}, {"observation": "Current Game State: \nThe car is positioned at -0.565, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0694594]", "question": "[-0.5620566  -0.00341059] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0694594]", "reward": -0.0004824613572282033, "cum_reward": -0.03106866648732876}, {"observation": "Current Game State: \nThe car is positioned at -0.568, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0695658]", "question": "[-0.5650752  -0.00301861] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0695658]", "reward": -0.0004839396774514171, "cum_reward": -0.03155260616478017}, {"observation": "Current Game State: \nThe car is positioned at -0.570, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696499]", "question": "[-0.5676792  -0.00260399] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696499]", "reward": -0.0004851113413280928, "cum_reward": -0.03203771750610827}, {"observation": "Current Game State: \nThe car is positioned at -0.572, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697217]", "question": "[-0.5698491  -0.00216987] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697217]", "reward": -0.00048611152781177227, "cum_reward": -0.03252382903392004}, {"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697806]", "question": "[-0.5715686  -0.00171952] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697806]", "reward": -0.0004869330482563328, "cum_reward": -0.03301076208217637}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698262]", "question": "[-0.57282495 -0.00125632] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698262]", "reward": -0.000487570453380215, "cum_reward": -0.033498332535556584}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698583]", "question": "[-0.5736087  -0.00078372] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698583]", "reward": -0.0004880183840271002, "cum_reward": -0.033986350919583685}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698766]", "question": "[-5.73914e-01 -3.05266e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698766]", "reward": -0.0004882732467436313, "cum_reward": -0.034474624166327315}, {"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698807]", "question": "[-5.7373852e-01  1.7548156e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698807]", "reward": -0.0004883315580229919, "cum_reward": -0.034962955724350306}, {"observation": "Current Game State: \nThe car is positioned at -0.572, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069871]", "question": "[-0.5730836   0.00065493] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069871]", "reward": -0.0004881949485024961, "cum_reward": -0.0354511506728528}, {"observation": "Current Game State: \nThe car is positioned at -0.570, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698472]", "question": "[-0.5719541   0.00112951] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698472]", "reward": -0.0004878634999855081, "cum_reward": -0.03593901417283831}, {"observation": "Current Game State: \nThe car is positioned at -0.568, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698098]", "question": "[-0.5703584   0.00159568] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698098]", "reward": -0.0004873407397795404, "cum_reward": -0.03642635491261785}, {"observation": "Current Game State: \nThe car is positioned at -0.566, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697479]", "question": "[-0.5683085   0.00204994] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697479]", "reward": -0.0004864773014560342, "cum_reward": -0.03691283221407388}, {"observation": "Current Game State: \nThe car is positioned at -0.563, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696692]", "question": "[-0.56581956  0.00248888] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696692]", "reward": -0.00048538039320646933, "cum_reward": -0.03739821260728035}, {"observation": "Current Game State: \nThe car is positioned at -0.560, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0695682]", "question": "[-0.5629104  0.0029092] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0695682]", "reward": -0.0004839728495653617, "cum_reward": -0.03788218545684571}, {"observation": "Current Game State: \nThe car is positioned at -0.556, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0694374]", "question": "[-0.5596027  0.0033077] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0694374]", "reward": -0.00048215503808393125, "cum_reward": -0.03836434049492964}, {"observation": "Current Game State: \nThe car is positioned at -0.552, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692911]", "question": "[-0.5559213   0.00368136] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692911]", "reward": -0.0004801258591214719, "cum_reward": -0.038844466354051116}, {"observation": "Current Game State: \nThe car is positioned at -0.548, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0691303]", "question": "[-0.55189395  0.00402734] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0691303]", "reward": -0.00047789985820969607, "cum_reward": -0.03932236621226081}, {"observation": "Current Game State: \nThe car is positioned at -0.543, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689757]", "question": "[-0.547551    0.00434299] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689757]", "reward": -0.00047576454008435576, "cum_reward": -0.039798130752345166}, {"observation": "Current Game State: \nThe car is positioned at -0.538, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688995]", "question": "[-0.54292506  0.00462594] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688995]", "reward": -0.0004747142793931403, "cum_reward": -0.04027284503173831}, {"observation": "Current Game State: \nThe car is positioned at -0.533, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688182]", "question": "[-0.5380509   