1/4 1/16 1/36 1/64 1/100 1/144 1/196 1/256 1/324 1/400 1/484 1/576 1/676 1/784 1/900 1/1024 1/1156 1/1296 1/1444 1/1600 1/1764 1/1936 1/2116 1/2304 1/2500 1/2704 1/2916 1/3136 1/3364 1/3600 1/3844 1/4096 1/4356 1/4624 1/4900 1/5184 1/5476 1/5776 1/6084 1/6400 1/6724 1/7056 1/7396 1/7744 1/8100 1/8464 1/8836 1/9216 1/9604 1/9 1/25 1/49 1/81 1/121 1/169 1/225 1/289 1/361 1/441 1/529 1/625 1/729 1/841 1/961 1/1089 1/1225 1/1369 1/1521 1/1681 1/1849 1/2025 1/2209 1/2401 1/2601 1/2809 1/3025 1/3249 1/3481 1/3721 1/3969 1/4225 1/4489 1/4761 1/5041 1/5329 1/5625 1/5929 1/6241 1/6561 1/6889 1/7225 1/7569 1/7921 1/8281 1/8649 1/9025 1/9409 1/9801
E - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e - e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e + e
$$- e^{\frac{1}{4}} - e^{\frac{1}{16}} - e^{\frac{1}{36}} - e^{\frac{1}{64}} - e^{\frac{1}{100}} - e^{\frac{1}{144}} - e^{\frac{1}{196}} - e^{\frac{1}{256}} - e^{\frac{1}{324}} - e^{\frac{1}{400}} - e^{\frac{1}{484}} - e^{\frac{1}{576}} - e^{\frac{1}{676}} - e^{\frac{1}{784}} - e^{\frac{1}{900}} - e^{\frac{1}{1024}} - e^{\frac{1}{1156}} - e^{\frac{1}{1296}} - e^{\frac{1}{1444}} - e^{\frac{1}{1600}} - e^{\frac{1}{1764}} - e^{\frac{1}{1936}} - e^{\frac{1}{2116}} - e^{\frac{1}{2304}} - e^{\frac{1}{2500}} - e^{\frac{1}{2704}} - e^{\frac{1}{2916}} - e^{\frac{1}{3136}} - e^{\frac{1}{3364}} - e^{\frac{1}{3600}} - e^{\frac{1}{3844}} - e^{\frac{1}{4096}} - e^{\frac{1}{4356}} - e^{\frac{1}{4624}} - e^{\frac{1}{4900}} - e^{\frac{1}{5184}} - e^{\frac{1}{5476}} - e^{\frac{1}{5776}} - e^{\frac{1}{6084}} - e^{\frac{1}{6400}} - e^{\frac{1}{6724}} - e^{\frac{1}{7056}} - e^{\frac{1}{7396}} - e^{\frac{1}{7744}} - e^{\frac{1}{8100}} - e^{\frac{1}{8464}} - e^{\frac{1}{8836}} - e^{\frac{1}{9216}} - e^{\frac{1}{9604}} + e^{\frac{1}{9801}} + e^{\frac{1}{9409}} + e^{\frac{1}{9025}} + e^{\frac{1}{8649}} + e^{\frac{1}{8281}} + e^{\frac{1}{7921}} + e^{\frac{1}{7569}} + e^{\frac{1}{7225}} + e^{\frac{1}{6889}} + e^{\frac{1}{6561}} + e^{\frac{1}{6241}} + e^{\frac{1}{5929}} + e^{\frac{1}{5625}} + e^{\frac{1}{5329}} + e^{\frac{1}{5041}} + e^{\frac{1}{4761}} + e^{\frac{1}{4489}} + e^{\frac{1}{4225}} + e^{\frac{1}{3969}} + e^{\frac{1}{3721}} + e^{\frac{1}{3481}} + e^{\frac{1}{3249}} + e^{\frac{1}{3025}} + e^{\frac{1}{2809}} + e^{\frac{1}{2601}} + e^{\frac{1}{2401}} + e^{\frac{1}{2209}} + e^{\frac{1}{2025}} + e^{\frac{1}{1849}} + e^{\frac{1}{1681}} + e^{\frac{1}{1521}} + e^{\frac{1}{1369}} + e^{\frac{1}{1225}} + e^{\frac{1}{1089}} + e^{\frac{1}{961}} + e^{\frac{1}{841}} + e^{\frac{1}{729}} + e^{\frac{1}{625}} + e^{\frac{1}{529}} + e^{\frac{1}{441}} + e^{\frac{1}{361}} + e^{\frac{1}{289}} + e^{\frac{1}{225}} + e^{\frac{1}{169}} + e^{\frac{1}{121}} + e^{\frac{1}{81}} + e^{\frac{1}{49}} + e^{\frac{1}{25}} + e^{\frac{1}{9}} + e$$
E - exp(1/4) - exp(1/16) - exp(1/36) - exp(1/64) - exp(1/100) - exp(1/144) - exp(1/196) - exp(1/256) - exp(1/324) - exp(1/400) - exp(1/484) - exp(1/576) - exp(1/676) - exp(1/784) - exp(1/900) - exp(1/1024) - exp(1/1156) - exp(1/1296) - exp(1/1444) - exp(1/1600) - exp(1/1764) - exp(1/1936) - exp(1/2116) - exp(1/2304) - exp(1/2500) - exp(1/2704) - exp(1/2916) - exp(1/3136) - exp(1/3364) - exp(1/3600) - exp(1/3844) - exp(1/4096) - exp(1/4356) - exp(1/4624) - exp(1/4900) - exp(1/5184) - exp(1/5476) - exp(1/5776) - exp(1/6084) - exp(1/6400) - exp(1/6724) - exp(1/7056) - exp(1/7396) - exp(1/7744) - exp(1/8100) - exp(1/8464) - exp(1/8836) - exp(1/9216) - exp(1/9604) + exp(1/9) + exp(1/25) + exp(1/49) + exp(1/81) + exp(1/121) + exp(1/169) + exp(1/225) + exp(1/289) + exp(1/361) + exp(1/441) + exp(1/529) + exp(1/625) + exp(1/729) + exp(1/841) + exp(1/961) + exp(1/1089) + exp(1/1225) + exp(1/1369) + exp(1/1521) + exp(1/1681) + exp(1/1849) + exp(1/2025) + exp(1/2209) + exp(1/2401) + exp(1/2601) + exp(1/2809) + exp(1/3025) + exp(1/3249) + exp(1/3481) + exp(1/3721) + exp(1/3969) + exp(1/4225) + exp(1/4489) + exp(1/4761) + exp(1/5041) + exp(1/5329) + exp(1/5625) + exp(1/5929) + exp(1/6241) + exp(1/6561) + exp(1/6889) + exp(1/7225) + exp(1/7569) + exp(1/7921) + exp(1/8281) + exp(1/8649) + exp(1/9025) + exp(1/9409) + exp(1/9801)