sys_prompt
stringclasses 1
value | obs_prompt
stringclasses 12
values | chosen
stringclasses 2
values | Key Description
stringclasses 12
values | rejected
stringclasses 2
values | prompt
stringclasses 12
values |
|---|---|---|---|---|---|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen oppbet | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King oppbet | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Queen pass oppcall | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King oppbet | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King opp pass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Queen pass oppcall | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen oppbet | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Queen pass oppcall | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack opppass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack oppbet | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack opppass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King opp pass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King opp pass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack oppbet | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen oppbet | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King oppbet | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Queen oppbet | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen oppbet | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack opppass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | King | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack opppass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King oppbet | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Jack opppass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King opp pass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King oppbet | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Jack opppass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Queen pass oppcall | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King pass oppcall | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King opp pass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King opp pass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Queen pass oppcall | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack opppass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack pass oppcall | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Jack opppass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Jack (J).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen oppbet | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Queen pass oppcall | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, you chose to <Pass>;
In the 2nd round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King oppbet | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen pass | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | Queen oppbet | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King opp pass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Pass><|end|>
<|endoftext|> | Queen oppbet | Action:
<Bet><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is Queen (Q).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Bet>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions. | Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
| Action:
<Bet><|end|>
<|endoftext|> | King opp pass | Action:
<Pass><|end|>
<|endoftext|> | <|system|>
You are a powerful gaming agent who can make proper decisions to beat the user in gaming tasks. You are a helpful assistant that strictly follows the user's instructions.<|end|>
<|user|>
Kuhn poker is a simple model zero-sum two-player imperfect-information game, amenable to a complete game-theoretic analysis. In Kuhn poker, the deck includes only three playing cards: a King (K), a Queen (Q), and a Jack (J).
One card is dealt to each player, and the third is put aside unseen. The players take turns either <Bet> to match the bet raised by the opponent or <Pass> to concede the game.
If a player bets, the other player must either call the bet by matching it or fold by conceding the game. If both players pass, the game is over, and the player with the higher-ranking card wins. The card rankings are as follows: King (K) > Queen (Q) > Jack (J).
You are playing Kuhn poker with the opponent. The actions are denoted by <Bet> and <Pass>.
In this match, your card is King (K).
Here are the past moves in this match:
In the 1st round, the opponent chose to <Pass>;
Your legal moves are: <Pass>, <Bet>.
You must choose an legal action to set up advantages.
Your output must be in the following format:
Action:
Your action wrapped with <>, <Pass|Bet> e.g., <Pass>
Please return your answer without explanation!
<|end|>
<|assistant|>
|
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