ЯсноПонятно24

The given expression can be simplified as follows:

4(3224^100+1)^2 + 2(3224^100-2)^2 - 2(3224^200+8) / ((3224^100+1)2 - 3224^100 - 3224^200)(3224^100-1)

= 4(3224^200 + 23224^100 + 1) + 2(3224^200 - 43224^100 + 4) - 2(3224^200 + 8) / ((3224^200 + 2*3224^100 + 1) - 3224^100 - 3224^200)(3224^100 - 1)

= 43224^200 + 83224^100 + 4 + 23224^200 - 83224^100 + 8 - 23224^200 - 16 / (3224^200 + 23224^100 + 1 - 3224^100 - 3224^200)(3224^100 - 1)

= 43224^200 + 23224^200 - 23224^200 + 83224^100 - 83224^100 - 3224^100 + 4 + 8 + 8 - 23224^200 - 16 / (3224^100 - 3224^200)(3224^100 - 1)

= 43224^200 + 83224^100 + 20 / (3224^100 - 3224^200)(3224^100 - 1)

Therefore, the simplified expression is 43224^200 + 83224^100 + 20 / (3224^100 - 3224^200)(3224^100 - 1).