There are 5 **consecutive** positive integers p, q, r, s, t , and each of them is smaller than 10000.

Given that, p+q+r+s+t=\(a^{2}\) and q+r+s=\(b^{3}\), where a and b are integers.

What is the value of \(\sqrt{p+q+r+s+t}\) ?

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