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

Problem

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input

Let the answer to Question1 be X.

Question1: Mia and Brad were born on 2001-Oct-25 and 2002-Mar-31 respectively. When Brad was 266 days old, how old was Mia in days? Your answer should be the number of days without the unit (for example, 233).

Let the answer to Question2 be Y.

Question2: Elizabeth was born on 2008-Dec-29 and Bob was born on 2010-Jun-29. Bob is M months younger than Elizabeth. 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: Camila was born on 2018-Apr-18 and Levi was born on 2019-Jun-28. How many days is Camila older than Levi? Your answer should be the number of days without the unit (for example, 233).

Let X' = X + 1443, Y' = Y - 7, and Z' = Z - 410.

Use these values to solve Question4.

Question4: Emma, Bob, Jason, Dan, Jenny have their exams at the following date/times( separated by ;): on 17 Sep, 1883 at 12:00 (24hr); on 17 Sep, 1883 at 03:41 AM; on August 23, 1979; on 28 August, 1814 at 09 PM; and on 28 July, 1905 at 14:01:39 (24hr) respectively. Find the persons whose exams are strictly after the cut off date/time of X'-Y'-Z' 11:24:22 (24hr). If a date/time is at a lower granularity, assume the earliest value for the missing information. Eg: if the date is Feb, 2020, assume the complete date/time to be 1 Feb 2020 00:00:00. 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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