2012A = 2102+2012+2+....+2012^73
2011A = 2012A - A = (2012+2012^2+....+2012^73) - (1+2012+2012^2+....+2012^72) = 2012^72 - 1
=> A = (2012^72-1)/2011
Xét A -B = (2012^72-1)/2011 - (2012^13-1) = (2012^72 - 1 - 2011.2012^13 + 2011 ) / 2011
> (2012^72 - 2012^14+2010)/2011 > 0
=> A > B