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dpaukov / classic-cherries / 37 / 1
61%
master: 61%

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DEFAULT BRANCH: master
Ran 01 Apr 2018 12:58AM UTC
Files 28
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01 Apr 2018 12:56AM UTC coverage: 74.728% (+1.5%) from 73.219%
37.1

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dpaukov
Add solution for Search Sequence in 2d array problem (based on the backtracking class):

Given A is a matrix and S is an array of integers, we say S occurs in A if you can start from
some entry in A and traverse adjacent entries in A in the order prescribed by S.
Adjacent entries are top, bottom, left and right ones.
It is possible to visit an entry in the matrix A more than once.

 For example, if A =
 [1 2 3
 3 4 5
 5 6 7]
 S = [1 3 4 6]
 Then S is in A, because A[0][0] = 1, A[1][0] = 3, A[1][1] = 4, A[2][1] = 6

618 of 827 relevant lines covered (74.73%)

97.69 hits per line

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