There is a start point and and a goal, and there's a rabbit on the start point. The goal is marked zero. The square one step away of goal is marked 1. The square one step away of the square marked 1 is marked 2, and the square 1 step ahead of the square marked 2 is marked 3, and so on. Refer to the picture below for the shape of the route more clarity. So, how many possible routes are there for the rabbit at the start point to reach the goal ? Refer the picture for complete clarity
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1. The rabbit can start at 13-10 then take a right to 10-7 then go up to 7-2 take a left and move one space and go up to 0.
2. The rabbit can start at 13-10 take the right to 10-8 move one step up to the inside 7 then move one step to the right to the 6 then take 4 steps forward where it will stop at the number 2 then move 1 step to the left the the block number 1 then move up to block 0.
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