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

Problem

Answer published by the source. Consult the official source to check your work against its answer.

input

Let the answer to Question1 be X.

Question1: Hannah was born on 2009-Jun-22 and Oliver was born on 2011-Aug-22. Oliver is M months younger than Hannah. Compute M.  You can assume the time between the same date in two consecutive months to be 1 month. Eg: the time between 02/13/2020 and 03/13/2020 is 1 month. Your answer should be the number of months without the unit (for example, 12).

Let the answer to Question2 be Y.

Question2: Sarah was born on 2016-Jan-30 and Gabriel was born on 2018-Nov-30. Gabriel is M months younger than Sarah. Compute M.  You can assume the time between the same date in two consecutive months to be 1 month. Eg: the time between 02/13/2020 and 03/13/2020 is 1 month. Your answer should be the number of months without the unit (for example, 12).

Let the answer to Question3 be Z.

Question3: In a movie, a company was established in May 28, 2012. In what year will they celebrate their 7 anniversary? If the question asks for a date, your answer should be the date in the mm/dd/yyyy format (for example, 06/23/2021) and if the question asks for a year, in the yyyy format (for example, 2021) .

Let X' = X - 24, Y' = Y + 4, and Z' = Z - 1994.

Use these values to solve Question4.

Question4: If Emma, Dan, Jason, Lily, Bob have their exams at (times separated by ;):  15:00 (24hr); 04:00 (24hr); 07:26 PM; X':Y':Z' PM; 12:02:36 (24hr) respectively, find the persons whose exams are strictly after the cut-off time of 19:00:24 (24hr). If a time is at a lower granularity, assume the earliest value for the missing information. Eg: if the time is 2:40 PM, assume the complete time to be 2:40:00 PM. Your answer should be an ordered list with alphabetically ordered items (for example, [answer1, answer2, ...]). If there are no valid answers, return an empty list [].

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