It's "their starting position" not "there starting position"...
no fancy function, no eccentric useage, and problem was swiftly solved. Excellent code!
Would of never guessed it!
This actually has a minor bug -- it may fail on inputs containing negative numbers, e.g. x=[1 -1], however this is simply fixable by taking abs(x).
it never gets tired to watch this kinda code.
Find the longest sequence of 1's in a binary sequence.
Clean the List of Names
Test for balanced parentheses
Find the nearest prime number
Do you like your boss?
Count consecutive 0's in between values of 1
Can you beat the lottery?
Find number patterns in rows of a matrix...
Backslang, odds are you used it at some point in time...
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