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Which is the largest?
A. 201532+2015322+2015323+...+2015322014+2015322015\frac{2015}{32}+\frac{2015}{32^2}+\frac{2015}{32^3}+...+\frac{2015}{32^{2014}}+\frac{2015}{32^{2015}}322015+3222015+3232015+...+3220142015+3220152015
B. 0.6−0.06+1.2−0.12+1.8−0.18+...+8.4−0.84+9.0−0.900.6-0.06+1.2-0.12+1.8-0.18+...+8.4-0.84+9.0-0.900.6−0.06+1.2−0.12+1.8−0.18+...+8.4−0.84+9.0−0.90
C. 45+15+5+53+532+...+5314+531545+15+5+\frac{5}{3}+\frac{5}{3^2}+...+\frac{5}{3^{14}}+\frac{5}{3^{15}}45+15+5+35+325+...+3145+3155
D. 1+2+3+...+10+111+2+3+...+10+111+2+3+...+10+11
This problem is part of the set 2015 Countdown Problems.
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