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Problem

Let n and x be non-negative integers with x less than n. Alice chooses x secretly and Bob may ask questions of the form "is x less than g?", where g is any integer, but Alice will only give the answer after 42 other questions have been asked (the answers are delayed by 42 questions; the last 42 questions will not be answered at all). How large may n be such that Bob can determine x within 6969 questions?

Options

exec is denied

rejudge feature is enabled

now post-mortem time, all source codes will be revealed

Sample input:_

*NOTHING*

Sample output:

435611175774172820978885397916576641668338663279097545286817411198487220958139946740649307918282679552174015201091486232042269525970495940707161510294409346439234966059676451872744408539876755469

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