ЯсноПонятно24

First, let's simplify each part of the expression:

1. 6(202*100 + 1)*2 = 6(20200 + 1)*2 = 6(20201)*2 = 121206

2. 3(202*100 - 2)*2 = 3(20200 - 2)*2 = 3(20198)*2 = 121188

3. 3(202*200 + 8) = 3(40400 + 8) = 3(40408) = 121224

4. 2((202100 + 1)2 - 202100 - 202200) = 2((20200 + 1)2 - 20200 - 40400) = 2(404012 - 20200 - 40400) = 2(80802 - 20200 - 40400) = 2(20202) = 40404

Now, substitute these simplified values back into the original expression:

121206 + 121188 - 121224 - 40404 = 242394 - 121224 - 40404 = 121170 - 40404 = 80766

Therefore, the final simplified result of the expression is 80766.