tackle the riddle one needs to shading a few cells on the boundary of the network dark so that: precisely U cells in the top line are dark; precisely R cells in the furthest right section are dark; precisely D cells in the base line are dark;
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To tackle the riddle one needs to shading a few cells on the boundary of the network dark so that:
precisely U cells in the top line are dark;
precisely R cells in the furthest right section are dark;
precisely D cells in the base line are dark;
precisely L cells in the furthest left section are dark.
Note that you can shading zero cells dark and leave each cell white.
Your assignment is to check if there exists an answer for the given riddle.
Input
The primary line contains a solitary integer t (1≤t≤1000) — the number of testcases.
Then, at that point, the portrayals of t testcases follow.
The main line of each testcase contains 5 integers n,U,R,D,L (2≤n≤100; 0≤U,R,D,L≤n).
Output
For each testcase print "YES" if the arrangement exists and "NO" in any case.
You might print each letter regardless you need (along these lines, for instance, the strings yEs, indeed, Yes and YES are completely perceived as sure reply).
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