Record🤔

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text:

"The new model GPT-o1, dedicated to advanced reasoning, also fails at my "three card blind" task (skipping some spots in a very lengthy response, where it carefully weighs each option and improperly evaluates the correct option, coming to the wrong conclusion)"

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  "Three card blind is a variant of Magic: the Gathering, where each player starts with a three-card hand of their choice, and no cards in their deck. Failing to draw a card does not lose the game.
  
  Player A is playing Mountain, Goblin Guide, Lightning Bolt
  Player B is playing Forest, Thallid, Thallid
  
  Who wins when Player A goes first? Explain your thinking step by step.
  
  To determine who wins when Player A goes first, we'll analyze the game turn by turn, considering all possible decisions and outcomes based on the cards each player has chosen.
  
  Player A's Cards:
  
  Mountain: Land that taps for 1 red mana (R).
  Goblin Guide: A 2/2 creature with haste that costs R. When it attacks, the defending player reveals the top card of their library; if it's a land, they put it into their hand. (In this variant, players have no libraries, so this ability is irrelevant.)
  Lightning Bolt: An instant that costs R and deals 3 damage to any target.
  Player B's Cards:
  
  Forest: Land that taps for 1 green mana"

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• alt:

  "Alternative Scenario: Player B Chooses Option 2 (Does Not Block):
  Player B takes damage over multiple turns while accumulating spore counters on Thallid.
  By Turn 5, Thallid can produce a Saproling token.
  However, the Saproling can only chump block once, delaying the inevitable.
  Player B's Life Total Over Turns:
  Turn 3: 16 → 14
  Turn 4: 14 → 12
  Turn 5: 12 → 10
  Turn 6: Block with Saproling (no damage).
  Turn 7: 10 → 8
  Thallid begins accumulating spore counters again, but it's too slow to stop the damage.
  Eventually, Player B's life reaches 0, resulting in a loss.
  Conclusion:
  Player A consistently deals damage each turn with Goblin Guide.
  Player B lacks the means to prevent this damage effectively or to mount an offense.
  Even with optimal play, Player B cannot overcome the early aggression and direct damage from Player A.
  Therefore, Player A wins the game when going first."

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langs:

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createdAt:

"2024-09-13T17:47:18.327Z"