0.00487416] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688182]", "reward": -0.0004735946241694933, "cum_reward": -0.0407464396559078}, {"observation": "Current Game State: \nThe car is positioned at -0.528, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687747]", "question": "[-0.5329651   0.00508574] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687747]", "reward": -0.0004729959382757443, "cum_reward": -0.04121943559418355}, {"observation": "Current Game State: \nThe car is positioned at -0.522, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687337]", "question": "[-0.52770597  0.00525914] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687337]", "reward": -0.00047243204392088956, "cum_reward": -0.04169186763810444}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068691]", "question": "[-0.52231294  0.00539305] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068691]", "reward": -0.00047184555751869086, "cum_reward": -0.04216371319562313}, {"observation": "Current Game State: \nThe car is positioned at -0.511, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068647]", "question": "[-0.5168265   0.00548644] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068647]", "reward": -0.00047124143180923286, "cum_reward": -0.04263495462743236}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068602]", "question": "[-0.51128787  0.00553862] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068602]", "reward": -0.00047062297259259367, "cum_reward": -0.04310557760002495}, {"observation": "Current Game State: \nThe car is positioned at -0.500, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685562]", "question": "[-0.5057387   0.00554921] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685562]", "reward": -0.00046999511238396966, "cum_reward": -0.04357557271240892}, {"observation": "Current Game State: \nThe car is positioned at -0.495, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685102]", "question": "[-0.50022054  0.00551816] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685102]", "reward": -0.0004693644044451162, "cum_reward": -0.04404493711685404}, {"observation": "Current Game State: \nThe car is positioned at -0.489, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684642]", "question": "[-0.4947748   0.00544573] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684642]", "reward": -0.0004687341199783646, "cum_reward": -0.044513671236832406}, {"observation": "Current Game State: \nThe car is positioned at -0.484, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684185]", "question": "[-0.48944226  0.00533252] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684185]", "reward": -0.00046810915264359213, "cum_reward": -0.044981780389476}, {"observation": "Current Game State: \nThe car is positioned at -0.479, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683734]", "question": "[-0.48426282  0.00517942] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683734]", "reward": -0.0004674927529379147, "cum_reward": -0.04544927314241391}, {"observation": "Current Game State: \nThe car is positioned at -0.475, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683298]", "question": "[-0.47927517  0.00498765] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683298]", "reward": -0.00046689630844412024, "cum_reward": -0.04591616945085803}, {"observation": "Current Game State: \nThe car is positioned at -0.470, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682883]", "question": "[-0.47451648  0.00475869] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682883]", "reward": -0.00046632955038603544, "cum_reward": -0.04638249900124407}, {"observation": "Current Game State: \nThe car is positioned at -0.466, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682485]", "question": "[-0.47002214  0.00449434] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682485]", "reward": -0.0004657859166457001, "cum_reward": -0.04684828491788977}, {"observation": "Current Game State: \nThe car is positioned at -0.462, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682105]", "question": "[-0.46582553  0.00419661] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682105]", "reward": -0.0004652669936163534, "cum_reward": -0.04731355191150612}, {"observation": "Current Game State: \nThe car is positioned at -0.458, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681748]", "question": "[-0.46195772  0.0038678 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681748]", "reward": -0.00046478086753722894, "cum_reward": -0.04777833277904335}, {"observation": "Current Game State: \nThe car is positioned at -0.455, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681416]", "question": "[-0.45844734  0.00351038] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681416]", "reward": -0.00046432748741978005, "cum_reward": -0.04824266026646313}, {"observation": "Current Game State: \nThe car is positioned at -0.453, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681111]", "question": "[-0.45532027  0.00312706] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681111]", "reward": -0.0004639116773560659, "cum_reward": -0.048706571943819194}, {"observation": "Current Game State: \nThe car is positioned at -0.450, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681107]", "question": "[-0.45259956  0.00272071] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681107]", "reward": -0.00046390680568606516, "cum_reward": -0.04917047874950526}, {"observation": "Current Game State: \nThe car is positioned at -0.448, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681121]", "question": "[-0.45030516  0.0022944 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681121]", "reward": -0.00046392629251954535, "cum_reward": -0.04963440504202481}, {"observation": "Current Game State: \nThe car is positioned at -0.447, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681127]", "question": "[-0.44845387  