Binary Squash
A challenge by
mousetail
Description
Given a list of integers, each on their own line, combine the ones adjacent ones where the binary representation does not share a one.
For example, given the list:
1 6 8 3 4
Would output:
15 7
Each number will be at most 2<sup>16</sup>
Leaderboard
Author | Score | ||
---|---|---|---|
#1 |
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bizy-coder | 57 |
#2 |
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hallvabo | 59 |
#2 |
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EroticShiveringKingBanana | 59 |
#4 |
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Bulmenisaurus | 60 |
#5 |
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AlephSquirrel | 61 |