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 |
|
Natanaelel | 55 |
#2 |
|
hallvabo | 56 |
#3 |
|
bizy-coder | 57 |
#4 |
|
EroticShiveringKingBanana | 59 |
#4 |
|
fuzzylojik-golf | 59 |
#6 |
|
Bulmenisaurus | 60 |
#7 |
|
AlephSquirrel | 61 |
#8 |
|
MeWhenI | 64 |
#9 |
|
b-kamphorst | 79 |
#10 |
|
albanian-laundromat | 86 |