0.00185129] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681127]", "reward": -0.0004639344121542877, "cum_reward": -0.050098339454179096}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681127]", "question": "[-0.44705924  0.00139463] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681127]", "reward": -0.0004639344121542877, "cum_reward": -0.050562273866333385}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681119]", "question": "[-0.44613147  0.00092779] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681119]", "reward": -0.0004639230446855436, "cum_reward": -0.05102619691101893}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681103]", "question": "[-0.4456773   0.00045416] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681103]", "reward": -0.00046390193404164396, "cum_reward": -0.051490098845060575}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681081]", "question": "[-4.4570008e-01 -2.2773313e-05] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681081]", "reward": -0.00046387108088765674, "cum_reward": -0.05195396992594823}, {"observation": "Current Game State: \nThe car is positioned at -0.447, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681051]", "question": "[-0.44619963 -0.00049955] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681051]", "reward": -0.00046383048619560443, "cum_reward": -0.05241780041214383}, {"observation": "Current Game State: \nThe car is positioned at -0.449, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681014]", "question": "[-0.4471723  -0.00097268] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681014]", "reward": -0.00046378015124446396, "cum_reward": -0.0528815805633883}, {"observation": "Current Game State: \nThe car is positioned at -0.451, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680971]", "question": "[-0.44861102 -0.00143872] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680971]", "reward": -0.00046372170118047507, "cum_reward": -0.053345302264568774}, {"observation": "Current Game State: \nThe car is positioned at -0.453, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680922]", "question": "[-0.45050526 -0.00189425] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680922]", "reward": -0.0004636551375384102, "cum_reward": -0.053808957402107185}, {"observation": "Current Game State: \nThe car is positioned at -0.456, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680867]", "question": "[-0.4528412  -0.00233593] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680867]", "reward": -0.0004635804620662043, "cum_reward": -0.05427253786417339}, {"observation": "Current Game State: \nThe car is positioned at -0.459, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680807]", "question": "[-0.4556017  -0.00276051] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680807]", "reward": -0.0004634976767249555, "cum_reward": -0.05473603554089834}, {"observation": "Current Game State: \nThe car is positioned at -0.462, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680741]", "question": "[-0.45876652 -0.00316483] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680741]", "reward": -0.00046340840670069385, "cum_reward": -0.055199443947599035}, {"observation": "Current Game State: \nThe car is positioned at -0.466, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680747]", "question": "[-0.46231243 -0.0035459 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680747]", "reward": -0.00046341652180217354, "cum_reward": -0.05566286046940121}, {"observation": "Current Game State: \nThe car is positioned at -0.470, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681013]", "question": "[-0.4662133  -0.00390085] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681013]", "reward": -0.00046377852758183735, "cum_reward": -0.056126638996983044}, {"observation": "Current Game State: \nThe car is positioned at -0.475, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681309]", "question": "[-0.47044027 -0.00422697] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681309]", "reward": -0.0004641812829632386, "cum_reward": -0.05659082027994628}, {"observation": "Current Game State: \nThe car is positioned at -0.480, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681632]", "question": "[-0.47496206 -0.00452178] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681632]", "reward": -0.000464621590532488, "cum_reward": -0.05705544187047877}, {"observation": "Current Game State: \nThe car is positioned at -0.485, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681981]", "question": "[-0.47974506 -0.00478301] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681981]", "reward": -0.00046509787746487066, "cum_reward": -0.05752053974794364}, {"observation": "Current Game State: \nThe car is positioned at -0.490, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682353]", "question": "[-0.48475373 -0.00500867] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682353]", "reward": -0.00046560531814208165, "cum_reward": -0.05798614506608572}, {"observation": "Current Game State: \nThe car is positioned at -0.495, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682745]", "question": "[-0.48995072 -0.005197  ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682745]", "reward": -0.0004661407075218449, "cum_reward": -0.05845228577360757}, {"observation": "Current Game State: \nThe car is positioned at -0.501, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683165]", "question": "[-0.49529722 -0.00534652] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683165]", "reward": -0.00046671386598973186, "cum_reward": -0.0589189996395973}, {"observation": "Current Game State: \nThe car is positioned at -0.506, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683601]", "question": "[-0.5007533  -0.00545605] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683601]", "reward": -0.00046731019397725507, "cum_reward": -0.059386309833574555}, {"observation": "Current