We want to create a divisible sequence of length \(l\) starting from a number \(N\). In a Divisible Sequence, every term (except the starting number) is a divisor of the previous term. Examples of divisible sequences of length 3 starting with 10 are:

\(10,10,10\)

\(10,10,5\)

\(10,10,1\)

\(10,5,5\) ... etc.

Find the number of divisible sequences of length 5 starting from the number 360.

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