89298 is a remarkable palindrome

Form the numerator as follows : n*(n+1)*(n+2)*...*(n+9).
Form the denominator as follows : n+(n+1)+(n+2)+...+(n+9).

Now replace 'n' with our remarkable palindrome 89298 and finish the division.

89298 * 89299 * 89300 * ... * 89308 89298 + 89299 + 89300 + ... + 89308
32257905695576766971727229557101926612558581984000 893025
quotient is exactly 36122063431120928273819019128358026497084160

CONJECTURE
89298 is the largest 'n' from a set of 38 numbers that yields an integer.
For consulting the full set please refer to Sloane's entry A032782