Game State: \nThe car is positioned at -0.512, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684048]", "question": "[-0.506278   -0.00552472] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684048]", "reward": -0.00046792158065187553, "cum_reward": -0.05985423141422643}, {"observation": "Current Game State: \nThe car is positioned at -0.517, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684503]", "question": "[-0.5118299  -0.00555196] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684503]", "reward": -0.0004685447908187257, "cum_reward": -0.060322776205045156}, {"observation": "Current Game State: \nThe car is positioned at -0.523, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684962]", "question": "[-0.5173674  -0.00553753] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684962]", "reward": -0.0004691733149456923, "cum_reward": -0.06079194951999085}, {"observation": "Current Game State: \nThe car is positioned at -0.528, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685424]", "question": "[-0.52284896 -0.00548152] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685424]", "reward": -0.00046980552870223846, "cum_reward": -0.061261755048693085}, {"observation": "Current Game State: \nThe car is positioned at -0.533, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685883]", "question": "[-0.5282333  -0.00538433] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685883]", "reward": -0.0004704348975792527, "cum_reward": -0.06173218994627234}, {"observation": "Current Game State: \nThe car is positioned at -0.539, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686336]", "question": "[-0.53348    -0.00524669] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686336]", "reward": -0.00047105650594403414, "cum_reward": -0.06220324645221637}, {"observation": "Current Game State: \nThe car is positioned at -0.543, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686779]", "question": "[-0.5385496  -0.00506964] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686779]", "reward": -0.0004716654253570596, "cum_reward": -0.06267491187757343}, {"observation": "Current Game State: \nThe car is positioned at -0.548, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068721]", "question": "[-0.5434041  -0.00485453] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068721]", "reward": -0.0004722583535624381, "cum_reward": -0.06314717023113586}, {"observation": "Current Game State: \nThe car is positioned at -0.552, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688705]", "question": "[-0.5480071  -0.00460299] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688705]", "reward": -0.00047431518905796113, "cum_reward": -0.06362148542019383}, {"observation": "Current Game State: \nThe car is positioned at -0.556, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0690506]", "question": "[-0.5523239  -0.00431679] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0690506]", "reward": -0.0004767978518941618, "cum_reward": -0.064098283272088}, {"observation": "Current Game State: \nThe car is positioned at -0.560, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692179]", "question": "[-0.5563219  -0.00399804] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692179]", "reward": -0.00047911204911201823, "cum_reward": -0.06457739532120002}, {"observation": "Current Game State: \nThe car is positioned at -0.563, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693713]", "question": "[-0.5599711  -0.00364919] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693713]", "reward": -0.00048123831823119193, "cum_reward": -0.06505863363943121}, {"observation": "Current Game State: \nThe car is positioned at -0.566, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0695072]", "question": "[-0.563244   -0.00327288] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0695072]", "reward": -0.00048312565860584303, "cum_reward": -0.06554175929803704}, {"observation": "Current Game State: \nThe car is positioned at -0.569, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069599]", "question": "[-0.566116   -0.00287198] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069599]", "reward": -0.00048440253113000157, "cum_reward": -0.06602616182916704}, {"observation": "Current Game State: \nThe car is positioned at -0.571, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696788]", "question": "[-0.56856555 -0.00244956] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696788]", "reward": -0.0004855132858438083, "cum_reward": -0.06651167511501085}, {"observation": "Current Game State: \nThe car is positioned at -0.572, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069746]", "question": "[-0.57057434 -0.00200882] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069746]", "reward": -0.00048645069509802854, "cum_reward": -0.06699812581010889}, {"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698001]", "question": "[-0.5721274  -0.00155305] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698001]", "reward": -0.0004872059330921275, "cum_reward": -0.06748533174320101}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698409]", "question": "[-0.57321304 -0.00108567] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698409]", "reward": -0.00048777524373235794, "cum_reward": -0.06797310698693337}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.069868]", "question": "[-0.5738232  -0.00061017] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.069868]", "reward": -0.00048815330305984617, "cum_reward": -0.06846126028999322}, {"observation": "Current Game State: \nThe car is positioned at -0.574, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698811]", "question": "[-5.7395333e-01 -1.3010790e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698811]", "reward": -0.0004883365562946551, "cum_reward": -0.06894959684628787}, {"observation": "Current