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BIG-Bench Extra Hard (BBEH) / Let the answer to Question1 be X, Y, Z.

Problem

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input

Let the answer to Question1 be X, Y, Z.

Question1: A group of people played a board game for 4 rounds and logged the game duration in terms of hours, minutes, and seconds as 2:30:50, 2:30:30, 0:50:30 and 1:30:10. On average, how long does one round of the game take? Your answer should be the hours, minutes, and seconds, respectively, without the units (for example, 1, 58, 10).

Let X' = X + 1, Y' = Y - 0, and Z' = Z + 25.

Let the answer to Question2 be P, R, Q.

Question2: A group of people played a board game for 4 rounds and logged the game duration in terms of hours, minutes, and seconds as X':Y':Z', 1:55:00, 2:40:30 and 0:30:55. On average, how long does one round of the game take? Your answer should be the hours, minutes, and seconds, respectively, without the units (for example, 1, 58, 10).

Let P' = P + 2007, R' = R - 53, and Q' = Q + 11.

Use these values to answer Question3.

Question3: The most important game was on P'-R'-Q' (yyyy-mm-dd) and the second most important game was 10 days before it. What was the date of the second most important game? If the question cannot be answered, reply "unanswerable". Use the date format in the question to answer the question.

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