shuffle([2, 3, 5, 7, 11, 13])
randRange( 2, 12 ) randRange( 2, 5 ) PRIMES[0] pow( RADICAL_INT, 2 ) * RADICAL_PRIME

Simplify the following expression:

`START_INT\sqrt{RADICAL_TOTAL}`.

pow( START_INT, 2 ) * RADICAL_TOTAL

First, try to factor a perfect square out of the radical.

`= START_INT\sqrt{RADICAL_TOTAL}`

`= START_INT\sqrt{pow( RADICAL_INT , 2 ) \cdot RADICAL_PRIME}`

Separate the radical and simplify.

`= START_INT\sqrt{pow( RADICAL_INT , 2 )} \cdot \sqrt{RADICAL_PRIME}`

`= START_INT \cdot RADICAL_INT \cdot \sqrt{RADICAL_PRIME}`

`= START_INT * RADICAL_INT\sqrt{RADICAL_PRIME}`

randRange( 2, 12 ) PRIMES[0] * PRIMES[1]

Simplify the following expression:

`START_INT\sqrt{RADICAL_TOTAL}`.

pow( START_INT, 2 ) * RADICAL_TOTAL

There are no perfect-square factors of RADICAL_TOTAL.

Thus, the expression is already in its most simplified form.

`= START_INT\sqrt{RADICAL_TOTAL}`