Game State: \nThe car is positioned at -0.573, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698802]", "question": "[-5.7360238e-01  3.5093815e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698802]", "reward": -0.0004883248937005647, "cum_reward": -0.06943792173998845}, {"observation": "Current Game State: \nThe car is positioned at -0.571, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698653]", "question": "[-0.572773    0.00082938] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698653]", "reward": -0.0004881166565397166, "cum_reward": -0.06992603839652817}, {"observation": "Current Game State: \nThe car is positioned at -0.570, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0698365]", "question": "[-0.57147133  0.00130165] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0698365]", "reward": -0.00048771363560859985, "cum_reward": -0.07041375203213676}, {"observation": "Current Game State: \nThe car is positioned at -0.567, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697917]", "question": "[-0.5697071   0.00176421] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697917]", "reward": -0.0004870877845419841, "cum_reward": -0.07090083981667875}, {"observation": "Current Game State: \nThe car is positioned at -0.565, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0697224]", "question": "[-0.5674935   0.00221361] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0697224]", "reward": -0.00048612150163194204, "cum_reward": -0.07138696131831068}, {"observation": "Current Game State: \nThe car is positioned at -0.562, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0696384]", "question": "[-0.56484705  0.00264646] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0696384]", "reward": -0.00048495027806580996, "cum_reward": -0.07187191159637649}, {"observation": "Current Game State: \nThe car is positioned at -0.558, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0695239]", "question": "[-0.56178755  0.00305949] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0695239]", "reward": -0.00048335769190686054, "cum_reward": -0.07235526928828334}, {"observation": "Current Game State: \nThe car is positioned at -0.555, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0693873]", "question": "[-0.558338    0.00344956] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0693873]", "reward": -0.00048145997193529413, "cum_reward": -0.07283672926021864}, {"observation": "Current Game State: \nThe car is positioned at -0.550, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0692354]", "question": "[-0.55452424  0.00381372] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0692354]", "reward": -0.0004793546715418984, "cum_reward": -0.07331608393176053}, {"observation": "Current Game State: \nThe car is positioned at -0.546, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0690695]", "question": "[-0.55037504  0.00414918] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0690695]", "reward": -0.0004770596484732437, "cum_reward": -0.07379314358023378}, {"observation": "Current Game State: \nThe car is positioned at -0.541, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0689491]", "question": "[-0.5459217   0.00445339] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0689491]", "reward": -0.00047539788535146956, "cum_reward": -0.07426854146558526}, {"observation": "Current Game State: \nThe car is positioned at -0.536, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0688709]", "question": "[-0.5411976   0.00472411] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0688709]", "reward": -0.00047432011507595465, "cum_reward": -0.07474286158066121}, {"observation": "Current Game State: \nThe car is positioned at -0.531, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687972]", "question": "[-0.53623825  0.00495934] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687972]", "reward": -0.0004733058954812464, "cum_reward": -0.07521616747614246}, {"observation": "Current Game State: \nThe car is positioned at -0.526, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687602]", "question": "[-0.53108096  0.00515731] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687602]", "reward": -0.00047279591399842504, "cum_reward": -0.07568896339014089}, {"observation": "Current Game State: \nThe car is positioned at -0.520, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0687184]", "question": "[-0.5257644   0.00531657] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0687184]", "reward": -0.00047222230862189465, "cum_reward": -0.07616118569876279}, {"observation": "Current Game State: \nThe car is positioned at -0.515, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686752]", "question": "[-0.5203285   0.00543589] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686752]", "reward": -0.0004716277657067281, "cum_reward": -0.07663281346446951}, {"observation": "Current Game State: \nThe car is positioned at -0.509, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0686307]", "question": "[-0.51481414  0.00551437] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0686307]", "reward": -0.0004710172343266095, "cum_reward": -0.07710383069879612}, {"observation": "Current Game State: \nThe car is positioned at -0.504, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685854]", "question": "[-0.5092627   0.00555144] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685854]", "reward": -0.0004703956518824271, "cum_reward": -0.07757422635067854}, {"observation": "Current Game State: \nThe car is positioned at -0.498, with a velocity of 0.006 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0685395]", "question": "[-0.5037159   0.00554683] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0685395]", "reward": -0.00046976630926707233, "cum_reward": -0.0780439926599456}, {"observation": "Current Game State: \nThe car is positioned at -0.493, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684934]", "question": "[-0.49821526  0.00550061] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684934]", "reward": -0.00046913412190860985, "cum_reward": -0.07851312678185421}, {"observation": "Current Game State: \nThe car is positioned at -0.488, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684474]", "question": "[-0.4928021   0.00541315] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684474]", "reward": -0.00046850399212985396, "cum_reward": -0.07898163077398407}, {"observation": "Current Game State: \nThe car is positioned at -0.482, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684019]", "question": "[-0.48751694  0.00528518] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684019]", "reward": -0.0004678824399334758, "cum_reward": -0.07944951321391755}, {"observation": "Current Game State: \nThe car is positioned at -0.477, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683572]", "question": "[-0.48239926  0.0051177 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683572]", "reward": -0.0004672710788383938, "cum_reward": -0.07991678429275595}, {"observation": "Current Game State: \nThe car is positioned at -0.473, with a velocity of 0.005 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683144]", "question": "[-0.47748724  0.00491202] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683144]", "reward": -0.00046668617694791694, "cum_reward": -0.08038347046970387}, {"observation": "Current Game State: \nThe car is positioned at -0.468, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682734]", "question": "[-0.47281748  0.00466976] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682734]", "reward": -0.00046612605751903405, "cum_reward": -0.0808495965272229}, {"observation": "Current Game State: \nThe car is positioned at -0.464, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682342]", "question": "[-0.4684247   0.00439278] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682342]", "reward": -0.0004655906765549389, "cum_reward": -0.08131518720377784}, {"observation": "Current Game State: \nThe car is positioned at -0.461, with a velocity of 0.004 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068197]", "question": "[-0.4643415   0.00408321] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068197]", "reward": -0.00046508324385854396, "cum_reward": -0.08178027044763639}, {"observation": "Current Game State: \nThe car is positioned at -0.457, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681621]", "question": "[-0.46059808  0.00374342] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681621]", "reward": -0.00046460696442096605, "cum_reward": -0.08224487741205735}, {"observation": "Current Game State: \nThe car is positioned at -0.454, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681298]", "question": "[-0.4572221   0.00337596] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681298]", "reward": -0.0004641666637837716, "cum_reward": -0.08270904407584112}, {"observation": "Current Game State: \nThe car is positioned at -0.452, with a velocity of 0.003 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681095]", "question": "[-0.45423847  0.00298362] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681095]", "reward": -0.0004638905669708038, "cum_reward": -0.08317293464281192}, {"observation": "Current Game State: \nThe car is positioned at -0.450, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681114]", "question": "[-0.45166916  0.00256932] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681114]", "reward": -0.00046391654905164614, "cum_reward": -0.08363685119186356}, {"observation": "Current Game State: \nThe car is positioned at -0.448, with a velocity of 0.002 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681125]", "question": "[-0.44953296  0.0021362 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681125]", "reward": -0.00046393116429186424, "cum_reward": -0.08410078235615542}, {"observation": "Current Game State: \nThe car is positioned at -0.447, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.068113]", "question": "[-0.44784552  0.00168743] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.068113]", "reward": -0.0004639376600280798, "cum_reward": -0.08456472001618351}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.001 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681125]", "question": "[-0.44661918  0.00122633] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681125]", "reward": -0.00046393116429186424, "cum_reward": -0.08502865118047537}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.000 towards the right.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681114]", "question": "[-0.44586292  0.00075627] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681114]", "reward": -0.00046391654905164614, "cum_reward": -0.08549256772952701}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.000 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681096]", "question": "[-4.4558224e-01  2.8068706e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681096]", "reward": -0.00046389219082954014, "cum_reward": -0.08595645992035655}, {"observation": "Current Game State: \nThe car is positioned at -0.446, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681071]", "question": "[-4.4577917e-01 -1.9694501e-04] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681071]", "reward": -0.0004638580903929324, "cum_reward": -0.08642031801074948}, {"observation": "Current Game State: \nThe car is positioned at -0.448, with a velocity of 0.001 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681039]", "question": "[-0.44645232 -0.00067314] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681039]", "reward": -0.0004638142488161634, "cum_reward": -0.08688413225956565}, {"observation": "Current Game State: \nThe car is positioned at -0.449, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681]", "question": "[-0.44759676 -0.00114444] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681]", "reward": -0.0004637606674805284, "cum_reward": -0.08734789292704617}, {"observation": "Current Game State: \nThe car is positioned at -0.451, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680954]", "question": "[-0.44920415 -0.00160737] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680954]", "reward": -0.0004636989715947948, "cum_reward": -0.08781159189864096}, {"observation": "Current Game State: \nThe car is positioned at -0.454, with a velocity of 0.002 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680903]", "question": "[-0.4512627  -0.00205857] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680903]", "reward": -0.00046362916277900015, "cum_reward": -0.08827522106141997}, {"observation": "Current Game State: \nThe car is positioned at -0.457, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680847]", "question": "[-0.4537574  -0.00249471] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680847]", "reward": -0.0004635528661310673, "cum_reward": -0.08873877392755103}, {"observation": "Current Game State: \nThe car is positioned at -0.460, with a velocity of 0.003 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680784]", "question": "[-0.45666996 -0.00291257] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680784]", "reward": -0.000463466837017279, "cum_reward": -0.08920224076456831}, {"observation": "Current Game State: \nThe car is positioned at -0.464, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680717]", "question": "[-0.459979   -0.00330905] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680717]", "reward": -0.00046337594700531783, "cum_reward": -0.08966561671157364}, {"observation": "Current Game State: \nThe car is positioned at -0.468, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0680838]", "question": "[-0.46366018 -0.0036812 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0680838]", "reward": -0.000463539880092867, "cum_reward": -0.09012915659166651}, {"observation": "Current Game State: \nThe car is positioned at -0.472, with a velocity of 0.004 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681114]", "question": "[-0.46768638 -0.00402619] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681114]", "reward": -0.00046391654905164614, "cum_reward": -0.09059307314071816}, {"observation": "Current Game State: \nThe car is positioned at -0.477, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681419]", "question": "[-0.47202778 -0.0043414 ] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681419]", "reward": -0.0004643323612981476, "cum_reward": -0.0910574055020163}, {"observation": "Current Game State: \nThe car is positioned at -0.482, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0681753]", "question": "[-0.4766522  -0.00462443] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0681753]", "reward": -0.00046478736921926614, "cum_reward": -0.09152219287123556}, {"observation": "Current Game State: \nThe car is positioned at -0.487, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682111]", "question": "[-0.4815253  -0.00487311] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682111]", "reward": -0.0004652751249750509, "cum_reward": -0.0919874679962106}, {"observation": "Current Game State: \nThe car is positioned at -0.492, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682491]", "question": "[-0.4866108 -0.0050855] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682491]", "reward": -0.00046579405253766026, "cum_reward": -0.09245326204874826}, {"observation": "Current Game State: \nThe car is positioned at -0.497, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0682894]", "question": "[-0.49187076 -0.00525997] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0682894]", "reward": -0.0004663442035862886, "cum_reward": -0.09291960625233456}, {"observation": "Current Game State: \nThe car is positioned at -0.503, with a velocity of 0.005 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683321]", "question": "[-0.4972659  -0.00539514] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683321]", "reward": -0.0004669272620404286, "cum_reward": -0.09338653351437498}, {"observation": "Current Game State: \nThe car is positioned at -0.508, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0683762]", "question": "[-0.5027558  -0.00548993] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0683762]", "reward": -0.00046753024713694916, "cum_reward": -0.09385406376151192}, {"observation": "Current Game State: \nThe car is positioned at -0.514, with a velocity of 0.006 towards the left.", "goal_description": "The goal is to reach the flag placed on top of the right hill as quickly as possible.", "action_description": "Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015.", "game_description": "In the Mountain Car game, you control a car placed stochastically at the bottom of a sinusoidal valley. The only possible actions are the accelerations between -1 and 1 that can be applied to the car in either direction. The goal of the game is to strategically accelerate the car to reach the goal state on top of the right hill as quickly as possible. The episode ends if either the car reaches the goal position on top of the right hill or the length of the episode is 200.", "action": "[1.0684212]", "question": "[-0.5082994  -0.00554359] \n The goal is to reach the flag placed on top of the right hill as quickly as possible. \n Your Next Move:\n Please select a numerical value within the range of [-1,1], which represents the directional force being applied to the car. The action will be limited to the range of [-1,1], and then multiplied by a power of 0.0015. ", "answer": "The final answer is: [1.0684212]", "reward": -0.00046814667155246074, "cum_reward": -0.09432221043306438}]]
\ No newline at end of file