S = 1+5+9+...+401
S = (4•1-3)+(4•2-3)+(4•3-3)+...+(4•101-3)
S = 4•(1+2+...+101) -3•101
S = 4•101•102/2 - 3•101
S = 4•101•51 - 3•101
S = 101•(4•51-3)
S = 101•201
S = 20301
S = 2+5+8+...+302
S = (3•1-1)+(3•2-1)+(3•3-1)+...+(3•101-1)
S = 3•(1+2+3+...+101) - 1•101
S = 3•101•102/2 - 101
S = 3•101•51 - 101
S = 101•(3•51-1)
S = 101•152
S = 15352