Consider the binary representation of integers to define the points in {0,1}^7 Example: S = {0,3,13,...} = {(0,0,0,0,0,0,0) , (0,0,0,0,0,1,1) , (0,0,0,1,1,0,1) , ...} For n = 7 the a(7) = 107520 solutions: S = {0,3,13,49,62,85,90,102,105} S = {0,3,13,49,62,86,89,101,106} S = {0,3,13,53,58,81,94,102,105} S = {0,3,13,53,58,86,89,97,110} S = {0,3,13,54,57,81,94,101,106} S = {0,3,13,54,57,85,90,97,110} S = {0,3,14,50,61,85,90,102,105} S = {0,3,14,50,61,86,89,101,106} S = {0,3,14,53,58,82,93,102,105} S = {0,3,14,53,58,86,89,98,109} S = {0,3,14,54,57,82,93,101,106} S = {0,3,14,54,57,85,90,98,109} S = {0,3,21,41,62,77,90,102,113} S = {0,3,21,41,62,78,89,101,114} S = {0,3,21,45,58,73,94,102,113} S = {0,3,21,45,58,78,89,97,118} S = {0,3,21,46,57,73,94,101,114} S = {0,3,21,46,57,77,90,97,118} S = {0,3,22,42,61,77,90,102,113} S = {0,3,22,42,61,78,89,101,114} S = {0,3,22,45,58,74,93,102,113} S = {0,3,22,45,58,78,89,98,117} S = {0,3,22,46,57,74,93,101,114} S = {0,3,22,46,57,77,90,98,117} S = {0,3,25,37,62,77,86,106,113} S = {0,3,25,37,62,78,85,105,114} S = {0,3,25,45,54,69,94,106,113} S = {0,3,25,45,54,78,85,97,122} S = {0,3,25,46,53,69,94,105,114} S = {0,3,25,46,53,77,86,97,122} S = {0,3,26,38,61,77,86,106,113} S = {0,3,26,38,61,78,85,105,114} S = {0,3,26,45,54,70,93,106,113} S = {0,3,26,45,54,78,85,98,121} S = {0,3,26,46,53,70,93,105,114} S = {0,3,26,46,53,77,86,98,121} S = {0,3,29,37,58,73,86,110,113} S = {0,3,29,37,58,78,81,105,118} S = {0,3,29,38,58,74,86,109,113} S = {0,3,29,38,58,78,82,105,117} S = {0,3,29,41,54,69,90,110,113} S = {0,3,29,41,54,78,81,101,122} S = {0,3,29,42,54,70,90,109,113} S = {0,3,29,42,54,78,82,101,121} S = {0,3,29,46,49,69,90,105,118} S = {0,3,29,46,49,73,86,101,122} S = {0,3,29,46,50,70,90,105,117} S = {0,3,29,46,50,74,86,101,121} S = {0,3,30,37,57,73,85,110,114} S = {0,3,30,37,57,77,81,106,118} S = {0,3,30,38,57,74,85,109,114} S = {0,3,30,38,57,77,82,106,117} S = {0,3,30,41,53,69,89,110,114} S = {0,3,30,41,53,77,81,102,122} S = {0,3,30,42,53,70,89,109,114} S = {0,3,30,42,53,77,82,102,121} S = {0,3,30,45,49,69,89,106,118} S = {0,3,30,45,49,73,85,102,122} S = {0,3,30,45,50,70,89,106,117} S = {0,3,30,45,50,74,85,102,121} S = {0,5,11,49,62,83,92,102,105} S = {0,5,11,49,62,86,89,99,108} S = {0,5,11,51,60,81,94,102,105} S = {0,5,11,51,60,86,89,97,110} S = {0,5,11,54,57,81,94,99,108} S = {0,5,11,54,57,83,92,97,110} S = {0,5,14,51,60,84,91,102,105} S = {0,5,14,51,60,86,89,100,107} S = {0,5,14,52,59,83,92,102,105} S = {0,5,14,52,59,86,89,99,108} S = {0,5,14,54,57,83,92,100,107} S = {0,5,14,54,57,84,91,99,108} S = {0,5,19,41,62,75,92,102,113} S = {0,5,19,41,62,78,89,99,116} S = {0,5,19,43,60,73,94,102,113} S = {0,5,19,43,60,78,89,97,118} S = {0,5,19,46,57,73,94,99,116} S = {0,5,19,46,57,75,92,97,118} S = {0,5,22,43,60,76,91,102,113} S = {0,5,22,43,60,78,89,100,115} S = {0,5,22,44,59,75,92,102,113} S = {0,5,22,44,59,78,89,99,116} S = {0,5,22,46,57,75,92,100,115} S = {0,5,22,46,57,76,91,99,116} S = {0,5,25,35,62,75,86,108,113} S = {0,5,25,35,62,78,83,105,116} S = {0,5,25,43,54,67,94,108,113} S = {0,5,25,43,54,78,83,97,124} S = {0,5,25,46,51,67,94,105,116} S = {0,5,25,46,51,75,86,97,124} S = {0,5,27,35,60,73,86,110,113} S = {0,5,27,35,60,78,81,105,118} S = {0,5,27,38,60,76,86,107,113} S = {0,5,27,38,60,78,84,105,115} S = {0,5,27,41,54,67,92,110,113} S = {0,5,27,41,54,78,81,99,124} S = {0,5,27,44,54,70,92,107,113} S = {0,5,27,44,54,78,84,99,121} S = {0,5,27,46,49,67,92,105,118} S = {0,5,27,46,49,73,86,99,124} S = {0,5,27,46,52,70,92,105,115} S = {0,5,27,46,52,76,86,99,121} S = {0,5,28,38,59,75,86,108,113} S = {0,5,28,38,59,78,83,105,116} S = {0,5,28,43,54,70,91,108,113} S = {0,5,28,43,54,78,83,100,121} S = {0,5,28,46,51,70,91,105,116} S = {0,5,28,46,51,75,86,100,121} S = {0,5,30,35,57,73,83,110,116} S = {0,5,30,35,57,75,81,108,118} S = {0,5,30,38,57,75,84,108,115} S = {0,5,30,38,57,76,83,107,116} S = {0,5,30,41,51,67,89,110,116} S = {0,5,30,41,51,75,81,102,124} S = {0,5,30,43,49,67,89,108,118} S = {0,5,30,43,49,73,83,102,124} S = {0,5,30,43,52,70,89,108,115} S = {0,5,30,43,52,76,83,102,121} S = {0,5,30,44,51,70,89,107,116} S = {0,5,30,44,51,75,84,102,121} S = {0,6,11,50,61,83,92,101,106} S = {0,6,11,50,61,85,90,99,108} S = {0,6,11,51,60,82,93,101,106} S = {0,6,11,51,60,85,90,98,109} S = {0,6,11,53,58,82,93,99,108} S = {0,6,11,53,58,83,92,98,109} S = {0,6,13,51,60,84,91,101,106} S = {0,6,13,51,60,85,90,100,107} S = {0,6,13,52,59,83,92,101,106} S = {0,6,13,52,59,85,90,99,108} S = {0,6,13,53,58,83,92,100,107} S = {0,6,13,53,58,84,91,99,108} S = {0,6,19,42,61,75,92,101,114} S = {0,6,19,42,61,77,90,99,116} S = {0,6,19,43,60,74,93,101,114} S = {0,6,19,43,60,77,90,98,117} S = {0,6,19,45,58,74,93,99,116} S = {0,6,19,45,58,75,92,98,117} S = {0,6,21,43,60,76,91,101,114} S = {0,6,21,43,60,77,90,100,115} S = {0,6,21,44,59,75,92,101,114} S = {0,6,21,44,59,77,90,99,116} S = {0,6,21,45,58,75,92,100,115} S = {0,6,21,45,58,76,91,99,116} S = {0,6,26,35,61,75,85,108,114} S = {0,6,26,35,61,77,83,106,116} S = {0,6,26,43,53,67,93,108,114} S = {0,6,26,43,53,77,83,98,124} S = {0,6,26,45,51,67,93,106,116} S = {0,6,26,45,51,75,85,98,124} S = {0,6,27,35,60,74,85,109,114} S = {0,6,27,35,60,77,82,106,117} S = {0,6,27,37,60,76,85,107,114} S = {0,6,27,37,60,77,84,106,115} S = {0,6,27,42,53,67,92,109,114} S = {0,6,27,42,53,77,82,99,124} S = {0,6,27,44,53,69,92,107,114} S = {0,6,27,44,53,77,84,99,122} S = {0,6,27,45,50,67,92,106,117} S = {0,6,27,45,50,74,85,99,124} S = {0,6,27,45,52,69,92,106,115} S = {0,6,27,45,52,76,85,99,122} S = {0,6,28,37,59,75,85,108,114} S = {0,6,28,37,59,77,83,106,116} S = {0,6,28,43,53,69,91,108,114} S = {0,6,28,43,53,77,83,100,122} S = {0,6,28,45,51,69,91,106,116} S = {0,6,28,45,51,75,85,100,122} S = {0,6,29,35,58,74,83,109,116} S = {0,6,29,35,58,75,82,108,117} S = {0,6,29,37,58,75,84,108,115} S = {0,6,29,37,58,76,83,107,116} S = {0,6,29,42,51,67,90,109,116} S = {0,6,29,42,51,75,82,101,124} S = {0,6,29,43,50,67,90,108,117} S = {0,6,29,43,50,74,83,101,124} S = {0,6,29,43,52,69,90,108,115} S = {0,6,29,43,52,76,83,101,122} S = {0,6,29,44,51,69,90,107,116} S = {0,6,29,44,51,75,84,101,122} S = {0,7,9,49,62,83,92,101,106} S = {0,7,9,49,62,85,90,99,108} S = {0,7,9,51,60,81,94,101,106} S = {0,7,9,51,60,85,90,97,110} S = {0,7,9,53,58,81,94,99,108} S = {0,7,9,53,58,83,92,97,110} S = {0,7,10,50,61,83,92,102,105} S = {0,7,10,50,61,86,89,99,108} S = {0,7,10,51,60,82,93,102,105} S = {0,7,10,51,60,86,89,98,109} S = {0,7,10,54,57,82,93,99,108} S = {0,7,10,54,57,83,92,98,109} S = {0,7,11,49,62,82,93,99,108} S = {0,7,11,49,62,83,92,98,109} S = {0,7,11,50,61,81,94,99,108} S = {0,7,11,50,61,83,92,97,110} S = {0,7,11,51,60,81,94,98,109} S = {0,7,11,51,60,82,93,97,110} S = {0,7,12,52,59,85,90,102,105} S = {0,7,12,52,59,86,89,101,106} S = {0,7,12,53,58,84,91,102,105} S = {0,7,12,53,58,86,89,100,107} S = {0,7,12,54,57,84,91,101,106} S = {0,7,12,54,57,85,90,100,107} S = {0,7,13,49,62,84,91,101,106} S = {0,7,13,49,62,85,90,100,107} S = {0,7,13,52,59,81,94,101,106} S = {0,7,13,52,59,85,90,97,110} S = {0,7,13,53,58,81,94,100,107} S = {0,7,13,53,58,84,91,97,110} S = {0,7,14,50,61,84,91,102,105} S = {0,7,14,50,61,86,89,100,107} S = {0,7,14,52,59,82,93,102,105} S = {0,7,14,52,59,86,89,98,109} S = {0,7,14,54,57,82,93,100,107} S = {0,7,14,54,57,84,91,98,109} S = {0,7,17,41,62,75,92,101,114} S = {0,7,17,41,62,77,90,99,116} S = {0,7,17,43,60,73,94,101,114} S = {0,7,17,43,60,77,90,97,118} S = {0,7,17,45,58,73,94,99,116} S = {0,7,17,45,58,75,92,97,118} S = {0,7,18,42,61,75,92,102,113} S = {0,7,18,42,61,78,89,99,116} S = {0,7,18,43,60,74,93,102,113} S = {0,7,18,43,60,78,89,98,117} S = {0,7,18,46,57,74,93,99,116} S = {0,7,18,46,57,75,92,98,117} S = {0,7,19,41,62,74,93,99,116} S = {0,7,19,41,62,75,92,98,117} S = {0,7,19,42,61,73,94,99,116} S = {0,7,19,42,61,75,92,97,118} S = {0,7,19,43,60,73,94,98,117} S = {0,7,19,43,60,74,93,97,118} S = {0,7,20,44,59,77,90,102,113} S = {0,7,20,44,59,78,89,101,114} S = {0,7,20,45,58,76,91,102,113} S = {0,7,20,45,58,78,89,100,115} S = {0,7,20,46,57,76,91,101,114} S = {0,7,20,46,57,77,90,100,115} S = {0,7,21,41,62,76,91,101,114} S = {0,7,21,41,62,77,90,100,115} S = {0,7,21,44,59,73,94,101,114} S = {0,7,21,44,59,77,90,97,118} S = {0,7,21,45,58,73,94,100,115} S = {0,7,21,45,58,76,91,97,118} S = {0,7,22,42,61,76,91,102,113} S = {0,7,22,42,61,78,89,100,115} S = {0,7,22,44,59,74,93,102,113} S = {0,7,22,44,59,78,89,98,117} S = {0,7,22,46,57,74,93,100,115} S = {0,7,22,46,57,76,91,98,117} S = {0,7,25,30,42,45,51,75,116} S = {0,7,25,30,42,45,52,76,115} S = {0,7,25,30,42,51,52,82,109} S = {0,7,25,30,42,74,109,115,116} S = {0,7,25,30,42,75,76,82,117} S = {0,7,25,30,43,44,50,74,117} S = {0,7,25,30,43,44,53,77,114} S = {0,7,25,30,43,50,53,83,108} S = {0,7,25,30,43,74,77,83,116} S = {0,7,25,30,43,75,108,114,117} S = {0,7,25,30,44,50,53,84,107} S = {0,7,25,30,44,74,77,84,115} S = {0,7,25,30,44,76,107,114,117} S = {0,7,25,30,45,51,52,85,106} S = {0,7,25,30,45,75,76,85,114} S = {0,7,25,30,45,77,106,115,116} S = {0,7,25,30,50,74,83,84,109} S = {0,7,25,30,50,82,107,108,117} S = {0,7,25,30,51,75,82,85,108} S = {0,7,25,30,51,83,106,109,116} S = {0,7,25,30,52,76,82,85,107} S = {0,7,25,30,52,84,106,109,115} S = {0,7,25,30,53,77,83,84,106} S = {0,7,25,30,53,85,107,108,114} S = {0,7,25,33,62,75,85,108,114} S = {0,7,25,33,62,77,83,106,116} S = {0,7,25,35,62,74,83,109,116} S = {0,7,25,35,62,75,82,108,117} S = {0,7,25,37,62,76,85,107,114} S = {0,7,25,37,62,77,84,106,115} S = {0,7,25,41,62,74,77,115,116} S = {0,7,25,41,62,75,76,114,117} S = {0,7,25,42,45,51,52,94,97} S = {0,7,25,42,45,73,94,115,116} S = {0,7,25,42,45,75,76,97,118} S = {0,7,25,42,51,67,94,109,116} S = {0,7,25,42,51,75,82,97,124} S = {0,7,25,43,44,50,53,94,97} S = {0,7,25,43,44,73,94,114,117} S = {0,7,25,43,44,74,77,97,118} S = {0,7,25,43,50,67,94,108,117} S = {0,7,25,43,50,74,83,97,124} S = {0,7,25,43,53,65,94,108,114} S = {0,7,25,43,53,77,83,97,126} S = {0,7,25,44,53,69,94,107,114} S = {0,7,25,44,53,77,84,97,122} S = {0,7,25,45,51,65,94,106,116} S = {0,7,25,45,51,75,85,97,126} S = {0,7,25,45,52,69,94,106,115} S = {0,7,25,45,52,76,85,97,122} S = {0,7,25,49,62,82,85,107,108} S = {0,7,25,49,62,83,84,106,109} S = {0,7,25,50,53,81,94,107,108} S = {0,7,25,50,53,83,84,97,110} S = {0,7,25,51,52,81,94,106,109} S = {0,7,25,51,52,82,85,97,110} S = {0,7,25,62,74,77,83,84,97} S = {0,7,25,62,75,76,82,85,97} S = {0,7,25,62,94,106,109,115,116} S = {0,7,25,62,94,107,108,114,117} S = {0,7,26,29,41,46,51,75,116} S = {0,7,26,29,41,46,52,76,115} S = {0,7,26,29,41,51,52,81,110} S = {0,7,26,29,41,73,110,115,116} S = {0,7,26,29,41,75,76,81,118} S = {0,7,26,29,43,44,49,73,118} S = {0,7,26,29,43,44,54,78,113} S = {0,7,26,29,43,49,54,83,108} S = {0,7,26,29,43,73,78,83,116} S = {0,7,26,29,43,75,108,113,118} S = {0,7,26,29,44,49,54,84,107} S = {0,7,26,29,44,73,78,84,115} S = {0,7,26,29,44,76,107,113,118} S = {0,7,26,29,46,51,52,86,105} S = {0,7,26,29,46,75,76,86,113} S = {0,7,26,29,46,78,105,115,116} S = {0,7,26,29,49,73,83,84,110} S = {0,7,26,29,49,81,107,108,118} S = {0,7,26,29,51,75,81,86,108} S = {0,7,26,29,51,83,105,110,116} S = {0,7,26,29,52,76,81,86,107} S = {0,7,26,29,52,84,105,110,115} S = {0,7,26,29,54,78,83,84,105} S = {0,7,26,29,54,86,107,108,113} S = {0,7,26,34,61,75,86,108,113} S = {0,7,26,34,61,78,83,105,116} S = {0,7,26,35,61,73,83,110,116} S = {0,7,26,35,61,75,81,108,118} S = {0,7,26,38,61,76,86,107,113} S = {0,7,26,38,61,78,84,105,115} S = {0,7,26,41,46,51,52,93,98} S = {0,7,26,41,46,74,93,115,116} S = {0,7,26,41,46,75,76,98,117} S = {0,7,26,41,51,67,93,110,116} S = {0,7,26,41,51,75,81,98,124} S = {0,7,26,42,61,73,78,115,116} S = {0,7,26,42,61,75,76,113,118} S = {0,7,26,43,44,49,54,93,98} S = {0,7,26,43,44,73,78,98,117} S = {0,7,26,43,44,74,93,113,118} S = {0,7,26,43,49,67,93,108,118} S = {0,7,26,43,49,73,83,98,124} S = {0,7,26,43,54,66,93,108,113} S = {0,7,26,43,54,78,83,98,125} S = {0,7,26,44,54,70,93,107,113} S = {0,7,26,44,54,78,84,98,121} S = {0,7,26,46,51,66,93,105,116} S = {0,7,26,46,51,75,86,98,125} S = {0,7,26,46,52,70,93,105,115} S = {0,7,26,46,52,76,86,98,121} S = {0,7,26,49,54,82,93,107,108} S = {0,7,26,49,54,83,84,98,109} S = {0,7,26,50,61,81,86,107,108} S = {0,7,26,50,61,83,84,105,110} S = {0,7,26,51,52,81,86,98,109} S = {0,7,26,51,52,82,93,105,110} S = {0,7,26,61,73,78,83,84,98} S = {0,7,26,61,75,76,81,86,98} S = {0,7,26,61,93,105,110,115,116} S = {0,7,26,61,93,107,108,113,118} S = {0,7,27,28,41,46,50,74,117} S = {0,7,27,28,41,46,53,77,114} S = {0,7,27,28,41,50,53,81,110} S = {0,7,27,28,41,73,110,114,117} S = {0,7,27,28,41,74,77,81,118} S = {0,7,27,28,42,45,49,73,118} S = {0,7,27,28,42,45,54,78,113} S = {0,7,27,28,42,49,54,82,109} S = {0,7,27,28,42,73,78,82,117} S = {0,7,27,28,42,74,109,113,118} S = {0,7,27,28,45,49,54,85,106} S = {0,7,27,28,45,73,78,85,114} S = {0,7,27,28,45,77,106,113,118} S = {0,7,27,28,46,50,53,86,105} S = {0,7,27,28,46,74,77,86,113} S = {0,7,27,28,46,78,105,114,117} S = {0,7,27,28,49,73,82,85,110} S = {0,7,27,28,49,81,106,109,118} S = {0,7,27,28,50,74,81,86,109} S = {0,7,27,28,50,82,105,110,117} S = {0,7,27,28,53,77,81,86,106} S = {0,7,27,28,53,85,105,110,114} S = {0,7,27,28,54,78,82,85,105} S = {0,7,27,28,54,86,106,109,113} S = {0,7,27,33,60,73,85,110,114} S = {0,7,27,33,60,77,81,106,118} S = {0,7,27,34,60,74,86,109,113} S = {0,7,27,34,60,78,82,105,117} S = {0,7,27,35,60,73,82,110,117} S = {0,7,27,35,60,74,81,109,118} S = {0,7,27,41,46,50,53,92,99} S = {0,7,27,41,46,74,77,99,116} S = {0,7,27,41,46,75,92,114,117} S = {0,7,27,41,50,67,92,110,117} S = {0,7,27,41,50,74,81,99,124} S = {0,7,27,41,53,65,92,110,114} S = {0,7,27,41,53,77,81,99,126} S = {0,7,27,42,45,49,54,92,99} S = {0,7,27,42,45,73,78,99,116} S = {0,7,27,42,45,75,92,113,118} S = {0,7,27,42,49,67,92,109,118} S = {0,7,27,42,49,73,82,99,124} S = {0,7,27,42,54,66,92,109,113} S = {0,7,27,42,54,78,82,99,125} S = {0,7,27,43,60,73,78,114,117} S = {0,7,27,43,60,74,77,113,118} S = {0,7,27,45,49,65,92,106,118} S = {0,7,27,45,49,73,85,99,126} S = {0,7,27,46,50,66,92,105,117} S = {0,7,27,46,50,74,86,99,125} S = {0,7,27,49,54,82,85,99,108} S = {0,7,27,49,54,83,92,106,109} S = {0,7,27,50,53,81,86,99,108} S = {0,7,27,50,53,83,92,105,110} S = {0,7,27,51,60,81,86,106,109} S = {0,7,27,51,60,82,85,105,110} S = {0,7,27,60,73,78,82,85,99} S = {0,7,27,60,74,77,81,86,99} S = {0,7,27,60,92,105,110,114,117} S = {0,7,27,60,92,106,109,113,118} S = {0,7,28,36,59,77,86,106,113} S = {0,7,28,36,59,78,85,105,114} S = {0,7,28,37,59,73,85,110,114} S = {0,7,28,37,59,77,81,106,118} S = {0,7,28,38,59,74,86,109,113} S = {0,7,28,38,59,78,82,105,117} S = {0,7,28,41,46,50,53,91,100} S = {0,7,28,41,46,74,77,100,115} S = {0,7,28,41,46,76,91,114,117} S = {0,7,28,41,53,69,91,110,114} S = {0,7,28,41,53,77,81,100,122} S = {0,7,28,42,45,49,54,91,100} S = {0,7,28,42,45,73,78,100,115} S = {0,7,28,42,45,76,91,113,118} S = {0,7,28,42,54,70,91,109,113} S = {0,7,28,42,54,78,82,100,121} S = {0,7,28,44,59,73,78,114,117} S = {0,7,28,44,59,74,77,113,118} S = {0,7,28,45,49,69,91,106,118} S = {0,7,28,45,49,73,85,100,122} S = {0,7,28,45,54,68,91,106,113} S = {0,7,28,45,54,78,85,100,123} S = {0,7,28,46,50,70,91,105,117} S = {0,7,28,46,50,74,86,100,121} S = {0,7,28,46,53,68,91,105,114} S = {0,7,28,46,53,77,86,100,123} S = {0,7,28,49,54,82,85,100,107} S = {0,7,28,49,54,84,91,106,109} S = {0,7,28,50,53,81,86,100,107} S = {0,7,28,50,53,84,91,105,110} S = {0,7,28,52,59,81,86,106,109} S = {0,7,28,52,59,82,85,105,110} S = {0,7,28,59,73,78,82,85,100} S = {0,7,28,59,74,77,81,86,100} S = {0,7,28,59,91,105,110,114,117} S = {0,7,28,59,91,106,109,113,118} S = {0,7,29,33,58,73,83,110,116} S = {0,7,29,33,58,75,81,108,118} S = {0,7,29,36,58,76,86,107,113} S = {0,7,29,36,58,78,84,105,115} S = {0,7,29,37,58,73,84,110,115} S = {0,7,29,37,58,76,81,107,118} S = {0,7,29,41,46,51,52,90,101} S = {0,7,29,41,46,75,76,101,114} S = {0,7,29,41,46,77,90,115,116} S = {0,7,29,41,51,65,90,110,116} S = {0,7,29,41,51,75,81,101,126} S = {0,7,29,41,52,69,90,110,115} S = {0,7,29,41,52,76,81,101,122} S = {0,7,29,43,44,49,54,90,101} S = {0,7,29,43,44,73,78,101,114} S = {0,7,29,43,44,77,90,113,118} S = {0,7,29,43,49,65,90,108,118} S = {0,7,29,43,49,73,83,101,126} S = {0,7,29,44,49,69,90,107,118} S = {0,7,29,44,49,73,84,101,122} S = {0,7,29,44,54,68,90,107,113} S = {0,7,29,44,54,78,84,101,123} S = {0,7,29,45,58,73,78,115,116} S = {0,7,29,45,58,75,76,113,118} S = {0,7,29,46,52,68,90,105,115} S = {0,7,29,46,52,76,86,101,123} S = {0,7,29,49,54,83,84,101,106} S = {0,7,29,49,54,85,90,107,108} S = {0,7,29,51,52,81,86,101,106} S = {0,7,29,51,52,85,90,105,110} S = {0,7,29,53,58,81,86,107,108} S = {0,7,29,53,58,83,84,105,110} S = {0,7,29,58,73,78,83,84,101} S = {0,7,29,58,75,76,81,86,101} S = {0,7,29,58,90,105,110,115,116} S = {0,7,29,58,90,107,108,113,118} S = {0,7,30,34,57,74,83,109,116} S = {0,7,30,34,57,75,82,108,117} S = {0,7,30,36,57,76,85,107,114} S = {0,7,30,36,57,77,84,106,115} S = {0,7,30,38,57,74,84,109,115} S = {0,7,30,38,57,76,82,107,117} S = {0,7,30,42,45,51,52,89,102} S = {0,7,30,42,45,75,76,102,113} S = {0,7,30,42,45,78,89,115,116} S = {0,7,30,42,51,66,89,109,116} S = {0,7,30,42,51,75,82,102,125} S = {0,7,30,42,52,70,89,109,115} S = {0,7,30,42,52,76,82,102,121} S = {0,7,30,43,44,50,53,89,102} S = {0,7,30,43,44,74,77,102,113} S = {0,7,30,43,44,78,89,114,117} S = {0,7,30,43,50,66,89,108,117} S = {0,7,30,43,50,74,83,102,125} S = {0,7,30,44,50,70,89,107,117} S = {0,7,30,44,50,74,84,102,121} S = {0,7,30,44,53,68,89,107,114} S = {0,7,30,44,53,77,84,102,123} S = {0,7,30,45,52,68,89,106,115} S = {0,7,30,45,52,76,85,102,123} S = {0,7,30,46,57,74,77,115,116} S = {0,7,30,46,57,75,76,114,117} S = {0,7,30,50,53,83,84,102,105} S = {0,7,30,50,53,86,89,107,108} S = {0,7,30,51,52,82,85,102,105} S = {0,7,30,51,52,86,89,106,109} S = {0,7,30,54,57,82,85,107,108} S = {0,7,30,54,57,83,84,106,109} S = {0,7,30,57,74,77,83,84,102} S = {0,7,30,57,75,76,82,85,102} S = {0,7,30,57,89,106,109,115,116} S = {0,7,30,57,89,107,108,114,117} S = {0,7,41,46,50,74,93,99,100} S = {0,7,41,46,50,91,92,98,117} S = {0,7,41,46,51,75,92,98,101} S = {0,7,41,46,51,90,93,99,116} S = {0,7,41,46,52,76,91,98,101} S = {0,7,41,46,52,90,93,100,115} S = {0,7,41,46,53,77,90,99,100} S = {0,7,41,46,53,91,92,101,114} S = {0,7,41,49,62,90,93,99,100} S = {0,7,41,49,62,91,92,98,101} S = {0,7,41,50,53,81,94,99,100} S = {0,7,41,50,53,91,92,97,110} S = {0,7,41,51,52,81,94,98,101} S = {0,7,41,51,52,90,93,97,110} S = {0,7,41,62,74,77,81,99,100} S = {0,7,41,62,75,76,81,98,101} S = {0,7,41,62,90,93,110,115,116} S = {0,7,41,62,91,92,110,114,117} S = {0,7,42,45,49,73,94,99,100} S = {0,7,42,45,49,91,92,97,118} S = {0,7,42,45,51,75,92,97,102} S = {0,7,42,45,51,89,94,99,116} S = {0,7,42,45,52,76,91,97,102} S = {0,7,42,45,52,89,94,100,115} S = {0,7,42,45,54,78,89,99,100} S = {0,7,42,45,54,91,92,102,113} S = {0,7,42,49,54,82,93,99,100} S = {0,7,42,49,54,91,92,98,109} S = {0,7,42,50,61,89,94,99,100} S = {0,7,42,50,61,91,92,97,102} S = {0,7,42,51,52,82,93,97,102} S = {0,7,42,51,52,89,94,98,109} S = {0,7,42,61,73,78,82,99,100} S = {0,7,42,61,75,76,82,97,102} S = {0,7,42,61,89,94,109,115,116} S = {0,7,42,61,91,92,109,113,118} S = {0,7,43,44,49,73,94,98,101} S = {0,7,43,44,49,90,93,97,118} S = {0,7,43,44,50,74,93,97,102} S = {0,7,43,44,50,89,94,98,117} S = {0,7,43,44,53,77,90,97,102} S = {0,7,43,44,53,89,94,101,114} S = {0,7,43,44,54,78,89,98,101} S = {0,7,43,44,54,90,93,102,113} S = {0,7,43,49,54,83,92,98,101} S = {0,7,43,49,54,90,93,99,108} S = {0,7,43,50,53,83,92,97,102} S = {0,7,43,50,53,89,94,99,108} S = {0,7,43,51,60,89,94,98,101} S = {0,7,43,51,60,90,93,97,102} S = {0,7,43,60,73,78,83,98,101} S = {0,7,43,60,74,77,83,97,102} S = {0,7,43,60,89,94,108,114,117} S = {0,7,43,60,90,93,108,113,118} S = {0,7,44,49,54,84,91,98,101} S = {0,7,44,49,54,90,93,100,107} S = {0,7,44,50,53,84,91,97,102} S = {0,7,44,50,53,89,94,100,107} S = {0,7,44,52,59,89,94,98,101} S = {0,7,44,52,59,90,93,97,102} S = {0,7,44,59,73,78,84,98,101} S = {0,7,44,59,74,77,84,97,102} S = {0,7,44,59,89,94,107,114,117} S = {0,7,44,59,90,93,107,113,118} S = {0,7,45,49,54,85,90,99,100} S = {0,7,45,49,54,91,92,101,106} S = {0,7,45,51,52,85,90,97,102} S = {0,7,45,51,52,89,94,101,106} S = {0,7,45,53,58,89,94,99,100} S = {0,7,45,53,58,91,92,97,102} S = {0,7,45,58,73,78,85,99,100} S = {0,7,45,58,75,76,85,97,102} S = {0,7,45,58,89,94,106,115,116} S = {0,7,45,58,91,92,106,113,118} S = {0,7,46,50,53,86,89,99,100} S = {0,7,46,50,53,91,92,102,105} S = {0,7,46,51,52,86,89,98,101} S = {0,7,46,51,52,90,93,102,105} S = {0,7,46,54,57,90,93,99,100} S = {0,7,46,54,57,91,92,98,101} S = {0,7,46,57,74,77,86,99,100} S = {0,7,46,57,75,76,86,98,101} S = {0,7,46,57,90,93,105,115,116} S = {0,7,46,57,91,92,105,114,117} S = {0,7,49,62,73,82,85,99,100} S = {0,7,49,62,73,83,84,98,101} S = {0,7,49,62,90,93,107,108,118} S = {0,7,49,62,91,92,106,109,118} S = {0,7,50,61,74,81,86,99,100} S = {0,7,50,61,74,83,84,97,102} S = {0,7,50,61,89,94,107,108,117} S = {0,7,50,61,91,92,105,110,117} S = {0,7,51,60,75,81,86,98,101} S = {0,7,51,60,75,82,85,97,102} S = {0,7,51,60,89,94,106,109,116} S = {0,7,51,60,90,93,105,110,116} S = {0,7,52,59,76,81,86,98,101} S = {0,7,52,59,76,82,85,97,102} S = {0,7,52,59,89,94,106,109,115} S = {0,7,52,59,90,93,105,110,115} S = {0,7,53,58,77,81,86,99,100} S = {0,7,53,58,77,83,84,97,102} S = {0,7,53,58,89,94,107,108,114} S = {0,7,53,58,91,92,105,110,114} S = {0,7,54,57,78,82,85,99,100} S = {0,7,54,57,78,83,84,98,101} S = {0,7,54,57,90,93,107,108,113} S = {0,7,54,57,91,92,106,109,113} S = {0,7,57,62,74,77,83,99,116} S = {0,7,57,62,74,77,84,100,115} S = {0,7,57,62,74,82,93,99,100} S = {0,7,57,62,74,83,84,98,109} S = {0,7,57,62,74,93,109,115,116} S = {0,7,57,62,75,76,82,98,117} S = {0,7,57,62,75,76,85,101,114} S = {0,7,57,62,75,82,85,99,108} S = {0,7,57,62,75,83,92,98,101} S = {0,7,57,62,75,92,108,114,117} S = {0,7,57,62,76,82,85,100,107} S = {0,7,57,62,76,84,91,98,101} S = {0,7,57,62,76,91,107,114,117} S = {0,7,57,62,77,83,84,101,106} S = {0,7,57,62,77,85,90,99,100} S = {0,7,57,62,77,90,106,115,116} S = {0,7,57,62,82,93,107,108,117} S = {0,7,57,62,83,92,106,109,116} S = {0,7,57,62,84,91,106,109,115} S = {0,7,57,62,85,90,107,108,114} S = {0,7,57,62,90,93,99,108,116} S = {0,7,57,62,90,93,100,107,115} S = {0,7,57,62,91,92,98,109,117} S = {0,7,57,62,91,92,101,106,114} S = {0,7,58,61,73,78,83,99,116} S = {0,7,58,61,73,78,84,100,115} S = {0,7,58,61,73,81,94,99,100} S = {0,7,58,61,73,83,84,97,110} S = {0,7,58,61,73,94,110,115,116} S = {0,7,58,61,75,76,81,97,118} S = {0,7,58,61,75,76,86,102,113} S = {0,7,58,61,75,81,86,99,108} S = {0,7,58,61,75,83,92,97,102} S = {0,7,58,61,75,92,108,113,118} S = {0,7,58,61,76,81,86,100,107} S = {0,7,58,61,76,84,91,97,102} S = {0,7,58,61,76,91,107,113,118} S = {0,7,58,61,78,83,84,102,105} S = {0,7,58,61,78,86,89,99,100} S = {0,7,58,61,78,89,105,115,116} S = {0,7,58,61,81,94,107,108,118} S = {0,7,58,61,83,92,105,110,116} S = {0,7,58,61,84,91,105,110,115} S = {0,7,58,61,86,89,107,108,113} S = {0,7,58,61,89,94,99,108,116} S = {0,7,58,61,89,94,100,107,115} S = {0,7,58,61,91,92,97,110,118} S = {0,7,58,61,91,92,102,105,113} S = {0,7,59,60,73,78,82,98,117} S = {0,7,59,60,73,78,85,101,114} S = {0,7,59,60,73,81,94,98,101} S = {0,7,59,60,73,82,85,97,110} S = {0,7,59,60,73,94,110,114,117} S = {0,7,59,60,74,77,81,97,118} S = {0,7,59,60,74,77,86,102,113} S = {0,7,59,60,74,81,86,98,109} S = {0,7,59,60,74,82,93,97,102} S = {0,7,59,60,74,93,109,113,118} S = {0,7,59,60,77,81,86,101,106} S = {0,7,59,60,77,85,90,97,102} S = {0,7,59,60,77,90,106,113,118} S = {0,7,59,60,78,82,85,102,105} S = {0,7,59,60,78,86,89,98,101} S = {0,7,59,60,78,89,105,114,117} S = {0,7,59,60,81,94,106,109,118} S = {0,7,59,60,82,93,105,110,117} S = {0,7,59,60,85,90,105,110,114} S = {0,7,59,60,86,89,106,109,113} S = {0,7,59,60,89,94,98,109,117} S = {0,7,59,60,89,94,101,106,114} S = {0,7,59,60,90,93,97,110,118} S = {0,7,59,60,90,93,102,105,113} S = {0,9,14,51,60,85,90,103,104} S = {0,9,14,51,60,87,88,101,106} S = {0,9,14,53,58,83,92,103,104} S = {0,9,14,53,58,87,88,99,108} S = {0,9,14,55,56,83,92,101,106} S = {0,9,14,55,56,85,90,99,108} S = {0,9,19,37,62,71,92,106,113} S = {0,9,19,37,62,78,85,99,120} S = {0,9,19,39,60,69,94,106,113} S = {0,9,19,39,60,78,85,97,122} S = {0,9,19,46,53,69,94,99,120} S = {0,9,19,46,53,71,92,97,122} S = {0,9,21,35,62,71,90,108,113} S = {0,9,21,35,62,78,83,101,120} S = {0,9,21,39,58,67,94,108,113} S = {0,9,21,39,58,78,83,97,124} S = {0,9,21,46,51,67,94,101,120} S = {0,9,21,46,51,71,90,97,124} S = {0,9,23,35,60,69,90,110,113} S = {0,9,23,35,60,78,81,101,122} S = {0,9,23,37,58,67,92,110,113} S = {0,9,23,37,58,78,81,99,124} S = {0,9,23,42,60,76,90,103,113} S = {0,9,23,42,60,78,88,101,115} S = {0,9,23,44,58,74,92,103,113} S = {0,9,23,44,58,78,88,99,117} S = {0,9,23,46,49,67,92,101,122} S = {0,9,23,46,49,69,90,99,124} S = {0,9,23,46,56,74,92,101,115} S = {0,9,23,46,56,76,90,99,117} S = {0,9,26,39,60,76,87,106,113} S = {0,9,26,39,60,78,85,104,115} S = {0,9,26,44,55,71,92,106,113} S = {0,9,26,44,55,78,85,99,120} S = {0,9,26,46,53,71,92,104,115} S = {0,9,26,46,53,76,87,99,120} S = {0,9,28,39,58,74,87,108,113} S = {0,9,28,39,58,78,83,104,117} S = {0,9,28,42,55,71,90,108,113} S = {0,9,28,42,55,78,83,101,120} S = {0,9,28,46,51,71,90,104,117} S = {0,9,28,46,51,74,87,101,120} S = {0,9,30,35,53,69,83,110,120} S = {0,9,30,35,53,71,81,108,122} S = {0,9,30,37,51,67,85,110,120} S = {0,9,30,37,51,71,81,106,124} S = {0,9,30,39,49,67,85,108,122} S = {0,9,30,39,49,69,83,106,124} S = {0,9,30,39,56,74,85,108,115} S = {0,9,30,39,56,76,83,106,117} S = {0,9,30,42,53,71,88,108,115} S = {0,9,30,42,53,76,83,103,120} S = {0,9,30,44,51,71,88,106,117} S = {0,9,30,44,51,74,85,103,120} S = {0,10,13,51,60,86,89,103,104} S = {0,10,13,51,60,87,88,102,105} S = {0,10,13,54,57,83,92,103,104} S = {0,10,13,54,57,87,88,99,108} S = {0,10,13,55,56,83,92,102,105} S = {0,10,13,55,56,86,89,99,108} S = {0,10,19,38,61,71,92,105,114} S = {0,10,19,38,61,77,86,99,120} S = {0,10,19,39,60,70,93,105,114} S = {0,10,19,39,60,77,86,98,121} S = {0,10,19,45,54,70,93,99,120} S = {0,10,19,45,54,71,92,98,121} S = {0,10,22,35,61,71,89,108,114} S = {0,10,22,35,61,77,83,102,120} S = {0,10,22,39,57,67,93,108,114} S = {0,10,22,39,57,77,83,98,124} S = {0,10,22,45,51,67,93,102,120} S = {0,10,22,45,51,71,89,98,124} S = {0,10,23,35,60,70,89,109,114} S = {0,10,23,35,60,77,82,102,121} S = {0,10,23,38,57,67,92,109,114} S = {0,10,23,38,57,77,82,99,124} S = {0,10,23,41,60,76,89,103,114} S = {0,10,23,41,60,77,88,102,115} S = {0,10,23,44,57,73,92,103,114} S = {0,10,23,44,57,77,88,99,118} S = {0,10,23,45,50,67,92,102,121} S = {0,10,23,45,50,70,89,99,124} S = {0,10,23,45,56,73,92,102,115} S = {0,10,23,45,56,76,89,99,118} S = {0,10,25,39,60,76,87,105,114} S = {0,10,25,39,60,77,86,104,115} S = {0,10,25,44,55,71,92,105,114} S = {0,10,25,44,55,77,86,99,120} S = {0,10,25,45,54,71,92,104,115} S = {0,10,25,45,54,76,87,99,120} S = {0,10,28,39,57,73,87,108,114} S = {0,10,28,39,57,77,83,104,118} S = {0,10,28,41,55,71,89,108,114} S = {0,10,28,41,55,77,83,102,120} S = {0,10,28,45,51,71,89,104,118} S = {0,10,28,45,51,73,87,102,120} S = {0,10,29,35,54,70,83,109,120} S = {0,10,29,35,54,71,82,108,121} S = {0,10,29,38,51,67,86,109,120} S = {0,10,29,38,51,71,82,105,124} S = {0,10,29,39,50,67,86,108,121} S = {0,10,29,39,50,70,83,105,124} S = {0,10,29,39,56,73,86,108,115} S = {0,10,29,39,56,76,83,105,118} S = {0,10,29,41,54,71,88,108,115} S = {0,10,29,41,54,76,83,103,120} S = {0,10,29,44,51,71,88,105,118} S = {0,10,29,44,51,73,86,103,120} S = {0,11,12,53,58,86,89,103,104} S = {0,11,12,53,58,87,88,102,105} S = {0,11,12,54,57,85,90,103,104} S = {0,11,12,54,57,87,88,101,106} S = {0,11,12,55,56,85,90,102,105} S = {0,11,12,55,56,86,89,101,106} S = {0,11,13,49,62,86,89,103,104} S = {0,11,13,49,62,87,88,102,105} S = {0,11,13,54,57,81,94,103,104} S = {0,11,13,54,57,87,88,97,110} S = {0,11,13,55,56,81,94,102,105} S = {0,11,13,55,56,86,89,97,110} S = {0,11,14,50,61,85,90,103,104} S = {0,11,14,50,61,87,88,101,106} S = {0,11,14,53,58,82,93,103,104} S = {0,11,14,53,58,87,88,98,109} S = {0,11,14,55,56,82,93,101,106} S = {0,11,14,55,56,85,90,98,109} S = {0,11,17,37,62,71,92,105,114} S = {0,11,17,37,62,77,86,99,120} S = {0,11,17,39,60,69,94,105,114} S = {0,11,17,39,60,77,86,97,122} S = {0,11,17,45,54,69,94,99,120} S = {0,11,17,45,54,71,92,97,122} S = {0,11,18,38,61,71,92,106,113} S = {0,11,18,38,61,78,85,99,120} S = {0,11,18,39,60,70,93,106,113} S = {0,11,18,39,60,78,85,98,121} S = {0,11,18,46,53,70,93,99,120} S = {0,11,18,46,53,71,92,98,121} S = {0,11,19,37,62,70,93,99,120} S = {0,11,19,37,62,71,92,98,121} S = {0,11,19,38,61,69,94,99,120} S = {0,11,19,38,61,71,92,97,122} S = {0,11,19,39,60,69,94,98,121} S = {0,11,19,39,60,70,93,97,122} S = {0,11,21,30,38,45,51,71,120} S = {0,11,21,30,38,45,56,76,115} S = {0,11,21,30,38,51,56,82,109} S = {0,11,21,30,38,70,109,115,120} S = {0,11,21,30,38,71,76,82,121} S = {0,11,21,30,39,44,50,70,121} S = {0,11,21,30,39,44,57,77,114} S = {0,11,21,30,39,50,57,83,108} S = {0,11,21,30,39,70,77,83,120} S = {0,11,21,30,39,71,108,114,121} S = {0,11,21,30,44,50,57,88,103} S = {0,11,21,30,44,70,77,88,115} S = {0,11,21,30,44,76,103,114,121} S = {0,11,21,30,45,51,56,89,102} S = {0,11,21,30,45,71,76,89,114} S = {0,11,21,30,45,77,102,115,120} S = {0,11,21,30,50,70,83,88,109} S = {0,11,21,30,50,82,103,108,121} S = {0,11,21,30,51,71,82,89,108} S = {0,11,21,30,51,83,102,109,120} S = {0,11,21,30,56,76,82,89,103} S = {0,11,21,30,56,88,102,109,115} S = {0,11,21,30,57,77,83,88,102} S = {0,11,21,30,57,89,103,108,114} S = {0,11,21,33,62,71,89,108,114} S = {0,11,21,33,62,77,83,102,120} S = {0,11,21,35,62,70,83,109,120} S = {0,11,21,35,62,71,82,108,121} S = {0,11,21,37,62,70,77,115,120} S = {0,11,21,37,62,71,76,114,121} S = {0,11,21,38,45,51,56,94,97} S = {0,11,21,38,45,69,94,115,120} S = {0,11,21,38,45,71,76,97,122} S = {0,11,21,38,51,67,94,109,120} S = {0,11,21,38,51,71,82,97,124} S = {0,11,21,39,44,50,57,94,97} S = {0,11,21,39,44,69,94,114,121} S = {0,11,21,39,44,70,77,97,122} S = {0,11,21,39,50,67,94,108,121} S = {0,11,21,39,50,70,83,97,124} S = {0,11,21,39,57,65,94,108,114} S = {0,11,21,39,57,77,83,97,126} S = {0,11,21,41,62,76,89,103,114} S = {0,11,21,41,62,77,88,102,115} S = {0,11,21,44,57,73,94,103,114} S = {0,11,21,44,57,77,88,97,118} S = {0,11,21,45,51,65,94,102,120} S = {0,11,21,45,51,71,89,97,126} S = {0,11,21,45,56,73,94,102,115} S = {0,11,21,45,56,76,89,97,118} S = {0,11,21,49,62,82,89,103,108} S = {0,11,21,49,62,83,88,102,109} S = {0,11,21,50,57,81,94,103,108} S = {0,11,21,50,57,83,88,97,110} S = {0,11,21,51,56,81,94,102,109} S = {0,11,21,51,56,82,89,97,110} S = {0,11,21,62,70,77,83,88,97} S = {0,11,21,62,71,76,82,89,97} S = {0,11,21,62,94,102,109,115,120} S = {0,11,21,62,94,103,108,114,121} S = {0,11,22,29,37,46,51,71,120} S = {0,11,22,29,37,46,56,76,115} S = {0,11,22,29,37,51,56,81,110} S = {0,11,22,29,37,69,110,115,120} S = {0,11,22,29,37,71,76,81,122} S = {0,11,22,29,39,44,49,69,122} S = {0,11,22,29,39,44,58,78,113} S = {0,11,22,29,39,49,58,83,108} S = {0,11,22,29,39,69,78,83,120} S = {0,11,22,29,39,71,108,113,122} S = {0,11,22,29,44,49,58,88,103} S = {0,11,22,29,44,69,78,88,115} S = {0,11,22,29,44,76,103,113,122} S = {0,11,22,29,46,51,56,90,101} S = {0,11,22,29,46,71,76,90,113} S = {0,11,22,29,46,78,101,115,120} S = {0,11,22,29,49,69,83,88,110} S = {0,11,22,29,49,81,103,108,122} S = {0,11,22,29,51,71,81,90,108} S = {0,11,22,29,51,83,101,110,120} S = {0,11,22,29,56,76,81,90,103} S = {0,11,22,29,56,88,101,110,115} S = {0,11,22,29,58,78,83,88,101} S = {0,11,22,29,58,90,103,108,113} S = {0,11,22,34,61,71,90,108,113} S = {0,11,22,34,61,78,83,101,120} S = {0,11,22,35,61,69,83,110,120} S = {0,11,22,35,61,71,81,108,122} S = {0,11,22,37,46,51,56,93,98} S = {0,11,22,37,46,70,93,115,120} S = {0,11,22,37,46,71,76,98,121} S = {0,11,22,37,51,67,93,110,120} S = {0,11,22,37,51,71,81,98,124} S = {0,11,22,38,61,69,78,115,120} S = {0,11,22,38,61,71,76,113,122} S = {0,11,22,39,44,49,58,93,98} S = {0,11,22,39,44,69,78,98,121} S = {0,11,22,39,44,70,93,113,122} S = {0,11,22,39,49,67,93,108,122} S = {0,11,22,39,49,69,83,98,124} S = {0,11,22,39,58,66,93,108,113} S = {0,11,22,39,58,78,83,98,125} S = {0,11,22,42,61,76,90,103,113} S = {0,11,22,42,61,78,88,101,115} S = {0,11,22,44,58,74,93,103,113} S = {0,11,22,44,58,78,88,98,117} S = {0,11,22,46,51,66,93,101,120} S = {0,11,22,46,51,71,90,98,125} S = {0,11,22,46,56,74,93,101,115} S = {0,11,22,46,56,76,90,98,117} S = {0,11,22,49,58,82,93,103,108} S = {0,11,22,49,58,83,88,98,109} S = {0,11,22,50,61,81,90,103,108} S = {0,11,22,50,61,83,88,101,110} S = {0,11,22,51,56,81,90,98,109} S = {0,11,22,51,56,82,93,101,110} S = {0,11,22,61,69,78,83,88,98} S = {0,11,22,61,71,76,81,90,98} S = {0,11,22,61,93,101,110,115,120} S = {0,11,22,61,93,103,108,113,122} S = {0,11,23,28,37,46,50,70,121} S = {0,11,23,28,37,46,57,77,114} S = {0,11,23,28,37,50,57,81,110} S = {0,11,23,28,37,69,110,114,121} S = {0,11,23,28,37,70,77,81,122} S = {0,11,23,28,38,45,49,69,122} S = {0,11,23,28,38,45,58,78,113} S = {0,11,23,28,38,49,58,82,109} S = {0,11,23,28,38,69,78,82,121} S = {0,11,23,28,38,70,109,113,122} S = {0,11,23,28,45,49,58,89,102} S = {0,11,23,28,45,69,78,89,114} S = {0,11,23,28,45,77,102,113,122} S = {0,11,23,28,46,50,57,90,101} S = {0,11,23,28,46,70,77,90,113} S = {0,11,23,28,46,78,101,114,121} S = {0,11,23,28,49,69,82,89,110} S = {0,11,23,28,49,81,102,109,122} S = {0,11,23,28,50,70,81,90,109} S = {0,11,23,28,50,82,101,110,121} S = {0,11,23,28,57,77,81,90,102} S = {0,11,23,28,57,89,101,110,114} S = {0,11,23,28,58,78,82,89,101} S = {0,11,23,28,58,90,102,109,113} S = {0,11,23,33,60,69,89,110,114} S = {0,11,23,33,60,77,81,102,122} S = {0,11,23,34,60,70,90,109,113} S = {0,11,23,34,60,78,82,101,121} S = {0,11,23,35,60,69,82,110,121} S = {0,11,23,35,60,70,81,109,122} S = {0,11,23,37,46,50,57,92,99} S = {0,11,23,37,46,70,77,99,120} S = {0,11,23,37,46,71,92,114,121} S = {0,11,23,37,50,67,92,110,121} S = {0,11,23,37,50,70,81,99,124} S = {0,11,23,37,57,65,92,110,114} S = {0,11,23,37,57,77,81,99,126} S = {0,11,23,38,45,49,58,92,99} S = {0,11,23,38,45,69,78,99,120} S = {0,11,23,38,45,71,92,113,122} S = {0,11,23,38,49,67,92,109,122} S = {0,11,23,38,49,69,82,99,124} S = {0,11,23,38,58,66,92,109,113} S = {0,11,23,38,58,78,82,99,125} S = {0,11,23,39,60,69,78,114,121} S = {0,11,23,39,60,70,77,113,122} S = {0,11,23,45,49,65,92,102,122} S = {0,11,23,45,49,69,89,99,126} S = {0,11,23,46,50,66,92,101,121} S = {0,11,23,46,50,70,90,99,125} S = {0,11,23,49,58,82,89,99,108} S = {0,11,23,49,58,83,92,102,109} S = {0,11,23,50,57,81,90,99,108} S = {0,11,23,50,57,83,92,101,110} S = {0,11,23,51,60,81,90,102,109} S = {0,11,23,51,60,82,89,101,110} S = {0,11,23,60,69,78,82,89,99} S = {0,11,23,60,70,77,81,90,99} S = {0,11,23,60,92,101,110,114,121} S = {0,11,23,60,92,102,109,113,122} S = {0,11,24,44,55,77,86,106,113} S = {0,11,24,44,55,78,85,105,114} S = {0,11,24,45,54,76,87,106,113} S = {0,11,24,45,54,78,85,104,115} S = {0,11,24,46,53,76,87,105,114} S = {0,11,24,46,53,77,86,104,115} S = {0,11,25,37,62,76,87,105,114} S = {0,11,25,37,62,77,86,104,115} S = {0,11,25,44,55,69,94,105,114} S = {0,11,25,44,55,77,86,97,122} S = {0,11,25,45,54,69,94,104,115} S = {0,11,25,45,54,76,87,97,122} S = {0,11,26,38,61,76,87,106,113} S = {0,11,26,38,61,78,85,104,115} S = {0,11,26,44,55,70,93,106,113} S = {0,11,26,44,55,78,85,98,121} S = {0,11,26,46,53,70,93,104,115} S = {0,11,26,46,53,76,87,98,121} S = {0,11,28,37,46,50,57,87,104} S = {0,11,28,37,46,70,77,104,115} S = {0,11,28,37,46,76,87,114,121} S = {0,11,28,37,57,73,87,110,114} S = {0,11,28,37,57,77,81,104,118} S = {0,11,28,38,45,49,58,87,104} S = {0,11,28,38,45,69,78,104,115} S = {0,11,28,38,45,76,87,113,122} S = {0,11,28,38,58,74,87,109,113} S = {0,11,28,38,58,78,82,104,117} S = {0,11,28,40,55,77,90,102,113} S = {0,11,28,40,55,78,89,101,114} S = {0,11,28,41,55,69,89,110,114} S = {0,11,28,41,55,77,81,102,122} S = {0,11,28,42,55,70,90,109,113} S = {0,11,28,42,55,78,82,101,121} S = {0,11,28,44,55,69,78,114,121} S = {0,11,28,44,55,70,77,113,122} S = {0,11,28,45,49,69,89,104,118} S = {0,11,28,45,49,73,87,102,122} S = {0,11,28,45,58,72,87,102,113} S = {0,11,28,45,58,78,89,104,119} S = {0,11,28,46,50,70,90,104,117} S = {0,11,28,46,50,74,87,101,121} S = {0,11,28,46,57,72,87,101,114} S = {0,11,28,46,57,77,90,104,119} S = {0,11,28,49,58,82,89,103,104} S = {0,11,28,49,58,87,88,102,109} S = {0,11,28,50,57,81,90,103,104} S = {0,11,28,50,57,87,88,101,110} S = {0,11,28,55,56,81,90,102,109} S = {0,11,28,55,56,82,89,101,110} S = {0,11,28,55,69,78,82,89,104} S = {0,11,28,55,70,77,81,90,104} S = {0,11,28,55,87,101,110,114,121} S = {0,11,28,55,87,102,109,113,122} S = {0,11,29,33,54,69,83,110,120} S = {0,11,29,33,54,71,81,108,122} S = {0,11,29,37,46,51,56,86,105} S = {0,11,29,37,46,71,76,105,114} S = {0,11,29,37,46,77,86,115,120} S = {0,11,29,37,51,65,86,110,120} S = {0,11,29,37,51,71,81,105,126} S = {0,11,29,37,56,73,86,110,115} S = {0,11,29,37,56,76,81,105,118} S = {0,11,29,39,44,49,58,86,105} S = {0,11,29,39,44,69,78,105,114} S = {0,11,29,39,44,77,86,113,122} S = {0,11,29,39,49,65,86,108,122} S = {0,11,29,39,49,69,83,105,126} S = {0,11,29,40,54,76,90,103,113} S = {0,11,29,40,54,78,88,101,115} S = {0,11,29,41,54,69,88,110,115} S = {0,11,29,41,54,76,81,103,122} S = {0,11,29,44,49,69,88,105,118} S = {0,11,29,44,49,73,86,103,122} S = {0,11,29,44,58,72,86,103,113} S = {0,11,29,44,58,78,88,105,119} S = {0,11,29,45,54,69,78,115,120} S = {0,11,29,45,54,71,76,113,122} S = {0,11,29,46,56,72,86,101,115} S = {0,11,29,46,56,76,90,105,119} S = {0,11,29,49,58,83,88,102,105} S = {0,11,29,49,58,86,89,103,108} S = {0,11,29,51,56,81,90,102,105} S = {0,11,29,51,56,86,89,101,110} S = {0,11,29,54,57,81,90,103,108} S = {0,11,29,54,57,83,88,101,110} S = {0,11,29,54,69,78,83,88,105} S = {0,11,29,54,71,76,81,90,105} S = {0,11,29,54,86,101,110,115,120} S = {0,11,29,54,86,103,108,113,122} S = {0,11,30,34,53,70,83,109,120} S = {0,11,30,34,53,71,82,108,121} S = {0,11,30,38,45,51,56,85,106} S = {0,11,30,38,45,71,76,106,113} S = {0,11,30,38,45,78,85,115,120} S = {0,11,30,38,51,66,85,109,120} S = {0,11,30,38,51,71,82,106,125} S = {0,11,30,38,56,74,85,109,115} S = {0,11,30,38,56,76,82,106,117} S = {0,11,30,39,44,50,57,85,106} S = {0,11,30,39,44,70,77,106,113} S = {0,11,30,39,44,78,85,114,121} S = {0,11,30,39,50,66,85,108,121} S = {0,11,30,39,50,70,83,106,125} S = {0,11,30,40,53,76,89,103,114} S = {0,11,30,40,53,77,88,102,115} S = {0,11,30,42,53,70,88,109,115} S = {0,11,30,42,53,76,82,103,121} S = {0,11,30,44,50,70,88,106,117} S = {0,11,30,44,50,74,85,103,121} S = {0,11,30,44,57,72,85,103,114} S = {0,11,30,44,57,77,88,106,119} S = {0,11,30,45,56,72,85,102,115} S = {0,11,30,45,56,76,89,106,119} S = {0,11,30,46,53,70,77,115,120} S = {0,11,30,46,53,71,76,114,121} S = {0,11,30,50,57,83,88,101,106} S = {0,11,30,50,57,85,90,103,108} S = {0,11,30,51,56,82,89,101,106} S = {0,11,30,51,56,85,90,102,109} S = {0,11,30,53,58,82,89,103,108} S = {0,11,30,53,58,83,88,102,109} S = {0,11,30,53,70,77,83,88,106} S = {0,11,30,53,71,76,82,89,106} S = {0,11,30,53,85,102,109,115,120} S = {0,11,30,53,85,103,108,114,121} S = {0,11,37,46,50,70,93,99,104} S = {0,11,37,46,50,87,92,98,121} S = {0,11,37,46,51,71,92,98,105} S = {0,11,37,46,51,86,93,99,120} S = {0,11,37,46,56,76,87,98,105} S = {0,11,37,46,56,86,93,104,115} S = {0,11,37,46,57,77,86,99,104} S = {0,11,37,46,57,87,92,105,114} S = {0,11,37,49,62,86,93,99,104} S = {0,11,37,49,62,87,92,98,105} S = {0,11,37,50,57,81,94,99,104} S = {0,11,37,50,57,87,92,97,110} S = {0,11,37,51,56,81,94,98,105} S = {0,11,37,51,56,86,93,97,110} S = {0,11,37,62,70,77,81,99,104} S = {0,11,37,62,71,76,81,98,105} S = {0,11,37,62,86,93,110,115,120} S = {0,11,37,62,87,92,110,114,121} S = {0,11,38,45,49,69,94,99,104} S = {0,11,38,45,49,87,92,97,122} S = {0,11,38,45,51,71,92,97,106} S = {0,11,38,45,51,85,94,99,120} S = {0,11,38,45,56,76,87,97,106} S = {0,11,38,45,56,85,94,104,115} S = {0,11,38,45,58,78,85,99,104} S = {0,11,38,45,58,87,92,106,113} S = {0,11,38,49,58,82,93,99,104} S = {0,11,38,49,58,87,92,98,109} S = {0,11,38,50,61,85,94,99,104} S = {0,11,38,50,61,87,92,97,106} S = {0,11,38,51,56,82,93,97,106} S = {0,11,38,51,56,85,94,98,109} S = {0,11,38,61,69,78,82,99,104} S = {0,11,38,61,71,76,82,97,106} S = {0,11,38,61,85,94,109,115,120} S = {0,11,38,61,87,92,109,113,122} S = {0,11,39,44,49,69,94,98,105} S = {0,11,39,44,49,86,93,97,122} S = {0,11,39,44,50,70,93,97,106} S = {0,11,39,44,50,85,94,98,121} S = {0,11,39,44,57,77,86,97,106} S = {0,11,39,44,57,85,94,105,114} S = {0,11,39,44,58,78,85,98,105} S = {0,11,39,44,58,86,93,106,113} S = {0,11,39,49,58,83,92,98,105} S = {0,11,39,49,58,86,93,99,108} S = {0,11,39,50,57,83,92,97,106} S = {0,11,39,50,57,85,94,99,108} S = {0,11,39,51,60,85,94,98,105} S = {0,11,39,51,60,86,93,97,106} S = {0,11,39,60,69,78,83,98,105} S = {0,11,39,60,70,77,83,97,106} S = {0,11,39,60,85,94,108,114,121} S = {0,11,39,60,86,93,108,113,122} S = {0,11,44,49,58,86,93,103,104} S = {0,11,44,49,58,87,88,98,105} S = {0,11,44,50,57,85,94,103,104} S = {0,11,44,50,57,87,88,97,106} S = {0,11,44,55,56,85,94,98,105} S = {0,11,44,55,56,86,93,97,106} S = {0,11,44,55,69,78,88,98,105} S = {0,11,44,55,70,77,88,97,106} S = {0,11,44,55,85,94,103,114,121} S = {0,11,44,55,86,93,103,113,122} S = {0,11,45,49,58,86,89,99,104} S = {0,11,45,49,58,87,92,102,105} S = {0,11,45,51,56,85,94,102,105} S = {0,11,45,51,56,86,89,97,106} S = {0,11,45,54,57,85,94,99,104} S = {0,11,45,54,57,87,92,97,106} S = {0,11,45,54,69,78,89,99,104} S = {0,11,45,54,71,76,89,97,106} S = {0,11,45,54,85,94,102,115,120} S = {0,11,45,54,87,92,102,113,122} S = {0,11,46,50,57,85,90,99,104} S = {0,11,46,50,57,87,92,101,106} S = {0,11,46,51,56,85,90,98,105} S = {0,11,46,51,56,86,93,101,106} S = {0,11,46,53,58,86,93,99,104} S = {0,11,46,53,58,87,92,98,105} S = {0,11,46,53,70,77,90,99,104} S = {0,11,46,53,71,76,90,98,105} S = {0,11,46,53,86,93,101,115,120} S = {0,11,46,53,87,92,101,114,121} S = {0,11,49,62,69,82,89,99,104} S = {0,11,49,62,69,83,88,98,105} S = {0,11,49,62,86,93,103,108,122} S = {0,11,49,62,87,92,102,109,122} S = {0,11,50,61,70,81,90,99,104} S = {0,11,50,61,70,83,88,97,106} S = {0,11,50,61,85,94,103,108,121} S = {0,11,50,61,87,92,101,110,121} S = {0,11,51,60,71,81,90,98,105} S = {0,11,51,60,71,82,89,97,106} S = {0,11,51,60,85,94,102,109,120} S = {0,11,51,60,86,93,101,110,120} S = {0,11,53,58,78,82,89,99,104} S = {0,11,53,58,78,83,88,98,105} S = {0,11,53,58,86,93,103,108,113} S = {0,11,53,58,87,92,102,109,113} S = {0,11,53,62,70,77,83,99,120} S = {0,11,53,62,70,77,88,104,115} S = {0,11,53,62,70,82,93,99,104} S = {0,11,53,62,70,83,88,98,109} S = {0,11,53,62,70,93,109,115,120} S = {0,11,53,62,71,76,82,98,121} S = {0,11,53,62,71,76,89,105,114} S = {0,11,53,62,71,82,89,99,108} S = {0,11,53,62,71,83,92,98,105} S = {0,11,53,62,71,92,108,114,121} S = {0,11,53,62,76,82,89,103,104} S = {0,11,53,62,76,87,88,98,105} S = {0,11,53,62,76,87,103,114,121} S = {0,11,53,62,77,83,88,102,105} S = {0,11,53,62,77,86,89,99,104} S = {0,11,53,62,77,86,102,115,120} S = {0,11,53,62,82,93,103,108,121} S = {0,11,53,62,83,92,102,109,120} S = {0,11,53,62,86,89,103,108,114} S = {0,11,53,62,86,93,99,108,120} S = {0,11,53,62,86,93,103,104,115} S = {0,11,53,62,87,88,102,109,115} S = {0,11,53,62,87,92,98,109,121} S = {0,11,53,62,87,92,102,105,114} S = {0,11,54,57,77,81,90,99,104} S = {0,11,54,57,77,83,88,97,106} S = {0,11,54,57,85,94,103,108,114} S = {0,11,54,57,87,92,101,110,114} S = {0,11,54,61,69,78,83,99,120} S = {0,11,54,61,69,78,88,104,115} S = {0,11,54,61,69,81,94,99,104} S = {0,11,54,61,69,83,88,97,110} S = {0,11,54,61,69,94,110,115,120} S = {0,11,54,61,71,76,81,97,122} S = {0,11,54,61,71,76,90,106,113} S = {0,11,54,61,71,81,90,99,108} S = {0,11,54,61,71,83,92,97,106} S = {0,11,54,61,71,92,108,113,122} S = {0,11,54,61,76,81,90,103,104} S = {0,11,54,61,76,87,88,97,106} S = {0,11,54,61,76,87,103,113,122} S = {0,11,54,61,78,83,88,101,106} S = {0,11,54,61,78,85,90,99,104} S = {0,11,54,61,78,85,101,115,120} S = {0,11,54,61,81,94,103,108,122} S = {0,11,54,61,83,92,101,110,120} S = {0,11,54,61,85,90,103,108,113} S = {0,11,54,61,85,94,99,108,120} S = {0,11,54,61,85,94,103,104,115} S = {0,11,54,61,87,88,101,110,115} S = {0,11,54,61,87,92,97,110,122} S = {0,11,54,61,87,92,101,106,113} S = {0,11,55,56,76,81,90,98,105} S = {0,11,55,56,76,82,89,97,106} S = {0,11,55,56,85,94,102,109,115} S = {0,11,55,56,86,93,101,110,115} S = {0,11,55,60,69,78,82,98,121} S = {0,11,55,60,69,78,89,105,114} S = {0,11,55,60,69,81,94,98,105} S = {0,11,55,60,69,82,89,97,110} S = {0,11,55,60,69,94,110,114,121} S = {0,11,55,60,70,77,81,97,122} S = {0,11,55,60,70,77,90,106,113} S = {0,11,55,60,70,81,90,98,109} S = {0,11,55,60,70,82,93,97,106} S = {0,11,55,60,70,93,109,113,122} S = {0,11,55,60,77,81,90,102,105} S = {0,11,55,60,77,86,89,97,106} S = {0,11,55,60,77,86,102,113,122} S = {0,11,55,60,78,82,89,101,106} S = {0,11,55,60,78,85,90,98,105} S = {0,11,55,60,78,85,101,114,121} S = {0,11,55,60,81,94,102,109,122} S = {0,11,55,60,82,93,101,110,121} S = {0,11,55,60,85,90,102,109,113} S = {0,11,55,60,85,94,98,109,121} S = {0,11,55,60,85,94,102,105,114} S = {0,11,55,60,86,89,101,110,114} S = {0,11,55,60,86,93,97,110,122} S = {0,11,55,60,86,93,101,106,113} S = {0,12,21,38,59,71,90,105,116} S = {0,12,21,38,59,75,86,101,120} S = {0,12,21,39,58,70,91,105,116} S = {0,12,21,39,58,75,86,100,121} S = {0,12,21,43,54,70,91,101,120} S = {0,12,21,43,54,71,90,100,121} S = {0,12,22,37,59,71,89,106,116} S = {0,12,22,37,59,75,85,102,120} S = {0,12,22,39,57,69,91,106,116} S = {0,12,22,39,57,75,85,100,122} S = {0,12,22,43,53,69,91,102,120} S = {0,12,22,43,53,71,89,100,122} S = {0,12,23,37,58,70,89,107,116} S = {0,12,23,37,58,75,84,102,121} S = {0,12,23,38,57,69,90,107,116} S = {0,12,23,38,57,75,84,101,122} S = {0,12,23,41,58,74,89,103,116} S = {0,12,23,41,58,75,88,102,117} S = {0,12,23,42,57,73,90,103,116} S = {0,12,23,42,57,75,88,101,118} S = {0,12,23,43,52,69,90,102,121} S = {0,12,23,43,52,70,89,101,122} S = {0,12,23,43,56,73,90,102,117} S = {0,12,23,43,56,74,89,101,118} S = {0,12,25,39,58,74,87,105,116} S = {0,12,25,39,58,75,86,104,117} S = {0,12,25,42,55,71,90,105,116} S = {0,12,25,42,55,75,86,101,120} S = {0,12,25,43,54,71,90,104,117} S = {0,12,25,43,54,74,87,101,120} S = {0,12,26,39,57,73,87,106,116} S = {0,12,26,39,57,75,85,104,118} S = {0,12,26,41,55,71,89,106,116} S = {0,12,26,41,55,75,85,102,120} S = {0,12,26,43,53,71,89,104,118} S = {0,12,26,43,53,73,87,102,120} S = {0,12,27,37,54,70,85,107,120} S = {0,12,27,37,54,71,84,106,121} S = {0,12,27,38,53,69,86,107,120} S = {0,12,27,38,53,71,84,105,122} S = {0,12,27,39,52,69,86,106,121} S = {0,12,27,39,52,70,85,105,122} S = {0,12,27,39,56,73,86,106,117} S = {0,12,27,39,56,74,85,105,118} S = {0,12,27,41,54,71,88,106,117} S = {0,12,27,41,54,74,85,103,120} S = {0,12,27,42,53,71,88,105,118} S = {0,12,27,42,53,73,86,103,120} S = {0,13,14,51,60,84,91,103,104} S = {0,13,14,51,60,87,88,100,107} S = {0,13,14,52,59,83,92,103,104} S = {0,13,14,52,59,87,88,99,108} S = {0,13,14,55,56,83,92,100,107} S = {0,13,14,55,56,84,91,99,108} S = {0,13,17,35,62,71,90,105,116} S = {0,13,17,35,62,75,86,101,120} S = {0,13,17,39,58,67,94,105,116} S = {0,13,17,39,58,75,86,97,124} S = {0,13,17,43,54,67,94,101,120} S = {0,13,17,43,54,71,90,97,124} S = {0,13,19,30,38,43,53,71,120} S = {0,13,19,30,38,43,56,74,117} S = {0,13,19,30,38,53,56,84,107} S = {0,13,19,30,38,70,107,117,120} S = {0,13,19,30,38,71,74,84,121} S = {0,13,19,30,39,42,52,70,121} S = {0,13,19,30,39,42,57,75,116} S = {0,13,19,30,39,52,57,85,106} S = {0,13,19,30,39,70,75,85,120} S = {0,13,19,30,39,71,106,116,121} S = {0,13,19,30,42,52,57,88,103} S = {0,13,19,30,42,70,75,88,117} S = {0,13,19,30,42,74,103,116,121} S = {0,13,19,30,43,53,56,89,102} S = {0,13,19,30,43,71,74,89,116} S = {0,13,19,30,43,75,102,117,120} S = {0,13,19,30,52,70,85,88,107} S = {0,13,19,30,52,84,103,106,121} S = {0,13,19,30,53,71,84,89,106} S = {0,13,19,30,53,85,102,107,120} S = {0,13,19,30,56,74,84,89,103} S = {0,13,19,30,56,88,102,107,117} S = {0,13,19,30,57,75,85,88,102} S = {0,13,19,30,57,89,103,106,116} S = {0,13,19,33,62,71,89,106,116} S = {0,13,19,33,62,75,85,102,120} S = {0,13,19,35,62,70,75,117,120} S = {0,13,19,35,62,71,74,116,121} S = {0,13,19,37,62,70,85,107,120} S = {0,13,19,37,62,71,84,106,121} S = {0,13,19,38,43,53,56,94,97} S = {0,13,19,38,43,67,94,117,120} S = {0,13,19,38,43,71,74,97,124} S = {0,13,19,38,53,69,94,107,120} S = {0,13,19,38,53,71,84,97,122} S = {0,13,19,39,42,52,57,94,97} S = {0,13,19,39,42,67,94,116,121} S = {0,13,19,39,42,70,75,97,124} S = {0,13,19,39,52,69,94,106,121} S = {0,13,19,39,52,70,85,97,122} S = {0,13,19,39,57,65,94,106,116} S = {0,13,19,39,57,75,85,97,126} S = {0,13,19,41,62,74,89,103,116} S = {0,13,19,41,62,75,88,102,117} S = {0,13,19,42,57,73,94,103,116} S = {0,13,19,42,57,75,88,97,118} S = {0,13,19,43,53,65,94,102,120} S = {0,13,19,43,53,71,89,97,126} S = {0,13,19,43,56,73,94,102,117} S = {0,13,19,43,56,74,89,97,118} S = {0,13,19,49,62,84,89,103,106} S = {0,13,19,49,62,85,88,102,107} S = {0,13,19,52,57,81,94,103,106} S = {0,13,19,52,57,85,88,97,110} S = {0,13,19,53,56,81,94,102,107} S = {0,13,19,53,56,84,89,97,110} S = {0,13,19,62,70,75,85,88,97} S = {0,13,19,62,71,74,84,89,97} S = {0,13,19,62,94,102,107,117,120} S = {0,13,19,62,94,103,106,116,121} S = {0,13,20,38,59,71,90,108,113} S = {0,13,20,38,59,78,83,101,120} S = {0,13,20,39,58,70,91,108,113} S = {0,13,20,39,58,78,83,100,121} S = {0,13,20,46,51,70,91,101,120} S = {0,13,20,46,51,71,90,100,121} S = {0,13,21,35,62,70,91,101,120} S = {0,13,21,35,62,71,90,100,121} S = {0,13,21,38,59,67,94,101,120} S = {0,13,21,38,59,71,90,97,124} S = {0,13,21,39,58,67,94,100,121} S = {0,13,21,39,58,70,91,97,124} S = {0,13,22,27,35,46,53,71,120} S = {0,13,22,27,35,46,56,74,117} S = {0,13,22,27,35,53,56,81,110} S = {0,13,22,27,35,67,110,117,120} S = {0,13,22,27,35,71,74,81,124} S = {0,13,22,27,39,42,49,67,124} S = {0,13,22,27,39,42,60,78,113} S = {0,13,22,27,39,49,60,85,106} S = {0,13,22,27,39,67,78,85,120} S = {0,13,22,27,39,71,106,113,124} S = {0,13,22,27,42,49,60,88,103} S = {0,13,22,27,42,67,78,88,117} S = {0,13,22,27,42,74,103,113,124} S = {0,13,22,27,46,53,56,92,99} S = {0,13,22,27,46,71,74,92,113} S = {0,13,22,27,46,78,99,117,120} S = {0,13,22,27,49,67,85,88,110} S = {0,13,22,27,49,81,103,106,124} S = {0,13,22,27,53,71,81,92,106} S = {0,13,22,27,53,85,99,110,120} S = {0,13,22,27,56,74,81,92,103} S = {0,13,22,27,56,88,99,110,117} S = {0,13,22,27,60,78,85,88,99} S = {0,13,22,27,60,92,103,106,113} S = {0,13,22,35,46,53,56,91,100} S = {0,13,22,35,46,70,91,117,120} S = {0,13,22,35,46,71,74,100,121} S = {0,13,22,35,53,69,91,110,120} S = {0,13,22,35,53,71,81,100,122} S = {0,13,22,36,59,71,92,106,113} S = {0,13,22,36,59,78,85,99,120} S = {0,13,22,37,59,67,85,110,120} S = {0,13,22,37,59,71,81,106,124} S = {0,13,22,38,59,67,78,117,120} S = {0,13,22,38,59,71,74,113,124} S = {0,13,22,39,42,49,60,91,100} S = {0,13,22,39,42,67,78,100,121} S = {0,13,22,39,42,70,91,113,124} S = {0,13,22,39,49,67,85,100,122} S = {0,13,22,39,49,69,91,106,124} S = {0,13,22,39,60,68,91,106,113} S = {0,13,22,39,60,78,85,100,123} S = {0,13,22,42,60,76,91,103,113} S = {0,13,22,42,60,78,88,100,115} S = {0,13,22,44,59,74,92,103,113} S = {0,13,22,44,59,78,88,99,117} S = {0,13,22,46,53,68,91,99,120} S = {0,13,22,46,53,71,92,100,123} S = {0,13,22,46,56,74,92,100,115} S = {0,13,22,46,56,76,91,99,117} S = {0,13,22,49,60,84,91,103,106} S = {0,13,22,49,60,85,88,100,107} S = {0,13,22,52,59,81,92,103,106} S = {0,13,22,52,59,85,88,99,110} S = {0,13,22,53,56,81,92,100,107} S = {0,13,22,53,56,84,91,99,110} S = {0,13,22,59,67,78,85,88,100} S = {0,13,22,59,71,74,81,92,100} S = {0,13,22,59,91,99,110,117,120} S = {0,13,22,59,91,103,106,113,124} S = {0,13,23,26,35,46,52,70,121} S = {0,13,23,26,35,46,57,75,116} S = {0,13,23,26,35,52,57,81,110} S = {0,13,23,26,35,67,110,116,121} S = {0,13,23,26,35,70,75,81,124} S = {0,13,23,26,38,43,49,67,124} S = {0,13,23,26,38,43,60,78,113} S = {0,13,23,26,38,49,60,84,107} S = {0,13,23,26,38,67,78,84,121} S = {0,13,23,26,38,70,107,113,124} S = {0,13,23,26,43,49,60,89,102} S = {0,13,23,26,43,67,78,89,116} S = {0,13,23,26,43,75,102,113,124} S = {0,13,23,26,46,52,57,92,99} S = {0,13,23,26,46,70,75,92,113} S = {0,13,23,26,46,78,99,116,121} S = {0,13,23,26,49,67,84,89,110} S = {0,13,23,26,49,81,102,107,124} S = {0,13,23,26,52,70,81,92,107} S = {0,13,23,26,52,84,99,110,121} S = {0,13,23,26,57,75,81,92,102} S = {0,13,23,26,57,89,99,110,116} S = {0,13,23,26,60,78,84,89,99} S = {0,13,23,26,60,92,102,107,113} S = {0,13,23,33,58,67,89,110,116} S = {0,13,23,33,58,75,81,102,124} S = {0,13,23,35,46,52,57,90,101} S = {0,13,23,35,46,70,75,101,120} S = {0,13,23,35,46,71,90,116,121} S = {0,13,23,35,52,69,90,110,121} S = {0,13,23,35,52,70,81,101,122} S = {0,13,23,35,57,65,90,110,116} S = {0,13,23,35,57,75,81,101,126} S = {0,13,23,36,58,70,92,107,113} S = {0,13,23,36,58,78,84,99,121} S = {0,13,23,37,58,67,84,110,121} S = {0,13,23,37,58,70,81,107,124} S = {0,13,23,38,43,49,60,90,101} S = {0,13,23,38,43,67,78,101,120} S = {0,13,23,38,43,71,90,113,124} S = {0,13,23,38,49,67,84,101,122} S = {0,13,23,38,49,69,90,107,124} S = {0,13,23,38,60,68,90,107,113} S = {0,13,23,38,60,78,84,101,123} S = {0,13,23,39,58,67,78,116,121} S = {0,13,23,39,58,70,75,113,124} S = {0,13,23,43,49,65,90,102,124} S = {0,13,23,43,49,67,89,101,126} S = {0,13,23,46,52,68,90,99,121} S = {0,13,23,46,52,70,92,101,123} S = {0,13,23,49,60,84,89,101,106} S = {0,13,23,49,60,85,90,102,107} S = {0,13,23,52,57,81,92,101,106} S = {0,13,23,52,57,85,90,99,110} S = {0,13,23,53,58,81,92,102,107} S = {0,13,23,53,58,84,89,99,110} S = {0,13,23,58,67,78,84,89,101} S = {0,13,23,58,70,75,81,92,101} S = {0,13,23,58,90,99,110,116,121} S = {0,13,23,58,90,102,107,113,124} S = {0,13,24,42,55,75,86,108,113} S = {0,13,24,42,55,78,83,105,116} S = {0,13,24,43,54,74,87,108,113} S = {0,13,24,43,54,78,83,104,117} S = {0,13,24,46,51,74,87,105,116} S = {0,13,24,46,51,75,86,104,117} S = {0,13,25,35,62,74,87,105,116} S = {0,13,25,35,62,75,86,104,117} S = {0,13,25,42,55,67,94,105,116} S = {0,13,25,42,55,75,86,97,124} S = {0,13,25,43,54,67,94,104,117} S = {0,13,25,43,54,74,87,97,124} S = {0,13,26,35,46,52,57,87,104} S = {0,13,26,35,46,70,75,104,117} S = {0,13,26,35,46,74,87,116,121} S = {0,13,26,35,57,73,87,110,116} S = {0,13,26,35,57,75,81,104,118} S = {0,13,26,38,43,49,60,87,104} S = {0,13,26,38,43,67,78,104,117} S = {0,13,26,38,43,74,87,113,124} S = {0,13,26,38,60,76,87,107,113} S = {0,13,26,38,60,78,84,104,115} S = {0,13,26,40,55,75,92,102,113} S = {0,13,26,40,55,78,89,99,116} S = {0,13,26,41,55,67,89,110,116} S = {0,13,26,41,55,75,81,102,124} S = {0,13,26,42,55,67,78,116,121} S = {0,13,26,42,55,70,75,113,124} S = {0,13,26,43,49,67,89,104,118} S = {0,13,26,43,49,73,87,102,124} S = {0,13,26,43,60,72,87,102,113} S = {0,13,26,43,60,78,89,104,119} S = {0,13,26,44,55,70,92,107,113} S = {0,13,26,44,55,78,84,99,121} S = {0,13,26,46,52,70,92,104,115} S = {0,13,26,46,52,76,87,99,121} S = {0,13,26,46,57,72,87,99,116} S = {0,13,26,46,57,75,92,104,119} S = {0,13,26,49,60,84,89,103,104} S = {0,13,26,49,60,87,88,102,107} S = {0,13,26,52,57,81,92,103,104} S = {0,13,26,52,57,87,88,99,110} S = {0,13,26,55,56,81,92,102,107} S = {0,13,26,55,56,84,89,99,110} S = {0,13,26,55,67,78,84,89,104} S = {0,13,26,55,70,75,81,92,104} S = {0,13,26,55,87,99,110,116,121} S = {0,13,26,55,87,102,107,113,124} S = {0,13,27,33,54,67,85,110,120} S = {0,13,27,33,54,71,81,106,124} S = {0,13,27,35,46,53,56,86,105} S = {0,13,27,35,46,71,74,105,116} S = {0,13,27,35,46,75,86,117,120} S = {0,13,27,35,53,65,86,110,120} S = {0,13,27,35,53,71,81,105,126} S = {0,13,27,35,56,73,86,110,117} S = {0,13,27,35,56,74,81,105,118} S = {0,13,27,39,42,49,60,86,105} S = {0,13,27,39,42,67,78,105,116} S = {0,13,27,39,42,75,86,113,124} S = {0,13,27,39,49,65,86,106,124} S = {0,13,27,39,49,67,85,105,126} S = {0,13,27,40,54,74,92,103,113} S = {0,13,27,40,54,78,88,99,117} S = {0,13,27,41,54,67,88,110,117} S = {0,13,27,41,54,74,81,103,124} S = {0,13,27,42,49,67,88,105,118} S = {0,13,27,42,49,73,86,103,124} S = {0,13,27,42,60,72,86,103,113} S = {0,13,27,42,60,78,88,105,119} S = {0,13,27,43,54,67,78,117,120} S = {0,13,27,43,54,71,74,113,124} S = {0,13,27,46,56,72,86,99,117} S = {0,13,27,46,56,74,92,105,119} S = {0,13,27,49,60,85,88,102,105} S = {0,13,27,49,60,86,89,103,106} S = {0,13,27,53,56,81,92,102,105} S = {0,13,27,53,56,86,89,99,110} S = {0,13,27,54,57,81,92,103,106} S = {0,13,27,54,57,85,88,99,110} S = {0,13,27,54,67,78,85,88,105} S = {0,13,27,54,71,74,81,92,105} S = {0,13,27,54,86,99,110,117,120} S = {0,13,27,54,86,103,106,113,124} S = {0,13,28,38,59,74,87,108,113} S = {0,13,28,38,59,78,83,104,117} S = {0,13,28,42,55,70,91,108,113} S = {0,13,28,42,55,78,83,100,121} S = {0,13,28,46,51,70,91,104,117} S = {0,13,28,46,51,74,87,100,121} S = {0,13,30,36,51,70,85,107,120} S = {0,13,30,36,51,71,84,106,121} S = {0,13,30,38,43,53,56,83,108} S = {0,13,30,38,43,71,74,108,113} S = {0,13,30,38,43,78,83,117,120} S = {0,13,30,38,53,68,83,107,120} S = {0,13,30,38,53,71,84,108,123} S = {0,13,30,38,56,74,84,108,115} S = {0,13,30,38,56,76,83,107,117} S = {0,13,30,39,42,52,57,83,108} S = {0,13,30,39,42,70,75,108,113} S = {0,13,30,39,42,78,83,116,121} S = {0,13,30,39,52,68,83,106,121} S = {0,13,30,39,52,70,85,108,123} S = {0,13,30,40,51,74,89,103,116} S = {0,13,30,40,51,75,88,102,117} S = {0,13,30,42,52,70,88,108,115} S = {0,13,30,42,52,76,83,103,121} S = {0,13,30,42,57,72,83,103,116} S = {0,13,30,42,57,75,88,108,119} S = {0,13,30,43,56,72,83,102,117} S = {0,13,30,43,56,74,89,108,119} S = {0,13,30,44,51,70,88,107,117} S = {0,13,30,44,51,74,84,103,121} S = {0,13,30,46,51,70,75,117,120} S = {0,13,30,46,51,71,74,116,121} S = {0,13,30,51,60,84,89,103,106} S = {0,13,30,51,60,85,88,102,107} S = {0,13,30,51,70,75,85,88,108} S = {0,13,30,51,71,74,84,89,108} S = {0,13,30,51,83,102,107,117,120} S = {0,13,30,51,83,103,106,116,121} S = {0,13,30,52,57,83,92,103,106} S = {0,13,30,52,57,85,88,99,108} S = {0,13,30,53,56,83,92,102,107} S = {0,13,30,53,56,84,89,99,108} S = {0,13,35,46,52,70,91,101,104} S = {0,13,35,46,52,87,90,100,121} S = {0,13,35,46,53,71,90,100,105} S = {0,13,35,46,53,86,91,101,120} S = {0,13,35,46,56,74,87,100,105} S = {0,13,35,46,56,86,91,104,117} S = {0,13,35,46,57,75,86,101,104} S = {0,13,35,46,57,87,90,105,116} S = {0,13,35,49,62,86,91,101,104} S = {0,13,35,49,62,87,90,100,105} S = {0,13,35,52,57,81,94,101,104} S = {0,13,35,52,57,87,90,97,110} S = {0,13,35,53,56,81,94,100,105} S = {0,13,35,53,56,86,91,97,110} S = {0,13,35,62,70,75,81,101,104} S = {0,13,35,62,71,74,81,100,105} S = {0,13,35,62,86,91,110,117,120} S = {0,13,35,62,87,90,110,116,121} S = {0,13,38,43,49,67,94,101,104} S = {0,13,38,43,49,87,90,97,124} S = {0,13,38,43,53,71,90,97,108} S = {0,13,38,43,53,83,94,101,120} S = {0,13,38,43,56,74,87,97,108} S = {0,13,38,43,56,83,94,104,117} S = {0,13,38,43,60,78,83,101,104} S = {0,13,38,43,60,87,90,108,113} S = {0,13,38,49,60,84,91,101,104} S = {0,13,38,49,60,87,90,100,107} S = {0,13,38,52,59,83,94,101,104} S = {0,13,38,52,59,87,90,97,108} S = {0,13,38,53,56,83,94,100,107} S = {0,13,38,53,56,84,91,97,108} S = {0,13,38,59,67,78,84,101,104} S = {0,13,38,59,71,74,84,97,108} S = {0,13,38,59,83,94,107,117,120} S = {0,13,38,59,87,90,107,113,124} S = {0,13,39,42,49,67,94,100,105} S = {0,13,39,42,49,86,91,97,124} S = {0,13,39,42,52,70,91,97,108} S = {0,13,39,42,52,83,94,100,121} S = {0,13,39,42,57,75,86,97,108} S = {0,13,39,42,57,83,94,105,116} S = {0,13,39,42,60,78,83,100,105} S = {0,13,39,42,60,86,91,108,113} S = {0,13,39,49,60,85,90,100,105} S = {0,13,39,49,60,86,91,101,106} S = {0,13,39,52,57,83,94,101,106} S = {0,13,39,52,57,85,90,97,108} S = {0,13,39,53,58,83,94,100,105} S = {0,13,39,53,58,86,91,97,108} S = {0,13,39,58,67,78,85,100,105} S = {0,13,39,58,70,75,85,97,108} S = {0,13,39,58,83,94,106,116,121} S = {0,13,39,58,86,91,106,113,124} S = {0,13,42,49,60,86,91,103,104} S = {0,13,42,49,60,87,88,100,105} S = {0,13,42,52,57,83,94,103,104} S = {0,13,42,52,57,87,88,97,108} S = {0,13,42,55,56,83,94,100,105} S = {0,13,42,55,56,86,91,97,108} S = {0,13,42,55,67,78,88,100,105} S = {0,13,42,55,70,75,88,97,108} S = {0,13,42,55,83,94,103,116,121} S = {0,13,42,55,86,91,103,113,124} S = {0,13,43,49,60,86,89,101,104} S = {0,13,43,49,60,87,90,102,105} S = {0,13,43,53,56,83,94,102,105} S = {0,13,43,53,56,86,89,97,108} S = {0,13,43,54,57,83,94,101,104} S = {0,13,43,54,57,87,90,97,108} S = {0,13,43,54,67,78,89,101,104} S = {0,13,43,54,71,74,89,97,108} S = {0,13,43,54,83,94,102,117,120} S = {0,13,43,54,87,90,102,113,124} S = {0,13,46,51,60,86,91,101,104} S = {0,13,46,51,60,87,90,100,105} S = {0,13,46,51,70,75,92,101,104} S = {0,13,46,51,71,74,92,100,105} S = {0,13,46,51,86,91,99,117,120} S = {0,13,46,51,87,90,99,116,121} S = {0,13,46,52,57,83,92,101,104} S = {0,13,46,52,57,87,90,99,108} S = {0,13,46,53,56,83,92,100,105} S = {0,13,46,53,56,86,91,99,108} S = {0,13,49,62,67,84,89,101,104} S = {0,13,49,62,67,85,88,100,105} S = {0,13,49,62,86,91,103,106,124} S = {0,13,49,62,87,90,102,107,124} S = {0,13,51,60,78,84,89,101,104} S = {0,13,51,60,78,85,88,100,105} S = {0,13,51,60,86,91,103,106,113} S = {0,13,51,60,87,90,102,107,113} S = {0,13,51,62,70,75,85,101,120} S = {0,13,51,62,70,75,88,104,117} S = {0,13,51,62,70,84,91,101,104} S = {0,13,51,62,70,85,88,100,107} S = {0,13,51,62,70,91,107,117,120} S = {0,13,51,62,71,74,84,100,121} S = {0,13,51,62,71,74,89,105,116} S = {0,13,51,62,71,84,89,101,106} S = {0,13,51,62,71,85,90,100,105} S = {0,13,51,62,71,90,106,116,121} S = {0,13,51,62,74,84,89,103,104} S = {0,13,51,62,74,87,88,100,105} S = {0,13,51,62,74,87,103,116,121} S = {0,13,51,62,75,85,88,102,105} S = {0,13,51,62,75,86,89,101,104} S = {0,13,51,62,75,86,102,117,120} S = {0,13,51,62,84,91,103,106,121} S = {0,13,51,62,85,90,102,107,120} S = {0,13,51,62,86,89,103,106,116} S = {0,13,51,62,86,91,101,106,120} S = {0,13,51,62,86,91,103,104,117} S = {0,13,51,62,87,88,102,107,117} S = {0,13,51,62,87,90,100,107,121} S = {0,13,51,62,87,90,102,105,116} S = {0,13,52,59,70,81,92,101,104} S = {0,13,52,59,70,85,88,97,108} S = {0,13,52,59,83,94,103,106,121} S = {0,13,52,59,87,90,99,110,121} S = {0,13,53,58,71,81,92,100,105} S = {0,13,53,58,71,84,89,97,108} S = {0,13,53,58,83,94,102,107,120} S = {0,13,53,58,86,91,99,110,120} S = {0,13,54,57,75,81,92,101,104} S = {0,13,54,57,75,85,88,97,108} S = {0,13,54,57,83,94,103,106,116} S = {0,13,54,57,87,90,99,110,116} S = {0,13,54,59,67,78,85,101,120} S = {0,13,54,59,67,78,88,104,117} S = {0,13,54,59,67,81,94,101,104} S = {0,13,54,59,67,85,88,97,110} S = {0,13,54,59,67,94,110,117,120} S = {0,13,54,59,71,74,81,97,124} S = {0,13,54,59,71,74,92,108,113} S = {0,13,54,59,71,81,92,101,106} S = {0,13,54,59,71,85,90,97,108} S = {0,13,54,59,71,90,106,113,124} S = {0,13,54,59,74,81,92,103,104} S = {0,13,54,59,74,87,88,97,108} S = {0,13,54,59,74,87,103,113,124} S = {0,13,54,59,78,83,92,101,104} S = {0,13,54,59,78,83,99,117,120} S = {0,13,54,59,78,85,88,99,108} S = {0,13,54,59,81,94,103,106,124} S = {0,13,54,59,83,92,103,106,113} S = {0,13,54,59,83,94,101,106,120} S = {0,13,54,59,83,94,103,104,117} S = {0,13,54,59,85,90,99,110,120} S = {0,13,54,59,87,88,99,110,117} S = {0,13,54,59,87,90,97,110,124} S = {0,13,54,59,87,90,99,108,113} S = {0,13,55,56,74,81,92,100,105} S = {0,13,55,56,74,84,89,97,108} S = {0,13,55,56,83,94,102,107,117} S = {0,13,55,56,86,91,99,110,117} S = {0,13,55,58,67,78,84,100,121} S = {0,13,55,58,67,78,89,105,116} S = {0,13,55,58,67,81,94,100,105} S = {0,13,55,58,67,84,89,97,110} S = {0,13,55,58,67,94,110,116,121} S = {0,13,55,58,70,75,81,97,124} S = {0,13,55,58,70,75,92,108,113} S = {0,13,55,58,70,81,92,100,107} S = {0,13,55,58,70,84,91,97,108} S = {0,13,55,58,70,91,107,113,124} S = {0,13,55,58,75,81,92,102,105} S = {0,13,55,58,75,86,89,97,108} S = {0,13,55,58,75,86,102,113,124} S = {0,13,55,58,78,83,92,100,105} S = {0,13,55,58,78,83,99,116,121} S = {0,13,55,58,78,84,89,99,108} S = {0,13,55,58,81,94,102,107,124} S = {0,13,55,58,83,92,102,107,113} S = {0,13,55,58,83,94,100,107,121} S = {0,13,55,58,83,94,102,105,116} S = {0,13,55,58,84,91,99,110,121} S = {0,13,55,58,86,89,99,110,116} S = {0,13,55,58,86,91,97,110,124} S = {0,13,55,58,86,91,99,108,113} S = {0,14,18,35,61,71,89,106,116} S = {0,14,18,35,61,75,85,102,120} S = {0,14,18,39,57,67,93,106,116} S = {0,14,18,39,57,75,85,98,124} S = {0,14,18,43,53,67,93,102,120} S = {0,14,18,43,53,71,89,98,124} S = {0,14,19,29,37,43,54,71,120} S = {0,14,19,29,37,43,56,73,118} S = {0,14,19,29,37,54,56,84,107} S = {0,14,19,29,37,69,107,118,120} S = {0,14,19,29,37,71,73,84,122} S = {0,14,19,29,39,41,52,69,122} S = {0,14,19,29,39,41,58,75,116} S = {0,14,19,29,39,52,58,86,105} S = {0,14,19,29,39,69,75,86,120} S = {0,14,19,29,39,71,105,116,122} S = {0,14,19,29,41,52,58,88,103} S = {0,14,19,29,41,69,75,88,118} S = {0,14,19,29,41,73,103,116,122} S = {0,14,19,29,43,54,56,90,101} S = {0,14,19,29,43,71,73,90,116} S = {0,14,19,29,43,75,101,118,120} S = {0,14,19,29,52,69,86,88,107} S = {0,14,19,29,52,84,103,105,122} S = {0,14,19,29,54,71,84,90,105} S = {0,14,19,29,54,86,101,107,120} S = {0,14,19,29,56,73,84,90,103} S = {0,14,19,29,56,88,101,107,118} S = {0,14,19,29,58,75,86,88,101} S = {0,14,19,29,58,90,103,105,116} S = {0,14,19,34,61,71,90,105,116} S = {0,14,19,34,61,75,86,101,120} S = {0,14,19,35,61,69,75,118,120} S = {0,14,19,35,61,71,73,116,122} S = {0,14,19,37,43,54,56,93,98} S = {0,14,19,37,43,67,93,118,120} S = {0,14,19,37,43,71,73,98,124} S = {0,14,19,37,54,70,93,107,120} S = {0,14,19,37,54,71,84,98,121} S = {0,14,19,38,61,69,86,107,120} S = {0,14,19,38,61,71,84,105,122} S = {0,14,19,39,41,52,58,93,98} S = {0,14,19,39,41,67,93,116,122} S = {0,14,19,39,41,69,75,98,124} S = {0,14,19,39,52,69,86,98,121} S = {0,14,19,39,52,70,93,105,122} S = {0,14,19,39,58,66,93,105,116} S = {0,14,19,39,58,75,86,98,125} S = {0,14,19,41,58,74,93,103,116} S = {0,14,19,41,58,75,88,98,117} S = {0,14,19,42,61,73,90,103,116} S = {0,14,19,42,61,75,88,101,118} S = {0,14,19,43,54,66,93,101,120} S = {0,14,19,43,54,71,90,98,125} S = {0,14,19,43,56,73,90,98,117} S = {0,14,19,43,56,74,93,101,118} S = {0,14,19,50,61,84,90,103,105} S = {0,14,19,50,61,86,88,101,107} S = {0,14,19,52,58,82,93,103,105} S = {0,14,19,52,58,86,88,98,109} S = {0,14,19,54,56,82,93,101,107} S = {0,14,19,54,56,84,90,98,109} S = {0,14,19,61,69,75,86,88,98} S = {0,14,19,61,71,73,84,90,98} S = {0,14,19,61,93,101,107,118,120} S = {0,14,19,61,93,103,105,116,122} S = {0,14,20,37,59,71,89,108,114} S = {0,14,20,37,59,77,83,102,120} S = {0,14,20,39,57,69,91,108,114} S = {0,14,20,39,57,77,83,100,122} S = {0,14,20,45,51,69,91,102,120} S = {0,14,20,45,51,71,89,100,122} S = {0,14,21,27,35,45,54,71,120} S = {0,14,21,27,35,45,56,73,118} S = {0,14,21,27,35,54,56,82,109} S = {0,14,21,27,35,67,109,118,120} S = {0,14,21,27,35,71,73,82,124} S = {0,14,21,27,39,41,50,67,124} S = {0,14,21,27,39,41,60,77,114} S = {0,14,21,27,39,50,60,86,105} S = {0,14,21,27,39,67,77,86,120} S = {0,14,21,27,39,71,105,114,124} S = {0,14,21,27,41,50,60,88,103} S = {0,14,21,27,41,67,77,88,118} S = {0,14,21,27,41,73,103,114,124} S = {0,14,21,27,45,54,56,92,99} S = {0,14,21,27,45,71,73,92,114} S = {0,14,21,27,45,77,99,118,120} S = {0,14,21,27,50,67,86,88,109} S = {0,14,21,27,50,82,103,105,124} S = {0,14,21,27,54,71,82,92,105} S = {0,14,21,27,54,86,99,109,120} S = {0,14,21,27,56,73,82,92,103} S = {0,14,21,27,56,88,99,109,118} S = {0,14,21,27,60,77,86,88,99} S = {0,14,21,27,60,92,103,105,114} S = {0,14,21,35,45,54,56,91,100} S = {0,14,21,35,45,69,91,118,120} S = {0,14,21,35,45,71,73,100,122} S = {0,14,21,35,54,70,91,109,120} S = {0,14,21,35,54,71,82,100,121} S = {0,14,21,36,59,71,92,105,114} S = {0,14,21,36,59,77,86,99,120} S = {0,14,21,37,59,67,77,118,120} S = {0,14,21,37,59,71,73,114,124} S = {0,14,21,38,59,67,86,109,120} S = {0,14,21,38,59,71,82,105,124} S = {0,14,21,39,41,50,60,91,100} S = {0,14,21,39,41,67,77,100,122} S = {0,14,21,39,41,69,91,114,124} S = {0,14,21,39,50,67,86,100,121} S = {0,14,21,39,50,70,91,105,124} S = {0,14,21,39,60,68,91,105,114} S = {0,14,21,39,60,77,86,100,123} S = {0,14,21,41,60,76,91,103,114} S = {0,14,21,41,60,77,88,100,115} S = {0,14,21,44,59,73,92,103,114} S = {0,14,21,44,59,77,88,99,118} S = {0,14,21,45,54,68,91,99,120} S = {0,14,21,45,54,71,92,100,123} S = {0,14,21,45,56,73,92,100,115} S = {0,14,21,45,56,76,91,99,118} S = {0,14,21,50,60,84,91,103,105} S = {0,14,21,50,60,86,88,100,107} S = {0,14,21,52,59,82,92,103,105} S = {0,14,21,52,59,86,88,99,109} S = {0,14,21,54,56,82,92,100,107} S = {0,14,21,54,56,84,91,99,109} S = {0,14,21,59,67,77,86,88,100} S = {0,14,21,59,71,73,82,92,100} S = {0,14,21,59,91,99,109,118,120} S = {0,14,21,59,91,103,105,114,124} S = {0,14,22,35,61,69,91,102,120} S = {0,14,22,35,61,71,89,100,122} S = {0,14,22,37,59,67,93,102,120} S = {0,14,22,37,59,71,89,98,124} S = {0,14,22,39,57,67,93,100,122} S = {0,14,22,39,57,69,91,98,124} S = {0,14,23,25,35,45,52,69,122} S = {0,14,23,25,35,45,58,75,116} S = {0,14,23,25,35,52,58,82,109} S = {0,14,23,25,35,67,109,116,122} S = {0,14,23,25,35,69,75,82,124} S = {0,14,23,25,37,43,50,67,124} S = {0,14,23,25,37,43,60,77,114} S = {0,14,23,25,37,50,60,84,107} S = {0,14,23,25,37,67,77,84,122} S = {0,14,23,25,37,69,107,114,124} S = {0,14,23,25,43,50,60,90,101} S = {0,14,23,25,43,67,77,90,116} S = {0,14,23,25,43,75,101,114,124} S = {0,14,23,25,45,52,58,92,99} S = {0,14,23,25,45,69,75,92,114} S = {0,14,23,25,45,77,99,116,122} S = {0,14,23,25,50,67,84,90,109} S = {0,14,23,25,50,82,101,107,124} S = {0,14,23,25,52,69,82,92,107} S = {0,14,23,25,52,84,99,109,122} S = {0,14,23,25,58,75,82,92,101} S = {0,14,23,25,58,90,99,109,116} S = {0,14,23,25,60,77,84,90,99} S = {0,14,23,25,60,92,101,107,114} S = {0,14,23,34,57,67,90,109,116} S = {0,14,23,34,57,75,82,101,124} S = {0,14,23,35,45,52,58,89,102} S = {0,14,23,35,45,69,75,102,120} S = {0,14,23,35,45,71,89,116,122} S = {0,14,23,35,52,69,82,102,121} S = {0,14,23,35,52,70,89,109,122} S = {0,14,23,35,58,66,89,109,116} S = {0,14,23,35,58,75,82,102,125} S = {0,14,23,36,57,69,92,107,114} S = {0,14,23,36,57,77,84,99,122} S = {0,14,23,37,43,50,60,89,102} S = {0,14,23,37,43,67,77,102,120} S = {0,14,23,37,43,71,89,114,124} S = {0,14,23,37,50,67,84,102,121} S = {0,14,23,37,50,70,89,107,124} S = {0,14,23,37,60,68,89,107,114} S = {0,14,23,37,60,77,84,102,123} S = {0,14,23,38,57,67,84,109,122} S = {0,14,23,38,57,69,82,107,124} S = {0,14,23,39,57,67,77,116,122} S = {0,14,23,39,57,69,75,114,124} S = {0,14,23,43,50,66,89,101,124} S = {0,14,23,43,50,67,90,102,125} S = {0,14,23,45,52,68,89,99,122} S = {0,14,23,45,52,69,92,102,123} S = {0,14,23,50,60,84,90,102,105} S = {0,14,23,50,60,86,89,101,107} S = {0,14,23,52,58,82,92,102,105} S = {0,14,23,52,58,86,89,99,109} S = {0,14,23,54,57,82,92,101,107} S = {0,14,23,54,57,84,90,99,109} S = {0,14,23,57,67,77,84,90,102} S = {0,14,23,57,69,75,82,92,102} S = {0,14,23,57,89,99,109,116,122} S = {0,14,23,57,89,101,107,114,124} S = {0,14,24,41,55,75,85,108,114} S = {0,14,24,41,55,77,83,106,116} S = {0,14,24,43,53,73,87,108,114} S = {0,14,24,43,53,77,83,104,118} S = {0,14,24,45,51,73,87,106,116} S = {0,14,24,45,51,75,85,104,118} S = {0,14,25,35,45,52,58,87,104} S = {0,14,25,35,45,69,75,104,118} S = {0,14,25,35,45,73,87,116,122} S = {0,14,25,35,58,74,87,109,116} S = {0,14,25,35,58,75,82,104,117} S = {0,14,25,37,43,50,60,87,104} S = {0,14,25,37,43,67,77,104,118} S = {0,14,25,37,43,73,87,114,124} S = {0,14,25,37,60,76,87,107,114} S = {0,14,25,37,60,77,84,104,115} S = {0,14,25,40,55,75,92,101,114} S = {0,14,25,40,55,77,90,99,116} S = {0,14,25,41,55,67,77,116,122} S = {0,14,25,41,55,69,75,114,124} S = {0,14,25,42,55,67,90,109,116} S = {0,14,25,42,55,75,82,101,124} S = {0,14,25,43,50,67,90,104,117} S = {0,14,25,43,50,74,87,101,124} S = {0,14,25,43,60,72,87,101,114} S = {0,14,25,43,60,77,90,104,119} S = {0,14,25,44,55,69,92,107,114} S = {0,14,25,44,55,77,84,99,122} S = {0,14,25,45,52,69,92,104,115} S = {0,14,25,45,52,76,87,99,122} S = {0,14,25,45,58,72,87,99,116} S = {0,14,25,45,58,75,92,104,119} S = {0,14,25,50,60,84,90,103,104} S = {0,14,25,50,60,87,88,101,107} S = {0,14,25,52,58,82,92,103,104} S = {0,14,25,52,58,87,88,99,109} S = {0,14,25,55,56,82,92,101,107} S = {0,14,25,55,56,84,90,99,109} S = {0,14,25,55,67,77,84,90,104} S = {0,14,25,55,69,75,82,92,104} S = {0,14,25,55,87,99,109,116,122} S = {0,14,25,55,87,101,107,114,124} S = {0,14,26,35,61,73,87,106,116} S = {0,14,26,35,61,75,85,104,118} S = {0,14,26,41,55,67,93,106,116} S = {0,14,26,41,55,75,85,98,124} S = {0,14,26,43,53,67,93,104,118} S = {0,14,26,43,53,73,87,98,124} S = {0,14,27,34,53,67,86,109,120} S = {0,14,27,34,53,71,82,105,124} S = {0,14,27,35,45,54,56,85,106} S = {0,14,27,35,45,71,73,106,116} S = {0,14,27,35,45,75,85,118,120} S = {0,14,27,35,54,66,85,109,120} S = {0,14,27,35,54,71,82,106,125} S = {0,14,27,35,56,73,82,106,117} S = {0,14,27,35,56,74,85,109,118} S = {0,14,27,39,41,50,60,85,106} S = {0,14,27,39,41,67,77,106,116} S = {0,14,27,39,41,75,85,114,124} S = {0,14,27,39,50,66,85,105,124} S = {0,14,27,39,50,67,86,106,125} S = {0,14,27,40,53,73,92,103,114} S = {0,14,27,40,53,77,88,99,118} S = {0,14,27,41,50,67,88,106,117} S = {0,14,27,41,50,74,85,103,124} S = {0,14,27,41,60,72,85,103,114} S = {0,14,27,41,60,77,88,106,119} S = {0,14,27,42,53,67,88,109,118} S = {0,14,27,42,53,73,82,103,124} S = {0,14,27,43,53,67,77,118,120} S = {0,14,27,43,53,71,73,114,124} S = {0,14,27,45,56,72,85,99,118} S = {0,14,27,45,56,73,92,106,119} S = {0,14,27,50,60,85,90,103,105} S = {0,14,27,50,60,86,88,101,106} S = {0,14,27,53,58,82,92,103,105} S = {0,14,27,53,58,86,88,99,109} S = {0,14,27,53,67,77,86,88,106} S = {0,14,27,53,71,73,82,92,106} S = {0,14,27,53,85,99,109,118,120} S = {0,14,27,53,85,103,105,114,124} S = {0,14,27,54,56,82,92,101,106} S = {0,14,27,54,56,85,90,99,109} S = {0,14,28,37,59,73,87,108,114} S = {0,14,28,37,59,77,83,104,118} S = {0,14,28,41,55,69,91,108,114} S = {0,14,28,41,55,77,83,100,122} S = {0,14,28,45,51,69,91,104,118} S = {0,14,28,45,51,73,87,100,122} S = {0,14,29,36,51,69,86,107,120} S = {0,14,29,36,51,71,84,105,122} S = {0,14,29,37,43,54,56,83,108} S = {0,14,29,37,43,71,73,108,114} S = {0,14,29,37,43,77,83,118,120} S = {0,14,29,37,54,68,83,107,120} S = {0,14,29,37,54,71,84,108,123} S = {0,14,29,37,56,73,84,108,115} S = {0,14,29,37,56,76,83,107,118} S = {0,14,29,39,41,52,58,83,108} S = {0,14,29,39,41,69,75,108,114} S = {0,14,29,39,41,77,83,116,122} S = {0,14,29,39,52,68,83,105,122} S = {0,14,29,39,52,69,86,108,123} S = {0,14,29,40,51,73,90,103,116} S = {0,14,29,40,51,75,88,101,118} S = {0,14,29,41,52,69,88,108,115} S = {0,14,29,41,52,76,83,103,122} S = {0,14,29,41,58,72,83,103,116} S = {0,14,29,41,58,75,88,108,119} S = {0,14,29,43,56,72,83,101,118} S = {0,14,29,43,56,73,90,108,119} S = {0,14,29,44,51,69,88,107,118} S = {0,14,29,44,51,73,84,103,122} S = {0,14,29,45,51,69,75,118,120} S = {0,14,29,45,51,71,73,116,122} S = {0,14,29,51,60,84,90,103,105} S = {0,14,29,51,60,86,88,101,107} S = {0,14,29,51,69,75,86,88,108} S = {0,14,29,51,71,73,84,90,108} S = {0,14,29,51,83,101,107,118,120} S = {0,14,29,51,83,103,105,116,122} S = {0,14,29,52,58,83,92,103,105} S = {0,14,29,52,58,86,88,99,108} S = {0,14,29,54,56,83,92,101,107} S = {0,14,29,54,56,84,90,99,108} S = {0,14,35,45,52,69,91,102,104} S = {0,14,35,45,52,87,89,100,122} S = {0,14,35,45,54,71,89,100,106} S = {0,14,35,45,54,85,91,102,120} S = {0,14,35,45,56,73,87,100,106} S = {0,14,35,45,56,85,91,104,118} S = {0,14,35,45,58,75,85,102,104} S = {0,14,35,45,58,87,89,106,116} S = {0,14,35,50,61,85,91,102,104} S = {0,14,35,50,61,87,89,100,106} S = {0,14,35,52,58,82,93,102,104} S = {0,14,35,52,58,87,89,98,109} S = {0,14,35,54,56,82,93,100,106} S = {0,14,35,54,56,85,91,98,109} S = {0,14,35,61,69,75,82,102,104} S = {0,14,35,61,71,73,82,100,106} S = {0,14,35,61,85,91,109,118,120} S = {0,14,35,61,87,89,109,116,122} S = {0,14,37,43,50,67,93,102,104} S = {0,14,37,43,50,87,89,98,124} S = {0,14,37,43,54,71,89,98,108} S = {0,14,37,43,54,83,93,102,120} S = {0,14,37,43,56,73,87,98,108} S = {0,14,37,43,56,83,93,104,118} S = {0,14,37,43,60,77,83,102,104} S = {0,14,37,43,60,87,89,108,114} S = {0,14,37,50,60,84,91,102,104} S = {0,14,37,50,60,87,89,100,107} S = {0,14,37,52,59,83,93,102,104} S = {0,14,37,52,59,87,89,98,108} S = {0,14,37,54,56,83,93,100,107} S = {0,14,37,54,56,84,91,98,108} S = {0,14,37,59,67,77,84,102,104} S = {0,14,37,59,71,73,84,98,108} S = {0,14,37,59,83,93,107,118,120} S = {0,14,37,59,87,89,107,114,124} S = {0,14,39,41,50,67,93,100,106} S = {0,14,39,41,50,85,91,98,124} S = {0,14,39,41,52,69,91,98,108} S = {0,14,39,41,52,83,93,100,122} S = {0,14,39,41,58,75,85,98,108} S = {0,14,39,41,58,83,93,106,116} S = {0,14,39,41,60,77,83,100,106} S = {0,14,39,41,60,85,91,108,114} S = {0,14,39,50,60,85,91,102,105} S = {0,14,39,50,60,86,89,100,106} S = {0,14,39,52,58,83,93,102,105} S = {0,14,39,52,58,86,89,98,108} S = {0,14,39,54,57,83,93,100,106} S = {0,14,39,54,57,85,91,98,108} S = {0,14,39,57,67,77,86,100,106} S = {0,14,39,57,69,75,86,98,108} S = {0,14,39,57,83,93,105,116,122} S = {0,14,39,57,85,91,105,114,124} S = {0,14,41,50,60,85,91,103,104} S = {0,14,41,50,60,87,88,100,106} S = {0,14,41,52,58,83,93,103,104} S = {0,14,41,52,58,87,88,98,108} S = {0,14,41,55,56,83,93,100,106} S = {0,14,41,55,56,85,91,98,108} S = {0,14,41,55,67,77,88,100,106} S = {0,14,41,55,69,75,88,98,108} S = {0,14,41,55,83,93,103,116,122} S = {0,14,41,55,85,91,103,114,124} S = {0,14,43,50,60,85,90,102,104} S = {0,14,43,50,60,87,89,101,106} S = {0,14,43,53,58,83,93,102,104} S = {0,14,43,53,58,87,89,98,108} S = {0,14,43,53,67,77,90,102,104} S = {0,14,43,53,71,73,90,98,108} S = {0,14,43,53,83,93,101,118,120} S = {0,14,43,53,87,89,101,114,124} S = {0,14,43,54,56,83,93,101,106} S = {0,14,43,54,56,85,90,98,108} S = {0,14,45,51,60,85,91,102,104} S = {0,14,45,51,60,87,89,100,106} S = {0,14,45,51,69,75,92,102,104} S = {0,14,45,51,71,73,92,100,106} S = {0,14,45,51,85,91,99,118,120} S = {0,14,45,51,87,89,99,116,122} S = {0,14,45,52,58,83,92,102,104} S = {0,14,45,52,58,87,89,99,108} S = {0,14,45,54,56,83,92,100,106} S = {0,14,45,54,56,85,91,99,108} S = {0,14,50,61,67,84,90,102,104} S = {0,14,50,61,67,86,88,100,106} S = {0,14,50,61,85,91,103,105,124} S = {0,14,50,61,87,89,101,107,124} S = {0,14,51,60,77,84,90,102,104} S = {0,14,51,60,77,86,88,100,106} S = {0,14,51,60,85,91,103,105,114} S = {0,14,51,60,87,89,101,107,114} S = {0,14,51,61,69,75,86,102,120} S = {0,14,51,61,69,75,88,104,118} S = {0,14,51,61,69,84,91,102,104} S = {0,14,51,61,69,86,88,100,107} S = {0,14,51,61,69,91,107,118,120} S = {0,14,51,61,71,73,84,100,122} S = {0,14,51,61,71,73,90,106,116} S = {0,14,51,61,71,84,90,102,105} S = {0,14,51,61,71,86,89,100,106} S = {0,14,51,61,71,89,105,116,122} S = {0,14,51,61,73,84,90,103,104} S = {0,14,51,61,73,87,88,100,106} S = {0,14,51,61,73,87,103,116,122} S = {0,14,51,61,75,85,90,102,104} S = {0,14,51,61,75,85,101,118,120} S = {0,14,51,61,75,86,88,101,106} S = {0,14,51,61,84,91,103,105,122} S = {0,14,51,61,85,90,103,105,116} S = {0,14,51,61,85,91,102,105,120} S = {0,14,51,61,85,91,103,104,118} S = {0,14,51,61,86,89,101,107,120} S = {0,14,51,61,87,88,101,107,118} S = {0,14,51,61,87,89,100,107,122} S = {0,14,51,61,87,89,101,106,116} S = {0,14,52,59,69,82,92,102,104} S = {0,14,52,59,69,86,88,98,108} S = {0,14,52,59,83,93,103,105,122} S = {0,14,52,59,87,89,99,109,122} S = {0,14,53,58,75,82,92,102,104} S = {0,14,53,58,75,86,88,98,108} S = {0,14,53,58,83,93,103,105,116} S = {0,14,53,58,87,89,99,109,116} S = {0,14,53,59,67,77,86,102,120} S = {0,14,53,59,67,77,88,104,118} S = {0,14,53,59,67,82,93,102,104} S = {0,14,53,59,67,86,88,98,109} S = {0,14,53,59,67,93,109,118,120} S = {0,14,53,59,71,73,82,98,124} S = {0,14,53,59,71,73,92,108,114} S = {0,14,53,59,71,82,92,102,105} S = {0,14,53,59,71,86,89,98,108} S = {0,14,53,59,71,89,105,114,124} S = {0,14,53,59,73,82,92,103,104} S = {0,14,53,59,73,87,88,98,108} S = {0,14,53,59,73,87,103,114,124} S = {0,14,53,59,77,83,92,102,104} S = {0,14,53,59,77,83,99,118,120} S = {0,14,53,59,77,86,88,99,108} S = {0,14,53,59,82,93,103,105,124} S = {0,14,53,59,83,92,103,105,114} S = {0,14,53,59,83,93,102,105,120} S = {0,14,53,59,83,93,103,104,118} S = {0,14,53,59,86,89,99,109,120} S = {0,14,53,59,87,88,99,109,118} S = {0,14,53,59,87,89,98,109,124} S = {0,14,53,59,87,89,99,108,114} S = {0,14,54,57,71,82,92,100,106} S = {0,14,54,57,71,84,90,98,108} S = {0,14,54,57,83,93,101,107,120} S = {0,14,54,57,85,91,99,109,120} S = {0,14,55,56,73,82,92,100,106} S = {0,14,55,56,73,84,90,98,108} S = {0,14,55,56,83,93,101,107,118} S = {0,14,55,56,85,91,99,109,118} S = {0,14,55,57,67,77,84,100,122} S = {0,14,55,57,67,77,90,106,116} S = {0,14,55,57,67,82,93,100,106} S = {0,14,55,57,67,84,90,98,109} S = {0,14,55,57,67,93,109,116,122} S = {0,14,55,57,69,75,82,98,124} S = {0,14,55,57,69,75,92,108,114} S = {0,14,55,57,69,82,92,100,107} S = {0,14,55,57,69,84,91,98,108} S = {0,14,55,57,69,91,107,114,124} S = {0,14,55,57,75,82,92,101,106} S = {0,14,55,57,75,85,90,98,108} S = {0,14,55,57,75,85,101,114,124} S = {0,14,55,57,77,83,92,100,106} S = {0,14,55,57,77,83,99,116,122} S = {0,14,55,57,77,84,90,99,108} S = {0,14,55,57,82,93,101,107,124} S = {0,14,55,57,83,92,101,107,114} S = {0,14,55,57,83,93,100,107,122} S = {0,14,55,57,83,93,101,106,116} S = {0,14,55,57,84,91,99,109,122} S = {0,14,55,57,85,90,99,109,116} S = {0,14,55,57,85,91,98,109,124} S = {0,14,55,57,85,91,99,108,114} S = {0,15,17,35,60,69,90,105,118} S = {0,15,17,35,60,73,86,101,122} S = {0,15,17,37,58,67,92,105,118} S = {0,15,17,37,58,73,86,99,124} S = {0,15,17,41,54,67,92,101,122} S = {0,15,17,41,54,69,90,99,124} S = {0,15,17,50,60,84,90,103,105} S = {0,15,17,50,60,86,88,101,107} S = {0,15,17,52,58,82,92,103,105} S = {0,15,17,52,58,86,88,99,109} S = {0,15,17,54,56,82,92,101,107} S = {0,15,17,54,56,84,90,99,109} S = {0,15,18,35,60,70,89,106,117} S = {0,15,18,35,60,74,85,102,121} S = {0,15,18,38,57,67,92,106,117} S = {0,15,18,38,57,74,85,99,124} S = {0,15,18,42,53,67,92,102,121} S = {0,15,18,42,53,70,89,99,124} S = {0,15,18,49,60,84,89,103,106} S = {0,15,18,49,60,85,88,102,107} S = {0,15,18,52,57,81,92,103,106} S = {0,15,18,52,57,85,88,99,110} S = {0,15,18,53,56,81,92,102,107} S = {0,15,18,53,56,84,89,99,110} S = {0,15,19,28,37,42,54,70,121} S = {0,15,19,28,37,42,57,73,118} S = {0,15,19,28,37,54,57,85,106} S = {0,15,19,28,37,69,106,118,121} S = {0,15,19,28,37,70,73,85,122} S = {0,15,19,28,38,41,53,69,122} S = {0,15,19,28,38,41,58,74,117} S = {0,15,19,28,38,53,58,86,105} S = {0,15,19,28,38,69,74,86,121} S = {0,15,19,28,38,70,105,117,122} S = {0,15,19,28,41,53,58,89,102} S = {0,15,19,28,41,69,74,89,118} S = {0,15,19,28,41,73,102,117,122} S = {0,15,19,28,42,54,57,90,101} S = {0,15,19,28,42,70,73,90,117} S = {0,15,19,28,42,74,101,118,121} S = {0,15,19,28,53,69,86,89,106} S = {0,15,19,28,53,85,102,105,122} S = {0,15,19,28,54,70,85,90,105} S = {0,15,19,28,54,86,101,106,121} S = {0,15,19,28,57,73,85,90,102} S = {0,15,19,28,57,89,101,106,118} S = {0,15,19,28,58,74,86,89,101} S = {0,15,19,28,58,90,102,105,117} S = {0,15,19,33,60,69,89,106,118} S = {0,15,19,33,60,73,85,102,122} S = {0,15,19,34,60,70,90,105,117} S = {0,15,19,34,60,74,86,101,121} S = {0,15,19,35,60,69,74,118,121} S = {0,15,19,35,60,70,73,117,122} S = {0,15,19,37,42,54,57,92,99} S = {0,15,19,37,42,67,92,118,121} S = {0,15,19,37,42,70,73,99,124} S = {0,15,19,37,54,70,85,99,120} S = {0,15,19,37,54,71,92,106,121} S = {0,15,19,37,57,65,92,106,118} S = {0,15,19,37,57,73,85,99,126} S = {0,15,19,38,41,53,58,92,99} S = {0,15,19,38,41,67,92,117,122} S = {0,15,19,38,41,69,74,99,124} S = {0,15,19,38,53,69,86,99,120} S = {0,15,19,38,53,71,92,105,122} S = {0,15,19,38,58,66,92,105,117} S = {0,15,19,38,58,74,86,99,125} S = {0,15,19,39,60,69,86,106,121} S = {0,15,19,39,60,70,85,105,122} S = {0,15,19,41,53,65,92,102,122} S = {0,15,19,41,53,69,89,99,126} S = {0,15,19,41,58,74,89,99,116} S = {0,15,19,41,58,75,92,102,117} S = {0,15,19,42,54,66,92,101,121} S = {0,15,19,42,54,70,90,99,125} S = {0,15,19,42,57,73,90,99,116} S = {0,15,19,42,57,75,92,101,118} S = {0,15,19,43,60,73,90,102,117} S = {0,15,19,43,60,74,89,101,118} S = {0,15,19,60,69,74,86,89,99} S = {0,15,19,60,70,73,85,90,99} S = {0,15,19,60,92,101,106,118,121} S = {0,15,19,60,92,102,105,117,122} S = {0,15,20,37,58,70,89,108,115} S = {0,15,20,37,58,76,83,102,121} S = {0,15,20,38,57,69,90,108,115} S = {0,15,20,38,57,76,83,101,122} S = {0,15,20,44,51,69,90,102,121} S = {0,15,20,44,51,70,89,101,122} S = {0,15,20,49,58,82,89,103,108} S = {0,15,20,49,58,83,88,102,109} S = {0,15,20,50,57,81,90,103,108} S = {0,15,20,50,57,83,88,101,110} S = {0,15,20,51,56,81,90,102,109} S = {0,15,20,51,56,82,89,101,110} S = {0,15,21,26,35,44,54,70,121} S = {0,15,21,26,35,44,57,73,118} S = {0,15,21,26,35,54,57,83,108} S = {0,15,21,26,35,67,108,118,121} S = {0,15,21,26,35,70,73,83,124} S = {0,15,21,26,38,41,51,67,124} S = {0,15,21,26,38,41,60,76,115} S = {0,15,21,26,38,51,60,86,105} S = {0,15,21,26,38,67,76,86,121} S = {0,15,21,26,38,70,105,115,124} S = {0,15,21,26,41,51,60,89,102} S = {0,15,21,26,41,67,76,89,118} S = {0,15,21,26,41,73,102,115,124} S = {0,15,21,26,44,54,57,92,99} S = {0,15,21,26,44,70,73,92,115} S = {0,15,21,26,44,76,99,118,121} S = {0,15,21,26,51,67,86,89,108} S = {0,15,21,26,51,83,102,105,124} S = {0,15,21,26,54,70,83,92,105} S = {0,15,21,26,54,86,99,108,121} S = {0,15,21,26,57,73,83,92,102} S = {0,15,21,26,57,89,99,108,118} S = {0,15,21,26,60,76,86,89,99} S = {0,15,21,26,60,92,102,105,115} S = {0,15,21,33,58,67,89,108,118} S = {0,15,21,33,58,73,83,102,124} S = {0,15,21,35,44,54,57,90,101} S = {0,15,21,35,44,69,90,118,121} S = {0,15,21,35,44,70,73,101,122} S = {0,15,21,35,54,70,83,101,120} S = {0,15,21,35,54,71,90,108,121} S = {0,15,21,35,57,65,90,108,118} S = {0,15,21,35,57,73,83,101,126} S = {0,15,21,36,58,70,92,105,115} S = {0,15,21,36,58,76,86,99,121} S = {0,15,21,37,58,67,76,118,121} S = {0,15,21,37,58,70,73,115,124} S = {0,15,21,38,41,51,60,90,101} S = {0,15,21,38,41,67,76,101,122} S = {0,15,21,38,41,69,90,115,124} S = {0,15,21,38,51,67,86,101,120} S = {0,15,21,38,51,71,90,105,124} S = {0,15,21,38,60,68,90,105,115} S = {0,15,21,38,60,76,86,101,123} S = {0,15,21,39,58,67,86,108,121} S = {0,15,21,39,58,70,83,105,124} S = {0,15,21,41,51,65,90,102,124} S = {0,15,21,41,51,67,89,101,126} S = {0,15,21,41,60,76,89,101,114} S = {0,15,21,41,60,77,90,102,115} S = {0,15,21,44,54,68,90,99,121} S = {0,15,21,44,54,70,92,101,123} S = {0,15,21,44,57,73,92,101,114} S = {0,15,21,44,57,77,90,99,118} S = {0,15,21,45,58,73,92,102,115} S = {0,15,21,45,58,76,89,99,118} S = {0,15,21,58,67,76,86,89,101} S = {0,15,21,58,70,73,83,92,101} S = {0,15,21,58,90,99,108,118,121} S = {0,15,21,58,90,102,105,115,124} S = {0,15,22,25,35,44,53,69,122} S = {0,15,22,25,35,44,58,74,117} S = {0,15,22,25,35,53,58,83,108} S = {0,15,22,25,35,67,108,117,122} S = {0,15,22,25,35,69,74,83,124} S = {0,15,22,25,37,42,51,67,124} S = {0,15,22,25,37,42,60,76,115} S = {0,15,22,25,37,51,60,85,106} S = {0,15,22,25,37,67,76,85,122} S = {0,15,22,25,37,69,106,115,124} S = {0,15,22,25,42,51,60,90,101} S = {0,15,22,25,42,67,76,90,117} S = {0,15,22,25,42,74,101,115,124} S = {0,15,22,25,44,53,58,92,99} S = {0,15,22,25,44,69,74,92,115} S = {0,15,22,25,44,76,99,117,122} S = {0,15,22,25,51,67,85,90,108} S = {0,15,22,25,51,83,101,106,124} S = {0,15,22,25,53,69,83,92,106} S = {0,15,22,25,53,85,99,108,122} S = {0,15,22,25,58,74,83,92,101} S = {0,15,22,25,58,90,99,108,117} S = {0,15,22,25,60,76,85,90,99} S = {0,15,22,25,60,92,101,106,115} S = {0,15,22,34,57,67,90,108,117} S = {0,15,22,34,57,74,83,101,124} S = {0,15,22,35,44,53,58,89,102} S = {0,15,22,35,44,69,74,102,121} S = {0,15,22,35,44,70,89,117,122} S = {0,15,22,35,53,69,83,102,120} S = {0,15,22,35,53,71,89,108,122} S = {0,15,22,35,58,66,89,108,117} S = {0,15,22,35,58,74,83,102,125} S = {0,15,22,36,57,69,92,106,115} S = {0,15,22,36,57,76,85,99,122} S = {0,15,22,37,42,51,60,89,102} S = {0,15,22,37,42,67,76,102,121} S = {0,15,22,37,42,70,89,115,124} S = {0,15,22,37,51,67,85,102,120} S = {0,15,22,37,51,71,89,106,124} S = {0,15,22,37,60,68,89,106,115} S = {0,15,22,37,60,76,85,102,123} S = {0,15,22,38,57,67,76,117,122} S = {0,15,22,38,57,69,74,115,124} S = {0,15,22,39,57,67,85,108,122} S = {0,15,22,39,57,69,83,106,124} S = {0,15,22,42,51,66,89,101,124} S = {0,15,22,42,51,67,90,102,125} S = {0,15,22,42,60,76,90,102,113} S = {0,15,22,42,60,78,89,101,115} S = {0,15,22,44,53,68,89,99,122} S = {0,15,22,44,53,69,92,102,123} S = {0,15,22,44,58,74,92,102,113} S = {0,15,22,44,58,78,89,99,117} S = {0,15,22,46,57,74,92,101,115} S = {0,15,22,46,57,76,90,99,117} S = {0,15,22,57,67,76,85,90,102} S = {0,15,22,57,69,74,83,92,102} S = {0,15,22,57,89,99,108,117,122} S = {0,15,22,57,89,101,106,115,124} S = {0,15,23,35,60,69,90,102,121} S = {0,15,23,35,60,70,89,101,122} S = {0,15,23,37,58,67,92,102,121} S = {0,15,23,37,58,70,89,99,124} S = {0,15,23,38,57,67,92,101,122} S = {0,15,23,38,57,69,90,99,124} S = {0,15,23,57,62,90,93,99,100} S = {0,15,23,57,62,91,92,98,101} S = {0,15,23,58,61,89,94,99,100} S = {0,15,23,58,61,91,92,97,102} S = {0,15,23,59,60,89,94,98,101} S = {0,15,23,59,60,90,93,97,102} S = {0,15,24,41,54,74,85,108,115} S = {0,15,24,41,54,76,83,106,117} S = {0,15,24,42,53,73,86,108,115} S = {0,15,24,42,53,76,83,105,118} S = {0,15,24,44,51,73,86,106,117} S = {0,15,24,44,51,74,85,105,118} S = {0,15,24,49,54,82,85,107,108} S = {0,15,24,49,54,83,84,106,109} S = {0,15,24,50,53,81,86,107,108} S = {0,15,24,50,53,83,84,105,110} S = {0,15,24,51,52,81,86,106,109} S = {0,15,24,51,52,82,85,105,110} S = {0,15,25,33,54,67,85,108,122} S = {0,15,25,33,54,69,83,106,124} S = {0,15,25,35,44,53,58,86,105} S = {0,15,25,35,44,69,74,105,118} S = {0,15,25,35,44,73,86,117,122} S = {0,15,25,35,53,65,86,108,122} S = {0,15,25,35,53,69,83,105,126} S = {0,15,25,35,58,74,83,105,116} S = {0,15,25,35,58,75,86,108,117} S = {0,15,25,37,42,51,60,86,105} S = {0,15,25,37,42,67,76,105,118} S = {0,15,25,37,42,73,86,115,124} S = {0,15,25,37,51,65,86,106,124} S = {0,15,25,37,51,67,85,105,126} S = {0,15,25,37,60,76,85,105,114} S = {0,15,25,37,60,77,86,106,115} S = {0,15,25,40,54,74,92,101,115} S = {0,15,25,40,54,76,90,99,117} S = {0,15,25,41,54,67,76,117,122} S = {0,15,25,41,54,69,74,115,124} S = {0,15,25,42,51,67,90,105,116} S = {0,15,25,42,51,75,86,101,124} S = {0,15,25,42,60,72,86,101,115} S = {0,15,25,42,60,76,90,105,119} S = {0,15,25,43,54,67,90,108,117} S = {0,15,25,43,54,74,83,101,124} S = {0,15,25,44,53,69,92,105,114} S = {0,15,25,44,53,77,86,99,122} S = {0,15,25,44,58,72,86,99,117} S = {0,15,25,44,58,74,92,105,119} S = {0,15,25,45,54,69,92,106,115} S = {0,15,25,45,54,76,85,99,122} S = {0,15,25,54,67,76,85,90,105} S = {0,15,25,54,69,74,83,92,105} S = {0,15,25,54,86,99,108,117,122} S = {0,15,25,54,86,101,106,115,124} S = {0,15,26,34,53,67,86,108,121} S = {0,15,26,34,53,70,83,105,124} S = {0,15,26,35,44,54,57,85,106} S = {0,15,26,35,44,70,73,106,117} S = {0,15,26,35,44,74,85,118,121} S = {0,15,26,35,54,66,85,108,121} S = {0,15,26,35,54,70,83,106,125} S = {0,15,26,35,57,73,83,106,116} S = {0,15,26,35,57,75,85,108,118} S = {0,15,26,38,41,51,60,85,106} S = {0,15,26,38,41,67,76,106,117} S = {0,15,26,38,41,74,85,115,124} S = {0,15,26,38,51,66,85,105,124} S = {0,15,26,38,51,67,86,106,125} S = {0,15,26,38,60,76,86,106,113} S = {0,15,26,38,60,78,85,105,115} S = {0,15,26,40,53,73,92,102,115} S = {0,15,26,40,53,76,89,99,118} S = {0,15,26,41,51,67,89,106,116} S = {0,15,26,41,51,75,85,102,124} S = {0,15,26,41,60,72,85,102,115} S = {0,15,26,41,60,76,89,106,119} S = {0,15,26,42,53,67,76,118,121} S = {0,15,26,42,53,70,73,115,124} S = {0,15,26,43,53,67,89,108,118} S = {0,15,26,43,53,73,83,102,124} S = {0,15,26,44,54,70,92,106,113} S = {0,15,26,44,54,78,85,99,121} S = {0,15,26,44,57,72,85,99,118} S = {0,15,26,44,57,73,92,106,119} S = {0,15,26,46,53,70,92,105,115} S = {0,15,26,46,53,76,86,99,121} S = {0,15,26,53,67,76,86,89,106} S = {0,15,26,53,70,73,83,92,106} S = {0,15,26,53,85,99,108,118,121} S = {0,15,26,53,85,102,105,115,124} S = {0,15,27,35,60,73,86,106,117} S = {0,15,27,35,60,74,85,105,118} S = {0,15,27,41,54,67,92,106,117} S = {0,15,27,41,54,74,85,99,124} S = {0,15,27,42,53,67,92,105,118} S = {0,15,27,42,53,73,86,99,124} S = {0,15,27,53,62,86,93,99,104} S = {0,15,27,53,62,87,92,98,105} S = {0,15,27,54,61,85,94,99,104} S = {0,15,27,54,61,87,92,97,106} S = {0,15,27,55,60,85,94,98,105} S = {0,15,27,55,60,86,93,97,106} S = {0,15,28,36,51,69,86,106,121} S = {0,15,28,36,51,70,85,105,122} S = {0,15,28,37,42,54,57,83,108} S = {0,15,28,37,42,70,73,108,115} S = {0,15,28,37,42,76,83,118,121} S = {0,15,28,37,54,68,83,106,121} S = {0,15,28,37,54,70,85,108,123} S = {0,15,28,37,57,73,85,108,114} S = {0,15,28,37,57,77,83,106,118} S = {0,15,28,38,41,53,58,83,108} S = {0,15,28,38,41,69,74,108,115} S = {0,15,28,38,41,76,83,117,122} S = {0,15,28,38,53,68,83,105,122} S = {0,15,28,38,53,69,86,108,123} S = {0,15,28,38,58,74,86,108,113} S = {0,15,28,38,58,78,83,105,117} S = {0,15,28,40,51,73,90,102,117} S = {0,15,28,40,51,74,89,101,118} S = {0,15,28,41,53,69,89,108,114} S = {0,15,28,41,53,77,83,102,122} S = {0,15,28,41,58,72,83,102,117} S = {0,15,28,41,58,74,89,108,119} S = {0,15,28,42,54,70,90,108,113} S = {0,15,28,42,54,78,83,101,121} S = {0,15,28,42,57,72,83,101,118} S = {0,15,28,42,57,73,90,108,119} S = {0,15,28,44,51,69,74,118,121} S = {0,15,28,44,51,70,73,117,122} S = {0,15,28,45,51,69,89,106,118} S = {0,15,28,45,51,73,85,102,122} S = {0,15,28,46,51,70,90,105,117} S = {0,15,28,46,51,74,86,101,121} S = {0,15,28,51,69,74,86,89,108} S = {0,15,28,51,70,73,85,90,108} S = {0,15,28,51,83,101,106,118,121} S = {0,15,28,51,83,102,105,117,122} S = {0,15,29,37,58,73,86,108,115} S = {0,15,29,37,58,76,83,105,118} S = {0,15,29,41,54,69,90,108,115} S = {0,15,29,41,54,76,83,101,122} S = {0,15,29,44,51,69,90,105,118} S = {0,15,29,44,51,73,86,101,122} S = {0,15,29,51,62,86,91,101,104} S = {0,15,29,51,62,87,90,100,105} S = {0,15,29,54,59,83,94,101,104} S = {0,15,29,54,59,87,90,97,108} S = {0,15,29,55,58,83,94,100,105} S = {0,15,29,55,58,86,91,97,108} S = {0,15,30,38,57,74,85,108,115} S = {0,15,30,38,57,76,83,106,117} S = {0,15,30,42,53,70,89,108,115} S = {0,15,30,42,53,76,83,102,121} S = {0,15,30,44,51,70,89,106,117} S = {0,15,30,44,51,74,85,102,121} S = {0,15,30,51,61,85,91,102,104} S = {0,15,30,51,61,87,89,100,106} S = {0,15,30,53,59,83,93,102,104} S = {0,15,30,53,59,87,89,98,108} S = {0,15,30,55,57,83,93,100,106} S = {0,15,30,55,57,85,91,98,108} S = {0,15,33,50,60,85,91,102,104} S = {0,15,33,50,60,87,89,100,106} S = {0,15,33,52,58,83,93,102,104} S = {0,15,33,52,58,87,89,98,108} S = {0,15,33,54,56,83,93,100,106} S = {0,15,33,54,56,85,91,98,108} S = {0,15,34,49,60,86,91,101,104} S = {0,15,34,49,60,87,90,100,105} S = {0,15,34,52,57,83,94,101,104} S = {0,15,34,52,57,87,90,97,108} S = {0,15,34,53,56,83,94,100,105} S = {0,15,34,53,56,86,91,97,108} S = {0,15,35,44,53,69,90,102,105} S = {0,15,35,44,53,86,89,101,122} S = {0,15,35,44,54,70,89,101,106} S = {0,15,35,44,54,85,90,102,121} S = {0,15,35,44,57,73,86,101,106} S = {0,15,35,44,57,85,90,105,118} S = {0,15,35,44,58,74,85,102,105} S = {0,15,35,44,58,86,89,106,117} S = {0,15,35,60,69,74,83,102,105} S = {0,15,35,60,70,73,83,101,106} S = {0,15,35,60,85,90,108,118,121} S = {0,15,35,60,86,89,108,117,122} S = {0,15,36,49,58,86,93,99,104} S = {0,15,36,49,58,87,92,98,105} S = {0,15,36,50,57,85,94,99,104} S = {0,15,36,50,57,87,92,97,106} S = {0,15,36,51,56,85,94,98,105} S = {0,15,36,51,56,86,93,97,106} S = {0,15,37,42,51,67,92,102,105} S = {0,15,37,42,51,86,89,99,124} S = {0,15,37,42,54,70,89,99,108} S = {0,15,37,42,54,83,92,102,121} S = {0,15,37,42,57,73,86,99,108} S = {0,15,37,42,57,83,92,105,118} S = {0,15,37,42,60,76,83,102,105} S = {0,15,37,42,60,86,89,108,115} S = {0,15,37,58,67,76,85,102,105} S = {0,15,37,58,70,73,85,99,108} S = {0,15,37,58,83,92,106,118,121} S = {0,15,37,58,86,89,106,115,124} S = {0,15,38,41,51,67,92,101,106} S = {0,15,38,41,51,85,90,99,124} S = {0,15,38,41,53,69,90,99,108} S = {0,15,38,41,53,83,92,101,122} S = {0,15,38,41,58,74,85,99,108} S = {0,15,38,41,58,83,92,106,117} S = {0,15,38,41,60,76,83,101,106} S = {0,15,38,41,60,85,90,108,115} S = {0,15,38,57,67,76,86,101,106} S = {0,15,38,57,69,74,86,99,108} S = {0,15,38,57,83,92,105,117,122} S = {0,15,38,57,85,90,105,115,124} S = {0,15,39,57,62,82,85,107,108} S = {0,15,39,57,62,83,84,106,109} S = {0,15,39,58,61,81,86,107,108} S = {0,15,39,58,61,83,84,105,110} S = {0,15,39,59,60,81,86,106,109} S = {0,15,39,59,60,82,85,105,110} S = {0,15,40,49,54,90,93,99,100} S = {0,15,40,49,54,91,92,98,101} S = {0,15,40,50,53,89,94,99,100} S = {0,15,40,50,53,91,92,97,102} S = {0,15,40,51,52,89,94,98,101} S = {0,15,40,51,52,90,93,97,102} S = {0,15,41,54,67,76,89,101,106} S = {0,15,41,54,69,74,89,99,108} S = {0,15,41,54,83,92,102,117,122} S = {0,15,41,54,85,90,102,115,124} S = {0,15,42,53,67,76,90,102,105} S = {0,15,42,53,70,73,90,99,108} S = {0,15,42,53,83,92,101,118,121} S = {0,15,42,53,86,89,101,115,124} S = {0,15,43,53,62,82,89,103,108} S = {0,15,43,53,62,83,88,102,109} S = {0,15,43,54,61,81,90,103,108} S = {0,15,43,54,61,83,88,101,110} S = {0,15,43,55,60,81,90,102,109} S = {0,15,43,55,60,82,89,101,110} S = {0,15,44,51,69,74,92,102,105} S = {0,15,44,51,70,73,92,101,106} S = {0,15,44,51,85,90,99,118,121} S = {0,15,44,51,86,89,99,117,122} S = {0,15,45,51,62,84,89,103,106} S = {0,15,45,51,62,85,88,102,107} S = {0,15,45,54,59,81,92,103,106} S = {0,15,45,54,59,85,88,99,110} S = {0,15,45,55,58,81,92,102,107} S = {0,15,45,55,58,84,89,99,110} S = {0,15,46,51,61,84,90,103,105} S = {0,15,46,51,61,86,88,101,107} S = {0,15,46,53,59,82,92,103,105} S = {0,15,46,53,59,86,88,99,109} S = {0,15,46,55,57,82,92,101,107} S = {0,15,46,55,57,84,90,99,109} S = {0,15,49,50,60,84,91,103,104} S = {0,15,49,50,60,87,88,100,107} S = {0,15,49,52,58,82,93,103,104} S = {0,15,49,52,58,87,88,98,109} S = {0,15,49,54,56,82,93,100,107} S = {0,15,49,54,56,84,91,98,109} S = {0,15,49,54,58,82,93,99,108} S = {0,15,49,54,58,83,92,98,109} S = {0,15,49,54,60,84,91,101,106} S = {0,15,49,54,60,85,90,100,107} S = {0,15,49,54,71,90,93,107,108} S = {0,15,49,54,71,91,92,106,109} S = {0,15,49,54,82,85,99,100,120} S = {0,15,49,54,83,84,98,101,120} S = {0,15,49,58,60,86,89,103,104} S = {0,15,49,58,60,87,88,102,105} S = {0,15,49,58,75,86,93,103,108} S = {0,15,49,58,75,87,92,102,109} S = {0,15,49,58,82,89,99,104,116} S = {0,15,49,58,83,88,98,105,116} S = {0,15,49,60,77,86,91,103,106} S = {0,15,49,60,77,87,90,102,107} S = {0,15,49,60,84,89,101,104,114} S = {0,15,49,60,85,88,100,105,114} S = {0,15,49,62,82,84,89,103,104} S = {0,15,49,62,82,85,88,100,107} S = {0,15,49,62,82,85,89,99,108} S = {0,15,49,62,82,93,99,100,104} S = {0,15,49,62,82,93,103,107,108} S = {0,15,49,62,83,84,88,98,109} S = {0,15,49,62,83,84,89,101,106} S = {0,15,49,62,83,85,88,102,105} S = {0,15,49,62,83,92,98,101,105} S = {0,15,49,62,83,92,102,106,109} S = {0,15,49,62,84,91,98,101,104} S = {0,15,49,62,84,91,103,106,109} S = {0,15,49,62,85,90,99,100,105} S = {0,15,49,62,85,90,102,107,108} S = {0,15,49,62,86,89,99,101,104} S = {0,15,49,62,86,89,103,106,108} S = {0,15,49,62,86,90,93,99,108} S = {0,15,49,62,86,91,92,101,106} S = {0,15,49,62,86,91,93,103,104} S = {0,15,49,62,87,88,98,100,105} S = {0,15,49,62,87,88,102,107,109} S = {0,15,49,62,87,90,92,102,105} S = {0,15,49,62,87,90,93,100,107} S = {0,15,49,62,87,91,92,98,109} S = {0,15,50,52,57,81,94,103,104} S = {0,15,50,52,57,87,88,97,110} S = {0,15,50,53,56,81,94,100,107} S = {0,15,50,53,56,84,91,97,110} S = {0,15,50,53,57,81,94,99,108} S = {0,15,50,53,57,83,92,97,110} S = {0,15,50,53,60,84,91,102,105} S = {0,15,50,53,60,86,89,100,107} S = {0,15,50,53,71,89,94,107,108} S = {0,15,50,53,71,91,92,105,110} S = {0,15,50,53,81,86,99,100,120} S = {0,15,50,53,83,84,97,102,120} S = {0,15,50,57,60,85,90,103,104} S = {0,15,50,57,60,87,88,101,106} S = {0,15,50,57,75,85,94,103,108} S = {0,15,50,57,75,87,92,101,110} S = {0,15,50,57,81,90,99,104,116} S = {0,15,50,57,83,88,97,106,116} S = {0,15,50,60,78,85,91,103,105} S = {0,15,50,60,78,87,89,101,107} S = {0,15,50,60,84,90,102,104,113} S = {0,15,50,60,86,88,100,106,113} S = {0,15,50,61,81,84,90,103,104} S = {0,15,50,61,81,86,88,100,107} S = {0,15,50,61,81,86,90,99,108} S = {0,15,50,61,81,94,99,100,104} S = {0,15,50,61,81,94,103,107,108} S = {0,15,50,61,83,84,88,97,110} S = {0,15,50,61,83,84,90,102,105} S = {0,15,50,61,83,86,88,101,106} S = {0,15,50,61,83,92,97,102,106} S = {0,15,50,61,83,92,101,105,110} S = {0,15,50,61,84,91,97,102,104} S = {0,15,50,61,84,91,103,105,110} S = {0,15,50,61,85,89,94,99,108} S = {0,15,50,61,85,90,99,102,104} S = {0,15,50,61,85,90,103,105,108} S = {0,15,50,61,85,91,92,102,105} S = {0,15,50,61,85,91,94,103,104} S = {0,15,50,61,86,89,99,100,106} S = {0,15,50,61,86,89,101,107,108} S = {0,15,50,61,87,88,97,100,106} S = {0,15,50,61,87,88,101,107,110} S = {0,15,50,61,87,89,92,101,106} S = {0,15,50,61,87,89,94,100,107} S = {0,15,50,61,87,91,92,97,110} S = {0,15,51,52,56,81,94,98,109} S = {0,15,51,52,56,82,93,97,110} S = {0,15,51,52,57,81,94,101,106} S = {0,15,51,52,57,85,90,97,110} S = {0,15,51,52,58,82,93,102,105} S = {0,15,51,52,58,86,89,98,109} S = {0,15,51,52,71,89,94,106,109} S = {0,15,51,52,71,90,93,105,110} S = {0,15,51,52,81,86,98,101,120} S = {0,15,51,52,82,85,97,102,120} S = {0,15,51,53,56,81,94,102,105} S = {0,15,51,53,56,86,89,97,110} S = {0,15,51,53,62,86,89,103,104} S = {0,15,51,53,62,87,88,102,105} S = {0,15,51,54,56,82,93,101,106} S = {0,15,51,54,56,85,90,98,109} S = {0,15,51,54,61,85,90,103,104} S = {0,15,51,54,61,87,88,101,106} S = {0,15,51,56,75,85,94,102,109} S = {0,15,51,56,75,86,93,101,110} S = {0,15,51,56,81,90,98,105,116} S = {0,15,51,56,82,89,97,106,116} S = {0,15,51,57,62,84,91,101,106} S = {0,15,51,57,62,85,90,100,107} S = {0,15,51,58,61,84,91,102,105} S = {0,15,51,58,61,86,89,100,107} S = {0,15,51,60,69,74,86,102,121} S = {0,15,51,60,69,74,89,105,118} S = {0,15,51,60,69,90,106,118,121} S = {0,15,51,60,70,73,85,101,122} S = {0,15,51,60,70,73,90,106,117} S = {0,15,51,60,70,89,105,117,122} S = {0,15,51,60,73,86,102,117,122} S = {0,15,51,60,74,85,101,118,121} S = {0,15,51,60,81,86,90,98,109} S = {0,15,51,60,81,94,98,101,105} S = {0,15,51,60,81,94,102,106,109} S = {0,15,51,60,82,85,89,97,110} S = {0,15,51,60,82,93,97,102,106} S = {0,15,51,60,82,93,101,105,110} S = {0,15,51,60,84,89,90,103,104} S = {0,15,51,60,84,91,101,102,104} S = {0,15,51,60,84,91,103,105,106} S = {0,15,51,60,85,86,88,100,107} S = {0,15,51,60,85,86,91,103,104} S = {0,15,51,60,85,89,94,98,109} S = {0,15,51,60,86,90,93,97,110} S = {0,15,51,60,87,88,100,105,106} S = {0,15,51,60,87,88,101,102,107} S = {0,15,51,60,87,89,90,100,107} S = {0,15,51,61,62,84,91,103,104} S = {0,15,51,61,62,87,88,100,107} S = {0,15,51,61,65,84,90,102,104} S = {0,15,51,61,65,86,88,100,106} S = {0,15,51,61,85,91,103,105,126} S = {0,15,51,61,87,89,101,107,126} S = {0,15,51,62,66,84,89,101,104} S = {0,15,51,62,66,85,88,100,105} S = {0,15,51,62,86,91,103,106,125} S = {0,15,51,62,87,90,102,107,125} S = {0,15,52,57,58,83,92,103,104} S = {0,15,52,57,58,87,88,99,108} S = {0,15,52,57,77,83,94,103,106} S = {0,15,52,57,77,87,90,99,110} S = {0,15,52,57,81,92,101,104,114} S = {0,15,52,57,85,88,97,108,114} S = {0,15,52,58,78,83,93,103,105} S = {0,15,52,58,78,87,89,99,109} S = {0,15,52,58,82,92,102,104,113} S = {0,15,52,58,86,88,98,108,113} S = {0,15,52,59,81,82,92,103,104} S = {0,15,52,59,81,86,88,98,109} S = {0,15,52,59,81,86,92,101,106} S = {0,15,52,59,81,94,98,101,104} S = {0,15,52,59,81,94,103,106,109} S = {0,15,52,59,82,85,88,97,110} S = {0,15,52,59,82,85,92,102,105} S = {0,15,52,59,82,93,97,102,104} S = {0,15,52,59,82,93,103,105,110} S = {0,15,52,59,83,89,94,101,106} S = {0,15,52,59,83,90,93,102,105} S = {0,15,52,59,83,92,101,102,104} S = {0,15,52,59,83,92,103,105,106} S = {0,15,52,59,83,93,94,103,104} S = {0,15,52,59,85,86,88,99,108} S = {0,15,52,59,85,90,97,102,108} S = {0,15,52,59,85,90,99,105,110} S = {0,15,52,59,86,89,98,101,108} S = {0,15,52,59,86,89,99,106,109} S = {0,15,52,59,87,88,97,98,108} S = {0,15,52,59,87,88,99,109,110} S = {0,15,52,59,87,89,90,99,108} S = {0,15,52,59,87,89,94,98,109} S = {0,15,52,59,87,90,93,97,110} S = {0,15,53,54,56,83,92,100,107} S = {0,15,53,54,56,84,91,99,108} S = {0,15,53,54,59,83,92,103,104} S = {0,15,53,54,59,87,88,99,108} S = {0,15,53,56,77,83,94,102,107} S = {0,15,53,56,77,86,91,99,110} S = {0,15,53,56,81,92,100,105,114} S = {0,15,53,56,84,89,97,108,114} S = {0,15,53,57,62,82,93,99,108} S = {0,15,53,57,62,83,92,98,109} S = {0,15,53,58,67,76,86,102,121} S = {0,15,53,58,67,76,89,105,118} S = {0,15,53,58,67,92,108,118,121} S = {0,15,53,58,70,73,83,99,124} S = {0,15,53,58,70,73,92,108,115} S = {0,15,53,58,70,89,105,115,124} S = {0,15,53,58,73,86,102,115,124} S = {0,15,53,58,76,83,99,118,121} S = {0,15,53,58,81,86,92,100,107} S = {0,15,53,58,81,94,99,100,105} S = {0,15,53,58,81,94,102,107,108} S = {0,15,53,58,82,89,92,103,104} S = {0,15,53,58,82,93,99,102,104} S = {0,15,53,58,82,93,103,105,108} S = {0,15,53,58,83,84,89,97,110} S = {0,15,53,58,83,86,88,98,109} S = {0,15,53,58,83,86,93,103,104} S = {0,15,53,58,83,89,94,100,107} S = {0,15,53,58,84,91,97,102,108} S = {0,15,53,58,84,91,99,105,110} S = {0,15,53,58,86,91,92,97,110} S = {0,15,53,58,87,88,98,105,108} S = {0,15,53,58,87,88,99,102,109} S = {0,15,53,58,87,89,92,98,109} S = {0,15,53,59,60,82,93,102,105} S = {0,15,53,59,60,86,89,98,109} S = {0,15,53,59,62,82,93,103,104} S = {0,15,53,59,62,87,88,98,109} S = {0,15,53,59,65,82,92,102,104} S = {0,15,53,59,65,86,88,98,108} S = {0,15,53,59,83,93,103,105,126} S = {0,15,53,59,87,89,99,109,126} S = {0,15,53,62,68,82,89,99,104} S = {0,15,53,62,68,83,88,98,105} S = {0,15,53,62,86,93,103,108,123} S = {0,15,53,62,87,92,102,109,123} S = {0,15,54,56,78,83,93,101,107} S = {0,15,54,56,78,85,91,99,109} S = {0,15,54,56,82,92,100,106,113} S = {0,15,54,56,84,90,98,108,113} S = {0,15,54,57,67,76,85,101,122} S = {0,15,54,57,67,76,90,106,117} S = {0,15,54,57,67,92,108,117,122} S = {0,15,54,57,69,74,83,99,124} S = {0,15,54,57,69,74,92,108,115} S = {0,15,54,57,69,90,106,115,124} S = {0,15,54,57,74,85,101,115,124} S = {0,15,54,57,76,83,99,117,122} S = {0,15,54,57,81,90,92,103,104} S = {0,15,54,57,81,94,99,101,104} S = {0,15,54,57,81,94,103,106,108} S = {0,15,54,57,82,85,92,100,107} S = {0,15,54,57,82,93,99,100,106} S = {0,15,54,57,82,93,101,107,108} S = {0,15,54,57,83,84,90,98,109} S = {0,15,54,57,83,85,88,97,110} S = {0,15,54,57,83,85,94,103,104} S = {0,15,54,57,83,90,93,100,107} S = {0,15,54,57,84,91,98,101,108} S = {0,15,54,57,84,91,99,106,109} S = {0,15,54,57,85,91,92,98,109} S = {0,15,54,57,87,88,97,106,108} S = {0,15,54,57,87,88,99,101,110} S = {0,15,54,57,87,90,92,97,110} S = {0,15,54,58,61,81,94,99,108} S = {0,15,54,58,61,83,92,97,110} S = {0,15,54,59,60,81,94,101,106} S = {0,15,54,59,60,85,90,97,110} S = {0,15,54,59,61,81,94,103,104} S = {0,15,54,59,61,87,88,97,110} S = {0,15,54,59,66,81,92,101,104} S = {0,15,54,59,66,85,88,97,108} S = {0,15,54,59,83,94,103,106,125} S = {0,15,54,59,87,90,99,110,125} S = {0,15,54,61,68,81,90,99,104} S = {0,15,54,61,68,83,88,97,106} S = {0,15,54,61,85,94,103,108,123} S = {0,15,54,61,87,92,101,110,123} S = {0,15,55,56,81,82,92,100,107} S = {0,15,55,56,81,84,90,98,109} S = {0,15,55,56,81,90,92,102,105} S = {0,15,55,56,81,94,98,100,105} S = {0,15,55,56,81,94,102,107,109} S = {0,15,55,56,82,84,89,97,110} S = {0,15,55,56,82,89,92,101,106} S = {0,15,55,56,82,93,97,100,106} S = {0,15,55,56,82,93,101,107,110} S = {0,15,55,56,83,85,94,102,105} S = {0,15,55,56,83,86,93,101,106} S = {0,15,55,56,83,92,100,105,106} S = {0,15,55,56,83,92,101,102,107} S = {0,15,55,56,83,93,94,100,107} S = {0,15,55,56,84,89,90,99,108} S = {0,15,55,56,84,91,97,98,108} S = {0,15,55,56,84,91,99,109,110} S = {0,15,55,56,85,86,91,99,108} S = {0,15,55,56,85,90,98,105,108} S = {0,15,55,56,85,90,99,102,109} S = {0,15,55,56,85,91,94,98,109} S = {0,15,55,56,86,89,97,106,108} S = {0,15,55,56,86,89,99,101,110} S = {0,15,55,56,86,91,93,97,110} S = {0,15,55,57,58,83,92,100,107} S = {0,15,55,57,58,84,91,99,108} S = {0,15,55,57,60,82,93,101,106} S = {0,15,55,57,60,85,90,98,109} S = {0,15,55,57,62,82,93,100,107} S = {0,15,55,57,62,84,91,98,109} S = {0,15,55,57,65,82,92,100,106} S = {0,15,55,57,65,84,90,98,108} S = {0,15,55,57,83,93,101,107,126} S = {0,15,55,57,85,91,99,109,126} S = {0,15,55,58,60,81,94,102,105} S = {0,15,55,58,60,86,89,97,110} S = {0,15,55,58,61,81,94,100,107} S = {0,15,55,58,61,84,91,97,110} S = {0,15,55,58,66,81,92,100,105} S = {0,15,55,58,66,84,89,97,108} S = {0,15,55,58,83,94,102,107,125} S = {0,15,55,58,86,91,99,110,125} S = {0,15,55,59,60,81,94,98,109} S = {0,15,55,59,60,82,93,97,110} S = {0,15,55,60,68,81,90,98,105} S = {0,15,55,60,68,82,89,97,106} S = {0,15,55,60,85,94,102,109,123} S = {0,15,55,60,86,93,101,110,123} S = {0,15,57,62,72,82,85,99,100} S = {0,15,57,62,72,83,84,98,101} S = {0,15,57,62,90,93,107,108,119} S = {0,15,57,62,91,92,106,109,119} S = {0,15,58,61,72,81,86,99,100} S = {0,15,58,61,72,83,84,97,102} S = {0,15,58,61,89,94,107,108,119} S = {0,15,58,61,91,92,105,110,119} S = {0,15,59,60,72,81,86,98,101} S = {0,15,59,60,72,82,85,97,102} S = {0,15,59,60,89,94,106,109,119} S = {0,15,59,60,90,93,105,110,119} S = {0,17,22,43,60,77,90,103,112} S = {0,17,22,43,60,79,88,101,114} S = {0,17,22,45,58,75,92,103,112} S = {0,17,22,45,58,79,88,99,116} S = {0,17,22,47,56,75,92,101,114} S = {0,17,22,47,56,77,90,99,116} S = {0,17,26,39,60,77,86,107,112} S = {0,17,26,39,60,79,84,105,114} S = {0,17,26,45,54,71,92,107,112} S = {0,17,26,45,54,79,84,99,120} S = {0,17,26,47,52,71,92,105,114} S = {0,17,26,47,52,77,86,99,120} S = {0,17,28,39,58,75,86,109,112} S = {0,17,28,39,58,79,82,105,116} S = {0,17,28,43,54,71,90,109,112} S = {0,17,28,43,54,79,82,101,120} S = {0,17,28,47,50,71,90,105,116} S = {0,17,28,47,50,75,86,101,120} S = {0,17,30,35,45,69,75,118,120} S = {0,17,30,35,45,71,73,116,122} S = {0,17,30,37,43,67,77,118,120} S = {0,17,30,37,43,71,73,114,124} S = {0,17,30,39,41,67,77,116,122} S = {0,17,30,39,41,69,75,114,124} S = {0,17,30,39,56,75,84,109,114} S = {0,17,30,39,56,77,82,107,116} S = {0,17,30,43,52,71,88,109,114} S = {0,17,30,43,52,77,82,103,120} S = {0,17,30,45,50,71,88,107,116} S = {0,17,30,45,50,75,84,103,120} S = {0,18,21,43,60,78,89,103,112} S = {0,18,21,43,60,79,88,102,113} S = {0,18,21,46,57,75,92,103,112} S = {0,18,21,46,57,79,88,99,116} S = {0,18,21,47,56,75,92,102,113} S = {0,18,21,47,56,78,89,99,116} S = {0,18,25,39,60,78,85,107,112} S = {0,18,25,39,60,79,84,106,113} S = {0,18,25,46,53,71,92,107,112} S = {0,18,25,46,53,79,84,99,120} S = {0,18,25,47,52,71,92,106,113} S = {0,18,25,47,52,78,85,99,120} S = {0,18,28,39,57,75,85,110,112} S = {0,18,28,39,57,79,81,106,116} S = {0,18,28,43,53,71,89,110,112} S = {0,18,28,43,53,79,81,102,120} S = {0,18,28,47,49,71,89,106,116} S = {0,18,28,47,49,75,85,102,120} S = {0,18,29,35,46,70,75,117,120} S = {0,18,29,35,46,71,74,116,121} S = {0,18,29,38,43,67,78,117,120} S = {0,18,29,38,43,71,74,113,124} S = {0,18,29,39,42,67,78,116,121} S = {0,18,29,39,42,70,75,113,124} S = {0,18,29,39,56,75,84,110,113} S = {0,18,29,39,56,78,81,107,116} S = {0,18,29,43,52,71,88,110,113} S = {0,18,29,43,52,78,81,103,120} S = {0,18,29,46,49,71,88,107,116} S = {0,18,29,46,49,75,84,103,120} S = {0,19,20,45,58,78,89,103,112} S = {0,19,20,45,58,79,88,102,113} S = {0,19,20,46,57,77,90,103,112} S = {0,19,20,46,57,79,88,101,114} S = {0,19,20,47,56,77,90,102,113} S = {0,19,20,47,56,78,89,101,114} S = {0,19,21,41,62,78,89,103,112} S = {0,19,21,41,62,79,88,102,113} S = {0,19,21,46,57,73,94,103,112} S = {0,19,21,46,57,79,88,97,118} S = {0,19,21,47,56,73,94,102,113} S = {0,19,21,47,56,78,89,97,118} S = {0,19,22,42,61,77,90,103,112} S = {0,19,22,42,61,79,88,101,114} S = {0,19,22,45,58,74,93,103,112} S = {0,19,22,45,58,79,88,98,117} S = {0,19,22,47,56,74,93,101,114} S = {0,19,22,47,56,77,90,98,117} S = {0,19,24,45,54,78,85,107,112} S = {0,19,24,45,54,79,84,106,113} S = {0,19,24,46,53,77,86,107,112} S = {0,19,24,46,53,79,84,105,114} S = {0,19,24,47,52,77,86,106,113} S = {0,19,24,47,52,78,85,105,114} S = {0,19,25,37,62,78,85,107,112} S = {0,19,25,37,62,79,84,106,113} S = {0,19,25,46,53,69,94,107,112} S = {0,19,25,46,53,79,84,97,122} S = {0,19,25,47,52,69,94,106,113} S = {0,19,25,47,52,78,85,97,122} S = {0,19,26,38,61,77,86,107,112} S = {0,19,26,38,61,79,84,105,114} S = {0,19,26,45,54,70,93,107,112} S = {0,19,26,45,54,79,84,98,121} S = {0,19,26,47,52,70,93,105,114} S = {0,19,26,47,52,77,86,98,121} S = {0,19,28,37,42,54,57,79,112} S = {0,19,28,37,54,70,85,107,112} S = {0,19,28,37,54,79,84,106,121} S = {0,19,28,37,57,73,85,110,112} S = {0,19,28,37,57,79,81,106,118} S = {0,19,28,38,41,53,58,79,112} S = {0,19,28,38,53,69,86,107,112} S = {0,19,28,38,53,79,84,105,122} S = {0,19,28,38,58,74,86,109,112} S = {0,19,28,38,58,79,82,105,117} S = {0,19,28,41,53,69,89,110,112} S = {0,19,28,41,53,79,81,102,122} S = {0,19,28,41,58,74,89,103,112} S = {0,19,28,41,58,79,88,102,117} S = {0,19,28,42,54,70,90,109,112} S = {0,19,28,42,54,79,82,101,121} S = {0,19,28,42,57,73,90,103,112} S = {0,19,28,42,57,79,88,101,118} S = {0,19,28,47,48,85,90,102,105} S = {0,19,28,47,48,86,89,101,106} S = {0,19,28,47,49,69,89,106,118} S = {0,19,28,47,49,73,85,102,122} S = {0,19,28,47,50,70,90,105,117} S = {0,19,28,47,50,74,86,101,121} S = {0,19,28,47,52,69,86,106,121} S = {0,19,28,47,52,70,85,105,122} S = {0,19,28,47,56,73,90,102,117} S = {0,19,28,47,56,74,89,101,118} S = {0,19,28,47,69,74,86,89,112} S = {0,19,28,47,70,73,85,90,112} S = {0,19,28,47,79,101,106,118,121} S = {0,19,28,47,79,102,105,117,122} S = {0,19,28,53,58,79,80,102,105} S = {0,19,28,53,58,86,89,111,112} S = {0,19,28,54,57,79,80,101,106} S = {0,19,28,54,57,85,90,111,112} S = {0,19,29,33,46,69,75,118,120} S = {0,19,29,33,46,71,73,116,122} S = {0,19,29,37,43,54,56,78,113} S = {0,19,29,37,43,65,78,118,120} S = {0,19,29,37,43,71,73,113,126} S = {0,19,29,37,54,71,84,106,113} S = {0,19,29,37,54,78,85,107,120} S = {0,19,29,37,56,73,84,110,113} S = {0,19,29,37,56,78,81,107,118} S = {0,19,29,39,41,52,58,78,113} S = {0,19,29,39,41,65,78,116,122} S = {0,19,29,39,41,69,75,113,126} S = {0,19,29,39,52,69,86,106,113} S = {0,19,29,39,52,78,85,105,122} S = {0,19,29,41,52,69,88,110,113} S = {0,19,29,41,52,78,81,103,122} S = {0,19,29,41,58,75,88,102,113} S = {0,19,29,41,58,78,89,103,116} S = {0,19,29,43,56,73,90,102,113} S = {0,19,29,43,56,78,89,101,118} S = {0,19,29,46,48,84,90,103,105} S = {0,19,29,46,48,86,88,101,107} S = {0,19,29,46,49,69,88,107,118} S = {0,19,29,46,49,73,84,103,122} S = {0,19,29,46,53,69,86,107,120} S = {0,19,29,46,53,71,84,105,122} S = {0,19,29,46,57,73,90,103,116} S = {0,19,29,46,57,75,88,101,118} S = {0,19,29,46,69,75,86,88,113} S = {0,19,29,46,71,73,84,90,113} S = {0,19,29,46,78,101,107,118,120} S = {0,19,29,46,78,103,105,116,122} S = {0,19,29,52,58,78,80,103,105} S = {0,19,29,52,58,86,88,111,113} S = {0,19,29,54,56,78,80,101,107} S = {0,19,29,54,56,84,90,111,113} S = {0,19,30,34,45,70,75,117,120} S = {0,19,30,34,45,71,74,116,121} S = {0,19,30,38,43,53,56,77,114} S = {0,19,30,38,43,66,77,117,120} S = {0,19,30,38,43,71,74,114,125} S = {0,19,30,38,53,71,84,105,114} S = {0,19,30,38,53,77,86,107,120} S = {0,19,30,38,56,74,84,109,114} S = {0,19,30,38,56,77,82,107,117} S = {0,19,30,39,42,52,57,77,114} S = {0,19,30,39,42,66,77,116,121} S = {0,19,30,39,42,70,75,114,125} S = {0,19,30,39,52,70,85,105,114} S = {0,19,30,39,52,77,86,106,121} S = {0,19,30,42,52,70,88,109,114} S = {0,19,30,42,52,77,82,103,121} S = {0,19,30,42,57,75,88,101,114} S = {0,19,30,42,57,77,90,103,116} S = {0,19,30,43,56,74,89,101,114} S = {0,19,30,43,56,77,90,102,117} S = {0,19,30,45,48,84,89,103,106} S = {0,19,30,45,48,85,88,102,107} S = {0,19,30,45,50,70,88,107,117} S = {0,19,30,45,50,74,84,103,121} S = {0,19,30,45,54,70,85,107,120} S = {0,19,30,45,54,71,84,106,121} S = {0,19,30,45,58,74,89,103,116} S = {0,19,30,45,58,75,88,102,117} S = {0,19,30,45,70,75,85,88,114} S = {0,19,30,45,71,74,84,89,114} S = {0,19,30,45,77,102,107,117,120} S = {0,19,30,45,77,103,106,116,121} S = {0,19,30,52,57,77,80,103,106} S = {0,19,30,52,57,85,88,111,114} S = {0,19,30,53,56,77,80,102,107} S = {0,19,30,53,56,84,89,111,114} S = {0,19,37,41,62,78,93,99,112} S = {0,19,37,41,62,79,92,98,113} S = {0,19,37,42,54,70,93,99,112} S = {0,19,37,42,54,79,92,98,121} S = {0,19,37,42,57,73,94,99,112} S = {0,19,37,42,57,79,92,97,118} S = {0,19,37,43,54,71,92,98,113} S = {0,19,37,43,54,78,93,99,120} S = {0,19,37,43,56,73,94,98,113} S = {0,19,37,43,56,78,93,97,118} S = {0,19,37,54,56,78,93,107,112} S = {0,19,37,54,56,79,84,98,113} S = {0,19,37,54,57,78,85,99,112} S = {0,19,37,54,57,79,92,106,113} S = {0,19,37,62,70,73,85,99,112} S = {0,19,37,62,71,73,84,98,113} S = {0,19,37,62,78,93,107,118,120} S = {0,19,37,62,79,92,106,118,121} S = {0,19,38,41,53,69,94,99,112} S = {0,19,38,41,53,79,92,97,122} S = {0,19,38,41,58,74,93,99,112} S = {0,19,38,41,58,79,92,98,117} S = {0,19,38,42,61,77,94,99,112} S = {0,19,38,42,61,79,92,97,114} S = {0,19,38,43,53,71,92,97,114} S = {0,19,38,43,53,77,94,99,120} S = {0,19,38,43,56,74,93,97,114} S = {0,19,38,43,56,77,94,98,117} S = {0,19,38,53,56,77,94,107,112} S = {0,19,38,53,56,79,84,97,114} S = {0,19,38,53,58,77,86,99,112} S = {0,19,38,53,58,79,92,105,114} S = {0,19,38,61,69,74,86,99,112} S = {0,19,38,61,71,74,84,97,114} S = {0,19,38,61,77,94,107,117,120} S = {0,19,38,61,79,92,105,117,122} S = {0,19,39,41,52,69,94,98,113} S = {0,19,39,41,52,78,93,97,122} S = {0,19,39,41,58,75,92,98,113} S = {0,19,39,41,58,78,93,99,116} S = {0,19,39,42,52,70,93,97,114} S = {0,19,39,42,52,77,94,98,121} S = {0,19,39,42,57,75,92,97,114} S = {0,19,39,42,57,77,94,99,116} S = {0,19,39,43,60,77,94,98,113} S = {0,19,39,43,60,78,93,97,114} S = {0,19,39,52,57,77,94,106,113} S = {0,19,39,52,57,78,85,97,114} S = {0,19,39,52,58,77,86,98,113} S = {0,19,39,52,58,78,93,105,114} S = {0,19,39,60,69,75,86,98,113} S = {0,19,39,60,70,75,85,97,114} S = {0,19,39,60,77,94,106,116,121} S = {0,19,39,60,78,93,105,116,122} S = {0,19,41,52,58,78,93,103,112} S = {0,19,41,52,58,79,88,98,113} S = {0,19,41,53,58,78,89,99,112} S = {0,19,41,53,58,79,92,102,113} S = {0,19,41,62,69,74,89,99,112} S = {0,19,41,62,69,75,88,98,113} S = {0,19,41,62,78,93,103,116,122} S = {0,19,41,62,79,92,102,117,122} S = {0,19,42,52,57,77,94,103,112} S = {0,19,42,52,57,79,88,97,114} S = {0,19,42,54,57,77,90,99,112} S = {0,19,42,54,57,79,92,101,114} S = {0,19,42,61,70,73,90,99,112} S = {0,19,42,61,70,75,88,97,114} S = {0,19,42,61,77,94,103,116,121} S = {0,19,42,61,79,92,101,118,121} S = {0,19,43,53,56,77,94,102,113} S = {0,19,43,53,56,78,89,97,114} S = {0,19,43,54,56,77,90,98,113} S = {0,19,43,54,56,78,93,101,114} S = {0,19,43,60,71,73,90,98,113} S = {0,19,43,60,71,74,89,97,114} S = {0,19,43,60,77,94,102,117,120} S = {0,19,43,60,78,93,101,118,120} S = {0,19,45,54,58,78,93,99,112} S = {0,19,45,54,58,79,92,98,113} S = {0,19,45,54,70,85,90,99,112} S = {0,19,45,54,71,84,90,98,113} S = {0,19,45,54,78,93,101,107,120} S = {0,19,45,54,79,92,101,106,121} S = {0,19,45,58,74,86,89,99,112} S = {0,19,45,58,75,86,88,98,113} S = {0,19,45,58,78,93,103,105,116} S = {0,19,45,58,79,92,102,105,117} S = {0,19,45,62,70,74,93,99,112} S = {0,19,45,62,70,75,85,99,120} S = {0,19,45,62,70,75,88,98,117} S = {0,19,45,62,70,85,88,107,112} S = {0,19,45,62,70,93,107,117,120} S = {0,19,45,62,71,74,84,98,121} S = {0,19,45,62,71,74,89,99,116} S = {0,19,45,62,71,75,92,98,113} S = {0,19,45,62,71,84,89,106,113} S = {0,19,45,62,71,92,106,116,121} S = {0,19,45,62,74,84,89,103,112} S = {0,19,45,62,74,93,103,116,121} S = {0,19,45,62,75,85,88,102,113} S = {0,19,45,62,75,92,102,117,120} S = {0,19,45,62,78,85,89,99,112} S = {0,19,45,62,78,85,102,107,120} S = {0,19,45,62,78,89,103,106,116} S = {0,19,45,62,78,93,99,116,120} S = {0,19,45,62,78,93,103,107,112} S = {0,19,45,62,79,84,88,98,113} S = {0,19,45,62,79,84,103,106,121} S = {0,19,45,62,79,88,102,107,117} S = {0,19,45,62,79,92,98,117,121} S = {0,19,45,62,79,92,102,106,113} S = {0,19,46,53,57,77,94,99,112} S = {0,19,46,53,57,79,92,97,114} S = {0,19,46,53,69,86,89,99,112} S = {0,19,46,53,71,84,89,97,114} S = {0,19,46,53,77,94,102,107,120} S = {0,19,46,53,79,92,102,105,122} S = {0,19,46,57,73,85,90,99,112} S = {0,19,46,57,75,85,88,97,114} S = {0,19,46,57,77,94,103,106,116} S = {0,19,46,57,79,92,101,106,118} S = {0,19,46,61,69,73,94,99,112} S = {0,19,46,61,69,75,86,99,120} S = {0,19,46,61,69,75,88,97,118} S = {0,19,46,61,69,86,88,107,112} S = {0,19,46,61,69,94,107,118,120} S = {0,19,46,61,71,73,84,97,122} S = {0,19,46,61,71,73,90,99,116} S = {0,19,46,61,71,75,92,97,114} S = {0,19,46,61,71,84,90,105,114} S = {0,19,46,61,71,92,105,116,122} S = {0,19,46,61,73,84,90,103,112} S = {0,19,46,61,73,94,103,116,122} S = {0,19,46,61,75,86,88,101,114} S = {0,19,46,61,75,92,101,118,120} S = {0,19,46,61,77,86,90,99,112} S = {0,19,46,61,77,86,101,107,120} S = {0,19,46,61,77,90,103,105,116} S = {0,19,46,61,77,94,99,116,120} S = {0,19,46,61,77,94,103,107,112} S = {0,19,46,61,79,84,88,97,114} S = {0,19,46,61,79,84,103,105,122} S = {0,19,46,61,79,88,101,107,118} S = {0,19,46,61,79,92,97,118,122} S = {0,19,46,61,79,92,101,105,114} S = {0,19,47,52,56,77,94,98,113} S = {0,19,47,52,56,78,93,97,114} S = {0,19,47,52,69,86,88,98,113} S = {0,19,47,52,70,85,88,97,114} S = {0,19,47,52,77,94,103,106,121} S = {0,19,47,52,78,93,103,105,122} S = {0,19,47,56,73,84,90,98,113} S = {0,19,47,56,74,84,89,97,114} S = {0,19,47,56,77,94,102,107,117} S = {0,19,47,56,78,93,101,107,118} S = {0,19,47,60,69,73,94,98,113} S = {0,19,47,60,69,74,86,98,121} S = {0,19,47,60,69,74,89,97,118} S = {0,19,47,60,69,86,89,106,113} S = {0,19,47,60,69,94,106,118,121} S = {0,19,47,60,70,73,85,97,122} S = {0,19,47,60,70,73,90,98,117} S = {0,19,47,60,70,74,93,97,114} S = {0,19,47,60,70,85,90,105,114} S = {0,19,47,60,70,93,105,117,122} S = {0,19,47,60,73,85,90,102,113} S = {0,19,47,60,73,94,102,117,122} S = {0,19,47,60,74,86,89,101,114} S = {0,19,47,60,74,93,101,118,121} S = {0,19,47,60,77,86,90,98,113} S = {0,19,47,60,77,86,101,106,121} S = {0,19,47,60,77,90,102,105,117} S = {0,19,47,60,77,94,98,117,121} S = {0,19,47,60,77,94,102,106,113} S = {0,19,47,60,78,85,89,97,114} S = {0,19,47,60,78,85,102,105,122} S = {0,19,47,60,78,89,101,106,118} S = {0,19,47,60,78,93,97,118,122} S = {0,19,47,60,78,93,101,105,114} S = {0,20,25,39,58,78,83,109,112} S = {0,20,25,39,58,79,82,108,113} S = {0,20,25,46,51,71,90,109,112} S = {0,20,25,46,51,79,82,101,120} S = {0,20,25,47,50,71,90,108,113} S = {0,20,25,47,50,78,83,101,120} S = {0,20,26,39,57,77,83,110,112} S = {0,20,26,39,57,79,81,108,114} S = {0,20,26,45,51,71,89,110,112} S = {0,20,26,45,51,79,81,102,120} S = {0,20,26,47,49,71,89,108,114} S = {0,20,26,47,49,77,83,102,120} S = {0,20,27,37,46,70,77,115,120} S = {0,20,27,37,46,71,76,114,121} S = {0,20,27,38,45,69,78,115,120} S = {0,20,27,38,45,71,76,113,122} S = {0,20,27,39,44,69,78,114,121} S = {0,20,27,39,44,70,77,113,122} S = {0,20,27,39,56,77,82,110,113} S = {0,20,27,39,56,78,81,109,114} S = {0,20,27,45,50,71,88,110,113} S = {0,20,27,45,50,78,81,103,120} S = {0,20,27,46,49,71,88,109,114} S = {0,20,27,46,49,77,82,103,120} S = {0,21,22,43,60,76,91,103,112} S = {0,21,22,43,60,79,88,100,115} S = {0,21,22,44,59,75,92,103,112} S = {0,21,22,44,59,79,88,99,116} S = {0,21,22,47,56,75,92,100,115} S = {0,21,22,47,56,76,91,99,116} S = {0,21,24,43,54,78,83,109,112} S = {0,21,24,43,54,79,82,108,113} S = {0,21,24,46,51,75,86,109,112} S = {0,21,24,46,51,79,82,105,116} S = {0,21,24,47,50,75,86,108,113} S = {0,21,24,47,50,78,83,105,116} S = {0,21,25,35,62,78,83,109,112} S = {0,21,25,35,62,79,82,108,113} S = {0,21,25,46,51,67,94,109,112} S = {0,21,25,46,51,79,82,97,124} S = {0,21,25,47,50,67,94,108,113} S = {0,21,25,47,50,78,83,97,124} S = {0,21,26,35,44,54,57,79,112} S = {0,21,26,35,54,70,83,109,112} S = {0,21,26,35,54,79,82,108,121} S = {0,21,26,35,57,73,83,110,112} S = {0,21,26,35,57,79,81,108,118} S = {0,21,26,38,41,51,60,79,112} S = {0,21,26,38,51,67,86,109,112} S = {0,21,26,38,51,79,82,105,124} S = {0,21,26,38,60,76,86,107,112} S = {0,21,26,38,60,79,84,105,115} S = {0,21,26,41,51,67,89,110,112} S = {0,21,26,41,51,79,81,102,124} S = {0,21,26,41,60,76,89,103,112} S = {0,21,26,41,60,79,88,102,115} S = {0,21,26,44,54,70,92,107,112} S = {0,21,26,44,54,79,84,99,121} S = {0,21,26,44,57,73,92,103,112} S = {0,21,26,44,57,79,88,99,118} S = {0,21,26,47,48,83,92,102,105} S = {0,21,26,47,48,86,89,99,108} S = {0,21,26,47,49,67,89,108,118} S = {0,21,26,47,49,73,83,102,124} S = {0,21,26,47,50,67,86,108,121} S = {0,21,26,47,50,70,83,105,124} S = {0,21,26,47,52,70,92,105,115} S = {0,21,26,47,52,76,86,99,121} S = {0,21,26,47,56,73,92,102,115} S = {0,21,26,47,56,76,89,99,118} S = {0,21,26,47,67,76,86,89,112} S = {0,21,26,47,70,73,83,92,112} S = {0,21,26,47,79,99,108,118,121} S = {0,21,26,47,79,102,105,115,124} S = {0,21,26,51,60,79,80,102,105} S = {0,21,26,51,60,86,89,111,112} S = {0,21,26,54,57,79,80,99,108} S = {0,21,26,54,57,83,92,111,112} S = {0,21,27,33,46,67,77,118,120} S = {0,21,27,33,46,71,73,114,124} S = {0,21,27,35,45,54,56,78,113} S = {0,21,27,35,45,65,78,118,120} S = {0,21,27,35,45,71,73,113,126} S = {0,21,27,35,54,71,82,108,113} S = {0,21,27,35,54,78,83,109,120} S = {0,21,27,35,56,73,82,110,113} S = {0,21,27,35,56,78,81,109,118} S = {0,21,27,39,41,50,60,78,113} S = {0,21,27,39,41,65,78,114,124} S = {0,21,27,39,41,67,77,113,126} S = {0,21,27,39,50,67,86,108,113} S = {0,21,27,39,50,78,83,105,124} S = {0,21,27,41,50,67,88,110,113} S = {0,21,27,41,50,78,81,103,124} S = {0,21,27,41,60,77,88,102,113} S = {0,21,27,41,60,78,89,103,114} S = {0,21,27,45,56,73,92,102,113} S = {0,21,27,45,56,78,89,99,118} S = {0,21,27,46,48,82,92,103,105} S = {0,21,27,46,48,86,88,99,109} S = {0,21,27,46,49,67,88,109,118} S = {0,21,27,46,49,73,82,103,124} S = {0,21,27,46,51,67,86,109,120} S = {0,21,27,46,51,71,82,105,124} S = {0,21,27,46,57,73,92,103,114} S = {0,21,27,46,57,77,88,99,118} S = {0,21,27,46,67,77,86,88,113} S = {0,21,27,46,71,73,82,92,113} S = {0,21,27,46,78,99,109,118,120} S = {0,21,27,46,78,103,105,114,124} S = {0,21,27,50,60,78,80,103,105} S = {0,21,27,50,60,86,88,111,113} S = {0,21,27,54,56,78,80,99,109} S = {0,21,27,54,56,82,92,111,113} S = {0,21,28,38,59,75,86,109,112} S = {0,21,28,38,59,79,82,105,116} S = {0,21,28,43,54,70,91,109,112} S = {0,21,28,43,54,79,82,100,121} S = {0,21,28,47,50,70,91,105,116} S = {0,21,28,47,50,75,86,100,121} S = {0,21,30,36,43,70,77,115,120} S = {0,21,30,36,43,71,76,114,121} S = {0,21,30,38,45,51,56,75,116} S = {0,21,30,38,45,68,75,115,120} S = {0,21,30,38,45,71,76,116,123} S = {0,21,30,38,51,71,82,105,116} S = {0,21,30,38,51,75,86,109,120} S = {0,21,30,38,56,75,84,109,115} S = {0,21,30,38,56,76,82,107,116} S = {0,21,30,39,44,50,57,75,116} S = {0,21,30,39,44,68,75,114,121} S = {0,21,30,39,44,70,77,116,123} S = {0,21,30,39,50,70,83,105,116} S = {0,21,30,39,50,75,86,108,121} S = {0,21,30,43,48,82,89,103,108} S = {0,21,30,43,48,83,88,102,109} S = {0,21,30,43,52,70,88,109,115} S = {0,21,30,43,52,76,82,103,121} S = {0,21,30,43,54,70,83,109,120} S = {0,21,30,43,54,71,82,108,121} S = {0,21,30,43,60,76,89,103,114} S = {0,21,30,43,60,77,88,102,115} S = {0,21,30,43,70,77,83,88,116} S = {0,21,30,43,71,76,82,89,116} S = {0,21,30,43,75,102,109,115,120} S = {0,21,30,43,75,103,108,114,121} S = {0,21,30,44,50,70,88,107,116} S = {0,21,30,44,50,75,84,103,121} S = {0,21,30,44,57,75,92,103,114} S = {0,21,30,44,57,77,88,99,116} S = {0,21,30,45,56,75,92,102,115} S = {0,21,30,45,56,76,89,99,116} S = {0,21,30,50,57,75,80,103,108} S = {0,21,30,50,57,83,88,111,116} S = {0,21,30,51,56,75,80,102,109} S = {0,21,30,51,56,82,89,111,116} S = {0,21,35,41,62,78,91,101,112} S = {0,21,35,41,62,79,90,100,113} S = {0,21,35,44,54,70,91,101,112} S = {0,21,35,44,54,79,90,100,121} S = {0,21,35,44,57,73,94,101,112} S = {0,21,35,44,57,79,90,97,118} S = {0,21,35,45,54,71,90,100,113} S = {0,21,35,45,54,78,91,101,120} S = {0,21,35,45,56,73,94,100,113} S = {0,21,35,45,56,78,91,97,118} S = {0,21,35,54,56,78,91,109,112} S = {0,21,35,54,56,79,82,100,113} S = {0,21,35,54,57,78,83,101,112} S = {0,21,35,54,57,79,90,108,113} S = {0,21,35,62,70,73,83,101,112} S = {0,21,35,62,71,73,82,100,113} S = {0,21,35,62,78,91,109,118,120} S = {0,21,35,62,79,90,108,118,121} S = {0,21,38,41,51,67,94,101,112} S = {0,21,38,41,51,79,90,97,124} S = {0,21,38,41,60,76,91,101,112} S = {0,21,38,41,60,79,90,100,115} S = {0,21,38,44,59,75,94,101,112} S = {0,21,38,44,59,79,90,97,116} S = {0,21,38,45,51,71,90,97,116} S = {0,21,38,45,51,75,94,101,120} S = {0,21,38,45,56,75,94,100,115} S = {0,21,38,45,56,76,91,97,116} S = {0,21,38,51,56,75,94,109,112} S = {0,21,38,51,56,79,82,97,116} S = {0,21,38,51,60,75,86,101,112} S = {0,21,38,51,60,79,90,105,116} S = {0,21,38,59,67,76,86,101,112} S = {0,21,38,59,71,76,82,97,116} S = {0,21,38,59,75,94,109,115,120} S = {0,21,38,59,79,90,105,115,124} S = {0,21,39,41,50,67,94,100,113} S = {0,21,39,41,50,78,91,97,124} S = {0,21,39,41,60,77,90,100,113} S = {0,21,39,41,60,78,91,101,114} S = {0,21,39,44,50,70,91,97,116} S = {0,21,39,44,50,75,94,100,121} S = {0,21,39,44,57,75,94,101,114} S = {0,21,39,44,57,77,90,97,116} S = {0,21,39,45,58,75,94,100,113} S = {0,21,39,45,58,78,91,97,116} S = {0,21,39,50,57,75,94,108,113} S = {0,21,39,50,57,78,83,97,116} S = {0,21,39,50,60,75,86,100,113} S = {0,21,39,50,60,78,91,105,116} S = {0,21,39,58,67,77,86,100,113} S = {0,21,39,58,70,77,83,97,116} S = {0,21,39,58,75,94,108,114,121} S = {0,21,39,58,78,91,105,114,124} S = {0,21,41,50,60,78,91,103,112} S = {0,21,41,50,60,79,88,100,113} S = {0,21,41,51,60,78,89,101,112} S = {0,21,41,51,60,79,90,102,113} S = {0,21,41,62,67,76,89,101,112} S = {0,21,41,62,67,77,88,100,113} S = {0,21,41,62,78,91,103,114,124} S = {0,21,41,62,79,90,102,115,124} S = {0,21,43,54,60,78,91,101,112} S = {0,21,43,54,60,79,90,100,113} S = {0,21,43,54,70,83,92,101,112} S = {0,21,43,54,71,82,92,100,113} S = {0,21,43,54,78,91,99,109,120} S = {0,21,43,54,79,90,99,108,121} S = {0,21,43,60,76,86,89,101,112} S = {0,21,43,60,77,86,88,100,113} S = {0,21,43,60,78,91,103,105,114} S = {0,21,43,60,79,90,102,105,115} S = {0,21,43,62,70,76,91,101,112} S = {0,21,43,62,70,77,83,101,120} S = {0,21,43,62,70,77,88,100,115} S = {0,21,43,62,70,83,88,109,112} S = {0,21,43,62,70,91,109,115,120} S = {0,21,43,62,71,76,82,100,121} S = {0,21,43,62,71,76,89,101,114} S = {0,21,43,62,71,77,90,100,113} S = {0,21,43,62,71,82,89,108,113} S = {0,21,43,62,71,90,108,114,121} S = {0,21,43,62,76,82,89,103,112} S = {0,21,43,62,76,91,103,114,121} S = {0,21,43,62,77,83,88,102,113} S = {0,21,43,62,77,90,102,115,120} S = {0,21,43,62,78,83,89,101,112} S = {0,21,43,62,78,83,102,109,120} S = {0,21,43,62,78,89,103,108,114} S = {0,21,43,62,78,91,101,114,120} S = {0,21,43,62,78,91,103,109,112} S = {0,21,43,62,79,82,88,100,113} S = {0,21,43,62,79,82,103,108,121} S = {0,21,43,62,79,88,102,109,115} S = {0,21,43,62,79,90,100,115,121} S = {0,21,43,62,79,90,102,108,113} S = {0,21,44,50,57,75,94,103,112} S = {0,21,44,50,57,79,88,97,116} S = {0,21,44,54,57,75,92,101,112} S = {0,21,44,54,57,79,90,99,116} S = {0,21,44,59,70,73,92,101,112} S = {0,21,44,59,70,77,88,97,116} S = {0,21,44,59,75,94,103,114,121} S = {0,21,44,59,79,90,99,118,121} S = {0,21,45,51,56,75,94,102,113} S = {0,21,45,51,56,78,89,97,116} S = {0,21,45,54,56,75,92,100,113} S = {0,21,45,54,56,78,91,99,116} S = {0,21,45,58,71,73,92,100,113} S = {0,21,45,58,71,76,89,97,116} S = {0,21,45,58,75,94,102,115,120} S = {0,21,45,58,78,91,99,118,120} S = {0,21,46,51,57,75,94,101,112} S = {0,21,46,51,57,79,90,97,116} S = {0,21,46,51,67,86,89,101,112} S = {0,21,46,51,71,82,89,97,116} S = {0,21,46,51,75,94,102,109,120} S = {0,21,46,51,79,90,102,105,124} S = {0,21,46,57,73,83,92,101,112} S = {0,21,46,57,75,94,103,108,114} S = {0,21,46,57,77,83,88,97,116} S = {0,21,46,57,79,90,99,108,118} S = {0,21,46,59,67,73,94,101,112} S = {0,21,46,59,67,77,86,101,120} S = {0,21,46,59,67,77,88,97,118} S = {0,21,46,59,67,86,88,109,112} S = {0,21,46,59,67,94,109,118,120} S = {0,21,46,59,71,73,82,97,124} S = {0,21,46,59,71,73,92,101,114} S = {0,21,46,59,71,77,90,97,116} S = {0,21,46,59,71,82,92,105,116} S = {0,21,46,59,71,90,105,114,124} S = {0,21,46,59,73,82,92,103,112} S = {0,21,46,59,73,94,103,114,124} S = {0,21,46,59,75,86,92,101,112} S = {0,21,46,59,75,86,99,109,120} S = {0,21,46,59,75,92,103,105,114} S = {0,21,46,59,75,94,101,114,120} S = {0,21,46,59,75,94,103,109,112} S = {0,21,46,59,77,86,88,99,116} S = {0,21,46,59,77,90,99,118,120} S = {0,21,46,59,79,82,88,97,116} S = {0,21,46,59,79,82,103,105,124} S = {0,21,46,59,79,88,99,109,118} S = {0,21,46,59,79,90,97,118,124} S = {0,21,46,59,79,90,99,105,116} S = {0,21,47,50,56,75,94,100,113} S = {0,21,47,50,56,78,91,97,116} S = {0,21,47,50,67,86,88,100,113} S = {0,21,47,50,70,83,88,97,116} S = {0,21,47,50,75,94,103,108,121} S = {0,21,47,50,78,91,103,105,124} S = {0,21,47,56,73,82,92,100,113} S = {0,21,47,56,75,94,102,109,115} S = {0,21,47,56,76,82,89,97,116} S = {0,21,47,56,78,91,99,109,118} S = {0,21,47,58,67,73,94,100,113} S = {0,21,47,58,67,76,86,100,121} S = {0,21,47,58,67,76,89,97,118} S = {0,21,47,58,67,86,89,108,113} S = {0,21,47,58,67,94,108,118,121} S = {0,21,47,58,70,73,83,97,124} S = {0,21,47,58,70,73,92,100,115} S = {0,21,47,58,70,76,91,97,116} S = {0,21,47,58,70,83,92,105,116} S = {0,21,47,58,70,91,105,115,124} S = {0,21,47,58,73,83,92,102,113} S = {0,21,47,58,73,94,102,115,124} S = {0,21,47,58,75,86,92,100,113} S = {0,21,47,58,75,86,99,108,121} S = {0,21,47,58,75,92,102,105,115} S = {0,21,47,58,75,94,100,115,121} S = {0,21,47,58,75,94,102,108,113} S = {0,21,47,58,76,86,89,99,116} S = {0,21,47,58,76,91,99,118,121} S = {0,21,47,58,78,83,89,97,116} S = {0,21,47,58,78,83,102,105,124} S = {0,21,47,58,78,89,99,108,118} S = {0,21,47,58,78,91,97,118,124} S = {0,21,47,58,78,91,99,105,116} S = {0,22,24,43,53,77,83,110,112} S = {0,22,24,43,53,79,81,108,114} S = {0,22,24,45,51,75,85,110,112} S = {0,22,24,45,51,79,81,106,116} S = {0,22,24,47,49,75,85,108,114} S = {0,22,24,47,49,77,83,106,116} S = {0,22,25,35,44,53,58,79,112} S = {0,22,25,35,53,69,83,110,112} S = {0,22,25,35,53,79,81,108,122} S = {0,22,25,35,58,74,83,109,112} S = {0,22,25,35,58,79,82,108,117} S = {0,22,25,37,42,51,60,79,112} S = {0,22,25,37,51,67,85,110,112} S = {0,22,25,37,51,79,81,106,124} S = {0,22,25,37,60,76,85,107,112} S = {0,22,25,37,60,79,84,106,115} S = {0,22,25,42,51,67,90,109,112} S = {0,22,25,42,51,79,82,101,124} S = {0,22,25,42,60,76,90,103,112} S = {0,22,25,42,60,79,88,101,115} S = {0,22,25,44,53,69,92,107,112} S = {0,22,25,44,53,79,84,99,122} S = {0,22,25,44,58,74,92,103,112} S = {0,22,25,44,58,79,88,99,117} S = {0,22,25,47,48,83,92,101,106} S = {0,22,25,47,48,85,90,99,108} S = {0,22,25,47,49,67,85,108,122} S = {0,22,25,47,49,69,83,106,124} S = {0,22,25,47,50,67,90,108,117} S = {0,22,25,47,50,74,83,101,124} S = {0,22,25,47,52,69,92,106,115} S = {0,22,25,47,52,76,85,99,122} S = {0,22,25,47,56,74,92,101,115} S = {0,22,25,47,56,76,90,99,117} S = {0,22,25,47,67,76,85,90,112} S = {0,22,25,47,69,74,83,92,112} S = {0,22,25,47,79,99,108,117,122} S = {0,22,25,47,79,101,106,115,124} S = {0,22,25,51,60,79,80,101,106} S = {0,22,25,51,60,85,90,111,112} S = {0,22,25,53,58,79,80,99,108} S = {0,22,25,53,58,83,92,111,112} S = {0,22,26,35,61,77,83,110,112} S = {0,22,26,35,61,79,81,108,114} S = {0,22,26,45,51,67,93,110,112} S = {0,22,26,45,51,79,81,98,124} S = {0,22,26,47,49,67,93,108,114} S = {0,22,26,47,49,77,83,98,124} S = {0,22,27,34,45,67,78,117,120} S = {0,22,27,34,45,71,74,113,124} S = {0,22,27,35,46,53,56,77,114} S = {0,22,27,35,46,66,77,117,120} S = {0,22,27,35,46,71,74,114,125} S = {0,22,27,35,53,71,81,108,114} S = {0,22,27,35,53,77,83,110,120} S = {0,22,27,35,56,74,81,109,114} S = {0,22,27,35,56,77,82,110,117} S = {0,22,27,39,42,49,60,77,114} S = {0,22,27,39,42,66,77,113,124} S = {0,22,27,39,42,67,78,114,125} S = {0,22,27,39,49,67,85,108,114} S = {0,22,27,39,49,77,83,106,124} S = {0,22,27,42,49,67,88,109,114} S = {0,22,27,42,49,77,82,103,124} S = {0,22,27,42,60,77,90,103,113} S = {0,22,27,42,60,78,88,101,114} S = {0,22,27,45,48,81,92,103,106} S = {0,22,27,45,48,85,88,99,110} S = {0,22,27,45,50,67,88,110,117} S = {0,22,27,45,50,74,81,103,124} S = {0,22,27,45,51,67,85,110,120} S = {0,22,27,45,51,71,81,106,124} S = {0,22,27,45,58,74,92,103,113} S = {0,22,27,45,58,78,88,99,117} S = {0,22,27,45,67,78,85,88,114} S = {0,22,27,45,71,74,81,92,114} S = {0,22,27,45,77,99,110,117,120} S = {0,22,27,45,77,103,106,113,124} S = {0,22,27,46,56,74,92,101,114} S = {0,22,27,46,56,77,90,99,117} S = {0,22,27,49,60,77,80,103,106} S = {0,22,27,49,60,85,88,111,114} S = {0,22,27,53,56,77,80,99,110} S = {0,22,27,53,56,81,92,111,114} S = {0,22,28,37,59,75,85,110,112} S = {0,22,28,37,59,79,81,106,116} S = {0,22,28,43,53,69,91,110,112} S = {0,22,28,43,53,79,81,100,122} S = {0,22,28,47,49,69,91,106,116} S = {0,22,28,47,49,75,85,100,122} S = {0,22,29,36,43,69,78,115,120} S = {0,22,29,36,43,71,76,113,122} S = {0,22,29,37,46,51,56,75,116} S = {0,22,29,37,46,68,75,115,120} S = {0,22,29,37,46,71,76,116,123} S = {0,22,29,37,51,71,81,106,116} S = {0,22,29,37,51,75,85,110,120} S = {0,22,29,37,56,75,84,110,115} S = {0,22,29,37,56,76,81,107,116} S = {0,22,29,39,44,49,58,75,116} S = {0,22,29,39,44,68,75,113,122} S = {0,22,29,39,44,69,78,116,123} S = {0,22,29,39,49,69,83,106,116} S = {0,22,29,39,49,75,85,108,122} S = {0,22,29,43,48,81,90,103,108} S = {0,22,29,43,48,83,88,101,110} S = {0,22,29,43,52,69,88,110,115} S = {0,22,29,43,52,76,81,103,122} S = {0,22,29,43,53,69,83,110,120} S = {0,22,29,43,53,71,81,108,122} S = {0,22,29,43,60,76,90,103,113} S = {0,22,29,43,60,78,88,101,115} S = {0,22,29,43,69,78,83,88,116} S = {0,22,29,43,71,76,81,90,116} S = {0,22,29,43,75,101,110,115,120} S = {0,22,29,43,75,103,108,113,122} S = {0,22,29,44,49,69,88,107,116} S = {0,22,29,44,49,75,84,103,122} S = {0,22,29,44,58,75,92,103,113} S = {0,22,29,44,58,78,88,99,116} S = {0,22,29,46,56,75,92,101,115} S = {0,22,29,46,56,76,90,99,116} S = {0,22,29,49,58,75,80,103,108} S = {0,22,29,49,58,83,88,111,116} S = {0,22,29,51,56,75,80,101,110} S = {0,22,29,51,56,81,90,111,116} S = {0,22,35,42,61,77,91,102,112} S = {0,22,35,42,61,79,89,100,114} S = {0,22,35,44,53,69,91,102,112} S = {0,22,35,44,53,79,89,100,122} S = {0,22,35,44,58,74,93,102,112} S = {0,22,35,44,58,79,89,98,117} S = {0,22,35,46,53,71,89,100,114} S = {0,22,35,46,53,77,91,102,120} S = {0,22,35,46,56,74,93,100,114} S = {0,22,35,46,56,77,91,98,117} S = {0,22,35,53,56,77,91,110,112} S = {0,22,35,53,56,79,81,100,114} S = {0,22,35,53,58,77,83,102,112} S = {0,22,35,53,58,79,89,108,114} S = {0,22,35,61,69,74,83,102,112} S = {0,22,35,61,71,74,81,100,114} S = {0,22,35,61,77,91,110,117,120} S = {0,22,35,61,79,89,108,117,122} S = {0,22,37,42,51,67,93,102,112} S = {0,22,37,42,51,79,89,98,124} S = {0,22,37,42,60,76,91,102,112} S = {0,22,37,42,60,79,89,100,115} S = {0,22,37,44,59,75,93,102,112} S = {0,22,37,44,59,79,89,98,116} S = {0,22,37,46,51,71,89,98,116} S = {0,22,37,46,51,75,93,102,120} S = {0,22,37,46,56,75,93,100,115} S = {0,22,37,46,56,76,91,98,116} S = {0,22,37,51,56,75,93,110,112} S = {0,22,37,51,56,79,81,98,116} S = {0,22,37,51,60,75,85,102,112} S = {0,22,37,51,60,79,89,106,116} S = {0,22,37,59,67,76,85,102,112} S = {0,22,37,59,71,76,81,98,116} S = {0,22,37,59,75,93,110,115,120} S = {0,22,37,59,79,89,106,115,124} S = {0,22,39,42,49,67,93,100,114} S = {0,22,39,42,49,77,91,98,124} S = {0,22,39,42,60,77,91,102,113} S = {0,22,39,42,60,78,89,100,114} S = {0,22,39,44,49,69,91,98,116} S = {0,22,39,44,49,75,93,100,122} S = {0,22,39,44,58,75,93,102,113} S = {0,22,39,44,58,78,89,98,116} S = {0,22,39,46,57,75,93,100,114} S = {0,22,39,46,57,77,91,98,116} S = {0,22,39,49,58,75,93,108,114} S = {0,22,39,49,58,77,83,98,116} S = {0,22,39,49,60,75,85,100,114} S = {0,22,39,49,60,77,91,106,116} S = {0,22,39,57,67,78,85,100,114} S = {0,22,39,57,69,78,83,98,116} S = {0,22,39,57,75,93,108,113,122} S = {0,22,39,57,77,91,106,113,124} S = {0,22,42,49,60,77,91,103,112} S = {0,22,42,49,60,79,88,100,114} S = {0,22,42,51,60,77,90,102,112} S = {0,22,42,51,60,79,89,101,114} S = {0,22,42,61,67,76,90,102,112} S = {0,22,42,61,67,78,88,100,114} S = {0,22,42,61,77,91,103,113,124} S = {0,22,42,61,79,89,101,115,124} S = {0,22,43,53,60,77,91,102,112} S = {0,22,43,53,60,79,89,100,114} S = {0,22,43,53,69,83,92,102,112} S = {0,22,43,53,71,81,92,100,114} S = {0,22,43,53,77,91,99,110,120} S = {0,22,43,53,79,89,99,108,122} S = {0,22,43,60,76,85,90,102,112} S = {0,22,43,60,77,91,103,106,113} S = {0,22,43,60,78,85,88,100,114} S = {0,22,43,60,79,89,101,106,115} S = {0,22,43,61,69,76,91,102,112} S = {0,22,43,61,69,78,83,102,120} S = {0,22,43,61,69,78,88,100,115} S = {0,22,43,61,69,83,88,110,112} S = {0,22,43,61,69,91,110,115,120} S = {0,22,43,61,71,76,81,100,122} S = {0,22,43,61,71,76,90,102,113} S = {0,22,43,61,71,78,89,100,114} S = {0,22,43,61,71,81,90,108,114} S = {0,22,43,61,71,89,108,113,122} S = {0,22,43,61,76,81,90,103,112} S = {0,22,43,61,76,91,103,113,122} S = {0,22,43,61,77,83,90,102,112} S = {0,22,43,61,77,83,101,110,120} S = {0,22,43,61,77,90,103,108,113} S = {0,22,43,61,77,91,102,113,120} S = {0,22,43,61,77,91,103,110,112} S = {0,22,43,61,78,83,88,101,114} S = {0,22,43,61,78,89,101,115,120} S = {0,22,43,61,79,81,88,100,114} S = {0,22,43,61,79,81,103,108,122} S = {0,22,43,61,79,88,101,110,115} S = {0,22,43,61,79,89,100,115,122} S = {0,22,43,61,79,89,101,108,114} S = {0,22,44,49,58,75,93,103,112} S = {0,22,44,49,58,79,88,98,116} S = {0,22,44,53,58,75,92,102,112} S = {0,22,44,53,58,79,89,99,116} S = {0,22,44,59,69,74,92,102,112} S = {0,22,44,59,69,78,88,98,116} S = {0,22,44,59,75,93,103,113,122} S = {0,22,44,59,79,89,99,117,122} S = {0,22,45,51,58,75,93,102,112} S = {0,22,45,51,58,79,89,98,116} S = {0,22,45,51,67,85,90,102,112} S = {0,22,45,51,71,81,90,98,116} S = {0,22,45,51,75,93,101,110,120} S = {0,22,45,51,79,89,101,106,124} S = {0,22,45,58,74,83,92,102,112} S = {0,22,45,58,75,93,103,108,113} S = {0,22,45,58,78,83,88,98,116} S = {0,22,45,58,79,89,99,108,117} S = {0,22,45,59,67,74,93,102,112} S = {0,22,45,59,67,78,85,102,120} S = {0,22,45,59,67,78,88,98,117} S = {0,22,45,59,67,85,88,110,112} S = {0,22,45,59,67,93,110,117,120} S = {0,22,45,59,71,74,81,98,124} S = {0,22,45,59,71,74,92,102,113} S = {0,22,45,59,71,78,89,98,116} S = {0,22,45,59,71,81,92,106,116} S = {0,22,45,59,71,89,106,113,124} S = {0,22,45,59,74,81,92,103,112} S = {0,22,45,59,74,93,103,113,124} S = {0,22,45,59,75,85,92,102,112} S = {0,22,45,59,75,85,99,110,120} S = {0,22,45,59,75,92,103,106,113} S = {0,22,45,59,75,93,102,113,120} S = {0,22,45,59,75,93,103,110,112} S = {0,22,45,59,78,85,88,99,116} S = {0,22,45,59,78,89,99,117,120} S = {0,22,45,59,79,81,88,98,116} S = {0,22,45,59,79,81,103,106,124} S = {0,22,45,59,79,88,99,110,117} S = {0,22,45,59,79,89,98,117,124} S = {0,22,45,59,79,89,99,106,116} S = {0,22,46,51,56,75,93,101,114} S = {0,22,46,51,56,77,90,98,116} S = {0,22,46,53,56,75,92,100,114} S = {0,22,46,53,56,77,91,99,116} S = {0,22,46,57,71,74,92,100,114} S = {0,22,46,57,71,76,90,98,116} S = {0,22,46,57,75,93,101,115,120} S = {0,22,46,57,77,91,99,117,120} S = {0,22,47,49,56,75,93,100,114} S = {0,22,47,49,56,77,91,98,116} S = {0,22,47,49,67,85,88,100,114} S = {0,22,47,49,69,83,88,98,116} S = {0,22,47,49,75,93,103,108,122} S = {0,22,47,49,77,91,103,106,124} S = {0,22,47,56,74,81,92,100,114} S = {0,22,47,56,75,93,101,110,115} S = {0,22,47,56,76,81,90,98,116} S = {0,22,47,56,77,91,99,110,117} S = {0,22,47,57,67,74,93,100,114} S = {0,22,47,57,67,76,85,100,122} S = {0,22,47,57,67,76,90,98,117} S = {0,22,47,57,67,85,90,108,114} S = {0,22,47,57,67,93,108,117,122} S = {0,22,47,57,69,74,83,98,124} S = {0,22,47,57,69,74,92,100,115} S = {0,22,47,57,69,76,91,98,116} S = {0,22,47,57,69,83,92,106,116} S = {0,22,47,57,69,91,106,115,124} S = {0,22,47,57,74,83,92,101,114} S = {0,22,47,57,74,93,101,115,124} S = {0,22,47,57,75,85,92,100,114} S = {0,22,47,57,75,85,99,108,122} S = {0,22,47,57,75,92,101,106,115} S = {0,22,47,57,75,93,100,115,122} S = {0,22,47,57,75,93,101,108,114} S = {0,22,47,57,76,85,90,99,116} S = {0,22,47,57,76,91,99,117,122} S = {0,22,47,57,77,83,90,98,116} S = {0,22,47,57,77,83,101,106,124} S = {0,22,47,57,77,90,99,108,117} S = {0,22,47,57,77,91,98,117,124} S = {0,22,47,57,77,91,99,106,116} S = {0,23,24,41,46,74,77,115,116} S = {0,23,24,41,46,75,76,114,117} S = {0,23,24,42,45,73,78,115,116} S = {0,23,24,42,45,75,76,113,118} S = {0,23,24,43,44,73,78,114,117} S = {0,23,24,43,44,74,77,113,118} S = {0,23,24,43,52,77,82,110,113} S = {0,23,24,43,52,78,81,109,114} S = {0,23,24,45,50,75,84,110,113} S = {0,23,24,45,50,78,81,107,116} S = {0,23,24,46,49,75,84,109,114} S = {0,23,24,46,49,77,82,107,116} S = {0,23,25,33,46,67,77,116,122} S = {0,23,25,33,46,69,75,114,124} S = {0,23,25,35,45,52,58,78,113} S = {0,23,25,35,45,65,78,116,122} S = {0,23,25,35,45,69,75,113,126} S = {0,23,25,35,52,69,82,110,113} S = {0,23,25,35,52,78,81,109,122} S = {0,23,25,35,58,75,82,108,113} S = {0,23,25,35,58,78,83,109,116} S = {0,23,25,37,43,50,60,78,113} S = {0,23,25,37,43,65,78,114,124} S = {0,23,25,37,43,67,77,113,126} S = {0,23,25,37,50,67,84,110,113} S = {0,23,25,37,50,78,81,107,124} S = {0,23,25,37,60,77,84,106,113} S = {0,23,25,37,60,78,85,107,114} S = {0,23,25,43,50,67,90,108,113} S = {0,23,25,43,50,78,83,101,124} S = {0,23,25,45,52,69,92,106,113} S = {0,23,25,45,52,78,85,99,122} S = {0,23,25,46,48,82,92,101,107} S = {0,23,25,46,48,84,90,99,109} S = {0,23,25,46,49,67,84,109,122} S = {0,23,25,46,49,69,82,107,124} S = {0,23,25,46,51,67,90,109,116} S = {0,23,25,46,51,75,82,101,124} S = {0,23,25,46,53,69,92,107,114} S = {0,23,25,46,53,77,84,99,122} S = {0,23,25,46,67,77,84,90,113} S = {0,23,25,46,69,75,82,92,113} S = {0,23,25,46,78,99,109,116,122} S = {0,23,25,46,78,101,107,114,124} S = {0,23,25,50,60,78,80,101,107} S = {0,23,25,50,60,84,90,111,113} S = {0,23,25,52,58,78,80,99,109} S = {0,23,25,52,58,82,92,111,113} S = {0,23,26,34,45,67,78,116,121} S = {0,23,26,34,45,70,75,113,124} S = {0,23,26,35,46,52,57,77,114} S = {0,23,26,35,46,66,77,116,121} S = {0,23,26,35,46,70,75,114,125} S = {0,23,26,35,52,70,81,109,114} S = {0,23,26,35,52,77,82,110,121} S = {0,23,26,35,57,75,81,108,114} S = {0,23,26,35,57,77,83,110,116} S = {0,23,26,38,43,49,60,77,114} S = {0,23,26,38,43,66,77,113,124} S = {0,23,26,38,43,67,78,114,125} S = {0,23,26,38,49,67,84,109,114} S = {0,23,26,38,49,77,82,107,124} S = {0,23,26,38,60,77,86,107,113} S = {0,23,26,38,60,78,84,105,114} S = {0,23,26,43,49,67,89,108,114} S = {0,23,26,43,49,77,83,102,124} S = {0,23,26,45,48,81,92,102,107} S = {0,23,26,45,48,84,89,99,110} S = {0,23,26,45,50,67,84,110,121} S = {0,23,26,45,50,70,81,107,124} S = {0,23,26,45,51,67,89,110,116} S = {0,23,26,45,51,75,81,102,124} S = {0,23,26,45,54,70,92,107,113} S = {0,23,26,45,54,78,84,99,121} S = {0,23,26,45,67,78,84,89,114} S = {0,23,26,45,70,75,81,92,114} S = {0,23,26,45,77,99,110,116,121} S = {0,23,26,45,77,102,107,113,124} S = {0,23,26,46,52,70,92,105,114} S = {0,23,26,46,52,77,86,99,121} S = {0,23,26,49,60,77,80,102,107} S = {0,23,26,49,60,84,89,111,114} S = {0,23,26,52,57,77,80,99,110} S = {0,23,26,52,57,81,92,111,114} S = {0,23,27,35,60,77,82,110,113} S = {0,23,27,35,60,78,81,109,114} S = {0,23,27,45,50,67,92,110,113} S = {0,23,27,45,50,78,81,99,124} S = {0,23,27,45,62,78,93,99,112} S = {0,23,27,45,62,79,92,98,113} S = {0,23,27,46,49,67,92,109,114} S = {0,23,27,46,49,77,82,99,124} S = {0,23,27,46,61,77,94,99,112} S = {0,23,27,46,61,79,92,97,114} S = {0,23,27,47,60,77,94,98,113} S = {0,23,27,47,60,78,93,97,114} S = {0,23,28,36,43,69,78,114,121} S = {0,23,28,36,43,70,77,113,122} S = {0,23,28,37,46,50,57,75,116} S = {0,23,28,37,46,68,75,114,121} S = {0,23,28,37,46,70,77,116,123} S = {0,23,28,37,50,70,81,107,116} S = {0,23,28,37,50,75,84,110,121} S = {0,23,28,37,57,75,85,110,114} S = {0,23,28,37,57,77,81,106,116} S = {0,23,28,38,45,49,58,75,116} S = {0,23,28,38,45,68,75,113,122} S = {0,23,28,38,45,69,78,116,123} S = {0,23,28,38,49,69,82,107,116} S = {0,23,28,38,49,75,84,109,122} S = {0,23,28,38,58,75,86,109,113} S = {0,23,28,38,58,78,82,105,116} S = {0,23,28,43,48,81,90,102,109} S = {0,23,28,43,48,82,89,101,110} S = {0,23,28,43,52,69,82,110,121} S = {0,23,28,43,52,70,81,109,122} S = {0,23,28,43,53,69,89,110,114} S = {0,23,28,43,53,77,81,102,122} S = {0,23,28,43,54,70,90,109,113} S = {0,23,28,43,54,78,82,101,121} S = {0,23,28,43,69,78,82,89,116} S = {0,23,28,43,70,77,81,90,116} S = {0,23,28,43,75,101,110,114,121} S = {0,23,28,43,75,102,109,113,122} S = {0,23,28,45,49,69,89,106,116} S = {0,23,28,45,49,75,85,102,122} S = {0,23,28,46,50,70,90,105,116} S = {0,23,28,46,50,75,86,101,121} S = {0,23,28,49,58,75,80,102,109} S = {0,23,28,49,58,82,89,111,116} S = {0,23,28,50,57,75,80,101,110} S = {0,23,28,50,57,81,90,111,116} S = {0,23,29,37,58,75,84,110,113} S = {0,23,29,37,58,78,81,107,116} S = {0,23,29,43,52,69,90,110,113} S = {0,23,29,43,52,78,81,101,122} S = {0,23,29,43,62,78,91,101,112} S = {0,23,29,43,62,79,90,100,113} S = {0,23,29,46,49,69,90,107,116} S = {0,23,29,46,49,75,84,101,122} S = {0,23,29,46,59,75,94,101,112} S = {0,23,29,46,59,79,90,97,116} S = {0,23,29,47,58,75,94,100,113} S = {0,23,29,47,58,78,91,97,116} S = {0,23,30,38,57,75,84,109,114} S = {0,23,30,38,57,77,82,107,116} S = {0,23,30,43,52,70,89,109,114} S = {0,23,30,43,52,77,82,102,121} S = {0,23,30,43,61,77,91,102,112} S = {0,23,30,43,61,79,89,100,114} S = {0,23,30,45,50,70,89,107,116} S = {0,23,30,45,50,75,84,102,121} S = {0,23,30,45,59,75,93,102,112} S = {0,23,30,45,59,79,89,98,116} S = {0,23,30,47,57,75,93,100,114} S = {0,23,30,47,57,77,91,98,116} S = {0,23,33,42,60,77,91,102,112} S = {0,23,33,42,60,79,89,100,114} S = {0,23,33,44,58,75,93,102,112} S = {0,23,33,44,58,79,89,98,116} S = {0,23,33,46,56,75,93,100,114} S = {0,23,33,46,56,77,91,98,116} S = {0,23,34,41,60,78,91,101,112} S = {0,23,34,41,60,79,90,100,113} S = {0,23,34,44,57,75,94,101,112} S = {0,23,34,44,57,79,90,97,116} S = {0,23,34,45,56,75,94,100,113} S = {0,23,34,45,56,78,91,97,116} S = {0,23,35,45,52,69,90,102,113} S = {0,23,35,45,52,78,89,101,122} S = {0,23,35,46,52,70,89,101,114} S = {0,23,35,46,52,77,90,102,121} S = {0,23,35,52,57,77,90,110,113} S = {0,23,35,52,57,78,81,101,114} S = {0,23,35,52,58,77,82,102,113} S = {0,23,35,52,58,78,89,109,114} S = {0,23,35,60,69,75,82,102,113} S = {0,23,35,60,70,75,81,101,114} S = {0,23,35,60,77,90,110,116,121} S = {0,23,35,60,78,89,109,116,122} S = {0,23,36,41,58,78,93,99,112} S = {0,23,36,41,58,79,92,98,113} S = {0,23,36,42,57,77,94,99,112} S = {0,23,36,42,57,79,92,97,114} S = {0,23,36,43,56,77,94,98,113} S = {0,23,36,43,56,78,93,97,114} S = {0,23,37,43,50,67,92,102,113} S = {0,23,37,43,50,78,89,99,124} S = {0,23,37,46,50,70,89,99,116} S = {0,23,37,46,50,75,92,102,121} S = {0,23,37,50,57,75,92,110,113} S = {0,23,37,50,57,78,81,99,116} S = {0,23,37,50,60,75,84,102,113} S = {0,23,37,50,60,78,89,107,116} S = {0,23,37,58,67,77,84,102,113} S = {0,23,37,58,70,77,81,99,116} S = {0,23,37,58,75,92,110,114,121} S = {0,23,37,58,78,89,107,114,124} S = {0,23,38,43,49,67,92,101,114} S = {0,23,38,43,49,77,90,99,124} S = {0,23,38,45,49,69,90,99,116} S = {0,23,38,45,49,75,92,101,122} S = {0,23,38,49,58,75,92,109,114} S = {0,23,38,49,58,77,82,99,116} S = {0,23,38,49,60,75,84,101,114} S = {0,23,38,49,60,77,90,107,116} S = {0,23,38,57,67,78,84,101,114} S = {0,23,38,57,69,78,82,99,116} S = {0,23,38,57,75,92,109,113,122} S = {0,23,38,57,77,90,107,113,124} S = {0,23,39,57,62,74,77,115,116} S = {0,23,39,57,62,75,76,114,117} S = {0,23,39,58,61,73,78,115,116} S = {0,23,39,58,61,75,76,113,118} S = {0,23,39,59,60,73,78,114,117} S = {0,23,39,59,60,74,77,113,118} S = {0,23,41,42,60,76,91,103,112} S = {0,23,41,42,60,79,88,100,115} S = {0,23,41,44,58,74,93,103,112} S = {0,23,41,44,58,79,88,98,117} S = {0,23,41,46,48,90,93,99,100} S = {0,23,41,46,48,91,92,98,101} S = {0,23,41,46,56,74,93,100,115} S = {0,23,41,46,56,76,91,98,117} S = {0,23,41,46,58,74,93,99,116} S = {0,23,41,46,58,75,92,98,117} S = {0,23,41,46,60,76,91,101,114} S = {0,23,41,46,60,77,90,100,115} S = {0,23,41,46,71,90,93,115,116} S = {0,23,41,46,71,91,92,114,117} S = {0,23,41,46,74,77,99,100,120} S = {0,23,41,46,75,76,98,101,120} S = {0,23,41,58,60,78,89,103,112} S = {0,23,41,58,60,79,88,102,113} S = {0,23,41,58,74,89,99,108,112} S = {0,23,41,58,75,88,98,108,113} S = {0,23,41,58,78,83,93,103,116} S = {0,23,41,58,79,83,92,102,117} S = {0,23,41,60,76,89,101,106,112} S = {0,23,41,60,77,88,100,106,113} S = {0,23,41,60,78,85,91,103,114} S = {0,23,41,60,79,85,90,102,115} S = {0,23,41,62,74,76,89,103,112} S = {0,23,41,62,74,77,88,100,115} S = {0,23,41,62,74,77,89,99,116} S = {0,23,41,62,74,93,99,100,112} S = {0,23,41,62,74,93,103,115,116} S = {0,23,41,62,75,76,88,98,117} S = {0,23,41,62,75,76,89,101,114} S = {0,23,41,62,75,77,88,102,113} S = {0,23,41,62,75,92,98,101,113} S = {0,23,41,62,75,92,102,114,117} S = {0,23,41,62,76,91,98,101,112} S = {0,23,41,62,76,91,103,114,117} S = {0,23,41,62,77,90,99,100,113} S = {0,23,41,62,77,90,102,115,116} S = {0,23,41,62,78,89,99,101,112} S = {0,23,41,62,78,89,103,114,116} S = {0,23,41,62,78,90,93,99,116} S = {0,23,41,62,78,91,92,101,114} S = {0,23,41,62,78,91,93,103,112} S = {0,23,41,62,79,88,98,100,113} S = {0,23,41,62,79,88,102,115,117} S = {0,23,41,62,79,90,92,102,113} S = {0,23,41,62,79,90,93,100,115} S = {0,23,41,62,79,91,92,98,117} S = {0,23,42,44,57,73,94,103,112} S = {0,23,42,44,57,79,88,97,118} S = {0,23,42,45,48,89,94,99,100} S = {0,23,42,45,48,91,92,97,102} S = {0,23,42,45,56,73,94,100,115} S = {0,23,42,45,56,76,91,97,118} S = {0,23,42,45,57,73,94,99,116} S = {0,23,42,45,57,75,92,97,118} S = {0,23,42,45,60,76,91,102,113} S = {0,23,42,45,60,78,89,100,115} S = {0,23,42,45,71,89,94,115,116} S = {0,23,42,45,71,91,92,113,118} S = {0,23,42,45,73,78,99,100,120} S = {0,23,42,45,75,76,97,102,120} S = {0,23,42,57,60,77,90,103,112} S = {0,23,42,57,60,79,88,101,114} S = {0,23,42,57,73,90,99,108,112} S = {0,23,42,57,75,88,97,108,114} S = {0,23,42,57,77,83,94,103,116} S = {0,23,42,57,79,83,92,101,118} S = {0,23,42,60,76,90,102,105,112} S = {0,23,42,60,77,86,91,103,113} S = {0,23,42,60,78,88,100,105,114} S = {0,23,42,60,79,86,89,101,115} S = {0,23,42,61,73,76,90,103,112} S = {0,23,42,61,73,78,88,100,115} S = {0,23,42,61,73,78,90,99,116} S = {0,23,42,61,73,94,99,100,112} S = {0,23,42,61,73,94,103,115,116} S = {0,23,42,61,75,76,88,97,118} S = {0,23,42,61,75,76,90,102,113} S = {0,23,42,61,75,78,88,101,114} S = {0,23,42,61,75,92,97,102,114} S = {0,23,42,61,75,92,101,113,118} S = {0,23,42,61,76,91,97,102,112} S = {0,23,42,61,76,91,103,113,118} S = {0,23,42,61,77,89,94,99,116} S = {0,23,42,61,77,90,99,102,112} S = {0,23,42,61,77,90,103,113,116} S = {0,23,42,61,77,91,92,102,113} S = {0,23,42,61,77,91,94,103,112} S = {0,23,42,61,78,89,99,100,114} S = {0,23,42,61,78,89,101,115,116} S = {0,23,42,61,79,88,97,100,114} S = {0,23,42,61,79,88,101,115,118} S = {0,23,42,61,79,89,92,101,114} S = {0,23,42,61,79,89,94,100,115} S = {0,23,42,61,79,91,92,97,118} S = {0,23,43,44,48,89,94,98,101} S = {0,23,43,44,48,90,93,97,102} S = {0,23,43,44,56,73,94,98,117} S = {0,23,43,44,56,74,93,97,118} S = {0,23,43,44,57,73,94,101,114} S = {0,23,43,44,57,77,90,97,118} S = {0,23,43,44,58,74,93,102,113} S = {0,23,43,44,58,78,89,98,117} S = {0,23,43,44,71,89,94,114,117} S = {0,23,43,44,71,90,93,113,118} S = {0,23,43,44,73,78,98,101,120} S = {0,23,43,44,74,77,97,102,120} S = {0,23,43,45,56,73,94,102,113} S = {0,23,43,45,56,78,89,97,118} S = {0,23,43,45,62,78,89,103,112} S = {0,23,43,45,62,79,88,102,113} S = {0,23,43,46,56,74,93,101,114} S = {0,23,43,46,56,77,90,98,117} S = {0,23,43,46,61,77,90,103,112} S = {0,23,43,46,61,79,88,101,114} S = {0,23,43,52,69,82,92,102,113} S = {0,23,43,52,70,81,92,101,114} S = {0,23,43,52,77,90,99,110,121} S = {0,23,43,52,78,89,99,109,122} S = {0,23,43,53,62,76,89,103,114} S = {0,23,43,53,62,77,88,102,115} S = {0,23,43,54,61,76,90,103,113} S = {0,23,43,54,61,78,88,101,115} S = {0,23,43,56,73,90,98,108,113} S = {0,23,43,56,74,89,97,108,114} S = {0,23,43,56,77,83,94,102,117} S = {0,23,43,56,78,83,93,101,118} S = {0,23,43,57,62,76,91,101,114} S = {0,23,43,57,62,77,90,100,115} S = {0,23,43,58,61,76,91,102,113} S = {0,23,43,58,61,78,89,100,115} S = {0,23,43,60,69,78,82,102,121} S = {0,23,43,60,69,82,89,110,113} S = {0,23,43,60,69,90,110,114,121} S = {0,23,43,60,70,77,81,101,122} S = {0,23,43,60,70,81,90,109,114} S = {0,23,43,60,70,89,109,113,122} S = {0,23,43,60,73,78,90,98,117} S = {0,23,43,60,73,94,98,101,113} S = {0,23,43,60,73,94,102,114,117} S = {0,23,43,60,74,77,89,97,118} S = {0,23,43,60,74,93,97,102,114} S = {0,23,43,60,74,93,101,113,118} S = {0,23,43,60,76,89,90,103,112} S = {0,23,43,60,76,91,101,102,112} S = {0,23,43,60,76,91,103,113,114} S = {0,23,43,60,77,78,88,100,115} S = {0,23,43,60,77,78,91,103,112} S = {0,23,43,60,77,82,101,110,121} S = {0,23,43,60,77,89,94,98,117} S = {0,23,43,60,78,81,102,109,122} S = {0,23,43,60,78,90,93,97,118} S = {0,23,43,60,79,88,100,113,114} S = {0,23,43,60,79,88,101,102,115} S = {0,23,43,60,79,89,90,100,115} S = {0,23,43,61,62,76,91,103,112} S = {0,23,43,61,62,79,88,100,115} S = {0,23,43,61,65,76,90,102,112} S = {0,23,43,61,65,78,88,100,114} S = {0,23,43,61,77,91,103,113,126} S = {0,23,43,61,79,89,101,115,126} S = {0,23,43,62,66,76,89,101,112} S = {0,23,43,62,66,77,88,100,113} S = {0,23,43,62,78,91,103,114,125} S = {0,23,43,62,79,90,102,115,125} S = {0,23,44,57,58,75,92,103,112} S = {0,23,44,57,58,79,88,99,116} S = {0,23,44,57,73,92,101,106,112} S = {0,23,44,57,75,85,94,103,114} S = {0,23,44,57,77,88,97,106,116} S = {0,23,44,57,79,85,90,99,118} S = {0,23,44,58,74,92,102,105,112} S = {0,23,44,58,75,86,93,103,113} S = {0,23,44,58,78,88,98,105,116} S = {0,23,44,58,79,86,89,99,117} S = {0,23,44,59,73,74,92,103,112} S = {0,23,44,59,73,78,88,98,117} S = {0,23,44,59,73,78,92,101,114} S = {0,23,44,59,73,94,98,101,112} S = {0,23,44,59,73,94,103,114,117} S = {0,23,44,59,74,77,88,97,118} S = {0,23,44,59,74,77,92,102,113} S = {0,23,44,59,74,93,97,102,112} S = {0,23,44,59,74,93,103,113,118} S = {0,23,44,59,75,89,94,101,114} S = {0,23,44,59,75,90,93,102,113} S = {0,23,44,59,75,92,101,102,112} S = {0,23,44,59,75,92,103,113,114} S = {0,23,44,59,75,93,94,103,112} S = {0,23,44,59,77,78,88,99,116} S = {0,23,44,59,77,90,97,102,116} S = {0,23,44,59,77,90,99,113,118} S = {0,23,44,59,78,89,98,101,116} S = {0,23,44,59,78,89,99,114,117} S = {0,23,44,59,79,88,97,98,116} S = {0,23,44,59,79,88,99,117,118} S = {0,23,44,59,79,89,90,99,116} S = {0,23,44,59,79,89,94,98,117} S = {0,23,44,59,79,90,93,97,118} S = {0,23,45,46,56,75,92,100,115} S = {0,23,45,46,56,76,91,99,116} S = {0,23,45,46,59,75,92,103,112} S = {0,23,45,46,59,79,88,99,116} S = {0,23,45,50,67,84,90,102,113} S = {0,23,45,50,70,81,90,99,116} S = {0,23,45,50,75,92,101,110,121} S = {0,23,45,50,78,89,101,107,124} S = {0,23,45,51,62,74,89,103,116} S = {0,23,45,51,62,75,88,102,117} S = {0,23,45,54,59,74,92,103,113} S = {0,23,45,54,59,78,88,99,117} S = {0,23,45,56,73,92,100,106,113} S = {0,23,45,56,75,85,94,102,115} S = {0,23,45,56,76,89,97,106,116} S = {0,23,45,56,78,85,91,99,118} S = {0,23,45,57,62,74,93,99,116} S = {0,23,45,57,62,75,92,98,117} S = {0,23,45,58,67,78,84,102,121} S = {0,23,45,58,67,84,89,110,113} S = {0,23,45,58,67,92,110,116,121} S = {0,23,45,58,70,75,81,99,124} S = {0,23,45,58,70,81,92,107,116} S = {0,23,45,58,70,89,107,113,124} S = {0,23,45,58,73,78,92,100,115} S = {0,23,45,58,73,94,99,100,113} S = {0,23,45,58,73,94,102,115,116} S = {0,23,45,58,74,89,92,103,112} S = {0,23,45,58,74,93,99,102,112} S = {0,23,45,58,74,93,103,113,116} S = {0,23,45,58,75,76,89,97,118} S = {0,23,45,58,75,78,88,98,117} S = {0,23,45,58,75,78,93,103,112} S = {0,23,45,58,75,84,99,110,121} S = {0,23,45,58,75,89,94,100,115} S = {0,23,45,58,76,91,97,102,116} S = {0,23,45,58,76,91,99,113,118} S = {0,23,45,58,78,81,102,107,124} S = {0,23,45,58,78,91,92,97,118} S = {0,23,45,58,79,88,98,113,116} S = {0,23,45,58,79,88,99,102,117} S = {0,23,45,58,79,89,92,98,117} S = {0,23,45,59,60,74,93,102,113} S = {0,23,45,59,60,78,89,98,117} S = {0,23,45,59,62,74,93,103,112} S = {0,23,45,59,62,79,88,98,117} S = {0,23,45,59,65,74,92,102,112} S = {0,23,45,59,65,78,88,98,116} S = {0,23,45,59,75,93,103,113,126} S = {0,23,45,59,79,89,99,117,126} S = {0,23,45,62,68,74,89,99,112} S = {0,23,45,62,68,75,88,98,113} S = {0,23,45,62,78,93,103,116,123} S = {0,23,45,62,79,92,102,117,123} S = {0,23,46,49,67,84,89,101,114} S = {0,23,46,49,69,82,89,99,116} S = {0,23,46,49,75,92,102,109,122} S = {0,23,46,49,77,90,102,107,124} S = {0,23,46,51,61,73,90,103,116} S = {0,23,46,51,61,75,88,101,118} S = {0,23,46,53,59,73,92,103,114} S = {0,23,46,53,59,77,88,99,118} S = {0,23,46,56,74,92,100,105,114} S = {0,23,46,56,75,86,93,101,115} S = {0,23,46,56,76,90,98,105,116} S = {0,23,46,56,77,86,91,99,117} S = {0,23,46,57,67,77,84,101,122} S = {0,23,46,57,67,84,90,109,114} S = {0,23,46,57,67,92,109,116,122} S = {0,23,46,57,69,75,82,99,124} S = {0,23,46,57,69,82,92,107,116} S = {0,23,46,57,69,90,107,114,124} S = {0,23,46,57,73,90,92,103,112} S = {0,23,46,57,73,94,99,101,112} S = {0,23,46,57,73,94,103,114,116} S = {0,23,46,57,74,77,92,100,115} S = {0,23,46,57,74,93,99,100,114} S = {0,23,46,57,74,93,101,115,116} S = {0,23,46,57,75,76,90,98,117} S = {0,23,46,57,75,77,88,97,118} S = {0,23,46,57,75,77,94,103,112} S = {0,23,46,57,75,84,99,109,122} S = {0,23,46,57,75,90,93,100,115} S = {0,23,46,57,76,91,98,101,116} S = {0,23,46,57,76,91,99,114,117} S = {0,23,46,57,77,82,101,107,124} S = {0,23,46,57,77,91,92,98,117} S = {0,23,46,57,79,88,97,114,116} S = {0,23,46,57,79,88,99,101,118} S = {0,23,46,57,79,90,92,97,118} S = {0,23,46,58,61,73,94,99,116} S = {0,23,46,58,61,75,92,97,118} S = {0,23,46,59,60,73,94,101,114} S = {0,23,46,59,60,77,90,97,118} S = {0,23,46,59,61,73,94,103,112} S = {0,23,46,59,61,79,88,97,118} S = {0,23,46,59,66,73,92,101,112} S = {0,23,46,59,66,77,88,97,116} S = {0,23,46,59,75,94,103,114,125} S = {0,23,46,59,79,90,99,118,125} S = {0,23,46,61,68,73,90,99,112} S = {0,23,46,61,68,75,88,97,114} S = {0,23,46,61,77,94,103,116,123} S = {0,23,46,61,79,92,101,118,123} S = {0,23,47,51,60,73,90,102,117} S = {0,23,47,51,60,74,89,101,118} S = {0,23,47,53,58,73,92,102,115} S = {0,23,47,53,58,76,89,99,118} S = {0,23,47,54,57,74,92,101,115} S = {0,23,47,54,57,76,90,99,117} S = {0,23,47,56,73,74,92,100,115} S = {0,23,47,56,73,76,90,98,117} S = {0,23,47,56,73,90,92,102,113} S = {0,23,47,56,73,94,98,100,113} S = {0,23,47,56,73,94,102,115,117} S = {0,23,47,56,74,76,89,97,118} S = {0,23,47,56,74,89,92,101,114} S = {0,23,47,56,74,93,97,100,114} S = {0,23,47,56,74,93,101,115,118} S = {0,23,47,56,75,77,94,102,113} S = {0,23,47,56,75,78,93,101,114} S = {0,23,47,56,75,92,100,113,114} S = {0,23,47,56,75,92,101,102,115} S = {0,23,47,56,75,93,94,100,115} S = {0,23,47,56,76,89,90,99,116} S = {0,23,47,56,76,91,97,98,116} S = {0,23,47,56,76,91,99,117,118} S = {0,23,47,56,77,78,91,99,116} S = {0,23,47,56,77,90,98,113,116} S = {0,23,47,56,77,90,99,102,117} S = {0,23,47,56,77,91,94,98,117} S = {0,23,47,56,78,89,97,114,116} S = {0,23,47,56,78,89,99,101,118} S = {0,23,47,56,78,91,93,97,118} S = {0,23,47,57,58,75,92,100,115} S = {0,23,47,57,58,76,91,99,116} S = {0,23,47,57,60,74,93,101,114} S = {0,23,47,57,60,77,90,98,117} S = {0,23,47,57,62,74,93,100,115} S = {0,23,47,57,62,76,91,98,117} S = {0,23,47,57,65,74,92,100,114} S = {0,23,47,57,65,76,90,98,116} S = {0,23,47,57,75,93,101,115,126} S = {0,23,47,57,77,91,99,117,126} S = {0,23,47,58,60,73,94,102,113} S = {0,23,47,58,60,78,89,97,118} S = {0,23,47,58,61,73,94,100,115} S = {0,23,47,58,61,76,91,97,118} S = {0,23,47,58,66,73,92,100,113} S = {0,23,47,58,66,76,89,97,116} S = {0,23,47,58,75,94,102,115,125} S = {0,23,47,58,78,91,99,118,125} S = {0,23,47,59,60,73,94,98,117} S = {0,23,47,59,60,74,93,97,118} S = {0,23,47,60,68,73,90,98,113} S = {0,23,47,60,68,74,89,97,114} S = {0,23,47,60,77,94,102,117,123} S = {0,23,47,60,78,93,101,118,123} S = {0,23,57,62,74,77,80,99,100} S = {0,23,57,62,75,76,80,98,101} S = {0,23,57,62,90,93,111,115,116} S = {0,23,57,62,91,92,111,114,117} S = {0,23,58,61,73,78,80,99,100} S = {0,23,58,61,75,76,80,97,102} S = {0,23,58,61,89,94,111,115,116} S = {0,23,58,61,91,92,111,113,118} S = {0,23,59,60,73,78,80,98,101} S = {0,23,59,60,74,77,80,97,102} S = {0,23,59,60,89,94,111,114,117} S = {0,23,59,60,90,93,111,113,118} S = {0,25,26,39,60,76,87,107,112} S = {0,25,26,39,60,79,84,104,115} S = {0,25,26,44,55,71,92,107,112} S = {0,25,26,44,55,79,84,99,120} S = {0,25,26,47,52,71,92,104,115} S = {0,25,26,47,52,76,87,99,120} S = {0,25,28,39,58,74,87,109,112} S = {0,25,28,39,58,79,82,104,117} S = {0,25,28,42,55,71,90,109,112} S = {0,25,28,42,55,79,82,101,120} S = {0,25,28,47,50,71,90,104,117} S = {0,25,28,47,50,74,87,101,120} S = {0,25,30,39,40,74,77,115,116} S = {0,25,30,39,40,75,76,114,117} S = {0,25,30,39,48,82,85,107,108} S = {0,25,30,39,48,83,84,106,109} S = {0,25,30,39,56,74,84,109,115} S = {0,25,30,39,56,76,82,107,117} S = {0,25,30,39,58,74,83,109,116} S = {0,25,30,39,58,75,82,108,117} S = {0,25,30,39,60,76,85,107,114} S = {0,25,30,39,60,77,84,106,115} S = {0,25,30,39,71,106,109,115,116} S = {0,25,30,39,71,107,108,114,117} S = {0,25,30,39,74,77,83,84,120} S = {0,25,30,39,75,76,82,85,120} S = {0,25,30,42,45,51,52,71,120} S = {0,25,30,42,45,71,72,115,116} S = {0,25,30,42,45,75,76,119,120} S = {0,25,30,42,51,71,90,109,116} S = {0,25,30,42,51,75,82,101,120} S = {0,25,30,42,52,71,88,109,115} S = {0,25,30,42,52,76,82,103,120} S = {0,25,30,43,44,50,53,71,120} S = {0,25,30,43,44,71,72,114,117} S = {0,25,30,43,44,74,77,119,120} S = {0,25,30,43,50,71,90,108,117} S = {0,25,30,43,50,74,83,101,120} S = {0,25,30,44,50,71,88,107,117} S = {0,25,30,44,50,74,84,103,120} S = {0,25,30,44,53,71,92,107,114} S = {0,25,30,44,53,77,84,99,120} S = {0,25,30,45,52,71,92,106,115} S = {0,25,30,45,52,76,85,99,120} S = {0,25,30,50,53,71,80,107,108} S = {0,25,30,50,53,83,84,111,120} S = {0,25,30,51,52,71,80,106,109} S = {0,25,30,51,52,82,85,111,120} S = {0,25,35,37,62,78,87,105,112} S = {0,25,35,37,62,79,86,104,113} S = {0,25,35,44,53,69,94,105,112} S = {0,25,35,44,53,79,86,97,122} S = {0,25,35,44,58,74,87,105,112} S = {0,25,35,44,58,79,86,104,117} S = {0,25,35,45,52,69,94,104,113} S = {0,25,35,45,52,78,87,97,122} S = {0,25,35,45,58,75,86,104,113} S = {0,25,35,45,58,78,87,105,116} S = {0,25,35,52,58,78,87,109,112} S = {0,25,35,52,58,79,82,104,113} S = {0,25,35,53,58,78,83,105,112} S = {0,25,35,53,58,79,86,108,113} S = {0,25,35,62,69,74,83,105,112} S = {0,25,35,62,69,75,82,104,113} S = {0,25,35,62,78,87,109,116,122} S = {0,25,35,62,79,86,108,117,122} S = {0,25,37,42,51,67,94,105,112} S = {0,25,37,42,51,79,86,97,124} S = {0,25,37,42,60,76,87,105,112} S = {0,25,37,42,60,79,86,104,115} S = {0,25,37,43,50,67,94,104,113} S = {0,25,37,43,50,78,87,97,124} S = {0,25,37,43,60,77,86,104,113} S = {0,25,37,43,60,78,87,105,114} S = {0,25,37,50,60,78,87,107,112} S = {0,25,37,50,60,79,84,104,113} S = {0,25,37,51,60,78,85,105,112} S = {0,25,37,51,60,79,86,106,113} S = {0,25,37,62,67,76,85,105,112} S = {0,25,37,62,67,77,84,104,113} S = {0,25,37,62,78,87,107,114,124} S = {0,25,37,62,79,86,106,115,124} S = {0,25,39,58,60,78,87,105,112} S = {0,25,39,58,60,79,86,104,113} S = {0,25,39,58,74,83,92,105,112} S = {0,25,39,58,75,82,92,104,113} S = {0,25,39,58,78,87,99,109,116} S = {0,25,39,58,79,86,99,108,117} S = {0,25,39,60,76,85,90,105,112} S = {0,25,39,60,77,84,90,104,113} S = {0,25,39,60,78,87,101,107,114} S = {0,25,39,60,79,86,101,106,115} S = {0,25,39,62,74,76,87,105,112} S = {0,25,39,62,74,77,83,105,116} S = {0,25,39,62,74,77,84,104,115} S = {0,25,39,62,74,83,84,109,112} S = {0,25,39,62,74,87,109,115,116} S = {0,25,39,62,75,76,82,104,117} S = {0,25,39,62,75,76,85,105,114} S = {0,25,39,62,75,77,86,104,113} S = {0,25,39,62,75,82,85,108,113} S = {0,25,39,62,75,86,108,114,117} S = {0,25,39,62,76,82,85,107,112} S = {0,25,39,62,76,87,107,114,117} S = {0,25,39,62,77,83,84,106,113} S = {0,25,39,62,77,86,106,115,116} S = {0,25,39,62,78,83,85,105,112} S = {0,25,39,62,78,83,106,109,116} S = {0,25,39,62,78,85,107,108,114} S = {0,25,39,62,78,87,105,114,116} S = {0,25,39,62,78,87,107,109,112} S = {0,25,39,62,79,82,84,104,113} S = {0,25,39,62,79,82,107,108,117} S = {0,25,39,62,79,84,106,109,115} S = {0,25,39,62,79,86,104,115,117} S = {0,25,39,62,79,86,106,108,113} S = {0,25,42,44,55,71,94,105,112} S = {0,25,42,44,55,79,86,97,120} S = {0,25,42,45,51,71,94,105,116} S = {0,25,42,45,51,75,86,97,120} S = {0,25,42,45,52,71,94,104,115} S = {0,25,42,45,52,76,87,97,120} S = {0,25,42,51,52,71,94,109,112} S = {0,25,42,51,52,79,82,97,120} S = {0,25,42,51,60,71,90,105,112} S = {0,25,42,51,60,79,86,101,120} S = {0,25,42,55,67,76,90,105,112} S = {0,25,42,55,71,94,109,115,116} S = {0,25,42,55,75,76,82,97,120} S = {0,25,42,55,79,86,101,115,124} S = {0,25,43,44,50,71,94,104,117} S = {0,25,43,44,50,74,87,97,120} S = {0,25,43,44,53,71,94,105,114} S = {0,25,43,44,53,77,86,97,120} S = {0,25,43,45,54,71,94,104,113} S = {0,25,43,45,54,78,87,97,120} S = {0,25,43,50,53,71,94,108,113} S = {0,25,43,50,53,78,83,97,120} S = {0,25,43,50,60,71,90,104,113} S = {0,25,43,50,60,78,87,101,120} S = {0,25,43,54,67,77,90,104,113} S = {0,25,43,54,71,94,108,114,117} S = {0,25,43,54,74,77,83,97,120} S = {0,25,43,54,78,87,101,114,124} S = {0,25,44,50,53,71,94,107,112} S = {0,25,44,50,53,79,84,97,120} S = {0,25,44,53,58,71,92,105,112} S = {0,25,44,53,58,79,86,99,120} S = {0,25,44,55,69,74,92,105,112} S = {0,25,44,55,71,94,107,114,117} S = {0,25,44,55,74,77,84,97,120} S = {0,25,44,55,79,86,99,117,122} S = {0,25,45,51,52,71,94,106,113} S = {0,25,45,51,52,78,85,97,120} S = {0,25,45,52,58,71,92,104,113} S = {0,25,45,52,58,78,87,99,120} S = {0,25,45,54,69,75,92,104,113} S = {0,25,45,54,71,94,106,115,116} S = {0,25,45,54,75,76,85,97,120} S = {0,25,45,54,78,87,99,116,122} S = {0,25,46,51,53,71,94,105,112} S = {0,25,46,51,53,79,86,97,120} S = {0,25,46,51,67,85,90,105,112} S = {0,25,46,51,71,94,106,109,116} S = {0,25,46,51,75,82,85,97,120} S = {0,25,46,51,79,86,101,106,124} S = {0,25,46,53,69,83,92,105,112} S = {0,25,46,53,71,94,107,108,114} S = {0,25,46,53,77,83,84,97,120} S = {0,25,46,53,79,86,99,108,122} S = {0,25,46,55,67,69,94,105,112} S = {0,25,46,55,67,77,84,97,122} S = {0,25,46,55,67,77,90,105,116} S = {0,25,46,55,67,84,90,109,112} S = {0,25,46,55,67,94,109,116,122} S = {0,25,46,55,69,75,82,97,124} S = {0,25,46,55,69,75,92,105,114} S = {0,25,46,55,69,82,92,107,112} S = {0,25,46,55,69,94,107,114,124} S = {0,25,46,55,71,90,92,105,112} S = {0,25,46,55,71,90,99,109,116} S = {0,25,46,55,71,92,101,107,114} S = {0,25,46,55,71,94,105,114,116} S = {0,25,46,55,71,94,107,109,112} S = {0,25,46,55,75,77,86,97,120} S = {0,25,46,55,75,82,92,101,120} S = {0,25,46,55,75,86,101,114,124} S = {0,25,46,55,77,84,90,99,120} S = {0,25,46,55,77,86,99,116,122} S = {0,25,46,55,79,82,84,97,120} S = {0,25,46,55,79,82,101,107,124} S = {0,25,46,55,79,84,99,109,122} S = {0,25,46,55,79,86,97,122,124} S = {0,25,46,55,79,86,99,101,120} S = {0,25,47,50,52,71,94,104,113} S = {0,25,47,50,52,78,87,97,120} S = {0,25,47,50,67,84,90,104,113} S = {0,25,47,50,71,94,107,108,117} S = {0,25,47,50,74,83,84,97,120} S = {0,25,47,50,78,87,101,107,124} S = {0,25,47,52,69,82,92,104,113} S = {0,25,47,52,71,94,106,109,115} S = {0,25,47,52,76,82,85,97,120} S = {0,25,47,52,78,87,99,109,122} S = {0,25,47,54,67,69,94,104,113} S = {0,25,47,54,67,76,85,97,122} S = {0,25,47,54,67,76,90,104,117} S = {0,25,47,54,67,85,90,108,113} S = {0,25,47,54,67,94,108,117,122} S = {0,25,47,54,69,74,83,97,124} S = {0,25,47,54,69,74,92,104,115} S = {0,25,47,54,69,83,92,106,113} S = {0,25,47,54,69,94,106,115,124} S = {0,25,47,54,71,90,92,104,113} S = {0,25,47,54,71,90,99,108,117} S = {0,25,47,54,71,92,101,106,115} S = {0,25,47,54,71,94,104,115,117} S = {0,25,47,54,71,94,106,108,113} S = {0,25,47,54,74,76,87,97,120} S = {0,25,47,54,74,83,92,101,120} S = {0,25,47,54,74,87,101,115,124} S = {0,25,47,54,76,85,90,99,120} S = {0,25,47,54,76,87,99,117,122} S = {0,25,47,54,78,83,85,97,120} S = {0,25,47,54,78,83,101,106,124} S = {0,25,47,54,78,85,99,108,122} S = {0,25,47,54,78,87,97,122,124} S = {0,25,47,54,78,87,99,101,120} S = {0,26,28,39,57,73,87,110,112} S = {0,26,28,39,57,79,81,104,118} S = {0,26,28,41,55,71,89,110,112} S = {0,26,28,41,55,79,81,102,120} S = {0,26,28,47,49,71,89,104,118} S = {0,26,28,47,49,73,87,102,120} S = {0,26,29,39,40,73,78,115,116} S = {0,26,29,39,40,75,76,113,118} S = {0,26,29,39,48,81,86,107,108} S = {0,26,29,39,48,83,84,105,110} S = {0,26,29,39,56,73,84,110,115} S = {0,26,29,39,56,76,81,107,118} S = {0,26,29,39,57,73,83,110,116} S = {0,26,29,39,57,75,81,108,118} S = {0,26,29,39,60,76,86,107,113} S = {0,26,29,39,60,78,84,105,115} S = {0,26,29,39,71,105,110,115,116} S = {0,26,29,39,71,107,108,113,118} S = {0,26,29,39,73,78,83,84,120} S = {0,26,29,39,75,76,81,86,120} S = {0,26,29,41,46,51,52,71,120} S = {0,26,29,41,46,71,72,115,116} S = {0,26,29,41,46,75,76,119,120} S = {0,26,29,41,51,71,89,110,116} S = {0,26,29,41,51,75,81,102,120} S = {0,26,29,41,52,71,88,110,115} S = {0,26,29,41,52,76,81,103,120} S = {0,26,29,43,44,49,54,71,120} S = {0,26,29,43,44,71,72,113,118} S = {0,26,29,43,44,73,78,119,120} S = {0,26,29,43,49,71,89,108,118} S = {0,26,29,43,49,73,83,102,120} S = {0,26,29,44,49,71,88,107,118} S = {0,26,29,44,49,73,84,103,120} S = {0,26,29,44,54,71,92,107,113} S = {0,26,29,44,54,78,84,99,120} S = {0,26,29,46,52,71,92,105,115} S = {0,26,29,46,52,76,86,99,120} S = {0,26,29,49,54,71,80,107,108} S = {0,26,29,49,54,83,84,111,120} S = {0,26,29,51,52,71,80,105,110} S = {0,26,29,51,52,81,86,111,120} S = {0,26,35,38,61,77,87,106,112} S = {0,26,35,38,61,79,85,104,114} S = {0,26,35,44,54,70,93,106,112} S = {0,26,35,44,54,79,85,98,121} S = {0,26,35,44,57,73,87,106,112} S = {0,26,35,44,57,79,85,104,118} S = {0,26,35,46,52,70,93,104,114} S = {0,26,35,46,52,77,87,98,121} S = {0,26,35,46,57,75,85,104,114} S = {0,26,35,46,57,77,87,106,116} S = {0,26,35,52,57,77,87,110,112} S = {0,26,35,52,57,79,81,104,114} S = {0,26,35,54,57,77,83,106,112} S = {0,26,35,54,57,79,85,108,114} S = {0,26,35,61,70,73,83,106,112} S = {0,26,35,61,70,75,81,104,114} S = {0,26,35,61,77,87,110,116,121} S = {0,26,35,61,79,85,108,118,121} S = {0,26,38,41,51,67,93,106,112} S = {0,26,38,41,51,79,85,98,124} S = {0,26,38,41,60,76,87,106,112} S = {0,26,38,41,60,79,85,104,115} S = {0,26,38,43,49,67,93,104,114} S = {0,26,38,43,49,77,87,98,124} S = {0,26,38,43,60,77,87,106,113} S = {0,26,38,43,60,78,85,104,114} S = {0,26,38,49,60,77,87,107,112} S = {0,26,38,49,60,79,84,104,114} S = {0,26,38,51,60,77,86,106,112} S = {0,26,38,51,60,79,85,105,114} S = {0,26,38,61,67,76,86,106,112} S = {0,26,38,61,67,78,84,104,114} S = {0,26,38,61,77,87,107,113,124} S = {0,26,38,61,79,85,105,115,124} S = {0,26,39,57,60,77,87,106,112} S = {0,26,39,57,60,79,85,104,114} S = {0,26,39,57,73,83,92,106,112} S = {0,26,39,57,75,81,92,104,114} S = {0,26,39,57,77,87,99,110,116} S = {0,26,39,57,79,85,99,108,118} S = {0,26,39,60,76,86,89,106,112} S = {0,26,39,60,77,87,102,107,113} S = {0,26,39,60,78,84,89,104,114} S = {0,26,39,60,79,85,102,105,115} S = {0,26,39,61,73,76,87,106,112} S = {0,26,39,61,73,78,83,106,116} S = {0,26,39,61,73,78,84,104,115} S = {0,26,39,61,73,83,84,110,112} S = {0,26,39,61,73,87,110,115,116} S = {0,26,39,61,75,76,81,104,118} S = {0,26,39,61,75,76,86,106,113} S = {0,26,39,61,75,78,85,104,114} S = {0,26,39,61,75,81,86,108,114} S = {0,26,39,61,75,85,108,113,118} S = {0,26,39,61,76,81,86,107,112} S = {0,26,39,61,76,87,107,113,118} S = {0,26,39,61,77,83,86,106,112} S = {0,26,39,61,77,83,105,110,116} S = {0,26,39,61,77,86,107,108,113} S = {0,26,39,61,77,87,106,113,116} S = {0,26,39,61,77,87,107,110,112} S = {0,26,39,61,78,83,84,105,114} S = {0,26,39,61,78,85,105,115,116} S = {0,26,39,61,79,81,84,104,114} S = {0,26,39,61,79,81,107,108,118} S = {0,26,39,61,79,84,105,110,115} S = {0,26,39,61,79,85,104,115,118} S = {0,26,39,61,79,85,105,108,114} S = {0,26,41,44,55,71,93,106,112} S = {0,26,41,44,55,79,85,98,120} S = {0,26,41,46,51,71,93,106,116} S = {0,26,41,46,51,75,85,98,120} S = {0,26,41,46,52,71,93,104,115} S = {0,26,41,46,52,76,87,98,120} S = {0,26,41,51,52,71,93,110,112} S = {0,26,41,51,52,79,81,98,120} S = {0,26,41,51,60,71,89,106,112} S = {0,26,41,51,60,79,85,102,120} S = {0,26,41,55,67,76,89,106,112} S = {0,26,41,55,71,93,110,115,116} S = {0,26,41,55,75,76,81,98,120} S = {0,26,41,55,79,85,102,115,124} S = {0,26,43,44,49,71,93,104,118} S = {0,26,43,44,49,73,87,98,120} S = {0,26,43,44,54,71,93,106,113} S = {0,26,43,44,54,78,85,98,120} S = {0,26,43,46,53,71,93,104,114} S = {0,26,43,46,53,77,87,98,120} S = {0,26,43,49,54,71,93,108,114} S = {0,26,43,49,54,77,83,98,120} S = {0,26,43,49,60,71,89,104,114} S = {0,26,43,49,60,77,87,102,120} S = {0,26,43,53,67,78,89,104,114} S = {0,26,43,53,71,93,108,113,118} S = {0,26,43,53,73,78,83,98,120} S = {0,26,43,53,77,87,102,113,124} S = {0,26,44,49,54,71,93,107,112} S = {0,26,44,49,54,79,84,98,120} S = {0,26,44,54,57,71,92,106,112} S = {0,26,44,54,57,79,85,99,120} S = {0,26,44,55,70,73,92,106,112} S = {0,26,44,55,71,93,107,113,118} S = {0,26,44,55,73,78,84,98,120} S = {0,26,44,55,79,85,99,118,121} S = {0,26,45,51,54,71,93,106,112} S = {0,26,45,51,54,79,85,98,120} S = {0,26,45,51,67,86,89,106,112} S = {0,26,45,51,71,93,105,110,116} S = {0,26,45,51,75,81,86,98,120} S = {0,26,45,51,79,85,102,105,124} S = {0,26,45,54,70,83,92,106,112} S = {0,26,45,54,71,93,107,108,113} S = {0,26,45,54,78,83,84,98,120} S = {0,26,45,54,79,85,99,108,121} S = {0,26,45,55,67,70,93,106,112} S = {0,26,45,55,67,78,84,98,121} S = {0,26,45,55,67,78,89,106,116} S = {0,26,45,55,67,84,89,110,112} S = {0,26,45,55,67,93,110,116,121} S = {0,26,45,55,70,75,81,98,124} S = {0,26,45,55,70,75,92,106,113} S = {0,26,45,55,70,81,92,107,112} S = {0,26,45,55,70,93,107,113,124} S = {0,26,45,55,71,89,92,106,112} S = {0,26,45,55,71,89,99,110,116} S = {0,26,45,55,71,92,102,107,113} S = {0,26,45,55,71,93,106,113,116} S = {0,26,45,55,71,93,107,110,112} S = {0,26,45,55,75,78,85,98,120} S = {0,26,45,55,75,81,92,102,120} S = {0,26,45,55,75,85,102,113,124} S = {0,26,45,55,78,84,89,99,120} S = {0,26,45,55,78,85,99,116,121} S = {0,26,45,55,79,81,84,98,120} S = {0,26,45,55,79,81,102,107,124} S = {0,26,45,55,79,84,99,110,121} S = {0,26,45,55,79,85,98,121,124} S = {0,26,45,55,79,85,99,102,120} S = {0,26,46,51,52,71,93,105,114} S = {0,26,46,51,52,77,86,98,120} S = {0,26,46,52,57,71,92,104,114} S = {0,26,46,52,57,77,87,99,120} S = {0,26,46,53,70,75,92,104,114} S = {0,26,46,53,71,93,105,115,116} S = {0,26,46,53,75,76,86,98,120} S = {0,26,46,53,77,87,99,116,121} S = {0,26,47,49,52,71,93,104,114} S = {0,26,47,49,52,77,87,98,120} S = {0,26,47,49,67,84,89,104,114} S = {0,26,47,49,71,93,107,108,118} S = {0,26,47,49,73,83,84,98,120} S = {0,26,47,49,77,87,102,107,124} S = {0,26,47,52,70,81,92,104,114} S = {0,26,47,52,71,93,105,110,115} S = {0,26,47,52,76,81,86,98,120} S = {0,26,47,52,77,87,99,110,121} S = {0,26,47,53,67,70,93,104,114} S = {0,26,47,53,67,76,86,98,121} S = {0,26,47,53,67,76,89,104,118} S = {0,26,47,53,67,86,89,108,114} S = {0,26,47,53,67,93,108,118,121} S = {0,26,47,53,70,73,83,98,124} S = {0,26,47,53,70,73,92,104,115} S = {0,26,47,53,70,83,92,105,114} S = {0,26,47,53,70,93,105,115,124} S = {0,26,47,53,71,89,92,104,114} S = {0,26,47,53,71,89,99,108,118} S = {0,26,47,53,71,92,102,105,115} S = {0,26,47,53,71,93,104,115,118} S = {0,26,47,53,71,93,105,108,114} S = {0,26,47,53,73,76,87,98,120} S = {0,26,47,53,73,83,92,102,120} S = {0,26,47,53,73,87,102,115,124} S = {0,26,47,53,76,86,89,99,120} S = {0,26,47,53,76,87,99,118,121} S = {0,26,47,53,77,83,86,98,120} S = {0,26,47,53,77,83,102,105,124} S = {0,26,47,53,77,86,99,108,121} S = {0,26,47,53,77,87,98,121,124} S = {0,26,47,53,77,87,99,102,120} S = {0,27,28,39,40,73,78,114,117} S = {0,27,28,39,40,74,77,113,118} S = {0,27,28,39,48,81,86,106,109} S = {0,27,28,39,48,82,85,105,110} S = {0,27,28,39,56,73,82,110,117} S = {0,27,28,39,56,74,81,109,118} S = {0,27,28,39,57,73,85,110,114} S = {0,27,28,39,57,77,81,106,118} S = {0,27,28,39,58,74,86,109,113} S = {0,27,28,39,58,78,82,105,117} S = {0,27,28,39,71,105,110,114,117} S = {0,27,28,39,71,106,109,113,118} S = {0,27,28,39,73,78,82,85,120} S = {0,27,28,39,74,77,81,86,120} S = {0,27,28,41,46,50,53,71,120} S = {0,27,28,41,46,71,72,114,117} S = {0,27,28,41,46,74,77,119,120} S = {0,27,28,41,50,71,88,110,117} S = {0,27,28,41,50,74,81,103,120} S = {0,27,28,41,53,71,89,110,114} S = {0,27,28,41,53,77,81,102,120} S = {0,27,28,42,45,49,54,71,120} S = {0,27,28,42,45,71,72,113,118} S = {0,27,28,42,45,73,78,119,120} S = {0,27,28,42,49,71,88,109,118} S = {0,27,28,42,49,73,82,103,120} S = {0,27,28,42,54,71,90,109,113} S = {0,27,28,42,54,78,82,101,120} S = {0,27,28,45,49,71,89,106,118} S = {0,27,28,45,49,73,85,102,120} S = {0,27,28,46,50,71,90,105,117} S = {0,27,28,46,50,74,86,101,120} S = {0,27,28,49,54,71,80,106,109} S = {0,27,28,49,54,82,85,111,120} S = {0,27,28,50,53,71,80,105,110} S = {0,27,28,50,53,81,86,111,120} S = {0,27,29,39,56,73,86,110,113} S = {0,27,29,39,56,78,81,105,118} S = {0,27,29,39,62,78,87,105,112} S = {0,27,29,39,62,79,86,104,113} S = {0,27,29,41,54,71,88,110,113} S = {0,27,29,41,54,78,81,103,120} S = {0,27,29,46,49,71,88,105,118} S = {0,27,29,46,49,73,86,103,120} S = {0,27,29,46,55,71,94,105,112} S = {0,27,29,46,55,79,86,97,120} S = {0,27,29,47,54,71,94,104,113} S = {0,27,29,47,54,78,87,97,120} S = {0,27,30,39,56,74,85,109,114} S = {0,27,30,39,56,77,82,106,117} S = {0,27,30,39,61,77,87,106,112} S = {0,27,30,39,61,79,85,104,114} S = {0,27,30,42,53,71,88,109,114} S = {0,27,30,42,53,77,82,103,120} S = {0,27,30,45,50,71,88,106,117} S = {0,27,30,45,50,74,85,103,120} S = {0,27,30,45,55,71,93,106,112} S = {0,27,30,45,55,79,85,98,120} S = {0,27,30,47,53,71,93,104,114} S = {0,27,30,47,53,77,87,98,120} S = {0,27,33,38,60,77,87,106,112} S = {0,27,33,38,60,79,85,104,114} S = {0,27,33,44,54,71,93,106,112} S = {0,27,33,44,54,79,85,98,120} S = {0,27,33,46,52,71,93,104,114} S = {0,27,33,46,52,77,87,98,120} S = {0,27,34,37,60,78,87,105,112} S = {0,27,34,37,60,79,86,104,113} S = {0,27,34,44,53,71,94,105,112} S = {0,27,34,44,53,79,86,97,120} S = {0,27,34,45,52,71,94,104,113} S = {0,27,34,45,52,78,87,97,120} S = {0,27,35,45,56,73,86,106,113} S = {0,27,35,45,56,78,85,105,118} S = {0,27,35,46,56,74,85,105,114} S = {0,27,35,46,56,77,86,106,117} S = {0,27,35,53,56,77,86,110,113} S = {0,27,35,53,56,78,81,105,114} S = {0,27,35,54,56,77,82,106,113} S = {0,27,35,54,56,78,85,109,114} S = {0,27,35,60,71,73,82,106,113} S = {0,27,35,60,71,74,81,105,114} S = {0,27,35,60,77,86,110,117,120} S = {0,27,35,60,78,85,109,118,120} S = {0,27,37,38,60,76,87,107,112} S = {0,27,37,38,60,79,84,104,115} S = {0,27,37,40,54,78,93,99,112} S = {0,27,37,40,54,79,92,98,113} S = {0,27,37,44,54,70,93,107,112} S = {0,27,37,44,54,79,84,98,121} S = {0,27,37,46,48,86,93,99,104} S = {0,27,37,46,48,87,92,98,105} S = {0,27,37,46,52,70,93,104,115} S = {0,27,37,46,52,76,87,98,121} S = {0,27,37,46,54,70,93,99,120} S = {0,27,37,46,54,71,92,98,121} S = {0,27,37,46,60,76,87,105,114} S = {0,27,37,46,60,77,86,104,115} S = {0,27,37,46,70,77,99,104,116} S = {0,27,37,46,71,76,98,105,116} S = {0,27,37,46,75,86,93,115,120} S = {0,27,37,46,75,87,92,114,121} S = {0,27,37,54,60,78,85,107,112} S = {0,27,37,54,60,79,84,106,113} S = {0,27,37,54,70,85,99,108,112} S = {0,27,37,54,71,84,98,108,113} S = {0,27,37,54,78,83,93,107,120} S = {0,27,37,54,79,83,92,106,121} S = {0,27,37,60,76,85,102,105,112} S = {0,27,37,60,77,84,102,104,113} S = {0,27,37,60,78,87,89,107,114} S = {0,27,37,60,79,86,89,106,115} S = {0,27,37,62,70,76,85,107,112} S = {0,27,37,62,70,77,84,104,115} S = {0,27,37,62,70,77,85,99,120} S = {0,27,37,62,70,93,99,104,112} S = {0,27,37,62,70,93,107,115,120} S = {0,27,37,62,71,76,84,98,121} S = {0,27,37,62,71,76,85,105,114} S = {0,27,37,62,71,77,84,106,113} S = {0,27,37,62,71,92,98,105,113} S = {0,27,37,62,71,92,106,114,121} S = {0,27,37,62,76,87,98,105,112} S = {0,27,37,62,76,87,107,114,121} S = {0,27,37,62,77,86,99,104,113} S = {0,27,37,62,77,86,106,115,120} S = {0,27,37,62,78,85,99,105,112} S = {0,27,37,62,78,85,107,114,120} S = {0,27,37,62,78,86,93,99,120} S = {0,27,37,62,78,87,92,105,114} S = {0,27,37,62,78,87,93,107,112} S = {0,27,37,62,79,84,98,104,113} S = {0,27,37,62,79,84,106,115,121} S = {0,27,37,62,79,86,92,106,113} S = {0,27,37,62,79,86,93,104,115} S = {0,27,37,62,79,87,92,98,121} S = {0,27,38,40,53,77,94,99,112} S = {0,27,38,40,53,79,92,97,114} S = {0,27,38,44,53,69,94,107,112} S = {0,27,38,44,53,79,84,97,122} S = {0,27,38,45,48,85,94,99,104} S = {0,27,38,45,48,87,92,97,106} S = {0,27,38,45,52,69,94,104,115} S = {0,27,38,45,52,76,87,97,122} S = {0,27,38,45,53,69,94,99,120} S = {0,27,38,45,53,71,92,97,122} S = {0,27,38,45,60,76,87,106,113} S = {0,27,38,45,60,78,85,104,115} S = {0,27,38,45,69,78,99,104,116} S = {0,27,38,45,71,76,97,106,116} S = {0,27,38,45,75,85,94,115,120} S = {0,27,38,45,75,87,92,113,122} S = {0,27,38,53,60,77,86,107,112} S = {0,27,38,53,60,79,84,105,114} S = {0,27,38,53,69,86,99,108,112} S = {0,27,38,53,71,84,97,108,114} S = {0,27,38,53,77,83,94,107,120} S = {0,27,38,53,79,83,92,105,122} S = {0,27,38,60,76,86,101,106,112} S = {0,27,38,60,77,87,90,107,113} S = {0,27,38,60,78,84,101,104,114} S = {0,27,38,60,79,85,90,105,115} S = {0,27,38,61,69,76,86,107,112} S = {0,27,38,61,69,78,84,104,115} S = {0,27,38,61,69,78,86,99,120} S = {0,27,38,61,69,94,99,104,112} S = {0,27,38,61,69,94,107,115,120} S = {0,27,38,61,71,76,84,97,122} S = {0,27,38,61,71,76,86,106,113} S = {0,27,38,61,71,78,84,105,114} S = {0,27,38,61,71,92,97,106,114} S = {0,27,38,61,71,92,105,113,122} S = {0,27,38,61,76,87,97,106,112} S = {0,27,38,61,76,87,107,113,122} S = {0,27,38,61,77,85,94,99,120} S = {0,27,38,61,77,86,99,106,112} S = {0,27,38,61,77,86,107,113,120} S = {0,27,38,61,77,87,92,106,113} S = {0,27,38,61,77,87,94,107,112} S = {0,27,38,61,78,85,99,104,114} S = {0,27,38,61,78,85,105,115,120} S = {0,27,38,61,79,84,97,104,114} S = {0,27,38,61,79,84,105,115,122} S = {0,27,38,61,79,85,92,105,114} S = {0,27,38,61,79,85,94,104,115} S = {0,27,38,61,79,87,92,97,122} S = {0,27,39,40,52,77,94,98,113} S = {0,27,39,40,52,78,93,97,114} S = {0,27,39,41,50,67,92,106,113} S = {0,27,39,41,50,78,85,99,124} S = {0,27,39,42,49,67,92,105,114} S = {0,27,39,42,49,77,86,99,124} S = {0,27,39,44,48,85,94,98,105} S = {0,27,39,44,48,86,93,97,106} S = {0,27,39,44,52,69,94,98,121} S = {0,27,39,44,52,70,93,97,122} S = {0,27,39,44,53,69,94,105,114} S = {0,27,39,44,53,77,86,97,122} S = {0,27,39,44,54,70,93,106,113} S = {0,27,39,44,54,78,85,98,121} S = {0,27,39,44,69,78,98,105,116} S = {0,27,39,44,70,77,97,106,116} S = {0,27,39,44,75,85,94,114,121} S = {0,27,39,44,75,86,93,113,122} S = {0,27,39,45,52,69,94,106,113} S = {0,27,39,45,52,78,85,97,122} S = {0,27,39,45,62,78,85,107,112} S = {0,27,39,45,62,79,84,106,113} S = {0,27,39,46,52,70,93,105,114} S = {0,27,39,46,52,77,86,98,121} S = {0,27,39,46,61,77,86,107,112} S = {0,27,39,46,61,79,84,105,114} S = {0,27,39,52,69,86,98,108,113} S = {0,27,39,52,70,85,97,108,114} S = {0,27,39,52,77,83,94,106,121} S = {0,27,39,52,78,83,93,105,122} S = {0,27,39,53,62,76,87,105,114} S = {0,27,39,53,62,77,86,104,115} S = {0,27,39,54,61,76,87,106,113} S = {0,27,39,54,61,78,85,104,115} S = {0,27,39,56,73,82,92,106,113} S = {0,27,39,56,74,81,92,105,114} S = {0,27,39,56,77,86,99,110,117} S = {0,27,39,56,78,85,99,109,118} S = {0,27,39,57,62,76,85,107,114} S = {0,27,39,57,62,77,84,106,115} S = {0,27,39,58,61,76,86,107,113} S = {0,27,39,58,61,78,84,105,115} S = {0,27,39,60,69,78,86,98,121} S = {0,27,39,60,69,94,98,105,113} S = {0,27,39,60,69,94,106,114,121} S = {0,27,39,60,70,77,85,97,122} S = {0,27,39,60,70,93,97,106,114} S = {0,27,39,60,70,93,105,113,122} S = {0,27,39,60,73,78,82,106,117} S = {0,27,39,60,73,82,85,110,113} S = {0,27,39,60,73,86,110,114,117} S = {0,27,39,60,74,77,81,105,118} S = {0,27,39,60,74,81,86,109,114} S = {0,27,39,60,74,85,109,113,118} S = {0,27,39,60,76,85,86,107,112} S = {0,27,39,60,76,87,105,106,112} S = {0,27,39,60,76,87,107,113,114} S = {0,27,39,60,77,78,84,104,115} S = {0,27,39,60,77,78,87,107,112} S = {0,27,39,60,77,82,105,110,117} S = {0,27,39,60,77,85,94,98,121} S = {0,27,39,60,78,81,106,109,118} S = {0,27,39,60,78,86,93,97,122} S = {0,27,39,60,79,84,104,113,114} S = {0,27,39,60,79,84,105,106,115} S = {0,27,39,60,79,85,86,104,115} S = {0,27,39,61,62,76,87,107,112} S = {0,27,39,61,62,79,84,104,115} S = {0,27,39,61,65,76,86,106,112} S = {0,27,39,61,65,78,84,104,114} S = {0,27,39,61,77,87,107,113,126} S = {0,27,39,61,79,85,105,115,126} S = {0,27,39,62,66,76,85,105,112} S = {0,27,39,62,66,77,84,104,113} S = {0,27,39,62,78,87,107,114,125} S = {0,27,39,62,79,86,106,115,125} S = {0,27,41,46,50,71,92,106,117} S = {0,27,41,46,50,74,85,99,120} S = {0,27,41,50,53,71,92,110,113} S = {0,27,41,50,53,78,81,99,120} S = {0,27,41,50,60,71,88,106,113} S = {0,27,41,50,60,78,85,103,120} S = {0,27,41,54,67,77,88,106,113} S = {0,27,41,54,71,92,110,114,117} S = {0,27,41,54,74,77,81,99,120} S = {0,27,41,54,78,85,103,114,124} S = {0,27,42,45,49,71,92,105,118} S = {0,27,42,45,49,73,86,99,120} S = {0,27,42,49,54,71,92,109,114} S = {0,27,42,49,54,77,82,99,120} S = {0,27,42,49,60,71,88,105,114} S = {0,27,42,49,60,77,86,103,120} S = {0,27,42,53,67,78,88,105,114} S = {0,27,42,53,71,92,109,113,118} S = {0,27,42,53,73,78,82,99,120} S = {0,27,42,53,77,86,103,113,124} S = {0,27,43,53,62,70,77,115,120} S = {0,27,43,53,62,71,76,114,121} S = {0,27,43,54,61,69,78,115,120} S = {0,27,43,54,61,71,76,113,122} S = {0,27,43,55,60,69,78,114,121} S = {0,27,43,55,60,70,77,113,122} S = {0,27,44,53,54,71,92,107,112} S = {0,27,44,53,54,79,84,99,120} S = {0,27,44,53,69,92,102,105,112} S = {0,27,44,53,71,89,94,107,114} S = {0,27,44,53,77,84,97,102,120} S = {0,27,44,53,79,86,89,99,122} S = {0,27,44,54,70,92,101,106,112} S = {0,27,44,54,71,90,93,107,113} S = {0,27,44,54,78,84,98,101,120} S = {0,27,44,54,79,85,90,99,121} S = {0,27,44,55,69,70,92,107,112} S = {0,27,44,55,69,78,84,98,121} S = {0,27,44,55,69,78,92,105,114} S = {0,27,44,55,69,94,98,105,112} S = {0,27,44,55,69,94,107,114,121} S = {0,27,44,55,70,77,84,97,122} S = {0,27,44,55,70,77,92,106,113} S = {0,27,44,55,70,93,97,106,112} S = {0,27,44,55,70,93,107,113,122} S = {0,27,44,55,71,85,94,105,114} S = {0,27,44,55,71,86,93,106,113} S = {0,27,44,55,71,92,105,106,112} S = {0,27,44,55,71,92,107,113,114} S = {0,27,44,55,71,93,94,107,112} S = {0,27,44,55,77,78,84,99,120} S = {0,27,44,55,77,86,97,106,120} S = {0,27,44,55,77,86,99,113,122} S = {0,27,44,55,78,85,98,105,120} S = {0,27,44,55,78,85,99,114,121} S = {0,27,44,55,79,84,97,98,120} S = {0,27,44,55,79,84,99,121,122} S = {0,27,44,55,79,85,86,99,120} S = {0,27,44,55,79,85,94,98,121} S = {0,27,44,55,79,86,93,97,122} S = {0,27,45,46,52,71,92,104,115} S = {0,27,45,46,52,76,87,99,120} S = {0,27,45,46,55,71,92,107,112} S = {0,27,45,46,55,79,84,99,120} S = {0,27,45,50,67,86,88,106,113} S = {0,27,45,50,71,92,105,110,117} S = {0,27,45,50,74,81,86,99,120} S = {0,27,45,50,78,85,103,105,124} S = {0,27,45,51,62,70,85,107,120} S = {0,27,45,51,62,71,84,106,121} S = {0,27,45,52,69,92,102,104,113} S = {0,27,45,52,71,89,94,106,115} S = {0,27,45,52,76,85,97,102,120} S = {0,27,45,52,78,87,89,99,122} S = {0,27,45,53,62,70,93,99,120} S = {0,27,45,53,62,71,92,98,121} S = {0,27,45,54,67,78,88,106,117} S = {0,27,45,54,67,85,88,110,113} S = {0,27,45,54,67,92,110,117,120} S = {0,27,45,54,69,78,92,104,115} S = {0,27,45,54,69,94,99,104,113} S = {0,27,45,54,69,94,106,115,120} S = {0,27,45,54,70,85,92,107,112} S = {0,27,45,54,70,93,99,106,112} S = {0,27,45,54,70,93,107,113,120} S = {0,27,45,54,71,74,81,99,124} S = {0,27,45,54,71,76,85,97,122} S = {0,27,45,54,71,78,84,98,121} S = {0,27,45,54,71,78,93,107,112} S = {0,27,45,54,71,85,94,104,115} S = {0,27,45,54,71,88,99,110,117} S = {0,27,45,54,74,81,92,103,120} S = {0,27,45,54,74,85,103,113,124} S = {0,27,45,54,76,87,97,106,120} S = {0,27,45,54,76,87,99,113,122} S = {0,27,45,54,78,81,103,106,124} S = {0,27,45,54,78,87,92,97,122} S = {0,27,45,54,79,84,98,113,120} S = {0,27,45,54,79,84,99,106,121} S = {0,27,45,54,79,85,92,98,121} S = {0,27,45,55,58,70,92,107,113} S = {0,27,45,55,58,78,84,99,121} S = {0,27,45,55,60,70,93,106,113} S = {0,27,45,55,60,78,85,98,121} S = {0,27,45,55,62,70,93,107,112} S = {0,27,45,55,62,79,84,98,121} S = {0,27,45,55,65,70,92,106,112} S = {0,27,45,55,65,78,84,98,120} S = {0,27,45,55,71,93,107,113,126} S = {0,27,45,55,79,85,99,121,126} S = {0,27,45,62,70,72,85,99,112} S = {0,27,45,62,71,72,84,98,113} S = {0,27,45,62,78,93,107,119,120} S = {0,27,45,62,79,92,106,119,121} S = {0,27,46,49,67,85,88,105,114} S = {0,27,46,49,71,92,106,109,118} S = {0,27,46,49,73,82,85,99,120} S = {0,27,46,49,77,86,103,106,124} S = {0,27,46,51,61,69,86,107,120} S = {0,27,46,51,61,71,84,105,122} S = {0,27,46,52,70,92,101,104,114} S = {0,27,46,52,71,90,93,105,115} S = {0,27,46,52,76,86,98,101,120} S = {0,27,46,52,77,87,90,99,121} S = {0,27,46,53,67,77,88,105,118} S = {0,27,46,53,67,86,88,109,114} S = {0,27,46,53,67,92,109,118,120} S = {0,27,46,53,69,86,92,107,112} S = {0,27,46,53,69,94,99,105,112} S = {0,27,46,53,69,94,107,114,120} S = {0,27,46,53,70,77,92,104,115} S = {0,27,46,53,70,93,99,104,114} S = {0,27,46,53,70,93,105,115,120} S = {0,27,46,53,71,73,82,99,124} S = {0,27,46,53,71,76,86,98,121} S = {0,27,46,53,71,77,84,97,122} S = {0,27,46,53,71,77,94,107,112} S = {0,27,46,53,71,86,93,104,115} S = {0,27,46,53,71,88,99,109,118} S = {0,27,46,53,73,82,92,103,120} S = {0,27,46,53,73,86,103,114,124} S = {0,27,46,53,76,87,98,105,120} S = {0,27,46,53,76,87,99,114,121} S = {0,27,46,53,77,82,103,105,124} S = {0,27,46,53,77,87,92,98,121} S = {0,27,46,53,79,84,97,114,120} S = {0,27,46,53,79,84,99,105,122} S = {0,27,46,53,79,86,92,97,122} S = {0,27,46,54,61,69,94,99,120} S = {0,27,46,54,61,71,92,97,122} S = {0,27,46,55,57,69,92,107,114} S = {0,27,46,55,57,77,84,99,122} S = {0,27,46,55,60,69,94,105,114} S = {0,27,46,55,60,77,86,97,122} S = {0,27,46,55,61,69,94,107,112} S = {0,27,46,55,61,79,84,97,122} S = {0,27,46,55,66,69,92,105,112} S = {0,27,46,55,66,77,84,97,120} S = {0,27,46,55,71,94,107,114,125} S = {0,27,46,55,79,86,99,122,125} S = {0,27,46,61,69,72,86,99,112} S = {0,27,46,61,71,72,84,97,114} S = {0,27,46,61,77,94,107,119,120} S = {0,27,46,61,79,92,105,119,122} S = {0,27,47,51,60,69,86,106,121} S = {0,27,47,51,60,70,85,105,122} S = {0,27,47,52,69,70,92,104,115} S = {0,27,47,52,69,76,86,98,121} S = {0,27,47,52,69,86,92,106,113} S = {0,27,47,52,69,94,98,104,113} S = {0,27,47,52,69,94,106,115,121} S = {0,27,47,52,70,76,85,97,122} S = {0,27,47,52,70,85,92,105,114} S = {0,27,47,52,70,93,97,104,114} S = {0,27,47,52,70,93,105,115,122} S = {0,27,47,52,71,77,94,106,113} S = {0,27,47,52,71,78,93,105,114} S = {0,27,47,52,71,92,104,113,114} S = {0,27,47,52,71,92,105,106,115} S = {0,27,47,52,71,93,94,104,115} S = {0,27,47,52,76,85,86,99,120} S = {0,27,47,52,76,87,97,98,120} S = {0,27,47,52,76,87,99,121,122} S = {0,27,47,52,77,78,87,99,120} S = {0,27,47,52,77,86,98,113,120} S = {0,27,47,52,77,86,99,106,121} S = {0,27,47,52,77,87,94,98,121} S = {0,27,47,52,78,85,97,114,120} S = {0,27,47,52,78,85,99,105,122} S = {0,27,47,52,78,87,93,97,122} S = {0,27,47,53,54,71,92,104,115} S = {0,27,47,53,54,76,87,99,120} S = {0,27,47,53,58,70,92,105,115} S = {0,27,47,53,58,76,86,99,121} S = {0,27,47,53,60,70,93,105,114} S = {0,27,47,53,60,77,86,98,121} S = {0,27,47,53,62,70,93,104,115} S = {0,27,47,53,62,76,87,98,121} S = {0,27,47,53,65,70,92,104,114} S = {0,27,47,53,65,76,86,98,120} S = {0,27,47,53,71,93,105,115,126} S = {0,27,47,53,77,87,99,121,126} S = {0,27,47,54,57,69,92,106,115} S = {0,27,47,54,57,76,85,99,122} S = {0,27,47,54,60,69,94,106,113} S = {0,27,47,54,60,78,85,97,122} S = {0,27,47,54,61,69,94,104,115} S = {0,27,47,54,61,76,87,97,122} S = {0,27,47,54,66,69,92,104,113} S = {0,27,47,54,66,76,85,97,120} S = {0,27,47,54,71,94,106,115,125} S = {0,27,47,54,78,87,99,122,125} S = {0,27,47,55,60,69,94,98,121} S = {0,27,47,55,60,70,93,97,122} S = {0,27,47,60,69,72,86,98,113} S = {0,27,47,60,70,72,85,97,114} S = {0,27,47,60,77,94,106,119,121} S = {0,27,47,60,78,93,105,119,122} S = {0,27,53,62,70,77,80,99,104} S = {0,27,53,62,71,76,80,98,105} S = {0,27,53,62,86,93,111,115,120} S = {0,27,53,62,87,92,111,114,121} S = {0,27,54,61,69,78,80,99,104} S = {0,27,54,61,71,76,80,97,106} S = {0,27,54,61,85,94,111,115,120} S = {0,27,54,61,87,92,111,113,122} S = {0,27,55,60,69,78,80,98,105} S = {0,27,55,60,70,77,80,97,106} S = {0,27,55,60,85,94,111,114,121} S = {0,27,55,60,86,93,111,113,122} S = {0,28,37,38,59,75,87,108,112} S = {0,28,37,38,59,79,83,104,116} S = {0,28,37,42,54,70,91,108,112} S = {0,28,37,42,54,79,83,100,121} S = {0,28,37,42,57,73,87,108,112} S = {0,28,37,42,57,79,83,104,118} S = {0,28,37,46,50,70,91,104,116} S = {0,28,37,46,50,75,87,100,121} S = {0,28,37,46,57,75,87,108,114} S = {0,28,37,46,57,77,83,104,116} S = {0,28,37,50,57,75,87,110,112} S = {0,28,37,50,57,79,81,104,116} S = {0,28,37,54,57,75,85,108,112} S = {0,28,37,54,57,79,83,106,116} S = {0,28,37,59,70,73,85,108,112} S = {0,28,37,59,70,77,81,104,116} S = {0,28,37,59,75,87,110,114,121} S = {0,28,37,59,79,83,106,118,121} S = {0,28,38,41,53,69,91,108,112} S = {0,28,38,41,53,79,83,100,122} S = {0,28,38,41,58,74,87,108,112} S = {0,28,38,41,58,79,83,104,117} S = {0,28,38,45,49,69,91,104,116} S = {0,28,38,45,49,75,87,100,122} S = {0,28,38,45,58,75,87,108,113} S = {0,28,38,45,58,78,83,104,116} S = {0,28,38,49,58,75,87,109,112} S = {0,28,38,49,58,79,82,104,116} S = {0,28,38,53,58,75,86,108,112} S = {0,28,38,53,58,79,83,105,116} S = {0,28,38,59,69,74,86,108,112} S = {0,28,38,59,69,78,82,104,116} S = {0,28,38,59,75,87,109,113,122} S = {0,28,38,59,79,83,105,117,122} S = {0,28,39,57,58,75,87,108,112} S = {0,28,39,57,58,79,83,104,116} S = {0,28,39,57,73,85,90,108,112} S = {0,28,39,57,75,87,101,110,114} S = {0,28,39,57,77,81,90,104,116} S = {0,28,39,57,79,83,101,106,118} S = {0,28,39,58,74,86,89,108,112} S = {0,28,39,58,75,87,102,109,113} S = {0,28,39,58,78,82,89,104,116} S = {0,28,39,58,79,83,102,105,117} S = {0,28,39,59,73,74,87,108,112} S = {0,28,39,59,73,78,82,104,117} S = {0,28,39,59,73,78,85,108,114} S = {0,28,39,59,73,82,85,110,112} S = {0,28,39,59,73,87,110,114,117} S = {0,28,39,59,74,77,81,104,118} S = {0,28,39,59,74,77,86,108,113} S = {0,28,39,59,74,81,86,109,112} S = {0,28,39,59,74,87,109,113,118} S = {0,28,39,59,75,85,86,108,112} S = {0,28,39,59,75,85,105,110,114} S = {0,28,39,59,75,86,106,109,113} S = {0,28,39,59,75,87,108,113,114} S = {0,28,39,59,75,87,109,110,112} S = {0,28,39,59,77,78,83,104,116} S = {0,28,39,59,77,81,86,106,116} S = {0,28,39,59,77,83,106,113,118} S = {0,28,39,59,78,82,85,105,116} S = {0,28,39,59,78,83,105,114,117} S = {0,28,39,59,79,81,82,104,116} S = {0,28,39,59,79,81,106,109,118} S = {0,28,39,59,79,82,105,110,117} S = {0,28,39,59,79,83,104,117,118} S = {0,28,39,59,79,83,105,106,116} S = {0,28,41,42,55,71,91,108,112} S = {0,28,41,42,55,79,83,100,120} S = {0,28,41,46,50,71,91,104,117} S = {0,28,41,46,50,74,87,100,120} S = {0,28,41,46,53,71,91,108,114} S = {0,28,41,46,53,77,83,100,120} S = {0,28,41,50,53,71,91,110,112} S = {0,28,41,50,53,79,81,100,120} S = {0,28,41,53,58,71,89,108,112} S = {0,28,41,53,58,79,83,102,120} S = {0,28,41,55,69,74,89,108,112} S = {0,28,41,55,71,91,110,114,117} S = {0,28,41,55,74,77,81,100,120} S = {0,28,41,55,79,83,102,117,122} S = {0,28,42,45,49,71,91,104,118} S = {0,28,42,45,49,73,87,100,120} S = {0,28,42,45,54,71,91,108,113} S = {0,28,42,45,54,78,83,100,120} S = {0,28,42,49,54,71,91,109,112} S = {0,28,42,49,54,79,82,100,120} S = {0,28,42,54,57,71,90,108,112} S = {0,28,42,54,57,79,83,101,120} S = {0,28,42,55,70,73,90,108,112} S = {0,28,42,55,71,91,109,113,118} S = {0,28,42,55,73,78,82,100,120} S = {0,28,42,55,79,83,101,118,121} S = {0,28,43,53,54,71,91,108,112} S = {0,28,43,53,54,79,83,100,120} S = {0,28,43,53,69,86,89,108,112} S = {0,28,43,53,71,91,105,110,114} S = {0,28,43,53,77,81,86,100,120} S = {0,28,43,53,79,83,102,105,122} S = {0,28,43,54,70,85,90,108,112} S = {0,28,43,54,71,91,106,109,113} S = {0,28,43,54,78,82,85,100,120} S = {0,28,43,54,79,83,101,106,121} S = {0,28,43,55,69,70,91,108,112} S = {0,28,43,55,69,78,82,100,121} S = {0,28,43,55,69,78,89,108,114} S = {0,28,43,55,69,82,89,110,112} S = {0,28,43,55,69,91,110,114,121} S = {0,28,43,55,70,77,81,100,122} S = {0,28,43,55,70,77,90,108,113} S = {0,28,43,55,70,81,90,109,112} S = {0,28,43,55,70,91,109,113,122} S = {0,28,43,55,71,89,90,108,112} S = {0,28,43,55,71,89,101,110,114} S = {0,28,43,55,71,90,102,109,113} S = {0,28,43,55,71,91,108,113,114} S = {0,28,43,55,71,91,109,110,112} S = {0,28,43,55,77,78,83,100,120} S = {0,28,43,55,77,81,90,102,120} S = {0,28,43,55,77,83,102,113,122} S = {0,28,43,55,78,82,89,101,120} S = {0,28,43,55,78,83,101,114,121} S = {0,28,43,55,79,81,82,100,120} S = {0,28,43,55,79,81,102,109,122} S = {0,28,43,55,79,82,101,110,121} S = {0,28,43,55,79,83,100,121,122} S = {0,28,43,55,79,83,101,102,120} S = {0,28,45,46,51,71,91,104,116} S = {0,28,45,46,51,75,87,100,120} S = {0,28,45,49,54,71,91,106,116} S = {0,28,45,49,54,75,85,100,120} S = {0,28,45,49,58,71,89,104,116} S = {0,28,45,49,58,75,87,102,120} S = {0,28,45,51,69,78,89,104,116} S = {0,28,45,51,71,91,106,113,118} S = {0,28,45,51,73,78,85,100,120} S = {0,28,45,51,75,87,102,113,122} S = {0,28,46,50,53,71,91,105,116} S = {0,28,46,50,53,75,86,100,120} S = {0,28,46,50,57,71,90,104,116} S = {0,28,46,50,57,75,87,101,120} S = {0,28,46,51,70,77,90,104,116} S = {0,28,46,51,71,91,105,114,117} S = {0,28,46,51,74,77,86,100,120} S = {0,28,46,51,75,87,101,114,121} S = {0,28,47,49,50,71,91,104,116} S = {0,28,47,49,50,75,87,100,120} S = {0,28,47,49,69,82,89,104,116} S = {0,28,47,49,71,91,106,109,118} S = {0,28,47,49,73,82,85,100,120} S = {0,28,47,49,75,87,102,109,122} S = {0,28,47,50,70,81,90,104,116} S = {0,28,47,50,71,91,105,110,117} S = {0,28,47,50,74,81,86,100,120} S = {0,28,47,50,75,87,101,110,121} S = {0,28,47,51,69,70,91,104,116} S = {0,28,47,51,69,74,86,100,121} S = {0,28,47,51,69,74,89,104,118} S = {0,28,47,51,69,86,89,106,116} S = {0,28,47,51,69,91,106,118,121} S = {0,28,47,51,70,73,85,100,122} S = {0,28,47,51,70,73,90,104,117} S = {0,28,47,51,70,85,90,105,116} S = {0,28,47,51,70,91,105,117,122} S = {0,28,47,51,71,89,90,104,116} S = {0,28,47,51,71,89,101,106,118} S = {0,28,47,51,71,90,102,105,117} S = {0,28,47,51,71,91,104,117,118} S = {0,28,47,51,71,91,105,106,116} S = {0,28,47,51,73,74,87,100,120} S = {0,28,47,51,73,85,90,102,120} S = {0,28,47,51,73,87,102,117,122} S = {0,28,47,51,74,86,89,101,120} S = {0,28,47,51,74,87,101,118,121} S = {0,28,47,51,75,85,86,100,120} S = {0,28,47,51,75,85,102,105,122} S = {0,28,47,51,75,86,101,106,121} S = {0,28,47,51,75,87,100,121,122} S = {0,28,47,51,75,87,101,102,120} S = {0,29,30,39,56,75,84,108,115} S = {0,29,30,39,56,76,83,107,116} S = {0,29,30,39,59,75,87,108,112} S = {0,29,30,39,59,79,83,104,116} S = {0,29,30,43,52,71,88,108,115} S = {0,29,30,43,52,76,83,103,120} S = {0,29,30,43,55,71,91,108,112} S = {0,29,30,43,55,79,83,100,120} S = {0,29,30,44,51,71,88,107,116} S = {0,29,30,44,51,75,84,103,120} S = {0,29,30,47,51,71,91,104,116} S = {0,29,30,47,51,75,87,100,120} S = {0,29,33,38,58,75,87,108,112} S = {0,29,33,38,58,79,83,104,116} S = {0,29,33,42,54,71,91,108,112} S = {0,29,33,42,54,79,83,100,120} S = {0,29,33,46,50,71,91,104,116} S = {0,29,33,46,50,75,87,100,120} S = {0,29,35,36,58,78,87,105,112} S = {0,29,35,36,58,79,86,104,113} S = {0,29,35,38,58,74,87,109,112} S = {0,29,35,38,58,79,82,104,117} S = {0,29,35,40,54,78,91,101,112} S = {0,29,35,40,54,79,90,100,113} S = {0,29,35,42,54,70,91,109,112} S = {0,29,35,42,54,79,82,100,121} S = {0,29,35,46,48,86,91,101,104} S = {0,29,35,46,48,87,90,100,105} S = {0,29,35,46,50,70,91,104,117} S = {0,29,35,46,50,74,87,100,121} S = {0,29,35,46,54,70,91,101,120} S = {0,29,35,46,54,71,90,100,121} S = {0,29,35,46,58,74,87,105,116} S = {0,29,35,46,58,75,86,104,117} S = {0,29,35,46,70,75,101,104,114} S = {0,29,35,46,71,74,100,105,114} S = {0,29,35,46,77,86,91,117,120} S = {0,29,35,46,77,87,90,116,121} S = {0,29,35,54,58,78,83,109,112} S = {0,29,35,54,58,79,82,108,113} S = {0,29,35,54,70,83,101,106,112} S = {0,29,35,54,71,82,100,106,113} S = {0,29,35,54,78,85,91,109,120} S = {0,29,35,54,79,85,90,108,121} S = {0,29,35,58,74,83,102,105,112} S = {0,29,35,58,75,82,102,104,113} S = {0,29,35,58,78,87,89,109,116} S = {0,29,35,58,79,86,89,108,117} S = {0,29,35,62,70,74,83,109,112} S = {0,29,35,62,70,75,82,104,117} S = {0,29,35,62,70,75,83,101,120} S = {0,29,35,62,70,91,101,104,112} S = {0,29,35,62,70,91,109,117,120} S = {0,29,35,62,71,74,82,100,121} S = {0,29,35,62,71,74,83,105,116} S = {0,29,35,62,71,75,82,108,113} S = {0,29,35,62,71,90,100,105,113} S = {0,29,35,62,71,90,108,116,121} S = {0,29,35,62,74,87,100,105,112} S = {0,29,35,62,74,87,109,116,121} S = {0,29,35,62,75,86,101,104,113} S = {0,29,35,62,75,86,108,117,120} S = {0,29,35,62,78,83,101,105,112} S = {0,29,35,62,78,83,109,116,120} S = {0,29,35,62,78,86,91,101,120} S = {0,29,35,62,78,87,90,105,116} S = {0,29,35,62,78,87,91,109,112} S = {0,29,35,62,79,82,100,104,113} S = {0,29,35,62,79,82,108,117,121} S = {0,29,35,62,79,86,90,108,113} S = {0,29,35,62,79,86,91,104,117} S = {0,29,35,62,79,87,90,100,121} S = {0,29,36,42,51,71,94,105,112} S = {0,29,36,42,51,79,86,97,120} S = {0,29,36,43,50,71,94,104,113} S = {0,29,36,43,50,78,87,97,120} S = {0,29,37,43,56,73,86,108,113} S = {0,29,37,43,56,78,83,105,118} S = {0,29,37,46,56,75,86,108,115} S = {0,29,37,46,56,76,83,105,116} S = {0,29,37,51,56,75,86,110,113} S = {0,29,37,51,56,78,81,105,116} S = {0,29,37,54,56,75,84,108,113} S = {0,29,37,54,56,78,83,107,116} S = {0,29,37,58,71,73,84,108,113} S = {0,29,37,58,71,76,81,105,116} S = {0,29,37,58,75,86,110,115,120} S = {0,29,37,58,78,83,107,118,120} S = {0,29,38,40,51,75,94,101,112} S = {0,29,38,40,51,79,90,97,116} S = {0,29,38,42,51,67,94,109,112} S = {0,29,38,42,51,79,82,97,124} S = {0,29,38,43,48,83,94,101,104} S = {0,29,38,43,48,87,90,97,108} S = {0,29,38,43,50,67,94,104,117} S = {0,29,38,43,50,74,87,97,124} S = {0,29,38,43,51,67,94,101,120} S = {0,29,38,43,51,71,90,97,124} S = {0,29,38,43,58,74,87,108,113} S = {0,29,38,43,58,78,83,104,117} S = {0,29,38,43,67,78,101,104,114} S = {0,29,38,43,71,74,97,108,114} S = {0,29,38,43,77,83,94,117,120} S = {0,29,38,43,77,87,90,113,124} S = {0,29,38,51,58,75,86,109,112} S = {0,29,38,51,58,79,82,105,116} S = {0,29,38,51,67,86,101,106,112} S = {0,29,38,51,71,82,97,106,116} S = {0,29,38,51,75,85,94,109,120} S = {0,29,38,51,79,85,90,105,124} S = {0,29,38,58,74,86,99,108,112} S = {0,29,38,58,75,87,92,109,113} S = {0,29,38,58,78,82,99,104,116} S = {0,29,38,58,79,83,92,105,117} S = {0,29,38,59,67,74,86,109,112} S = {0,29,38,59,67,78,82,104,117} S = {0,29,38,59,67,78,86,101,120} S = {0,29,38,59,67,94,101,104,112} S = {0,29,38,59,67,94,109,117,120} S = {0,29,38,59,71,74,82,97,124} S = {0,29,38,59,71,74,86,108,113} S = {0,29,38,59,71,78,82,105,116} S = {0,29,38,59,71,90,97,108,116} S = {0,29,38,59,71,90,105,113,124} S = {0,29,38,59,74,87,97,108,112} S = {0,29,38,59,74,87,109,113,124} S = {0,29,38,59,75,83,94,101,120} S = {0,29,38,59,75,86,101,108,112} S = {0,29,38,59,75,86,109,113,120} S = {0,29,38,59,75,87,90,108,113} S = {0,29,38,59,75,87,94,109,112} S = {0,29,38,59,78,83,101,104,116} S = {0,29,38,59,78,83,105,117,120} S = {0,29,38,59,79,82,97,104,116} S = {0,29,38,59,79,82,105,117,124} S = {0,29,38,59,79,83,90,105,116} S = {0,29,38,59,79,83,94,104,117} S = {0,29,38,59,79,87,90,97,124} S = {0,29,39,40,50,75,94,100,113} S = {0,29,39,40,50,78,91,97,116} S = {0,29,39,41,52,69,90,108,113} S = {0,29,39,41,52,78,83,101,122} S = {0,29,39,42,48,83,94,100,105} S = {0,29,39,42,48,86,91,97,108} S = {0,29,39,42,50,67,94,100,121} S = {0,29,39,42,50,70,91,97,124} S = {0,29,39,42,51,67,94,105,116} S = {0,29,39,42,51,75,86,97,124} S = {0,29,39,42,54,70,91,108,113} S = {0,29,39,42,54,78,83,100,121} S = {0,29,39,42,67,78,100,105,114} S = {0,29,39,42,70,75,97,108,114} S = {0,29,39,42,77,83,94,116,121} S = {0,29,39,42,77,86,91,113,124} S = {0,29,39,43,50,67,94,108,113} S = {0,29,39,43,50,78,83,97,124} S = {0,29,39,43,62,78,83,109,112} S = {0,29,39,43,62,79,82,108,113} S = {0,29,39,44,49,69,90,105,116} S = {0,29,39,44,49,75,86,101,122} S = {0,29,39,46,50,70,91,105,116} S = {0,29,39,46,50,75,86,100,121} S = {0,29,39,46,59,75,86,109,112} S = {0,29,39,46,59,79,82,105,116} S = {0,29,39,50,67,86,100,106,113} S = {0,29,39,50,70,83,97,106,116} S = {0,29,39,50,75,85,94,108,121} S = {0,29,39,50,78,85,91,105,124} S = {0,29,39,51,62,74,87,105,116} S = {0,29,39,51,62,75,86,104,117} S = {0,29,39,54,59,74,87,108,113} S = {0,29,39,54,59,78,83,104,117} S = {0,29,39,56,73,84,90,108,113} S = {0,29,39,56,75,86,101,110,115} S = {0,29,39,56,76,81,90,105,116} S = {0,29,39,56,78,83,101,107,118} S = {0,29,39,57,62,74,83,109,116} S = {0,29,39,57,62,75,82,108,117} S = {0,29,39,58,67,78,86,100,121} S = {0,29,39,58,67,94,100,105,113} S = {0,29,39,58,67,94,108,116,121} S = {0,29,39,58,70,75,83,97,124} S = {0,29,39,58,70,91,97,108,116} S = {0,29,39,58,70,91,105,113,124} S = {0,29,39,58,73,78,84,108,115} S = {0,29,39,58,73,83,84,110,113} S = {0,29,39,58,73,86,110,115,116} S = {0,29,39,58,74,83,86,109,112} S = {0,29,39,58,74,87,105,108,112} S = {0,29,39,58,74,87,109,113,116} S = {0,29,39,58,75,76,81,105,118} S = {0,29,39,58,75,78,82,104,117} S = {0,29,39,58,75,78,87,109,112} S = {0,29,39,58,75,83,94,100,121} S = {0,29,39,58,75,84,105,110,115} S = {0,29,39,58,76,81,86,107,116} S = {0,29,39,58,76,83,107,113,118} S = {0,29,39,58,78,81,107,108,118} S = {0,29,39,58,78,86,91,97,124} S = {0,29,39,58,79,82,104,113,116} S = {0,29,39,58,79,82,105,108,117} S = {0,29,39,58,79,83,86,104,117} S = {0,29,39,59,60,74,86,109,113} S = {0,29,39,59,60,78,82,105,117} S = {0,29,39,59,62,74,87,109,112} S = {0,29,39,59,62,79,82,104,117} S = {0,29,39,59,65,74,86,108,112} S = {0,29,39,59,65,78,82,104,116} S = {0,29,39,59,75,87,109,113,126} S = {0,29,39,59,79,83,105,117,126} S = {0,29,39,62,68,74,83,105,112} S = {0,29,39,62,68,75,82,104,113} S = {0,29,39,62,78,87,109,116,123} S = {0,29,39,62,79,86,108,117,123} S = {0,29,41,46,52,71,90,108,115} S = {0,29,41,46,52,76,83,101,120} S = {0,29,41,51,52,71,90,110,113} S = {0,29,41,51,52,78,81,101,120} S = {0,29,41,52,58,71,88,108,113} S = {0,29,41,52,58,78,83,103,120} S = {0,29,41,54,69,75,88,108,113} S = {0,29,41,54,71,90,110,115,116} S = {0,29,41,54,75,76,81,101,120} S = {0,29,41,54,78,83,103,116,122} S = {0,29,42,51,54,71,90,109,112} S = {0,29,42,51,54,79,82,101,120} S = {0,29,42,51,67,90,102,105,112} S = {0,29,42,51,71,89,94,109,116} S = {0,29,42,51,75,82,97,102,120} S = {0,29,42,51,79,86,89,101,124} S = {0,29,42,54,70,90,99,108,112} S = {0,29,42,54,71,91,92,109,113} S = {0,29,42,54,78,82,99,100,120} S = {0,29,42,54,79,83,92,101,121} S = {0,29,42,55,67,70,90,109,112} S = {0,29,42,55,67,78,82,100,121} S = {0,29,42,55,67,78,90,105,116} S = {0,29,42,55,67,94,100,105,112} S = {0,29,42,55,67,94,109,116,121} S = {0,29,42,55,70,75,82,97,124} S = {0,29,42,55,70,75,90,108,113} S = {0,29,42,55,70,91,97,108,112} S = {0,29,42,55,70,91,109,113,124} S = {0,29,42,55,71,83,94,105,116} S = {0,29,42,55,71,86,91,108,113} S = {0,29,42,55,71,90,105,108,112} S = {0,29,42,55,71,90,109,113,116} S = {0,29,42,55,71,91,94,109,112} S = {0,29,42,55,75,78,82,101,120} S = {0,29,42,55,75,86,97,108,120} S = {0,29,42,55,75,86,101,113,124} S = {0,29,42,55,78,83,100,105,120} S = {0,29,42,55,78,83,101,116,121} S = {0,29,42,55,79,82,97,100,120} S = {0,29,42,55,79,82,101,121,124} S = {0,29,42,55,79,83,86,101,120} S = {0,29,42,55,79,83,94,100,121} S = {0,29,42,55,79,86,91,97,124} S = {0,29,43,44,49,71,90,105,118} S = {0,29,43,44,49,73,86,101,120} S = {0,29,43,46,50,71,90,104,117} S = {0,29,43,46,50,74,87,101,120} S = {0,29,43,46,55,71,90,109,112} S = {0,29,43,46,55,79,82,101,120} S = {0,29,43,50,67,90,102,104,113} S = {0,29,43,50,71,89,94,108,117} S = {0,29,43,50,74,83,97,102,120} S = {0,29,43,50,78,87,89,101,124} S = {0,29,43,51,62,70,91,101,120} S = {0,29,43,51,62,71,90,100,121} S = {0,29,43,52,69,86,88,108,113} S = {0,29,43,52,71,90,105,110,115} S = {0,29,43,52,76,81,86,101,120} S = {0,29,43,52,78,83,103,105,122} S = {0,29,43,53,62,70,83,109,120} S = {0,29,43,53,62,71,82,108,121} S = {0,29,43,54,67,78,90,104,117} S = {0,29,43,54,67,94,101,104,113} S = {0,29,43,54,67,94,108,117,120} S = {0,29,43,54,69,78,88,108,115} S = {0,29,43,54,69,83,88,110,113} S = {0,29,43,54,69,90,110,115,120} S = {0,29,43,54,70,83,90,109,112} S = {0,29,43,54,70,91,101,108,112} S = {0,29,43,54,70,91,109,113,120} S = {0,29,43,54,71,74,83,97,124} S = {0,29,43,54,71,76,81,101,122} S = {0,29,43,54,71,78,82,100,121} S = {0,29,43,54,71,78,91,109,112} S = {0,29,43,54,71,83,94,104,117} S = {0,29,43,54,71,88,101,110,115} S = {0,29,43,54,74,87,97,108,120} S = {0,29,43,54,74,87,101,113,124} S = {0,29,43,54,76,81,90,103,120} S = {0,29,43,54,76,83,103,113,122} S = {0,29,43,54,78,81,103,108,122} S = {0,29,43,54,78,87,90,97,124} S = {0,29,43,54,79,82,100,113,120} S = {0,29,43,54,79,82,101,108,121} S = {0,29,43,54,79,83,90,100,121} S = {0,29,43,55,58,70,91,108,113} S = {0,29,43,55,58,78,83,100,121} S = {0,29,43,55,60,70,90,109,113} S = {0,29,43,55,60,78,82,101,121} S = {0,29,43,55,62,70,91,109,112} S = {0,29,43,55,62,79,82,100,121} S = {0,29,43,55,65,70,90,108,112} S = {0,29,43,55,65,78,82,100,120} S = {0,29,43,55,71,91,109,113,126} S = {0,29,43,55,79,83,101,121,126} S = {0,29,43,62,70,72,83,101,112} S = {0,29,43,62,71,72,82,100,113} S = {0,29,43,62,78,91,109,119,120} S = {0,29,43,62,79,90,108,119,121} S = {0,29,44,49,54,71,90,107,116} S = {0,29,44,49,54,75,84,101,120} S = {0,29,44,49,58,71,88,105,116} S = {0,29,44,49,58,75,86,103,120} S = {0,29,44,51,69,78,88,105,116} S = {0,29,44,51,71,90,107,113,118} S = {0,29,44,51,73,78,84,101,120} S = {0,29,44,51,75,86,103,113,122} S = {0,29,45,51,62,70,75,117,120} S = {0,29,45,51,62,71,74,116,121} S = {0,29,45,54,59,67,78,117,120} S = {0,29,45,54,59,71,74,113,124} S = {0,29,45,55,58,67,78,116,121} S = {0,29,45,55,58,70,75,113,124} S = {0,29,46,49,69,83,88,105,116} S = {0,29,46,49,71,90,107,108,118} S = {0,29,46,49,73,83,84,101,120} S = {0,29,46,49,75,86,103,108,122} S = {0,29,46,50,70,90,99,104,116} S = {0,29,46,50,71,91,92,105,117} S = {0,29,46,50,74,86,99,100,120} S = {0,29,46,50,75,87,92,101,121} S = {0,29,46,51,67,86,90,109,112} S = {0,29,46,51,67,94,101,105,112} S = {0,29,46,51,67,94,109,116,120} S = {0,29,46,51,69,75,88,105,118} S = {0,29,46,51,69,86,88,107,116} S = {0,29,46,51,69,90,107,118,120} S = {0,29,46,51,70,75,90,104,117} S = {0,29,46,51,70,91,101,104,116} S = {0,29,46,51,70,91,105,117,120} S = {0,29,46,51,71,73,84,101,122} S = {0,29,46,51,71,74,86,100,121} S = {0,29,46,51,71,75,82,97,124} S = {0,29,46,51,71,75,94,109,112} S = {0,29,46,51,71,86,91,104,117} S = {0,29,46,51,71,88,101,107,118} S = {0,29,46,51,73,84,90,103,120} S = {0,29,46,51,73,86,103,116,122} S = {0,29,46,51,74,87,100,105,120} S = {0,29,46,51,74,87,101,116,121} S = {0,29,46,51,75,84,103,105,122} S = {0,29,46,51,75,87,90,100,121} S = {0,29,46,51,79,82,97,116,120} S = {0,29,46,51,79,82,101,105,124} S = {0,29,46,51,79,86,90,97,124} S = {0,29,46,53,59,67,86,109,120} S = {0,29,46,53,59,71,82,105,124} S = {0,29,46,54,59,67,94,101,120} S = {0,29,46,54,59,71,90,97,124} S = {0,29,46,55,57,67,90,109,116} S = {0,29,46,55,57,75,82,101,124} S = {0,29,46,55,58,67,94,105,116} S = {0,29,46,55,58,75,86,97,124} S = {0,29,46,55,59,67,94,109,112} S = {0,29,46,55,59,79,82,97,124} S = {0,29,46,55,67,68,90,105,112} S = {0,29,46,55,68,75,82,97,120} S = {0,29,46,55,71,94,109,116,123} S = {0,29,46,55,79,86,101,123,124} S = {0,29,46,59,67,72,86,101,112} S = {0,29,46,59,71,72,82,97,116} S = {0,29,46,59,75,94,109,119,120} S = {0,29,46,59,79,90,105,119,124} S = {0,29,47,50,67,70,90,104,117} S = {0,29,47,50,67,74,86,100,121} S = {0,29,47,50,67,86,90,108,113} S = {0,29,47,50,67,94,100,104,113} S = {0,29,47,50,67,94,108,117,121} S = {0,29,47,50,70,74,83,97,124} S = {0,29,47,50,70,83,90,105,116} S = {0,29,47,50,70,91,97,104,116} S = {0,29,47,50,70,91,105,117,124} S = {0,29,47,50,71,75,94,108,113} S = {0,29,47,50,71,78,91,105,116} S = {0,29,47,50,71,90,104,113,116} S = {0,29,47,50,71,90,105,108,117} S = {0,29,47,50,71,91,94,104,117} S = {0,29,47,50,74,83,86,101,120} S = {0,29,47,50,74,87,97,100,120} S = {0,29,47,50,74,87,101,121,124} S = {0,29,47,50,75,78,87,101,120} S = {0,29,47,50,75,86,100,113,120} S = {0,29,47,50,75,86,101,108,121} S = {0,29,47,50,75,87,94,100,121} S = {0,29,47,50,78,83,97,116,120} S = {0,29,47,50,78,83,101,105,124} S = {0,29,47,50,78,87,91,97,124} S = {0,29,47,51,54,71,90,104,117} S = {0,29,47,51,54,74,87,101,120} S = {0,29,47,51,58,70,91,105,116} S = {0,29,47,51,58,75,86,100,121} S = {0,29,47,51,60,70,90,105,117} S = {0,29,47,51,60,74,86,101,121} S = {0,29,47,51,62,70,91,104,117} S = {0,29,47,51,62,74,87,100,121} S = {0,29,47,51,65,70,90,104,116} S = {0,29,47,51,65,74,86,100,120} S = {0,29,47,51,71,91,105,117,126} S = {0,29,47,51,75,87,101,121,126} S = {0,29,47,53,58,67,86,108,121} S = {0,29,47,53,58,70,83,105,124} S = {0,29,47,54,57,67,90,108,117} S = {0,29,47,54,57,74,83,101,124} S = {0,29,47,54,58,67,94,108,113} S = {0,29,47,54,58,78,83,97,124} S = {0,29,47,54,59,67,94,104,117} S = {0,29,47,54,59,74,87,97,124} S = {0,29,47,54,67,68,90,104,113} S = {0,29,47,54,68,74,83,97,120} S = {0,29,47,54,71,94,108,117,123} S = {0,29,47,54,78,87,101,123,124} S = {0,29,47,55,58,67,94,100,121} S = {0,29,47,55,58,70,91,97,124} S = {0,29,47,58,67,72,86,100,113} S = {0,29,47,58,70,72,83,97,116} S = {0,29,47,58,75,94,108,119,121} S = {0,29,47,58,78,91,105,119,124} S = {0,29,51,62,70,75,80,101,104} S = {0,29,51,62,71,74,80,100,105} S = {0,29,51,62,86,91,111,117,120} S = {0,29,51,62,87,90,111,116,121} S = {0,29,54,59,67,78,80,101,104} S = {0,29,54,59,71,74,80,97,108} S = {0,29,54,59,83,94,111,117,120} S = {0,29,54,59,87,90,111,113,124} S = {0,29,55,58,67,78,80,100,105} S = {0,29,55,58,70,75,80,97,108} S = {0,29,55,58,83,94,111,116,121} S = {0,29,55,58,86,91,111,113,124} S = {0,30,34,37,57,75,87,108,112} S = {0,30,34,37,57,79,83,104,116} S = {0,30,34,41,53,71,91,108,112} S = {0,30,34,41,53,79,83,100,120} S = {0,30,34,45,49,71,91,104,116} S = {0,30,34,45,49,75,87,100,120} S = {0,30,35,36,57,77,87,106,112} S = {0,30,35,36,57,79,85,104,114} S = {0,30,35,37,57,73,87,110,112} S = {0,30,35,37,57,79,81,104,118} S = {0,30,35,40,53,77,91,102,112} S = {0,30,35,40,53,79,89,100,114} S = {0,30,35,41,53,69,91,110,112} S = {0,30,35,41,53,79,81,100,122} S = {0,30,35,45,48,85,91,102,104} S = {0,30,35,45,48,87,89,100,106} S = {0,30,35,45,49,69,91,104,118} S = {0,30,35,45,49,73,87,100,122} S = {0,30,35,45,53,69,91,102,120} S = {0,30,35,45,53,71,89,100,122} S = {0,30,35,45,57,73,87,106,116} S = {0,30,35,45,57,75,85,104,118} S = {0,30,35,45,69,75,102,104,113} S = {0,30,35,45,71,73,100,106,113} S = {0,30,35,45,78,85,91,118,120} S = {0,30,35,45,78,87,89,116,122} S = {0,30,35,53,57,77,83,110,112} S = {0,30,35,53,57,79,81,108,114} S = {0,30,35,53,69,83,102,105,112} S = {0,30,35,53,71,81,100,105,114} S = {0,30,35,53,77,86,91,110,120} S = {0,30,35,53,79,86,89,108,122} S = {0,30,35,57,73,83,101,106,112} S = {0,30,35,57,75,81,101,104,114} S = {0,30,35,57,77,87,90,110,116} S = {0,30,35,57,79,85,90,108,118} S = {0,30,35,61,69,73,83,110,112} S = {0,30,35,61,69,75,81,104,118} S = {0,30,35,61,69,75,83,102,120} S = {0,30,35,61,69,91,102,104,112} S = {0,30,35,61,69,91,110,118,120} S = {0,30,35,61,71,73,81,100,122} S = {0,30,35,61,71,73,83,106,116} S = {0,30,35,61,71,75,81,108,114} S = {0,30,35,61,71,89,100,106,114} S = {0,30,35,61,71,89,108,116,122} S = {0,30,35,61,73,87,100,106,112} S = {0,30,35,61,73,87,110,116,122} S = {0,30,35,61,75,85,102,104,114} S = {0,30,35,61,75,85,108,118,120} S = {0,30,35,61,77,83,102,106,112} S = {0,30,35,61,77,83,110,116,120} S = {0,30,35,61,77,85,91,102,120} S = {0,30,35,61,77,87,89,106,116} S = {0,30,35,61,77,87,91,110,112} S = {0,30,35,61,79,81,100,104,114} S = {0,30,35,61,79,81,108,118,122} S = {0,30,35,61,79,85,89,108,114} S = {0,30,35,61,79,85,91,104,118} S = {0,30,35,61,79,87,89,100,122} S = {0,30,36,41,51,71,93,106,112} S = {0,30,36,41,51,79,85,98,120} S = {0,30,36,43,49,71,93,104,114} S = {0,30,36,43,49,77,87,98,120} S = {0,30,37,40,51,75,93,102,112} S = {0,30,37,40,51,79,89,98,116} S = {0,30,37,41,51,67,93,110,112} S = {0,30,37,41,51,79,81,98,124} S = {0,30,37,43,48,83,93,102,104} S = {0,30,37,43,48,87,89,98,108} S = {0,30,37,43,49,67,93,104,118} S = {0,30,37,43,49,73,87,98,124} S = {0,30,37,43,51,67,93,102,120} S = {0,30,37,43,51,71,89,98,124} S = {0,30,37,43,57,73,87,108,114} S = {0,30,37,43,57,77,83,104,118} S = {0,30,37,43,67,77,102,104,113} S = {0,30,37,43,71,73,98,108,113} S = {0,30,37,43,78,83,93,118,120} S = {0,30,37,43,78,87,89,114,124} S = {0,30,37,51,57,75,85,110,112} S = {0,30,37,51,57,79,81,106,116} S = {0,30,37,51,67,85,102,105,112} S = {0,30,37,51,71,81,98,105,116} S = {0,30,37,51,75,86,93,110,120} S = {0,30,37,51,79,86,89,106,124} S = {0,30,37,57,73,85,99,108,112} S = {0,30,37,57,75,87,92,110,114} S = {0,30,37,57,77,81,99,104,116} S = {0,30,37,57,79,83,92,106,118} S = {0,30,37,59,67,73,85,110,112} S = {0,30,37,59,67,77,81,104,118} S = {0,30,37,59,67,77,85,102,120} S = {0,30,37,59,67,93,102,104,112} S = {0,30,37,59,67,93,110,118,120} S = {0,30,37,59,71,73,81,98,124} S = {0,30,37,59,71,73,85,108,114} S = {0,30,37,59,71,77,81,106,116} S = {0,30,37,59,71,89,98,108,116} S = {0,30,37,59,71,89,106,114,124} S = {0,30,37,59,73,87,98,108,112} S = {0,30,37,59,73,87,110,114,124} S = {0,30,37,59,75,83,93,102,120} S = {0,30,37,59,75,85,102,108,112} S = {0,30,37,59,75,85,110,114,120} S = {0,30,37,59,75,87,89,108,114} S = {0,30,37,59,75,87,93,110,112} S = {0,30,37,59,77,83,102,104,116} S = {0,30,37,59,77,83,106,118,120} S = {0,30,37,59,79,81,98,104,116} S = {0,30,37,59,79,81,106,118,124} S = {0,30,37,59,79,83,89,106,116} S = {0,30,37,59,79,83,93,104,118} S = {0,30,37,59,79,87,89,98,124} S = {0,30,38,43,56,74,85,108,114} S = {0,30,38,43,56,77,83,106,117} S = {0,30,38,45,56,75,85,108,115} S = {0,30,38,45,56,76,83,106,116} S = {0,30,38,51,56,75,85,109,114} S = {0,30,38,51,56,77,82,106,116} S = {0,30,38,53,56,75,84,108,114} S = {0,30,38,53,56,77,83,107,116} S = {0,30,38,57,71,74,84,108,114} S = {0,30,38,57,71,76,82,106,116} S = {0,30,38,57,75,85,109,115,120} S = {0,30,38,57,77,83,107,117,120} S = {0,30,39,40,49,75,93,100,114} S = {0,30,39,40,49,77,91,98,116} S = {0,30,39,41,48,83,93,100,106} S = {0,30,39,41,48,85,91,98,108} S = {0,30,39,41,49,67,93,100,122} S = {0,30,39,41,49,69,91,98,124} S = {0,30,39,41,51,67,93,106,116} S = {0,30,39,41,51,75,85,98,124} S = {0,30,39,41,53,69,91,108,114} S = {0,30,39,41,53,77,83,100,122} S = {0,30,39,41,67,77,100,106,113} S = {0,30,39,41,69,75,98,108,113} S = {0,30,39,41,78,83,93,116,122} S = {0,30,39,41,78,85,91,114,124} S = {0,30,39,42,52,70,89,108,114} S = {0,30,39,42,52,77,83,102,121} S = {0,30,39,43,49,67,93,108,114} S = {0,30,39,43,49,77,83,98,124} S = {0,30,39,43,61,77,83,110,112} S = {0,30,39,43,61,79,81,108,114} S = {0,30,39,44,50,70,89,106,116} S = {0,30,39,44,50,75,85,102,121} S = {0,30,39,45,49,69,91,106,116} S = {0,30,39,45,49,75,85,100,122} S = {0,30,39,45,59,75,85,110,112} S = {0,30,39,45,59,79,81,106,116} S = {0,30,39,49,67,85,100,105,114} S = {0,30,39,49,69,83,98,105,116} S = {0,30,39,49,75,86,93,108,122} S = {0,30,39,49,77,86,91,106,124} S = {0,30,39,51,61,73,87,106,116} S = {0,30,39,51,61,75,85,104,118} S = {0,30,39,53,59,73,87,108,114} S = {0,30,39,53,59,77,83,104,118} S = {0,30,39,56,74,84,89,108,114} S = {0,30,39,56,75,85,102,109,115} S = {0,30,39,56,76,82,89,106,116} S = {0,30,39,56,77,83,102,107,117} S = {0,30,39,57,67,77,85,100,122} S = {0,30,39,57,67,93,100,106,114} S = {0,30,39,57,67,93,108,116,122} S = {0,30,39,57,69,75,83,98,124} S = {0,30,39,57,69,91,98,108,116} S = {0,30,39,57,69,91,106,114,124} S = {0,30,39,57,73,83,85,110,112} S = {0,30,39,57,73,87,106,108,112} S = {0,30,39,57,73,87,110,114,116} S = {0,30,39,57,74,77,84,108,115} S = {0,30,39,57,74,83,84,109,114} S = {0,30,39,57,74,85,109,115,116} S = {0,30,39,57,75,76,82,106,117} S = {0,30,39,57,75,77,81,104,118} S = {0,30,39,57,75,77,87,110,112} S = {0,30,39,57,75,83,93,100,122} S = {0,30,39,57,75,84,106,109,115} S = {0,30,39,57,76,82,85,107,116} S = {0,30,39,57,76,83,107,114,117} S = {0,30,39,57,77,82,107,108,117} S = {0,30,39,57,77,85,91,98,124} S = {0,30,39,57,79,81,104,114,116} S = {0,30,39,57,79,81,106,108,118} S = {0,30,39,57,79,83,85,104,118} S = {0,30,39,58,61,73,83,110,116} S = {0,30,39,58,61,75,81,108,118} S = {0,30,39,59,60,73,85,110,114} S = {0,30,39,59,60,77,81,106,118} S = {0,30,39,59,61,73,87,110,112} S = {0,30,39,59,61,79,81,104,118} S = {0,30,39,59,66,73,85,108,112} S = {0,30,39,59,66,77,81,104,116} S = {0,30,39,59,75,87,110,114,125} S = {0,30,39,59,79,83,106,118,125} S = {0,30,39,61,68,73,83,106,112} S = {0,30,39,61,68,75,81,104,114} S = {0,30,39,61,77,87,110,116,123} S = {0,30,39,61,79,85,108,118,123} S = {0,30,41,51,53,71,89,110,112} S = {0,30,41,51,53,79,81,102,120} S = {0,30,41,51,67,89,101,106,112} S = {0,30,41,51,71,90,93,110,116} S = {0,30,41,51,75,81,98,101,120} S = {0,30,41,51,79,85,90,102,124} S = {0,30,41,53,69,89,99,108,112} S = {0,30,41,53,71,91,92,110,114} S = {0,30,41,53,77,81,99,100,120} S = {0,30,41,53,79,83,92,102,122} S = {0,30,41,55,67,69,89,110,112} S = {0,30,41,55,67,77,81,100,122} S = {0,30,41,55,67,77,89,106,116} S = {0,30,41,55,67,93,100,106,112} S = {0,30,41,55,67,93,110,116,122} S = {0,30,41,55,69,75,81,98,124} S = {0,30,41,55,69,75,89,108,114} S = {0,30,41,55,69,91,98,108,112} S = {0,30,41,55,69,91,110,114,124} S = {0,30,41,55,71,83,93,106,116} S = {0,30,41,55,71,85,91,108,114} S = {0,30,41,55,71,89,106,108,112} S = {0,30,41,55,71,89,110,114,116} S = {0,30,41,55,71,91,93,110,112} S = {0,30,41,55,75,77,81,102,120} S = {0,30,41,55,75,85,98,108,120} S = {0,30,41,55,75,85,102,114,124} S = {0,30,41,55,77,83,100,106,120} S = {0,30,41,55,77,83,102,116,122} S = {0,30,41,55,79,81,98,100,120} S = {0,30,41,55,79,81,102,122,124} S = {0,30,41,55,79,83,85,102,120} S = {0,30,41,55,79,83,93,100,122} S = {0,30,41,55,79,85,91,98,124} S = {0,30,42,45,52,71,89,108,115} S = {0,30,42,45,52,76,83,102,120} S = {0,30,42,51,52,71,89,109,114} S = {0,30,42,51,52,77,82,102,120} S = {0,30,42,52,57,71,88,108,114} S = {0,30,42,52,57,77,83,103,120} S = {0,30,42,53,70,75,88,108,114} S = {0,30,42,53,71,89,109,115,116} S = {0,30,42,53,75,76,82,102,120} S = {0,30,42,53,77,83,103,116,121} S = {0,30,43,44,50,71,89,106,117} S = {0,30,43,44,50,74,85,102,120} S = {0,30,43,45,49,71,89,104,118} S = {0,30,43,45,49,73,87,102,120} S = {0,30,43,45,55,71,89,110,112} S = {0,30,43,45,55,79,81,102,120} S = {0,30,43,49,67,89,101,104,114} S = {0,30,43,49,71,90,93,108,118} S = {0,30,43,49,73,83,98,101,120} S = {0,30,43,49,77,87,90,102,124} S = {0,30,43,51,61,69,91,102,120} S = {0,30,43,51,61,71,89,100,122} S = {0,30,43,52,70,85,88,108,114} S = {0,30,43,52,71,89,106,109,115} S = {0,30,43,52,76,82,85,102,120} S = {0,30,43,52,77,83,103,106,121} S = {0,30,43,53,67,77,89,104,118} S = {0,30,43,53,67,93,102,104,114} S = {0,30,43,53,67,93,108,118,120} S = {0,30,43,53,69,83,89,110,112} S = {0,30,43,53,69,91,102,108,112} S = {0,30,43,53,69,91,110,114,120} S = {0,30,43,53,70,77,88,108,115} S = {0,30,43,53,70,83,88,109,114} S = {0,30,43,53,70,89,109,115,120} S = {0,30,43,53,71,73,83,98,124} S = {0,30,43,53,71,76,82,102,121} S = {0,30,43,53,71,77,81,100,122} S = {0,30,43,53,71,77,91,110,112} S = {0,30,43,53,71,83,93,104,118} S = {0,30,43,53,71,88,102,109,115} S = {0,30,43,53,73,87,98,108,120} S = {0,30,43,53,73,87,102,114,124} S = {0,30,43,53,76,82,89,103,120} S = {0,30,43,53,76,83,103,114,121} S = {0,30,43,53,77,82,103,108,121} S = {0,30,43,53,77,87,89,98,124} S = {0,30,43,53,79,81,100,114,120} S = {0,30,43,53,79,81,102,108,122} S = {0,30,43,53,79,83,89,100,122} S = {0,30,43,54,61,69,83,110,120} S = {0,30,43,54,61,71,81,108,122} S = {0,30,43,55,57,69,91,108,114} S = {0,30,43,55,57,77,83,100,122} S = {0,30,43,55,60,69,89,110,114} S = {0,30,43,55,60,77,81,102,122} S = {0,30,43,55,61,69,91,110,112} S = {0,30,43,55,61,79,81,100,122} S = {0,30,43,55,66,69,89,108,112} S = {0,30,43,55,66,77,81,100,120} S = {0,30,43,55,71,91,110,114,125} S = {0,30,43,55,79,83,102,122,125} S = {0,30,43,61,69,72,83,102,112} S = {0,30,43,61,71,72,81,100,114} S = {0,30,43,61,77,91,110,119,120} S = {0,30,43,61,79,89,108,119,122} S = {0,30,44,50,53,71,89,107,116} S = {0,30,44,50,53,75,84,102,120} S = {0,30,44,50,57,71,88,106,116} S = {0,30,44,50,57,75,85,103,120} S = {0,30,44,51,70,77,88,106,116} S = {0,30,44,51,71,89,107,114,117} S = {0,30,44,51,74,77,84,102,120} S = {0,30,44,51,75,85,103,114,121} S = {0,30,45,49,69,89,99,104,116} S = {0,30,45,49,71,91,92,106,118} S = {0,30,45,49,73,85,99,100,120} S = {0,30,45,49,75,87,92,102,122} S = {0,30,45,50,70,83,88,106,116} S = {0,30,45,50,71,89,107,108,117} S = {0,30,45,50,74,83,84,102,120} S = {0,30,45,50,75,85,103,108,121} S = {0,30,45,51,67,85,89,110,112} S = {0,30,45,51,67,93,102,106,112} S = {0,30,45,51,67,93,110,116,120} S = {0,30,45,51,69,75,89,104,118} S = {0,30,45,51,69,91,102,104,116} S = {0,30,45,51,69,91,106,118,120} S = {0,30,45,51,70,75,88,106,117} S = {0,30,45,51,70,85,88,107,116} S = {0,30,45,51,70,89,107,117,120} S = {0,30,45,51,71,73,85,100,122} S = {0,30,45,51,71,74,84,102,121} S = {0,30,45,51,71,75,81,98,124} S = {0,30,45,51,71,75,93,110,112} S = {0,30,45,51,71,85,91,104,118} S = {0,30,45,51,71,88,102,107,117} S = {0,30,45,51,73,87,100,106,120} S = {0,30,45,51,73,87,102,116,122} S = {0,30,45,51,74,84,89,103,120} S = {0,30,45,51,74,85,103,116,121} S = {0,30,45,51,75,84,103,106,121} S = {0,30,45,51,75,87,89,100,122} S = {0,30,45,51,79,81,98,116,120} S = {0,30,45,51,79,81,102,106,124} S = {0,30,45,51,79,85,89,98,124} S = {0,30,45,53,59,67,93,102,120} S = {0,30,45,53,59,71,89,98,124} S = {0,30,45,54,59,67,85,110,120} S = {0,30,45,54,59,71,81,106,124} S = {0,30,45,55,57,67,93,106,116} S = {0,30,45,55,57,75,85,98,124} S = {0,30,45,55,58,67,89,110,116} S = {0,30,45,55,58,75,81,102,124} S = {0,30,45,55,59,67,93,110,112} S = {0,30,45,55,59,79,81,98,124} S = {0,30,45,55,67,68,89,106,112} S = {0,30,45,55,68,75,81,98,120} S = {0,30,45,55,71,93,110,116,123} S = {0,30,45,55,79,85,102,123,124} S = {0,30,45,59,67,72,85,102,112} S = {0,30,45,59,71,72,81,98,116} S = {0,30,45,59,75,93,110,119,120} S = {0,30,45,59,79,89,106,119,124} S = {0,30,46,51,61,69,75,118,120} S = {0,30,46,51,61,71,73,116,122} S = {0,30,46,53,59,67,77,118,120} S = {0,30,46,53,59,71,73,114,124} S = {0,30,46,55,57,67,77,116,122} S = {0,30,46,55,57,69,75,114,124} S = {0,30,47,49,67,69,89,104,118} S = {0,30,47,49,67,73,85,100,122} S = {0,30,47,49,67,85,89,108,114} S = {0,30,47,49,67,93,100,104,114} S = {0,30,47,49,67,93,108,118,122} S = {0,30,47,49,69,73,83,98,124} S = {0,30,47,49,69,83,89,106,116} S = {0,30,47,49,69,91,98,104,116} S = {0,30,47,49,69,91,106,118,124} S = {0,30,47,49,71,75,93,108,114} S = {0,30,47,49,71,77,91,106,116} S = {0,30,47,49,71,89,104,114,116} S = {0,30,47,49,71,89,106,108,118} S = {0,30,47,49,71,91,93,104,118} S = {0,30,47,49,73,83,85,102,120} S = {0,30,47,49,73,87,98,100,120} S = {0,30,47,49,73,87,102,122,124} S = {0,30,47,49,75,77,87,102,120} S = {0,30,47,49,75,85,100,114,120} S = {0,30,47,49,75,85,102,108,122} S = {0,30,47,49,75,87,93,100,122} S = {0,30,47,49,77,83,98,116,120} S = {0,30,47,49,77,83,102,106,124} S = {0,30,47,49,77,87,91,98,124} S = {0,30,47,51,53,71,89,104,118} S = {0,30,47,51,53,73,87,102,120} S = {0,30,47,51,57,69,91,106,116} S = {0,30,47,51,57,75,85,100,122} S = {0,30,47,51,60,69,89,106,118} S = {0,30,47,51,60,73,85,102,122} S = {0,30,47,51,61,69,91,104,118} S = {0,30,47,51,61,73,87,100,122} S = {0,30,47,51,66,69,89,104,116} S = {0,30,47,51,66,73,85,100,120} S = {0,30,47,51,71,91,106,118,125} S = {0,30,47,51,75,87,102,122,125} S = {0,30,47,53,57,67,93,108,114} S = {0,30,47,53,57,77,83,98,124} S = {0,30,47,53,58,67,89,108,118} S = {0,30,47,53,58,73,83,102,124} S = {0,30,47,53,59,67,93,104,118} S = {0,30,47,53,59,73,87,98,124} S = {0,30,47,53,67,68,89,104,114} S = {0,30,47,53,68,73,83,98,120} S = {0,30,47,53,71,93,108,118,123} S = {0,30,47,53,77,87,102,123,124} S = {0,30,47,54,57,67,85,108,122} S = {0,30,47,54,57,69,83,106,124} S = {0,30,47,55,57,67,93,100,122} S = {0,30,47,55,57,69,91,98,124} S = {0,30,47,57,67,72,85,100,114} S = {0,30,47,57,69,72,83,98,116} S = {0,30,47,57,75,93,108,119,122} S = {0,30,47,57,77,91,106,119,124} S = {0,30,51,61,69,75,80,102,104} S = {0,30,51,61,71,73,80,100,106} S = {0,30,51,61,85,91,111,118,120} S = {0,30,51,61,87,89,111,116,122} S = {0,30,53,59,67,77,80,102,104} S = {0,30,53,59,71,73,80,98,108} S = {0,30,53,59,83,93,111,118,120} S = {0,30,53,59,87,89,111,114,124} S = {0,30,55,57,67,77,80,100,106} S = {0,30,55,57,69,75,80,98,108} S = {0,30,55,57,83,93,111,116,122} S = {0,30,55,57,85,91,111,114,124} S = {0,31,33,38,56,75,85,108,114} S = {0,31,33,38,56,77,83,106,116} S = {0,31,33,42,52,71,89,108,114} S = {0,31,33,42,52,77,83,102,120} S = {0,31,33,44,50,71,89,106,116} S = {0,31,33,44,50,75,85,102,120} S = {0,31,34,37,56,75,86,108,113} S = {0,31,34,37,56,78,83,105,116} S = {0,31,34,41,52,71,90,108,113} S = {0,31,34,41,52,78,83,101,120} S = {0,31,34,44,49,71,90,105,116} S = {0,31,34,44,49,75,86,101,120} S = {0,31,35,36,56,77,86,106,113} S = {0,31,35,36,56,78,85,105,114} S = {0,31,35,37,56,73,86,110,113} S = {0,31,35,37,56,78,81,105,118} S = {0,31,35,38,56,74,85,109,114} S = {0,31,35,38,56,77,82,106,117} S = {0,31,35,40,52,77,90,102,113} S = {0,31,35,40,52,78,89,101,114} S = {0,31,35,41,52,69,90,110,113} S = {0,31,35,41,52,78,81,101,122} S = {0,31,35,42,52,70,89,109,114} S = {0,31,35,42,52,77,82,102,121} S = {0,31,35,44,48,85,90,102,105} S = {0,31,35,44,48,86,89,101,106} S = {0,31,35,44,49,69,90,105,118} S = {0,31,35,44,49,73,86,101,122} S = {0,31,35,44,50,70,89,106,117} S = {0,31,35,44,50,74,85,102,121} S = {0,31,35,44,52,69,90,102,121} S = {0,31,35,44,52,70,89,101,122} S = {0,31,35,44,56,73,86,106,117} S = {0,31,35,44,56,74,85,105,118} S = {0,31,35,44,69,74,102,105,112} S = {0,31,35,44,70,73,101,106,112} S = {0,31,35,44,79,85,90,118,121} S = {0,31,35,44,79,86,89,117,122} S = {0,31,35,52,56,77,82,110,113} S = {0,31,35,52,56,78,81,109,114} S = {0,31,35,52,69,82,102,104,113} S = {0,31,35,52,70,81,101,104,114} S = {0,31,35,52,77,87,90,110,121} S = {0,31,35,52,78,87,89,109,122} S = {0,31,35,56,73,82,100,106,113} S = {0,31,35,56,74,81,100,105,114} S = {0,31,35,56,77,86,91,110,117} S = {0,31,35,56,78,85,91,109,118} S = {0,31,35,60,69,73,82,110,113} S = {0,31,35,60,69,74,81,105,118} S = {0,31,35,60,69,74,82,102,121} S = {0,31,35,60,69,90,102,105,113} S = {0,31,35,60,69,90,110,118,121} S = {0,31,35,60,70,73,81,101,122} S = {0,31,35,60,70,73,82,106,117} S = {0,31,35,60,70,74,81,109,114} S = {0,31,35,60,70,89,101,106,114} S = {0,31,35,60,70,89,109,117,122} S = {0,31,35,60,73,86,101,106,113} S = {0,31,35,60,73,86,110,117,122} S = {0,31,35,60,74,85,102,105,114} S = {0,31,35,60,74,85,109,118,121} S = {0,31,35,60,77,82,102,106,113} S = {0,31,35,60,77,82,110,117,121} S = {0,31,35,60,77,85,90,102,121} S = {0,31,35,60,77,86,89,106,117} S = {0,31,35,60,77,86,90,110,113} S = {0,31,35,60,78,81,101,105,114} S = {0,31,35,60,78,81,109,118,122} S = {0,31,35,60,78,85,89,109,114} S = {0,31,35,60,78,85,90,105,118} S = {0,31,35,60,78,86,89,101,122} S = {0,31,36,41,50,71,92,106,113} S = {0,31,36,41,50,78,85,99,120} S = {0,31,36,42,49,71,92,105,114} S = {0,31,36,42,49,77,86,99,120} S = {0,31,37,38,56,75,84,108,115} S = {0,31,37,38,56,76,83,107,116} S = {0,31,37,40,50,75,92,102,113} S = {0,31,37,40,50,78,89,99,116} S = {0,31,37,41,50,67,92,110,113} S = {0,31,37,41,50,78,81,99,124} S = {0,31,37,42,48,83,92,102,105} S = {0,31,37,42,48,86,89,99,108} S = {0,31,37,42,49,67,92,105,118} S = {0,31,37,42,49,73,86,99,124} S = {0,31,37,42,50,67,92,102,121} S = {0,31,37,42,50,70,89,99,124} S = {0,31,37,42,52,70,89,108,115} S = {0,31,37,42,52,76,83,102,121} S = {0,31,37,42,56,73,86,108,115} S = {0,31,37,42,56,76,83,105,118} S = {0,31,37,42,67,76,102,105,112} S = {0,31,37,42,70,73,99,108,112} S = {0,31,37,42,79,83,92,118,121} S = {0,31,37,42,79,86,89,115,124} S = {0,31,37,44,50,70,89,107,116} S = {0,31,37,44,50,75,84,102,121} S = {0,31,37,50,56,75,84,110,113} S = {0,31,37,50,56,78,81,107,116} S = {0,31,37,50,67,84,102,104,113} S = {0,31,37,50,70,81,99,104,116} S = {0,31,37,50,75,87,92,110,121} S = {0,31,37,50,78,87,89,107,124} S = {0,31,37,56,73,84,98,108,113} S = {0,31,37,56,75,86,93,110,115} S = {0,31,37,56,76,81,98,105,116} S = {0,31,37,56,78,83,93,107,118} S = {0,31,37,58,67,73,84,110,113} S = {0,31,37,58,67,76,81,105,118} S = {0,31,37,58,67,76,84,102,121} S = {0,31,37,58,67,92,102,105,113} S = {0,31,37,58,67,92,110,118,121} S = {0,31,37,58,70,73,81,99,124} S = {0,31,37,58,70,73,84,108,115} S = {0,31,37,58,70,76,81,107,116} S = {0,31,37,58,70,89,99,108,116} S = {0,31,37,58,70,89,107,115,124} S = {0,31,37,58,73,86,99,108,113} S = {0,31,37,58,73,86,110,115,124} S = {0,31,37,58,75,83,92,102,121} S = {0,31,37,58,75,84,102,108,113} S = {0,31,37,58,75,84,110,115,121} S = {0,31,37,58,75,86,89,108,115} S = {0,31,37,58,75,86,92,110,113} S = {0,31,37,58,76,83,102,105,116} S = {0,31,37,58,76,83,107,118,121} S = {0,31,37,58,78,81,99,105,116} S = {0,31,37,58,78,81,107,118,124} S = {0,31,37,58,78,83,89,107,116} S = {0,31,37,58,78,83,92,105,118} S = {0,31,37,58,78,86,89,99,124} S = {0,31,38,40,49,75,92,101,114} S = {0,31,38,40,49,77,90,99,116} S = {0,31,38,41,48,83,92,101,106} S = {0,31,38,41,48,85,90,99,108} S = {0,31,38,41,49,67,92,101,122} S = {0,31,38,41,49,69,90,99,124} S = {0,31,38,41,50,67,92,106,117} S = {0,31,38,41,50,74,85,99,124} S = {0,31,38,41,52,69,90,108,115} S = {0,31,38,41,52,76,83,101,122} S = {0,31,38,41,56,74,85,108,115} S = {0,31,38,41,56,76,83,106,117} S = {0,31,38,41,67,76,101,106,112} S = {0,31,38,41,69,74,99,108,112} S = {0,31,38,41,79,83,92,117,122} S = {0,31,38,41,79,85,90,115,124} S = {0,31,38,42,49,67,92,109,114} S = {0,31,38,42,49,77,82,99,124} S = {0,31,38,44,49,69,90,107,116} S = {0,31,38,44,49,75,84,101,122} S = {0,31,38,49,56,75,84,109,114} S = {0,31,38,49,56,77,82,107,116} S = {0,31,38,49,67,84,101,104,114} S = {0,31,38,49,69,82,99,104,116} S = {0,31,38,49,75,87,92,109,122} S = {0,31,38,49,77,87,90,107,124} S = {0,31,38,56,74,84,97,108,114} S = {0,31,38,56,75,85,94,109,115} S = {0,31,38,56,76,82,97,106,116} S = {0,31,38,56,77,83,94,107,117} S = {0,31,38,57,67,74,84,109,114} S = {0,31,38,57,67,76,82,106,117} S = {0,31,38,57,67,76,84,101,122} S = {0,31,38,57,67,92,101,106,114} S = {0,31,38,57,67,92,109,117,122} S = {0,31,38,57,69,74,82,99,124} S = {0,31,38,57,69,74,84,108,115} S = {0,31,38,57,69,76,82,107,116} S = {0,31,38,57,69,90,99,108,116} S = {0,31,38,57,69,90,107,115,124} S = {0,31,38,57,74,85,99,108,114} S = {0,31,38,57,74,85,109,115,124} S = {0,31,38,57,75,83,92,101,122} S = {0,31,38,57,75,84,101,108,114} S = {0,31,38,57,75,84,109,115,122} S = {0,31,38,57,75,85,90,108,115} S = {0,31,38,57,75,85,92,109,114} S = {0,31,38,57,76,83,101,106,116} S = {0,31,38,57,76,83,107,117,122} S = {0,31,38,57,77,82,99,106,116} S = {0,31,38,57,77,82,107,117,124} S = {0,31,38,57,77,83,90,107,116} S = {0,31,38,57,77,83,92,106,117} S = {0,31,38,57,77,85,90,99,124} S = {0,31,39,43,60,77,82,110,113} S = {0,31,39,43,60,78,81,109,114} S = {0,31,39,45,58,75,84,110,113} S = {0,31,39,45,58,78,81,107,116} S = {0,31,39,46,57,75,84,109,114} S = {0,31,39,46,57,77,82,107,116} S = {0,31,39,51,60,73,86,106,117} S = {0,31,39,51,60,74,85,105,118} S = {0,31,39,53,58,73,86,108,115} S = {0,31,39,53,58,76,83,105,118} S = {0,31,39,54,57,74,85,108,115} S = {0,31,39,54,57,76,83,106,117} S = {0,31,39,56,73,74,84,108,115} S = {0,31,39,56,73,76,82,106,117} S = {0,31,39,56,73,82,84,110,113} S = {0,31,39,56,73,86,106,108,113} S = {0,31,39,56,73,86,110,115,117} S = {0,31,39,56,74,76,81,105,118} S = {0,31,39,56,74,81,84,109,114} S = {0,31,39,56,74,85,105,108,114} S = {0,31,39,56,74,85,109,115,118} S = {0,31,39,56,75,77,86,110,113} S = {0,31,39,56,75,78,85,109,114} S = {0,31,39,56,75,84,108,113,114} S = {0,31,39,56,75,84,109,110,115} S = {0,31,39,56,75,85,86,108,115} S = {0,31,39,56,76,81,82,107,116} S = {0,31,39,56,76,83,105,106,116} S = {0,31,39,56,76,83,107,117,118} S = {0,31,39,56,77,78,83,107,116} S = {0,31,39,56,77,82,106,113,116} S = {0,31,39,56,77,82,107,110,117} S = {0,31,39,56,77,83,86,106,117} S = {0,31,39,56,78,81,105,114,116} S = {0,31,39,56,78,81,107,109,118} S = {0,31,39,56,78,83,85,105,118} S = {0,31,39,57,58,75,84,108,115} S = {0,31,39,57,58,76,83,107,116} S = {0,31,39,57,60,74,85,109,114} S = {0,31,39,57,60,77,82,106,117} S = {0,31,39,57,62,74,84,109,115} S = {0,31,39,57,62,76,82,107,117} S = {0,31,39,57,65,74,84,108,114} S = {0,31,39,57,65,76,82,106,116} S = {0,31,39,57,75,85,109,115,126} S = {0,31,39,57,77,83,107,117,126} S = {0,31,39,58,60,73,86,110,113} S = {0,31,39,58,60,78,81,105,118} S = {0,31,39,58,61,73,84,110,115} S = {0,31,39,58,61,76,81,107,118} S = {0,31,39,58,66,73,84,108,113} S = {0,31,39,58,66,76,81,105,116} S = {0,31,39,58,75,86,110,115,125} S = {0,31,39,58,78,83,107,118,125} S = {0,31,39,59,60,73,82,110,117} S = {0,31,39,59,60,74,81,109,118} S = {0,31,39,60,68,73,82,106,113} S = {0,31,39,60,68,74,81,105,114} S = {0,31,39,60,77,86,110,117,123} S = {0,31,39,60,78,85,109,118,123} S = {0,31,41,42,52,71,88,108,115} S = {0,31,41,42,52,76,83,103,120} S = {0,31,41,44,50,71,88,106,117} S = {0,31,41,44,50,74,85,103,120} S = {0,31,41,50,52,71,88,110,113} S = {0,31,41,50,52,78,81,103,120} S = {0,31,41,50,67,88,100,106,113} S = {0,31,41,50,71,91,92,110,117} S = {0,31,41,50,74,81,99,100,120} S = {0,31,41,50,78,85,91,103,124} S = {0,31,41,52,69,88,98,108,113} S = {0,31,41,52,71,90,93,110,115} S = {0,31,41,52,76,81,98,101,120} S = {0,31,41,52,78,83,93,103,122} S = {0,31,41,54,67,69,88,110,113} S = {0,31,41,54,67,76,81,101,122} S = {0,31,41,54,67,76,88,106,117} S = {0,31,41,54,67,92,101,106,113} S = {0,31,41,54,67,92,110,117,122} S = {0,31,41,54,69,74,81,99,124} S = {0,31,41,54,69,74,88,108,115} S = {0,31,41,54,69,90,99,108,113} S = {0,31,41,54,69,90,110,115,124} S = {0,31,41,54,71,83,92,106,117} S = {0,31,41,54,71,85,90,108,115} S = {0,31,41,54,71,88,106,108,113} S = {0,31,41,54,71,88,110,115,117} S = {0,31,41,54,71,90,92,110,113} S = {0,31,41,54,74,76,81,103,120} S = {0,31,41,54,74,85,99,108,120} S = {0,31,41,54,74,85,103,115,124} S = {0,31,41,54,76,83,101,106,120} S = {0,31,41,54,76,83,103,117,122} S = {0,31,41,54,78,81,99,101,120} S = {0,31,41,54,78,81,103,122,124} S = {0,31,41,54,78,83,85,103,120} S = {0,31,41,54,78,83,92,101,122} S = {0,31,41,54,78,85,90,99,124} S = {0,31,42,44,49,71,88,105,118} S = {0,31,42,44,49,73,86,103,120} S = {0,31,42,49,52,71,88,109,114} S = {0,31,42,49,52,77,82,103,120} S = {0,31,42,49,67,88,100,105,114} S = {0,31,42,49,71,91,92,109,118} S = {0,31,42,49,73,82,99,100,120} S = {0,31,42,49,77,86,91,103,124} S = {0,31,42,52,70,88,97,108,114} S = {0,31,42,52,71,89,94,109,115} S = {0,31,42,52,76,82,97,102,120} S = {0,31,42,52,77,83,94,103,121} S = {0,31,42,53,67,70,88,109,114} S = {0,31,42,53,67,76,82,102,121} S = {0,31,42,53,67,76,88,105,118} S = {0,31,42,53,67,92,102,105,114} S = {0,31,42,53,67,92,109,118,121} S = {0,31,42,53,70,73,82,99,124} S = {0,31,42,53,70,73,88,108,115} S = {0,31,42,53,70,89,99,108,114} S = {0,31,42,53,70,89,109,115,124} S = {0,31,42,53,71,83,92,105,118} S = {0,31,42,53,71,86,89,108,115} S = {0,31,42,53,71,88,105,108,114} S = {0,31,42,53,71,88,109,115,118} S = {0,31,42,53,71,89,92,109,114} S = {0,31,42,53,73,76,82,103,120} S = {0,31,42,53,73,86,99,108,120} S = {0,31,42,53,73,86,103,115,124} S = {0,31,42,53,76,83,102,105,120} S = {0,31,42,53,76,83,103,118,121} S = {0,31,42,53,77,82,99,102,120} S = {0,31,42,53,77,82,103,121,124} S = {0,31,42,53,77,83,86,103,120} S = {0,31,42,53,77,83,92,102,121} S = {0,31,42,53,77,86,89,99,124} S = {0,31,43,45,54,71,88,110,113} S = {0,31,43,45,54,78,81,103,120} S = {0,31,43,46,53,71,88,109,114} S = {0,31,43,46,53,77,82,103,120} S = {0,31,43,51,60,69,90,102,121} S = {0,31,43,51,60,70,89,101,122} S = {0,31,43,52,69,70,88,108,115} S = {0,31,43,52,69,76,82,102,121} S = {0,31,43,52,69,82,88,110,113} S = {0,31,43,52,69,90,102,108,113} S = {0,31,43,52,69,90,110,115,121} S = {0,31,43,52,70,76,81,101,122} S = {0,31,43,52,70,81,88,109,114} S = {0,31,43,52,70,89,101,108,114} S = {0,31,43,52,70,89,109,115,122} S = {0,31,43,52,71,77,90,110,113} S = {0,31,43,52,71,78,89,109,114} S = {0,31,43,52,71,88,108,113,114} S = {0,31,43,52,71,88,109,110,115} S = {0,31,43,52,71,89,90,108,115} S = {0,31,43,52,76,81,82,103,120} S = {0,31,43,52,76,83,101,102,120} S = {0,31,43,52,76,83,103,121,122} S = {0,31,43,52,77,78,83,103,120} S = {0,31,43,52,77,82,102,113,120} S = {0,31,43,52,77,82,103,110,121} S = {0,31,43,52,77,83,90,102,121} S = {0,31,43,52,78,81,101,114,120} S = {0,31,43,52,78,81,103,109,122} S = {0,31,43,52,78,83,89,101,122} S = {0,31,43,53,54,71,88,108,115} S = {0,31,43,53,54,76,83,103,120} S = {0,31,43,53,58,70,89,108,115} S = {0,31,43,53,58,76,83,102,121} S = {0,31,43,53,60,70,89,109,114} S = {0,31,43,53,60,77,82,102,121} S = {0,31,43,53,62,70,88,109,115} S = {0,31,43,53,62,76,82,103,121} S = {0,31,43,53,65,70,88,108,114} S = {0,31,43,53,65,76,82,102,120} S = {0,31,43,53,71,89,109,115,126} S = {0,31,43,53,77,83,103,121,126} S = {0,31,43,54,57,69,90,108,115} S = {0,31,43,54,57,76,83,101,122} S = {0,31,43,54,60,69,90,110,113} S = {0,31,43,54,60,78,81,101,122} S = {0,31,43,54,61,69,88,110,115} S = {0,31,43,54,61,76,81,103,122} S = {0,31,43,54,66,69,88,108,113} S = {0,31,43,54,66,76,81,101,120} S = {0,31,43,54,71,90,110,115,125} S = {0,31,43,54,78,83,103,122,125} S = {0,31,43,55,60,69,82,110,121} S = {0,31,43,55,60,70,81,109,122} S = {0,31,43,60,69,72,82,102,113} S = {0,31,43,60,70,72,81,101,114} S = {0,31,43,60,77,90,110,119,121} S = {0,31,43,60,78,89,109,119,122} S = {0,31,44,49,50,71,88,107,116} S = {0,31,44,49,50,75,84,103,120} S = {0,31,44,49,69,88,98,105,116} S = {0,31,44,49,71,90,93,107,118} S = {0,31,44,49,73,84,98,101,120} S = {0,31,44,49,75,86,93,103,122} S = {0,31,44,50,70,88,97,106,116} S = {0,31,44,50,71,89,94,107,117} S = {0,31,44,50,74,84,97,102,120} S = {0,31,44,50,75,85,94,103,121} S = {0,31,44,51,69,70,88,107,116} S = {0,31,44,51,69,74,84,102,121} S = {0,31,44,51,69,74,88,105,118} S = {0,31,44,51,69,90,102,105,116} S = {0,31,44,51,69,90,107,118,121} S = {0,31,44,51,70,73,84,101,122} S = {0,31,44,51,70,73,88,106,117} S = {0,31,44,51,70,89,101,106,116} S = {0,31,44,51,70,89,107,117,122} S = {0,31,44,51,71,85,90,105,118} S = {0,31,44,51,71,86,89,106,117} S = {0,31,44,51,71,88,105,106,116} S = {0,31,44,51,71,88,107,117,118} S = {0,31,44,51,71,89,90,107,116} S = {0,31,44,51,73,74,84,103,120} S = {0,31,44,51,73,86,101,106,120} S = {0,31,44,51,73,86,103,117,122} S = {0,31,44,51,74,85,102,105,120} S = {0,31,44,51,74,85,103,118,121} S = {0,31,44,51,75,84,101,102,120} S = {0,31,44,51,75,84,103,121,122} S = {0,31,44,51,75,85,86,103,120} S = {0,31,44,51,75,85,90,102,121} S = {0,31,44,51,75,86,89,101,122} S = {0,31,45,46,51,71,88,107,116} S = {0,31,45,46,51,75,84,103,120} S = {0,31,45,50,67,70,88,106,117} S = {0,31,45,50,67,74,84,102,121} S = {0,31,45,50,67,84,88,110,113} S = {0,31,45,50,67,92,102,106,113} S = {0,31,45,50,67,92,110,117,121} S = {0,31,45,50,70,74,81,99,124} S = {0,31,45,50,70,81,88,107,116} S = {0,31,45,50,70,89,99,106,116} S = {0,31,45,50,70,89,107,117,124} S = {0,31,45,50,71,75,92,110,113} S = {0,31,45,50,71,78,89,107,116} S = {0,31,45,50,71,88,106,113,116} S = {0,31,45,50,71,88,107,110,117} S = {0,31,45,50,71,89,92,106,117} S = {0,31,45,50,74,81,84,103,120} S = {0,31,45,50,74,85,99,102,120} S = {0,31,45,50,74,85,103,121,124} S = {0,31,45,50,75,78,85,103,120} S = {0,31,45,50,75,84,102,113,120} S = {0,31,45,50,75,84,103,110,121} S = {0,31,45,50,75,85,92,102,121} S = {0,31,45,50,78,81,99,116,120} S = {0,31,45,50,78,81,103,107,124} S = {0,31,45,50,78,85,89,99,124} S = {0,31,45,51,54,71,88,106,117} S = {0,31,45,51,54,74,85,103,120} S = {0,31,45,51,58,70,89,107,116} S = {0,31,45,51,58,75,84,102,121} S = {0,31,45,51,60,70,89,106,117} S = {0,31,45,51,60,74,85,102,121} S = {0,31,45,51,62,70,88,107,117} S = {0,31,45,51,62,74,84,103,121} S = {0,31,45,51,65,70,88,106,116} S = {0,31,45,51,65,74,84,102,120} S = {0,31,45,51,71,89,107,117,126} S = {0,31,45,51,75,85,103,121,126} S = {0,31,45,53,58,67,92,102,121} S = {0,31,45,53,58,70,89,99,124} S = {0,31,45,54,57,67,92,106,117} S = {0,31,45,54,57,74,85,99,124} S = {0,31,45,54,58,67,92,110,113} S = {0,31,45,54,58,78,81,99,124} S = {0,31,45,54,59,67,88,110,117} S = {0,31,45,54,59,74,81,103,124} S = {0,31,45,54,67,68,88,106,113} S = {0,31,45,54,68,74,81,99,120} S = {0,31,45,54,71,92,110,117,123} S = {0,31,45,54,78,85,103,123,124} S = {0,31,45,55,58,67,84,110,121} S = {0,31,45,55,58,70,81,107,124} S = {0,31,45,58,67,72,84,102,113} S = {0,31,45,58,70,72,81,99,116} S = {0,31,45,58,75,92,110,119,121} S = {0,31,45,58,78,89,107,119,124} S = {0,31,46,49,67,69,88,105,118} S = {0,31,46,49,67,73,84,101,122} S = {0,31,46,49,67,84,88,109,114} S = {0,31,46,49,67,92,101,105,114} S = {0,31,46,49,67,92,109,118,122} S = {0,31,46,49,69,73,82,99,124} S = {0,31,46,49,69,82,88,107,116} S = {0,31,46,49,69,90,99,105,116} S = {0,31,46,49,69,90,107,118,124} S = {0,31,46,49,71,75,92,109,114} S = {0,31,46,49,71,77,90,107,116} S = {0,31,46,49,71,88,105,114,116} S = {0,31,46,49,71,88,107,109,118} S = {0,31,46,49,71,90,92,105,118} S = {0,31,46,49,73,82,84,103,120} S = {0,31,46,49,73,86,99,101,120} S = {0,31,46,49,73,86,103,122,124} S = {0,31,46,49,75,77,86,103,120} S = {0,31,46,49,75,84,101,114,120} S = {0,31,46,49,75,84,103,109,122} S = {0,31,46,49,75,86,92,101,122} S = {0,31,46,49,77,82,99,116,120} S = {0,31,46,49,77,82,103,107,124} S = {0,31,46,49,77,86,90,99,124} S = {0,31,46,51,53,71,88,105,118} S = {0,31,46,51,53,73,86,103,120} S = {0,31,46,51,57,69,90,107,116} S = {0,31,46,51,57,75,84,101,122} S = {0,31,46,51,60,69,90,105,118} S = {0,31,46,51,60,73,86,101,122} S = {0,31,46,51,61,69,88,107,118} S = {0,31,46,51,61,73,84,103,122} S = {0,31,46,51,66,69,88,105,116} S = {0,31,46,51,66,73,84,101,120} S = {0,31,46,51,71,90,107,118,125} S = {0,31,46,51,75,86,103,122,125} S = {0,31,46,53,57,67,92,109,114} S = {0,31,46,53,57,77,82,99,124} S = {0,31,46,53,58,67,92,105,118} S = {0,31,46,53,58,73,86,99,124} S = {0,31,46,53,59,67,88,109,118} S = {0,31,46,53,59,73,82,103,124} S = {0,31,46,53,67,68,88,105,114} S = {0,31,46,53,68,73,82,99,120} S = {0,31,46,53,71,92,109,118,123} S = {0,31,46,53,77,86,103,123,124} S = {0,31,46,54,57,67,92,101,122} S = {0,31,46,54,57,69,90,99,124} S = {0,31,46,55,57,67,84,109,122} S = {0,31,46,55,57,69,82,107,124} S = {0,31,46,57,67,72,84,101,114} S = {0,31,46,57,69,72,82,99,116} S = {0,31,46,57,75,92,109,119,122} S = {0,31,46,57,77,90,107,119,124} S = {0,31,47,51,60,69,74,118,121} S = {0,31,47,51,60,70,73,117,122} S = {0,31,47,53,58,67,76,118,121} S = {0,31,47,53,58,70,73,115,124} S = {0,31,47,54,57,67,76,117,122} S = {0,31,47,54,57,69,74,115,124} S = {0,31,51,60,69,74,80,102,105} S = {0,31,51,60,70,73,80,101,106} S = {0,31,51,60,85,90,111,118,121} S = {0,31,51,60,86,89,111,117,122} S = {0,31,53,58,67,76,80,102,105} S = {0,31,53,58,70,73,80,99,108} S = {0,31,53,58,83,92,111,118,121} S = {0,31,53,58,86,89,111,115,124} S = {0,31,54,57,67,76,80,101,106} S = {0,31,54,57,69,74,80,99,108} S = {0,31,54,57,83,92,111,117,122} S = {0,31,54,57,85,90,111,115,124} S = {0,35,44,53,58,79,86,89,96} S = {0,35,44,53,58,95,102,105,112} S = {0,35,44,54,57,79,85,90,96} S = {0,35,44,54,57,95,101,106,112} S = {0,35,45,52,58,78,87,89,96} S = {0,35,45,52,58,95,102,104,113} S = {0,35,45,54,56,78,85,91,96} S = {0,35,45,54,56,95,100,106,113} S = {0,35,46,52,57,77,87,90,96} S = {0,35,46,52,57,95,101,104,114} S = {0,35,46,53,56,77,86,91,96} S = {0,35,46,53,56,95,100,105,114} S = {0,37,42,51,60,79,86,89,96} S = {0,37,42,51,60,95,102,105,112} S = {0,37,42,54,57,79,83,92,96} S = {0,37,42,54,57,95,99,108,112} S = {0,37,43,50,60,78,87,89,96} S = {0,37,43,50,60,95,102,104,113} S = {0,37,43,54,56,78,83,93,96} S = {0,37,43,54,56,95,98,108,113} S = {0,37,46,50,57,75,87,92,96} S = {0,37,46,50,57,95,99,104,116} S = {0,37,46,51,56,75,86,93,96} S = {0,37,46,51,56,95,98,105,116} S = {0,38,41,51,60,79,85,90,96} S = {0,38,41,51,60,95,101,106,112} S = {0,38,41,53,58,79,83,92,96} S = {0,38,41,53,58,95,99,108,112} S = {0,38,43,49,60,77,87,90,96} S = {0,38,43,49,60,95,101,104,114} S = {0,38,43,53,56,77,83,94,96} S = {0,38,43,53,56,95,97,108,114} S = {0,38,45,49,58,75,87,92,96} S = {0,38,45,49,58,95,99,104,116} S = {0,38,45,51,56,75,85,94,96} S = {0,38,45,51,56,95,97,106,116} S = {0,39,41,50,60,78,85,91,96} S = {0,39,41,50,60,95,100,106,113} S = {0,39,41,52,58,78,83,93,96} S = {0,39,41,52,58,95,98,108,113} S = {0,39,42,49,60,77,86,91,96} S = {0,39,42,49,60,95,100,105,114} S = {0,39,42,52,57,77,83,94,96} S = {0,39,42,52,57,95,97,108,114} S = {0,39,44,49,58,75,86,93,96} S = {0,39,44,49,58,95,98,105,116} S = {0,39,44,50,57,75,85,94,96} S = {0,39,44,50,57,95,97,106,116} S = {0,39,57,62,74,77,83,84,96} S = {0,39,57,62,75,76,82,85,96} S = {0,39,57,62,95,106,109,115,116} S = {0,39,57,62,95,107,108,114,117} S = {0,39,58,61,73,78,83,84,96} S = {0,39,58,61,75,76,81,86,96} S = {0,39,58,61,95,105,110,115,116} S = {0,39,58,61,95,107,108,113,118} S = {0,39,59,60,73,78,82,85,96} S = {0,39,59,60,74,77,81,86,96} S = {0,39,59,60,95,105,110,114,117} S = {0,39,59,60,95,106,109,113,118} S = {0,41,46,50,53,71,91,92,96} S = {0,41,46,50,53,95,99,100,120} S = {0,41,46,51,52,71,90,93,96} S = {0,41,46,51,52,95,98,101,120} S = {0,42,45,49,54,71,91,92,96} S = {0,42,45,49,54,95,99,100,120} S = {0,42,45,51,52,71,89,94,96} S = {0,42,45,51,52,95,97,102,120} S = {0,43,44,49,54,71,90,93,96} S = {0,43,44,49,54,95,98,101,120} S = {0,43,44,50,53,71,89,94,96} S = {0,43,44,50,53,95,97,102,120} S = {0,43,53,62,70,77,83,88,96} S = {0,43,53,62,71,76,82,89,96} S = {0,43,53,62,95,102,109,115,120} S = {0,43,53,62,95,103,108,114,121} S = {0,43,54,61,69,78,83,88,96} S = {0,43,54,61,71,76,81,90,96} S = {0,43,54,61,95,101,110,115,120} S = {0,43,54,61,95,103,108,113,122} S = {0,43,55,60,69,78,82,89,96} S = {0,43,55,60,70,77,81,90,96} S = {0,43,55,60,95,101,110,114,121} S = {0,43,55,60,95,102,109,113,122} S = {0,45,51,62,70,75,85,88,96} S = {0,45,51,62,71,74,84,89,96} S = {0,45,51,62,95,102,107,117,120} S = {0,45,51,62,95,103,106,116,121} S = {0,45,54,59,67,78,85,88,96} S = {0,45,54,59,71,74,81,92,96} S = {0,45,54,59,95,99,110,117,120} S = {0,45,54,59,95,103,106,113,124} S = {0,45,55,58,67,78,84,89,96} S = {0,45,55,58,70,75,81,92,96} S = {0,45,55,58,95,99,110,116,121} S = {0,45,55,58,95,102,107,113,124} S = {0,46,51,61,69,75,86,88,96} S = {0,46,51,61,71,73,84,90,96} S = {0,46,51,61,95,101,107,118,120} S = {0,46,51,61,95,103,105,116,122} S = {0,46,53,59,67,77,86,88,96} S = {0,46,53,59,71,73,82,92,96} S = {0,46,53,59,95,99,109,118,120} S = {0,46,53,59,95,103,105,114,124} S = {0,46,55,57,67,77,84,90,96} S = {0,46,55,57,69,75,82,92,96} S = {0,46,55,57,95,99,109,116,122} S = {0,46,55,57,95,101,107,114,124} S = {0,47,51,60,69,74,86,89,96} S = {0,47,51,60,70,73,85,90,96} S = {0,47,51,60,95,101,106,118,121} S = {0,47,51,60,95,102,105,117,122} S = {0,47,53,58,67,76,86,89,96} S = {0,47,53,58,70,73,83,92,96} S = {0,47,53,58,95,99,108,118,121} S = {0,47,53,58,95,102,105,115,124} S = {0,47,54,57,67,76,85,90,96} S = {0,47,54,57,69,74,83,92,96} S = {0,47,54,57,95,99,108,117,122} S = {0,47,54,57,95,101,106,115,124} S = {0,63,67,76,85,90,102,105,112} S = {0,63,67,76,86,89,101,106,112} S = {0,63,67,77,84,90,102,104,113} S = {0,63,67,77,86,88,100,106,113} S = {0,63,67,78,84,89,101,104,114} S = {0,63,67,78,85,88,100,105,114} S = {0,63,69,74,83,92,102,105,112} S = {0,63,69,74,86,89,99,108,112} S = {0,63,69,75,82,92,102,104,113} S = {0,63,69,75,86,88,98,108,113} S = {0,63,69,78,82,89,99,104,116} S = {0,63,69,78,83,88,98,105,116} S = {0,63,70,73,83,92,101,106,112} S = {0,63,70,73,85,90,99,108,112} S = {0,63,70,75,81,92,101,104,114} S = {0,63,70,75,85,88,97,108,114} S = {0,63,70,77,81,90,99,104,116} S = {0,63,70,77,83,88,97,106,116} S = {0,63,71,73,82,92,100,106,113} S = {0,63,71,73,84,90,98,108,113} S = {0,63,71,74,81,92,100,105,114} S = {0,63,71,74,84,89,97,108,114} S = {0,63,71,76,81,90,98,105,116} S = {0,63,71,76,82,89,97,106,116} S = {0,63,71,89,94,106,109,115,116} S = {0,63,71,89,94,107,108,114,117} S = {0,63,71,90,93,105,110,115,116} S = {0,63,71,90,93,107,108,113,118} S = {0,63,71,91,92,105,110,114,117} S = {0,63,71,91,92,106,109,113,118} S = {0,63,73,78,82,85,99,100,120} S = {0,63,73,78,83,84,98,101,120} S = {0,63,74,77,81,86,99,100,120} S = {0,63,74,77,83,84,97,102,120} S = {0,63,75,76,81,86,98,101,120} S = {0,63,75,76,82,85,97,102,120} S = {0,63,75,85,94,102,109,115,120} S = {0,63,75,85,94,103,108,114,121} S = {0,63,75,86,93,101,110,115,120} S = {0,63,75,86,93,103,108,113,122} S = {0,63,75,87,92,101,110,114,121} S = {0,63,75,87,92,102,109,113,122} S = {0,63,77,83,94,102,107,117,120} S = {0,63,77,83,94,103,106,116,121} S = {0,63,77,86,91,99,110,117,120} S = {0,63,77,86,91,103,106,113,124} S = {0,63,77,87,90,99,110,116,121} S = {0,63,77,87,90,102,107,113,124} S = {0,63,78,83,93,101,107,118,120} S = {0,63,78,83,93,103,105,116,122} S = {0,63,78,85,91,99,109,118,120} S = {0,63,78,85,91,103,105,114,124} S = {0,63,78,87,89,99,109,116,122} S = {0,63,78,87,89,101,107,114,124} S = {0,63,79,83,92,101,106,118,121} S = {0,63,79,83,92,102,105,117,122} S = {0,63,79,85,90,99,108,118,121} S = {0,63,79,85,90,102,105,115,124} S = {0,63,79,86,89,99,108,117,122} S = {0,63,79,86,89,101,106,115,124} S = {1,2,12,48,63,84,91,103,104} S = {1,2,12,48,63,87,88,100,107} S = {1,2,12,52,59,80,95,103,104} S = {1,2,12,52,59,87,88,96,111} S = {1,2,12,55,56,80,95,100,107} S = {1,2,12,55,56,84,91,96,111} S = {1,2,15,51,60,84,91,103,104} S = {1,2,15,51,60,87,88,100,107} S = {1,2,15,52,59,83,92,103,104} S = {1,2,15,52,59,87,88,99,108} S = {1,2,15,55,56,83,92,100,107} S = {1,2,15,55,56,84,91,99,108} S = {1,2,20,40,63,76,91,103,112} S = {1,2,20,40,63,79,88,100,115} S = {1,2,20,44,59,72,95,103,112} S = {1,2,20,44,59,79,88,96,119} S = {1,2,20,47,56,72,95,100,115} S = {1,2,20,47,56,76,91,96,119} S = {1,2,23,43,60,76,91,103,112} S = {1,2,23,43,60,79,88,100,115} S = {1,2,23,44,59,75,92,103,112} S = {1,2,23,44,59,79,88,99,116} S = {1,2,23,47,56,75,92,100,115} S = {1,2,23,47,56,76,91,99,116} S = {1,2,24,36,63,76,87,107,112} S = {1,2,24,36,63,79,84,104,115} S = {1,2,24,44,55,68,95,107,112} S = {1,2,24,44,55,79,84,96,123} S = {1,2,24,47,52,68,95,104,115} S = {1,2,24,47,52,76,87,96,123} S = {1,2,27,39,60,76,87,107,112} S = {1,2,27,39,60,79,84,104,115} S = {1,2,27,44,55,71,92,107,112} S = {1,2,27,44,55,79,84,99,120} S = {1,2,27,47,52,71,92,104,115} S = {1,2,27,47,52,76,87,99,120} S = {1,2,28,36,59,72,87,111,112} S = {1,2,28,36,59,79,80,104,119} S = {1,2,28,39,59,75,87,108,112} S = {1,2,28,39,59,79,83,104,116} S = {1,2,28,40,55,68,91,111,112} S = {1,2,28,40,55,79,80,100,123} S = {1,2,28,43,55,71,91,108,112} S = {1,2,28,43,55,79,83,100,120} S = {1,2,28,47,48,68,91,104,119} S = {1,2,28,47,48,72,87,100,123} S = {1,2,28,47,51,71,91,104,116} S = {1,2,28,47,51,75,87,100,120} S = {1,2,31,36,56,72,84,111,115} S = {1,2,31,36,56,76,80,107,119} S = {1,2,31,39,56,75,84,108,115} S = {1,2,31,39,56,76,83,107,116} S = {1,2,31,40,52,68,88,111,115} S = {1,2,31,40,52,76,80,103,123} S = {1,2,31,43,52,71,88,108,115} S = {1,2,31,43,52,76,83,103,120} S = {1,2,31,44,48,68,88,107,119} S = {1,2,31,44,48,72,84,103,123} S = {1,2,31,44,51,71,88,107,116} S = {1,2,31,44,51,75,84,103,120} S = {1,4,10,48,63,82,93,103,104} S = {1,4,10,48,63,87,88,98,109} S = {1,4,10,50,61,80,95,103,104} S = {1,4,10,50,61,87,88,96,111} S = {1,4,10,55,56,80,95,98,109} S = {1,4,10,55,56,82,93,96,111} S = {1,4,15,50,61,85,90,103,104} S = {1,4,15,50,61,87,88,101,106} S = {1,4,15,53,58,82,93,103,104} S = {1,4,15,53,58,87,88,98,109} S = {1,4,15,55,56,82,93,101,106} S = {1,4,15,55,56,85,90,98,109} S = {1,4,18,40,63,74,93,103,112} S = {1,4,18,40,63,79,88,98,117} S = {1,4,18,42,61,72,95,103,112} S = {1,4,18,42,61,79,88,96,119} S = {1,4,18,47,56,72,95,98,117} S = {1,4,18,47,56,74,93,96,119} S = {1,4,23,42,61,77,90,103,112} S = {1,4,23,42,61,79,88,101,114} S = {1,4,23,45,58,74,93,103,112} S = {1,4,23,45,58,79,88,98,117} S = {1,4,23,47,56,74,93,101,114} S = {1,4,23,47,56,77,90,98,117} S = {1,4,24,34,63,74,87,109,112} S = {1,4,24,34,63,79,82,104,117} S = {1,4,24,42,55,66,95,109,112} S = {1,4,24,42,55,79,82,96,125} S = {1,4,24,47,50,66,95,104,117} S = {1,4,24,47,50,74,87,96,125} S = {1,4,26,34,61,72,87,111,112} S = {1,4,26,34,61,79,80,104,119} S = {1,4,26,39,61,77,87,106,112} S = {1,4,26,39,61,79,85,104,114} S = {1,4,26,40,55,66,93,111,112} S = {1,4,26,40,55,79,80,98,125} S = {1,4,26,45,55,71,93,106,112} S = {1,4,26,45,55,79,85,98,120} S = {1,4,26,47,48,66,93,104,119} S = {1,4,26,47,48,72,87,98,125} S = {1,4,26,47,53,71,93,104,114} S = {1,4,26,47,53,77,87,98,120} S = {1,4,29,39,58,74,87,109,112} S = {1,4,29,39,58,79,82,104,117} S = {1,4,29,42,55,71,90,109,112} S = {1,4,29,42,55,79,82,101,120} S = {1,4,29,47,50,71,90,104,117} S = {1,4,29,47,50,74,87,101,120} S = {1,4,31,34,56,72,82,111,117} S = {1,4,31,34,56,74,80,109,119} S = {1,4,31,39,56,74,85,109,114} S = {1,4,31,39,56,77,82,106,117} S = {1,4,31,40,50,66,88,111,117} S = {1,4,31,40,50,74,80,103,125} S = {1,4,31,42,48,66,88,109,119} S = {1,4,31,42,48,72,82,103,125} S = {1,4,31,42,53,71,88,109,114} S = {1,4,31,42,53,77,82,103,120} S = {1,4,31,45,50,71,88,106,117} S = {1,4,31,45,50,74,85,103,120} S = {1,6,8,48,63,82,93,100,107} S = {1,6,8,48,63,84,91,98,109} S = {1,6,8,50,61,80,95,100,107} S = {1,6,8,50,61,84,91,96,111} S = {1,6,8,52,59,80,95,98,109} S = {1,6,8,52,59,82,93,96,111} S = {1,6,10,48,63,82,93,99,108} S = {1,6,10,48,63,83,92,98,109} S = {1,6,10,50,61,80,95,99,108} S = {1,6,10,50,61,83,92,96,111} S = {1,6,10,51,60,80,95,98,109} S = {1,6,10,51,60,82,93,96,111} S = {1,6,11,50,61,83,92,103,104} S = {1,6,11,50,61,87,88,99,108} S = {1,6,11,51,60,82,93,103,104} S = {1,6,11,51,60,87,88,98,109} S = {1,6,11,55,56,82,93,99,108} S = {1,6,11,55,56,83,92,98,109} S = {1,6,12,48,63,84,91,101,106} S = {1,6,12,48,63,85,90,100,107} S = {1,6,12,52,59,80,95,101,106} S = {1,6,12,52,59,85,90,96,111} S = {1,6,12,53,58,80,95,100,107} S = {1,6,12,53,58,84,91,96,111} S = {1,6,13,52,59,85,90,103,104} S = {1,6,13,52,59,87,88,101,106} S = {1,6,13,53,58,84,91,103,104} S = {1,6,13,53,58,87,88,100,107} S = {1,6,13,55,56,84,91,101,106} S = {1,6,13,55,56,85,90,100,107} S = {1,6,15,51,60,85,90,103,104} S = {1,6,15,51,60,87,88,101,106} S = {1,6,15,53,58,83,92,103,104} S = {1,6,15,53,58,87,88,99,108} S = {1,6,15,55,56,83,92,101,106} S = {1,6,15,55,56,85,90,99,108} S = {1,6,16,40,63,74,93,100,115} S = {1,6,16,40,63,76,91,98,117} S = {1,6,16,42,61,72,95,100,115} S = {1,6,16,42,61,76,91,96,119} S = {1,6,16,44,59,72,95,98,117} S = {1,6,16,44,59,74,93,96,119} S = {1,6,18,40,63,74,93,99,116} S = {1,6,18,40,63,75,92,98,117} S = {1,6,18,42,61,72,95,99,116} S = {1,6,18,42,61,75,92,96,119} S = {1,6,18,43,60,72,95,98,117} S = {1,6,18,43,60,74,93,96,119} S = {1,6,19,42,61,75,92,103,112} S = {1,6,19,42,61,79,88,99,116} S = {1,6,19,43,60,74,93,103,112} S = {1,6,19,43,60,79,88,98,117} S = {1,6,19,47,56,74,93,99,116} S = {1,6,19,47,56,75,92,98,117} S = {1,6,20,40,63,76,91,101,114} S = {1,6,20,40,63,77,90,100,115} S = {1,6,20,44,59,72,95,101,114} S = {1,6,20,44,59,77,90,96,119} S = {1,6,20,45,58,72,95,100,115} S = {1,6,20,45,58,76,91,96,119} S = {1,6,21,44,59,77,90,103,112} S = {1,6,21,44,59,79,88,101,114} S = {1,6,21,45,58,76,91,103,112} S = {1,6,21,45,58,79,88,100,115} S = {1,6,21,47,56,76,91,101,114} S = {1,6,21,47,56,77,90,100,115} S = {1,6,23,43,60,77,90,103,112} S = {1,6,23,43,60,79,88,101,114} S = {1,6,23,45,58,75,92,103,112} S = {1,6,23,45,58,79,88,99,116} S = {1,6,23,47,56,75,92,101,114} S = {1,6,23,47,56,77,90,99,116} S = {1,6,24,31,42,45,51,75,116} S = {1,6,24,31,42,45,52,76,115} S = {1,6,24,31,42,51,52,82,109} S = {1,6,24,31,42,74,109,115,116} S = {1,6,24,31,42,75,76,82,117} S = {1,6,24,31,43,44,50,74,117} S = {1,6,24,31,43,44,53,77,114} S = {1,6,24,31,43,50,53,83,108} S = {1,6,24,31,43,74,77,83,116} S = {1,6,24,31,43,75,108,114,117} S = {1,6,24,31,44,50,53,84,107} S = {1,6,24,31,44,74,77,84,115} S = {1,6,24,31,44,76,107,114,117} S = {1,6,24,31,45,51,52,85,106} S = {1,6,24,31,45,75,76,85,114} S = {1,6,24,31,45,77,106,115,116} S = {1,6,24,31,50,74,83,84,109} S = {1,6,24,31,50,82,107,108,117} S = {1,6,24,31,51,75,82,85,108} S = {1,6,24,31,51,83,106,109,116} S = {1,6,24,31,52,76,82,85,107} S = {1,6,24,31,52,84,106,109,115} S = {1,6,24,31,53,77,83,84,106} S = {1,6,24,31,53,85,107,108,114} S = {1,6,24,32,63,74,84,109,115} S = {1,6,24,32,63,76,82,107,117} S = {1,6,24,34,63,74,83,109,116} S = {1,6,24,34,63,75,82,108,117} S = {1,6,24,36,63,76,85,107,114} S = {1,6,24,36,63,77,84,106,115} S = {1,6,24,40,63,74,77,115,116} S = {1,6,24,40,63,75,76,114,117} S = {1,6,24,42,45,51,52,95,96} S = {1,6,24,42,45,72,95,115,116} S = {1,6,24,42,45,75,76,96,119} S = {1,6,24,42,51,66,95,109,116} S = {1,6,24,42,51,75,82,96,125} S = {1,6,24,42,52,64,95,109,115} S = {1,6,24,42,52,76,82,96,127} S = {1,6,24,43,44,50,53,95,96} S = {1,6,24,43,44,72,95,114,117} S = {1,6,24,43,44,74,77,96,119} S = {1,6,24,43,50,66,95,108,117} S = {1,6,24,43,50,74,83,96,125} S = {1,6,24,44,50,64,95,107,117} S = {1,6,24,44,50,74,84,96,127} S = {1,6,24,44,53,68,95,107,114} S = {1,6,24,44,53,77,84,96,123} S = {1,6,24,45,52,68,95,106,115} S = {1,6,24,45,52,76,85,96,123} S = {1,6,24,48,63,82,85,107,108} S = {1,6,24,48,63,83,84,106,109} S = {1,6,24,50,53,80,95,107,108} S = {1,6,24,50,53,83,84,96,111} S = {1,6,24,51,52,80,95,106,109} S = {1,6,24,51,52,82,85,96,111} S = {1,6,24,63,74,77,83,84,96} S = {1,6,24,63,75,76,82,85,96} S = {1,6,24,63,95,106,109,115,116} S = {1,6,24,63,95,107,108,114,117} S = {1,6,26,29,40,47,51,75,116} S = {1,6,26,29,40,47,52,76,115} S = {1,6,26,29,40,51,52,80,111} S = {1,6,26,29,40,72,111,115,116} S = {1,6,26,29,40,75,76,80,119} S = {1,6,26,29,43,44,48,72,119} S = {1,6,26,29,43,44,55,79,112} S = {1,6,26,29,43,48,55,83,108} S = {1,6,26,29,43,72,79,83,116} S = {1,6,26,29,43,75,108,112,119} S = {1,6,26,29,44,48,55,84,107} S = {1,6,26,29,44,72,79,84,115} S = {1,6,26,29,44,76,107,112,119} S = {1,6,26,29,47,51,52,87,104} S = {1,6,26,29,47,75,76,87,112} S = {1,6,26,29,47,79,104,115,116} S = {1,6,26,29,48,72,83,84,111} S = {1,6,26,29,48,80,107,108,119} S = {1,6,26,29,51,75,80,87,108} S = {1,6,26,29,51,83,104,111,116} S = {1,6,26,29,52,76,80,87,107} S = {1,6,26,29,52,84,104,111,115} S = {1,6,26,29,55,79,83,84,104} S = {1,6,26,29,55,87,107,108,112} S = {1,6,26,32,61,72,84,111,115} S = {1,6,26,32,61,76,80,107,119} S = {1,6,26,34,61,72,83,111,116} S = {1,6,26,34,61,75,80,108,119} S = {1,6,26,35,61,75,87,108,112} S = {1,6,26,35,61,79,83,104,116} S = {1,6,26,40,47,51,52,93,98} S = {1,6,26,40,47,74,93,115,116} S = {1,6,26,40,47,75,76,98,117} S = {1,6,26,40,51,66,93,111,116} S = {1,6,26,40,51,75,80,98,125} S = {1,6,26,40,52,64,93,111,115} S = {1,6,26,40,52,76,80,98,127} S = {1,6,26,42,61,72,79,115,116} S = {1,6,26,42,61,75,76,112,119} S = {1,6,26,43,44,48,55,93,98} S = {1,6,26,43,44,72,79,98,117} S = {1,6,26,43,44,74,93,112,119} S = {1,6,26,43,48,66,93,108,119} S = {1,6,26,43,48,72,83,98,125} S = {1,6,26,43,55,67,93,108,112} S = {1,6,26,43,55,79,83,98,124} S = {1,6,26,44,48,64,93,107,119} S = {1,6,26,44,48,72,84,98,127} S = {1,6,26,47,51,67,93,104,116} S = {1,6,26,47,51,75,87,98,124} S = {1,6,26,48,55,82,93,107,108} S = {1,6,26,48,55,83,84,98,109} S = {1,6,26,50,61,80,87,107,108} S = {1,6,26,50,61,83,84,104,111} S = {1,6,26,51,52,80,87,98,109} S = {1,6,26,51,52,82,93,104,111} S = {1,6,26,61,72,79,83,84,98} S = {1,6,26,61,75,76,80,87,98} S = {1,6,26,61,93,104,111,115,116} S = {1,6,26,61,93,107,108,112,119} S = {1,6,27,28,40,47,50,74,117} S = {1,6,27,28,40,47,53,77,114} S = {1,6,27,28,40,50,53,80,111} S = {1,6,27,28,40,72,111,114,117} S = {1,6,27,28,40,74,77,80,119} S = {1,6,27,28,42,45,48,72,119} S = {1,6,27,28,42,45,55,79,112} S = {1,6,27,28,42,48,55,82,109} S = {1,6,27,28,42,72,79,82,117} S = {1,6,27,28,42,74,109,112,119} S = {1,6,27,28,45,48,55,85,106} S = {1,6,27,28,45,72,79,85,114} S = {1,6,27,28,45,77,106,112,119} S = {1,6,27,28,47,50,53,87,104} S = {1,6,27,28,47,74,77,87,112} S = {1,6,27,28,47,79,104,114,117} S = {1,6,27,28,48,72,82,85,111} S = {1,6,27,28,48,80,106,109,119} S = {1,6,27,28,50,74,80,87,109} S = {1,6,27,28,50,82,104,111,117} S = {1,6,27,28,53,77,80,87,106} S = {1,6,27,28,53,85,104,111,114} S = {1,6,27,28,55,79,82,85,104} S = {1,6,27,28,55,87,106,109,112} S = {1,6,27,34,60,72,82,111,117} S = {1,6,27,34,60,74,80,109,119} S = {1,6,27,35,60,74,87,109,112} S = {1,6,27,35,60,79,82,104,117} S = {1,6,27,39,60,77,87,106,112} S = {1,6,27,39,60,79,85,104,114} S = {1,6,27,40,47,50,53,92,99} S = {1,6,27,40,47,74,77,99,116} S = {1,6,27,40,47,75,92,114,117} S = {1,6,27,40,50,66,92,111,117} S = {1,6,27,40,50,74,80,99,125} S = {1,6,27,42,45,48,55,92,99} S = {1,6,27,42,45,72,79,99,116} S = {1,6,27,42,45,75,92,112,119} S = {1,6,27,42,48,66,92,109,119} S = {1,6,27,42,48,72,82,99,125} S = {1,6,27,42,55,67,92,109,112} S = {1,6,27,42,55,79,82,99,124} S = {1,6,27,43,60,72,79,114,117} S = {1,6,27,43,60,74,77,112,119} S = {1,6,27,45,55,71,92,106,112} S = {1,6,27,45,55,79,85,99,120} S = {1,6,27,47,50,67,92,104,117} S = {1,6,27,47,50,74,87,99,124} S = {1,6,27,47,53,71,92,104,114} S = {1,6,27,47,53,77,87,99,120} S = {1,6,27,48,55,82,85,99,108} S = {1,6,27,48,55,83,92,106,109} S = {1,6,27,50,53,80,87,99,108} S = {1,6,27,50,53,83,92,104,111} S = {1,6,27,51,60,80,87,106,109} S = {1,6,27,51,60,82,85,104,111} S = {1,6,27,60,72,79,82,85,99} S = {1,6,27,60,74,77,80,87,99} S = {1,6,27,60,92,104,111,114,117} S = {1,6,27,60,92,106,109,112,119} S = {1,6,28,32,59,72,82,111,117} S = {1,6,28,32,59,74,80,109,119} S = {1,6,28,36,59,72,85,111,114} S = {1,6,28,36,59,77,80,106,119} S = {1,6,28,37,59,77,87,106,112} S = {1,6,28,37,59,79,85,104,114} S = {1,6,28,40,47,50,53,91,100} S = {1,6,28,40,47,74,77,100,115} S = {1,6,28,40,47,76,91,114,117} S = {1,6,28,40,50,64,91,111,117} S = {1,6,28,40,50,74,80,100,127} S = {1,6,28,40,53,68,91,111,114} S = {1,6,28,40,53,77,80,100,123} S = {1,6,28,42,45,48,55,91,100} S = {1,6,28,42,45,72,79,100,115} S = {1,6,28,42,45,76,91,112,119} S = {1,6,28,42,48,64,91,109,119} S = {1,6,28,42,48,72,82,100,127} S = {1,6,28,44,59,72,79,114,117} S = {1,6,28,44,59,74,77,112,119} S = {1,6,28,45,48,68,91,106,119} S = {1,6,28,45,48,72,85,100,123} S = {1,6,28,45,55,69,91,106,112} S = {1,6,28,45,55,79,85,100,122} S = {1,6,28,47,53,69,91,104,114} S = {1,6,28,47,53,77,87,100,122} S = {1,6,28,48,55,82,85,100,107} S = {1,6,28,48,55,84,91,106,109} S = {1,6,28,50,53,80,87,100,107} S = {1,6,28,50,53,84,91,104,111} S = {1,6,28,52,59,80,87,106,109} S = {1,6,28,52,59,82,85,104,111} S = {1,6,28,59,72,79,82,85,100} S = {1,6,28,59,74,77,80,87,100} S = {1,6,28,59,91,104,111,114,117} S = {1,6,28,59,91,106,109,112,119} S = {1,6,29,36,58,72,84,111,115} S = {1,6,29,36,58,76,80,107,119} S = {1,6,29,37,58,76,87,107,112} S = {1,6,29,37,58,79,84,104,115} S = {1,6,29,39,58,75,87,108,112} S = {1,6,29,39,58,79,83,104,116} S = {1,6,29,40,47,51,52,90,101} S = {1,6,29,40,47,75,76,101,114} S = {1,6,29,40,47,77,90,115,116} S = {1,6,29,40,52,68,90,111,115} S = {1,6,29,40,52,76,80,101,123} S = {1,6,29,43,44,48,55,90,101} S = {1,6,29,43,44,72,79,101,114} S = {1,6,29,43,44,77,90,112,119} S = {1,6,29,43,55,71,90,108,112} S = {1,6,29,43,55,79,83,101,120} S = {1,6,29,44,48,68,90,107,119} S = {1,6,29,44,48,72,84,101,123} S = {1,6,29,44,55,69,90,107,112} S = {1,6,29,44,55,79,84,101,122} S = {1,6,29,45,58,72,79,115,116} S = {1,6,29,45,58,75,76,112,119} S = {1,6,29,47,51,71,90,104,116} S = {1,6,29,47,51,75,87,101,120} S = {1,6,29,47,52,69,90,104,115} S = {1,6,29,47,52,76,87,101,122} S = {1,6,29,48,55,83,84,101,106} S = {1,6,29,48,55,85,90,107,108} S = {1,6,29,51,52,80,87,101,106} S = {1,6,29,51,52,85,90,104,111} S = {1,6,29,53,58,80,87,107,108} S = {1,6,29,53,58,83,84,104,111} S = {1,6,29,58,72,79,83,84,101} S = {1,6,29,58,75,76,80,87,101} S = {1,6,29,58,90,104,111,115,116} S = {1,6,29,58,90,107,108,112,119} S = {1,6,31,35,56,74,83,109,116} S = {1,6,31,35,56,75,82,108,117} S = {1,6,31,37,56,76,85,107,114} S = {1,6,31,37,56,77,84,106,115} S = {1,6,31,39,56,75,85,108,114} S = {1,6,31,39,56,77,83,106,116} S = {1,6,31,42,45,51,52,88,103} S = {1,6,31,42,45,75,76,103,112} S = {1,6,31,42,45,79,88,115,116} S = {1,6,31,42,51,67,88,109,116} S = {1,6,31,42,51,75,82,103,124} S = {1,6,31,43,44,50,53,88,103} S = {1,6,31,43,44,74,77,103,112} S = {1,6,31,43,44,79,88,114,117} S = {1,6,31,43,50,67,88,108,117} S = {1,6,31,43,50,74,83,103,124} S = {1,6,31,43,53,71,88,108,114} S = {1,6,31,43,53,77,83,103,120} S = {1,6,31,44,53,69,88,107,114} S = {1,6,31,44,53,77,84,103,122} S = {1,6,31,45,51,71,88,106,116} S = {1,6,31,45,51,75,85,103,120} S = {1,6,31,45,52,69,88,106,115} S = {1,6,31,45,52,76,85,103,122} S = {1,6,31,47,56,74,77,115,116} S = {1,6,31,47,56,75,76,114,117} S = {1,6,31,50,53,83,84,103,104} S = {1,6,31,50,53,87,88,107,108} S = {1,6,31,51,52,82,85,103,104} S = {1,6,31,51,52,87,88,106,109} S = {1,6,31,55,56,82,85,107,108} S = {1,6,31,55,56,83,84,106,109} S = {1,6,31,56,74,77,83,84,103} S = {1,6,31,56,75,76,82,85,103} S = {1,6,31,56,88,106,109,115,116} S = {1,6,31,56,88,107,108,114,117} S = {1,6,40,47,50,74,93,99,100} S = {1,6,40,47,50,91,92,98,117} S = {1,6,40,47,51,75,92,98,101} S = {1,6,40,47,51,90,93,99,116} S = {1,6,40,47,52,76,91,98,101} S = {1,6,40,47,52,90,93,100,115} S = {1,6,40,47,53,77,90,99,100} S = {1,6,40,47,53,91,92,101,114} S = {1,6,40,48,63,90,93,99,100} S = {1,6,40,48,63,91,92,98,101} S = {1,6,40,50,53,80,95,99,100} S = {1,6,40,50,53,91,92,96,111} S = {1,6,40,51,52,80,95,98,101} S = {1,6,40,51,52,90,93,96,111} S = {1,6,40,63,74,77,80,99,100} S = {1,6,40,63,75,76,80,98,101} S = {1,6,40,63,90,93,111,115,116} S = {1,6,40,63,91,92,111,114,117} S = {1,6,42,45,48,72,95,99,100} S = {1,6,42,45,48,91,92,96,119} S = {1,6,42,45,51,75,92,96,103} S = {1,6,42,45,51,88,95,99,116} S = {1,6,42,45,52,76,91,96,103} S = {1,6,42,45,52,88,95,100,115} S = {1,6,42,45,55,79,88,99,100} S = {1,6,42,45,55,91,92,103,112} S = {1,6,42,48,55,82,93,99,100} S = {1,6,42,48,55,91,92,98,109} S = {1,6,42,50,61,88,95,99,100} S = {1,6,42,50,61,91,92,96,103} S = {1,6,42,51,52,82,93,96,103} S = {1,6,42,51,52,88,95,98,109} S = {1,6,42,61,72,79,82,99,100} S = {1,6,42,61,75,76,82,96,103} S = {1,6,42,61,88,95,109,115,116} S = {1,6,42,61,91,92,109,112,119} S = {1,6,43,44,48,72,95,98,101} S = {1,6,43,44,48,90,93,96,119} S = {1,6,43,44,50,74,93,96,103} S = {1,6,43,44,50,88,95,98,117} S = {1,6,43,44,53,77,90,96,103} S = {1,6,43,44,53,88,95,101,114} S = {1,6,43,44,55,79,88,98,101} S = {1,6,43,44,55,90,93,103,112} S = {1,6,43,48,55,83,92,98,101} S = {1,6,43,48,55,90,93,99,108} S = {1,6,43,50,53,83,92,96,103} S = {1,6,43,50,53,88,95,99,108} S = {1,6,43,51,60,88,95,98,101} S = {1,6,43,51,60,90,93,96,103} S = {1,6,43,60,72,79,83,98,101} S = {1,6,43,60,74,77,83,96,103} S = {1,6,43,60,88,95,108,114,117} S = {1,6,43,60,90,93,108,112,119} S = {1,6,44,48,55,84,91,98,101} S = {1,6,44,48,55,90,93,100,107} S = {1,6,44,50,53,84,91,96,103} S = {1,6,44,50,53,88,95,100,107} S = {1,6,44,52,59,88,95,98,101} S = {1,6,44,52,59,90,93,96,103} S = {1,6,44,59,72,79,84,98,101} S = {1,6,44,59,74,77,84,96,103} S = {1,6,44,59,88,95,107,114,117} S = {1,6,44,59,90,93,107,112,119} S = {1,6,45,48,55,85,90,99,100} S = {1,6,45,48,55,91,92,101,106} S = {1,6,45,51,52,85,90,96,103} S = {1,6,45,51,52,88,95,101,106} S = {1,6,45,53,58,88,95,99,100} S = {1,6,45,53,58,91,92,96,103} S = {1,6,45,58,72,79,85,99,100} S = {1,6,45,58,75,76,85,96,103} S = {1,6,45,58,88,95,106,115,116} S = {1,6,45,58,91,92,106,112,119} S = {1,6,47,50,53,87,88,99,100} S = {1,6,47,50,53,91,92,103,104} S = {1,6,47,51,52,87,88,98,101} S = {1,6,47,51,52,90,93,103,104} S = {1,6,47,55,56,90,93,99,100} S = {1,6,47,55,56,91,92,98,101} S = {1,6,47,56,74,77,87,99,100} S = {1,6,47,56,75,76,87,98,101} S = {1,6,47,56,90,93,104,115,116} S = {1,6,47,56,91,92,104,114,117} S = {1,6,48,63,72,82,85,99,100} S = {1,6,48,63,72,83,84,98,101} S = {1,6,48,63,90,93,107,108,119} S = {1,6,48,63,91,92,106,109,119} S = {1,6,50,61,74,80,87,99,100} S = {1,6,50,61,74,83,84,96,103} S = {1,6,50,61,88,95,107,108,117} S = {1,6,50,61,91,92,104,111,117} S = {1,6,51,60,75,80,87,98,101} S = {1,6,51,60,75,82,85,96,103} S = {1,6,51,60,88,95,106,109,116} S = {1,6,51,60,90,93,104,111,116} S = {1,6,52,59,76,80,87,98,101} S = {1,6,52,59,76,82,85,96,103} S = {1,6,52,59,88,95,106,109,115} S = {1,6,52,59,90,93,104,111,115} S = {1,6,53,58,77,80,87,99,100} S = {1,6,53,58,77,83,84,96,103} S = {1,6,53,58,88,95,107,108,114} S = {1,6,53,58,91,92,104,111,114} S = {1,6,55,56,79,82,85,99,100} S = {1,6,55,56,79,83,84,98,101} S = {1,6,55,56,90,93,107,108,112} S = {1,6,55,56,91,92,106,109,112} S = {1,6,56,63,74,77,83,99,116} S = {1,6,56,63,74,77,84,100,115} S = {1,6,56,63,74,82,93,99,100} S = {1,6,56,63,74,83,84,98,109} S = {1,6,56,63,74,93,109,115,116} S = {1,6,56,63,75,76,82,98,117} S = {1,6,56,63,75,76,85,101,114} S = {1,6,56,63,75,82,85,99,108} S = {1,6,56,63,75,83,92,98,101} S = {1,6,56,63,75,92,108,114,117} S = {1,6,56,63,76,82,85,100,107} S = {1,6,56,63,76,84,91,98,101} S = {1,6,56,63,76,91,107,114,117} S = {1,6,56,63,77,83,84,101,106} S = {1,6,56,63,77,85,90,99,100} S = {1,6,56,63,77,90,106,115,116} S = {1,6,56,63,82,93,107,108,117} S = {1,6,56,63,83,92,106,109,116} S = {1,6,56,63,84,91,106,109,115} S = {1,6,56,63,85,90,107,108,114} S = {1,6,56,63,90,93,99,108,116} S = {1,6,56,63,90,93,100,107,115} S = {1,6,56,63,91,92,98,109,117} S = {1,6,56,63,91,92,101,106,114} S = {1,6,58,61,72,79,83,99,116} S = {1,6,58,61,72,79,84,100,115} S = {1,6,58,61,72,80,95,99,100} S = {1,6,58,61,72,83,84,96,111} S = {1,6,58,61,72,95,111,115,116} S = {1,6,58,61,75,76,80,96,119} S = {1,6,58,61,75,76,87,103,112} S = {1,6,58,61,75,80,87,99,108} S = {1,6,58,61,75,83,92,96,103} S = {1,6,58,61,75,92,108,112,119} S = {1,6,58,61,76,80,87,100,107} S = {1,6,58,61,76,84,91,96,103} S = {1,6,58,61,76,91,107,112,119} S = {1,6,58,61,79,83,84,103,104} S = {1,6,58,61,79,87,88,99,100} S = {1,6,58,61,79,88,104,115,116} S = {1,6,58,61,80,95,107,108,119} S = {1,6,58,61,83,92,104,111,116} S = {1,6,58,61,84,91,104,111,115} S = {1,6,58,61,87,88,107,108,112} S = {1,6,58,61,88,95,99,108,116} S = {1,6,58,61,88,95,100,107,115} S = {1,6,58,61,91,92,96,111,119} S = {1,6,58,61,91,92,103,104,112} S = {1,6,59,60,72,79,82,98,117} S = {1,6,59,60,72,79,85,101,114} S = {1,6,59,60,72,80,95,98,101} S = {1,6,59,60,72,82,85,96,111} S = {1,6,59,60,72,95,111,114,117} S = {1,6,59,60,74,77,80,96,119} S = {1,6,59,60,74,77,87,103,112} S = {1,6,59,60,74,80,87,98,109} S = {1,6,59,60,74,82,93,96,103} S = {1,6,59,60,74,93,109,112,119} S = {1,6,59,60,77,80,87,101,106} S = {1,6,59,60,77,85,90,96,103} S = {1,6,59,60,77,90,106,112,119} S = {1,6,59,60,79,82,85,103,104} S = {1,6,59,60,79,87,88,98,101} S = {1,6,59,60,79,88,104,114,117} S = {1,6,59,60,80,95,106,109,119} S = {1,6,59,60,82,93,104,111,117} S = {1,6,59,60,85,90,104,111,114} S = {1,6,59,60,87,88,106,109,112} S = {1,6,59,60,88,95,98,109,117} S = {1,6,59,60,88,95,101,106,114} S = {1,6,59,60,90,93,96,111,119} S = {1,6,59,60,90,93,103,104,112} S = {1,7,10,50,61,83,92,100,107} S = {1,7,10,50,61,84,91,99,108} S = {1,7,10,51,60,82,93,100,107} S = {1,7,10,51,60,84,91,98,109} S = {1,7,10,52,59,82,93,99,108} S = {1,7,10,52,59,83,92,98,109} S = {1,7,12,50,61,84,91,101,106} S = {1,7,12,50,61,85,90,100,107} S = {1,7,12,52,59,82,93,101,106} S = {1,7,12,52,59,85,90,98,109} S = {1,7,12,53,58,82,93,100,107} S = {1,7,12,53,58,84,91,98,109} S = {1,7,18,42,61,75,92,100,115} S = {1,7,18,42,61,76,91,99,116} S = {1,7,18,43,60,74,93,100,115} S = {1,7,18,43,60,76,91,98,117} S = {1,7,18,44,59,74,93,99,116} S = {1,7,18,44,59,75,92,98,117} S = {1,7,20,42,61,76,91,101,114} S = {1,7,20,42,61,77,90,100,115} S = {1,7,20,44,59,74,93,101,114} S = {1,7,20,44,59,77,90,98,117} S = {1,7,20,45,58,74,93,100,115} S = {1,7,20,45,58,76,91,98,117} S = {1,7,26,34,61,75,84,108,115} S = {1,7,26,34,61,76,83,107,116} S = {1,7,26,36,61,76,85,107,114} S = {1,7,26,36,61,77,84,106,115} S = {1,7,26,43,52,66,93,108,115} S = {1,7,26,43,52,76,83,98,125} S = {1,7,26,44,51,66,93,107,116} S = {1,7,26,44,51,75,84,98,125} S = {1,7,26,44,53,68,93,107,114} S = {1,7,26,44,53,77,84,98,123} S = {1,7,26,45,52,68,93,106,115} S = {1,7,26,45,52,76,85,98,123} S = {1,7,27,34,60,74,84,109,115} S = {1,7,27,34,60,76,82,107,117} S = {1,7,27,42,52,66,92,109,115} S = {1,7,27,42,52,76,82,99,125} S = {1,7,27,44,50,66,92,107,117} S = {1,7,27,44,50,74,84,99,125} S = {1,7,28,34,59,74,83,109,116} S = {1,7,28,34,59,75,82,108,117} S = {1,7,28,36,59,74,85,109,114} S = {1,7,28,36,59,77,82,106,117} S = {1,7,28,42,51,66,91,109,116} S = {1,7,28,42,51,75,82,100,125} S = {1,7,28,42,53,68,91,109,114} S = {1,7,28,42,53,77,82,100,123} S = {1,7,28,43,50,66,91,108,117} S = {1,7,28,43,50,74,83,100,125} S = {1,7,28,45,50,68,91,106,117} S = {1,7,28,45,50,74,85,100,123} S = {1,7,29,36,58,74,84,109,115} S = {1,7,29,36,58,76,82,107,117} S = {1,7,29,42,52,68,90,109,115} S = {1,7,29,42,52,76,82,101,123} S = {1,7,29,44,50,68,90,107,117} S = {1,7,29,44,50,74,84,101,123} S = {1,8,15,50,61,84,91,102,105} S = {1,8,15,50,61,86,89,100,107} S = {1,8,15,52,59,82,93,102,105} S = {1,8,15,52,59,86,89,98,109} S = {1,8,15,54,57,82,93,100,107} S = {1,8,15,54,57,84,91,98,109} S = {1,8,18,36,63,70,93,107,112} S = {1,8,18,36,63,79,84,98,121} S = {1,8,18,38,61,68,95,107,112} S = {1,8,18,38,61,79,84,96,123} S = {1,8,18,47,52,68,95,98,121} S = {1,8,18,47,52,70,93,96,123} S = {1,8,20,34,63,70,91,109,112} S = {1,8,20,34,63,79,82,100,121} S = {1,8,20,38,59,66,95,109,112} S = {1,8,20,38,59,79,82,96,125} S = {1,8,20,47,50,66,95,100,121} S = {1,8,20,47,50,70,91,96,125} S = {1,8,22,34,61,68,91,111,112} S = {1,8,22,34,61,79,80,100,123} S = {1,8,22,36,59,66,93,111,112} S = {1,8,22,36,59,79,80,98,125} S = {1,8,22,43,61,77,91,102,112} S = {1,8,22,43,61,79,89,100,114} S = {1,8,22,45,59,75,93,102,112} S = {1,8,22,45,59,79,89,98,116} S = {1,8,22,47,48,66,93,100,123} S = {1,8,22,47,48,68,91,98,125} S = {1,8,22,47,57,75,93,100,114} S = {1,8,22,47,57,77,91,98,116} S = {1,8,27,38,61,77,86,107,112} S = {1,8,27,38,61,79,84,105,114} S = {1,8,27,45,54,70,93,107,112} S = {1,8,27,45,54,79,84,98,121} S = {1,8,27,47,52,70,93,105,114} S = {1,8,27,47,52,77,86,98,121} S = {1,8,29,38,59,75,86,109,112} S = {1,8,29,38,59,79,82,105,116} S = {1,8,29,43,54,70,91,109,112} S = {1,8,29,43,54,79,82,100,121} S = {1,8,29,47,50,70,91,105,116} S = {1,8,29,47,50,75,86,100,121} S = {1,8,31,34,52,68,82,111,121} S = {1,8,31,34,52,70,80,109,123} S = {1,8,31,36,50,66,84,111,121} S = {1,8,31,36,50,70,80,107,125} S = {1,8,31,38,48,66,84,109,123} S = {1,8,31,38,48,68,82,107,125} S = {1,8,31,38,57,75,84,109,114} S = {1,8,31,38,57,77,82,107,116} S = {1,8,31,43,52,70,89,109,114} S = {1,8,31,43,52,77,82,102,121} S = {1,8,31,45,50,70,89,107,116} S = {1,8,31,45,50,75,84,102,121} S = {1,10,12,48,63,86,89,103,104} S = {1,10,12,48,63,87,88,102,105} S = {1,10,12,54,57,80,95,103,104} S = {1,10,12,54,57,87,88,96,111} S = {1,10,12,55,56,80,95,102,105} S = {1,10,12,55,56,86,89,96,111} S = {1,10,13,52,59,86,89,103,104} S = {1,10,13,52,59,87,88,102,105} S = {1,10,13,54,57,84,91,103,104} S = {1,10,13,54,57,87,88,100,107} S = {1,10,13,55,56,84,91,102,105} S = {1,10,13,55,56,86,89,100,107} S = {1,10,15,51,60,84,91,102,105} S = {1,10,15,51,60,86,89,100,107} S = {1,10,15,52,59,83,92,102,105} S = {1,10,15,52,59,86,89,99,108} S = {1,10,15,54,57,83,92,100,107} S = {1,10,15,54,57,84,91,99,108} S = {1,10,16,36,63,70,93,104,115} S = {1,10,16,36,63,76,87,98,121} S = {1,10,16,38,61,68,95,104,115} S = {1,10,16,38,61,76,87,96,123} S = {1,10,16,44,55,68,95,98,121} S = {1,10,16,44,55,70,93,96,123} S = {1,10,18,36,63,70,93,99,120} S = {1,10,18,36,63,71,92,98,121} S = {1,10,18,38,61,68,95,99,120} S = {1,10,18,38,61,71,92,96,123} S = {1,10,18,39,60,68,95,98,121} S = {1,10,18,39,60,70,93,96,123} S = {1,10,19,38,61,71,92,107,112} S = {1,10,19,38,61,79,84,99,120} S = {1,10,19,39,60,70,93,107,112} S = {1,10,19,39,60,79,84,98,121} S = {1,10,19,47,52,70,93,99,120} S = {1,10,19,47,52,71,92,98,121} S = {1,10,20,31,38,45,51,71,120} S = {1,10,20,31,38,45,56,76,115} S = {1,10,20,31,38,51,56,82,109} S = {1,10,20,31,38,70,109,115,120} S = {1,10,20,31,38,71,76,82,121} S = {1,10,20,31,39,44,50,70,121} S = {1,10,20,31,39,44,57,77,114} S = {1,10,20,31,39,50,57,83,108} S = {1,10,20,31,39,70,77,83,120} S = {1,10,20,31,39,71,108,114,121} S = {1,10,20,31,44,50,57,88,103} S = {1,10,20,31,44,70,77,88,115} S = {1,10,20,31,44,76,103,114,121} S = {1,10,20,31,45,51,56,89,102} S = {1,10,20,31,45,71,76,89,114} S = {1,10,20,31,45,77,102,115,120} S = {1,10,20,31,50,70,83,88,109} S = {1,10,20,31,50,82,103,108,121} S = {1,10,20,31,51,71,82,89,108} S = {1,10,20,31,51,83,102,109,120} S = {1,10,20,31,56,76,82,89,103} S = {1,10,20,31,56,88,102,109,115} S = {1,10,20,31,57,77,83,88,102} S = {1,10,20,31,57,89,103,108,114} S = {1,10,20,32,63,70,88,109,115} S = {1,10,20,32,63,76,82,103,121} S = {1,10,20,34,63,70,83,109,120} S = {1,10,20,34,63,71,82,108,121} S = {1,10,20,36,63,70,77,115,120} S = {1,10,20,36,63,71,76,114,121} S = {1,10,20,38,45,51,56,95,96} S = {1,10,20,38,45,68,95,115,120} S = {1,10,20,38,45,71,76,96,123} S = {1,10,20,38,51,66,95,109,120} S = {1,10,20,38,51,71,82,96,125} S = {1,10,20,38,56,64,95,109,115} S = {1,10,20,38,56,76,82,96,127} S = {1,10,20,39,44,50,57,95,96} S = {1,10,20,39,44,68,95,114,121} S = {1,10,20,39,44,70,77,96,123} S = {1,10,20,39,50,66,95,108,121} S = {1,10,20,39,50,70,83,96,125} S = {1,10,20,40,63,76,89,103,114} S = {1,10,20,40,63,77,88,102,115} S = {1,10,20,44,50,64,95,103,121} S = {1,10,20,44,50,70,88,96,127} S = {1,10,20,44,57,72,95,103,114} S = {1,10,20,44,57,77,88,96,119} S = {1,10,20,45,56,72,95,102,115} S = {1,10,20,45,56,76,89,96,119} S = {1,10,20,48,63,82,89,103,108} S = {1,10,20,48,63,83,88,102,109} S = {1,10,20,50,57,80,95,103,108} S = {1,10,20,50,57,83,88,96,111} S = {1,10,20,51,56,80,95,102,109} S = {1,10,20,51,56,82,89,96,111} S = {1,10,20,63,70,77,83,88,96} S = {1,10,20,63,71,76,82,89,96} S = {1,10,20,63,95,102,109,115,120} S = {1,10,20,63,95,103,108,114,121} S = {1,10,22,29,36,47,51,71,120} S = {1,10,22,29,36,47,56,76,115} S = {1,10,22,29,36,51,56,80,111} S = {1,10,22,29,36,68,111,115,120} S = {1,10,22,29,36,71,76,80,123} S = {1,10,22,29,39,44,48,68,123} S = {1,10,22,29,39,44,59,79,112} S = {1,10,22,29,39,48,59,83,108} S = {1,10,22,29,39,68,79,83,120} S = {1,10,22,29,39,71,108,112,123} S = {1,10,22,29,44,48,59,88,103} S = {1,10,22,29,44,68,79,88,115} S = {1,10,22,29,44,76,103,112,123} S = {1,10,22,29,47,51,56,91,100} S = {1,10,22,29,47,71,76,91,112} S = {1,10,22,29,47,79,100,115,120} S = {1,10,22,29,48,68,83,88,111} S = {1,10,22,29,48,80,103,108,123} S = {1,10,22,29,51,71,80,91,108} S = {1,10,22,29,51,83,100,111,120} S = {1,10,22,29,56,76,80,91,103} S = {1,10,22,29,56,88,100,111,115} S = {1,10,22,29,59,79,83,88,100} S = {1,10,22,29,59,91,103,108,112} S = {1,10,22,32,61,68,88,111,115} S = {1,10,22,32,61,76,80,103,123} S = {1,10,22,34,61,68,83,111,120} S = {1,10,22,34,61,71,80,108,123} S = {1,10,22,35,61,71,91,108,112} S = {1,10,22,35,61,79,83,100,120} S = {1,10,22,36,47,51,56,93,98} S = {1,10,22,36,47,70,93,115,120} S = {1,10,22,36,47,71,76,98,121} S = {1,10,22,36,51,66,93,111,120} S = {1,10,22,36,51,71,80,98,125} S = {1,10,22,36,56,64,93,111,115} S = {1,10,22,36,56,76,80,98,127} S = {1,10,22,38,61,68,79,115,120} S = {1,10,22,38,61,71,76,112,123} S = {1,10,22,39,44,48,59,93,98} S = {1,10,22,39,44,68,79,98,121} S = {1,10,22,39,44,70,93,112,123} S = {1,10,22,39,48,66,93,108,123} S = {1,10,22,39,48,68,83,98,125} S = {1,10,22,39,59,67,93,108,112} S = {1,10,22,39,59,79,83,98,124} S = {1,10,22,44,48,64,93,103,123} S = {1,10,22,44,48,68,88,98,127} S = {1,10,22,47,51,67,93,100,120} S = {1,10,22,47,51,71,91,98,124} S = {1,10,22,48,59,82,93,103,108} S = {1,10,22,48,59,83,88,98,109} S = {1,10,22,50,61,80,91,103,108} S = {1,10,22,50,61,83,88,100,111} S = {1,10,22,51,56,80,91,98,109} S = {1,10,22,51,56,82,93,100,111} S = {1,10,22,61,68,79,83,88,98} S = {1,10,22,61,71,76,80,91,98} S = {1,10,22,61,93,100,111,115,120} S = {1,10,22,61,93,103,108,112,123} S = {1,10,23,28,36,47,50,70,121} S = {1,10,23,28,36,47,57,77,114} S = {1,10,23,28,36,50,57,80,111} S = {1,10,23,28,36,68,111,114,121} S = {1,10,23,28,36,70,77,80,123} S = {1,10,23,28,38,45,48,68,123} S = {1,10,23,28,38,45,59,79,112} S = {1,10,23,28,38,48,59,82,109} S = {1,10,23,28,38,68,79,82,121} S = {1,10,23,28,38,70,109,112,123} S = {1,10,23,28,45,48,59,89,102} S = {1,10,23,28,45,68,79,89,114} S = {1,10,23,28,45,77,102,112,123} S = {1,10,23,28,47,50,57,91,100} S = {1,10,23,28,47,70,77,91,112} S = {1,10,23,28,47,79,100,114,121} S = {1,10,23,28,48,68,82,89,111} S = {1,10,23,28,48,80,102,109,123} S = {1,10,23,28,50,70,80,91,109} S = {1,10,23,28,50,82,100,111,121} S = {1,10,23,28,57,77,80,91,102} S = {1,10,23,28,57,89,100,111,114} S = {1,10,23,28,59,79,82,89,100} S = {1,10,23,28,59,91,102,109,112} S = {1,10,23,34,60,68,82,111,121} S = {1,10,23,34,60,70,80,109,123} S = {1,10,23,35,60,70,91,109,112} S = {1,10,23,35,60,79,82,100,121} S = {1,10,23,36,47,50,57,92,99} S = {1,10,23,36,47,70,77,99,120} S = {1,10,23,36,47,71,92,114,121} S = {1,10,23,36,50,66,92,111,121} S = {1,10,23,36,50,70,80,99,125} S = {1,10,23,38,45,48,59,92,99} S = {1,10,23,38,45,68,79,99,120} S = {1,10,23,38,45,71,92,112,123} S = {1,10,23,38,48,66,92,109,123} S = {1,10,23,38,48,68,82,99,125} S = {1,10,23,38,59,67,92,109,112} S = {1,10,23,38,59,79,82,99,124} S = {1,10,23,39,60,68,79,114,121} S = {1,10,23,39,60,70,77,112,123} S = {1,10,23,43,60,77,91,102,112} S = {1,10,23,43,60,79,89,100,114} S = {1,10,23,45,59,75,92,102,112} S = {1,10,23,45,59,79,89,99,116} S = {1,10,23,47,50,67,92,100,121} S = {1,10,23,47,50,70,91,99,124} S = {1,10,23,47,57,75,92,100,114} S = {1,10,23,47,57,77,91,99,116} S = {1,10,23,48,59,82,89,99,108} S = {1,10,23,48,59,83,92,102,109} S = {1,10,23,50,57,80,91,99,108} S = {1,10,23,50,57,83,92,100,111} S = {1,10,23,51,60,80,91,102,109} S = {1,10,23,51,60,82,89,100,111} S = {1,10,23,60,68,79,82,89,99} S = {1,10,23,60,70,77,80,91,99} S = {1,10,23,60,92,100,111,114,121} S = {1,10,23,60,92,102,109,112,123} S = {1,10,24,36,63,76,87,105,114} S = {1,10,24,36,63,77,86,104,115} S = {1,10,24,44,55,68,95,105,114} S = {1,10,24,44,55,77,86,96,123} S = {1,10,24,45,54,68,95,104,115} S = {1,10,24,45,54,76,87,96,123} S = {1,10,25,44,55,77,86,107,112} S = {1,10,25,44,55,79,84,105,114} S = {1,10,25,45,54,76,87,107,112} S = {1,10,25,45,54,79,84,104,115} S = {1,10,25,47,52,76,87,105,114} S = {1,10,25,47,52,77,86,104,115} S = {1,10,27,39,60,77,86,107,112} S = {1,10,27,39,60,79,84,105,114} S = {1,10,27,45,54,71,92,107,112} S = {1,10,27,45,54,79,84,99,120} S = {1,10,27,47,52,71,92,105,114} S = {1,10,27,47,52,77,86,99,120} S = {1,10,28,32,55,68,82,111,121} S = {1,10,28,32,55,70,80,109,123} S = {1,10,28,36,47,50,57,87,104} S = {1,10,28,36,47,70,77,104,115} S = {1,10,28,36,47,76,87,114,121} S = {1,10,28,36,50,64,87,111,121} S = {1,10,28,36,50,70,80,104,127} S = {1,10,28,36,57,72,87,111,114} S = {1,10,28,36,57,77,80,104,119} S = {1,10,28,38,45,48,59,87,104} S = {1,10,28,38,45,68,79,104,115} S = {1,10,28,38,45,76,87,112,123} S = {1,10,28,38,48,64,87,109,123} S = {1,10,28,38,48,68,82,104,127} S = {1,10,28,40,55,68,89,111,114} S = {1,10,28,40,55,77,80,102,123} S = {1,10,28,41,55,77,91,102,112} S = {1,10,28,41,55,79,89,100,114} S = {1,10,28,44,55,68,79,114,121} S = {1,10,28,44,55,70,77,112,123} S = {1,10,28,45,48,68,89,104,119} S = {1,10,28,45,48,72,87,102,123} S = {1,10,28,45,59,73,87,102,112} S = {1,10,28,45,59,79,89,104,118} S = {1,10,28,47,57,73,87,100,114} S = {1,10,28,47,57,77,91,104,118} S = {1,10,28,48,59,82,89,103,104} S = {1,10,28,48,59,87,88,102,109} S = {1,10,28,50,57,80,91,103,104} S = {1,10,28,50,57,87,88,100,111} S = {1,10,28,55,56,80,91,102,109} S = {1,10,28,55,56,82,89,100,111} S = {1,10,28,55,68,79,82,89,104} S = {1,10,28,55,70,77,80,91,104} S = {1,10,28,55,87,100,111,114,121} S = {1,10,28,55,87,102,109,112,123} S = {1,10,29,36,47,51,56,86,105} S = {1,10,29,36,47,71,76,105,114} S = {1,10,29,36,47,77,86,115,120} S = {1,10,29,36,56,72,86,111,115} S = {1,10,29,36,56,76,80,105,119} S = {1,10,29,39,44,48,59,86,105} S = {1,10,29,39,44,68,79,105,114} S = {1,10,29,39,44,77,86,112,123} S = {1,10,29,39,59,75,86,108,112} S = {1,10,29,39,59,79,83,105,116} S = {1,10,29,40,54,68,88,111,115} S = {1,10,29,40,54,76,80,103,123} S = {1,10,29,41,54,76,91,103,112} S = {1,10,29,41,54,79,88,100,115} S = {1,10,29,43,54,71,91,108,112} S = {1,10,29,43,54,79,83,100,120} S = {1,10,29,44,48,68,88,105,119} S = {1,10,29,44,48,72,86,103,123} S = {1,10,29,44,59,73,86,103,112} S = {1,10,29,44,59,79,88,105,118} S = {1,10,29,45,54,68,79,115,120} S = {1,10,29,45,54,71,76,112,123} S = {1,10,29,47,51,71,91,105,116} S = {1,10,29,47,51,75,86,100,120} S = {1,10,29,47,56,73,86,100,115} S = {1,10,29,47,56,76,91,105,118} S = {1,10,29,48,59,83,88,102,105} S = {1,10,29,48,59,86,89,103,108} S = {1,10,29,51,56,80,91,102,105} S = {1,10,29,51,56,86,89,100,111} S = {1,10,29,54,57,80,91,103,108} S = {1,10,29,54,57,83,88,100,111} S = {1,10,29,54,68,79,83,88,105} S = {1,10,29,54,71,76,80,91,105} S = {1,10,29,54,86,100,111,115,120} S = {1,10,29,54,86,103,108,112,123} S = {1,10,31,35,52,70,83,109,120} S = {1,10,31,35,52,71,82,108,121} S = {1,10,31,38,45,51,56,84,107} S = {1,10,31,38,45,71,76,107,112} S = {1,10,31,38,45,79,84,115,120} S = {1,10,31,38,51,67,84,109,120} S = {1,10,31,38,51,71,82,107,124} S = {1,10,31,39,44,50,57,84,107} S = {1,10,31,39,44,70,77,107,112} S = {1,10,31,39,44,79,84,114,121} S = {1,10,31,39,50,67,84,108,121} S = {1,10,31,39,50,70,83,107,124} S = {1,10,31,39,57,75,84,108,114} S = {1,10,31,39,57,77,83,107,116} S = {1,10,31,41,52,76,89,103,114} S = {1,10,31,41,52,77,88,102,115} S = {1,10,31,43,52,71,89,108,114} S = {1,10,31,43,52,77,83,102,120} S = {1,10,31,44,57,73,84,103,114} S = {1,10,31,44,57,77,88,107,118} S = {1,10,31,45,51,71,89,107,116} S = {1,10,31,45,51,75,84,102,120} S = {1,10,31,45,56,73,84,102,115} S = {1,10,31,45,56,76,89,107,118} S = {1,10,31,47,52,70,77,115,120} S = {1,10,31,47,52,71,76,114,121} S = {1,10,31,50,57,83,88,100,107} S = {1,10,31,50,57,84,91,103,108} S = {1,10,31,51,56,82,89,100,107} S = {1,10,31,51,56,84,91,102,109} S = {1,10,31,52,59,82,89,103,108} S = {1,10,31,52,59,83,88,102,109} S = {1,10,31,52,70,77,83,88,107} S = {1,10,31,52,71,76,82,89,107} S = {1,10,31,52,84,102,109,115,120} S = {1,10,31,52,84,103,108,114,121} S = {1,10,36,47,50,70,93,99,104} S = {1,10,36,47,50,87,92,98,121} S = {1,10,36,47,51,71,92,98,105} S = {1,10,36,47,51,86,93,99,120} S = {1,10,36,47,56,76,87,98,105} S = {1,10,36,47,56,86,93,104,115} S = {1,10,36,47,57,77,86,99,104} S = {1,10,36,47,57,87,92,105,114} S = {1,10,36,48,63,86,93,99,104} S = {1,10,36,48,63,87,92,98,105} S = {1,10,36,50,57,80,95,99,104} S = {1,10,36,50,57,87,92,96,111} S = {1,10,36,51,56,80,95,98,105} S = {1,10,36,51,56,86,93,96,111} S = {1,10,36,63,70,77,80,99,104} S = {1,10,36,63,71,76,80,98,105} S = {1,10,36,63,86,93,111,115,120} S = {1,10,36,63,87,92,111,114,121} S = {1,10,38,45,48,68,95,99,104} S = {1,10,38,45,48,87,92,96,123} S = {1,10,38,45,51,71,92,96,107} S = {1,10,38,45,51,84,95,99,120} S = {1,10,38,45,56,76,87,96,107} S = {1,10,38,45,56,84,95,104,115} S = {1,10,38,45,59,79,84,99,104} S = {1,10,38,45,59,87,92,107,112} S = {1,10,38,48,59,82,93,99,104} S = {1,10,38,48,59,87,92,98,109} S = {1,10,38,50,61,84,95,99,104} S = {1,10,38,50,61,87,92,96,107} S = {1,10,38,51,56,82,93,96,107} S = {1,10,38,51,56,84,95,98,109} S = {1,10,38,61,68,79,82,99,104} S = {1,10,38,61,71,76,82,96,107} S = {1,10,38,61,84,95,109,115,120} S = {1,10,38,61,87,92,109,112,123} S = {1,10,39,44,48,68,95,98,105} S = {1,10,39,44,48,86,93,96,123} S = {1,10,39,44,50,70,93,96,107} S = {1,10,39,44,50,84,95,98,121} S = {1,10,39,44,57,77,86,96,107} S = {1,10,39,44,57,84,95,105,114} S = {1,10,39,44,59,79,84,98,105} S = {1,10,39,44,59,86,93,107,112} S = {1,10,39,48,59,83,92,98,105} S = {1,10,39,48,59,86,93,99,108} S = {1,10,39,50,57,83,92,96,107} S = {1,10,39,50,57,84,95,99,108} S = {1,10,39,51,60,84,95,98,105} S = {1,10,39,51,60,86,93,96,107} S = {1,10,39,60,68,79,83,98,105} S = {1,10,39,60,70,77,83,96,107} S = {1,10,39,60,84,95,108,114,121} S = {1,10,39,60,86,93,108,112,123} S = {1,10,44,48,59,86,93,103,104} S = {1,10,44,48,59,87,88,98,105} S = {1,10,44,50,57,84,95,103,104} S = {1,10,44,50,57,87,88,96,107} S = {1,10,44,55,56,84,95,98,105} S = {1,10,44,55,56,86,93,96,107} S = {1,10,44,55,68,79,88,98,105} S = {1,10,44,55,70,77,88,96,107} S = {1,10,44,55,84,95,103,114,121} S = {1,10,44,55,86,93,103,112,123} S = {1,10,45,48,59,86,89,99,104} S = {1,10,45,48,59,87,92,102,105} S = {1,10,45,51,56,84,95,102,105} S = {1,10,45,51,56,86,89,96,107} S = {1,10,45,54,57,84,95,99,104} S = {1,10,45,54,57,87,92,96,107} S = {1,10,45,54,68,79,89,99,104} S = {1,10,45,54,71,76,89,96,107} S = {1,10,45,54,84,95,102,115,120} S = {1,10,45,54,87,92,102,112,123} S = {1,10,47,50,57,84,91,99,104} S = {1,10,47,50,57,87,92,100,107} S = {1,10,47,51,56,84,91,98,105} S = {1,10,47,51,56,86,93,100,107} S = {1,10,47,52,59,86,93,99,104} S = {1,10,47,52,59,87,92,98,105} S = {1,10,47,52,70,77,91,99,104} S = {1,10,47,52,71,76,91,98,105} S = {1,10,47,52,86,93,100,115,120} S = {1,10,47,52,87,92,100,114,121} S = {1,10,48,63,68,82,89,99,104} S = {1,10,48,63,68,83,88,98,105} S = {1,10,48,63,86,93,103,108,123} S = {1,10,48,63,87,92,102,109,123} S = {1,10,50,61,70,80,91,99,104} S = {1,10,50,61,70,83,88,96,107} S = {1,10,50,61,84,95,103,108,121} S = {1,10,50,61,87,92,100,111,121} S = {1,10,51,60,71,80,91,98,105} S = {1,10,51,60,71,82,89,96,107} S = {1,10,51,60,84,95,102,109,120} S = {1,10,51,60,86,93,100,111,120} S = {1,10,52,59,79,82,89,99,104} S = {1,10,52,59,79,83,88,98,105} S = {1,10,52,59,86,93,103,108,112} S = {1,10,52,59,87,92,102,109,112} S = {1,10,52,63,70,77,83,99,120} S = {1,10,52,63,70,77,88,104,115} S = {1,10,52,63,70,82,93,99,104} S = {1,10,52,63,70,83,88,98,109} S = {1,10,52,63,70,93,109,115,120} S = {1,10,52,63,71,76,82,98,121} S = {1,10,52,63,71,76,89,105,114} S = {1,10,52,63,71,82,89,99,108} S = {1,10,52,63,71,83,92,98,105} S = {1,10,52,63,71,92,108,114,121} S = {1,10,52,63,76,82,89,103,104} S = {1,10,52,63,76,87,88,98,105} S = {1,10,52,63,76,87,103,114,121} S = {1,10,52,63,77,83,88,102,105} S = {1,10,52,63,77,86,89,99,104} S = {1,10,52,63,77,86,102,115,120} S = {1,10,52,63,82,93,103,108,121} S = {1,10,52,63,83,92,102,109,120} S = {1,10,52,63,86,89,103,108,114} S = {1,10,52,63,86,93,99,108,120} S = {1,10,52,63,86,93,103,104,115} S = {1,10,52,63,87,88,102,109,115} S = {1,10,52,63,87,92,98,109,121} S = {1,10,52,63,87,92,102,105,114} S = {1,10,54,57,77,80,91,99,104} S = {1,10,54,57,77,83,88,96,107} S = {1,10,54,57,84,95,103,108,114} S = {1,10,54,57,87,92,100,111,114} S = {1,10,54,61,68,79,83,99,120} S = {1,10,54,61,68,79,88,104,115} S = {1,10,54,61,68,80,95,99,104} S = {1,10,54,61,68,83,88,96,111} S = {1,10,54,61,68,95,111,115,120} S = {1,10,54,61,71,76,80,96,123} S = {1,10,54,61,71,76,91,107,112} S = {1,10,54,61,71,80,91,99,108} S = {1,10,54,61,71,83,92,96,107} S = {1,10,54,61,71,92,108,112,123} S = {1,10,54,61,76,80,91,103,104} S = {1,10,54,61,76,87,88,96,107} S = {1,10,54,61,76,87,103,112,123} S = {1,10,54,61,79,83,88,100,107} S = {1,10,54,61,79,84,91,99,104} S = {1,10,54,61,79,84,100,115,120} S = {1,10,54,61,80,95,103,108,123} S = {1,10,54,61,83,92,100,111,120} S = {1,10,54,61,84,91,103,108,112} S = {1,10,54,61,84,95,99,108,120} S = {1,10,54,61,84,95,103,104,115} S = {1,10,54,61,87,88,100,111,115} S = {1,10,54,61,87,92,96,111,123} S = {1,10,54,61,87,92,100,107,112} S = {1,10,55,56,76,80,91,98,105} S = {1,10,55,56,76,82,89,96,107} S = {1,10,55,56,84,95,102,109,115} S = {1,10,55,56,86,93,100,111,115} S = {1,10,55,60,68,79,82,98,121} S = {1,10,55,60,68,79,89,105,114} S = {1,10,55,60,68,80,95,98,105} S = {1,10,55,60,68,82,89,96,111} S = {1,10,55,60,68,95,111,114,121} S = {1,10,55,60,70,77,80,96,123} S = {1,10,55,60,70,77,91,107,112} S = {1,10,55,60,70,80,91,98,109} S = {1,10,55,60,70,82,93,96,107} S = {1,10,55,60,70,93,109,112,123} S = {1,10,55,60,77,80,91,102,105} S = {1,10,55,60,77,86,89,96,107} S = {1,10,55,60,77,86,102,112,123} S = {1,10,55,60,79,82,89,100,107} S = {1,10,55,60,79,84,91,98,105} S = {1,10,55,60,79,84,100,114,121} S = {1,10,55,60,80,95,102,109,123} S = {1,10,55,60,82,93,100,111,121} S = {1,10,55,60,84,91,102,109,112} S = {1,10,55,60,84,95,98,109,121} S = {1,10,55,60,84,95,102,105,114} S = {1,10,55,60,86,89,100,111,114} S = {1,10,55,60,86,93,96,111,123} S = {1,10,55,60,86,93,100,107,112} S = {1,11,12,50,61,86,89,103,104} S = {1,11,12,50,61,87,88,102,105} S = {1,11,12,54,57,82,93,103,104} S = {1,11,12,54,57,87,88,98,109} S = {1,11,12,55,56,82,93,102,105} S = {1,11,12,55,56,86,89,98,109} S = {1,11,18,38,61,71,92,104,115} S = {1,11,18,38,61,76,87,99,120} S = {1,11,18,39,60,70,93,104,115} S = {1,11,18,39,60,76,87,98,121} S = {1,11,18,44,55,70,93,99,120} S = {1,11,18,44,55,71,92,98,121} S = {1,11,22,34,61,71,88,108,115} S = {1,11,22,34,61,76,83,103,120} S = {1,11,22,39,56,66,93,108,115} S = {1,11,22,39,56,76,83,98,125} S = {1,11,22,40,61,76,89,103,114} S = {1,11,22,40,61,77,88,102,115} S = {1,11,22,44,51,66,93,103,120} S = {1,11,22,44,51,71,88,98,125} S = {1,11,22,44,57,72,93,103,114} S = {1,11,22,44,57,77,88,98,119} S = {1,11,22,45,56,72,93,102,115} S = {1,11,22,45,56,76,89,98,119} S = {1,11,23,34,60,70,88,109,115} S = {1,11,23,34,60,76,82,103,121} S = {1,11,23,38,56,66,92,109,115} S = {1,11,23,38,56,76,82,99,125} S = {1,11,23,44,50,66,92,103,121} S = {1,11,23,44,50,70,88,99,125} S = {1,11,24,38,61,76,87,105,114} S = {1,11,24,38,61,77,86,104,115} S = {1,11,24,44,55,70,93,105,114} S = {1,11,24,44,55,77,86,98,121} S = {1,11,24,45,54,70,93,104,115} S = {1,11,24,45,54,76,87,98,121} S = {1,11,28,34,55,70,83,109,120} S = {1,11,28,34,55,71,82,108,121} S = {1,11,28,38,51,66,87,109,120} S = {1,11,28,38,51,71,82,104,125} S = {1,11,28,38,57,72,87,109,114} S = {1,11,28,38,57,77,82,104,119} S = {1,11,28,39,50,66,87,108,121} S = {1,11,28,39,50,70,83,104,125} S = {1,11,28,40,55,70,89,109,114} S = {1,11,28,40,55,77,82,102,121} S = {1,11,28,45,50,70,89,104,119} S = {1,11,28,45,50,72,87,102,121} S = {1,11,29,38,56,72,86,109,115} S = {1,11,29,38,56,76,82,105,119} S = {1,11,29,40,54,70,88,109,115} S = {1,11,29,40,54,76,82,103,121} S = {1,11,29,44,50,70,88,105,119} S = {1,11,29,44,50,72,86,103,121} S = {1,12,15,50,61,85,90,102,105} S = {1,12,15,50,61,86,89,101,106} S = {1,12,15,53,58,82,93,102,105} S = {1,12,15,53,58,86,89,98,109} S = {1,12,15,54,57,82,93,101,106} S = {1,12,15,54,57,85,90,98,109} S = {1,12,16,34,63,70,91,104,117} S = {1,12,16,34,63,74,87,100,121} S = {1,12,16,38,59,66,95,104,117} S = {1,12,16,38,59,74,87,96,125} S = {1,12,16,42,55,66,95,100,121} S = {1,12,16,42,55,70,91,96,125} S = {1,12,18,31,38,43,53,71,120} S = {1,12,18,31,38,43,56,74,117} S = {1,12,18,31,38,53,56,84,107} S = {1,12,18,31,38,70,107,117,120} S = {1,12,18,31,38,71,74,84,121} S = {1,12,18,31,39,42,52,70,121} S = {1,12,18,31,39,42,57,75,116} S = {1,12,18,31,39,52,57,85,106} S = {1,12,18,31,39,70,75,85,120} S = {1,12,18,31,39,71,106,116,121} S = {1,12,18,31,42,52,57,88,103} S = {1,12,18,31,42,70,75,88,117} S = {1,12,18,31,42,74,103,116,121} S = {1,12,18,31,43,53,56,89,102} S = {1,12,18,31,43,71,74,89,116} S = {1,12,18,31,43,75,102,117,120} S = {1,12,18,31,52,70,85,88,107} S = {1,12,18,31,52,84,103,106,121} S = {1,12,18,31,53,71,84,89,106} S = {1,12,18,31,53,85,102,107,120} S = {1,12,18,31,56,74,84,89,103} S = {1,12,18,31,56,88,102,107,117} S = {1,12,18,31,57,75,85,88,102} S = {1,12,18,31,57,89,103,106,116} S = {1,12,18,32,63,70,88,107,117} S = {1,12,18,32,63,74,84,103,121} S = {1,12,18,34,63,70,75,117,120} S = {1,12,18,34,63,71,74,116,121} S = {1,12,18,36,63,70,85,107,120} S = {1,12,18,36,63,71,84,106,121} S = {1,12,18,38,43,53,56,95,96} S = {1,12,18,38,43,66,95,117,120} S = {1,12,18,38,43,71,74,96,125} S = {1,12,18,38,53,68,95,107,120} S = {1,12,18,38,53,71,84,96,123} S = {1,12,18,38,56,64,95,107,117} S = {1,12,18,38,56,74,84,96,127} S = {1,12,18,39,42,52,57,95,96} S = {1,12,18,39,42,66,95,116,121} S = {1,12,18,39,42,70,75,96,125} S = {1,12,18,39,52,68,95,106,121} S = {1,12,18,39,52,70,85,96,123} S = {1,12,18,40,63,74,89,103,116} S = {1,12,18,40,63,75,88,102,117} S = {1,12,18,42,52,64,95,103,121} S = {1,12,18,42,52,70,88,96,127} S = {1,12,18,42,57,72,95,103,116} S = {1,12,18,42,57,75,88,96,119} S = {1,12,18,43,56,72,95,102,117} S = {1,12,18,43,56,74,89,96,119} S = {1,12,18,48,63,84,89,103,106} S = {1,12,18,48,63,85,88,102,107} S = {1,12,18,52,57,80,95,103,106} S = {1,12,18,52,57,85,88,96,111} S = {1,12,18,53,56,80,95,102,107} S = {1,12,18,53,56,84,89,96,111} S = {1,12,18,63,70,75,85,88,96} S = {1,12,18,63,71,74,84,89,96} S = {1,12,18,63,95,102,107,117,120} S = {1,12,18,63,95,103,106,116,121} S = {1,12,20,34,63,70,91,101,120} S = {1,12,20,34,63,71,90,100,121} S = {1,12,20,38,59,66,95,101,120} S = {1,12,20,38,59,71,90,96,125} S = {1,12,20,39,58,66,95,100,121} S = {1,12,20,39,58,70,91,96,125} S = {1,12,21,38,59,71,90,109,112} S = {1,12,21,38,59,79,82,101,120} S = {1,12,21,39,58,70,91,109,112} S = {1,12,21,39,58,79,82,100,121} S = {1,12,21,47,50,70,91,101,120} S = {1,12,21,47,50,71,90,100,121} S = {1,12,22,27,34,47,53,71,120} S = {1,12,22,27,34,47,56,74,117} S = {1,12,22,27,34,53,56,80,111} S = {1,12,22,27,34,66,111,117,120} S = {1,12,22,27,34,71,74,80,125} S = {1,12,22,27,39,42,48,66,125} S = {1,12,22,27,39,42,61,79,112} S = {1,12,22,27,39,48,61,85,106} S = {1,12,22,27,39,66,79,85,120} S = {1,12,22,27,39,71,106,112,125} S = {1,12,22,27,42,48,61,88,103} S = {1,12,22,27,42,66,79,88,117} S = {1,12,22,27,42,74,103,112,125} S = {1,12,22,27,47,53,56,93,98} S = {1,12,22,27,47,71,74,93,112} S = {1,12,22,27,47,79,98,117,120} S = {1,12,22,27,48,66,85,88,111} S = {1,12,22,27,48,80,103,106,125} S = {1,12,22,27,53,71,80,93,106} S = {1,12,22,27,53,85,98,111,120} S = {1,12,22,27,56,74,80,93,103} S = {1,12,22,27,56,88,98,111,117} S = {1,12,22,27,61,79,85,88,98} S = {1,12,22,27,61,93,103,106,112} S = {1,12,22,32,59,66,88,111,117} S = {1,12,22,32,59,74,80,103,125} S = {1,12,22,34,47,53,56,91,100} S = {1,12,22,34,47,70,91,117,120} S = {1,12,22,34,47,71,74,100,121} S = {1,12,22,34,53,68,91,111,120} S = {1,12,22,34,53,71,80,100,123} S = {1,12,22,34,56,64,91,111,117} S = {1,12,22,34,56,74,80,100,127} S = {1,12,22,36,59,66,85,111,120} S = {1,12,22,36,59,71,80,106,125} S = {1,12,22,37,59,71,93,106,112} S = {1,12,22,37,59,79,85,98,120} S = {1,12,22,38,59,66,79,117,120} S = {1,12,22,38,59,71,74,112,125} S = {1,12,22,39,42,48,61,91,100} S = {1,12,22,39,42,66,79,100,121} S = {1,12,22,39,42,70,91,112,125} S = {1,12,22,39,48,66,85,100,123} S = {1,12,22,39,48,68,91,106,125} S = {1,12,22,39,61,69,91,106,112} S = {1,12,22,39,61,79,85,100,122} S = {1,12,22,42,48,64,91,103,125} S = {1,12,22,42,48,66,88,100,127} S = {1,12,22,47,53,69,91,98,120} S = {1,12,22,47,53,71,93,100,122} S = {1,12,22,48,61,84,91,103,106} S = {1,12,22,48,61,85,88,100,107} S = {1,12,22,52,59,80,93,103,106} S = {1,12,22,52,59,85,88,98,111} S = {1,12,22,53,56,80,93,100,107} S = {1,12,22,53,56,84,91,98,111} S = {1,12,22,59,66,79,85,88,100} S = {1,12,22,59,71,74,80,93,100} S = {1,12,22,59,91,98,111,117,120} S = {1,12,22,59,91,103,106,112,125} S = {1,12,23,26,34,47,52,70,121} S = {1,12,23,26,34,47,57,75,116} S = {1,12,23,26,34,52,57,80,111} S = {1,12,23,26,34,66,111,116,121} S = {1,12,23,26,34,70,75,80,125} S = {1,12,23,26,38,43,48,66,125} S = {1,12,23,26,38,43,61,79,112} S = {1,12,23,26,38,48,61,84,107} S = {1,12,23,26,38,66,79,84,121} S = {1,12,23,26,38,70,107,112,125} S = {1,12,23,26,43,48,61,89,102} S = {1,12,23,26,43,66,79,89,116} S = {1,12,23,26,43,75,102,112,125} S = {1,12,23,26,47,52,57,93,98} S = {1,12,23,26,47,70,75,93,112} S = {1,12,23,26,47,79,98,116,121} S = {1,12,23,26,48,66,84,89,111} S = {1,12,23,26,48,80,102,107,125} S = {1,12,23,26,52,70,80,93,107} S = {1,12,23,26,52,84,98,111,121} S = {1,12,23,26,57,75,80,93,102} S = {1,12,23,26,57,89,98,111,116} S = {1,12,23,26,61,79,84,89,98} S = {1,12,23,26,61,93,102,107,112} S = {1,12,23,34,47,52,57,90,101} S = {1,12,23,34,47,70,75,101,120} S = {1,12,23,34,47,71,90,116,121} S = {1,12,23,34,52,68,90,111,121} S = {1,12,23,34,52,70,80,101,123} S = {1,12,23,36,58,66,84,111,121} S = {1,12,23,36,58,70,80,107,125} S = {1,12,23,37,58,70,93,107,112} S = {1,12,23,37,58,79,84,98,121} S = {1,12,23,38,43,48,61,90,101} S = {1,12,23,38,43,66,79,101,120} S = {1,12,23,38,43,71,90,112,125} S = {1,12,23,38,48,66,84,101,123} S = {1,12,23,38,48,68,90,107,125} S = {1,12,23,38,61,69,90,107,112} S = {1,12,23,38,61,79,84,101,122} S = {1,12,23,39,58,66,79,116,121} S = {1,12,23,39,58,70,75,112,125} S = {1,12,23,43,61,77,90,102,112} S = {1,12,23,43,61,79,89,101,114} S = {1,12,23,45,58,75,93,102,112} S = {1,12,23,45,58,79,89,98,116} S = {1,12,23,47,52,69,90,98,121} S = {1,12,23,47,52,70,93,101,122} S = {1,12,23,47,57,75,93,101,114} S = {1,12,23,47,57,77,90,98,116} S = {1,12,23,48,61,84,89,101,106} S = {1,12,23,48,61,85,90,102,107} S = {1,12,23,52,57,80,93,101,106} S = {1,12,23,52,57,85,90,98,111} S = {1,12,23,53,58,80,93,102,107} S = {1,12,23,53,58,84,89,98,111} S = {1,12,23,58,66,79,84,89,101} S = {1,12,23,58,70,75,80,93,101} S = {1,12,23,58,90,98,111,116,121} S = {1,12,23,58,90,102,107,112,125} S = {1,12,24,34,63,74,87,105,116} S = {1,12,24,34,63,75,86,104,117} S = {1,12,24,42,55,66,95,105,116} S = {1,12,24,42,55,75,86,96,125} S = {1,12,24,43,54,66,95,104,117} S = {1,12,24,43,54,74,87,96,125} S = {1,12,25,42,55,75,86,109,112} S = {1,12,25,42,55,79,82,105,116} S = {1,12,25,43,54,74,87,109,112} S = {1,12,25,43,54,79,82,104,117} S = {1,12,25,47,50,74,87,105,116} S = {1,12,25,47,50,75,86,104,117} S = {1,12,26,32,55,66,84,111,121} S = {1,12,26,32,55,70,80,107,125} S = {1,12,26,34,47,52,57,87,104} S = {1,12,26,34,47,70,75,104,117} S = {1,12,26,34,47,74,87,116,121} S = {1,12,26,34,52,64,87,111,121} S = {1,12,26,34,52,70,80,104,127} S = {1,12,26,34,57,72,87,111,116} S = {1,12,26,34,57,75,80,104,119} S = {1,12,26,38,43,48,61,87,104} S = {1,12,26,38,43,66,79,104,117} S = {1,12,26,38,43,74,87,112,125} S = {1,12,26,38,48,64,87,107,125} S = {1,12,26,38,48,66,84,104,127} S = {1,12,26,40,55,66,89,111,116} S = {1,12,26,40,55,75,80,102,125} S = {1,12,26,41,55,75,93,102,112} S = {1,12,26,41,55,79,89,98,116} S = {1,12,26,42,55,66,79,116,121} S = {1,12,26,42,55,70,75,112,125} S = {1,12,26,43,48,66,89,104,119} S = {1,12,26,43,48,72,87,102,125} S = {1,12,26,43,61,73,87,102,112} S = {1,12,26,43,61,79,89,104,118} S = {1,12,26,47,57,73,87,98,116} S = {1,12,26,47,57,75,93,104,118} S = {1,12,26,48,61,84,89,103,104} S = {1,12,26,48,61,87,88,102,107} S = {1,12,26,52,57,80,93,103,104} S = {1,12,26,52,57,87,88,98,111} S = {1,12,26,55,56,80,93,102,107} S = {1,12,26,55,56,84,89,98,111} S = {1,12,26,55,66,79,84,89,104} S = {1,12,26,55,70,75,80,93,104} S = {1,12,26,55,87,98,111,116,121} S = {1,12,26,55,87,102,107,112,125} S = {1,12,27,34,47,53,56,86,105} S = {1,12,27,34,47,71,74,105,116} S = {1,12,27,34,47,75,86,117,120} S = {1,12,27,34,56,72,86,111,117} S = {1,12,27,34,56,74,80,105,119} S = {1,12,27,39,42,48,61,86,105} S = {1,12,27,39,42,66,79,105,116} S = {1,12,27,39,42,75,86,112,125} S = {1,12,27,39,61,77,86,106,112} S = {1,12,27,39,61,79,85,105,114} S = {1,12,27,40,54,66,88,111,117} S = {1,12,27,40,54,74,80,103,125} S = {1,12,27,41,54,74,93,103,112} S = {1,12,27,41,54,79,88,98,117} S = {1,12,27,42,48,66,88,105,119} S = {1,12,27,42,48,72,86,103,125} S = {1,12,27,42,61,73,86,103,112} S = {1,12,27,42,61,79,88,105,118} S = {1,12,27,43,54,66,79,117,120} S = {1,12,27,43,54,71,74,112,125} S = {1,12,27,45,54,71,93,106,112} S = {1,12,27,45,54,79,85,98,120} S = {1,12,27,47,53,71,93,105,114} S = {1,12,27,47,53,77,86,98,120} S = {1,12,27,47,56,73,86,98,117} S = {1,12,27,47,56,74,93,105,118} S = {1,12,27,48,61,85,88,102,105} S = {1,12,27,48,61,86,89,103,106} S = {1,12,27,53,56,80,93,102,105} S = {1,12,27,53,56,86,89,98,111} S = {1,12,27,54,57,80,93,103,106} S = {1,12,27,54,57,85,88,98,111} S = {1,12,27,54,66,79,85,88,105} S = {1,12,27,54,71,74,80,93,105} S = {1,12,27,54,86,98,111,117,120} S = {1,12,27,54,86,103,106,112,125} S = {1,12,29,39,58,75,86,109,112} S = {1,12,29,39,58,79,82,105,116} S = {1,12,29,43,54,71,90,109,112} S = {1,12,29,43,54,79,82,101,120} S = {1,12,29,47,50,71,90,105,116} S = {1,12,29,47,50,75,86,101,120} S = {1,12,31,37,50,70,85,107,120} S = {1,12,31,37,50,71,84,106,121} S = {1,12,31,38,43,53,56,82,109} S = {1,12,31,38,43,71,74,109,112} S = {1,12,31,38,43,79,82,117,120} S = {1,12,31,38,53,69,82,107,120} S = {1,12,31,38,53,71,84,109,122} S = {1,12,31,39,42,52,57,82,109} S = {1,12,31,39,42,70,75,109,112} S = {1,12,31,39,42,79,82,116,121} S = {1,12,31,39,52,69,82,106,121} S = {1,12,31,39,52,70,85,109,122} S = {1,12,31,39,57,75,85,109,114} S = {1,12,31,39,57,77,82,106,116} S = {1,12,31,41,50,74,89,103,116} S = {1,12,31,41,50,75,88,102,117} S = {1,12,31,42,57,73,82,103,116} S = {1,12,31,42,57,75,88,109,118} S = {1,12,31,43,53,71,89,109,114} S = {1,12,31,43,53,77,82,102,120} S = {1,12,31,43,56,73,82,102,117} S = {1,12,31,43,56,74,89,109,118} S = {1,12,31,45,50,71,89,106,116} S = {1,12,31,45,50,75,85,102,120} S = {1,12,31,47,50,70,75,117,120} S = {1,12,31,47,50,71,74,116,121} S = {1,12,31,50,61,84,89,103,106} S = {1,12,31,50,61,85,88,102,107} S = {1,12,31,50,70,75,85,88,109} S = {1,12,31,50,71,74,84,89,109} S = {1,12,31,50,82,102,107,117,120} S = {1,12,31,50,82,103,106,116,121} S = {1,12,31,52,57,82,93,103,106} S = {1,12,31,52,57,85,88,98,109} S = {1,12,31,53,56,82,93,102,107} S = {1,12,31,53,56,84,89,98,109} S = {1,12,34,47,52,70,91,101,104} S = {1,12,34,47,52,87,90,100,121} S = {1,12,34,47,53,71,90,100,105} S = {1,12,34,47,53,86,91,101,120} S = {1,12,34,47,56,74,87,100,105} S = {1,12,34,47,56,86,91,104,117} S = {1,12,34,47,57,75,86,101,104} S = {1,12,34,47,57,87,90,105,116} S = {1,12,34,48,63,86,91,101,104} S = {1,12,34,48,63,87,90,100,105} S = {1,12,34,52,57,80,95,101,104} S = {1,12,34,52,57,87,90,96,111} S = {1,12,34,53,56,80,95,100,105} S = {1,12,34,53,56,86,91,96,111} S = {1,12,34,63,70,75,80,101,104} S = {1,12,34,63,71,74,80,100,105} S = {1,12,34,63,86,91,111,117,120} S = {1,12,34,63,87,90,111,116,121} S = {1,12,38,43,48,66,95,101,104} S = {1,12,38,43,48,87,90,96,125} S = {1,12,38,43,53,71,90,96,109} S = {1,12,38,43,53,82,95,101,120} S = {1,12,38,43,56,74,87,96,109} S = {1,12,38,43,56,82,95,104,117} S = {1,12,38,43,61,79,82,101,104} S = {1,12,38,43,61,87,90,109,112} S = {1,12,38,48,61,84,91,101,104} S = {1,12,38,48,61,87,90,100,107} S = {1,12,38,52,59,82,95,101,104} S = {1,12,38,52,59,87,90,96,109} S = {1,12,38,53,56,82,95,100,107} S = {1,12,38,53,56,84,91,96,109} S = {1,12,38,59,66,79,84,101,104} S = {1,12,38,59,71,74,84,96,109} S = {1,12,38,59,82,95,107,117,120} S = {1,12,38,59,87,90,107,112,125} S = {1,12,39,42,48,66,95,100,105} S = {1,12,39,42,48,86,91,96,125} S = {1,12,39,42,52,70,91,96,109} S = {1,12,39,42,52,82,95,100,121} S = {1,12,39,42,57,75,86,96,109} S = {1,12,39,42,57,82,95,105,116} S = {1,12,39,42,61,79,82,100,105} S = {1,12,39,42,61,86,91,109,112} S = {1,12,39,48,61,85,90,100,105} S = {1,12,39,48,61,86,91,101,106} S = {1,12,39,52,57,82,95,101,106} S = {1,12,39,52,57,85,90,96,109} S = {1,12,39,53,58,82,95,100,105} S = {1,12,39,53,58,86,91,96,109} S = {1,12,39,58,66,79,85,100,105} S = {1,12,39,58,70,75,85,96,109} S = {1,12,39,58,82,95,106,116,121} S = {1,12,39,58,86,91,106,112,125} S = {1,12,42,48,61,86,91,103,104} S = {1,12,42,48,61,87,88,100,105} S = {1,12,42,52,57,82,95,103,104} S = {1,12,42,52,57,87,88,96,109} S = {1,12,42,55,56,82,95,100,105} S = {1,12,42,55,56,86,91,96,109} S = {1,12,42,55,66,79,88,100,105} S = {1,12,42,55,70,75,88,96,109} S = {1,12,42,55,82,95,103,116,121} S = {1,12,42,55,86,91,103,112,125} S = {1,12,43,48,61,86,89,101,104} S = {1,12,43,48,61,87,90,102,105} S = {1,12,43,53,56,82,95,102,105} S = {1,12,43,53,56,86,89,96,109} S = {1,12,43,54,57,82,95,101,104} S = {1,12,43,54,57,87,90,96,109} S = {1,12,43,54,66,79,89,101,104} S = {1,12,43,54,71,74,89,96,109} S = {1,12,43,54,82,95,102,117,120} S = {1,12,43,54,87,90,102,112,125} S = {1,12,47,50,61,86,91,101,104} S = {1,12,47,50,61,87,90,100,105} S = {1,12,47,50,70,75,93,101,104} S = {1,12,47,50,71,74,93,100,105} S = {1,12,47,50,86,91,98,117,120} S = {1,12,47,50,87,90,98,116,121} S = {1,12,47,52,57,82,93,101,104} S = {1,12,47,52,57,87,90,98,109} S = {1,12,47,53,56,82,93,100,105} S = {1,12,47,53,56,86,91,98,109} S = {1,12,48,63,66,84,89,101,104} S = {1,12,48,63,66,85,88,100,105} S = {1,12,48,63,86,91,103,106,125} S = {1,12,48,63,87,90,102,107,125} S = {1,12,50,61,79,84,89,101,104} S = {1,12,50,61,79,85,88,100,105} S = {1,12,50,61,86,91,103,106,112} S = {1,12,50,61,87,90,102,107,112} S = {1,12,50,63,70,75,85,101,120} S = {1,12,50,63,70,75,88,104,117} S = {1,12,50,63,70,84,91,101,104} S = {1,12,50,63,70,85,88,100,107} S = {1,12,50,63,70,91,107,117,120} S = {1,12,50,63,71,74,84,100,121} S = {1,12,50,63,71,74,89,105,116} S = {1,12,50,63,71,84,89,101,106} S = {1,12,50,63,71,85,90,100,105} S = {1,12,50,63,71,90,106,116,121} S = {1,12,50,63,74,84,89,103,104} S = {1,12,50,63,74,87,88,100,105} S = {1,12,50,63,74,87,103,116,121} S = {1,12,50,63,75,85,88,102,105} S = {1,12,50,63,75,86,89,101,104} S = {1,12,50,63,75,86,102,117,120} S = {1,12,50,63,84,91,103,106,121} S = {1,12,50,63,85,90,102,107,120} S = {1,12,50,63,86,89,103,106,116} S = {1,12,50,63,86,91,101,106,120} S = {1,12,50,63,86,91,103,104,117} S = {1,12,50,63,87,88,102,107,117} S = {1,12,50,63,87,90,100,107,121} S = {1,12,50,63,87,90,102,105,116} S = {1,12,52,59,70,80,93,101,104} S = {1,12,52,59,70,85,88,96,109} S = {1,12,52,59,82,95,103,106,121} S = {1,12,52,59,87,90,98,111,121} S = {1,12,53,58,71,80,93,100,105} S = {1,12,53,58,71,84,89,96,109} S = {1,12,53,58,82,95,102,107,120} S = {1,12,53,58,86,91,98,111,120} S = {1,12,54,57,75,80,93,101,104} S = {1,12,54,57,75,85,88,96,109} S = {1,12,54,57,82,95,103,106,116} S = {1,12,54,57,87,90,98,111,116} S = {1,12,54,59,66,79,85,101,120} S = {1,12,54,59,66,79,88,104,117} S = {1,12,54,59,66,80,95,101,104} S = {1,12,54,59,66,85,88,96,111} S = {1,12,54,59,66,95,111,117,120} S = {1,12,54,59,71,74,80,96,125} S = {1,12,54,59,71,74,93,109,112} S = {1,12,54,59,71,80,93,101,106} S = {1,12,54,59,71,85,90,96,109} S = {1,12,54,59,71,90,106,112,125} S = {1,12,54,59,74,80,93,103,104} S = {1,12,54,59,74,87,88,96,109} S = {1,12,54,59,74,87,103,112,125} S = {1,12,54,59,79,82,93,101,104} S = {1,12,54,59,79,82,98,117,120} S = {1,12,54,59,79,85,88,98,109} S = {1,12,54,59,80,95,103,106,125} S = {1,12,54,59,82,93,103,106,112} S = {1,12,54,59,82,95,101,106,120} S = {1,12,54,59,82,95,103,104,117} S = {1,12,54,59,85,90,98,111,120} S = {1,12,54,59,87,88,98,111,117} S = {1,12,54,59,87,90,96,111,125} S = {1,12,54,59,87,90,98,109,112} S = {1,12,55,56,74,80,93,100,105} S = {1,12,55,56,74,84,89,96,109} S = {1,12,55,56,82,95,102,107,117} S = {1,12,55,56,86,91,98,111,117} S = {1,12,55,58,66,79,84,100,121} S = {1,12,55,58,66,79,89,105,116} S = {1,12,55,58,66,80,95,100,105} S = {1,12,55,58,66,84,89,96,111} S = {1,12,55,58,66,95,111,116,121} S = {1,12,55,58,70,75,80,96,125} S = {1,12,55,58,70,75,93,109,112} S = {1,12,55,58,70,80,93,100,107} S = {1,12,55,58,70,84,91,96,109} S = {1,12,55,58,70,91,107,112,125} S = {1,12,55,58,75,80,93,102,105} S = {1,12,55,58,75,86,89,96,109} S = {1,12,55,58,75,86,102,112,125} S = {1,12,55,58,79,82,93,100,105} S = {1,12,55,58,79,82,98,116,121} S = {1,12,55,58,79,84,89,98,109} S = {1,12,55,58,80,95,102,107,125} S = {1,12,55,58,82,93,102,107,112} S = {1,12,55,58,82,95,100,107,121} S = {1,12,55,58,82,95,102,105,116} S = {1,12,55,58,84,91,98,111,121} S = {1,12,55,58,86,89,98,111,116} S = {1,12,55,58,86,91,96,111,125} S = {1,12,55,58,86,91,98,109,112} S = {1,13,20,38,59,71,90,104,117} S = {1,13,20,38,59,74,87,101,120} S = {1,13,20,39,58,70,91,104,117} S = {1,13,20,39,58,74,87,100,121} S = {1,13,20,42,55,70,91,101,120} S = {1,13,20,42,55,71,90,100,121} S = {1,13,22,36,59,71,88,106,117} S = {1,13,22,36,59,74,85,103,120} S = {1,13,22,39,56,68,91,106,117} S = {1,13,22,39,56,74,85,100,123} S = {1,13,22,40,59,74,89,103,116} S = {1,13,22,40,59,75,88,102,117} S = {1,13,22,42,53,68,91,103,120} S = {1,13,22,42,53,71,88,100,123} S = {1,13,22,42,57,72,91,103,116} S = {1,13,22,42,57,75,88,100,119} S = {1,13,22,43,56,72,91,102,117} S = {1,13,22,43,56,74,89,100,119} S = {1,13,23,36,58,70,88,107,117} S = {1,13,23,36,58,74,84,103,121} S = {1,13,23,38,56,68,90,107,117} S = {1,13,23,38,56,74,84,101,123} S = {1,13,23,42,52,68,90,103,121} S = {1,13,23,42,52,70,88,101,123} S = {1,13,24,38,59,74,87,105,116} S = {1,13,24,38,59,75,86,104,117} S = {1,13,24,42,55,70,91,105,116} S = {1,13,24,42,55,75,86,100,121} S = {1,13,24,43,54,70,91,104,117} S = {1,13,24,43,54,74,87,100,121} S = {1,13,26,36,55,70,85,107,120} S = {1,13,26,36,55,71,84,106,121} S = {1,13,26,38,53,68,87,107,120} S = {1,13,26,38,53,71,84,104,123} S = {1,13,26,38,57,72,87,107,116} S = {1,13,26,38,57,75,84,104,119} S = {1,13,26,39,52,68,87,106,121} S = {1,13,26,39,52,70,85,104,123} S = {1,13,26,40,55,70,89,107,116} S = {1,13,26,40,55,75,84,102,121} S = {1,13,26,43,52,70,89,104,119} S = {1,13,26,43,52,72,87,102,121} S = {1,13,27,38,56,72,86,107,117} S = {1,13,27,38,56,74,84,105,119} S = {1,13,27,40,54,70,88,107,117} S = {1,13,27,40,54,74,84,103,121} S = {1,13,27,42,52,70,88,105,119} S = {1,13,27,42,52,72,86,103,121} S = {1,14,16,34,61,68,91,104,119} S = {1,14,16,34,61,72,87,100,123} S = {1,14,16,36,59,66,93,104,119} S = {1,14,16,36,59,72,87,98,125} S = {1,14,16,40,55,66,93,100,123} S = {1,14,16,40,55,68,91,98,125} S = {1,14,16,51,61,85,91,102,104} S = {1,14,16,51,61,87,89,100,106} S = {1,14,16,53,59,83,93,102,104} S = {1,14,16,53,59,87,89,98,108} S = {1,14,16,55,57,83,93,100,106} S = {1,14,16,55,57,85,91,98,108} S = {1,14,18,29,36,43,55,71,120} S = {1,14,18,29,36,43,56,72,119} S = {1,14,18,29,36,55,56,84,107} S = {1,14,18,29,36,68,107,119,120} S = {1,14,18,29,36,71,72,84,123} S = {1,14,18,29,39,40,52,68,123} S = {1,14,18,29,39,40,59,75,116} S = {1,14,18,29,39,52,59,87,104} S = {1,14,18,29,39,68,75,87,120} S = {1,14,18,29,39,71,104,116,123} S = {1,14,18,29,40,52,59,88,103} S = {1,14,18,29,40,68,75,88,119} S = {1,14,18,29,40,72,103,116,123} S = {1,14,18,29,43,55,56,91,100} S = {1,14,18,29,43,71,72,91,116} S = {1,14,18,29,43,75,100,119,120} S = {1,14,18,29,52,68,87,88,107} S = {1,14,18,29,52,84,103,104,123} S = {1,14,18,29,55,71,84,91,104} S = {1,14,18,29,55,87,100,107,120} S = {1,14,18,29,56,72,84,91,103} S = {1,14,18,29,56,88,100,107,119} S = {1,14,18,29,59,75,87,88,100} S = {1,14,18,29,59,91,103,104,116} S = {1,14,18,32,61,68,88,107,119} S = {1,14,18,32,61,72,84,103,123} S = {1,14,18,34,61,68,75,119,120} S = {1,14,18,34,61,71,72,116,123} S = {1,14,18,35,61,71,91,104,116} S = {1,14,18,35,61,75,87,100,120} S = {1,14,18,36,43,55,56,93,98} S = {1,14,18,36,43,66,93,119,120} S = {1,14,18,36,43,71,72,98,125} S = {1,14,18,36,55,70,93,107,120} S = {1,14,18,36,55,71,84,98,121} S = {1,14,18,36,56,64,93,107,119} S = {1,14,18,36,56,72,84,98,127} S = {1,14,18,38,61,68,87,107,120} S = {1,14,18,38,61,71,84,104,123} S = {1,14,18,39,40,52,59,93,98} S = {1,14,18,39,40,66,93,116,123} S = {1,14,18,39,40,68,75,98,125} S = {1,14,18,39,52,68,87,98,121} S = {1,14,18,39,52,70,93,104,123} S = {1,14,18,39,59,67,93,104,116} S = {1,14,18,39,59,75,87,98,124} S = {1,14,18,40,52,64,93,103,123} S = {1,14,18,40,52,68,88,98,127} S = {1,14,18,40,59,74,93,103,116} S = {1,14,18,40,59,75,88,98,117} S = {1,14,18,42,61,72,91,103,116} S = {1,14,18,42,61,75,88,100,119} S = {1,14,18,43,55,67,93,100,120} S = {1,14,18,43,55,71,91,98,124} S = {1,14,18,43,56,72,91,98,117} S = {1,14,18,43,56,74,93,100,119} S = {1,14,18,61,68,75,87,88,98} S = {1,14,18,61,71,72,84,91,98} S = {1,14,18,61,93,100,107,119,120} S = {1,14,18,61,93,103,104,116,123} S = {1,14,19,34,61,71,88,107,116} S = {1,14,19,34,61,75,84,103,120} S = {1,14,19,39,56,66,93,107,116} S = {1,14,19,39,56,75,84,98,125} S = {1,14,19,43,52,66,93,103,120} S = {1,14,19,43,52,71,88,98,125} S = {1,14,19,48,61,84,89,103,106} S = {1,14,19,48,61,85,88,102,107} S = {1,14,19,52,57,80,93,103,106} S = {1,14,19,52,57,85,88,98,111} S = {1,14,19,53,56,80,93,102,107} S = {1,14,19,53,56,84,89,98,111} S = {1,14,20,27,34,45,55,71,120} S = {1,14,20,27,34,45,56,72,119} S = {1,14,20,27,34,55,56,82,109} S = {1,14,20,27,34,66,109,119,120} S = {1,14,20,27,34,71,72,82,125} S = {1,14,20,27,39,40,50,66,125} S = {1,14,20,27,39,40,61,77,114} S = {1,14,20,27,39,50,61,87,104} S = {1,14,20,27,39,66,77,87,120} S = {1,14,20,27,39,71,104,114,125} S = {1,14,20,27,40,50,61,88,103} S = {1,14,20,27,40,66,77,88,119} S = {1,14,20,27,40,72,103,114,125} S = {1,14,20,27,45,55,56,93,98} S = {1,14,20,27,45,71,72,93,114} S = {1,14,20,27,45,77,98,119,120} S = {1,14,20,27,50,66,87,88,109} S = {1,14,20,27,50,82,103,104,125} S = {1,14,20,27,55,71,82,93,104} S = {1,14,20,27,55,87,98,109,120} S = {1,14,20,27,56,72,82,93,103} S = {1,14,20,27,56,88,98,109,119} S = {1,14,20,27,61,77,87,88,98} S = {1,14,20,27,61,93,103,104,114} S = {1,14,20,32,59,66,88,109,119} S = {1,14,20,32,59,72,82,103,125} S = {1,14,20,34,45,55,56,91,100} S = {1,14,20,34,45,68,91,119,120} S = {1,14,20,34,45,71,72,100,123} S = {1,14,20,34,55,70,91,109,120} S = {1,14,20,34,55,71,82,100,121} S = {1,14,20,34,56,64,91,109,119} S = {1,14,20,34,56,72,82,100,127} S = {1,14,20,36,59,66,77,119,120} S = {1,14,20,36,59,71,72,114,125} S = {1,14,20,37,59,71,93,104,114} S = {1,14,20,37,59,77,87,98,120} S = {1,14,20,38,59,66,87,109,120} S = {1,14,20,38,59,71,82,104,125} S = {1,14,20,39,40,50,61,91,100} S = {1,14,20,39,40,66,77,100,123} S = {1,14,20,39,40,68,91,114,125} S = {1,14,20,39,50,66,87,100,121} S = {1,14,20,39,50,70,91,104,125} S = {1,14,20,39,61,69,91,104,114} S = {1,14,20,39,61,77,87,100,122} S = {1,14,20,40,50,64,91,103,125} S = {1,14,20,40,50,66,88,100,127} S = {1,14,20,40,61,76,91,103,114} S = {1,14,20,40,61,77,88,100,115} S = {1,14,20,44,59,72,93,103,114} S = {1,14,20,44,59,77,88,98,119} S = {1,14,20,45,55,69,91,98,120} S = {1,14,20,45,55,71,93,100,122} S = {1,14,20,45,56,72,93,100,115} S = {1,14,20,45,56,76,91,98,119} S = {1,14,20,59,66,77,87,88,100} S = {1,14,20,59,71,72,82,93,100} S = {1,14,20,59,91,98,109,119,120} S = {1,14,20,59,91,103,104,114,125} S = {1,14,21,36,59,71,88,109,114} S = {1,14,21,36,59,77,82,103,120} S = {1,14,21,39,56,68,91,109,114} S = {1,14,21,39,56,77,82,100,123} S = {1,14,21,45,50,68,91,103,120} S = {1,14,21,45,50,71,88,100,123} S = {1,14,21,48,59,82,89,103,108} S = {1,14,21,48,59,83,88,102,109} S = {1,14,21,50,57,80,91,103,108} S = {1,14,21,50,57,83,88,100,111} S = {1,14,21,51,56,80,91,102,109} S = {1,14,21,51,56,82,89,100,111} S = {1,14,22,34,61,68,91,103,120} S = {1,14,22,34,61,71,88,100,123} S = {1,14,22,36,59,66,93,103,120} S = {1,14,22,36,59,71,88,98,125} S = {1,14,22,39,56,66,93,100,123} S = {1,14,22,39,56,68,91,98,125} S = {1,14,22,56,63,90,93,99,100} S = {1,14,22,56,63,91,92,98,101} S = {1,14,22,58,61,88,95,99,100} S = {1,14,22,58,61,91,92,96,103} S = {1,14,22,59,60,88,95,98,101} S = {1,14,22,59,60,90,93,96,103} S = {1,14,23,24,34,45,52,68,123} S = {1,14,23,24,34,45,59,75,116} S = {1,14,23,24,34,52,59,82,109} S = {1,14,23,24,34,66,109,116,123} S = {1,14,23,24,34,68,75,82,125} S = {1,14,23,24,36,43,50,66,125} S = {1,14,23,24,36,43,61,77,114} S = {1,14,23,24,36,50,61,84,107} S = {1,14,23,24,36,66,77,84,123} S = {1,14,23,24,36,68,107,114,125} S = {1,14,23,24,43,50,61,91,100} S = {1,14,23,24,43,66,77,91,116} S = {1,14,23,24,43,75,100,114,125} S = {1,14,23,24,45,52,59,93,98} S = {1,14,23,24,45,68,75,93,114} S = {1,14,23,24,45,77,98,116,123} S = {1,14,23,24,50,66,84,91,109} S = {1,14,23,24,50,82,100,107,125} S = {1,14,23,24,52,68,82,93,107} S = {1,14,23,24,52,84,98,109,123} S = {1,14,23,24,59,75,82,93,100} S = {1,14,23,24,59,91,98,109,116} S = {1,14,23,24,61,77,84,91,98} S = {1,14,23,24,61,93,100,107,114} S = {1,14,23,34,45,52,59,88,103} S = {1,14,23,34,45,68,75,103,120} S = {1,14,23,34,45,71,88,116,123} S = {1,14,23,34,52,68,82,103,121} S = {1,14,23,34,52,70,88,109,123} S = {1,14,23,34,59,67,88,109,116} S = {1,14,23,34,59,75,82,103,124} S = {1,14,23,35,56,66,91,109,116} S = {1,14,23,35,56,75,82,100,125} S = {1,14,23,36,43,50,61,88,103} S = {1,14,23,36,43,66,77,103,120} S = {1,14,23,36,43,71,88,114,125} S = {1,14,23,36,50,66,84,103,121} S = {1,14,23,36,50,70,88,107,125} S = {1,14,23,36,61,69,88,107,114} S = {1,14,23,36,61,77,84,103,122} S = {1,14,23,37,56,68,93,107,114} S = {1,14,23,37,56,77,84,98,123} S = {1,14,23,38,56,66,84,109,123} S = {1,14,23,38,56,68,82,107,125} S = {1,14,23,39,56,66,77,116,123} S = {1,14,23,39,56,68,75,114,125} S = {1,14,23,43,50,66,91,103,124} S = {1,14,23,43,50,67,88,100,125} S = {1,14,23,43,61,77,91,103,112} S = {1,14,23,43,61,79,88,100,114} S = {1,14,23,45,52,68,93,103,122} S = {1,14,23,45,52,69,88,98,123} S = {1,14,23,45,59,75,93,103,112} S = {1,14,23,45,59,79,88,98,116} S = {1,14,23,47,56,75,93,100,114} S = {1,14,23,47,56,77,91,98,116} S = {1,14,23,56,66,77,84,91,103} S = {1,14,23,56,68,75,82,93,103} S = {1,14,23,56,88,98,109,116,123} S = {1,14,23,56,88,100,107,114,125} S = {1,14,24,32,55,66,84,109,123} S = {1,14,24,32,55,68,82,107,125} S = {1,14,24,34,45,52,59,87,104} S = {1,14,24,34,45,68,75,104,119} S = {1,14,24,34,45,72,87,116,123} S = {1,14,24,34,52,64,87,109,123} S = {1,14,24,34,52,68,82,104,127} S = {1,14,24,34,59,74,87,109,116} S = {1,14,24,34,59,75,82,104,117} S = {1,14,24,36,43,50,61,87,104} S = {1,14,24,36,43,66,77,104,119} S = {1,14,24,36,43,72,87,114,125} S = {1,14,24,36,50,64,87,107,125} S = {1,14,24,36,50,66,84,104,127} S = {1,14,24,36,61,76,87,107,114} S = {1,14,24,36,61,77,84,104,115} S = {1,14,24,40,55,66,77,116,123} S = {1,14,24,40,55,68,75,114,125} S = {1,14,24,41,55,75,93,100,114} S = {1,14,24,41,55,77,91,98,116} S = {1,14,24,42,55,66,91,109,116} S = {1,14,24,42,55,75,82,100,125} S = {1,14,24,43,50,66,91,104,117} S = {1,14,24,43,50,74,87,100,125} S = {1,14,24,43,61,73,87,100,114} S = {1,14,24,43,61,77,91,104,118} S = {1,14,24,44,55,68,93,107,114} S = {1,14,24,44,55,77,84,98,123} S = {1,14,24,45,52,68,93,104,115} S = {1,14,24,45,52,76,87,98,123} S = {1,14,24,45,59,73,87,98,116} S = {1,14,24,45,59,75,93,104,118} S = {1,14,24,55,66,77,84,91,104} S = {1,14,24,55,68,75,82,93,104} S = {1,14,24,55,87,98,109,116,123} S = {1,14,24,55,87,100,107,114,125} S = {1,14,25,40,55,75,84,109,114} S = {1,14,25,40,55,77,82,107,116} S = {1,14,25,43,52,72,87,109,114} S = {1,14,25,43,52,77,82,104,119} S = {1,14,25,45,50,72,87,107,116} S = {1,14,25,45,50,75,84,104,119} S = {1,14,25,48,55,82,85,107,108} S = {1,14,25,48,55,83,84,106,109} S = {1,14,25,50,53,80,87,107,108} S = {1,14,25,50,53,83,84,104,111} S = {1,14,25,51,52,80,87,106,109} S = {1,14,25,51,52,82,85,104,111} S = {1,14,26,34,61,72,87,107,116} S = {1,14,26,34,61,75,84,104,119} S = {1,14,26,40,55,66,93,107,116} S = {1,14,26,40,55,75,84,98,125} S = {1,14,26,43,52,66,93,104,119} S = {1,14,26,43,52,72,87,98,125} S = {1,14,26,52,63,86,93,99,104} S = {1,14,26,52,63,87,92,98,105} S = {1,14,26,54,61,84,95,99,104} S = {1,14,26,54,61,87,92,96,107} S = {1,14,26,55,60,84,95,98,105} S = {1,14,26,55,60,86,93,96,107} S = {1,14,27,34,45,55,56,84,107} S = {1,14,27,34,45,71,72,107,116} S = {1,14,27,34,45,75,84,119,120} S = {1,14,27,34,55,67,84,109,120} S = {1,14,27,34,55,71,82,107,124} S = {1,14,27,34,56,72,82,107,117} S = {1,14,27,34,56,74,84,109,119} S = {1,14,27,35,52,66,87,109,120} S = {1,14,27,35,52,71,82,104,125} S = {1,14,27,39,40,50,61,84,107} S = {1,14,27,39,40,66,77,107,116} S = {1,14,27,39,40,75,84,114,125} S = {1,14,27,39,50,66,87,107,124} S = {1,14,27,39,50,67,84,104,125} S = {1,14,27,39,61,77,87,107,112} S = {1,14,27,39,61,79,84,104,114} S = {1,14,27,40,50,66,88,107,117} S = {1,14,27,40,50,74,84,103,125} S = {1,14,27,40,61,73,84,103,114} S = {1,14,27,40,61,77,88,107,118} S = {1,14,27,41,52,72,93,103,114} S = {1,14,27,41,52,77,88,98,119} S = {1,14,27,42,52,66,88,109,119} S = {1,14,27,42,52,72,82,103,125} S = {1,14,27,43,52,66,77,119,120} S = {1,14,27,43,52,71,72,114,125} S = {1,14,27,45,55,71,93,107,112} S = {1,14,27,45,55,79,84,98,120} S = {1,14,27,45,56,72,93,107,118} S = {1,14,27,45,56,73,84,98,119} S = {1,14,27,47,52,71,93,104,114} S = {1,14,27,47,52,77,87,98,120} S = {1,14,27,52,66,77,87,88,107} S = {1,14,27,52,71,72,82,93,107} S = {1,14,27,52,84,98,109,119,120} S = {1,14,27,52,84,103,104,114,125} S = {1,14,28,36,59,72,87,109,114} S = {1,14,28,36,59,77,82,104,119} S = {1,14,28,40,55,68,91,109,114} S = {1,14,28,40,55,77,82,100,123} S = {1,14,28,45,50,68,91,104,119} S = {1,14,28,45,50,72,87,100,123} S = {1,14,28,50,63,86,91,101,104} S = {1,14,28,50,63,87,90,100,105} S = {1,14,28,54,59,82,95,101,104} S = {1,14,28,54,59,87,90,96,109} S = {1,14,28,55,58,82,95,100,105} S = {1,14,28,55,58,86,91,96,109} S = {1,14,29,36,43,55,56,82,109} S = {1,14,29,36,43,71,72,109,114} S = {1,14,29,36,43,77,82,119,120} S = {1,14,29,36,55,69,82,107,120} S = {1,14,29,36,55,71,84,109,122} S = {1,14,29,36,56,72,84,109,115} S = {1,14,29,36,56,76,82,107,119} S = {1,14,29,37,50,68,87,107,120} S = {1,14,29,37,50,71,84,104,123} S = {1,14,29,39,40,52,59,82,109} S = {1,14,29,39,40,68,75,109,114} S = {1,14,29,39,40,77,82,116,123} S = {1,14,29,39,52,68,87,109,122} S = {1,14,29,39,52,69,82,104,123} S = {1,14,29,39,59,75,87,109,112} S = {1,14,29,39,59,79,82,104,116} S = {1,14,29,40,52,68,88,109,115} S = {1,14,29,40,52,76,82,103,123} S = {1,14,29,40,59,73,82,103,116} S = {1,14,29,40,59,75,88,109,118} S = {1,14,29,41,50,72,91,103,116} S = {1,14,29,41,50,75,88,100,119} S = {1,14,29,43,55,71,91,109,112} S = {1,14,29,43,55,79,82,100,120} S = {1,14,29,43,56,72,91,109,118} S = {1,14,29,43,56,73,82,100,119} S = {1,14,29,44,50,68,88,107,119} S = {1,14,29,44,50,72,84,103,123} S = {1,14,29,45,50,68,75,119,120} S = {1,14,29,45,50,71,72,116,123} S = {1,14,29,47,50,71,91,104,116} S = {1,14,29,47,50,75,87,100,120} S = {1,14,29,50,68,75,87,88,109} S = {1,14,29,50,71,72,84,91,109} S = {1,14,29,50,82,100,107,119,120} S = {1,14,29,50,82,103,104,116,123} S = {1,14,31,39,56,75,84,109,114} S = {1,14,31,39,56,77,82,107,116} S = {1,14,31,43,52,71,88,109,114} S = {1,14,31,43,52,77,82,103,120} S = {1,14,31,45,50,71,88,107,116} S = {1,14,31,45,50,75,84,103,120} S = {1,14,31,50,60,84,90,103,105} S = {1,14,31,50,60,86,88,101,107} S = {1,14,31,52,58,82,92,103,105} S = {1,14,31,52,58,86,88,99,109} S = {1,14,31,54,56,82,92,101,107} S = {1,14,31,54,56,84,90,99,109} S = {1,14,32,51,61,84,90,103,105} S = {1,14,32,51,61,86,88,101,107} S = {1,14,32,53,59,82,92,103,105} S = {1,14,32,53,59,86,88,99,109} S = {1,14,32,55,57,82,92,101,107} S = {1,14,32,55,57,84,90,99,109} S = {1,14,34,45,52,68,91,103,104} S = {1,14,34,45,52,87,88,100,123} S = {1,14,34,45,55,71,88,100,107} S = {1,14,34,45,55,84,91,103,120} S = {1,14,34,45,56,72,87,100,107} S = {1,14,34,45,56,84,91,104,119} S = {1,14,34,45,59,75,84,103,104} S = {1,14,34,45,59,87,88,107,116} S = {1,14,34,61,68,75,82,103,104} S = {1,14,34,61,71,72,82,100,107} S = {1,14,34,61,84,91,109,119,120} S = {1,14,34,61,87,88,109,116,123} S = {1,14,35,48,61,86,91,101,104} S = {1,14,35,48,61,87,90,100,105} S = {1,14,35,52,57,82,95,101,104} S = {1,14,35,52,57,87,90,96,109} S = {1,14,35,53,56,82,95,100,105} S = {1,14,35,53,56,86,91,96,109} S = {1,14,36,43,50,66,93,103,104} S = {1,14,36,43,50,87,88,98,125} S = {1,14,36,43,55,71,88,98,109} S = {1,14,36,43,55,82,93,103,120} S = {1,14,36,43,56,72,87,98,109} S = {1,14,36,43,56,82,93,104,119} S = {1,14,36,43,61,77,82,103,104} S = {1,14,36,43,61,87,88,109,114} S = {1,14,36,59,66,77,84,103,104} S = {1,14,36,59,71,72,84,98,109} S = {1,14,36,59,82,93,107,119,120} S = {1,14,36,59,87,88,107,114,125} S = {1,14,37,48,59,86,93,99,104} S = {1,14,37,48,59,87,92,98,105} S = {1,14,37,50,57,84,95,99,104} S = {1,14,37,50,57,87,92,96,107} S = {1,14,37,51,56,84,95,98,105} S = {1,14,37,51,56,86,93,96,107} S = {1,14,38,56,63,82,85,107,108} S = {1,14,38,56,63,83,84,106,109} S = {1,14,38,58,61,80,87,107,108} S = {1,14,38,58,61,83,84,104,111} S = {1,14,38,59,60,80,87,106,109} S = {1,14,38,59,60,82,85,104,111} S = {1,14,39,40,50,66,93,100,107} S = {1,14,39,40,50,84,91,98,125} S = {1,14,39,40,52,68,91,98,109} S = {1,14,39,40,52,82,93,100,123} S = {1,14,39,40,59,75,84,98,109} S = {1,14,39,40,59,82,93,107,116} S = {1,14,39,40,61,77,82,100,107} S = {1,14,39,40,61,84,91,109,114} S = {1,14,39,56,66,77,87,100,107} S = {1,14,39,56,68,75,87,98,109} S = {1,14,39,56,82,93,104,116,123} S = {1,14,39,56,84,91,104,114,125} S = {1,14,40,55,66,77,88,100,107} S = {1,14,40,55,68,75,88,98,109} S = {1,14,40,55,82,93,103,116,123} S = {1,14,40,55,84,91,103,114,125} S = {1,14,41,48,55,90,93,99,100} S = {1,14,41,48,55,91,92,98,101} S = {1,14,41,50,53,88,95,99,100} S = {1,14,41,50,53,91,92,96,103} S = {1,14,41,51,52,88,95,98,101} S = {1,14,41,51,52,90,93,96,103} S = {1,14,42,52,63,82,89,103,108} S = {1,14,42,52,63,83,88,102,109} S = {1,14,42,54,61,80,91,103,108} S = {1,14,42,54,61,83,88,100,111} S = {1,14,42,55,60,80,91,102,109} S = {1,14,42,55,60,82,89,100,111} S = {1,14,43,52,66,77,91,103,104} S = {1,14,43,52,71,72,91,98,109} S = {1,14,43,52,82,93,100,119,120} S = {1,14,43,52,87,88,100,114,125} S = {1,14,44,50,63,84,89,103,106} S = {1,14,44,50,63,85,88,102,107} S = {1,14,44,54,59,80,93,103,106} S = {1,14,44,54,59,85,88,98,111} S = {1,14,44,55,58,80,93,102,107} S = {1,14,44,55,58,84,89,98,111} S = {1,14,45,50,68,75,93,103,104} S = {1,14,45,50,71,72,93,100,107} S = {1,14,45,50,84,91,98,119,120} S = {1,14,45,50,87,88,98,116,123} S = {1,14,47,50,60,85,91,102,104} S = {1,14,47,50,60,87,89,100,106} S = {1,14,47,52,58,83,93,102,104} S = {1,14,47,52,58,87,89,98,108} S = {1,14,47,54,56,83,93,100,106} S = {1,14,47,54,56,85,91,98,108} S = {1,14,48,51,61,85,90,102,105} S = {1,14,48,51,61,86,89,101,106} S = {1,14,48,53,59,83,92,102,105} S = {1,14,48,53,59,86,89,99,108} S = {1,14,48,55,57,83,92,101,106} S = {1,14,48,55,57,85,90,99,108} S = {1,14,48,55,59,82,93,99,108} S = {1,14,48,55,59,83,92,98,109} S = {1,14,48,55,61,84,91,101,106} S = {1,14,48,55,61,85,90,100,107} S = {1,14,48,55,70,90,93,107,108} S = {1,14,48,55,70,91,92,106,109} S = {1,14,48,55,82,85,99,100,121} S = {1,14,48,55,83,84,98,101,121} S = {1,14,48,59,61,86,89,103,104} S = {1,14,48,59,61,87,88,102,105} S = {1,14,48,59,74,86,93,103,108} S = {1,14,48,59,74,87,92,102,109} S = {1,14,48,59,82,89,99,104,117} S = {1,14,48,59,83,88,98,105,117} S = {1,14,48,61,76,86,91,103,106} S = {1,14,48,61,76,87,90,102,107} S = {1,14,48,61,84,89,101,104,115} S = {1,14,48,61,85,88,100,105,115} S = {1,14,48,63,82,84,89,103,104} S = {1,14,48,63,82,85,88,100,107} S = {1,14,48,63,82,85,89,99,108} S = {1,14,48,63,82,93,99,100,104} S = {1,14,48,63,82,93,103,107,108} S = {1,14,48,63,83,84,88,98,109} S = {1,14,48,63,83,84,89,101,106} S = {1,14,48,63,83,85,88,102,105} S = {1,14,48,63,83,92,98,101,105} S = {1,14,48,63,83,92,102,106,109} S = {1,14,48,63,84,91,98,101,104} S = {1,14,48,63,84,91,103,106,109} S = {1,14,48,63,85,90,99,100,105} S = {1,14,48,63,85,90,102,107,108} S = {1,14,48,63,86,89,99,101,104} S = {1,14,48,63,86,89,103,106,108} S = {1,14,48,63,86,90,93,99,108} S = {1,14,48,63,86,91,92,101,106} S = {1,14,48,63,86,91,93,103,104} S = {1,14,48,63,87,88,98,100,105} S = {1,14,48,63,87,88,102,107,109} S = {1,14,48,63,87,90,92,102,105} S = {1,14,48,63,87,90,93,100,107} S = {1,14,48,63,87,91,92,98,109} S = {1,14,50,52,57,80,95,103,104} S = {1,14,50,52,57,87,88,96,111} S = {1,14,50,52,63,86,89,103,104} S = {1,14,50,52,63,87,88,102,105} S = {1,14,50,53,56,80,95,100,107} S = {1,14,50,53,56,84,91,96,111} S = {1,14,50,53,57,80,95,99,108} S = {1,14,50,53,57,83,92,96,111} S = {1,14,50,53,59,83,92,103,104} S = {1,14,50,53,59,87,88,99,108} S = {1,14,50,53,70,88,95,107,108} S = {1,14,50,53,70,91,92,104,111} S = {1,14,50,53,80,87,99,100,121} S = {1,14,50,53,83,84,96,103,121} S = {1,14,50,55,57,83,92,100,107} S = {1,14,50,55,57,84,91,99,108} S = {1,14,50,55,60,84,91,102,105} S = {1,14,50,55,60,86,89,100,107} S = {1,14,50,56,63,84,91,101,106} S = {1,14,50,56,63,85,90,100,107} S = {1,14,50,57,74,84,95,103,108} S = {1,14,50,57,74,87,92,100,111} S = {1,14,50,57,80,91,99,104,117} S = {1,14,50,57,83,88,96,107,117} S = {1,14,50,59,60,85,90,103,104} S = {1,14,50,59,60,87,88,101,106} S = {1,14,50,60,63,85,90,102,105} S = {1,14,50,60,63,86,89,101,106} S = {1,14,50,60,64,85,91,103,105} S = {1,14,50,60,64,87,89,101,107} S = {1,14,50,60,84,90,102,104,127} S = {1,14,50,60,86,88,100,106,127} S = {1,14,50,61,68,75,87,103,120} S = {1,14,50,61,68,75,88,104,119} S = {1,14,50,61,68,91,107,119,120} S = {1,14,50,61,71,72,84,100,123} S = {1,14,50,61,71,72,91,107,116} S = {1,14,50,61,71,88,104,116,123} S = {1,14,50,61,72,87,103,116,123} S = {1,14,50,61,75,84,100,119,120} S = {1,14,50,61,80,87,91,99,108} S = {1,14,50,61,80,95,99,100,104} S = {1,14,50,61,80,95,103,107,108} S = {1,14,50,61,83,84,88,96,111} S = {1,14,50,61,83,92,96,103,107} S = {1,14,50,61,83,92,100,104,111} S = {1,14,50,61,84,87,89,101,106} S = {1,14,50,61,84,87,90,102,105} S = {1,14,50,61,84,88,95,99,108} S = {1,14,50,61,85,88,91,102,105} S = {1,14,50,61,85,90,100,103,105} S = {1,14,50,61,85,90,102,104,107} S = {1,14,50,61,86,88,91,101,106} S = {1,14,50,61,86,89,100,103,106} S = {1,14,50,61,86,89,101,104,107} S = {1,14,50,61,87,91,92,96,111} S = {1,14,50,63,67,84,89,101,104} S = {1,14,50,63,67,85,88,100,105} S = {1,14,50,63,86,91,103,106,124} S = {1,14,50,63,87,90,102,107,124} S = {1,14,51,52,56,80,95,98,109} S = {1,14,51,52,56,82,93,96,111} S = {1,14,51,52,57,80,95,101,106} S = {1,14,51,52,57,85,90,96,111} S = {1,14,51,52,61,85,90,103,104} S = {1,14,51,52,61,87,88,101,106} S = {1,14,51,52,70,88,95,106,109} S = {1,14,51,52,70,90,93,104,111} S = {1,14,51,52,80,87,98,101,121} S = {1,14,51,52,82,85,96,103,121} S = {1,14,51,53,56,80,95,102,105} S = {1,14,51,53,56,86,89,96,111} S = {1,14,51,56,61,84,91,102,105} S = {1,14,51,56,61,86,89,100,107} S = {1,14,51,56,74,84,95,102,109} S = {1,14,51,56,74,86,93,100,111} S = {1,14,51,56,80,91,98,105,117} S = {1,14,51,56,82,89,96,107,117} S = {1,14,51,60,80,85,91,102,105} S = {1,14,51,60,80,87,89,101,106} S = {1,14,51,60,80,87,91,98,109} S = {1,14,51,60,80,95,98,101,105} S = {1,14,51,60,80,95,102,106,109} S = {1,14,51,60,82,85,89,96,111} S = {1,14,51,60,82,85,91,103,104} S = {1,14,51,60,82,87,89,100,107} S = {1,14,51,60,82,93,96,103,107} S = {1,14,51,60,82,93,100,104,111} S = {1,14,51,60,84,88,95,98,109} S = {1,14,51,60,84,90,93,103,104} S = {1,14,51,60,84,90,95,102,105} S = {1,14,51,60,84,91,98,103,105} S = {1,14,51,60,84,91,102,104,109} S = {1,14,51,60,85,90,96,103,105} S = {1,14,51,60,85,90,102,104,111} S = {1,14,51,60,86,88,93,100,107} S = {1,14,51,60,86,88,95,101,106} S = {1,14,51,60,86,89,96,101,107} S = {1,14,51,60,86,89,100,106,111} S = {1,14,51,60,86,90,93,96,111} S = {1,14,51,60,87,88,98,101,107} S = {1,14,51,60,87,88,100,106,109} S = {1,14,51,61,79,84,90,102,104} S = {1,14,51,61,79,86,88,100,106} S = {1,14,51,61,85,91,103,105,112} S = {1,14,51,61,87,89,101,107,112} S = {1,14,52,55,57,82,93,101,106} S = {1,14,52,55,57,85,90,98,109} S = {1,14,52,55,58,82,93,102,105} S = {1,14,52,55,58,86,89,98,109} S = {1,14,52,56,63,82,93,99,108} S = {1,14,52,56,63,83,92,98,109} S = {1,14,52,57,76,82,95,103,106} S = {1,14,52,57,76,87,90,98,111} S = {1,14,52,57,80,93,101,104,115} S = {1,14,52,57,85,88,96,109,115} S = {1,14,52,58,61,83,92,103,104} S = {1,14,52,58,61,87,88,99,108} S = {1,14,52,58,63,83,92,102,105} S = {1,14,52,58,63,86,89,99,108} S = {1,14,52,58,64,83,93,103,105} S = {1,14,52,58,64,87,89,99,109} S = {1,14,52,58,82,92,102,104,127} S = {1,14,52,58,86,88,98,108,127} S = {1,14,52,59,66,77,87,103,120} S = {1,14,52,59,66,77,88,104,119} S = {1,14,52,59,66,93,109,119,120} S = {1,14,52,59,71,72,82,98,125} S = {1,14,52,59,71,72,93,109,114} S = {1,14,52,59,71,88,104,114,125} S = {1,14,52,59,72,87,103,114,125} S = {1,14,52,59,77,82,98,119,120} S = {1,14,52,59,80,87,93,101,106} S = {1,14,52,59,80,95,98,101,104} S = {1,14,52,59,80,95,103,106,109} S = {1,14,52,59,82,85,88,96,111} S = {1,14,52,59,82,87,89,99,108} S = {1,14,52,59,82,87,92,102,105} S = {1,14,52,59,82,88,95,101,106} S = {1,14,52,59,83,88,93,102,105} S = {1,14,52,59,83,92,98,103,105} S = {1,14,52,59,83,92,102,104,109} S = {1,14,52,59,85,90,96,103,109} S = {1,14,52,59,85,90,98,104,111} S = {1,14,52,59,86,88,93,99,108} S = {1,14,52,59,86,89,98,103,108} S = {1,14,52,59,86,89,99,104,109} S = {1,14,52,59,87,90,93,96,111} S = {1,14,52,63,69,82,89,99,104} S = {1,14,52,63,69,83,88,98,105} S = {1,14,52,63,86,93,103,108,122} S = {1,14,52,63,87,92,102,109,122} S = {1,14,53,56,59,82,93,102,105} S = {1,14,53,56,59,86,89,98,109} S = {1,14,53,56,76,82,95,102,107} S = {1,14,53,56,76,86,91,98,111} S = {1,14,53,56,80,93,100,105,115} S = {1,14,53,56,84,89,96,109,115} S = {1,14,53,58,80,83,93,102,105} S = {1,14,53,58,80,87,89,99,108} S = {1,14,53,58,80,87,93,100,107} S = {1,14,53,58,80,95,99,100,105} S = {1,14,53,58,80,95,102,107,108} S = {1,14,53,58,82,88,95,100,107} S = {1,14,53,58,82,91,92,103,104} S = {1,14,53,58,82,92,95,102,105} S = {1,14,53,58,82,93,100,103,105} S = {1,14,53,58,82,93,102,104,107} S = {1,14,53,58,83,84,89,96,111} S = {1,14,53,58,83,84,93,103,104} S = {1,14,53,58,83,92,96,103,105} S = {1,14,53,58,83,92,102,104,111} S = {1,14,53,58,84,87,89,98,109} S = {1,14,53,58,84,91,96,103,109} S = {1,14,53,58,84,91,98,104,111} S = {1,14,53,58,86,88,91,98,109} S = {1,14,53,58,86,88,95,99,108} S = {1,14,53,58,86,89,96,99,109} S = {1,14,53,58,86,89,98,108,111} S = {1,14,53,58,86,91,92,96,111} S = {1,14,53,58,87,88,98,107,108} S = {1,14,53,58,87,88,99,100,109} S = {1,14,53,59,79,82,92,102,104} S = {1,14,53,59,79,86,88,98,108} S = {1,14,53,59,83,93,103,105,112} S = {1,14,53,59,87,89,99,109,112} S = {1,14,54,56,59,82,93,101,106} S = {1,14,54,56,59,85,90,98,109} S = {1,14,54,56,61,83,92,100,107} S = {1,14,54,56,61,84,91,99,108} S = {1,14,54,56,63,83,92,101,106} S = {1,14,54,56,63,85,90,99,108} S = {1,14,54,56,64,83,93,101,107} S = {1,14,54,56,64,85,91,99,109} S = {1,14,54,56,82,92,100,106,127} S = {1,14,54,56,84,90,98,108,127} S = {1,14,54,57,80,83,93,101,106} S = {1,14,54,57,80,85,91,99,108} S = {1,14,54,57,80,91,93,103,104} S = {1,14,54,57,80,95,99,101,104} S = {1,14,54,57,80,95,103,106,108} S = {1,14,54,57,82,84,95,103,104} S = {1,14,54,57,82,87,92,100,107} S = {1,14,54,57,82,92,95,101,106} S = {1,14,54,57,82,93,100,103,106} S = {1,14,54,57,82,93,101,104,107} S = {1,14,54,57,83,85,88,96,111} S = {1,14,54,57,83,88,93,100,107} S = {1,14,54,57,83,92,96,101,107} S = {1,14,54,57,83,92,100,106,111} S = {1,14,54,57,84,87,90,98,109} S = {1,14,54,57,84,90,95,99,108} S = {1,14,54,57,84,91,98,103,108} S = {1,14,54,57,84,91,99,104,109} S = {1,14,54,57,85,88,91,98,109} S = {1,14,54,57,85,90,96,99,109} S = {1,14,54,57,85,90,98,108,111} S = {1,14,54,57,87,88,96,107,109} S = {1,14,54,57,87,88,98,100,111} S = {1,14,54,57,87,90,92,96,111} S = {1,14,54,58,61,80,95,99,108} S = {1,14,54,58,61,83,92,96,111} S = {1,14,54,59,60,80,95,101,106} S = {1,14,54,59,60,85,90,96,111} S = {1,14,54,59,61,80,95,103,104} S = {1,14,54,59,61,87,88,96,111} S = {1,14,54,59,67,80,93,101,104} S = {1,14,54,59,67,85,88,96,109} S = {1,14,54,59,82,95,103,106,124} S = {1,14,54,59,87,90,98,111,124} S = {1,14,54,61,69,80,91,99,104} S = {1,14,54,61,69,83,88,96,107} S = {1,14,54,61,84,95,103,108,122} S = {1,14,54,61,87,92,100,111,122} S = {1,14,55,56,66,77,84,100,123} S = {1,14,55,56,66,77,91,107,116} S = {1,14,55,56,66,93,109,116,123} S = {1,14,55,56,68,75,82,98,125} S = {1,14,55,56,68,75,93,109,114} S = {1,14,55,56,68,91,107,114,125} S = {1,14,55,56,75,84,100,114,125} S = {1,14,55,56,77,82,98,116,123} S = {1,14,55,56,80,91,93,102,105} S = {1,14,55,56,80,95,98,100,105} S = {1,14,55,56,80,95,102,107,109} S = {1,14,55,56,82,84,89,96,111} S = {1,14,55,56,82,84,95,102,105} S = {1,14,55,56,82,85,91,99,108} S = {1,14,55,56,82,91,92,101,106} S = {1,14,55,56,83,84,93,101,106} S = {1,14,55,56,83,92,98,101,107} S = {1,14,55,56,83,92,100,106,109} S = {1,14,55,56,84,90,93,99,108} S = {1,14,55,56,85,90,98,107,108} S = {1,14,55,56,85,90,99,100,109} S = {1,14,55,56,86,89,96,107,109} S = {1,14,55,56,86,89,98,100,111} S = {1,14,55,56,86,91,93,96,111} S = {1,14,55,57,79,82,92,100,106} S = {1,14,55,57,79,84,90,98,108} S = {1,14,55,57,83,93,101,107,112} S = {1,14,55,57,85,91,99,109,112} S = {1,14,55,58,60,80,95,102,105} S = {1,14,55,58,60,86,89,96,111} S = {1,14,55,58,61,80,95,100,107} S = {1,14,55,58,61,84,91,96,111} S = {1,14,55,58,67,80,93,100,105} S = {1,14,55,58,67,84,89,96,109} S = {1,14,55,58,82,95,102,107,124} S = {1,14,55,58,86,91,98,111,124} S = {1,14,55,59,60,80,95,98,109} S = {1,14,55,59,60,82,93,96,111} S = {1,14,55,60,69,80,91,98,105} S = {1,14,55,60,69,82,89,96,107} S = {1,14,55,60,84,95,102,109,122} S = {1,14,55,60,86,93,100,111,122} S = {1,14,56,63,73,82,85,99,100} S = {1,14,56,63,73,83,84,98,101} S = {1,14,56,63,90,93,107,108,118} S = {1,14,56,63,91,92,106,109,118} S = {1,14,58,61,73,80,87,99,100} S = {1,14,58,61,73,83,84,96,103} S = {1,14,58,61,88,95,107,108,118} S = {1,14,58,61,91,92,104,111,118} S = {1,14,59,60,73,80,87,98,101} S = {1,14,59,60,73,82,85,96,103} S = {1,14,59,60,88,95,106,109,118} S = {1,14,59,60,90,93,104,111,118} S = {1,15,18,28,36,42,55,70,121} S = {1,15,18,28,36,42,57,72,119} S = {1,15,18,28,36,55,57,85,106} S = {1,15,18,28,36,68,106,119,121} S = {1,15,18,28,36,70,72,85,123} S = {1,15,18,28,38,40,53,68,123} S = {1,15,18,28,38,40,59,74,117} S = {1,15,18,28,38,53,59,87,104} S = {1,15,18,28,38,68,74,87,121} S = {1,15,18,28,38,70,104,117,123} S = {1,15,18,28,40,53,59,89,102} S = {1,15,18,28,40,68,74,89,119} S = {1,15,18,28,40,72,102,117,123} S = {1,15,18,28,42,55,57,91,100} S = {1,15,18,28,42,70,72,91,117} S = {1,15,18,28,42,74,100,119,121} S = {1,15,18,28,53,68,87,89,106} S = {1,15,18,28,53,85,102,104,123} S = {1,15,18,28,55,70,85,91,104} S = {1,15,18,28,55,87,100,106,121} S = {1,15,18,28,57,72,85,91,102} S = {1,15,18,28,57,89,100,106,119} S = {1,15,18,28,59,74,87,89,100} S = {1,15,18,28,59,91,102,104,117} S = {1,15,18,34,60,68,74,119,121} S = {1,15,18,34,60,70,72,117,123} S = {1,15,18,35,60,70,91,104,117} S = {1,15,18,35,60,74,87,100,121} S = {1,15,18,36,42,55,57,92,99} S = {1,15,18,36,42,66,92,119,121} S = {1,15,18,36,42,70,72,99,125} S = {1,15,18,36,55,70,85,99,120} S = {1,15,18,36,55,71,92,106,121} S = {1,15,18,38,40,53,59,92,99} S = {1,15,18,38,40,66,92,117,123} S = {1,15,18,38,40,68,74,99,125} S = {1,15,18,38,53,68,87,99,120} S = {1,15,18,38,53,71,92,104,123} S = {1,15,18,38,59,67,92,104,117} S = {1,15,18,38,59,74,87,99,124} S = {1,15,18,39,60,68,87,106,121} S = {1,15,18,39,60,70,85,104,123} S = {1,15,18,40,59,74,89,99,116} S = {1,15,18,40,59,75,92,102,117} S = {1,15,18,42,55,67,92,100,121} S = {1,15,18,42,55,70,91,99,124} S = {1,15,18,42,57,72,91,99,116} S = {1,15,18,42,57,75,92,100,119} S = {1,15,18,43,60,72,91,102,117} S = {1,15,18,43,60,74,89,100,119} S = {1,15,18,51,60,85,91,102,104} S = {1,15,18,51,60,87,89,100,106} S = {1,15,18,53,59,83,92,102,104} S = {1,15,18,53,59,87,89,99,108} S = {1,15,18,55,57,83,92,100,106} S = {1,15,18,55,57,85,91,99,108} S = {1,15,18,60,68,74,87,89,99} S = {1,15,18,60,70,72,85,91,99} S = {1,15,18,60,92,100,106,119,121} S = {1,15,18,60,92,102,104,117,123} S = {1,15,19,34,60,70,88,107,117} S = {1,15,19,34,60,74,84,103,121} S = {1,15,19,38,56,66,92,107,117} S = {1,15,19,38,56,74,84,99,125} S = {1,15,19,42,52,66,92,103,121} S = {1,15,19,42,52,70,88,99,125} S = {1,15,20,26,34,44,55,70,121} S = {1,15,20,26,34,44,57,72,119} S = {1,15,20,26,34,55,57,83,108} S = {1,15,20,26,34,66,108,119,121} S = {1,15,20,26,34,70,72,83,125} S = {1,15,20,26,38,40,51,66,125} S = {1,15,20,26,38,40,61,76,115} S = {1,15,20,26,38,51,61,87,104} S = {1,15,20,26,38,66,76,87,121} S = {1,15,20,26,38,70,104,115,125} S = {1,15,20,26,40,51,61,89,102} S = {1,15,20,26,40,66,76,89,119} S = {1,15,20,26,40,72,102,115,125} S = {1,15,20,26,44,55,57,93,98} S = {1,15,20,26,44,70,72,93,115} S = {1,15,20,26,44,76,98,119,121} S = {1,15,20,26,51,66,87,89,108} S = {1,15,20,26,51,83,102,104,125} S = {1,15,20,26,55,70,83,93,104} S = {1,15,20,26,55,87,98,108,121} S = {1,15,20,26,57,72,83,93,102} S = {1,15,20,26,57,89,98,108,119} S = {1,15,20,26,61,76,87,89,98} S = {1,15,20,26,61,93,102,104,115} S = {1,15,20,34,44,55,57,90,101} S = {1,15,20,34,44,68,90,119,121} S = {1,15,20,34,44,70,72,101,123} S = {1,15,20,34,55,70,83,101,120} S = {1,15,20,34,55,71,90,108,121} S = {1,15,20,36,58,66,76,119,121} S = {1,15,20,36,58,70,72,115,125} S = {1,15,20,37,58,70,93,104,115} S = {1,15,20,37,58,76,87,98,121} S = {1,15,20,38,40,51,61,90,101} S = {1,15,20,38,40,66,76,101,123} S = {1,15,20,38,40,68,90,115,125} S = {1,15,20,38,51,66,87,101,120} S = {1,15,20,38,51,71,90,104,125} S = {1,15,20,38,61,69,90,104,115} S = {1,15,20,38,61,76,87,101,122} S = {1,15,20,39,58,66,87,108,121} S = {1,15,20,39,58,70,83,104,125} S = {1,15,20,40,61,76,89,101,114} S = {1,15,20,40,61,77,90,102,115} S = {1,15,20,44,55,69,90,98,121} S = {1,15,20,44,55,70,93,101,122} S = {1,15,20,44,57,72,93,101,114} S = {1,15,20,44,57,77,90,98,119} S = {1,15,20,45,58,72,93,102,115} S = {1,15,20,45,58,76,89,98,119} S = {1,15,20,51,61,85,90,102,104} S = {1,15,20,51,61,87,89,101,106} S = {1,15,20,53,58,83,93,102,104} S = {1,15,20,53,58,87,89,98,108} S = {1,15,20,55,57,83,93,101,106} S = {1,15,20,55,57,85,90,98,108} S = {1,15,20,58,66,76,87,89,101} S = {1,15,20,58,70,72,83,93,101} S = {1,15,20,58,90,98,108,119,121} S = {1,15,20,58,90,102,104,115,125} S = {1,15,21,36,58,70,88,109,115} S = {1,15,21,36,58,76,82,103,121} S = {1,15,21,38,56,68,90,109,115} S = {1,15,21,38,56,76,82,101,123} S = {1,15,21,44,50,68,90,103,121} S = {1,15,21,44,50,70,88,101,123} S = {1,15,22,24,34,44,53,68,123} S = {1,15,22,24,34,44,59,74,117} S = {1,15,22,24,34,53,59,83,108} S = {1,15,22,24,34,66,108,117,123} S = {1,15,22,24,34,68,74,83,125} S = {1,15,22,24,36,42,51,66,125} S = {1,15,22,24,36,42,61,76,115} S = {1,15,22,24,36,51,61,85,106} S = {1,15,22,24,36,66,76,85,123} S = {1,15,22,24,36,68,106,115,125} S = {1,15,22,24,42,51,61,91,100} S = {1,15,22,24,42,66,76,91,117} S = {1,15,22,24,42,74,100,115,125} S = {1,15,22,24,44,53,59,93,98} S = {1,15,22,24,44,68,74,93,115} S = {1,15,22,24,44,76,98,117,123} S = {1,15,22,24,51,66,85,91,108} S = {1,15,22,24,51,83,100,106,125} S = {1,15,22,24,53,68,83,93,106} S = {1,15,22,24,53,85,98,108,123} S = {1,15,22,24,59,74,83,93,100} S = {1,15,22,24,59,91,98,108,117} S = {1,15,22,24,61,76,85,91,98} S = {1,15,22,24,61,93,100,106,115} S = {1,15,22,34,44,53,59,88,103} S = {1,15,22,34,44,68,74,103,121} S = {1,15,22,34,44,70,88,117,123} S = {1,15,22,34,53,68,83,103,120} S = {1,15,22,34,53,71,88,108,123} S = {1,15,22,34,59,67,88,108,117} S = {1,15,22,34,59,74,83,103,124} S = {1,15,22,35,56,66,91,108,117} S = {1,15,22,35,56,74,83,100,125} S = {1,15,22,36,42,51,61,88,103} S = {1,15,22,36,42,66,76,103,121} S = {1,15,22,36,42,70,88,115,125} S = {1,15,22,36,51,66,85,103,120} S = {1,15,22,36,51,71,88,106,125} S = {1,15,22,36,61,69,88,106,115} S = {1,15,22,36,61,76,85,103,122} S = {1,15,22,37,56,68,93,106,115} S = {1,15,22,37,56,76,85,98,123} S = {1,15,22,38,56,66,76,117,123} S = {1,15,22,38,56,68,74,115,125} S = {1,15,22,39,56,66,85,108,123} S = {1,15,22,39,56,68,83,106,125} S = {1,15,22,42,51,66,91,103,124} S = {1,15,22,42,51,67,88,100,125} S = {1,15,22,44,53,68,93,103,122} S = {1,15,22,44,53,69,88,98,123} S = {1,15,22,51,61,85,91,103,104} S = {1,15,22,51,61,87,88,100,106} S = {1,15,22,53,59,83,93,103,104} S = {1,15,22,53,59,87,88,98,108} S = {1,15,22,55,56,83,93,100,106} S = {1,15,22,55,56,85,91,98,108} S = {1,15,22,56,66,76,85,91,103} S = {1,15,22,56,68,74,83,93,103} S = {1,15,22,56,88,98,108,117,123} S = {1,15,22,56,88,100,106,115,125} S = {1,15,23,34,60,68,90,103,121} S = {1,15,23,34,60,70,88,101,123} S = {1,15,23,36,58,66,92,103,121} S = {1,15,23,36,58,70,88,99,125} S = {1,15,23,38,56,66,92,101,123} S = {1,15,23,38,56,68,90,99,125} S = {1,15,24,34,44,53,59,86,105} S = {1,15,24,34,44,68,74,105,119} S = {1,15,24,34,44,72,86,117,123} S = {1,15,24,34,59,74,83,105,116} S = {1,15,24,34,59,75,86,108,117} S = {1,15,24,36,42,51,61,86,105} S = {1,15,24,36,42,66,76,105,119} S = {1,15,24,36,42,72,86,115,125} S = {1,15,24,36,61,76,85,105,114} S = {1,15,24,36,61,77,86,106,115} S = {1,15,24,40,54,66,76,117,123} S = {1,15,24,40,54,68,74,115,125} S = {1,15,24,41,54,74,93,100,115} S = {1,15,24,41,54,76,91,98,117} S = {1,15,24,42,51,66,91,105,116} S = {1,15,24,42,51,75,86,100,125} S = {1,15,24,42,61,73,86,100,115} S = {1,15,24,42,61,76,91,105,118} S = {1,15,24,43,54,66,91,108,117} S = {1,15,24,43,54,74,83,100,125} S = {1,15,24,44,53,68,93,105,114} S = {1,15,24,44,53,77,86,98,123} S = {1,15,24,44,59,73,86,98,117} S = {1,15,24,44,59,74,93,105,118} S = {1,15,24,45,54,68,93,106,115} S = {1,15,24,45,54,76,85,98,123} S = {1,15,24,51,61,85,91,102,105} S = {1,15,24,51,61,86,89,100,106} S = {1,15,24,53,59,83,93,102,105} S = {1,15,24,53,59,86,89,98,108} S = {1,15,24,54,57,83,93,100,106} S = {1,15,24,54,57,85,91,98,108} S = {1,15,24,54,66,76,85,91,105} S = {1,15,24,54,68,74,83,93,105} S = {1,15,24,54,86,98,108,117,123} S = {1,15,24,54,86,100,106,115,125} S = {1,15,25,40,54,74,84,109,115} S = {1,15,25,40,54,76,82,107,117} S = {1,15,25,42,52,72,86,109,115} S = {1,15,25,42,52,76,82,105,119} S = {1,15,25,44,50,72,86,107,117} S = {1,15,25,44,50,74,84,105,119} S = {1,15,26,34,44,55,57,84,107} S = {1,15,26,34,44,70,72,107,117} S = {1,15,26,34,44,74,84,119,121} S = {1,15,26,34,55,67,84,108,121} S = {1,15,26,34,55,70,83,107,124} S = {1,15,26,34,57,72,83,107,116} S = {1,15,26,34,57,75,84,108,119} S = {1,15,26,35,52,66,87,108,121} S = {1,15,26,35,52,70,83,104,125} S = {1,15,26,38,40,51,61,84,107} S = {1,15,26,38,40,66,76,107,117} S = {1,15,26,38,40,74,84,115,125} S = {1,15,26,38,51,66,87,107,124} S = {1,15,26,38,51,67,84,104,125} S = {1,15,26,40,51,66,89,107,116} S = {1,15,26,40,51,75,84,102,125} S = {1,15,26,40,61,73,84,102,115} S = {1,15,26,40,61,76,89,107,118} S = {1,15,26,41,52,72,93,102,115} S = {1,15,26,41,52,76,89,98,119} S = {1,15,26,42,52,66,76,119,121} S = {1,15,26,42,52,70,72,115,125} S = {1,15,26,43,52,66,89,108,119} S = {1,15,26,43,52,72,83,102,125} S = {1,15,26,44,57,72,93,107,118} S = {1,15,26,44,57,73,84,98,119} S = {1,15,26,51,61,84,91,102,104} S = {1,15,26,51,61,87,89,100,107} S = {1,15,26,52,59,83,93,102,104} S = {1,15,26,52,59,87,89,98,108} S = {1,15,26,52,66,76,87,89,107} S = {1,15,26,52,70,72,83,93,107} S = {1,15,26,52,84,98,108,119,121} S = {1,15,26,52,84,102,104,115,125} S = {1,15,26,55,57,83,93,100,107} S = {1,15,26,55,57,84,91,98,108} S = {1,15,27,34,60,72,86,107,117} S = {1,15,27,34,60,74,84,105,119} S = {1,15,27,40,54,66,92,107,117} S = {1,15,27,40,54,74,84,99,125} S = {1,15,27,42,52,66,92,105,119} S = {1,15,27,42,52,72,86,99,125} S = {1,15,28,36,42,55,57,82,109} S = {1,15,28,36,42,70,72,109,115} S = {1,15,28,36,42,76,82,119,121} S = {1,15,28,36,55,69,82,106,121} S = {1,15,28,36,55,70,85,109,122} S = {1,15,28,36,57,72,85,109,114} S = {1,15,28,36,57,77,82,106,119} S = {1,15,28,37,50,68,87,106,121} S = {1,15,28,37,50,70,85,104,123} S = {1,15,28,38,40,53,59,82,109} S = {1,15,28,38,40,68,74,109,115} S = {1,15,28,38,40,76,82,117,123} S = {1,15,28,38,53,68,87,109,122} S = {1,15,28,38,53,69,82,104,123} S = {1,15,28,40,53,68,89,109,114} S = {1,15,28,40,53,77,82,102,123} S = {1,15,28,40,59,73,82,102,117} S = {1,15,28,40,59,74,89,109,118} S = {1,15,28,41,50,72,91,102,117} S = {1,15,28,41,50,74,89,100,119} S = {1,15,28,42,57,72,91,109,118} S = {1,15,28,42,57,73,82,100,119} S = {1,15,28,44,50,68,74,119,121} S = {1,15,28,44,50,70,72,117,123} S = {1,15,28,45,50,68,89,106,119} S = {1,15,28,45,50,72,85,102,123} S = {1,15,28,50,61,85,91,102,104} S = {1,15,28,50,61,87,89,100,106} S = {1,15,28,50,68,74,87,89,109} S = {1,15,28,50,70,72,85,91,109} S = {1,15,28,50,82,100,106,119,121} S = {1,15,28,50,82,102,104,117,123} S = {1,15,28,53,59,82,93,102,104} S = {1,15,28,53,59,87,89,98,109} S = {1,15,28,55,57,82,93,100,106} S = {1,15,28,55,57,85,91,98,109} S = {1,15,29,36,58,72,86,109,115} S = {1,15,29,36,58,76,82,105,119} S = {1,15,29,40,54,68,90,109,115} S = {1,15,29,40,54,76,82,101,123} S = {1,15,29,44,50,68,90,105,119} S = {1,15,29,44,50,72,86,101,123} S = {1,15,34,44,53,68,90,103,105} S = {1,15,34,44,53,86,88,101,123} S = {1,15,34,44,55,70,88,101,107} S = {1,15,34,44,55,84,90,103,121} S = {1,15,34,44,57,72,86,101,107} S = {1,15,34,44,57,84,90,105,119} S = {1,15,34,44,59,74,84,103,105} S = {1,15,34,44,59,86,88,107,117} S = {1,15,34,51,60,84,90,103,105} S = {1,15,34,51,60,86,88,101,107} S = {1,15,34,53,59,83,92,103,105} S = {1,15,34,53,59,86,88,99,108} S = {1,15,34,55,57,83,92,101,107} S = {1,15,34,55,57,84,90,99,108} S = {1,15,34,60,68,74,83,103,105} S = {1,15,34,60,70,72,83,101,107} S = {1,15,34,60,84,90,108,119,121} S = {1,15,34,60,86,88,108,117,123} S = {1,15,36,42,51,66,92,103,105} S = {1,15,36,42,51,86,88,99,125} S = {1,15,36,42,55,70,88,99,109} S = {1,15,36,42,55,82,92,103,121} S = {1,15,36,42,57,72,86,99,109} S = {1,15,36,42,57,82,92,105,119} S = {1,15,36,42,61,76,82,103,105} S = {1,15,36,42,61,86,88,109,115} S = {1,15,36,51,61,85,90,103,105} S = {1,15,36,51,61,86,88,101,106} S = {1,15,36,53,58,82,92,103,105} S = {1,15,36,53,58,86,88,99,109} S = {1,15,36,55,57,82,92,101,106} S = {1,15,36,55,57,85,90,99,109} S = {1,15,36,58,66,76,85,103,105} S = {1,15,36,58,70,72,85,99,109} S = {1,15,36,58,82,92,106,119,121} S = {1,15,36,58,86,88,106,115,125} S = {1,15,38,40,51,66,92,101,107} S = {1,15,38,40,51,84,90,99,125} S = {1,15,38,40,53,68,90,99,109} S = {1,15,38,40,53,82,92,101,123} S = {1,15,38,40,59,74,84,99,109} S = {1,15,38,40,59,82,92,107,117} S = {1,15,38,40,61,76,82,101,107} S = {1,15,38,40,61,84,90,109,115} S = {1,15,38,51,61,84,90,103,104} S = {1,15,38,51,61,87,88,101,107} S = {1,15,38,53,59,82,92,103,104} S = {1,15,38,53,59,87,88,99,109} S = {1,15,38,55,56,82,92,101,107} S = {1,15,38,55,56,84,90,99,109} S = {1,15,38,56,66,76,87,101,107} S = {1,15,38,56,68,74,87,99,109} S = {1,15,38,56,82,92,104,117,123} S = {1,15,38,56,84,90,104,115,125} S = {1,15,40,51,61,84,90,102,105} S = {1,15,40,51,61,86,89,101,107} S = {1,15,40,53,59,82,92,102,105} S = {1,15,40,53,59,86,89,99,109} S = {1,15,40,54,57,82,92,101,107} S = {1,15,40,54,57,84,90,99,109} S = {1,15,40,54,66,76,89,101,107} S = {1,15,40,54,68,74,89,99,109} S = {1,15,40,54,82,92,102,117,123} S = {1,15,40,54,84,90,102,115,125} S = {1,15,42,51,61,84,91,103,105} S = {1,15,42,51,61,86,88,100,107} S = {1,15,42,52,59,82,92,103,105} S = {1,15,42,52,59,86,88,99,109} S = {1,15,42,52,66,76,91,103,105} S = {1,15,42,52,70,72,91,99,109} S = {1,15,42,52,82,92,100,119,121} S = {1,15,42,52,86,88,100,115,125} S = {1,15,42,55,57,82,92,100,107} S = {1,15,42,55,57,84,91,99,109} S = {1,15,44,50,61,84,90,103,105} S = {1,15,44,50,61,86,88,101,107} S = {1,15,44,50,68,74,93,103,105} S = {1,15,44,50,70,72,93,101,107} S = {1,15,44,50,84,90,98,119,121} S = {1,15,44,50,86,88,98,117,123} S = {1,15,44,53,59,82,93,103,105} S = {1,15,44,53,59,86,88,98,109} S = {1,15,44,55,57,82,93,101,107} S = {1,15,44,55,57,84,90,98,109} S = {1,15,50,60,68,74,87,103,121} S = {1,15,50,60,68,74,89,105,119} S = {1,15,50,60,68,85,90,103,105} S = {1,15,50,60,68,87,89,101,106} S = {1,15,50,60,68,90,106,119,121} S = {1,15,50,60,70,72,85,101,123} S = {1,15,50,60,70,72,91,107,117} S = {1,15,50,60,70,85,91,103,104} S = {1,15,50,60,70,87,88,101,107} S = {1,15,50,60,70,88,104,117,123} S = {1,15,50,60,72,85,91,102,105} S = {1,15,50,60,72,86,89,101,107} S = {1,15,50,60,72,86,102,117,123} S = {1,15,50,60,74,84,91,103,105} S = {1,15,50,60,74,84,100,119,121} S = {1,15,50,60,74,87,89,100,107} S = {1,15,50,60,84,90,102,105,119} S = {1,15,50,60,84,90,103,104,121} S = {1,15,50,60,84,91,102,104,117} S = {1,15,50,60,85,90,102,104,123} S = {1,15,50,60,86,88,100,107,117} S = {1,15,50,60,86,88,101,106,123} S = {1,15,50,60,86,89,100,106,119} S = {1,15,50,60,87,88,100,106,121} S = {1,15,50,61,76,85,91,103,105} S = {1,15,50,61,76,87,89,101,107} S = {1,15,50,61,84,90,102,104,115} S = {1,15,50,61,86,88,100,106,115} S = {1,15,51,60,66,85,91,103,105} S = {1,15,51,60,66,87,89,101,107} S = {1,15,51,60,84,90,102,104,125} S = {1,15,51,60,86,88,100,106,125} S = {1,15,52,58,66,76,87,103,121} S = {1,15,52,58,66,76,89,105,119} S = {1,15,52,58,66,83,92,103,105} S = {1,15,52,58,66,87,89,99,108} S = {1,15,52,58,66,92,108,119,121} S = {1,15,52,58,70,72,83,99,125} S = {1,15,52,58,70,72,93,109,115} S = {1,15,52,58,70,83,93,103,104} S = {1,15,52,58,70,87,88,99,109} S = {1,15,52,58,70,88,104,115,125} S = {1,15,52,58,72,83,93,102,105} S = {1,15,52,58,72,86,89,99,109} S = {1,15,52,58,72,86,102,115,125} S = {1,15,52,58,76,82,93,103,105} S = {1,15,52,58,76,82,98,119,121} S = {1,15,52,58,76,87,89,98,109} S = {1,15,52,58,82,92,102,105,119} S = {1,15,52,58,82,92,103,104,121} S = {1,15,52,58,82,93,102,104,115} S = {1,15,52,58,83,92,102,104,125} S = {1,15,52,58,86,88,98,109,115} S = {1,15,52,58,86,88,99,108,125} S = {1,15,52,58,86,89,98,108,119} S = {1,15,52,58,87,88,98,108,121} S = {1,15,52,59,74,83,93,103,105} S = {1,15,52,59,74,87,89,99,109} S = {1,15,52,59,82,92,102,104,117} S = {1,15,52,59,86,88,98,108,117} S = {1,15,53,58,68,83,93,103,105} S = {1,15,53,58,68,87,89,99,109} S = {1,15,53,58,82,92,102,104,123} S = {1,15,53,58,86,88,98,108,123} S = {1,15,54,56,66,76,85,101,123} S = {1,15,54,56,66,76,91,107,117} S = {1,15,54,56,66,83,92,101,107} S = {1,15,54,56,66,85,91,99,108} S = {1,15,54,56,66,92,108,117,123} S = {1,15,54,56,68,74,83,99,125} S = {1,15,54,56,68,74,93,109,115} S = {1,15,54,56,68,83,93,101,106} S = {1,15,54,56,68,85,90,99,109} S = {1,15,54,56,68,90,106,115,125} S = {1,15,54,56,74,83,93,100,107} S = {1,15,54,56,74,84,91,99,109} S = {1,15,54,56,74,84,100,115,125} S = {1,15,54,56,76,82,93,101,107} S = {1,15,54,56,76,82,98,117,123} S = {1,15,54,56,76,85,91,98,109} S = {1,15,54,56,82,92,100,107,117} S = {1,15,54,56,82,92,101,106,123} S = {1,15,54,56,82,93,100,106,115} S = {1,15,54,56,83,92,100,106,125} S = {1,15,54,56,84,90,98,109,115} S = {1,15,54,56,84,90,99,108,125} S = {1,15,54,56,84,91,98,108,117} S = {1,15,54,56,85,90,98,108,123} S = {1,15,54,57,72,83,93,101,107} S = {1,15,54,57,72,85,91,99,109} S = {1,15,54,57,82,92,100,106,119} S = {1,15,54,57,84,90,98,108,119} S = {1,15,55,56,70,83,93,101,107} S = {1,15,55,56,70,85,91,99,109} S = {1,15,55,56,82,92,100,106,121} S = {1,15,55,56,84,90,98,108,121} S = {1,16,23,42,61,76,91,102,113} S = {1,16,23,42,61,78,89,100,115} S = {1,16,23,44,59,74,93,102,113} S = {1,16,23,44,59,78,89,98,117} S = {1,16,23,46,57,74,93,100,115} S = {1,16,23,46,57,76,91,98,117} S = {1,16,27,38,61,76,87,106,113} S = {1,16,27,38,61,78,85,104,115} S = {1,16,27,44,55,70,93,106,113} S = {1,16,27,44,55,78,85,98,121} S = {1,16,27,46,53,70,93,104,115} S = {1,16,27,46,53,76,87,98,121} S = {1,16,29,38,59,74,87,108,113} S = {1,16,29,38,59,78,83,104,117} S = {1,16,29,42,55,70,91,108,113} S = {1,16,29,42,55,78,83,100,121} S = {1,16,29,46,51,70,91,104,117} S = {1,16,29,46,51,74,87,100,121} S = {1,16,31,34,44,68,74,119,121} S = {1,16,31,34,44,70,72,117,123} S = {1,16,31,36,42,66,76,119,121} S = {1,16,31,36,42,70,72,115,125} S = {1,16,31,38,40,66,76,117,123} S = {1,16,31,38,40,68,74,115,125} S = {1,16,31,38,57,74,85,108,115} S = {1,16,31,38,57,76,83,106,117} S = {1,16,31,42,53,70,89,108,115} S = {1,16,31,42,53,76,83,102,121} S = {1,16,31,44,51,70,89,106,117} S = {1,16,31,44,51,74,85,102,121} S = {1,18,20,40,63,78,89,103,112} S = {1,18,20,40,63,79,88,102,113} S = {1,18,20,46,57,72,95,103,112} S = {1,18,20,46,57,79,88,96,119} S = {1,18,20,47,56,72,95,102,113} S = {1,18,20,47,56,78,89,96,119} S = {1,18,21,44,59,78,89,103,112} S = {1,18,21,44,59,79,88,102,113} S = {1,18,21,46,57,76,91,103,112} S = {1,18,21,46,57,79,88,100,115} S = {1,18,21,47,56,76,91,102,113} S = {1,18,21,47,56,78,89,100,115} S = {1,18,23,43,60,76,91,102,113} S = {1,18,23,43,60,78,89,100,115} S = {1,18,23,44,59,75,92,102,113} S = {1,18,23,44,59,78,89,99,116} S = {1,18,23,46,57,75,92,100,115} S = {1,18,23,46,57,76,91,99,116} S = {1,18,24,36,63,78,85,107,112} S = {1,18,24,36,63,79,84,106,113} S = {1,18,24,46,53,68,95,107,112} S = {1,18,24,46,53,79,84,96,123} S = {1,18,24,47,52,68,95,106,113} S = {1,18,24,47,52,78,85,96,123} S = {1,18,25,44,55,78,85,107,112} S = {1,18,25,44,55,79,84,106,113} S = {1,18,25,46,53,76,87,107,112} S = {1,18,25,46,53,79,84,104,115} S = {1,18,25,47,52,76,87,106,113} S = {1,18,25,47,52,78,85,104,115} S = {1,18,27,39,60,76,87,106,113} S = {1,18,27,39,60,78,85,104,115} S = {1,18,27,44,55,71,92,106,113} S = {1,18,27,44,55,78,85,99,120} S = {1,18,27,46,53,71,92,104,115} S = {1,18,27,46,53,76,87,99,120} S = {1,18,28,32,47,68,74,119,121} S = {1,18,28,32,47,70,72,117,123} S = {1,18,28,36,42,55,57,79,112} S = {1,18,28,36,42,64,79,119,121} S = {1,18,28,36,42,70,72,112,127} S = {1,18,28,36,55,70,85,107,112} S = {1,18,28,36,55,79,84,106,121} S = {1,18,28,36,57,72,85,111,112} S = {1,18,28,36,57,79,80,106,119} S = {1,18,28,38,40,53,59,79,112} S = {1,18,28,38,40,64,79,117,123} S = {1,18,28,38,40,68,74,112,127} S = {1,18,28,38,53,68,87,107,112} S = {1,18,28,38,53,79,84,104,123} S = {1,18,28,40,53,68,89,111,112} S = {1,18,28,40,53,79,80,102,123} S = {1,18,28,40,59,74,89,103,112} S = {1,18,28,40,59,79,88,102,117} S = {1,18,28,42,57,72,91,103,112} S = {1,18,28,42,57,79,88,100,119} S = {1,18,28,47,48,68,89,106,119} S = {1,18,28,47,48,72,85,102,123} S = {1,18,28,47,49,85,91,102,104} S = {1,18,28,47,49,87,89,100,106} S = {1,18,28,47,52,68,87,106,121} S = {1,18,28,47,52,70,85,104,123} S = {1,18,28,47,56,72,91,102,117} S = {1,18,28,47,56,74,89,100,119} S = {1,18,28,47,68,74,87,89,112} S = {1,18,28,47,70,72,85,91,112} S = {1,18,28,47,79,100,106,119,121} S = {1,18,28,47,79,102,104,117,123} S = {1,18,28,53,59,79,81,102,104} S = {1,18,28,53,59,87,89,110,112} S = {1,18,28,55,57,79,81,100,106} S = {1,18,28,55,57,85,91,110,112} S = {1,18,29,36,43,55,56,78,113} S = {1,18,29,36,55,71,84,106,113} S = {1,18,29,36,55,78,85,107,120} S = {1,18,29,36,56,72,84,111,113} S = {1,18,29,36,56,78,80,107,119} S = {1,18,29,39,40,52,59,78,113} S = {1,18,29,39,52,68,87,106,113} S = {1,18,29,39,52,78,85,104,123} S = {1,18,29,39,59,75,87,108,113} S = {1,18,29,39,59,78,83,104,116} S = {1,18,29,40,52,68,88,111,113} S = {1,18,29,40,52,78,80,103,123} S = {1,18,29,40,59,75,88,102,113} S = {1,18,29,40,59,78,89,103,116} S = {1,18,29,43,55,71,91,108,113} S = {1,18,29,43,55,78,83,100,120} S = {1,18,29,43,56,72,91,102,113} S = {1,18,29,43,56,78,89,100,119} S = {1,18,29,46,48,68,88,107,119} S = {1,18,29,46,48,72,84,103,123} S = {1,18,29,46,49,84,91,103,104} S = {1,18,29,46,49,87,88,100,107} S = {1,18,29,46,51,71,91,104,116} S = {1,18,29,46,51,75,87,100,120} S = {1,18,29,46,53,68,87,107,120} S = {1,18,29,46,53,71,84,104,123} S = {1,18,29,46,57,72,91,103,116} S = {1,18,29,46,57,75,88,100,119} S = {1,18,29,46,68,75,87,88,113} S = {1,18,29,46,71,72,84,91,113} S = {1,18,29,46,78,100,107,119,120} S = {1,18,29,46,78,103,104,116,123} S = {1,18,29,52,59,78,81,103,104} S = {1,18,29,52,59,87,88,110,113} S = {1,18,29,55,56,78,81,100,107} S = {1,18,29,55,56,84,91,110,113} S = {1,18,31,35,44,70,75,117,120} S = {1,18,31,35,44,71,74,116,121} S = {1,18,31,38,43,53,56,76,115} S = {1,18,31,38,43,67,76,117,120} S = {1,18,31,38,43,71,74,115,124} S = {1,18,31,38,53,71,84,104,115} S = {1,18,31,38,53,76,87,107,120} S = {1,18,31,39,42,52,57,76,115} S = {1,18,31,39,42,67,76,116,121} S = {1,18,31,39,42,70,75,115,124} S = {1,18,31,39,52,70,85,104,115} S = {1,18,31,39,52,76,87,106,121} S = {1,18,31,39,57,75,85,108,115} S = {1,18,31,39,57,76,83,106,116} S = {1,18,31,42,57,75,88,100,115} S = {1,18,31,42,57,76,91,103,116} S = {1,18,31,43,53,71,89,108,115} S = {1,18,31,43,53,76,83,102,120} S = {1,18,31,43,56,74,89,100,115} S = {1,18,31,43,56,76,91,102,117} S = {1,18,31,44,49,84,89,103,106} S = {1,18,31,44,49,85,88,102,107} S = {1,18,31,44,51,71,89,106,116} S = {1,18,31,44,51,75,85,102,120} S = {1,18,31,44,55,70,85,107,120} S = {1,18,31,44,55,71,84,106,121} S = {1,18,31,44,59,74,89,103,116} S = {1,18,31,44,59,75,88,102,117} S = {1,18,31,44,70,75,85,88,115} S = {1,18,31,44,71,74,84,89,115} S = {1,18,31,44,76,102,107,117,120} S = {1,18,31,44,76,103,106,116,121} S = {1,18,31,52,57,76,81,103,106} S = {1,18,31,52,57,85,88,110,115} S = {1,18,31,53,56,76,81,102,107} S = {1,18,31,53,56,84,89,110,115} S = {1,18,36,40,63,78,93,99,112} S = {1,18,36,40,63,79,92,98,113} S = {1,18,36,42,55,70,93,99,112} S = {1,18,36,42,55,79,92,98,121} S = {1,18,36,42,57,72,95,99,112} S = {1,18,36,42,57,79,92,96,119} S = {1,18,36,43,55,71,92,98,113} S = {1,18,36,43,55,78,93,99,120} S = {1,18,36,43,56,72,95,98,113} S = {1,18,36,43,56,78,93,96,119} S = {1,18,36,55,56,78,93,107,112} S = {1,18,36,55,56,79,84,98,113} S = {1,18,36,55,57,78,85,99,112} S = {1,18,36,55,57,79,92,106,113} S = {1,18,36,63,70,72,85,99,112} S = {1,18,36,63,71,72,84,98,113} S = {1,18,36,63,78,93,107,119,120} S = {1,18,36,63,79,92,106,119,121} S = {1,18,38,40,53,68,95,99,112} S = {1,18,38,40,53,79,92,96,123} S = {1,18,38,40,59,74,93,99,112} S = {1,18,38,40,59,79,92,98,117} S = {1,18,38,42,61,76,95,99,112} S = {1,18,38,42,61,79,92,96,115} S = {1,18,38,43,53,71,92,96,115} S = {1,18,38,43,53,76,95,99,120} S = {1,18,38,43,56,74,93,96,115} S = {1,18,38,43,56,76,95,98,117} S = {1,18,38,53,56,76,95,107,112} S = {1,18,38,53,56,79,84,96,115} S = {1,18,38,53,59,76,87,99,112} S = {1,18,38,53,59,79,92,104,115} S = {1,18,38,61,68,74,87,99,112} S = {1,18,38,61,71,74,84,96,115} S = {1,18,38,61,76,95,107,117,120} S = {1,18,38,61,79,92,104,117,123} S = {1,18,39,40,52,68,95,98,113} S = {1,18,39,40,52,78,93,96,123} S = {1,18,39,40,59,75,92,98,113} S = {1,18,39,40,59,78,93,99,116} S = {1,18,39,42,52,70,93,96,115} S = {1,18,39,42,52,76,95,98,121} S = {1,18,39,42,57,75,92,96,115} S = {1,18,39,42,57,76,95,99,116} S = {1,18,39,43,60,76,95,98,113} S = {1,18,39,43,60,78,93,96,115} S = {1,18,39,52,57,76,95,106,113} S = {1,18,39,52,57,78,85,96,115} S = {1,18,39,52,59,76,87,98,113} S = {1,18,39,52,59,78,93,104,115} S = {1,18,39,60,68,75,87,98,113} S = {1,18,39,60,70,75,85,96,115} S = {1,18,39,60,76,95,106,116,121} S = {1,18,39,60,78,93,104,116,123} S = {1,18,40,52,59,78,93,103,112} S = {1,18,40,52,59,79,88,98,113} S = {1,18,40,53,59,78,89,99,112} S = {1,18,40,53,59,79,92,102,113} S = {1,18,40,63,68,74,89,99,112} S = {1,18,40,63,68,75,88,98,113} S = {1,18,40,63,78,93,103,116,123} S = {1,18,40,63,79,92,102,117,123} S = {1,18,42,52,57,76,95,103,112} S = {1,18,42,52,57,79,88,96,115} S = {1,18,42,55,57,76,91,99,112} S = {1,18,42,55,57,79,92,100,115} S = {1,18,42,61,70,72,91,99,112} S = {1,18,42,61,70,75,88,96,115} S = {1,18,42,61,76,95,103,116,121} S = {1,18,42,61,79,92,100,119,121} S = {1,18,43,53,56,76,95,102,113} S = {1,18,43,53,56,78,89,96,115} S = {1,18,43,55,56,76,91,98,113} S = {1,18,43,55,56,78,93,100,115} S = {1,18,43,60,71,72,91,98,113} S = {1,18,43,60,71,74,89,96,115} S = {1,18,43,60,76,95,102,117,120} S = {1,18,43,60,78,93,100,119,120} S = {1,18,44,55,59,78,93,99,112} S = {1,18,44,55,59,79,92,98,113} S = {1,18,44,55,70,85,91,99,112} S = {1,18,44,55,71,84,91,98,113} S = {1,18,44,55,78,93,100,107,120} S = {1,18,44,55,79,92,100,106,121} S = {1,18,44,59,74,87,89,99,112} S = {1,18,44,59,75,87,88,98,113} S = {1,18,44,59,78,93,103,104,116} S = {1,18,44,59,79,92,102,104,117} S = {1,18,44,63,70,74,93,99,112} S = {1,18,44,63,70,75,85,99,120} S = {1,18,44,63,70,75,88,98,117} S = {1,18,44,63,70,85,88,107,112} S = {1,18,44,63,70,93,107,117,120} S = {1,18,44,63,71,74,84,98,121} S = {1,18,44,63,71,74,89,99,116} S = {1,18,44,63,71,75,92,98,113} S = {1,18,44,63,71,84,89,106,113} S = {1,18,44,63,71,92,106,116,121} S = {1,18,44,63,74,84,89,103,112} S = {1,18,44,63,74,93,103,116,121} S = {1,18,44,63,75,85,88,102,113} S = {1,18,44,63,75,92,102,117,120} S = {1,18,44,63,78,85,89,99,112} S = {1,18,44,63,78,85,102,107,120} S = {1,18,44,63,78,89,103,106,116} S = {1,18,44,63,78,93,99,116,120} S = {1,18,44,63,78,93,103,107,112} S = {1,18,44,63,79,84,88,98,113} S = {1,18,44,63,79,84,103,106,121} S = {1,18,44,63,79,88,102,107,117} S = {1,18,44,63,79,92,98,117,121} S = {1,18,44,63,79,92,102,106,113} S = {1,18,46,53,57,76,95,99,112} S = {1,18,46,53,57,79,92,96,115} S = {1,18,46,53,68,87,89,99,112} S = {1,18,46,53,71,84,89,96,115} S = {1,18,46,53,76,95,102,107,120} S = {1,18,46,53,79,92,102,104,123} S = {1,18,46,57,72,85,91,99,112} S = {1,18,46,57,75,85,88,96,115} S = {1,18,46,57,76,95,103,106,116} S = {1,18,46,57,79,92,100,106,119} S = {1,18,46,61,68,72,95,99,112} S = {1,18,46,61,68,75,87,99,120} S = {1,18,46,61,68,75,88,96,119} S = {1,18,46,61,68,87,88,107,112} S = {1,18,46,61,68,95,107,119,120} S = {1,18,46,61,71,72,84,96,123} S = {1,18,46,61,71,72,91,99,116} S = {1,18,46,61,71,75,92,96,115} S = {1,18,46,61,71,84,91,104,115} S = {1,18,46,61,71,92,104,116,123} S = {1,18,46,61,72,84,91,103,112} S = {1,18,46,61,72,95,103,116,123} S = {1,18,46,61,75,87,88,100,115} S = {1,18,46,61,75,92,100,119,120} S = {1,18,46,61,76,87,91,99,112} S = {1,18,46,61,76,87,100,107,120} S = {1,18,46,61,76,91,103,104,116} S = {1,18,46,61,76,95,99,116,120} S = {1,18,46,61,76,95,103,107,112} S = {1,18,46,61,79,84,88,96,115} S = {1,18,46,61,79,84,103,104,123} S = {1,18,46,61,79,88,100,107,119} S = {1,18,46,61,79,92,96,119,123} S = {1,18,46,61,79,92,100,104,115} S = {1,18,47,52,56,76,95,98,113} S = {1,18,47,52,56,78,93,96,115} S = {1,18,47,52,68,87,88,98,113} S = {1,18,47,52,70,85,88,96,115} S = {1,18,47,52,76,95,103,106,121} S = {1,18,47,52,78,93,103,104,123} S = {1,18,47,56,72,84,91,98,113} S = {1,18,47,56,74,84,89,96,115} S = {1,18,47,56,76,95,102,107,117} S = {1,18,47,56,78,93,100,107,119} S = {1,18,47,60,68,72,95,98,113} S = {1,18,47,60,68,74,87,98,121} S = {1,18,47,60,68,74,89,96,119} S = {1,18,47,60,68,87,89,106,113} S = {1,18,47,60,68,95,106,119,121} S = {1,18,47,60,70,72,85,96,123} S = {1,18,47,60,70,72,91,98,117} S = {1,18,47,60,70,74,93,96,115} S = {1,18,47,60,70,85,91,104,115} S = {1,18,47,60,70,93,104,117,123} S = {1,18,47,60,72,85,91,102,113} S = {1,18,47,60,72,95,102,117,123} S = {1,18,47,60,74,87,89,100,115} S = {1,18,47,60,74,93,100,119,121} S = {1,18,47,60,76,87,91,98,113} S = {1,18,47,60,76,87,100,106,121} S = {1,18,47,60,76,91,102,104,117} S = {1,18,47,60,76,95,98,117,121} S = {1,18,47,60,76,95,102,106,113} S = {1,18,47,60,78,85,89,96,115} S = {1,18,47,60,78,85,102,104,123} S = {1,18,47,60,78,89,100,106,119} S = {1,18,47,60,78,93,96,119,123} S = {1,18,47,60,78,93,100,104,115} S = {1,19,20,42,61,78,89,103,112} S = {1,19,20,42,61,79,88,102,113} S = {1,19,20,46,57,74,93,103,112} S = {1,19,20,46,57,79,88,98,117} S = {1,19,20,47,56,74,93,102,113} S = {1,19,20,47,56,78,89,98,117} S = {1,19,24,38,61,78,85,107,112} S = {1,19,24,38,61,79,84,106,113} S = {1,19,24,46,53,70,93,107,112} S = {1,19,24,46,53,79,84,98,121} S = {1,19,24,47,52,70,93,106,113} S = {1,19,24,47,52,78,85,98,121} S = {1,19,28,34,47,70,75,117,120} S = {1,19,28,34,47,71,74,116,121} S = {1,19,28,38,43,66,79,117,120} S = {1,19,28,38,43,71,74,112,125} S = {1,19,28,38,57,74,85,111,112} S = {1,19,28,38,57,79,80,106,117} S = {1,19,28,39,42,66,79,116,121} S = {1,19,28,39,42,70,75,112,125} S = {1,19,28,42,53,70,89,111,112} S = {1,19,28,42,53,79,80,102,121} S = {1,19,28,47,48,70,89,106,117} S = {1,19,28,47,48,74,85,102,121} S = {1,19,29,38,56,74,84,111,113} S = {1,19,29,38,56,78,80,107,117} S = {1,19,29,42,52,70,88,111,113} S = {1,19,29,42,52,78,80,103,121} S = {1,19,29,46,48,70,88,107,117} S = {1,19,29,46,48,74,84,103,121} S = {1,20,23,42,61,77,90,102,113} S = {1,20,23,42,61,78,89,101,114} S = {1,20,23,45,58,74,93,102,113} S = {1,20,23,45,58,78,89,98,117} S = {1,20,23,46,57,74,93,101,114} S = {1,20,23,46,57,77,90,98,117} S = {1,20,24,34,63,78,83,109,112} S = {1,20,24,34,63,79,82,108,113} S = {1,20,24,46,51,66,95,109,112} S = {1,20,24,46,51,79,82,96,125} S = {1,20,24,47,50,66,95,108,113} S = {1,20,24,47,50,78,83,96,125} S = {1,20,25,42,55,78,83,109,112} S = {1,20,25,42,55,79,82,108,113} S = {1,20,25,46,51,74,87,109,112} S = {1,20,25,46,51,79,82,104,117} S = {1,20,25,47,50,74,87,108,113} S = {1,20,25,47,50,78,83,104,117} S = {1,20,26,32,47,66,76,119,121} S = {1,20,26,32,47,70,72,115,125} S = {1,20,26,34,44,55,57,79,112} S = {1,20,26,34,44,64,79,119,121} S = {1,20,26,34,44,70,72,112,127} S = {1,20,26,34,55,70,83,109,112} S = {1,20,26,34,55,79,82,108,121} S = {1,20,26,34,57,72,83,111,112} S = {1,20,26,34,57,79,80,108,119} S = {1,20,26,38,40,51,61,79,112} S = {1,20,26,38,40,64,79,115,125} S = {1,20,26,38,40,66,76,112,127} S = {1,20,26,38,51,66,87,109,112} S = {1,20,26,38,51,79,82,104,125} S = {1,20,26,40,51,66,89,111,112} S = {1,20,26,40,51,79,80,102,125} S = {1,20,26,40,61,76,89,103,112} S = {1,20,26,40,61,79,88,102,115} S = {1,20,26,44,57,72,93,103,112} S = {1,20,26,44,57,79,88,98,119} S = {1,20,26,47,48,66,89,108,119} S = {1,20,26,47,48,72,83,102,125} S = {1,20,26,47,49,83,93,102,104} S = {1,20,26,47,49,87,89,98,108} S = {1,20,26,47,50,66,87,108,121} S = {1,20,26,47,50,70,83,104,125} S = {1,20,26,47,56,72,93,102,115} S = {1,20,26,47,56,76,89,98,119} S = {1,20,26,47,66,76,87,89,112} S = {1,20,26,47,70,72,83,93,112} S = {1,20,26,47,79,98,108,119,121} S = {1,20,26,47,79,102,104,115,125} S = {1,20,26,51,61,79,81,102,104} S = {1,20,26,51,61,87,89,110,112} S = {1,20,26,55,57,79,81,98,108} S = {1,20,26,55,57,83,93,110,112} S = {1,20,27,34,45,55,56,78,113} S = {1,20,27,34,55,71,82,108,113} S = {1,20,27,34,55,78,83,109,120} S = {1,20,27,34,56,72,82,111,113} S = {1,20,27,34,56,78,80,109,119} S = {1,20,27,39,40,50,61,78,113} S = {1,20,27,39,50,66,87,108,113} S = {1,20,27,39,50,78,83,104,125} S = {1,20,27,39,61,77,87,106,113} S = {1,20,27,39,61,78,85,104,114} S = {1,20,27,40,50,66,88,111,113} S = {1,20,27,40,50,78,80,103,125} S = {1,20,27,40,61,77,88,102,113} S = {1,20,27,40,61,78,89,103,114} S = {1,20,27,45,55,71,93,106,113} S = {1,20,27,45,55,78,85,98,120} S = {1,20,27,45,56,72,93,102,113} S = {1,20,27,45,56,78,89,98,119} S = {1,20,27,46,48,66,88,109,119} S = {1,20,27,46,48,72,82,103,125} S = {1,20,27,46,49,82,93,103,104} S = {1,20,27,46,49,87,88,98,109} S = {1,20,27,46,51,66,87,109,120} S = {1,20,27,46,51,71,82,104,125} S = {1,20,27,46,53,71,93,104,114} S = {1,20,27,46,53,77,87,98,120} S = {1,20,27,46,57,72,93,103,114} S = {1,20,27,46,57,77,88,98,119} S = {1,20,27,46,66,77,87,88,113} S = {1,20,27,46,71,72,82,93,113} S = {1,20,27,46,78,98,109,119,120} S = {1,20,27,46,78,103,104,114,125} S = {1,20,27,50,61,78,81,103,104} S = {1,20,27,50,61,87,88,110,113} S = {1,20,27,55,56,78,81,98,109} S = {1,20,27,55,56,82,93,110,113} S = {1,20,29,39,58,74,87,108,113} S = {1,20,29,39,58,78,83,104,117} S = {1,20,29,42,55,71,90,108,113} S = {1,20,29,42,55,78,83,101,120} S = {1,20,29,46,51,71,90,104,117} S = {1,20,29,46,51,74,87,101,120} S = {1,20,31,37,42,70,77,115,120} S = {1,20,31,37,42,71,76,114,121} S = {1,20,31,38,45,51,56,74,117} S = {1,20,31,38,45,69,74,115,120} S = {1,20,31,38,45,71,76,117,122} S = {1,20,31,38,51,71,82,104,117} S = {1,20,31,38,51,74,87,109,120} S = {1,20,31,39,44,50,57,74,117} S = {1,20,31,39,44,69,74,114,121} S = {1,20,31,39,44,70,77,117,122} S = {1,20,31,39,50,70,83,104,117} S = {1,20,31,39,50,74,87,108,121} S = {1,20,31,39,57,74,85,108,114} S = {1,20,31,39,57,77,83,106,117} S = {1,20,31,42,49,82,89,103,108} S = {1,20,31,42,49,83,88,102,109} S = {1,20,31,42,53,71,89,108,114} S = {1,20,31,42,53,77,83,102,120} S = {1,20,31,42,55,70,83,109,120} S = {1,20,31,42,55,71,82,108,121} S = {1,20,31,42,61,76,89,103,114} S = {1,20,31,42,61,77,88,102,115} S = {1,20,31,42,70,77,83,88,117} S = {1,20,31,42,71,76,82,89,117} S = {1,20,31,42,74,102,109,115,120} S = {1,20,31,42,74,103,108,114,121} S = {1,20,31,44,57,74,93,103,114} S = {1,20,31,44,57,77,88,98,117} S = {1,20,31,45,51,71,89,106,117} S = {1,20,31,45,51,74,85,102,120} S = {1,20,31,45,56,74,93,102,115} S = {1,20,31,45,56,76,89,98,117} S = {1,20,31,50,57,74,81,103,108} S = {1,20,31,50,57,83,88,110,117} S = {1,20,31,51,56,74,81,102,109} S = {1,20,31,51,56,82,89,110,117} S = {1,20,34,40,63,78,91,101,112} S = {1,20,34,40,63,79,90,100,113} S = {1,20,34,44,55,70,91,101,112} S = {1,20,34,44,55,79,90,100,121} S = {1,20,34,44,57,72,95,101,112} S = {1,20,34,44,57,79,90,96,119} S = {1,20,34,45,55,71,90,100,113} S = {1,20,34,45,55,78,91,101,120} S = {1,20,34,45,56,72,95,100,113} S = {1,20,34,45,56,78,91,96,119} S = {1,20,34,55,56,78,91,109,112} S = {1,20,34,55,56,79,82,100,113} S = {1,20,34,55,57,78,83,101,112} S = {1,20,34,55,57,79,90,108,113} S = {1,20,34,63,70,72,83,101,112} S = {1,20,34,63,71,72,82,100,113} S = {1,20,34,63,78,91,109,119,120} S = {1,20,34,63,79,90,108,119,121} S = {1,20,38,40,51,66,95,101,112} S = {1,20,38,40,51,79,90,96,125} S = {1,20,38,40,61,76,91,101,112} S = {1,20,38,40,61,79,90,100,115} S = {1,20,38,44,59,74,95,101,112} S = {1,20,38,44,59,79,90,96,117} S = {1,20,38,45,51,71,90,96,117} S = {1,20,38,45,51,74,95,101,120} S = {1,20,38,45,56,74,95,100,115} S = {1,20,38,45,56,76,91,96,117} S = {1,20,38,51,56,74,95,109,112} S = {1,20,38,51,56,79,82,96,117} S = {1,20,38,51,61,74,87,101,112} S = {1,20,38,51,61,79,90,104,117} S = {1,20,38,59,66,76,87,101,112} S = {1,20,38,59,71,76,82,96,117} S = {1,20,38,59,74,95,109,115,120} S = {1,20,38,59,79,90,104,115,125} S = {1,20,39,40,50,66,95,100,113} S = {1,20,39,40,50,78,91,96,125} S = {1,20,39,40,61,77,90,100,113} S = {1,20,39,40,61,78,91,101,114} S = {1,20,39,44,50,70,91,96,117} S = {1,20,39,44,50,74,95,100,121} S = {1,20,39,44,57,74,95,101,114} S = {1,20,39,44,57,77,90,96,117} S = {1,20,39,45,58,74,95,100,113} S = {1,20,39,45,58,78,91,96,117} S = {1,20,39,50,57,74,95,108,113} S = {1,20,39,50,57,78,83,96,117} S = {1,20,39,50,61,74,87,100,113} S = {1,20,39,50,61,78,91,104,117} S = {1,20,39,58,66,77,87,100,113} S = {1,20,39,58,70,77,83,96,117} S = {1,20,39,58,74,95,108,114,121} S = {1,20,39,58,78,91,104,114,125} S = {1,20,40,50,61,78,91,103,112} S = {1,20,40,50,61,79,88,100,113} S = {1,20,40,51,61,78,89,101,112} S = {1,20,40,51,61,79,90,102,113} S = {1,20,40,63,66,76,89,101,112} S = {1,20,40,63,66,77,88,100,113} S = {1,20,40,63,78,91,103,114,125} S = {1,20,40,63,79,90,102,115,125} S = {1,20,42,55,61,78,91,101,112} S = {1,20,42,55,61,79,90,100,113} S = {1,20,42,55,70,83,93,101,112} S = {1,20,42,55,71,82,93,100,113} S = {1,20,42,55,78,91,98,109,120} S = {1,20,42,55,79,90,98,108,121} S = {1,20,42,61,76,87,89,101,112} S = {1,20,42,61,77,87,88,100,113} S = {1,20,42,61,78,91,103,104,114} S = {1,20,42,61,79,90,102,104,115} S = {1,20,42,63,70,76,91,101,112} S = {1,20,42,63,70,77,83,101,120} S = {1,20,42,63,70,77,88,100,115} S = {1,20,42,63,70,83,88,109,112} S = {1,20,42,63,70,91,109,115,120} S = {1,20,42,63,71,76,82,100,121} S = {1,20,42,63,71,76,89,101,114} S = {1,20,42,63,71,77,90,100,113} S = {1,20,42,63,71,82,89,108,113} S = {1,20,42,63,71,90,108,114,121} S = {1,20,42,63,76,82,89,103,112} S = {1,20,42,63,76,91,103,114,121} S = {1,20,42,63,77,83,88,102,113} S = {1,20,42,63,77,90,102,115,120} S = {1,20,42,63,78,83,89,101,112} S = {1,20,42,63,78,83,102,109,120} S = {1,20,42,63,78,89,103,108,114} S = {1,20,42,63,78,91,101,114,120} S = {1,20,42,63,78,91,103,109,112} S = {1,20,42,63,79,82,88,100,113} S = {1,20,42,63,79,82,103,108,121} S = {1,20,42,63,79,88,102,109,115} S = {1,20,42,63,79,90,100,115,121} S = {1,20,42,63,79,90,102,108,113} S = {1,20,44,50,57,74,95,103,112} S = {1,20,44,50,57,79,88,96,117} S = {1,20,44,55,57,74,93,101,112} S = {1,20,44,55,57,79,90,98,117} S = {1,20,44,59,70,72,93,101,112} S = {1,20,44,59,70,77,88,96,117} S = {1,20,44,59,74,95,103,114,121} S = {1,20,44,59,79,90,98,119,121} S = {1,20,45,51,56,74,95,102,113} S = {1,20,45,51,56,78,89,96,117} S = {1,20,45,55,56,74,93,100,113} S = {1,20,45,55,56,78,91,98,117} S = {1,20,45,58,71,72,93,100,113} S = {1,20,45,58,71,76,89,96,117} S = {1,20,45,58,74,95,102,115,120} S = {1,20,45,58,78,91,98,119,120} S = {1,20,46,51,57,74,95,101,112} S = {1,20,46,51,57,79,90,96,117} S = {1,20,46,51,66,87,89,101,112} S = {1,20,46,51,71,82,89,96,117} S = {1,20,46,51,74,95,102,109,120} S = {1,20,46,51,79,90,102,104,125} S = {1,20,46,57,72,83,93,101,112} S = {1,20,46,57,74,95,103,108,114} S = {1,20,46,57,77,83,88,96,117} S = {1,20,46,57,79,90,98,108,119} S = {1,20,46,59,66,72,95,101,112} S = {1,20,46,59,66,77,87,101,120} S = {1,20,46,59,66,77,88,96,119} S = {1,20,46,59,66,87,88,109,112} S = {1,20,46,59,66,95,109,119,120} S = {1,20,46,59,71,72,82,96,125} S = {1,20,46,59,71,72,93,101,114} S = {1,20,46,59,71,77,90,96,117} S = {1,20,46,59,71,82,93,104,117} S = {1,20,46,59,71,90,104,114,125} S = {1,20,46,59,72,82,93,103,112} S = {1,20,46,59,72,95,103,114,125} S = {1,20,46,59,74,87,93,101,112} S = {1,20,46,59,74,87,98,109,120} S = {1,20,46,59,74,93,103,104,114} S = {1,20,46,59,74,95,101,114,120} S = {1,20,46,59,74,95,103,109,112} S = {1,20,46,59,77,87,88,98,117} S = {1,20,46,59,77,90,98,119,120} S = {1,20,46,59,79,82,88,96,117} S = {1,20,46,59,79,82,103,104,125} S = {1,20,46,59,79,88,98,109,119} S = {1,20,46,59,79,90,96,119,125} S = {1,20,46,59,79,90,98,104,117} S = {1,20,47,50,56,74,95,100,113} S = {1,20,47,50,56,78,91,96,117} S = {1,20,47,50,66,87,88,100,113} S = {1,20,47,50,70,83,88,96,117} S = {1,20,47,50,74,95,103,108,121} S = {1,20,47,50,78,91,103,104,125} S = {1,20,47,56,72,82,93,100,113} S = {1,20,47,56,74,95,102,109,115} S = {1,20,47,56,76,82,89,96,117} S = {1,20,47,56,78,91,98,109,119} S = {1,20,47,58,66,72,95,100,113} S = {1,20,47,58,66,76,87,100,121} S = {1,20,47,58,66,76,89,96,119} S = {1,20,47,58,66,87,89,108,113} S = {1,20,47,58,66,95,108,119,121} S = {1,20,47,58,70,72,83,96,125} S = {1,20,47,58,70,72,93,100,115} S = {1,20,47,58,70,76,91,96,117} S = {1,20,47,58,70,83,93,104,117} S = {1,20,47,58,70,91,104,115,125} S = {1,20,47,58,72,83,93,102,113} S = {1,20,47,58,72,95,102,115,125} S = {1,20,47,58,74,87,93,100,113} S = {1,20,47,58,74,87,98,108,121} S = {1,20,47,58,74,93,102,104,115} S = {1,20,47,58,74,95,100,115,121} S = {1,20,47,58,74,95,102,108,113} S = {1,20,47,58,76,87,89,98,117} S = {1,20,47,58,76,91,98,119,121} S = {1,20,47,58,78,83,89,96,117} S = {1,20,47,58,78,83,102,104,125} S = {1,20,47,58,78,89,98,108,119} S = {1,20,47,58,78,91,96,119,125} S = {1,20,47,58,78,91,98,104,117} S = {1,21,24,38,59,78,83,109,112} S = {1,21,24,38,59,79,82,108,113} S = {1,21,24,46,51,70,91,109,112} S = {1,21,24,46,51,79,82,100,121} S = {1,21,24,47,50,70,91,108,113} S = {1,21,24,47,50,78,83,100,121} S = {1,21,26,36,47,70,77,115,120} S = {1,21,26,36,47,71,76,114,121} S = {1,21,26,38,45,68,79,115,120} S = {1,21,26,38,45,71,76,112,123} S = {1,21,26,38,57,76,83,111,112} S = {1,21,26,38,57,79,80,108,115} S = {1,21,26,39,44,68,79,114,121} S = {1,21,26,39,44,70,77,112,123} S = {1,21,26,44,51,70,89,111,112} S = {1,21,26,44,51,79,80,102,121} S = {1,21,26,47,48,70,89,108,115} S = {1,21,26,47,48,76,83,102,121} S = {1,21,27,38,56,76,82,111,113} S = {1,21,27,38,56,78,80,109,115} S = {1,21,27,44,50,70,88,111,113} S = {1,21,27,44,50,78,80,103,121} S = {1,21,27,46,48,70,88,109,115} S = {1,21,27,46,48,76,82,103,121} S = {1,22,24,32,47,66,76,117,123} S = {1,22,24,32,47,68,74,115,125} S = {1,22,24,34,44,53,59,79,112} S = {1,22,24,34,44,64,79,117,123} S = {1,22,24,34,44,68,74,112,127} S = {1,22,24,34,53,68,83,111,112} S = {1,22,24,34,53,79,80,108,123} S = {1,22,24,34,59,74,83,109,112} S = {1,22,24,34,59,79,82,108,117} S = {1,22,24,36,42,51,61,79,112} S = {1,22,24,36,42,64,79,115,125} S = {1,22,24,36,42,66,76,112,127} S = {1,22,24,36,51,66,85,111,112} S = {1,22,24,36,51,79,80,106,125} S = {1,22,24,36,61,76,85,107,112} S = {1,22,24,36,61,79,84,106,115} S = {1,22,24,42,51,66,91,109,112} S = {1,22,24,42,51,79,82,100,125} S = {1,22,24,44,53,68,93,107,112} S = {1,22,24,44,53,79,84,98,123} S = {1,22,24,47,48,66,85,108,123} S = {1,22,24,47,48,68,83,106,125} S = {1,22,24,47,49,83,93,100,106} S = {1,22,24,47,49,85,91,98,108} S = {1,22,24,47,50,66,91,108,117} S = {1,22,24,47,50,74,83,100,125} S = {1,22,24,47,52,68,93,106,115} S = {1,22,24,47,52,76,85,98,123} S = {1,22,24,47,66,76,85,91,112} S = {1,22,24,47,68,74,83,93,112} S = {1,22,24,47,79,98,108,117,123} S = {1,22,24,47,79,100,106,115,125} S = {1,22,24,51,61,79,81,100,106} S = {1,22,24,51,61,85,91,110,112} S = {1,22,24,53,59,79,81,98,108} S = {1,22,24,53,59,83,93,110,112} S = {1,22,25,40,47,74,77,115,116} S = {1,22,25,40,47,75,76,114,117} S = {1,22,25,42,45,72,79,115,116} S = {1,22,25,42,45,75,76,112,119} S = {1,22,25,42,53,76,83,111,112} S = {1,22,25,42,53,79,80,108,115} S = {1,22,25,43,44,72,79,114,117} S = {1,22,25,43,44,74,77,112,119} S = {1,22,25,44,51,74,85,111,112} S = {1,22,25,44,51,79,80,106,117} S = {1,22,25,47,48,74,85,108,115} S = {1,22,25,47,48,76,83,106,117} S = {1,22,26,34,61,76,83,111,112} S = {1,22,26,34,61,79,80,108,115} S = {1,22,26,44,51,66,93,111,112} S = {1,22,26,44,51,79,80,98,125} S = {1,22,26,44,63,78,93,99,112} S = {1,22,26,44,63,79,92,98,113} S = {1,22,26,46,61,76,95,99,112} S = {1,22,26,46,61,79,92,96,115} S = {1,22,26,47,48,66,93,108,115} S = {1,22,26,47,48,76,83,98,125} S = {1,22,26,47,60,76,95,98,113} S = {1,22,26,47,60,78,93,96,115} S = {1,22,27,34,47,53,56,76,115} S = {1,22,27,34,47,67,76,117,120} S = {1,22,27,34,47,71,74,115,124} S = {1,22,27,34,53,71,80,108,115} S = {1,22,27,34,53,76,83,111,120} S = {1,22,27,34,56,74,80,109,115} S = {1,22,27,34,56,76,82,111,117} S = {1,22,27,35,44,66,79,117,120} S = {1,22,27,35,44,71,74,112,125} S = {1,22,27,39,42,48,61,76,115} S = {1,22,27,39,42,66,79,115,124} S = {1,22,27,39,42,67,76,112,125} S = {1,22,27,39,48,66,85,108,115} S = {1,22,27,39,48,76,83,106,125} S = {1,22,27,39,61,76,87,106,112} S = {1,22,27,39,61,79,85,104,115} S = {1,22,27,42,48,66,88,109,115} S = {1,22,27,42,48,76,82,103,125} S = {1,22,27,44,49,80,93,103,106} S = {1,22,27,44,49,85,88,98,111} S = {1,22,27,44,50,66,88,111,117} S = {1,22,27,44,50,74,80,103,125} S = {1,22,27,44,51,66,85,111,120} S = {1,22,27,44,51,71,80,106,125} S = {1,22,27,44,55,71,93,106,112} S = {1,22,27,44,55,79,85,98,120} S = {1,22,27,44,66,79,85,88,115} S = {1,22,27,44,71,74,80,93,115} S = {1,22,27,44,76,98,111,117,120} S = {1,22,27,44,76,103,106,112,125} S = {1,22,27,47,53,71,93,104,115} S = {1,22,27,47,53,76,87,98,120} S = {1,22,27,48,61,76,81,103,106} S = {1,22,27,48,61,85,88,110,115} S = {1,22,27,53,56,76,81,98,111} S = {1,22,27,53,56,80,93,110,115} S = {1,22,28,36,59,74,85,111,112} S = {1,22,28,36,59,79,80,106,117} S = {1,22,28,42,53,68,91,111,112} S = {1,22,28,42,53,79,80,100,123} S = {1,22,28,42,63,78,91,101,112} S = {1,22,28,42,63,79,90,100,113} S = {1,22,28,46,59,74,95,101,112} S = {1,22,28,46,59,79,90,96,117} S = {1,22,28,47,48,68,91,106,117} S = {1,22,28,47,48,74,85,100,123} S = {1,22,28,47,58,74,95,100,113} S = {1,22,28,47,58,78,91,96,117} S = {1,22,29,36,47,51,56,74,117} S = {1,22,29,36,47,69,74,115,120} S = {1,22,29,36,47,71,76,117,122} S = {1,22,29,36,51,71,80,106,117} S = {1,22,29,36,51,74,85,111,120} S = {1,22,29,36,56,74,84,111,115} S = {1,22,29,36,56,76,80,107,117} S = {1,22,29,37,42,68,79,115,120} S = {1,22,29,37,42,71,76,112,123} S = {1,22,29,39,44,48,59,74,117} S = {1,22,29,39,44,68,79,117,122} S = {1,22,29,39,44,69,74,112,123} S = {1,22,29,39,48,68,83,106,117} S = {1,22,29,39,48,74,85,108,123} S = {1,22,29,39,59,74,87,108,112} S = {1,22,29,39,59,79,83,104,117} S = {1,22,29,42,49,80,91,103,108} S = {1,22,29,42,49,83,88,100,111} S = {1,22,29,42,52,68,88,111,115} S = {1,22,29,42,52,76,80,103,123} S = {1,22,29,42,53,68,83,111,120} S = {1,22,29,42,53,71,80,108,123} S = {1,22,29,42,55,71,91,108,112} S = {1,22,29,42,55,79,83,100,120} S = {1,22,29,42,68,79,83,88,117} S = {1,22,29,42,71,76,80,91,117} S = {1,22,29,42,74,100,111,115,120} S = {1,22,29,42,74,103,108,112,123} S = {1,22,29,44,48,68,88,107,117} S = {1,22,29,44,48,74,84,103,123} S = {1,22,29,47,51,71,91,104,117} S = {1,22,29,47,51,74,87,100,120} S = {1,22,29,48,59,74,81,103,108} S = {1,22,29,48,59,83,88,110,117} S = {1,22,29,51,56,74,81,100,111} S = {1,22,29,51,56,80,91,110,117} S = {1,22,31,39,56,74,85,108,115} S = {1,22,31,39,56,76,83,106,117} S = {1,22,31,42,53,71,88,108,115} S = {1,22,31,42,53,76,83,103,120} S = {1,22,31,42,60,76,90,103,113} S = {1,22,31,42,60,78,88,101,115} S = {1,22,31,44,51,71,88,106,117} S = {1,22,31,44,51,74,85,103,120} S = {1,22,31,44,58,74,92,103,113} S = {1,22,31,44,58,78,88,99,117} S = {1,22,31,46,56,74,92,101,115} S = {1,22,31,46,56,76,90,99,117} S = {1,22,32,43,61,76,90,103,113} S = {1,22,32,43,61,78,88,101,115} S = {1,22,32,45,59,74,92,103,113} S = {1,22,32,45,59,78,88,99,117} S = {1,22,32,47,57,74,92,101,115} S = {1,22,32,47,57,76,90,99,117} S = {1,22,34,44,53,68,91,103,112} S = {1,22,34,44,53,79,88,100,123} S = {1,22,34,47,53,71,88,100,115} S = {1,22,34,47,53,76,91,103,120} S = {1,22,34,53,56,76,91,111,112} S = {1,22,34,53,56,79,80,100,115} S = {1,22,34,53,59,76,83,103,112} S = {1,22,34,53,59,79,88,108,115} S = {1,22,34,61,68,74,83,103,112} S = {1,22,34,61,71,74,80,100,115} S = {1,22,34,61,76,91,111,117,120} S = {1,22,34,61,79,88,108,117,123} S = {1,22,35,40,61,78,91,101,112} S = {1,22,35,40,61,79,90,100,113} S = {1,22,35,44,57,74,95,101,112} S = {1,22,35,44,57,79,90,96,117} S = {1,22,35,45,56,74,95,100,113} S = {1,22,35,45,56,78,91,96,117} S = {1,22,36,42,51,66,93,103,112} S = {1,22,36,42,51,79,88,98,125} S = {1,22,36,47,51,71,88,98,117} S = {1,22,36,47,51,74,93,103,120} S = {1,22,36,51,56,74,93,111,112} S = {1,22,36,51,56,79,80,98,117} S = {1,22,36,51,61,74,85,103,112} S = {1,22,36,51,61,79,88,106,117} S = {1,22,36,59,66,76,85,103,112} S = {1,22,36,59,71,76,80,98,117} S = {1,22,36,59,74,93,111,115,120} S = {1,22,36,59,79,88,106,115,125} S = {1,22,37,40,59,78,93,99,112} S = {1,22,37,40,59,79,92,98,113} S = {1,22,37,42,57,76,95,99,112} S = {1,22,37,42,57,79,92,96,115} S = {1,22,37,43,56,76,95,98,113} S = {1,22,37,43,56,78,93,96,115} S = {1,22,38,56,63,74,77,115,116} S = {1,22,38,56,63,75,76,114,117} S = {1,22,38,58,61,72,79,115,116} S = {1,22,38,58,61,75,76,112,119} S = {1,22,38,59,60,72,79,114,117} S = {1,22,38,59,60,74,77,112,119} S = {1,22,39,42,48,66,93,100,115} S = {1,22,39,42,48,76,91,98,125} S = {1,22,39,44,48,68,91,98,117} S = {1,22,39,44,48,74,93,100,123} S = {1,22,39,48,59,74,93,108,115} S = {1,22,39,48,59,76,83,98,117} S = {1,22,39,48,61,74,85,100,115} S = {1,22,39,48,61,76,91,106,117} S = {1,22,39,56,66,79,85,100,115} S = {1,22,39,56,68,79,83,98,117} S = {1,22,39,56,74,93,108,112,123} S = {1,22,39,56,76,91,106,112,125} S = {1,22,40,43,61,77,90,102,113} S = {1,22,40,43,61,78,89,101,114} S = {1,22,40,45,59,75,92,102,113} S = {1,22,40,45,59,78,89,99,116} S = {1,22,40,47,49,90,93,99,100} S = {1,22,40,47,49,91,92,98,101} S = {1,22,40,47,57,75,92,101,114} S = {1,22,40,47,57,77,90,99,116} S = {1,22,40,47,59,74,93,99,116} S = {1,22,40,47,59,75,92,98,117} S = {1,22,40,47,61,76,91,101,114} S = {1,22,40,47,61,77,90,100,115} S = {1,22,40,47,70,90,93,115,116} S = {1,22,40,47,70,91,92,114,117} S = {1,22,40,47,74,77,99,100,121} S = {1,22,40,47,75,76,98,101,121} S = {1,22,40,59,61,78,89,103,112} S = {1,22,40,59,61,79,88,102,113} S = {1,22,40,59,74,89,99,109,112} S = {1,22,40,59,75,88,98,109,113} S = {1,22,40,59,78,82,93,103,116} S = {1,22,40,59,79,82,92,102,117} S = {1,22,40,61,76,89,101,107,112} S = {1,22,40,61,77,88,100,107,113} S = {1,22,40,61,78,84,91,103,114} S = {1,22,40,61,79,84,90,102,115} S = {1,22,40,63,74,76,89,103,112} S = {1,22,40,63,74,77,88,100,115} S = {1,22,40,63,74,77,89,99,116} S = {1,22,40,63,74,93,99,100,112} S = {1,22,40,63,74,93,103,115,116} S = {1,22,40,63,75,76,88,98,117} S = {1,22,40,63,75,76,89,101,114} S = {1,22,40,63,75,77,88,102,113} S = {1,22,40,63,75,92,98,101,113} S = {1,22,40,63,75,92,102,114,117} S = {1,22,40,63,76,91,98,101,112} S = {1,22,40,63,76,91,103,114,117} S = {1,22,40,63,77,90,99,100,113} S = {1,22,40,63,77,90,102,115,116} S = {1,22,40,63,78,89,99,101,112} S = {1,22,40,63,78,89,103,114,116} S = {1,22,40,63,78,90,93,99,116} S = {1,22,40,63,78,91,92,101,114} S = {1,22,40,63,78,91,93,103,112} S = {1,22,40,63,79,88,98,100,113} S = {1,22,40,63,79,88,102,115,117} S = {1,22,40,63,79,90,92,102,113} S = {1,22,40,63,79,90,93,100,115} S = {1,22,40,63,79,91,92,98,117} S = {1,22,42,44,57,72,95,103,112} S = {1,22,42,44,57,79,88,96,119} S = {1,22,42,44,63,78,89,103,112} S = {1,22,42,44,63,79,88,102,113} S = {1,22,42,45,49,88,95,99,100} S = {1,22,42,45,49,91,92,96,103} S = {1,22,42,45,56,72,95,100,115} S = {1,22,42,45,56,76,91,96,119} S = {1,22,42,45,57,72,95,99,116} S = {1,22,42,45,57,75,92,96,119} S = {1,22,42,45,59,75,92,103,112} S = {1,22,42,45,59,79,88,99,116} S = {1,22,42,45,70,88,95,115,116} S = {1,22,42,45,70,91,92,112,119} S = {1,22,42,45,72,79,99,100,121} S = {1,22,42,45,75,76,96,103,121} S = {1,22,42,47,57,75,92,100,115} S = {1,22,42,47,57,76,91,99,116} S = {1,22,42,47,60,76,91,102,113} S = {1,22,42,47,60,78,89,100,115} S = {1,22,42,52,63,76,89,103,114} S = {1,22,42,52,63,77,88,102,115} S = {1,22,42,53,68,83,93,103,112} S = {1,22,42,53,71,80,93,100,115} S = {1,22,42,53,76,91,98,111,120} S = {1,22,42,53,79,88,98,108,123} S = {1,22,42,55,60,77,91,102,112} S = {1,22,42,55,60,79,89,100,114} S = {1,22,42,56,63,76,91,101,114} S = {1,22,42,56,63,77,90,100,115} S = {1,22,42,57,72,91,99,109,112} S = {1,22,42,57,75,88,96,109,115} S = {1,22,42,57,76,82,95,103,116} S = {1,22,42,57,79,82,92,100,119} S = {1,22,42,59,60,77,90,103,112} S = {1,22,42,59,60,79,88,101,114} S = {1,22,42,60,63,77,90,102,113} S = {1,22,42,60,63,78,89,101,114} S = {1,22,42,60,64,77,91,103,113} S = {1,22,42,60,64,79,89,101,115} S = {1,22,42,60,76,90,102,112,127} S = {1,22,42,60,78,88,100,114,127} S = {1,22,42,61,68,79,83,103,120} S = {1,22,42,61,68,83,88,111,112} S = {1,22,42,61,68,91,111,115,120} S = {1,22,42,61,71,76,80,100,123} S = {1,22,42,61,71,80,91,108,115} S = {1,22,42,61,71,88,108,112,123} S = {1,22,42,61,72,79,91,99,116} S = {1,22,42,61,72,95,99,100,112} S = {1,22,42,61,72,95,103,115,116} S = {1,22,42,61,75,76,88,96,119} S = {1,22,42,61,75,92,96,103,115} S = {1,22,42,61,75,92,100,112,119} S = {1,22,42,61,76,79,89,101,114} S = {1,22,42,61,76,79,90,102,113} S = {1,22,42,61,76,83,100,111,120} S = {1,22,42,61,76,88,95,99,116} S = {1,22,42,61,77,88,91,102,113} S = {1,22,42,61,77,90,100,103,113} S = {1,22,42,61,77,90,102,112,115} S = {1,22,42,61,78,88,91,101,114} S = {1,22,42,61,78,89,100,103,114} S = {1,22,42,61,78,89,101,112,115} S = {1,22,42,61,79,80,103,108,123} S = {1,22,42,61,79,91,92,96,119} S = {1,22,42,63,67,76,89,101,112} S = {1,22,42,63,67,77,88,100,113} S = {1,22,42,63,78,91,103,114,124} S = {1,22,42,63,79,90,102,115,124} S = {1,22,43,44,49,88,95,98,101} S = {1,22,43,44,49,90,93,96,103} S = {1,22,43,44,56,72,95,98,117} S = {1,22,43,44,56,74,93,96,119} S = {1,22,43,44,57,72,95,101,114} S = {1,22,43,44,57,77,90,96,119} S = {1,22,43,44,61,77,90,103,112} S = {1,22,43,44,61,79,88,101,114} S = {1,22,43,44,70,88,95,114,117} S = {1,22,43,44,70,90,93,112,119} S = {1,22,43,44,72,79,98,101,121} S = {1,22,43,44,74,77,96,103,121} S = {1,22,43,45,56,72,95,102,113} S = {1,22,43,45,56,78,89,96,119} S = {1,22,43,56,61,76,91,102,113} S = {1,22,43,56,61,78,89,100,115} S = {1,22,43,56,72,91,98,109,113} S = {1,22,43,56,74,89,96,109,115} S = {1,22,43,56,76,82,95,102,117} S = {1,22,43,56,78,82,93,100,119} S = {1,22,43,60,72,77,91,102,113} S = {1,22,43,60,72,79,89,101,114} S = {1,22,43,60,72,79,91,98,117} S = {1,22,43,60,72,95,98,101,113} S = {1,22,43,60,72,95,102,114,117} S = {1,22,43,60,74,77,89,96,119} S = {1,22,43,60,74,77,91,103,112} S = {1,22,43,60,74,79,89,100,115} S = {1,22,43,60,74,93,96,103,115} S = {1,22,43,60,74,93,100,112,119} S = {1,22,43,60,76,88,95,98,117} S = {1,22,43,60,76,90,93,103,112} S = {1,22,43,60,76,90,95,102,113} S = {1,22,43,60,76,91,98,103,113} S = {1,22,43,60,76,91,102,112,117} S = {1,22,43,60,77,90,96,103,113} S = {1,22,43,60,77,90,102,112,119} S = {1,22,43,60,78,88,93,100,115} S = {1,22,43,60,78,88,95,101,114} S = {1,22,43,60,78,89,96,101,115} S = {1,22,43,60,78,89,100,114,119} S = {1,22,43,60,78,90,93,96,119} S = {1,22,43,60,79,88,98,101,115} S = {1,22,43,60,79,88,100,114,117} S = {1,22,43,61,76,87,90,102,112} S = {1,22,43,61,77,91,103,104,113} S = {1,22,43,61,78,87,88,100,114} S = {1,22,43,61,79,89,101,104,115} S = {1,22,44,47,57,74,93,101,114} S = {1,22,44,47,57,77,90,98,117} S = {1,22,44,47,58,74,93,102,113} S = {1,22,44,47,58,78,89,98,117} S = {1,22,44,50,63,74,89,103,116} S = {1,22,44,50,63,75,88,102,117} S = {1,22,44,51,66,85,91,103,112} S = {1,22,44,51,71,80,91,98,117} S = {1,22,44,51,74,93,100,111,120} S = {1,22,44,51,79,88,100,106,125} S = {1,22,44,55,58,75,93,102,112} S = {1,22,44,55,58,79,89,98,116} S = {1,22,44,56,63,74,93,99,116} S = {1,22,44,56,63,75,92,98,117} S = {1,22,44,57,72,93,101,107,112} S = {1,22,44,57,74,84,95,103,114} S = {1,22,44,57,77,88,96,107,117} S = {1,22,44,57,79,84,90,98,119} S = {1,22,44,58,61,75,92,103,112} S = {1,22,44,58,61,79,88,99,116} S = {1,22,44,58,63,75,92,102,113} S = {1,22,44,58,63,78,89,99,116} S = {1,22,44,58,64,75,93,103,113} S = {1,22,44,58,64,79,89,99,117} S = {1,22,44,58,74,92,102,112,127} S = {1,22,44,58,78,88,98,116,127} S = {1,22,44,59,66,79,85,103,120} S = {1,22,44,59,66,85,88,111,112} S = {1,22,44,59,66,93,111,117,120} S = {1,22,44,59,71,74,80,98,125} S = {1,22,44,59,71,80,93,106,117} S = {1,22,44,59,71,88,106,112,125} S = {1,22,44,59,72,79,93,101,114} S = {1,22,44,59,72,95,98,101,112} S = {1,22,44,59,72,95,103,114,117} S = {1,22,44,59,74,77,88,96,119} S = {1,22,44,59,74,79,89,99,116} S = {1,22,44,59,74,79,92,102,113} S = {1,22,44,59,74,85,98,111,120} S = {1,22,44,59,74,88,95,101,114} S = {1,22,44,59,75,88,93,102,113} S = {1,22,44,59,75,92,98,103,113} S = {1,22,44,59,75,92,102,112,117} S = {1,22,44,59,77,90,96,103,117} S = {1,22,44,59,77,90,98,112,119} S = {1,22,44,59,78,88,93,99,116} S = {1,22,44,59,78,89,98,103,116} S = {1,22,44,59,78,89,99,112,117} S = {1,22,44,59,79,80,103,106,125} S = {1,22,44,59,79,90,93,96,119} S = {1,22,44,63,69,74,89,99,112} S = {1,22,44,63,69,75,88,98,113} S = {1,22,44,63,78,93,103,116,122} S = {1,22,44,63,79,92,102,117,122} S = {1,22,45,56,59,74,93,102,113} S = {1,22,45,56,59,78,89,98,117} S = {1,22,45,56,72,93,100,107,113} S = {1,22,45,56,74,84,95,102,115} S = {1,22,45,56,76,89,96,107,117} S = {1,22,45,56,78,84,91,98,119} S = {1,22,45,58,72,75,93,102,113} S = {1,22,45,58,72,79,89,99,116} S = {1,22,45,58,72,79,93,100,115} S = {1,22,45,58,72,95,99,100,113} S = {1,22,45,58,72,95,102,115,116} S = {1,22,45,58,74,88,95,100,115} S = {1,22,45,58,74,91,92,103,112} S = {1,22,45,58,74,92,95,102,113} S = {1,22,45,58,74,93,100,103,113} S = {1,22,45,58,74,93,102,112,115} S = {1,22,45,58,75,76,89,96,119} S = {1,22,45,58,75,76,93,103,112} S = {1,22,45,58,75,92,96,103,113} S = {1,22,45,58,75,92,102,112,119} S = {1,22,45,58,76,79,89,98,117} S = {1,22,45,58,76,91,96,103,117} S = {1,22,45,58,76,91,98,112,119} S = {1,22,45,58,78,88,91,98,117} S = {1,22,45,58,78,88,95,99,116} S = {1,22,45,58,78,89,96,99,117} S = {1,22,45,58,78,89,98,116,119} S = {1,22,45,58,78,91,92,96,119} S = {1,22,45,58,79,88,98,115,116} S = {1,22,45,58,79,88,99,100,117} S = {1,22,45,59,74,87,92,102,112} S = {1,22,45,59,75,93,103,104,113} S = {1,22,45,59,78,87,88,98,116} S = {1,22,45,59,79,89,99,104,117} S = {1,22,46,50,61,72,91,103,116} S = {1,22,46,50,61,75,88,100,119} S = {1,22,46,52,59,72,93,103,114} S = {1,22,46,52,59,77,88,98,119} S = {1,22,46,55,56,75,93,100,114} S = {1,22,46,55,56,77,91,98,116} S = {1,22,46,56,59,74,93,101,114} S = {1,22,46,56,59,77,90,98,117} S = {1,22,46,56,61,75,92,100,115} S = {1,22,46,56,61,76,91,99,116} S = {1,22,46,56,63,75,92,101,114} S = {1,22,46,56,63,77,90,99,116} S = {1,22,46,56,64,75,93,101,115} S = {1,22,46,56,64,77,91,99,117} S = {1,22,46,56,74,92,100,114,127} S = {1,22,46,56,76,90,98,116,127} S = {1,22,46,57,72,75,93,101,114} S = {1,22,46,57,72,77,91,99,116} S = {1,22,46,57,72,91,93,103,112} S = {1,22,46,57,72,95,99,101,112} S = {1,22,46,57,72,95,103,114,116} S = {1,22,46,57,74,76,95,103,112} S = {1,22,46,57,74,79,92,100,115} S = {1,22,46,57,74,92,95,101,114} S = {1,22,46,57,74,93,100,103,114} S = {1,22,46,57,74,93,101,112,115} S = {1,22,46,57,75,77,88,96,119} S = {1,22,46,57,75,88,93,100,115} S = {1,22,46,57,75,92,96,101,115} S = {1,22,46,57,75,92,100,114,119} S = {1,22,46,57,76,79,90,98,117} S = {1,22,46,57,76,90,95,99,116} S = {1,22,46,57,76,91,98,103,116} S = {1,22,46,57,76,91,99,112,117} S = {1,22,46,57,77,88,91,98,117} S = {1,22,46,57,77,90,96,99,117} S = {1,22,46,57,77,90,98,116,119} S = {1,22,46,57,79,88,96,115,117} S = {1,22,46,57,79,88,98,100,119} S = {1,22,46,57,79,90,92,96,119} S = {1,22,46,58,61,72,95,99,116} S = {1,22,46,58,61,75,92,96,119} S = {1,22,46,59,60,72,95,101,114} S = {1,22,46,59,60,77,90,96,119} S = {1,22,46,59,61,72,95,103,112} S = {1,22,46,59,61,79,88,96,119} S = {1,22,46,59,67,72,93,101,112} S = {1,22,46,59,67,77,88,96,117} S = {1,22,46,59,74,95,103,114,124} S = {1,22,46,59,79,90,98,119,124} S = {1,22,46,61,69,72,91,99,112} S = {1,22,46,61,69,75,88,96,115} S = {1,22,46,61,76,95,103,116,122} S = {1,22,46,61,79,92,100,119,122} S = {1,22,47,48,66,85,88,100,115} S = {1,22,47,48,68,83,88,98,117} S = {1,22,47,48,74,93,103,108,123} S = {1,22,47,48,76,91,103,106,125} S = {1,22,47,50,60,72,91,102,117} S = {1,22,47,50,60,74,89,100,119} S = {1,22,47,52,58,72,93,102,115} S = {1,22,47,52,58,76,89,98,119} S = {1,22,47,56,66,76,85,100,123} S = {1,22,47,56,66,85,91,108,115} S = {1,22,47,56,66,93,108,117,123} S = {1,22,47,56,68,74,83,98,125} S = {1,22,47,56,68,83,93,106,117} S = {1,22,47,56,68,91,106,115,125} S = {1,22,47,56,72,91,93,102,113} S = {1,22,47,56,72,95,98,100,113} S = {1,22,47,56,72,95,102,115,117} S = {1,22,47,56,74,76,89,96,119} S = {1,22,47,56,74,76,95,102,113} S = {1,22,47,56,74,77,91,99,116} S = {1,22,47,56,74,85,98,108,123} S = {1,22,47,56,74,91,92,101,114} S = {1,22,47,56,75,76,93,101,114} S = {1,22,47,56,75,92,98,101,115} S = {1,22,47,56,75,92,100,114,117} S = {1,22,47,56,76,83,100,106,125} S = {1,22,47,56,76,90,93,99,116} S = {1,22,47,56,77,90,98,115,116} S = {1,22,47,56,77,90,99,100,117} S = {1,22,47,56,78,89,96,115,117} S = {1,22,47,56,78,89,98,100,119} S = {1,22,47,56,78,91,93,96,119} S = {1,22,47,57,74,87,92,100,114} S = {1,22,47,57,75,93,101,104,115} S = {1,22,47,57,76,87,90,98,116} S = {1,22,47,57,77,91,99,104,117} S = {1,22,47,58,60,72,95,102,113} S = {1,22,47,58,60,78,89,96,119} S = {1,22,47,58,61,72,95,100,115} S = {1,22,47,58,61,76,91,96,119} S = {1,22,47,58,67,72,93,100,113} S = {1,22,47,58,67,76,89,96,117} S = {1,22,47,58,74,95,102,115,124} S = {1,22,47,58,78,91,98,119,124} S = {1,22,47,59,60,72,95,98,117} S = {1,22,47,59,60,74,93,96,119} S = {1,22,47,60,69,72,91,98,113} S = {1,22,47,60,69,74,89,96,115} S = {1,22,47,60,76,95,102,117,122} S = {1,22,47,60,78,93,100,119,122} S = {1,22,56,63,74,77,81,99,100} S = {1,22,56,63,75,76,81,98,101} S = {1,22,56,63,90,93,110,115,116} S = {1,22,56,63,91,92,110,114,117} S = {1,22,58,61,72,79,81,99,100} S = {1,22,58,61,75,76,81,96,103} S = {1,22,58,61,88,95,110,115,116} S = {1,22,58,61,91,92,110,112,119} S = {1,22,59,60,72,79,81,98,101} S = {1,22,59,60,74,77,81,96,103} S = {1,22,59,60,88,95,110,114,117} S = {1,22,59,60,90,93,110,112,119} S = {1,23,24,34,45,52,59,78,113} S = {1,23,24,34,52,68,82,111,113} S = {1,23,24,34,52,78,80,109,123} S = {1,23,24,34,59,75,82,108,113} S = {1,23,24,34,59,78,83,109,116} S = {1,23,24,36,43,50,61,78,113} S = {1,23,24,36,50,66,84,111,113} S = {1,23,24,36,50,78,80,107,125} S = {1,23,24,36,61,77,84,106,113} S = {1,23,24,36,61,78,85,107,114} S = {1,23,24,43,50,66,91,108,113} S = {1,23,24,43,50,78,83,100,125} S = {1,23,24,43,61,77,91,102,113} S = {1,23,24,43,61,78,89,100,114} S = {1,23,24,45,52,68,93,106,113} S = {1,23,24,45,52,78,85,98,123} S = {1,23,24,45,59,75,93,102,113} S = {1,23,24,45,59,78,89,98,116} S = {1,23,24,46,48,66,84,109,123} S = {1,23,24,46,48,68,82,107,125} S = {1,23,24,46,49,82,93,100,107} S = {1,23,24,46,49,84,91,98,109} S = {1,23,24,46,51,66,91,109,116} S = {1,23,24,46,51,75,82,100,125} S = {1,23,24,46,53,68,93,107,114} S = {1,23,24,46,53,77,84,98,123} S = {1,23,24,46,57,75,93,100,114} S = {1,23,24,46,57,77,91,98,116} S = {1,23,24,46,66,77,84,91,113} S = {1,23,24,46,68,75,82,93,113} S = {1,23,24,46,78,98,109,116,123} S = {1,23,24,46,78,100,107,114,125} S = {1,23,24,50,61,78,81,100,107} S = {1,23,24,50,61,84,91,110,113} S = {1,23,24,52,59,78,81,98,109} S = {1,23,24,52,59,82,93,110,113} S = {1,23,25,42,52,76,82,111,113} S = {1,23,25,42,52,78,80,109,115} S = {1,23,25,44,50,74,84,111,113} S = {1,23,25,44,50,78,80,107,117} S = {1,23,25,46,48,74,84,109,115} S = {1,23,25,46,48,76,82,107,117} S = {1,23,26,34,47,52,57,76,115} S = {1,23,26,34,47,67,76,116,121} S = {1,23,26,34,47,70,75,115,124} S = {1,23,26,34,52,70,80,109,115} S = {1,23,26,34,52,76,82,111,121} S = {1,23,26,34,57,75,80,108,115} S = {1,23,26,34,57,76,83,111,116} S = {1,23,26,35,44,66,79,116,121} S = {1,23,26,35,44,70,75,112,125} S = {1,23,26,38,43,48,61,76,115} S = {1,23,26,38,43,66,79,115,124} S = {1,23,26,38,43,67,76,112,125} S = {1,23,26,38,48,66,84,109,115} S = {1,23,26,38,48,76,82,107,125} S = {1,23,26,43,48,66,89,108,115} S = {1,23,26,43,48,76,83,102,125} S = {1,23,26,43,61,76,91,102,112} S = {1,23,26,43,61,79,89,100,115} S = {1,23,26,44,49,80,93,102,107} S = {1,23,26,44,49,84,89,98,111} S = {1,23,26,44,50,66,84,111,121} S = {1,23,26,44,50,70,80,107,125} S = {1,23,26,44,51,66,89,111,116} S = {1,23,26,44,51,75,80,102,125} S = {1,23,26,44,59,75,93,102,112} S = {1,23,26,44,59,79,89,98,116} S = {1,23,26,44,66,79,84,89,115} S = {1,23,26,44,70,75,80,93,115} S = {1,23,26,44,76,98,111,116,121} S = {1,23,26,44,76,102,107,112,125} S = {1,23,26,47,57,75,93,100,115} S = {1,23,26,47,57,76,91,98,116} S = {1,23,26,48,61,76,81,102,107} S = {1,23,26,48,61,84,89,110,115} S = {1,23,26,52,57,76,81,98,111} S = {1,23,26,52,57,80,93,110,115} S = {1,23,27,34,60,76,82,111,113} S = {1,23,27,34,60,78,80,109,115} S = {1,23,27,44,50,66,92,111,113} S = {1,23,27,44,50,78,80,99,125} S = {1,23,27,46,48,66,92,109,115} S = {1,23,27,46,48,76,82,99,125} S = {1,23,28,36,47,50,57,74,117} S = {1,23,28,36,47,69,74,114,121} S = {1,23,28,36,47,70,77,117,122} S = {1,23,28,36,50,70,80,107,117} S = {1,23,28,36,50,74,84,111,121} S = {1,23,28,36,57,74,85,111,114} S = {1,23,28,36,57,77,80,106,117} S = {1,23,28,37,42,68,79,114,121} S = {1,23,28,37,42,70,77,112,123} S = {1,23,28,38,45,48,59,74,117} S = {1,23,28,38,45,68,79,117,122} S = {1,23,28,38,45,69,74,112,123} S = {1,23,28,38,48,68,82,107,117} S = {1,23,28,38,48,74,84,109,123} S = {1,23,28,42,49,80,91,102,109} S = {1,23,28,42,49,82,89,100,111} S = {1,23,28,42,52,68,82,111,121} S = {1,23,28,42,52,70,80,109,123} S = {1,23,28,42,53,68,89,111,114} S = {1,23,28,42,53,77,80,102,123} S = {1,23,28,42,61,77,91,102,112} S = {1,23,28,42,61,79,89,100,114} S = {1,23,28,42,68,79,82,89,117} S = {1,23,28,42,70,77,80,91,117} S = {1,23,28,42,74,100,111,114,121} S = {1,23,28,42,74,102,109,112,123} S = {1,23,28,45,48,68,89,106,117} S = {1,23,28,45,48,74,85,102,123} S = {1,23,28,45,59,74,93,102,112} S = {1,23,28,45,59,79,89,98,117} S = {1,23,28,47,57,74,93,100,114} S = {1,23,28,47,57,77,91,98,117} S = {1,23,28,48,59,74,81,102,109} S = {1,23,28,48,59,82,89,110,117} S = {1,23,28,50,57,74,81,100,111} S = {1,23,28,50,57,80,91,110,117} S = {1,23,29,36,58,74,84,111,113} S = {1,23,29,36,58,78,80,107,117} S = {1,23,29,42,52,68,90,111,113} S = {1,23,29,42,52,78,80,101,123} S = {1,23,29,46,48,68,90,107,117} S = {1,23,29,46,48,74,84,101,123} S = {1,23,34,43,60,76,90,103,113} S = {1,23,34,43,60,78,88,101,115} S = {1,23,34,45,52,68,90,103,113} S = {1,23,34,45,52,78,88,101,123} S = {1,23,34,45,59,75,92,103,113} S = {1,23,34,45,59,78,88,99,116} S = {1,23,34,47,52,70,88,101,115} S = {1,23,34,47,52,76,90,103,121} S = {1,23,34,47,57,75,92,101,115} S = {1,23,34,47,57,76,90,99,116} S = {1,23,34,52,57,76,90,111,113} S = {1,23,34,52,57,78,80,101,115} S = {1,23,34,52,59,76,82,103,113} S = {1,23,34,52,59,78,88,109,115} S = {1,23,34,60,68,75,82,103,113} S = {1,23,34,60,70,75,80,101,115} S = {1,23,34,60,76,90,111,116,121} S = {1,23,34,60,78,88,109,116,123} S = {1,23,36,43,50,66,92,103,113} S = {1,23,36,43,50,78,88,99,125} S = {1,23,36,43,61,77,90,103,113} S = {1,23,36,43,61,78,88,101,114} S = {1,23,36,45,58,74,92,103,113} S = {1,23,36,45,58,78,88,99,117} S = {1,23,36,47,50,70,88,99,117} S = {1,23,36,47,50,74,92,103,121} S = {1,23,36,47,57,74,92,101,114} S = {1,23,36,47,57,77,90,99,117} S = {1,23,36,50,57,74,92,111,113} S = {1,23,36,50,57,78,80,99,117} S = {1,23,36,50,61,74,84,103,113} S = {1,23,36,50,61,78,88,107,117} S = {1,23,36,58,66,77,84,103,113} S = {1,23,36,58,70,77,80,99,117} S = {1,23,36,58,74,92,111,114,121} S = {1,23,36,58,78,88,107,114,125} S = {1,23,38,43,48,66,92,101,115} S = {1,23,38,43,48,76,90,99,125} S = {1,23,38,43,61,76,90,103,112} S = {1,23,38,43,61,79,88,101,115} S = {1,23,38,45,48,68,90,99,117} S = {1,23,38,45,48,74,92,101,123} S = {1,23,38,45,59,74,92,103,112} S = {1,23,38,45,59,79,88,99,117} S = {1,23,38,47,56,74,92,101,115} S = {1,23,38,47,56,76,90,99,117} S = {1,23,38,48,59,74,92,109,115} S = {1,23,38,48,59,76,82,99,117} S = {1,23,38,48,61,74,84,101,115} S = {1,23,38,48,61,76,90,107,117} S = {1,23,38,56,66,79,84,101,115} S = {1,23,38,56,68,79,82,99,117} S = {1,23,38,56,74,92,109,112,123} S = {1,23,38,56,76,90,107,112,125} S = {1,23,42,52,61,76,90,103,113} S = {1,23,42,52,61,78,88,101,115} S = {1,23,42,52,68,82,93,103,113} S = {1,23,42,52,70,80,93,101,115} S = {1,23,42,52,76,90,98,111,121} S = {1,23,42,52,78,88,98,109,123} S = {1,23,42,60,68,77,90,103,113} S = {1,23,42,60,68,79,82,103,121} S = {1,23,42,60,68,79,89,101,114} S = {1,23,42,60,68,82,89,111,113} S = {1,23,42,60,68,90,111,114,121} S = {1,23,42,60,70,77,80,101,123} S = {1,23,42,60,70,77,91,103,112} S = {1,23,42,60,70,79,88,101,115} S = {1,23,42,60,70,80,91,109,115} S = {1,23,42,60,70,88,109,112,123} S = {1,23,42,60,76,82,91,103,113} S = {1,23,42,60,76,82,100,111,121} S = {1,23,42,60,76,90,102,111,113} S = {1,23,42,60,76,90,103,112,121} S = {1,23,42,60,76,91,102,109,112} S = {1,23,42,60,77,80,91,102,113} S = {1,23,42,60,77,90,102,112,123} S = {1,23,42,60,78,80,89,101,115} S = {1,23,42,60,78,80,102,109,123} S = {1,23,42,60,78,88,100,109,115} S = {1,23,42,60,78,88,101,114,123} S = {1,23,42,60,78,89,100,111,114} S = {1,23,42,60,79,82,89,100,115} S = {1,23,42,60,79,88,100,114,121} S = {1,23,42,61,76,90,102,107,112} S = {1,23,42,61,77,84,91,103,113} S = {1,23,42,61,78,88,100,107,114} S = {1,23,42,61,79,84,89,101,115} S = {1,23,43,48,61,76,90,102,113} S = {1,23,43,48,61,78,89,101,115} S = {1,23,43,50,61,76,91,103,113} S = {1,23,43,50,61,78,88,100,115} S = {1,23,43,60,66,77,91,103,113} S = {1,23,43,60,66,79,89,101,115} S = {1,23,43,60,76,90,102,112,125} S = {1,23,43,60,78,88,100,114,125} S = {1,23,44,50,59,74,92,103,113} S = {1,23,44,50,59,78,88,99,117} S = {1,23,44,50,66,84,91,103,113} S = {1,23,44,50,70,80,91,99,117} S = {1,23,44,50,74,92,100,111,121} S = {1,23,44,50,78,88,100,107,125} S = {1,23,44,58,66,75,92,103,113} S = {1,23,44,58,66,79,84,103,121} S = {1,23,44,58,66,79,89,99,116} S = {1,23,44,58,66,84,89,111,113} S = {1,23,44,58,66,92,111,116,121} S = {1,23,44,58,70,75,80,99,125} S = {1,23,44,58,70,75,93,103,112} S = {1,23,44,58,70,79,88,99,117} S = {1,23,44,58,70,80,93,107,117} S = {1,23,44,58,70,88,107,112,125} S = {1,23,44,58,74,84,93,103,113} S = {1,23,44,58,74,84,98,111,121} S = {1,23,44,58,74,92,102,111,113} S = {1,23,44,58,74,92,103,112,121} S = {1,23,44,58,74,93,102,107,112} S = {1,23,44,58,75,80,93,102,113} S = {1,23,44,58,75,92,102,112,125} S = {1,23,44,58,78,80,89,99,117} S = {1,23,44,58,78,80,102,107,125} S = {1,23,44,58,78,88,98,107,117} S = {1,23,44,58,78,88,99,116,125} S = {1,23,44,58,78,89,98,111,116} S = {1,23,44,58,79,84,89,98,117} S = {1,23,44,58,79,88,98,116,121} S = {1,23,44,59,74,92,102,109,112} S = {1,23,44,59,75,82,93,103,113} S = {1,23,44,59,78,88,98,109,116} S = {1,23,44,59,79,82,89,99,117} S = {1,23,45,48,59,74,92,102,113} S = {1,23,45,48,59,78,89,99,117} S = {1,23,45,52,59,74,93,103,113} S = {1,23,45,52,59,78,88,98,117} S = {1,23,45,58,68,75,93,103,113} S = {1,23,45,58,68,79,89,99,117} S = {1,23,45,58,74,92,102,112,123} S = {1,23,45,58,78,88,98,116,123} S = {1,23,46,48,57,74,92,101,115} S = {1,23,46,48,57,76,90,99,117} S = {1,23,46,48,66,84,89,101,115} S = {1,23,46,48,68,82,89,99,117} S = {1,23,46,48,74,92,102,109,123} S = {1,23,46,48,76,90,102,107,125} S = {1,23,46,56,66,75,92,101,115} S = {1,23,46,56,66,77,84,101,123} S = {1,23,46,56,66,77,91,99,116} S = {1,23,46,56,66,84,91,109,115} S = {1,23,46,56,66,92,109,116,123} S = {1,23,46,56,68,75,82,99,125} S = {1,23,46,56,68,75,93,101,114} S = {1,23,46,56,68,77,90,99,117} S = {1,23,46,56,68,82,93,107,117} S = {1,23,46,56,68,90,107,114,125} S = {1,23,46,56,74,84,93,101,115} S = {1,23,46,56,74,84,98,109,123} S = {1,23,46,56,74,92,100,109,115} S = {1,23,46,56,74,92,101,114,123} S = {1,23,46,56,74,93,100,107,114} S = {1,23,46,56,75,82,93,100,115} S = {1,23,46,56,75,92,100,114,125} S = {1,23,46,56,76,82,91,99,117} S = {1,23,46,56,76,82,100,107,125} S = {1,23,46,56,76,90,98,107,117} S = {1,23,46,56,76,90,99,116,125} S = {1,23,46,56,76,91,98,109,116} S = {1,23,46,56,77,84,91,98,117} S = {1,23,46,56,77,90,98,116,123} S = {1,23,46,57,74,92,100,111,114} S = {1,23,46,57,75,80,93,101,115} S = {1,23,46,57,76,90,98,111,116} S = {1,23,46,57,77,80,91,99,117} S = {1,23,47,50,57,74,92,100,115} S = {1,23,47,50,57,76,91,99,117} S = {1,23,47,52,57,74,93,101,115} S = {1,23,47,52,57,76,90,98,117} S = {1,23,47,56,70,75,93,101,115} S = {1,23,47,56,70,77,91,99,117} S = {1,23,47,56,74,92,100,114,121} S = {1,23,47,56,76,90,98,116,121} S = {1,24,27,38,61,77,86,106,113} S = {1,24,27,38,61,78,85,105,114} S = {1,24,27,45,54,70,93,106,113} S = {1,24,27,45,54,78,85,98,121} S = {1,24,27,46,53,70,93,105,114} S = {1,24,27,46,53,77,86,98,121} S = {1,24,29,38,59,75,86,108,113} S = {1,24,29,38,59,78,83,105,116} S = {1,24,29,43,54,70,91,108,113} S = {1,24,29,43,54,78,83,100,121} S = {1,24,29,46,51,70,91,105,116} S = {1,24,29,46,51,75,86,100,121} S = {1,24,31,38,41,74,77,115,116} S = {1,24,31,38,41,75,76,114,117} S = {1,24,31,38,49,82,85,107,108} S = {1,24,31,38,49,83,84,106,109} S = {1,24,31,38,57,75,85,108,114} S = {1,24,31,38,57,77,83,106,116} S = {1,24,31,38,59,74,83,109,116} S = {1,24,31,38,59,75,82,108,117} S = {1,24,31,38,61,76,85,107,114} S = {1,24,31,38,61,77,84,106,115} S = {1,24,31,38,70,106,109,115,116} S = {1,24,31,38,70,107,108,114,117} S = {1,24,31,38,74,77,83,84,121} S = {1,24,31,38,75,76,82,85,121} S = {1,24,31,42,45,51,52,70,121} S = {1,24,31,42,45,70,73,115,116} S = {1,24,31,42,45,75,76,118,121} S = {1,24,31,42,51,70,91,109,116} S = {1,24,31,42,51,75,82,100,121} S = {1,24,31,43,44,50,53,70,121} S = {1,24,31,43,44,70,73,114,117} S = {1,24,31,43,44,74,77,118,121} S = {1,24,31,43,50,70,91,108,117} S = {1,24,31,43,50,74,83,100,121} S = {1,24,31,43,53,70,89,108,114} S = {1,24,31,43,53,77,83,102,121} S = {1,24,31,44,53,70,93,107,114} S = {1,24,31,44,53,77,84,98,121} S = {1,24,31,45,51,70,89,106,116} S = {1,24,31,45,51,75,85,102,121} S = {1,24,31,45,52,70,93,106,115} S = {1,24,31,45,52,76,85,98,121} S = {1,24,31,50,53,70,81,107,108} S = {1,24,31,50,53,83,84,110,121} S = {1,24,31,51,52,70,81,106,109} S = {1,24,31,51,52,82,85,110,121} S = {1,24,34,36,63,78,87,105,112} S = {1,24,34,36,63,79,86,104,113} S = {1,24,34,44,53,68,95,105,112} S = {1,24,34,44,53,79,86,96,123} S = {1,24,34,44,59,74,87,105,112} S = {1,24,34,44,59,79,86,104,117} S = {1,24,34,45,52,68,95,104,113} S = {1,24,34,45,52,78,87,96,123} S = {1,24,34,45,59,75,86,104,113} S = {1,24,34,45,59,78,87,105,116} S = {1,24,34,52,59,78,87,109,112} S = {1,24,34,52,59,79,82,104,113} S = {1,24,34,53,59,78,83,105,112} S = {1,24,34,53,59,79,86,108,113} S = {1,24,34,63,68,74,83,105,112} S = {1,24,34,63,68,75,82,104,113} S = {1,24,34,63,78,87,109,116,123} S = {1,24,34,63,79,86,108,117,123} S = {1,24,36,42,51,66,95,105,112} S = {1,24,36,42,51,79,86,96,125} S = {1,24,36,42,61,76,87,105,112} S = {1,24,36,42,61,79,86,104,115} S = {1,24,36,43,50,66,95,104,113} S = {1,24,36,43,50,78,87,96,125} S = {1,24,36,43,61,77,86,104,113} S = {1,24,36,43,61,78,87,105,114} S = {1,24,36,50,61,78,87,107,112} S = {1,24,36,50,61,79,84,104,113} S = {1,24,36,51,61,78,85,105,112} S = {1,24,36,51,61,79,86,106,113} S = {1,24,36,63,66,76,85,105,112} S = {1,24,36,63,66,77,84,104,113} S = {1,24,36,63,78,87,107,114,125} S = {1,24,36,63,79,86,106,115,125} S = {1,24,38,59,61,78,87,105,112} S = {1,24,38,59,61,79,86,104,113} S = {1,24,38,59,74,83,93,105,112} S = {1,24,38,59,75,82,93,104,113} S = {1,24,38,59,78,87,98,109,116} S = {1,24,38,59,79,86,98,108,117} S = {1,24,38,61,76,85,91,105,112} S = {1,24,38,61,77,84,91,104,113} S = {1,24,38,61,78,87,100,107,114} S = {1,24,38,61,79,86,100,106,115} S = {1,24,38,63,74,76,87,105,112} S = {1,24,38,63,74,77,83,105,116} S = {1,24,38,63,74,77,84,104,115} S = {1,24,38,63,74,83,84,109,112} S = {1,24,38,63,74,87,109,115,116} S = {1,24,38,63,75,76,82,104,117} S = {1,24,38,63,75,76,85,105,114} S = {1,24,38,63,75,77,86,104,113} S = {1,24,38,63,75,82,85,108,113} S = {1,24,38,63,75,86,108,114,117} S = {1,24,38,63,76,82,85,107,112} S = {1,24,38,63,76,87,107,114,117} S = {1,24,38,63,77,83,84,106,113} S = {1,24,38,63,77,86,106,115,116} S = {1,24,38,63,78,83,85,105,112} S = {1,24,38,63,78,83,106,109,116} S = {1,24,38,63,78,85,107,108,114} S = {1,24,38,63,78,87,105,114,116} S = {1,24,38,63,78,87,107,109,112} S = {1,24,38,63,79,82,84,104,113} S = {1,24,38,63,79,82,107,108,117} S = {1,24,38,63,79,84,106,109,115} S = {1,24,38,63,79,86,104,115,117} S = {1,24,38,63,79,86,106,108,113} S = {1,24,42,44,55,70,95,105,112} S = {1,24,42,44,55,79,86,96,121} S = {1,24,42,45,51,70,95,105,116} S = {1,24,42,45,51,75,86,96,121} S = {1,24,42,45,52,70,95,104,115} S = {1,24,42,45,52,76,87,96,121} S = {1,24,42,51,52,70,95,109,112} S = {1,24,42,51,52,79,82,96,121} S = {1,24,42,51,61,70,91,105,112} S = {1,24,42,51,61,79,86,100,121} S = {1,24,42,55,66,76,91,105,112} S = {1,24,42,55,70,95,109,115,116} S = {1,24,42,55,75,76,82,96,121} S = {1,24,42,55,79,86,100,115,125} S = {1,24,43,44,50,70,95,104,117} S = {1,24,43,44,50,74,87,96,121} S = {1,24,43,44,53,70,95,105,114} S = {1,24,43,44,53,77,86,96,121} S = {1,24,43,45,54,70,95,104,113} S = {1,24,43,45,54,78,87,96,121} S = {1,24,43,50,53,70,95,108,113} S = {1,24,43,50,53,78,83,96,121} S = {1,24,43,50,61,70,91,104,113} S = {1,24,43,50,61,78,87,100,121} S = {1,24,43,54,66,77,91,104,113} S = {1,24,43,54,70,95,108,114,117} S = {1,24,43,54,74,77,83,96,121} S = {1,24,43,54,78,87,100,114,125} S = {1,24,44,50,53,70,95,107,112} S = {1,24,44,50,53,79,84,96,121} S = {1,24,44,53,59,70,93,105,112} S = {1,24,44,53,59,79,86,98,121} S = {1,24,44,55,68,74,93,105,112} S = {1,24,44,55,70,95,107,114,117} S = {1,24,44,55,74,77,84,96,121} S = {1,24,44,55,79,86,98,117,123} S = {1,24,45,51,52,70,95,106,113} S = {1,24,45,51,52,78,85,96,121} S = {1,24,45,52,59,70,93,104,113} S = {1,24,45,52,59,78,87,98,121} S = {1,24,45,54,68,75,93,104,113} S = {1,24,45,54,70,95,106,115,116} S = {1,24,45,54,75,76,85,96,121} S = {1,24,45,54,78,87,98,116,123} S = {1,24,46,51,53,70,95,105,112} S = {1,24,46,51,53,79,86,96,121} S = {1,24,46,51,66,85,91,105,112} S = {1,24,46,51,70,95,106,109,116} S = {1,24,46,51,75,82,85,96,121} S = {1,24,46,51,79,86,100,106,125} S = {1,24,46,53,68,83,93,105,112} S = {1,24,46,53,70,95,107,108,114} S = {1,24,46,53,77,83,84,96,121} S = {1,24,46,53,79,86,98,108,123} S = {1,24,46,55,66,68,95,105,112} S = {1,24,46,55,66,77,84,96,123} S = {1,24,46,55,66,77,91,105,116} S = {1,24,46,55,66,84,91,109,112} S = {1,24,46,55,66,95,109,116,123} S = {1,24,46,55,68,75,82,96,125} S = {1,24,46,55,68,75,93,105,114} S = {1,24,46,55,68,82,93,107,112} S = {1,24,46,55,68,95,107,114,125} S = {1,24,46,55,70,91,93,105,112} S = {1,24,46,55,70,91,98,109,116} S = {1,24,46,55,70,93,100,107,114} S = {1,24,46,55,70,95,105,114,116} S = {1,24,46,55,70,95,107,109,112} S = {1,24,46,55,75,77,86,96,121} S = {1,24,46,55,75,82,93,100,121} S = {1,24,46,55,75,86,100,114,125} S = {1,24,46,55,77,84,91,98,121} S = {1,24,46,55,77,86,98,116,123} S = {1,24,46,55,79,82,84,96,121} S = {1,24,46,55,79,82,100,107,125} S = {1,24,46,55,79,84,98,109,123} S = {1,24,46,55,79,86,96,123,125} S = {1,24,46,55,79,86,98,100,121} S = {1,24,47,50,52,70,95,104,113} S = {1,24,47,50,52,78,87,96,121} S = {1,24,47,50,66,84,91,104,113} S = {1,24,47,50,70,95,107,108,117} S = {1,24,47,50,74,83,84,96,121} S = {1,24,47,50,78,87,100,107,125} S = {1,24,47,52,68,82,93,104,113} S = {1,24,47,52,70,95,106,109,115} S = {1,24,47,52,76,82,85,96,121} S = {1,24,47,52,78,87,98,109,123} S = {1,24,47,54,66,68,95,104,113} S = {1,24,47,54,66,76,85,96,123} S = {1,24,47,54,66,76,91,104,117} S = {1,24,47,54,66,85,91,108,113} S = {1,24,47,54,66,95,108,117,123} S = {1,24,47,54,68,74,83,96,125} S = {1,24,47,54,68,74,93,104,115} S = {1,24,47,54,68,83,93,106,113} S = {1,24,47,54,68,95,106,115,125} S = {1,24,47,54,70,91,93,104,113} S = {1,24,47,54,70,91,98,108,117} S = {1,24,47,54,70,93,100,106,115} S = {1,24,47,54,70,95,104,115,117} S = {1,24,47,54,70,95,106,108,113} S = {1,24,47,54,74,76,87,96,121} S = {1,24,47,54,74,83,93,100,121} S = {1,24,47,54,74,87,100,115,125} S = {1,24,47,54,76,85,91,98,121} S = {1,24,47,54,76,87,98,117,123} S = {1,24,47,54,78,83,85,96,121} S = {1,24,47,54,78,83,100,106,125} S = {1,24,47,54,78,85,98,108,123} S = {1,24,47,54,78,87,96,123,125} S = {1,24,47,54,78,87,98,100,121} S = {1,26,28,38,57,72,87,111,112} S = {1,26,28,38,57,79,80,104,119} S = {1,26,28,38,63,78,87,105,112} S = {1,26,28,38,63,79,86,104,113} S = {1,26,28,40,55,70,89,111,112} S = {1,26,28,40,55,79,80,102,121} S = {1,26,28,46,55,70,95,105,112} S = {1,26,28,46,55,79,86,96,121} S = {1,26,28,47,48,70,89,104,119} S = {1,26,28,47,48,72,87,102,121} S = {1,26,28,47,54,70,95,104,113} S = {1,26,28,47,54,78,87,96,121} S = {1,26,29,38,41,72,79,115,116} S = {1,26,29,38,41,75,76,112,119} S = {1,26,29,38,49,80,87,107,108} S = {1,26,29,38,49,83,84,104,111} S = {1,26,29,38,56,72,84,111,115} S = {1,26,29,38,56,76,80,107,119} S = {1,26,29,38,57,72,83,111,116} S = {1,26,29,38,57,75,80,108,119} S = {1,26,29,38,59,75,87,108,112} S = {1,26,29,38,59,79,83,104,116} S = {1,26,29,38,70,104,111,115,116} S = {1,26,29,38,70,107,108,112,119} S = {1,26,29,38,72,79,83,84,121} S = {1,26,29,38,75,76,80,87,121} S = {1,26,29,40,47,51,52,70,121} S = {1,26,29,40,47,70,73,115,116} S = {1,26,29,40,47,75,76,118,121} S = {1,26,29,40,51,70,89,111,116} S = {1,26,29,40,51,75,80,102,121} S = {1,26,29,40,52,70,88,111,115} S = {1,26,29,40,52,76,80,103,121} S = {1,26,29,43,44,48,55,70,121} S = {1,26,29,43,44,70,73,112,119} S = {1,26,29,43,44,72,79,118,121} S = {1,26,29,43,48,70,89,108,119} S = {1,26,29,43,48,72,83,102,121} S = {1,26,29,43,55,70,91,108,112} S = {1,26,29,43,55,79,83,100,121} S = {1,26,29,44,48,70,88,107,119} S = {1,26,29,44,48,72,84,103,121} S = {1,26,29,47,51,70,91,104,116} S = {1,26,29,47,51,75,87,100,121} S = {1,26,29,48,55,70,81,107,108} S = {1,26,29,48,55,83,84,110,121} S = {1,26,29,51,52,70,81,104,111} S = {1,26,29,51,52,80,87,110,121} S = {1,26,31,38,57,75,84,108,115} S = {1,26,31,38,57,76,83,107,116} S = {1,26,31,38,60,76,86,107,113} S = {1,26,31,38,60,78,84,105,115} S = {1,26,31,43,52,70,89,108,115} S = {1,26,31,43,52,76,83,102,121} S = {1,26,31,44,51,70,89,107,116} S = {1,26,31,44,51,75,84,102,121} S = {1,26,31,44,54,70,92,107,113} S = {1,26,31,44,54,78,84,99,121} S = {1,26,31,46,52,70,92,105,115} S = {1,26,31,46,52,76,86,99,121} S = {1,26,32,39,61,76,86,107,113} S = {1,26,32,39,61,78,84,105,115} S = {1,26,32,45,55,70,92,107,113} S = {1,26,32,45,55,78,84,99,121} S = {1,26,32,47,53,70,92,105,115} S = {1,26,32,47,53,76,86,99,121} S = {1,26,34,44,57,72,87,107,112} S = {1,26,34,44,57,79,84,104,119} S = {1,26,34,47,57,75,84,104,115} S = {1,26,34,47,57,76,87,107,116} S = {1,26,34,52,57,76,87,111,112} S = {1,26,34,52,57,79,80,104,115} S = {1,26,34,55,57,76,83,107,112} S = {1,26,34,55,57,79,84,108,115} S = {1,26,34,61,70,72,83,107,112} S = {1,26,34,61,70,75,80,104,115} S = {1,26,34,61,76,87,111,116,121} S = {1,26,34,61,79,84,108,119,121} S = {1,26,35,36,61,78,87,105,112} S = {1,26,35,36,61,79,86,104,113} S = {1,26,35,44,53,70,95,105,112} S = {1,26,35,44,53,79,86,96,121} S = {1,26,35,45,52,70,95,104,113} S = {1,26,35,45,52,78,87,96,121} S = {1,26,36,39,61,77,86,106,113} S = {1,26,36,39,61,78,85,105,114} S = {1,26,36,41,55,78,93,99,112} S = {1,26,36,41,55,79,92,98,113} S = {1,26,36,45,55,71,92,106,113} S = {1,26,36,45,55,78,85,99,120} S = {1,26,36,47,49,86,93,99,104} S = {1,26,36,47,49,87,92,98,105} S = {1,26,36,47,53,71,92,105,114} S = {1,26,36,47,53,77,86,99,120} S = {1,26,36,47,55,70,93,99,120} S = {1,26,36,47,55,71,92,98,121} S = {1,26,36,47,61,76,87,105,114} S = {1,26,36,47,61,77,86,104,115} S = {1,26,36,47,70,77,99,104,117} S = {1,26,36,47,71,76,98,105,117} S = {1,26,36,47,74,86,93,115,120} S = {1,26,36,47,74,87,92,114,121} S = {1,26,36,55,61,78,85,107,112} S = {1,26,36,55,61,79,84,106,113} S = {1,26,36,55,70,85,99,109,112} S = {1,26,36,55,71,84,98,109,113} S = {1,26,36,55,78,82,93,107,120} S = {1,26,36,55,79,82,92,106,121} S = {1,26,36,61,76,85,103,105,112} S = {1,26,36,61,77,84,103,104,113} S = {1,26,36,61,78,87,88,107,114} S = {1,26,36,61,79,86,88,106,115} S = {1,26,36,63,70,76,85,107,112} S = {1,26,36,63,70,77,84,104,115} S = {1,26,36,63,70,77,85,99,120} S = {1,26,36,63,70,93,99,104,112} S = {1,26,36,63,70,93,107,115,120} S = {1,26,36,63,71,76,84,98,121} S = {1,26,36,63,71,76,85,105,114} S = {1,26,36,63,71,77,84,106,113} S = {1,26,36,63,71,92,98,105,113} S = {1,26,36,63,71,92,106,114,121} S = {1,26,36,63,76,87,98,105,112} S = {1,26,36,63,76,87,107,114,121} S = {1,26,36,63,77,86,99,104,113} S = {1,26,36,63,77,86,106,115,120} S = {1,26,36,63,78,85,99,105,112} S = {1,26,36,63,78,85,107,114,120} S = {1,26,36,63,78,86,93,99,120} S = {1,26,36,63,78,87,92,105,114} S = {1,26,36,63,78,87,93,107,112} S = {1,26,36,63,79,84,98,104,113} S = {1,26,36,63,79,84,106,115,121} S = {1,26,36,63,79,86,92,106,113} S = {1,26,36,63,79,86,93,104,115} S = {1,26,36,63,79,87,92,98,121} S = {1,26,38,40,51,66,93,107,112} S = {1,26,38,40,51,79,84,98,125} S = {1,26,38,41,53,76,95,99,112} S = {1,26,38,41,53,79,92,96,115} S = {1,26,38,43,48,66,93,104,115} S = {1,26,38,43,48,76,87,98,125} S = {1,26,38,44,53,68,95,107,112} S = {1,26,38,44,53,79,84,96,123} S = {1,26,38,44,63,78,85,107,112} S = {1,26,38,44,63,79,84,106,113} S = {1,26,38,45,49,84,95,99,104} S = {1,26,38,45,49,87,92,96,107} S = {1,26,38,45,52,68,95,104,115} S = {1,26,38,45,52,76,87,96,123} S = {1,26,38,45,53,68,95,99,120} S = {1,26,38,45,53,71,92,96,123} S = {1,26,38,45,55,71,92,107,112} S = {1,26,38,45,55,79,84,99,120} S = {1,26,38,45,68,79,99,104,117} S = {1,26,38,45,71,76,96,107,117} S = {1,26,38,45,74,84,95,115,120} S = {1,26,38,45,74,87,92,112,123} S = {1,26,38,47,53,71,92,104,115} S = {1,26,38,47,53,76,87,99,120} S = {1,26,38,47,60,76,87,106,113} S = {1,26,38,47,60,78,85,104,115} S = {1,26,38,52,63,76,87,105,114} S = {1,26,38,52,63,77,86,104,115} S = {1,26,38,53,68,87,99,109,112} S = {1,26,38,53,71,84,96,109,115} S = {1,26,38,53,76,82,95,107,120} S = {1,26,38,53,79,82,92,104,123} S = {1,26,38,55,60,77,86,107,112} S = {1,26,38,55,60,79,84,105,114} S = {1,26,38,56,63,76,85,107,114} S = {1,26,38,56,63,77,84,106,115} S = {1,26,38,57,72,83,93,107,112} S = {1,26,38,57,75,80,93,104,115} S = {1,26,38,57,76,87,98,111,116} S = {1,26,38,57,79,84,98,108,119} S = {1,26,38,59,60,77,87,106,112} S = {1,26,38,59,60,79,85,104,114} S = {1,26,38,60,63,77,86,106,113} S = {1,26,38,60,63,78,85,105,114} S = {1,26,38,60,64,77,87,107,113} S = {1,26,38,60,64,79,85,105,115} S = {1,26,38,60,76,86,106,112,127} S = {1,26,38,60,78,84,104,114,127} S = {1,26,38,61,68,79,87,99,120} S = {1,26,38,61,68,95,99,104,112} S = {1,26,38,61,68,95,107,115,120} S = {1,26,38,61,71,76,84,96,123} S = {1,26,38,61,71,92,96,107,115} S = {1,26,38,61,71,92,104,112,123} S = {1,26,38,61,72,79,83,107,116} S = {1,26,38,61,72,83,84,111,112} S = {1,26,38,61,72,87,111,115,116} S = {1,26,38,61,75,76,80,104,119} S = {1,26,38,61,75,80,87,108,115} S = {1,26,38,61,75,84,108,112,119} S = {1,26,38,61,76,79,85,105,114} S = {1,26,38,61,76,79,86,106,113} S = {1,26,38,61,76,83,104,111,116} S = {1,26,38,61,76,84,95,99,120} S = {1,26,38,61,77,84,87,106,113} S = {1,26,38,61,77,86,104,107,113} S = {1,26,38,61,77,86,106,112,115} S = {1,26,38,61,78,84,87,105,114} S = {1,26,38,61,78,85,104,107,114} S = {1,26,38,61,78,85,105,112,115} S = {1,26,38,61,79,80,107,108,119} S = {1,26,38,61,79,87,92,96,123} S = {1,26,38,63,67,76,85,105,112} S = {1,26,38,63,67,77,84,104,113} S = {1,26,38,63,78,87,107,114,124} S = {1,26,38,63,79,86,106,115,124} S = {1,26,39,41,52,76,95,98,113} S = {1,26,39,41,52,78,93,96,115} S = {1,26,39,44,49,84,95,98,105} S = {1,26,39,44,49,86,93,96,107} S = {1,26,39,44,52,68,95,98,121} S = {1,26,39,44,52,70,93,96,123} S = {1,26,39,44,53,68,95,105,114} S = {1,26,39,44,53,77,86,96,123} S = {1,26,39,44,61,77,86,107,112} S = {1,26,39,44,61,79,84,105,114} S = {1,26,39,44,68,79,98,105,117} S = {1,26,39,44,70,77,96,107,117} S = {1,26,39,44,74,84,95,114,121} S = {1,26,39,44,74,86,93,112,123} S = {1,26,39,45,52,68,95,106,113} S = {1,26,39,45,52,78,85,96,123} S = {1,26,39,52,61,76,87,106,113} S = {1,26,39,52,61,78,85,104,115} S = {1,26,39,52,68,87,98,109,113} S = {1,26,39,52,70,85,96,109,115} S = {1,26,39,52,76,82,95,106,121} S = {1,26,39,52,78,82,93,104,123} S = {1,26,39,60,68,77,87,106,113} S = {1,26,39,60,68,79,85,105,114} S = {1,26,39,60,68,79,87,98,121} S = {1,26,39,60,68,95,98,105,113} S = {1,26,39,60,68,95,106,114,121} S = {1,26,39,60,70,77,85,96,123} S = {1,26,39,60,70,77,87,107,112} S = {1,26,39,60,70,79,85,104,115} S = {1,26,39,60,70,93,96,107,115} S = {1,26,39,60,70,93,104,112,123} S = {1,26,39,60,76,84,95,98,121} S = {1,26,39,60,76,86,93,107,112} S = {1,26,39,60,76,86,95,106,113} S = {1,26,39,60,76,87,98,107,113} S = {1,26,39,60,76,87,106,112,121} S = {1,26,39,60,77,86,96,107,113} S = {1,26,39,60,77,86,106,112,123} S = {1,26,39,60,78,84,93,104,115} S = {1,26,39,60,78,84,95,105,114} S = {1,26,39,60,78,85,96,105,115} S = {1,26,39,60,78,85,104,114,123} S = {1,26,39,60,78,86,93,96,123} S = {1,26,39,60,79,84,98,105,115} S = {1,26,39,60,79,84,104,114,121} S = {1,26,39,61,76,86,91,106,112} S = {1,26,39,61,77,87,100,107,113} S = {1,26,39,61,78,84,91,104,114} S = {1,26,39,61,79,85,100,105,115} S = {1,26,40,47,51,70,93,107,116} S = {1,26,40,47,51,75,84,98,121} S = {1,26,40,51,52,70,93,111,112} S = {1,26,40,51,52,79,80,98,121} S = {1,26,40,51,61,70,89,107,112} S = {1,26,40,51,61,79,84,102,121} S = {1,26,40,55,66,76,89,107,112} S = {1,26,40,55,70,93,111,115,116} S = {1,26,40,55,75,76,80,98,121} S = {1,26,40,55,79,84,102,115,125} S = {1,26,42,52,63,70,77,115,120} S = {1,26,42,52,63,71,76,114,121} S = {1,26,42,54,61,68,79,115,120} S = {1,26,42,54,61,71,76,112,123} S = {1,26,42,55,60,68,79,114,121} S = {1,26,42,55,60,70,77,112,123} S = {1,26,43,44,48,70,93,104,119} S = {1,26,43,44,48,72,87,98,121} S = {1,26,43,48,55,70,93,108,115} S = {1,26,43,48,55,76,83,98,121} S = {1,26,43,48,61,70,89,104,115} S = {1,26,43,48,61,76,87,102,121} S = {1,26,43,52,66,79,89,104,115} S = {1,26,43,52,70,93,108,112,119} S = {1,26,43,52,72,79,83,98,121} S = {1,26,43,52,76,87,102,112,125} S = {1,26,44,47,53,70,93,105,114} S = {1,26,44,47,53,77,86,98,121} S = {1,26,44,47,54,70,93,106,113} S = {1,26,44,47,54,78,85,98,121} S = {1,26,44,50,63,70,85,107,120} S = {1,26,44,50,63,71,84,106,121} S = {1,26,44,51,66,87,89,107,112} S = {1,26,44,51,70,93,104,111,116} S = {1,26,44,51,75,80,87,98,121} S = {1,26,44,51,79,84,102,104,125} S = {1,26,44,52,63,70,93,99,120} S = {1,26,44,52,63,71,92,98,121} S = {1,26,44,53,68,93,103,105,112} S = {1,26,44,53,70,88,95,107,114} S = {1,26,44,53,77,84,96,103,121} S = {1,26,44,53,79,86,88,98,123} S = {1,26,44,54,59,71,93,106,112} S = {1,26,44,54,59,79,85,98,120} S = {1,26,44,54,61,71,92,107,112} S = {1,26,44,54,61,79,84,99,120} S = {1,26,44,54,63,71,92,106,113} S = {1,26,44,54,63,78,85,99,120} S = {1,26,44,54,64,71,93,107,113} S = {1,26,44,54,64,79,85,99,121} S = {1,26,44,54,70,92,106,112,127} S = {1,26,44,54,78,84,98,120,127} S = {1,26,44,55,66,79,89,107,116} S = {1,26,44,55,66,84,89,111,112} S = {1,26,44,55,66,93,111,116,121} S = {1,26,44,55,68,79,93,105,114} S = {1,26,44,55,68,95,98,105,112} S = {1,26,44,55,68,95,107,114,121} S = {1,26,44,55,70,75,80,98,125} S = {1,26,44,55,70,77,84,96,123} S = {1,26,44,55,70,79,85,99,120} S = {1,26,44,55,70,79,92,106,113} S = {1,26,44,55,70,84,95,105,114} S = {1,26,44,55,70,89,98,111,116} S = {1,26,44,55,71,84,93,106,113} S = {1,26,44,55,71,92,98,107,113} S = {1,26,44,55,71,92,106,112,121} S = {1,26,44,55,75,80,93,102,121} S = {1,26,44,55,75,84,102,112,125} S = {1,26,44,55,77,86,96,107,121} S = {1,26,44,55,77,86,98,112,123} S = {1,26,44,55,78,84,93,99,120} S = {1,26,44,55,78,85,98,107,120} S = {1,26,44,55,78,85,99,112,121} S = {1,26,44,55,79,80,102,107,125} S = {1,26,44,55,79,86,93,96,123} S = {1,26,44,63,70,73,85,99,112} S = {1,26,44,63,71,73,84,98,113} S = {1,26,44,63,78,93,107,118,120} S = {1,26,44,63,79,92,106,118,121} S = {1,26,45,52,55,70,93,106,113} S = {1,26,45,52,55,78,85,98,121} S = {1,26,45,52,68,93,103,104,113} S = {1,26,45,52,70,88,95,106,115} S = {1,26,45,52,76,85,96,103,121} S = {1,26,45,52,78,87,88,98,123} S = {1,26,45,54,68,71,93,106,113} S = {1,26,45,54,68,79,85,99,120} S = {1,26,45,54,68,79,93,104,115} S = {1,26,45,54,68,95,99,104,113} S = {1,26,45,54,68,95,106,115,120} S = {1,26,45,54,70,84,95,104,115} S = {1,26,45,54,70,87,92,107,112} S = {1,26,45,54,70,92,95,106,113} S = {1,26,45,54,70,93,104,107,113} S = {1,26,45,54,70,93,106,112,115} S = {1,26,45,54,71,76,85,96,123} S = {1,26,45,54,71,76,93,107,112} S = {1,26,45,54,71,92,96,107,113} S = {1,26,45,54,71,92,106,112,123} S = {1,26,45,54,76,79,85,98,121} S = {1,26,45,54,76,87,96,107,121} S = {1,26,45,54,76,87,98,112,123} S = {1,26,45,54,78,84,87,98,121} S = {1,26,45,54,78,84,95,99,120} S = {1,26,45,54,78,85,96,99,121} S = {1,26,45,54,78,85,98,120,123} S = {1,26,45,54,78,87,92,96,123} S = {1,26,45,54,79,84,98,115,120} S = {1,26,45,54,79,84,99,104,121} S = {1,26,45,55,70,91,92,106,112} S = {1,26,45,55,71,93,100,107,113} S = {1,26,45,55,78,84,91,98,120} S = {1,26,45,55,79,85,99,100,121} S = {1,26,46,50,61,68,87,107,120} S = {1,26,46,50,61,71,84,104,123} S = {1,26,46,52,55,70,93,105,114} S = {1,26,46,52,55,77,86,98,121} S = {1,26,46,52,59,71,93,104,114} S = {1,26,46,52,59,77,87,98,120} S = {1,26,46,52,61,71,92,104,115} S = {1,26,46,52,61,76,87,99,120} S = {1,26,46,52,63,71,92,105,114} S = {1,26,46,52,63,77,86,99,120} S = {1,26,46,52,64,71,93,105,115} S = {1,26,46,52,64,77,87,99,121} S = {1,26,46,52,70,92,104,114,127} S = {1,26,46,52,76,86,98,120,127} S = {1,26,46,53,68,71,93,105,114} S = {1,26,46,53,68,77,87,99,120} S = {1,26,46,53,68,87,93,107,112} S = {1,26,46,53,68,95,99,105,112} S = {1,26,46,53,68,95,107,114,120} S = {1,26,46,53,70,76,95,107,112} S = {1,26,46,53,70,79,92,104,115} S = {1,26,46,53,70,92,95,105,114} S = {1,26,46,53,70,93,104,107,114} S = {1,26,46,53,70,93,105,112,115} S = {1,26,46,53,71,77,84,96,123} S = {1,26,46,53,71,84,93,104,115} S = {1,26,46,53,71,92,96,105,115} S = {1,26,46,53,71,92,104,114,123} S = {1,26,46,53,76,79,86,98,121} S = {1,26,46,53,76,86,95,99,120} S = {1,26,46,53,76,87,98,107,120} S = {1,26,46,53,76,87,99,112,121} S = {1,26,46,53,77,84,87,98,121} S = {1,26,46,53,77,86,96,99,121} S = {1,26,46,53,77,86,98,120,123} S = {1,26,46,53,79,84,96,115,121} S = {1,26,46,53,79,84,98,104,123} S = {1,26,46,53,79,86,92,96,123} S = {1,26,46,54,61,68,95,99,120} S = {1,26,46,54,61,71,92,96,123} S = {1,26,46,55,56,68,93,107,114} S = {1,26,46,55,56,77,84,98,123} S = {1,26,46,55,60,68,95,105,114} S = {1,26,46,55,60,77,86,96,123} S = {1,26,46,55,61,68,95,107,112} S = {1,26,46,55,61,79,84,96,123} S = {1,26,46,55,67,68,93,105,112} S = {1,26,46,55,67,77,84,96,121} S = {1,26,46,55,70,95,107,114,124} S = {1,26,46,55,79,86,98,123,124} S = {1,26,46,61,68,73,87,99,112} S = {1,26,46,61,71,73,84,96,115} S = {1,26,46,61,76,95,107,118,120} S = {1,26,46,61,79,92,104,118,123} S = {1,26,47,48,66,84,89,104,115} S = {1,26,47,48,70,93,107,108,119} S = {1,26,47,48,72,83,84,98,121} S = {1,26,47,48,76,87,102,107,125} S = {1,26,47,50,60,68,87,106,121} S = {1,26,47,50,60,70,85,104,123} S = {1,26,47,52,66,76,89,104,119} S = {1,26,47,52,66,87,89,108,115} S = {1,26,47,52,66,93,108,119,121} S = {1,26,47,52,68,87,93,106,113} S = {1,26,47,52,68,95,98,104,113} S = {1,26,47,52,68,95,106,115,121} S = {1,26,47,52,70,72,83,98,125} S = {1,26,47,52,70,76,85,96,123} S = {1,26,47,52,70,76,95,106,113} S = {1,26,47,52,70,77,87,99,120} S = {1,26,47,52,70,87,92,105,114} S = {1,26,47,52,70,89,98,108,119} S = {1,26,47,52,71,76,93,105,114} S = {1,26,47,52,71,92,98,105,115} S = {1,26,47,52,71,92,104,114,121} S = {1,26,47,52,72,83,93,102,121} S = {1,26,47,52,72,87,102,115,125} S = {1,26,47,52,76,83,102,104,125} S = {1,26,47,52,76,86,93,99,120} S = {1,26,47,52,77,86,98,115,120} S = {1,26,47,52,77,86,99,104,121} S = {1,26,47,52,78,85,96,115,121} S = {1,26,47,52,78,85,98,104,123} S = {1,26,47,52,78,87,93,96,123} S = {1,26,47,53,70,91,92,104,114} S = {1,26,47,53,71,93,100,105,115} S = {1,26,47,53,76,86,91,98,120} S = {1,26,47,53,77,87,99,100,121} S = {1,26,47,54,56,68,93,106,115} S = {1,26,47,54,56,76,85,98,123} S = {1,26,47,54,60,68,95,106,113} S = {1,26,47,54,60,78,85,96,123} S = {1,26,47,54,61,68,95,104,115} S = {1,26,47,54,61,76,87,96,123} S = {1,26,47,54,67,68,93,104,113} S = {1,26,47,54,67,76,85,96,121} S = {1,26,47,54,70,95,106,115,124} S = {1,26,47,54,78,87,98,123,124} S = {1,26,47,55,60,68,95,98,121} S = {1,26,47,55,60,70,93,96,123} S = {1,26,47,60,68,73,87,98,113} S = {1,26,47,60,70,73,85,96,115} S = {1,26,47,60,76,95,106,118,121} S = {1,26,47,60,78,93,104,118,123} S = {1,26,52,63,70,77,81,99,104} S = {1,26,52,63,71,76,81,98,105} S = {1,26,52,63,86,93,110,115,120} S = {1,26,52,63,87,92,110,114,121} S = {1,26,54,61,68,79,81,99,104} S = {1,26,54,61,71,76,81,96,107} S = {1,26,54,61,84,95,110,115,120} S = {1,26,54,61,87,92,110,112,123} S = {1,26,55,60,68,79,81,98,105} S = {1,26,55,60,70,77,81,96,107} S = {1,26,55,60,84,95,110,114,121} S = {1,26,55,60,86,93,110,112,123} S = {1,27,28,38,41,72,79,114,117} S = {1,27,28,38,41,74,77,112,119} S = {1,27,28,38,49,80,87,106,109} S = {1,27,28,38,49,82,85,104,111} S = {1,27,28,38,56,72,82,111,117} S = {1,27,28,38,56,74,80,109,119} S = {1,27,28,38,57,72,85,111,114} S = {1,27,28,38,57,77,80,106,119} S = {1,27,28,38,61,77,87,106,112} S = {1,27,28,38,61,79,85,104,114} S = {1,27,28,38,70,104,111,114,117} S = {1,27,28,38,70,106,109,112,119} S = {1,27,28,38,72,79,82,85,121} S = {1,27,28,38,74,77,80,87,121} S = {1,27,28,40,47,50,53,70,121} S = {1,27,28,40,47,70,73,114,117} S = {1,27,28,40,47,74,77,118,121} S = {1,27,28,40,50,70,88,111,117} S = {1,27,28,40,50,74,80,103,121} S = {1,27,28,40,53,70,89,111,114} S = {1,27,28,40,53,77,80,102,121} S = {1,27,28,42,45,48,55,70,121} S = {1,27,28,42,45,70,73,112,119} S = {1,27,28,42,45,72,79,118,121} S = {1,27,28,42,48,70,88,109,119} S = {1,27,28,42,48,72,82,103,121} S = {1,27,28,45,48,70,89,106,119} S = {1,27,28,45,48,72,85,102,121} S = {1,27,28,45,55,70,93,106,112} S = {1,27,28,45,55,79,85,98,121} S = {1,27,28,47,53,70,93,104,114} S = {1,27,28,47,53,77,87,98,121} S = {1,27,28,48,55,70,81,106,109} S = {1,27,28,48,55,82,85,110,121} S = {1,27,28,50,53,70,81,104,111} S = {1,27,28,50,53,80,87,110,121} S = {1,27,29,38,56,72,86,111,113} S = {1,27,29,38,56,78,80,105,119} S = {1,27,29,40,54,70,88,111,113} S = {1,27,29,40,54,78,80,103,121} S = {1,27,29,46,48,70,88,105,119} S = {1,27,29,46,48,72,86,103,121} S = {1,27,34,39,60,76,86,107,113} S = {1,27,34,39,60,78,84,105,115} S = {1,27,34,45,55,71,92,107,113} S = {1,27,34,45,55,78,84,99,120} S = {1,27,34,45,56,72,86,107,113} S = {1,27,34,45,56,78,84,105,119} S = {1,27,34,47,53,71,92,105,115} S = {1,27,34,47,53,76,86,99,120} S = {1,27,34,47,56,74,84,105,115} S = {1,27,34,47,56,76,86,107,117} S = {1,27,34,53,56,76,86,111,113} S = {1,27,34,53,56,78,80,105,115} S = {1,27,34,55,56,76,82,107,113} S = {1,27,34,55,56,78,84,109,115} S = {1,27,34,60,71,72,82,107,113} S = {1,27,34,60,71,74,80,105,115} S = {1,27,34,60,76,86,111,117,120} S = {1,27,34,60,78,84,109,119,120} S = {1,27,38,56,61,76,86,107,113} S = {1,27,38,56,61,78,84,105,115} S = {1,27,38,56,72,82,93,107,113} S = {1,27,38,56,74,80,93,105,115} S = {1,27,38,56,76,86,98,111,117} S = {1,27,38,56,78,84,98,109,119} S = {1,27,38,60,72,77,86,107,113} S = {1,27,38,60,72,79,82,107,117} S = {1,27,38,60,72,79,85,105,114} S = {1,27,38,60,72,82,85,111,113} S = {1,27,38,60,72,86,111,114,117} S = {1,27,38,60,74,77,80,105,119} S = {1,27,38,60,74,77,87,107,112} S = {1,27,38,60,74,79,84,105,115} S = {1,27,38,60,74,80,87,109,115} S = {1,27,38,60,74,84,109,112,119} S = {1,27,38,60,76,82,87,107,113} S = {1,27,38,60,76,82,104,111,117} S = {1,27,38,60,76,86,106,111,113} S = {1,27,38,60,76,86,107,112,117} S = {1,27,38,60,76,87,106,109,112} S = {1,27,38,60,77,80,87,106,113} S = {1,27,38,60,77,86,106,112,119} S = {1,27,38,60,78,80,85,105,115} S = {1,27,38,60,78,80,106,109,119} S = {1,27,38,60,78,84,104,109,115} S = {1,27,38,60,78,84,105,114,119} S = {1,27,38,60,78,85,104,111,114} S = {1,27,38,60,79,82,85,104,115} S = {1,27,38,60,79,84,104,114,117} S = {1,27,38,61,76,86,103,106,112} S = {1,27,38,61,77,87,88,107,113} S = {1,27,38,61,78,84,103,104,114} S = {1,27,38,61,79,85,88,105,115} S = {1,27,39,40,50,66,92,107,113} S = {1,27,39,40,50,78,84,99,125} S = {1,27,39,40,61,77,86,107,113} S = {1,27,39,40,61,78,84,105,114} S = {1,27,39,42,48,66,92,105,115} S = {1,27,39,42,48,76,86,99,125} S = {1,27,39,42,61,76,86,107,112} S = {1,27,39,42,61,79,84,105,115} S = {1,27,39,48,61,76,86,106,113} S = {1,27,39,48,61,78,85,105,115} S = {1,27,39,50,61,76,87,107,113} S = {1,27,39,50,61,78,84,104,115} S = {1,27,39,60,66,77,87,107,113} S = {1,27,39,60,66,79,85,105,115} S = {1,27,39,60,76,86,106,112,125} S = {1,27,39,60,78,84,104,114,125} S = {1,27,40,45,54,70,92,107,113} S = {1,27,40,45,54,78,84,99,121} S = {1,27,40,47,50,70,92,107,117} S = {1,27,40,47,50,74,84,99,121} S = {1,27,40,47,53,70,92,105,114} S = {1,27,40,47,53,77,86,99,121} S = {1,27,40,50,53,70,92,111,113} S = {1,27,40,50,53,78,80,99,121} S = {1,27,40,50,61,70,88,107,113} S = {1,27,40,50,61,78,84,103,121} S = {1,27,40,54,66,77,88,107,113} S = {1,27,40,54,70,92,111,114,117} S = {1,27,40,54,74,77,80,99,121} S = {1,27,40,54,78,84,103,114,125} S = {1,27,42,45,48,70,92,105,119} S = {1,27,42,45,48,72,86,99,121} S = {1,27,42,45,55,70,92,107,112} S = {1,27,42,45,55,79,84,99,121} S = {1,27,42,47,52,70,92,105,115} S = {1,27,42,47,52,76,86,99,121} S = {1,27,42,48,55,70,92,109,115} S = {1,27,42,48,55,76,82,99,121} S = {1,27,42,48,61,70,88,105,115} S = {1,27,42,48,61,76,86,103,121} S = {1,27,42,52,66,79,88,105,115} S = {1,27,42,52,70,92,109,112,119} S = {1,27,42,52,72,79,82,99,121} S = {1,27,42,52,76,86,103,112,125} S = {1,27,44,50,55,70,92,107,113} S = {1,27,44,50,55,78,84,99,121} S = {1,27,44,50,66,87,88,107,113} S = {1,27,44,50,70,92,104,111,117} S = {1,27,44,50,74,80,87,99,121} S = {1,27,44,50,78,84,103,104,125} S = {1,27,44,54,66,71,92,107,113} S = {1,27,44,54,66,79,85,99,120} S = {1,27,44,54,66,79,88,107,117} S = {1,27,44,54,66,85,88,111,113} S = {1,27,44,54,66,92,111,117,120} S = {1,27,44,54,70,88,93,107,113} S = {1,27,44,54,70,88,98,111,117} S = {1,27,44,54,70,92,106,111,113} S = {1,27,44,54,70,92,107,112,117} S = {1,27,44,54,70,93,103,106,112} S = {1,27,44,54,71,74,80,99,125} S = {1,27,44,54,71,74,93,107,112} S = {1,27,44,54,71,80,93,106,113} S = {1,27,44,54,71,92,106,112,125} S = {1,27,44,54,74,79,84,99,121} S = {1,27,44,54,74,80,93,103,121} S = {1,27,44,54,74,84,103,112,125} S = {1,27,44,54,78,80,85,99,121} S = {1,27,44,54,78,80,103,106,125} S = {1,27,44,54,78,84,98,103,121} S = {1,27,44,54,78,84,99,120,125} S = {1,27,44,54,78,85,98,111,120} S = {1,27,44,54,79,84,98,117,120} S = {1,27,44,54,79,85,88,98,121} S = {1,27,44,55,70,92,106,109,112} S = {1,27,44,55,71,82,93,107,113} S = {1,27,44,55,78,84,98,109,120} S = {1,27,44,55,79,82,85,99,121} S = {1,27,45,48,55,70,92,106,113} S = {1,27,45,48,55,78,85,99,121} S = {1,27,45,54,70,92,106,112,119} S = {1,27,45,54,71,72,93,107,113} S = {1,27,45,54,72,79,85,99,121} S = {1,27,45,54,78,84,98,119,120} S = {1,27,45,55,56,70,93,107,113} S = {1,27,45,55,56,78,84,98,121} S = {1,27,46,48,53,70,92,105,115} S = {1,27,46,48,53,76,86,99,121} S = {1,27,46,48,66,85,88,105,115} S = {1,27,46,48,70,92,106,109,119} S = {1,27,46,48,72,82,85,99,121} S = {1,27,46,48,76,86,103,106,125} S = {1,27,46,52,66,71,92,105,115} S = {1,27,46,52,66,77,87,99,120} S = {1,27,46,52,66,77,88,105,119} S = {1,27,46,52,66,87,88,109,115} S = {1,27,46,52,66,92,109,119,120} S = {1,27,46,52,70,88,93,105,115} S = {1,27,46,52,70,88,98,109,119} S = {1,27,46,52,70,92,104,109,115} S = {1,27,46,52,70,92,105,114,119} S = {1,27,46,52,70,93,103,104,114} S = {1,27,46,52,71,72,82,99,125} S = {1,27,46,52,71,72,93,105,114} S = {1,27,46,52,71,82,93,104,115} S = {1,27,46,52,71,92,104,114,125} S = {1,27,46,52,72,77,86,99,121} S = {1,27,46,52,72,82,93,103,121} S = {1,27,46,52,72,86,103,114,125} S = {1,27,46,52,76,82,87,99,121} S = {1,27,46,52,76,82,103,104,125} S = {1,27,46,52,76,86,98,103,121} S = {1,27,46,52,76,86,99,120,125} S = {1,27,46,52,76,87,98,109,120} S = {1,27,46,52,77,86,98,119,120} S = {1,27,46,52,77,87,88,98,121} S = {1,27,46,53,70,92,104,111,114} S = {1,27,46,53,71,80,93,105,115} S = {1,27,46,53,76,86,98,111,120} S = {1,27,46,53,77,80,87,99,121} S = {1,27,47,50,53,70,92,104,115} S = {1,27,47,50,53,76,87,99,121} S = {1,27,47,52,70,92,104,114,117} S = {1,27,47,52,71,74,93,105,115} S = {1,27,47,52,74,77,87,99,121} S = {1,27,47,52,76,86,98,117,120} S = {1,27,47,53,56,70,93,105,115} S = {1,27,47,53,56,76,86,98,121} S = {1,28,31,38,57,74,85,109,114} S = {1,28,31,38,57,77,82,106,117} S = {1,28,31,38,58,74,86,109,113} S = {1,28,31,38,58,78,82,105,117} S = {1,28,31,42,53,70,89,109,114} S = {1,28,31,42,53,77,82,102,121} S = {1,28,31,42,54,70,90,109,113} S = {1,28,31,42,54,78,82,101,121} S = {1,28,31,45,50,70,89,106,117} S = {1,28,31,45,50,74,85,102,121} S = {1,28,31,46,50,70,90,105,117} S = {1,28,31,46,50,74,86,101,121} S = {1,28,32,39,59,74,86,109,113} S = {1,28,32,39,59,78,82,105,117} S = {1,28,32,43,55,70,90,109,113} S = {1,28,32,43,55,78,82,101,121} S = {1,28,32,47,51,70,90,105,117} S = {1,28,32,47,51,74,86,101,121} S = {1,28,34,37,59,78,87,105,112} S = {1,28,34,37,59,79,86,104,113} S = {1,28,34,39,59,75,86,108,113} S = {1,28,34,39,59,78,83,105,116} S = {1,28,34,41,55,78,91,101,112} S = {1,28,34,41,55,79,90,100,113} S = {1,28,34,43,55,71,90,108,113} S = {1,28,34,43,55,78,83,101,120} S = {1,28,34,47,49,86,91,101,104} S = {1,28,34,47,49,87,90,100,105} S = {1,28,34,47,51,71,90,105,116} S = {1,28,34,47,51,75,86,101,120} S = {1,28,34,47,55,70,91,101,120} S = {1,28,34,47,55,71,90,100,121} S = {1,28,34,47,59,74,87,105,116} S = {1,28,34,47,59,75,86,104,117} S = {1,28,34,47,70,75,101,104,115} S = {1,28,34,47,71,74,100,105,115} S = {1,28,34,47,76,86,91,117,120} S = {1,28,34,47,76,87,90,116,121} S = {1,28,34,55,59,78,83,109,112} S = {1,28,34,55,59,79,82,108,113} S = {1,28,34,55,70,83,101,107,112} S = {1,28,34,55,71,82,100,107,113} S = {1,28,34,55,78,84,91,109,120} S = {1,28,34,55,79,84,90,108,121} S = {1,28,34,59,74,83,103,105,112} S = {1,28,34,59,75,82,103,104,113} S = {1,28,34,59,78,87,88,109,116} S = {1,28,34,59,79,86,88,108,117} S = {1,28,34,63,70,74,83,109,112} S = {1,28,34,63,70,75,82,104,117} S = {1,28,34,63,70,75,83,101,120} S = {1,28,34,63,70,91,101,104,112} S = {1,28,34,63,70,91,109,117,120} S = {1,28,34,63,71,74,82,100,121} S = {1,28,34,63,71,74,83,105,116} S = {1,28,34,63,71,75,82,108,113} S = {1,28,34,63,71,90,100,105,113} S = {1,28,34,63,71,90,108,116,121} S = {1,28,34,63,74,87,100,105,112} S = {1,28,34,63,74,87,109,116,121} S = {1,28,34,63,75,86,101,104,113} S = {1,28,34,63,75,86,108,117,120} S = {1,28,34,63,78,83,101,105,112} S = {1,28,34,63,78,83,109,116,120} S = {1,28,34,63,78,86,91,101,120} S = {1,28,34,63,78,87,90,105,116} S = {1,28,34,63,78,87,91,109,112} S = {1,28,34,63,79,82,100,104,113} S = {1,28,34,63,79,82,108,117,121} S = {1,28,34,63,79,86,90,108,113} S = {1,28,34,63,79,86,91,104,117} S = {1,28,34,63,79,87,90,100,121} S = {1,28,36,42,57,72,87,109,112} S = {1,28,36,42,57,79,82,104,119} S = {1,28,36,47,57,74,87,109,114} S = {1,28,36,47,57,77,82,104,117} S = {1,28,36,50,57,74,87,111,112} S = {1,28,36,50,57,79,80,104,117} S = {1,28,36,55,57,74,85,109,112} S = {1,28,36,55,57,79,82,106,117} S = {1,28,36,59,70,72,85,109,112} S = {1,28,36,59,70,77,80,104,117} S = {1,28,36,59,74,87,111,114,121} S = {1,28,36,59,79,82,106,119,121} S = {1,28,37,42,51,70,95,105,112} S = {1,28,37,42,51,79,86,96,121} S = {1,28,37,43,50,70,95,104,113} S = {1,28,37,43,50,78,87,96,121} S = {1,28,38,40,53,68,91,109,112} S = {1,28,38,40,53,79,82,100,123} S = {1,28,38,41,51,74,95,101,112} S = {1,28,38,41,51,79,90,96,117} S = {1,28,38,42,51,66,95,109,112} S = {1,28,38,42,51,79,82,96,125} S = {1,28,38,42,63,78,83,109,112} S = {1,28,38,42,63,79,82,108,113} S = {1,28,38,43,49,82,95,101,104} S = {1,28,38,43,49,87,90,96,109} S = {1,28,38,43,50,66,95,104,117} S = {1,28,38,43,50,74,87,96,125} S = {1,28,38,43,51,66,95,101,120} S = {1,28,38,43,51,71,90,96,125} S = {1,28,38,43,55,71,90,109,112} S = {1,28,38,43,55,79,82,101,120} S = {1,28,38,43,66,79,101,104,115} S = {1,28,38,43,71,74,96,109,115} S = {1,28,38,43,76,82,95,117,120} S = {1,28,38,43,76,87,90,112,125} S = {1,28,38,45,48,68,91,104,117} S = {1,28,38,45,48,74,87,100,123} S = {1,28,38,47,51,71,90,104,117} S = {1,28,38,47,51,74,87,101,120} S = {1,28,38,47,58,74,87,108,113} S = {1,28,38,47,58,78,83,104,117} S = {1,28,38,50,63,74,87,105,116} S = {1,28,38,50,63,75,86,104,117} S = {1,28,38,51,66,87,101,107,112} S = {1,28,38,51,71,82,96,107,117} S = {1,28,38,51,74,84,95,109,120} S = {1,28,38,51,79,84,90,104,125} S = {1,28,38,55,58,75,86,109,112} S = {1,28,38,55,58,79,82,105,116} S = {1,28,38,56,63,74,83,109,116} S = {1,28,38,56,63,75,82,108,117} S = {1,28,38,57,72,85,91,109,112} S = {1,28,38,57,74,87,100,111,114} S = {1,28,38,57,77,80,91,104,117} S = {1,28,38,57,79,82,100,106,119} S = {1,28,38,58,61,75,87,108,112} S = {1,28,38,58,61,79,83,104,116} S = {1,28,38,58,63,75,86,108,113} S = {1,28,38,58,63,78,83,105,116} S = {1,28,38,58,64,75,87,109,113} S = {1,28,38,58,64,79,83,105,117} S = {1,28,38,58,74,86,108,112,127} S = {1,28,38,58,78,82,104,116,127} S = {1,28,38,59,66,79,87,101,120} S = {1,28,38,59,66,95,101,104,112} S = {1,28,38,59,66,95,109,117,120} S = {1,28,38,59,71,74,82,96,125} S = {1,28,38,59,71,90,96,109,117} S = {1,28,38,59,71,90,104,112,125} S = {1,28,38,59,72,79,85,109,114} S = {1,28,38,59,72,82,85,111,112} S = {1,28,38,59,72,87,111,114,117} S = {1,28,38,59,74,77,80,104,119} S = {1,28,38,59,74,79,83,105,116} S = {1,28,38,59,74,79,86,108,113} S = {1,28,38,59,74,82,95,101,120} S = {1,28,38,59,74,85,104,111,114} S = {1,28,38,59,75,82,87,108,113} S = {1,28,38,59,75,86,104,109,113} S = {1,28,38,59,75,86,108,112,117} S = {1,28,38,59,77,80,87,106,117} S = {1,28,38,59,77,82,106,112,119} S = {1,28,38,59,78,82,87,105,116} S = {1,28,38,59,78,83,104,109,116} S = {1,28,38,59,78,83,105,112,117} S = {1,28,38,59,79,80,106,109,119} S = {1,28,38,59,79,87,90,96,125} S = {1,28,38,63,69,74,83,105,112} S = {1,28,38,63,69,75,82,104,113} S = {1,28,38,63,78,87,109,116,122} S = {1,28,38,63,79,86,108,117,122} S = {1,28,39,41,50,74,95,100,113} S = {1,28,39,41,50,78,91,96,117} S = {1,28,39,42,49,82,95,100,105} S = {1,28,39,42,49,86,91,96,109} S = {1,28,39,42,50,66,95,100,121} S = {1,28,39,42,50,70,91,96,125} S = {1,28,39,42,51,66,95,105,116} S = {1,28,39,42,51,75,86,96,125} S = {1,28,39,42,59,75,86,109,112} S = {1,28,39,42,59,79,82,105,116} S = {1,28,39,42,66,79,100,105,115} S = {1,28,39,42,70,75,96,109,115} S = {1,28,39,42,76,82,95,116,121} S = {1,28,39,42,76,86,91,112,125} S = {1,28,39,43,50,66,95,108,113} S = {1,28,39,43,50,78,83,96,125} S = {1,28,39,50,59,74,87,108,113} S = {1,28,39,50,59,78,83,104,117} S = {1,28,39,50,66,87,100,107,113} S = {1,28,39,50,70,83,96,107,117} S = {1,28,39,50,74,84,95,108,121} S = {1,28,39,50,78,84,91,104,125} S = {1,28,39,58,66,75,87,108,113} S = {1,28,39,58,66,79,83,105,116} S = {1,28,39,58,66,79,87,100,121} S = {1,28,39,58,66,95,100,105,113} S = {1,28,39,58,66,95,108,116,121} S = {1,28,39,58,70,75,83,96,125} S = {1,28,39,58,70,75,87,109,112} S = {1,28,39,58,70,79,83,104,117} S = {1,28,39,58,70,91,96,109,117} S = {1,28,39,58,70,91,104,112,125} S = {1,28,39,58,74,82,95,100,121} S = {1,28,39,58,74,86,91,109,112} S = {1,28,39,58,74,86,95,108,113} S = {1,28,39,58,74,87,100,109,113} S = {1,28,39,58,74,87,108,112,121} S = {1,28,39,58,75,86,96,109,113} S = {1,28,39,58,75,86,108,112,125} S = {1,28,39,58,78,82,91,104,117} S = {1,28,39,58,78,82,95,105,116} S = {1,28,39,58,78,83,96,105,117} S = {1,28,39,58,78,83,104,116,125} S = {1,28,39,58,78,86,91,96,125} S = {1,28,39,58,79,82,100,105,117} S = {1,28,39,58,79,82,104,116,121} S = {1,28,39,59,74,86,93,108,112} S = {1,28,39,59,75,87,98,109,113} S = {1,28,39,59,78,82,93,104,116} S = {1,28,39,59,79,83,98,105,117} S = {1,28,40,47,53,70,91,109,114} S = {1,28,40,47,53,77,82,100,121} S = {1,28,40,50,53,70,91,111,112} S = {1,28,40,50,53,79,80,100,121} S = {1,28,40,53,59,70,89,109,112} S = {1,28,40,53,59,79,82,102,121} S = {1,28,40,55,68,74,89,109,112} S = {1,28,40,55,70,91,111,114,117} S = {1,28,40,55,74,77,80,100,121} S = {1,28,40,55,79,82,102,117,123} S = {1,28,42,45,48,70,91,104,119} S = {1,28,42,45,48,72,87,100,121} S = {1,28,42,47,51,70,91,105,116} S = {1,28,42,47,51,75,86,100,121} S = {1,28,42,47,54,70,91,108,113} S = {1,28,42,47,54,78,83,100,121} S = {1,28,42,50,63,70,91,101,120} S = {1,28,42,50,63,71,90,100,121} S = {1,28,42,51,66,91,103,105,112} S = {1,28,42,51,70,88,95,109,116} S = {1,28,42,51,75,82,96,103,121} S = {1,28,42,51,79,86,88,100,125} S = {1,28,42,52,63,70,83,109,120} S = {1,28,42,52,63,71,82,108,121} S = {1,28,42,53,68,87,89,109,112} S = {1,28,42,53,70,91,104,111,114} S = {1,28,42,53,77,80,87,100,121} S = {1,28,42,53,79,82,102,104,123} S = {1,28,42,54,59,71,90,109,112} S = {1,28,42,54,59,79,82,101,120} S = {1,28,42,54,61,71,91,108,112} S = {1,28,42,54,61,79,83,100,120} S = {1,28,42,54,63,71,90,108,113} S = {1,28,42,54,63,78,83,101,120} S = {1,28,42,54,64,71,91,109,113} S = {1,28,42,54,64,79,83,101,121} S = {1,28,42,54,70,90,108,112,127} S = {1,28,42,54,78,82,100,120,127} S = {1,28,42,55,66,79,91,105,116} S = {1,28,42,55,66,95,100,105,112} S = {1,28,42,55,66,95,109,116,121} S = {1,28,42,55,68,79,89,109,114} S = {1,28,42,55,68,82,89,111,112} S = {1,28,42,55,68,91,111,114,121} S = {1,28,42,55,70,75,82,96,125} S = {1,28,42,55,70,77,80,100,123} S = {1,28,42,55,70,79,83,101,120} S = {1,28,42,55,70,79,90,108,113} S = {1,28,42,55,70,82,95,105,116} S = {1,28,42,55,70,89,100,111,114} S = {1,28,42,55,71,82,91,108,113} S = {1,28,42,55,71,90,100,109,113} S = {1,28,42,55,71,90,108,112,121} S = {1,28,42,55,75,86,96,109,121} S = {1,28,42,55,75,86,100,112,125} S = {1,28,42,55,77,80,91,102,121} S = {1,28,42,55,77,82,102,112,123} S = {1,28,42,55,78,82,91,101,120} S = {1,28,42,55,78,83,100,109,120} S = {1,28,42,55,78,83,101,112,121} S = {1,28,42,55,79,80,102,109,123} S = {1,28,42,55,79,86,91,96,125} S = {1,28,42,63,70,73,83,101,112} S = {1,28,42,63,71,73,82,100,113} S = {1,28,42,63,78,91,109,118,120} S = {1,28,42,63,79,90,108,118,121} S = {1,28,43,50,55,70,91,108,113} S = {1,28,43,50,55,78,83,100,121} S = {1,28,43,50,66,91,103,104,113} S = {1,28,43,50,70,88,95,108,117} S = {1,28,43,50,74,83,96,103,121} S = {1,28,43,50,78,87,88,100,125} S = {1,28,43,54,66,71,91,108,113} S = {1,28,43,54,66,79,83,101,120} S = {1,28,43,54,66,79,91,104,117} S = {1,28,43,54,66,95,101,104,113} S = {1,28,43,54,66,95,108,117,120} S = {1,28,43,54,70,82,95,104,117} S = {1,28,43,54,70,87,90,109,112} S = {1,28,43,54,70,90,95,108,113} S = {1,28,43,54,70,91,104,109,113} S = {1,28,43,54,70,91,108,112,117} S = {1,28,43,54,71,74,83,96,125} S = {1,28,43,54,71,74,91,109,112} S = {1,28,43,54,71,90,96,109,113} S = {1,28,43,54,71,90,108,112,125} S = {1,28,43,54,74,79,83,100,121} S = {1,28,43,54,74,87,96,109,121} S = {1,28,43,54,74,87,100,112,125} S = {1,28,43,54,78,82,87,100,121} S = {1,28,43,54,78,82,95,101,120} S = {1,28,43,54,78,83,96,101,121} S = {1,28,43,54,78,83,100,120,125} S = {1,28,43,54,78,87,90,96,125} S = {1,28,43,54,79,82,100,117,120} S = {1,28,43,54,79,82,101,104,121} S = {1,28,43,55,70,90,93,108,112} S = {1,28,43,55,71,91,98,109,113} S = {1,28,43,55,78,82,93,100,120} S = {1,28,43,55,79,83,98,101,121} S = {1,28,44,50,63,70,75,117,120} S = {1,28,44,50,63,71,74,116,121} S = {1,28,44,54,59,66,79,117,120} S = {1,28,44,54,59,71,74,112,125} S = {1,28,44,55,58,66,79,116,121} S = {1,28,44,55,58,70,75,112,125} S = {1,28,45,48,55,70,91,106,117} S = {1,28,45,48,55,74,85,100,121} S = {1,28,45,48,59,70,89,104,117} S = {1,28,45,48,59,74,87,102,121} S = {1,28,45,50,68,79,89,104,117} S = {1,28,45,50,70,91,106,112,119} S = {1,28,45,50,72,79,85,100,121} S = {1,28,45,50,74,87,102,112,123} S = {1,28,46,50,55,70,91,105,116} S = {1,28,46,50,55,75,86,100,121} S = {1,28,46,50,59,71,90,104,117} S = {1,28,46,50,59,74,87,101,120} S = {1,28,46,50,61,71,91,104,116} S = {1,28,46,50,61,75,87,100,120} S = {1,28,46,50,63,71,90,105,116} S = {1,28,46,50,63,75,86,101,120} S = {1,28,46,50,64,71,91,105,117} S = {1,28,46,50,64,75,87,101,121} S = {1,28,46,50,70,90,104,116,127} S = {1,28,46,50,74,86,100,120,127} S = {1,28,46,51,66,71,91,105,116} S = {1,28,46,51,66,75,87,101,120} S = {1,28,46,51,66,87,91,109,112} S = {1,28,46,51,66,95,101,105,112} S = {1,28,46,51,66,95,109,116,120} S = {1,28,46,51,70,74,95,109,112} S = {1,28,46,51,70,79,90,104,117} S = {1,28,46,51,70,90,95,105,116} S = {1,28,46,51,70,91,104,109,116} S = {1,28,46,51,70,91,105,112,117} S = {1,28,46,51,71,75,82,96,125} S = {1,28,46,51,71,82,91,104,117} S = {1,28,46,51,71,90,96,105,117} S = {1,28,46,51,71,90,104,116,125} S = {1,28,46,51,74,79,86,100,121} S = {1,28,46,51,74,86,95,101,120} S = {1,28,46,51,74,87,100,109,120} S = {1,28,46,51,74,87,101,112,121} S = {1,28,46,51,75,82,87,100,121} S = {1,28,46,51,75,86,96,101,121} S = {1,28,46,51,75,86,100,120,125} S = {1,28,46,51,79,82,96,117,121} S = {1,28,46,51,79,82,100,104,125} S = {1,28,46,51,79,86,90,96,125} S = {1,28,46,52,59,66,87,109,120} S = {1,28,46,52,59,71,82,104,125} S = {1,28,46,54,59,66,95,101,120} S = {1,28,46,54,59,71,90,96,125} S = {1,28,46,55,56,66,91,109,116} S = {1,28,46,55,56,75,82,100,125} S = {1,28,46,55,58,66,95,105,116} S = {1,28,46,55,58,75,86,96,125} S = {1,28,46,55,59,66,95,109,112} S = {1,28,46,55,59,79,82,96,125} S = {1,28,46,55,66,69,91,105,112} S = {1,28,46,55,69,75,82,96,121} S = {1,28,46,55,70,95,109,116,122} S = {1,28,46,55,79,86,100,122,125} S = {1,28,46,59,66,73,87,101,112} S = {1,28,46,59,71,73,82,96,117} S = {1,28,46,59,74,95,109,118,120} S = {1,28,46,59,79,90,104,118,125} S = {1,28,47,48,68,82,89,104,117} S = {1,28,47,48,70,91,106,109,119} S = {1,28,47,48,72,82,85,100,121} S = {1,28,47,48,74,87,102,109,123} S = {1,28,47,50,66,87,91,108,113} S = {1,28,47,50,66,95,100,104,113} S = {1,28,47,50,66,95,108,117,121} S = {1,28,47,50,68,74,89,104,119} S = {1,28,47,50,68,87,89,106,117} S = {1,28,47,50,68,91,106,119,121} S = {1,28,47,50,70,72,85,100,123} S = {1,28,47,50,70,74,83,96,125} S = {1,28,47,50,70,74,95,108,113} S = {1,28,47,50,70,75,87,101,120} S = {1,28,47,50,70,87,90,105,116} S = {1,28,47,50,70,89,100,106,119} S = {1,28,47,50,71,74,91,105,116} S = {1,28,47,50,71,90,100,105,117} S = {1,28,47,50,71,90,104,116,121} S = {1,28,47,50,72,85,91,102,121} S = {1,28,47,50,72,87,102,117,123} S = {1,28,47,50,74,85,102,104,123} S = {1,28,47,50,74,86,91,101,120} S = {1,28,47,50,75,86,100,117,120} S = {1,28,47,50,75,86,101,104,121} S = {1,28,47,50,78,83,96,117,121} S = {1,28,47,50,78,83,100,104,125} S = {1,28,47,50,78,87,91,96,125} S = {1,28,47,51,70,90,93,104,116} S = {1,28,47,51,71,91,98,105,117} S = {1,28,47,51,74,86,93,100,120} S = {1,28,47,51,75,87,98,101,121} S = {1,28,47,52,58,66,87,108,121} S = {1,28,47,52,58,70,83,104,125} S = {1,28,47,54,56,66,91,108,117} S = {1,28,47,54,56,74,83,100,125} S = {1,28,47,54,58,66,95,108,113} S = {1,28,47,54,58,78,83,96,125} S = {1,28,47,54,59,66,95,104,117} S = {1,28,47,54,59,74,87,96,125} S = {1,28,47,54,66,69,91,104,113} S = {1,28,47,54,69,74,83,96,121} S = {1,28,47,54,70,95,108,117,122} S = {1,28,47,54,78,87,100,122,125} S = {1,28,47,55,58,66,95,100,121} S = {1,28,47,55,58,70,91,96,125} S = {1,28,47,58,66,73,87,100,113} S = {1,28,47,58,70,73,83,96,117} S = {1,28,47,58,74,95,108,118,121} S = {1,28,47,58,78,91,104,118,125} S = {1,28,50,63,70,75,81,101,104} S = {1,28,50,63,71,74,81,100,105} S = {1,28,50,63,86,91,110,117,120} S = {1,28,50,63,87,90,110,116,121} S = {1,28,54,59,66,79,81,101,104} S = {1,28,54,59,71,74,81,96,109} S = {1,28,54,59,82,95,110,117,120} S = {1,28,54,59,87,90,110,112,125} S = {1,28,55,58,66,79,81,100,105} S = {1,28,55,58,70,75,81,96,109} S = {1,28,55,58,82,95,110,116,121} S = {1,28,55,58,86,91,110,112,125} S = {1,29,36,39,58,74,86,109,113} S = {1,29,36,39,58,78,82,105,117} S = {1,29,36,43,55,71,90,109,113} S = {1,29,36,43,55,78,82,101,120} S = {1,29,36,43,56,72,86,109,113} S = {1,29,36,43,56,78,82,105,119} S = {1,29,36,47,51,71,90,105,117} S = {1,29,36,47,51,74,86,101,120} S = {1,29,36,47,56,74,86,109,115} S = {1,29,36,47,56,76,82,105,117} S = {1,29,36,51,56,74,86,111,113} S = {1,29,36,51,56,78,80,105,117} S = {1,29,36,55,56,74,84,109,113} S = {1,29,36,55,56,78,82,107,117} S = {1,29,36,58,71,72,84,109,113} S = {1,29,36,58,71,76,80,105,117} S = {1,29,36,58,74,86,111,115,120} S = {1,29,36,58,78,82,107,119,120} S = {1,29,38,56,59,74,86,109,113} S = {1,29,38,56,59,78,82,105,117} S = {1,29,38,56,72,84,91,109,113} S = {1,29,38,56,74,86,100,111,115} S = {1,29,38,56,76,80,91,105,117} S = {1,29,38,56,78,82,100,107,119} S = {1,29,38,58,72,75,86,109,113} S = {1,29,38,58,72,79,83,105,116} S = {1,29,38,58,72,79,84,109,115} S = {1,29,38,58,72,83,84,111,113} S = {1,29,38,58,72,86,111,115,116} S = {1,29,38,58,74,84,87,109,113} S = {1,29,38,58,74,84,104,111,115} S = {1,29,38,58,74,86,108,111,113} S = {1,29,38,58,74,86,109,112,115} S = {1,29,38,58,74,87,107,108,112} S = {1,29,38,58,75,76,80,105,119} S = {1,29,38,58,75,76,87,109,112} S = {1,29,38,58,75,80,87,108,113} S = {1,29,38,58,75,86,108,112,119} S = {1,29,38,58,76,79,82,105,117} S = {1,29,38,58,76,80,87,107,117} S = {1,29,38,58,76,82,107,112,119} S = {1,29,38,58,78,80,83,105,117} S = {1,29,38,58,78,80,107,108,119} S = {1,29,38,58,78,82,104,107,117} S = {1,29,38,58,78,82,105,116,119} S = {1,29,38,58,78,83,104,111,116} S = {1,29,38,58,79,82,104,115,116} S = {1,29,38,58,79,83,84,104,117} S = {1,29,38,59,74,86,103,108,112} S = {1,29,38,59,75,87,88,109,113} S = {1,29,38,59,78,82,103,104,116} S = {1,29,38,59,79,83,88,105,117} S = {1,29,39,40,52,68,90,109,113} S = {1,29,39,40,52,78,82,101,123} S = {1,29,39,40,59,75,86,109,113} S = {1,29,39,40,59,78,82,105,116} S = {1,29,39,44,48,68,90,105,117} S = {1,29,39,44,48,74,86,101,123} S = {1,29,39,44,59,74,86,109,112} S = {1,29,39,44,59,79,82,105,117} S = {1,29,39,48,59,74,86,108,113} S = {1,29,39,48,59,78,83,105,117} S = {1,29,39,52,59,74,87,109,113} S = {1,29,39,52,59,78,82,104,117} S = {1,29,39,58,68,75,87,109,113} S = {1,29,39,58,68,79,83,105,117} S = {1,29,39,58,74,86,108,112,123} S = {1,29,39,58,78,82,104,116,123} S = {1,29,40,43,54,70,90,109,113} S = {1,29,40,43,54,78,82,101,121} S = {1,29,40,47,51,70,90,105,116} S = {1,29,40,47,51,75,86,101,121} S = {1,29,40,47,52,70,90,109,115} S = {1,29,40,47,52,76,82,101,121} S = {1,29,40,51,52,70,90,111,113} S = {1,29,40,51,52,78,80,101,121} S = {1,29,40,52,59,70,88,109,113} S = {1,29,40,52,59,78,82,103,121} S = {1,29,40,54,68,75,88,109,113} S = {1,29,40,54,70,90,111,115,116} S = {1,29,40,54,75,76,80,101,121} S = {1,29,40,54,78,82,103,116,123} S = {1,29,42,52,55,70,90,109,113} S = {1,29,42,52,55,78,82,101,121} S = {1,29,42,52,68,87,88,109,113} S = {1,29,42,52,70,90,104,111,115} S = {1,29,42,52,76,80,87,101,121} S = {1,29,42,52,78,82,103,104,123} S = {1,29,42,54,68,71,90,109,113} S = {1,29,42,54,68,79,83,101,120} S = {1,29,42,54,68,79,88,109,115} S = {1,29,42,54,68,83,88,111,113} S = {1,29,42,54,68,90,111,115,120} S = {1,29,42,54,70,88,91,109,113} S = {1,29,42,54,70,88,100,111,115} S = {1,29,42,54,70,90,108,111,113} S = {1,29,42,54,70,90,109,112,115} S = {1,29,42,54,70,91,103,108,112} S = {1,29,42,54,71,76,80,101,123} S = {1,29,42,54,71,76,91,109,112} S = {1,29,42,54,71,80,91,108,113} S = {1,29,42,54,71,90,108,112,123} S = {1,29,42,54,76,79,82,101,121} S = {1,29,42,54,76,80,91,103,121} S = {1,29,42,54,76,82,103,112,123} S = {1,29,42,54,78,80,83,101,121} S = {1,29,42,54,78,80,103,108,123} S = {1,29,42,54,78,82,100,103,121} S = {1,29,42,54,78,82,101,120,123} S = {1,29,42,54,78,83,100,111,120} S = {1,29,42,54,79,82,100,115,120} S = {1,29,42,54,79,83,88,100,121} S = {1,29,42,55,70,90,107,108,112} S = {1,29,42,55,71,84,91,109,113} S = {1,29,42,55,78,82,100,107,120} S = {1,29,42,55,79,83,84,101,121} S = {1,29,43,44,48,70,90,105,119} S = {1,29,43,44,48,72,86,101,121} S = {1,29,43,44,55,70,90,109,112} S = {1,29,43,44,55,79,82,101,121} S = {1,29,43,48,55,70,90,108,113} S = {1,29,43,48,55,78,83,101,121} S = {1,29,43,54,70,90,108,112,119} S = {1,29,43,54,71,72,91,109,113} S = {1,29,43,54,72,79,83,101,121} S = {1,29,43,54,78,82,100,119,120} S = {1,29,43,55,56,70,91,109,113} S = {1,29,43,55,56,78,82,100,121} S = {1,29,44,47,50,70,90,105,117} S = {1,29,44,47,50,74,86,101,121} S = {1,29,44,48,55,70,90,107,117} S = {1,29,44,48,55,74,84,101,121} S = {1,29,44,48,59,70,88,105,117} S = {1,29,44,48,59,74,86,103,121} S = {1,29,44,50,68,79,88,105,117} S = {1,29,44,50,70,90,107,112,119} S = {1,29,44,50,72,79,84,101,121} S = {1,29,44,50,74,86,103,112,123} S = {1,29,46,48,51,70,90,105,117} S = {1,29,46,48,51,74,86,101,121} S = {1,29,46,48,68,83,88,105,117} S = {1,29,46,48,70,90,107,108,119} S = {1,29,46,48,72,83,84,101,121} S = {1,29,46,48,74,86,103,108,123} S = {1,29,46,50,68,71,90,105,117} S = {1,29,46,50,68,75,87,101,120} S = {1,29,46,50,68,75,88,105,119} S = {1,29,46,50,68,87,88,107,117} S = {1,29,46,50,68,90,107,119,120} S = {1,29,46,50,70,88,91,105,117} S = {1,29,46,50,70,88,100,107,119} S = {1,29,46,50,70,90,104,107,117} S = {1,29,46,50,70,90,105,116,119} S = {1,29,46,50,70,91,103,104,116} S = {1,29,46,50,71,72,84,101,123} S = {1,29,46,50,71,72,91,105,116} S = {1,29,46,50,71,84,91,104,117} S = {1,29,46,50,71,90,104,116,123} S = {1,29,46,50,72,75,86,101,121} S = {1,29,46,50,72,84,91,103,121} S = {1,29,46,50,72,86,103,116,123} S = {1,29,46,50,74,84,87,101,121} S = {1,29,46,50,74,84,103,104,123} S = {1,29,46,50,74,86,100,103,121} S = {1,29,46,50,74,86,101,120,123} S = {1,29,46,50,74,87,100,107,120} S = {1,29,46,50,75,86,100,119,120} S = {1,29,46,50,75,87,88,100,121} S = {1,29,46,51,70,90,104,111,116} S = {1,29,46,51,71,80,91,105,117} S = {1,29,46,51,74,86,100,111,120} S = {1,29,46,51,75,80,87,101,121} S = {1,29,47,50,70,90,104,115,116} S = {1,29,47,50,71,76,91,105,117} S = {1,29,47,50,74,86,100,115,120} S = {1,29,47,50,75,76,87,101,121} S = {1,29,47,51,52,70,90,104,117} S = {1,29,47,51,52,74,87,101,121} S = {1,29,47,51,56,70,91,105,117} S = {1,29,47,51,56,74,86,100,121} S = {1,30,32,39,57,74,84,109,115} S = {1,30,32,39,57,76,82,107,117} S = {1,30,32,43,53,70,88,109,115} S = {1,30,32,43,53,76,82,103,121} S = {1,30,32,45,51,70,88,107,117} S = {1,30,32,45,51,74,84,103,121} S = {1,30,34,36,57,72,87,111,112} S = {1,30,34,36,57,79,80,104,119} S = {1,30,34,37,57,76,87,107,112} S = {1,30,34,37,57,79,84,104,115} S = {1,30,34,39,57,75,84,108,115} S = {1,30,34,39,57,76,83,107,116} S = {1,30,34,40,53,68,91,111,112} S = {1,30,34,40,53,79,80,100,123} S = {1,30,34,41,53,76,91,103,112} S = {1,30,34,41,53,79,88,100,115} S = {1,30,34,43,53,71,88,108,115} S = {1,30,34,43,53,76,83,103,120} S = {1,30,34,45,48,68,91,104,119} S = {1,30,34,45,48,72,87,100,123} S = {1,30,34,45,49,84,91,103,104} S = {1,30,34,45,49,87,88,100,107} S = {1,30,34,45,51,71,88,107,116} S = {1,30,34,45,51,75,84,103,120} S = {1,30,34,45,53,68,91,103,120} S = {1,30,34,45,53,71,88,100,123} S = {1,30,34,45,57,72,87,107,116} S = {1,30,34,45,57,75,84,104,119} S = {1,30,34,45,68,75,103,104,113} S = {1,30,34,45,71,72,100,107,113} S = {1,30,34,45,78,84,91,119,120} S = {1,30,34,45,78,87,88,116,123} S = {1,30,34,53,57,76,83,111,112} S = {1,30,34,53,57,79,80,108,115} S = {1,30,34,53,68,83,103,105,112} S = {1,30,34,53,71,80,100,105,115} S = {1,30,34,53,76,86,91,111,120} S = {1,30,34,53,79,86,88,108,123} S = {1,30,34,57,72,83,101,107,112} S = {1,30,34,57,75,80,101,104,115} S = {1,30,34,57,76,87,90,111,116} S = {1,30,34,57,79,84,90,108,119} S = {1,30,34,61,68,72,83,111,112} S = {1,30,34,61,68,75,80,104,119} S = {1,30,34,61,68,75,83,103,120} S = {1,30,34,61,68,91,103,104,112} S = {1,30,34,61,68,91,111,119,120} S = {1,30,34,61,71,72,80,100,123} S = {1,30,34,61,71,72,83,107,116} S = {1,30,34,61,71,75,80,108,115} S = {1,30,34,61,71,88,100,107,115} S = {1,30,34,61,71,88,108,116,123} S = {1,30,34,61,72,87,100,107,112} S = {1,30,34,61,72,87,111,116,123} S = {1,30,34,61,75,84,103,104,115} S = {1,30,34,61,75,84,108,119,120} S = {1,30,34,61,76,83,103,107,112} S = {1,30,34,61,76,83,111,116,120} S = {1,30,34,61,76,84,91,103,120} S = {1,30,34,61,76,87,88,107,116} S = {1,30,34,61,76,87,91,111,112} S = {1,30,34,61,79,80,100,104,115} S = {1,30,34,61,79,80,108,119,123} S = {1,30,34,61,79,84,88,108,115} S = {1,30,34,61,79,84,91,104,119} S = {1,30,34,61,79,87,88,100,123} S = {1,30,35,36,57,74,87,109,112} S = {1,30,35,36,57,79,82,104,117} S = {1,30,35,40,53,70,91,109,112} S = {1,30,35,40,53,79,82,100,121} S = {1,30,35,45,48,70,91,104,117} S = {1,30,35,45,48,74,87,100,121} S = {1,30,36,39,57,74,85,109,114} S = {1,30,36,39,57,77,82,106,117} S = {1,30,36,40,51,66,93,111,112} S = {1,30,36,40,51,79,80,98,125} S = {1,30,36,41,51,74,93,103,112} S = {1,30,36,41,51,79,88,98,117} S = {1,30,36,43,48,66,93,104,119} S = {1,30,36,43,48,72,87,98,125} S = {1,30,36,43,49,82,93,103,104} S = {1,30,36,43,49,87,88,98,109} S = {1,30,36,43,51,66,93,103,120} S = {1,30,36,43,51,71,88,98,125} S = {1,30,36,43,53,71,88,109,114} S = {1,30,36,43,53,77,82,103,120} S = {1,30,36,43,57,72,87,109,114} S = {1,30,36,43,57,77,82,104,119} S = {1,30,36,43,66,77,103,104,113} S = {1,30,36,43,71,72,98,109,113} S = {1,30,36,43,78,82,93,119,120} S = {1,30,36,43,78,87,88,114,125} S = {1,30,36,45,51,71,88,106,117} S = {1,30,36,45,51,74,85,103,120} S = {1,30,36,51,57,74,85,111,112} S = {1,30,36,51,57,79,80,106,117} S = {1,30,36,51,66,85,103,105,112} S = {1,30,36,51,71,80,98,105,117} S = {1,30,36,51,74,86,93,111,120} S = {1,30,36,51,79,86,88,106,125} S = {1,30,36,57,72,85,99,109,112} S = {1,30,36,57,74,87,92,111,114} S = {1,30,36,57,77,80,99,104,117} S = {1,30,36,57,79,82,92,106,119} S = {1,30,36,59,66,72,85,111,112} S = {1,30,36,59,66,77,80,104,119} S = {1,30,36,59,66,77,85,103,120} S = {1,30,36,59,66,93,103,104,112} S = {1,30,36,59,66,93,111,119,120} S = {1,30,36,59,71,72,80,98,125} S = {1,30,36,59,71,72,85,109,114} S = {1,30,36,59,71,77,80,106,117} S = {1,30,36,59,71,88,98,109,117} S = {1,30,36,59,71,88,106,114,125} S = {1,30,36,59,72,87,98,109,112} S = {1,30,36,59,72,87,111,114,125} S = {1,30,36,59,74,82,93,103,120} S = {1,30,36,59,74,85,103,109,112} S = {1,30,36,59,74,85,111,114,120} S = {1,30,36,59,74,87,88,109,114} S = {1,30,36,59,74,87,93,111,112} S = {1,30,36,59,77,82,103,104,117} S = {1,30,36,59,77,82,106,119,120} S = {1,30,36,59,79,80,98,104,117} S = {1,30,36,59,79,80,106,119,125} S = {1,30,36,59,79,82,88,106,117} S = {1,30,36,59,79,82,93,104,119} S = {1,30,36,59,79,87,88,98,125} S = {1,30,37,40,51,70,93,107,112} S = {1,30,37,40,51,79,84,98,121} S = {1,30,37,43,48,70,93,104,115} S = {1,30,37,43,48,76,87,98,121} S = {1,30,38,42,61,76,83,111,112} S = {1,30,38,42,61,79,80,108,115} S = {1,30,38,44,59,74,85,111,112} S = {1,30,38,44,59,79,80,106,117} S = {1,30,38,47,56,74,85,108,115} S = {1,30,38,47,56,76,83,106,117} S = {1,30,38,50,61,72,87,107,116} S = {1,30,38,50,61,75,84,104,119} S = {1,30,38,52,59,72,87,109,114} S = {1,30,38,52,59,77,82,104,119} S = {1,30,38,55,56,75,84,109,114} S = {1,30,38,55,56,77,82,107,116} S = {1,30,38,56,59,74,85,109,114} S = {1,30,38,56,59,77,82,106,117} S = {1,30,38,56,61,75,84,108,115} S = {1,30,38,56,61,76,83,107,116} S = {1,30,38,56,63,75,85,108,114} S = {1,30,38,56,63,77,83,106,116} S = {1,30,38,56,64,75,85,109,115} S = {1,30,38,56,64,77,83,107,117} S = {1,30,38,56,74,84,108,114,127} S = {1,30,38,56,76,82,106,116,127} S = {1,30,38,57,72,75,85,109,114} S = {1,30,38,57,72,77,83,107,116} S = {1,30,38,57,72,83,85,111,112} S = {1,30,38,57,72,87,107,109,112} S = {1,30,38,57,72,87,111,114,116} S = {1,30,38,57,74,76,87,111,112} S = {1,30,38,57,74,79,84,108,115} S = {1,30,38,57,74,84,87,109,114} S = {1,30,38,57,74,85,108,111,114} S = {1,30,38,57,74,85,109,112,115} S = {1,30,38,57,75,77,80,104,119} S = {1,30,38,57,75,80,85,108,115} S = {1,30,38,57,75,84,104,109,115} S = {1,30,38,57,75,84,108,114,119} S = {1,30,38,57,76,79,82,106,117} S = {1,30,38,57,76,82,87,107,116} S = {1,30,38,57,76,83,106,111,116} S = {1,30,38,57,76,83,107,112,117} S = {1,30,38,57,77,80,83,106,117} S = {1,30,38,57,77,82,104,107,117} S = {1,30,38,57,77,82,106,116,119} S = {1,30,38,57,79,80,104,115,117} S = {1,30,38,57,79,80,106,108,119} S = {1,30,38,57,79,82,84,104,119} S = {1,30,38,58,61,72,83,111,116} S = {1,30,38,58,61,75,80,108,119} S = {1,30,38,59,60,72,85,111,114} S = {1,30,38,59,60,77,80,106,119} S = {1,30,38,59,61,72,87,111,112} S = {1,30,38,59,61,79,80,104,119} S = {1,30,38,59,67,72,85,109,112} S = {1,30,38,59,67,77,80,104,117} S = {1,30,38,59,74,87,111,114,124} S = {1,30,38,59,79,82,106,119,124} S = {1,30,38,61,69,72,83,107,112} S = {1,30,38,61,69,75,80,104,115} S = {1,30,38,61,76,87,111,116,122} S = {1,30,38,61,79,84,108,119,122} S = {1,30,39,40,48,66,93,100,123} S = {1,30,39,40,48,68,91,98,125} S = {1,30,39,40,49,82,93,100,107} S = {1,30,39,40,49,84,91,98,109} S = {1,30,39,40,51,66,93,107,116} S = {1,30,39,40,51,75,84,98,125} S = {1,30,39,40,53,68,91,109,114} S = {1,30,39,40,53,77,82,100,123} S = {1,30,39,40,57,75,84,109,114} S = {1,30,39,40,57,77,82,107,116} S = {1,30,39,40,66,77,100,107,113} S = {1,30,39,40,68,75,98,109,113} S = {1,30,39,40,78,82,93,116,123} S = {1,30,39,40,78,84,91,114,125} S = {1,30,39,41,48,74,93,100,115} S = {1,30,39,41,48,76,91,98,117} S = {1,30,39,43,48,66,93,108,115} S = {1,30,39,43,48,76,83,98,125} S = {1,30,39,45,48,68,91,106,117} S = {1,30,39,45,48,74,85,100,123} S = {1,30,39,48,57,74,85,108,115} S = {1,30,39,48,57,76,83,106,117} S = {1,30,39,48,66,85,100,105,115} S = {1,30,39,48,68,83,98,105,117} S = {1,30,39,48,74,86,93,108,123} S = {1,30,39,48,76,86,91,106,125} S = {1,30,39,56,66,75,85,108,115} S = {1,30,39,56,66,77,83,107,116} S = {1,30,39,56,66,77,85,100,123} S = {1,30,39,56,66,93,100,107,115} S = {1,30,39,56,66,93,108,116,123} S = {1,30,39,56,68,75,83,98,125} S = {1,30,39,56,68,75,85,109,114} S = {1,30,39,56,68,77,83,106,117} S = {1,30,39,56,68,91,98,109,117} S = {1,30,39,56,68,91,106,114,125} S = {1,30,39,56,74,82,93,100,123} S = {1,30,39,56,74,84,91,109,114} S = {1,30,39,56,74,84,93,108,115} S = {1,30,39,56,74,85,100,109,115} S = {1,30,39,56,74,85,108,114,123} S = {1,30,39,56,75,84,98,109,115} S = {1,30,39,56,75,84,108,114,125} S = {1,30,39,56,76,82,91,106,117} S = {1,30,39,56,76,82,93,107,116} S = {1,30,39,56,76,83,98,107,117} S = {1,30,39,56,76,83,106,116,125} S = {1,30,39,56,76,84,91,98,125} S = {1,30,39,56,77,82,100,107,117} S = {1,30,39,56,77,82,106,116,123} S = {1,30,39,57,74,84,95,108,114} S = {1,30,39,57,75,85,96,109,115} S = {1,30,39,57,76,82,95,106,116} S = {1,30,39,57,77,83,96,107,117} S = {1,30,40,43,53,70,89,109,114} S = {1,30,40,43,53,77,82,102,121} S = {1,30,40,45,51,70,89,107,116} S = {1,30,40,45,51,75,84,102,121} S = {1,30,40,51,53,70,89,111,112} S = {1,30,40,51,53,79,80,102,121} S = {1,30,40,51,66,89,101,107,112} S = {1,30,40,51,70,90,93,111,116} S = {1,30,40,51,75,80,98,101,121} S = {1,30,40,51,79,84,90,102,125} S = {1,30,40,53,68,89,99,109,112} S = {1,30,40,53,70,91,92,111,114} S = {1,30,40,53,77,80,99,100,121} S = {1,30,40,53,79,82,92,102,123} S = {1,30,40,55,66,68,89,111,112} S = {1,30,40,55,66,77,80,100,123} S = {1,30,40,55,66,77,89,107,116} S = {1,30,40,55,66,93,100,107,112} S = {1,30,40,55,66,93,111,116,123} S = {1,30,40,55,68,75,80,98,125} S = {1,30,40,55,68,75,89,109,114} S = {1,30,40,55,68,91,98,109,112} S = {1,30,40,55,68,91,111,114,125} S = {1,30,40,55,70,82,93,107,116} S = {1,30,40,55,70,84,91,109,114} S = {1,30,40,55,70,89,107,109,112} S = {1,30,40,55,70,89,111,114,116} S = {1,30,40,55,70,91,93,111,112} S = {1,30,40,55,75,77,80,102,121} S = {1,30,40,55,75,84,98,109,121} S = {1,30,40,55,75,84,102,114,125} S = {1,30,40,55,77,82,100,107,121} S = {1,30,40,55,77,82,102,116,123} S = {1,30,40,55,79,80,98,100,121} S = {1,30,40,55,79,80,102,123,125} S = {1,30,40,55,79,82,84,102,121} S = {1,30,40,55,79,82,93,100,123} S = {1,30,40,55,79,84,91,98,125} S = {1,30,42,44,55,70,89,111,112} S = {1,30,42,44,55,79,80,102,121} S = {1,30,42,47,52,70,89,108,115} S = {1,30,42,47,52,76,83,102,121} S = {1,30,42,50,61,68,91,103,120} S = {1,30,42,50,61,71,88,100,123} S = {1,30,42,52,55,70,89,109,114} S = {1,30,42,52,55,77,82,102,121} S = {1,30,42,52,59,71,88,109,114} S = {1,30,42,52,59,77,82,103,120} S = {1,30,42,52,61,71,88,108,115} S = {1,30,42,52,61,76,83,103,120} S = {1,30,42,52,63,71,89,108,114} S = {1,30,42,52,63,77,83,102,120} S = {1,30,42,52,64,71,89,109,115} S = {1,30,42,52,64,77,83,103,121} S = {1,30,42,52,70,88,108,114,127} S = {1,30,42,52,76,82,102,120,127} S = {1,30,42,53,68,71,89,109,114} S = {1,30,42,53,68,77,83,103,120} S = {1,30,42,53,68,83,89,111,112} S = {1,30,42,53,68,91,103,109,112} S = {1,30,42,53,68,91,111,114,120} S = {1,30,42,53,70,76,91,111,112} S = {1,30,42,53,70,79,88,108,115} S = {1,30,42,53,70,88,91,109,114} S = {1,30,42,53,70,89,108,111,114} S = {1,30,42,53,70,89,109,112,115} S = {1,30,42,53,71,77,80,100,123} S = {1,30,42,53,71,80,89,108,115} S = {1,30,42,53,71,88,100,109,115} S = {1,30,42,53,71,88,108,114,123} S = {1,30,42,53,76,79,82,102,121} S = {1,30,42,53,76,82,91,103,120} S = {1,30,42,53,76,83,102,111,120} S = {1,30,42,53,76,83,103,112,121} S = {1,30,42,53,77,80,83,102,121} S = {1,30,42,53,77,82,100,103,121} S = {1,30,42,53,77,82,102,120,123} S = {1,30,42,53,79,80,100,115,121} S = {1,30,42,53,79,80,102,108,123} S = {1,30,42,53,79,82,88,100,123} S = {1,30,42,54,61,68,83,111,120} S = {1,30,42,54,61,71,80,108,123} S = {1,30,42,55,56,68,91,109,114} S = {1,30,42,55,56,77,82,100,123} S = {1,30,42,55,60,68,89,111,114} S = {1,30,42,55,60,77,80,102,123} S = {1,30,42,55,61,68,91,111,112} S = {1,30,42,55,61,79,80,100,123} S = {1,30,42,55,67,68,89,109,112} S = {1,30,42,55,67,77,80,100,121} S = {1,30,42,55,70,91,111,114,124} S = {1,30,42,55,79,82,102,123,124} S = {1,30,42,61,68,73,83,103,112} S = {1,30,42,61,71,73,80,100,115} S = {1,30,42,61,76,91,111,118,120} S = {1,30,42,61,79,88,108,118,123} S = {1,30,43,45,48,70,89,104,119} S = {1,30,43,45,48,72,87,102,121} S = {1,30,43,48,53,70,89,108,115} S = {1,30,43,48,53,76,83,102,121} S = {1,30,43,48,66,89,101,104,115} S = {1,30,43,48,70,90,93,108,119} S = {1,30,43,48,72,83,98,101,121} S = {1,30,43,48,76,87,90,102,125} S = {1,30,43,52,66,71,89,108,115} S = {1,30,43,52,66,77,83,103,120} S = {1,30,43,52,66,77,89,104,119} S = {1,30,43,52,66,93,103,104,115} S = {1,30,43,52,66,93,108,119,120} S = {1,30,43,52,70,82,93,104,119} S = {1,30,43,52,70,87,88,109,114} S = {1,30,43,52,70,88,93,108,115} S = {1,30,43,52,70,89,104,109,115} S = {1,30,43,52,70,89,108,114,119} S = {1,30,43,52,71,72,83,98,125} S = {1,30,43,52,71,72,89,109,114} S = {1,30,43,52,71,88,98,109,115} S = {1,30,43,52,71,88,108,114,125} S = {1,30,43,52,72,77,83,102,121} S = {1,30,43,52,72,87,98,109,121} S = {1,30,43,52,72,87,102,114,125} S = {1,30,43,52,76,82,87,102,121} S = {1,30,43,52,76,82,93,103,120} S = {1,30,43,52,76,83,98,103,121} S = {1,30,43,52,76,83,102,120,125} S = {1,30,43,52,76,87,88,98,125} S = {1,30,43,52,77,82,102,119,120} S = {1,30,43,52,77,82,103,104,121} S = {1,30,43,53,70,88,95,108,114} S = {1,30,43,53,71,89,96,109,115} S = {1,30,43,53,76,82,95,102,120} S = {1,30,43,53,77,83,96,103,121} S = {1,30,44,47,50,70,89,106,117} S = {1,30,44,47,50,74,85,102,121} S = {1,30,44,50,55,70,89,107,116} S = {1,30,44,50,55,75,84,102,121} S = {1,30,44,50,59,71,88,106,117} S = {1,30,44,50,59,74,85,103,120} S = {1,30,44,50,61,71,88,107,116} S = {1,30,44,50,61,75,84,103,120} S = {1,30,44,50,63,71,89,106,116} S = {1,30,44,50,63,75,85,102,120} S = {1,30,44,50,64,71,89,107,117} S = {1,30,44,50,64,75,85,103,121} S = {1,30,44,50,70,88,106,116,127} S = {1,30,44,50,74,84,102,120,127} S = {1,30,44,51,66,71,89,107,116} S = {1,30,44,51,66,75,85,103,120} S = {1,30,44,51,66,85,89,111,112} S = {1,30,44,51,66,93,103,107,112} S = {1,30,44,51,66,93,111,116,120} S = {1,30,44,51,70,74,93,111,112} S = {1,30,44,51,70,79,88,106,117} S = {1,30,44,51,70,88,93,107,116} S = {1,30,44,51,70,89,106,111,116} S = {1,30,44,51,70,89,107,112,117} S = {1,30,44,51,71,75,80,98,125} S = {1,30,44,51,71,80,89,106,117} S = {1,30,44,51,71,88,98,107,117} S = {1,30,44,51,71,88,106,116,125} S = {1,30,44,51,74,79,84,102,121} S = {1,30,44,51,74,84,93,103,120} S = {1,30,44,51,74,85,102,111,120} S = {1,30,44,51,74,85,103,112,121} S = {1,30,44,51,75,80,85,102,121} S = {1,30,44,51,75,84,98,103,121} S = {1,30,44,51,75,84,102,120,125} S = {1,30,44,51,79,80,98,117,121} S = {1,30,44,51,79,80,102,106,125} S = {1,30,44,51,79,84,88,98,125} S = {1,30,44,52,59,66,93,103,120} S = {1,30,44,52,59,71,88,98,125} S = {1,30,44,54,59,66,85,111,120} S = {1,30,44,54,59,71,80,106,125} S = {1,30,44,55,56,66,93,107,116} S = {1,30,44,55,56,75,84,98,125} S = {1,30,44,55,58,66,89,111,116} S = {1,30,44,55,58,75,80,102,125} S = {1,30,44,55,59,66,93,111,112} S = {1,30,44,55,59,79,80,98,125} S = {1,30,44,55,66,69,89,107,112} S = {1,30,44,55,69,75,80,98,121} S = {1,30,44,55,70,93,111,116,122} S = {1,30,44,55,79,84,102,122,125} S = {1,30,44,59,66,73,85,103,112} S = {1,30,44,59,71,73,80,98,117} S = {1,30,44,59,74,93,111,118,120} S = {1,30,44,59,79,88,106,118,125} S = {1,30,45,48,51,70,89,106,117} S = {1,30,45,48,51,74,85,102,121} S = {1,30,45,48,68,89,99,104,117} S = {1,30,45,48,70,91,92,106,119} S = {1,30,45,48,72,85,99,100,121} S = {1,30,45,48,74,87,92,102,123} S = {1,30,45,50,68,71,89,106,117} S = {1,30,45,50,68,75,85,103,120} S = {1,30,45,50,68,75,89,104,119} S = {1,30,45,50,68,91,103,104,117} S = {1,30,45,50,68,91,106,119,120} S = {1,30,45,50,70,84,91,104,119} S = {1,30,45,50,70,87,88,107,116} S = {1,30,45,50,70,88,91,106,117} S = {1,30,45,50,70,89,104,107,117} S = {1,30,45,50,70,89,106,116,119} S = {1,30,45,50,71,72,85,100,123} S = {1,30,45,50,71,72,89,107,116} S = {1,30,45,50,71,88,100,107,117} S = {1,30,45,50,71,88,106,116,123} S = {1,30,45,50,72,75,85,102,121} S = {1,30,45,50,72,87,100,107,121} S = {1,30,45,50,72,87,102,116,123} S = {1,30,45,50,74,84,87,102,121} S = {1,30,45,50,74,84,91,103,120} S = {1,30,45,50,74,85,100,103,121} S = {1,30,45,50,74,85,102,120,123} S = {1,30,45,50,74,87,88,100,123} S = {1,30,45,50,75,84,102,119,120} S = {1,30,45,50,75,84,103,104,121} S = {1,30,45,51,70,88,95,106,116} S = {1,30,45,51,71,89,96,107,117} S = {1,30,45,51,74,84,95,102,120} S = {1,30,45,51,75,85,96,103,121} S = {1,30,46,50,61,68,75,119,120} S = {1,30,46,50,61,71,72,116,123} S = {1,30,46,52,59,66,77,119,120} S = {1,30,46,52,59,71,72,114,125} S = {1,30,46,55,56,66,77,116,123} S = {1,30,46,55,56,68,75,114,125} S = {1,30,47,48,66,68,89,104,119} S = {1,30,47,48,66,72,85,100,123} S = {1,30,47,48,66,85,89,108,115} S = {1,30,47,48,66,93,100,104,115} S = {1,30,47,48,66,93,108,119,123} S = {1,30,47,48,68,72,83,98,125} S = {1,30,47,48,68,83,89,106,117} S = {1,30,47,48,68,91,98,104,117} S = {1,30,47,48,68,91,106,119,125} S = {1,30,47,48,70,74,93,108,115} S = {1,30,47,48,70,76,91,106,117} S = {1,30,47,48,70,89,104,115,117} S = {1,30,47,48,70,89,106,108,119} S = {1,30,47,48,70,91,93,104,119} S = {1,30,47,48,72,83,85,102,121} S = {1,30,47,48,72,87,98,100,121} S = {1,30,47,48,72,87,102,123,125} S = {1,30,47,48,74,76,87,102,121} S = {1,30,47,48,74,85,100,115,121} S = {1,30,47,48,74,85,102,108,123} S = {1,30,47,48,74,87,93,100,123} S = {1,30,47,48,76,83,98,117,121} S = {1,30,47,48,76,83,102,106,125} S = {1,30,47,48,76,87,91,98,125} S = {1,30,47,50,52,70,89,104,119} S = {1,30,47,50,52,72,87,102,121} S = {1,30,47,50,56,68,91,106,117} S = {1,30,47,50,56,74,85,100,123} S = {1,30,47,50,60,68,89,106,119} S = {1,30,47,50,60,72,85,102,123} S = {1,30,47,50,61,68,91,104,119} S = {1,30,47,50,61,72,87,100,123} S = {1,30,47,50,67,68,89,104,117} S = {1,30,47,50,67,72,85,100,121} S = {1,30,47,50,70,91,106,119,124} S = {1,30,47,50,74,87,102,123,124} S = {1,30,47,52,56,66,93,108,115} S = {1,30,47,52,56,76,83,98,125} S = {1,30,47,52,58,66,89,108,119} S = {1,30,47,52,58,72,83,102,125} S = {1,30,47,52,59,66,93,104,119} S = {1,30,47,52,59,72,87,98,125} S = {1,30,47,52,66,69,89,104,115} S = {1,30,47,52,69,72,83,98,121} S = {1,30,47,52,70,93,108,119,122} S = {1,30,47,52,76,87,102,122,125} S = {1,30,47,54,56,66,85,108,123} S = {1,30,47,54,56,68,83,106,125} S = {1,30,47,55,56,66,93,100,123} S = {1,30,47,55,56,68,91,98,125} S = {1,30,47,56,66,73,85,100,115} S = {1,30,47,56,68,73,83,98,117} S = {1,30,47,56,74,93,108,118,123} S = {1,30,47,56,76,91,106,118,125} S = {1,30,50,61,68,75,81,103,104} S = {1,30,50,61,71,72,81,100,107} S = {1,30,50,61,84,91,110,119,120} S = {1,30,50,61,87,88,110,116,123} S = {1,30,52,59,66,77,81,103,104} S = {1,30,52,59,71,72,81,98,109} S = {1,30,52,59,82,93,110,119,120} S = {1,30,52,59,87,88,110,114,125} S = {1,30,55,56,66,77,81,100,107} S = {1,30,55,56,68,75,81,98,109} S = {1,30,55,56,82,93,110,116,123} S = {1,30,55,56,84,91,110,114,125} S = {1,31,34,36,56,72,86,111,113} S = {1,31,34,36,56,78,80,105,119} S = {1,31,34,37,56,76,86,107,113} S = {1,31,34,37,56,78,84,105,115} S = {1,31,34,40,52,68,90,111,113} S = {1,31,34,40,52,78,80,101,123} S = {1,31,34,41,52,76,90,103,113} S = {1,31,34,41,52,78,88,101,115} S = {1,31,34,44,48,68,90,105,119} S = {1,31,34,44,48,72,86,101,123} S = {1,31,34,44,49,84,90,103,105} S = {1,31,34,44,49,86,88,101,107} S = {1,31,34,44,52,68,90,103,121} S = {1,31,34,44,52,70,88,101,123} S = {1,31,34,44,56,72,86,107,117} S = {1,31,34,44,56,74,84,105,119} S = {1,31,34,44,68,74,103,105,112} S = {1,31,34,44,70,72,101,107,112} S = {1,31,34,44,79,84,90,119,121} S = {1,31,34,44,79,86,88,117,123} S = {1,31,34,52,56,76,82,111,113} S = {1,31,34,52,56,78,80,109,115} S = {1,31,34,52,68,82,103,104,113} S = {1,31,34,52,70,80,101,104,115} S = {1,31,34,52,76,87,90,111,121} S = {1,31,34,52,78,87,88,109,123} S = {1,31,34,56,72,82,100,107,113} S = {1,31,34,56,74,80,100,105,115} S = {1,31,34,56,76,86,91,111,117} S = {1,31,34,56,78,84,91,109,119} S = {1,31,34,60,68,72,82,111,113} S = {1,31,34,60,68,74,80,105,119} S = {1,31,34,60,68,74,82,103,121} S = {1,31,34,60,68,90,103,105,113} S = {1,31,34,60,68,90,111,119,121} S = {1,31,34,60,70,72,80,101,123} S = {1,31,34,60,70,72,82,107,117} S = {1,31,34,60,70,74,80,109,115} S = {1,31,34,60,70,88,101,107,115} S = {1,31,34,60,70,88,109,117,123} S = {1,31,34,60,72,86,101,107,113} S = {1,31,34,60,72,86,111,117,123} S = {1,31,34,60,74,84,103,105,115} S = {1,31,34,60,74,84,109,119,121} S = {1,31,34,60,76,82,103,107,113} S = {1,31,34,60,76,82,111,117,121} S = {1,31,34,60,76,84,90,103,121} S = {1,31,34,60,76,86,88,107,117} S = {1,31,34,60,76,86,90,111,113} S = {1,31,34,60,78,80,101,105,115} S = {1,31,34,60,78,80,109,119,123} S = {1,31,34,60,78,84,88,109,115} S = {1,31,34,60,78,84,90,105,119} S = {1,31,34,60,78,86,88,101,123} S = {1,31,35,36,56,74,86,109,113} S = {1,31,35,36,56,78,82,105,117} S = {1,31,35,40,52,70,90,109,113} S = {1,31,35,40,52,78,82,101,121} S = {1,31,35,44,48,70,90,105,117} S = {1,31,35,44,48,74,86,101,121} S = {1,31,36,40,50,66,92,111,113} S = {1,31,36,40,50,78,80,99,125} S = {1,31,36,41,50,74,92,103,113} S = {1,31,36,41,50,78,88,99,117} S = {1,31,36,42,48,66,92,105,119} S = {1,31,36,42,48,72,86,99,125} S = {1,31,36,42,49,82,92,103,105} S = {1,31,36,42,49,86,88,99,109} S = {1,31,36,42,50,66,92,103,121} S = {1,31,36,42,50,70,88,99,125} S = {1,31,36,42,56,72,86,109,115} S = {1,31,36,42,56,76,82,105,119} S = {1,31,36,42,66,76,103,105,112} S = {1,31,36,42,70,72,99,109,112} S = {1,31,36,42,79,82,92,119,121} S = {1,31,36,42,79,86,88,115,125} S = {1,31,36,50,56,74,84,111,113} S = {1,31,36,50,56,78,80,107,117} S = {1,31,36,50,66,84,103,104,113} S = {1,31,36,50,70,80,99,104,117} S = {1,31,36,50,74,87,92,111,121} S = {1,31,36,50,78,87,88,107,125} S = {1,31,36,56,72,84,98,109,113} S = {1,31,36,56,74,86,93,111,115} S = {1,31,36,56,76,80,98,105,117} S = {1,31,36,56,78,82,93,107,119} S = {1,31,36,58,66,72,84,111,113} S = {1,31,36,58,66,76,80,105,119} S = {1,31,36,58,66,76,84,103,121} S = {1,31,36,58,66,92,103,105,113} S = {1,31,36,58,66,92,111,119,121} S = {1,31,36,58,70,72,80,99,125} S = {1,31,36,58,70,72,84,109,115} S = {1,31,36,58,70,76,80,107,117} S = {1,31,36,58,70,88,99,109,117} S = {1,31,36,58,70,88,107,115,125} S = {1,31,36,58,72,86,99,109,113} S = {1,31,36,58,72,86,111,115,125} S = {1,31,36,58,74,82,92,103,121} S = {1,31,36,58,74,84,103,109,113} S = {1,31,36,58,74,84,111,115,121} S = {1,31,36,58,74,86,88,109,115} S = {1,31,36,58,74,86,92,111,113} S = {1,31,36,58,76,82,103,105,117} S = {1,31,36,58,76,82,107,119,121} S = {1,31,36,58,78,80,99,105,117} S = {1,31,36,58,78,80,107,119,125} S = {1,31,36,58,78,82,88,107,117} S = {1,31,36,58,78,82,92,105,119} S = {1,31,36,58,78,86,88,99,125} S = {1,31,37,40,50,70,92,107,113} S = {1,31,37,40,50,78,84,99,121} S = {1,31,37,42,48,70,92,105,115} S = {1,31,37,42,48,76,86,99,121} S = {1,31,38,40,48,66,92,101,123} S = {1,31,38,40,48,68,90,99,125} S = {1,31,38,40,49,82,92,101,107} S = {1,31,38,40,49,84,90,99,109} S = {1,31,38,40,50,66,92,107,117} S = {1,31,38,40,50,74,84,99,125} S = {1,31,38,40,52,68,90,109,115} S = {1,31,38,40,52,76,82,101,123} S = {1,31,38,40,66,76,101,107,112} S = {1,31,38,40,68,74,99,109,112} S = {1,31,38,40,79,82,92,117,123} S = {1,31,38,40,79,84,90,115,125} S = {1,31,38,41,48,74,92,101,115} S = {1,31,38,41,48,76,90,99,117} S = {1,31,38,42,48,66,92,109,115} S = {1,31,38,42,48,76,82,99,125} S = {1,31,38,42,60,76,82,111,113} S = {1,31,38,42,60,78,80,109,115} S = {1,31,38,43,53,71,88,109,115} S = {1,31,38,43,53,76,82,103,120} S = {1,31,38,44,48,68,90,107,117} S = {1,31,38,44,48,74,84,101,123} S = {1,31,38,44,58,74,84,111,113} S = {1,31,38,44,58,78,80,107,117} S = {1,31,38,45,51,71,88,107,117} S = {1,31,38,45,51,74,84,103,120} S = {1,31,38,48,66,84,101,104,115} S = {1,31,38,48,68,82,99,104,117} S = {1,31,38,48,74,87,92,109,123} S = {1,31,38,48,76,87,90,107,125} S = {1,31,38,50,60,72,86,107,117} S = {1,31,38,50,60,74,84,105,119} S = {1,31,38,52,58,72,86,109,115} S = {1,31,38,52,58,76,82,105,119} S = {1,31,38,56,66,76,84,101,123} S = {1,31,38,56,66,92,101,107,115} S = {1,31,38,56,66,92,109,117,123} S = {1,31,38,56,68,74,82,99,125} S = {1,31,38,56,68,90,99,109,117} S = {1,31,38,56,68,90,107,115,125} S = {1,31,38,56,72,82,84,111,113} S = {1,31,38,56,72,86,107,109,113} S = {1,31,38,56,72,86,111,115,117} S = {1,31,38,56,74,76,80,105,119} S = {1,31,38,56,74,76,86,111,113} S = {1,31,38,56,74,77,83,107,116} S = {1,31,38,56,74,82,92,101,123} S = {1,31,38,56,74,85,107,108,114} S = {1,31,38,56,75,76,85,109,114} S = {1,31,38,56,75,82,85,108,115} S = {1,31,38,56,75,84,108,114,117} S = {1,31,38,56,76,83,106,109,116} S = {1,31,38,56,76,84,90,99,125} S = {1,31,38,56,77,82,106,115,116} S = {1,31,38,56,77,83,84,106,117} S = {1,31,38,56,78,80,105,115,117} S = {1,31,38,56,78,80,107,109,119} S = {1,31,38,56,78,82,84,105,119} S = {1,31,38,57,74,84,103,108,114} S = {1,31,38,57,75,85,88,109,115} S = {1,31,38,57,76,82,103,106,116} S = {1,31,38,57,77,83,88,107,117} S = {1,31,38,58,60,72,86,111,113} S = {1,31,38,58,60,78,80,105,119} S = {1,31,38,58,61,72,84,111,115} S = {1,31,38,58,61,76,80,107,119} S = {1,31,38,58,67,72,84,109,113} S = {1,31,38,58,67,76,80,105,117} S = {1,31,38,58,74,86,111,115,124} S = {1,31,38,58,78,82,107,119,124} S = {1,31,38,59,60,72,82,111,117} S = {1,31,38,59,60,74,80,109,119} S = {1,31,38,60,69,72,82,107,113} S = {1,31,38,60,69,74,80,105,115} S = {1,31,38,60,76,86,111,117,122} S = {1,31,38,60,78,84,109,119,122} S = {1,31,39,42,57,75,84,109,115} S = {1,31,39,42,57,76,82,107,116} S = {1,31,39,44,57,74,84,109,114} S = {1,31,39,44,57,77,82,107,117} S = {1,31,39,50,57,74,84,108,115} S = {1,31,39,50,57,76,83,107,117} S = {1,31,39,52,57,74,85,109,115} S = {1,31,39,52,57,76,82,106,117} S = {1,31,39,56,70,75,85,109,115} S = {1,31,39,56,70,77,83,107,117} S = {1,31,39,56,74,84,108,114,121} S = {1,31,39,56,76,82,106,116,121} S = {1,31,40,50,52,70,88,111,113} S = {1,31,40,50,52,78,80,103,121} S = {1,31,40,50,66,88,100,107,113} S = {1,31,40,50,70,91,92,111,117} S = {1,31,40,50,74,80,99,100,121} S = {1,31,40,50,78,84,91,103,125} S = {1,31,40,52,68,88,98,109,113} S = {1,31,40,52,70,90,93,111,115} S = {1,31,40,52,76,80,98,101,121} S = {1,31,40,52,78,82,93,103,123} S = {1,31,40,54,66,68,88,111,113} S = {1,31,40,54,66,76,80,101,123} S = {1,31,40,54,66,76,88,107,117} S = {1,31,40,54,66,92,101,107,113} S = {1,31,40,54,66,92,111,117,123} S = {1,31,40,54,68,74,80,99,125} S = {1,31,40,54,68,74,88,109,115} S = {1,31,40,54,68,90,99,109,113} S = {1,31,40,54,68,90,111,115,125} S = {1,31,40,54,70,82,92,107,117} S = {1,31,40,54,70,84,90,109,115} S = {1,31,40,54,70,88,107,109,113} S = {1,31,40,54,70,88,111,115,117} S = {1,31,40,54,70,90,92,111,113} S = {1,31,40,54,74,76,80,103,121} S = {1,31,40,54,74,84,99,109,121} S = {1,31,40,54,74,84,103,115,125} S = {1,31,40,54,76,82,101,107,121} S = {1,31,40,54,76,82,103,117,123} S = {1,31,40,54,78,80,99,101,121} S = {1,31,40,54,78,80,103,123,125} S = {1,31,40,54,78,82,84,103,121} S = {1,31,40,54,78,82,92,101,123} S = {1,31,40,54,78,84,90,99,125} S = {1,31,42,44,48,70,88,105,119} S = {1,31,42,44,48,72,86,103,121} S = {1,31,42,44,54,70,88,111,113} S = {1,31,42,44,54,78,80,103,121} S = {1,31,42,45,51,70,88,107,116} S = {1,31,42,45,51,75,84,103,121} S = {1,31,42,48,66,88,100,105,115} S = {1,31,42,48,70,91,92,109,119} S = {1,31,42,48,72,82,99,100,121} S = {1,31,42,48,76,86,91,103,125} S = {1,31,42,50,60,68,90,103,121} S = {1,31,42,50,60,70,88,101,123} S = {1,31,42,52,66,76,88,105,119} S = {1,31,42,52,66,92,103,105,115} S = {1,31,42,52,66,92,109,119,121} S = {1,31,42,52,68,82,88,111,113} S = {1,31,42,52,68,90,103,109,113} S = {1,31,42,52,68,90,111,115,121} S = {1,31,42,52,70,72,82,99,125} S = {1,31,42,52,70,76,80,101,123} S = {1,31,42,52,70,76,90,111,113} S = {1,31,42,52,70,77,83,103,120} S = {1,31,42,52,70,82,92,105,119} S = {1,31,42,52,70,89,103,108,114} S = {1,31,42,52,71,76,89,109,114} S = {1,31,42,52,71,82,89,108,115} S = {1,31,42,52,71,88,108,114,121} S = {1,31,42,52,72,86,99,109,121} S = {1,31,42,52,72,86,103,115,125} S = {1,31,42,52,76,83,102,109,120} S = {1,31,42,52,76,86,88,99,125} S = {1,31,42,52,77,82,102,115,120} S = {1,31,42,52,77,83,88,102,121} S = {1,31,42,52,78,80,101,115,121} S = {1,31,42,52,78,80,103,109,123} S = {1,31,42,52,78,82,88,101,123} S = {1,31,42,53,70,88,107,108,114} S = {1,31,42,53,71,84,89,109,115} S = {1,31,42,53,76,82,102,107,120} S = {1,31,42,53,77,83,84,103,121} S = {1,31,42,54,56,68,90,109,115} S = {1,31,42,54,56,76,82,101,123} S = {1,31,42,54,60,68,90,111,113} S = {1,31,42,54,60,78,80,101,123} S = {1,31,42,54,61,68,88,111,115} S = {1,31,42,54,61,76,80,103,123} S = {1,31,42,54,67,68,88,109,113} S = {1,31,42,54,67,76,80,101,121} S = {1,31,42,54,70,90,111,115,124} S = {1,31,42,54,78,82,103,123,124} S = {1,31,42,55,60,68,82,111,121} S = {1,31,42,55,60,70,80,109,123} S = {1,31,42,60,68,73,82,103,113} S = {1,31,42,60,70,73,80,101,115} S = {1,31,42,60,76,90,111,118,121} S = {1,31,42,60,78,88,109,118,123} S = {1,31,43,44,53,70,88,109,114} S = {1,31,43,44,53,77,82,103,121} S = {1,31,43,50,53,70,88,108,115} S = {1,31,43,50,53,76,83,103,121} S = {1,31,43,52,70,88,108,114,117} S = {1,31,43,52,71,74,89,109,115} S = {1,31,43,52,74,77,83,103,121} S = {1,31,43,52,76,82,102,117,120} S = {1,31,43,53,56,70,89,109,115} S = {1,31,43,53,56,76,82,102,121} S = {1,31,44,48,68,88,98,105,117} S = {1,31,44,48,70,90,93,107,119} S = {1,31,44,48,72,84,98,101,121} S = {1,31,44,48,74,86,93,103,123} S = {1,31,44,50,66,84,88,111,113} S = {1,31,44,50,66,92,103,107,113} S = {1,31,44,50,66,92,111,117,121} S = {1,31,44,50,68,74,88,105,119} S = {1,31,44,50,68,90,103,105,117} S = {1,31,44,50,68,90,107,119,121} S = {1,31,44,50,70,72,84,101,123} S = {1,31,44,50,70,74,80,99,125} S = {1,31,44,50,70,74,92,111,113} S = {1,31,44,50,70,75,85,103,120} S = {1,31,44,50,70,84,90,105,119} S = {1,31,44,50,70,89,103,106,116} S = {1,31,44,50,71,74,89,107,116} S = {1,31,44,50,71,84,89,106,117} S = {1,31,44,50,71,88,106,116,121} S = {1,31,44,50,72,86,101,107,121} S = {1,31,44,50,72,86,103,117,123} S = {1,31,44,50,74,85,102,107,120} S = {1,31,44,50,74,86,88,101,123} S = {1,31,44,50,75,84,102,117,120} S = {1,31,44,50,75,85,88,102,121} S = {1,31,44,50,78,80,99,117,121} S = {1,31,44,50,78,80,103,107,125} S = {1,31,44,50,78,84,88,99,125} S = {1,31,44,51,70,88,106,109,116} S = {1,31,44,51,71,82,89,107,117} S = {1,31,44,51,74,84,102,109,120} S = {1,31,44,51,75,82,85,103,121} S = {1,31,44,52,58,66,92,103,121} S = {1,31,44,52,58,70,88,99,125} S = {1,31,44,54,56,66,92,107,117} S = {1,31,44,54,56,74,84,99,125} S = {1,31,44,54,58,66,92,111,113} S = {1,31,44,54,58,78,80,99,125} S = {1,31,44,54,59,66,88,111,117} S = {1,31,44,54,59,74,80,103,125} S = {1,31,44,54,66,69,88,107,113} S = {1,31,44,54,69,74,80,99,121} S = {1,31,44,54,70,92,111,117,122} S = {1,31,44,54,78,84,103,122,125} S = {1,31,44,55,58,66,84,111,121} S = {1,31,44,55,58,70,80,107,125} S = {1,31,44,58,66,73,84,103,113} S = {1,31,44,58,70,73,80,99,117} S = {1,31,44,58,74,92,111,118,121} S = {1,31,44,58,78,88,107,118,125} S = {1,31,45,50,70,88,106,115,116} S = {1,31,45,50,71,76,89,107,117} S = {1,31,45,50,74,84,102,115,120} S = {1,31,45,50,75,76,85,103,121} S = {1,31,45,51,52,70,88,106,117} S = {1,31,45,51,52,74,85,103,121} S = {1,31,45,51,56,70,89,107,117} S = {1,31,45,51,56,74,84,102,121} S = {1,31,46,48,66,68,88,105,119} S = {1,31,46,48,66,72,84,101,123} S = {1,31,46,48,66,84,88,109,115} S = {1,31,46,48,66,92,101,105,115} S = {1,31,46,48,66,92,109,119,123} S = {1,31,46,48,68,72,82,99,125} S = {1,31,46,48,68,82,88,107,117} S = {1,31,46,48,68,90,99,105,117} S = {1,31,46,48,68,90,107,119,125} S = {1,31,46,48,70,74,92,109,115} S = {1,31,46,48,70,76,90,107,117} S = {1,31,46,48,70,88,105,115,117} S = {1,31,46,48,70,88,107,109,119} S = {1,31,46,48,70,90,92,105,119} S = {1,31,46,48,72,82,84,103,121} S = {1,31,46,48,72,86,99,101,121} S = {1,31,46,48,72,86,103,123,125} S = {1,31,46,48,74,76,86,103,121} S = {1,31,46,48,74,84,101,115,121} S = {1,31,46,48,74,84,103,109,123} S = {1,31,46,48,74,86,92,101,123} S = {1,31,46,48,76,82,99,117,121} S = {1,31,46,48,76,82,103,107,125} S = {1,31,46,48,76,86,90,99,125} S = {1,31,46,50,52,70,88,105,119} S = {1,31,46,50,52,72,86,103,121} S = {1,31,46,50,56,68,90,107,117} S = {1,31,46,50,56,74,84,101,123} S = {1,31,46,50,60,68,90,105,119} S = {1,31,46,50,60,72,86,101,123} S = {1,31,46,50,61,68,88,107,119} S = {1,31,46,50,61,72,84,103,123} S = {1,31,46,50,67,68,88,105,117} S = {1,31,46,50,67,72,84,101,121} S = {1,31,46,50,70,90,107,119,124} S = {1,31,46,50,74,86,103,123,124} S = {1,31,46,52,56,66,92,109,115} S = {1,31,46,52,56,76,82,99,125} S = {1,31,46,52,58,66,92,105,119} S = {1,31,46,52,58,72,86,99,125} S = {1,31,46,52,59,66,88,109,119} S = {1,31,46,52,59,72,82,103,125} S = {1,31,46,52,66,69,88,105,115} S = {1,31,46,52,69,72,82,99,121} S = {1,31,46,52,70,92,109,119,122} S = {1,31,46,52,76,86,103,122,125} S = {1,31,46,54,56,66,92,101,123} S = {1,31,46,54,56,68,90,99,125} S = {1,31,46,55,56,66,84,109,123} S = {1,31,46,55,56,68,82,107,125} S = {1,31,46,56,66,73,84,101,115} S = {1,31,46,56,68,73,82,99,117} S = {1,31,46,56,74,92,109,118,123} S = {1,31,46,56,76,90,107,118,125} S = {1,31,47,50,60,68,74,119,121} S = {1,31,47,50,60,70,72,117,123} S = {1,31,47,52,58,66,76,119,121} S = {1,31,47,52,58,70,72,115,125} S = {1,31,47,54,56,66,76,117,123} S = {1,31,47,54,56,68,74,115,125} S = {1,31,50,60,68,74,81,103,105} S = {1,31,50,60,70,72,81,101,107} S = {1,31,50,60,84,90,110,119,121} S = {1,31,50,60,86,88,110,117,123} S = {1,31,52,58,66,76,81,103,105} S = {1,31,52,58,70,72,81,99,109} S = {1,31,52,58,82,92,110,119,121} S = {1,31,52,58,86,88,110,115,125} S = {1,31,54,56,66,76,81,101,107} S = {1,31,54,56,68,74,81,99,109} S = {1,31,54,56,82,92,110,117,123} S = {1,31,54,56,84,90,110,115,125} S = {1,34,44,53,59,79,86,88,97} S = {1,34,44,53,59,94,103,105,112} S = {1,34,44,55,57,79,84,90,97} S = {1,34,44,55,57,94,101,107,112} S = {1,34,45,52,59,78,87,88,97} S = {1,34,45,52,59,94,103,104,113} S = {1,34,45,55,56,78,84,91,97} S = {1,34,45,55,56,94,100,107,113} S = {1,34,47,52,57,76,87,90,97} S = {1,34,47,52,57,94,101,104,115} S = {1,34,47,53,56,76,86,91,97} S = {1,34,47,53,56,94,100,105,115} S = {1,36,42,51,61,79,86,88,97} S = {1,36,42,51,61,94,103,105,112} S = {1,36,42,55,57,79,82,92,97} S = {1,36,42,55,57,94,99,109,112} S = {1,36,43,50,61,78,87,88,97} S = {1,36,43,50,61,94,103,104,113} S = {1,36,43,55,56,78,82,93,97} S = {1,36,43,55,56,94,98,109,113} S = {1,36,47,50,57,74,87,92,97} S = {1,36,47,50,57,94,99,104,117} S = {1,36,47,51,56,74,86,93,97} S = {1,36,47,51,56,94,98,105,117} S = {1,38,40,51,61,79,84,90,97} S = {1,38,40,51,61,94,101,107,112} S = {1,38,40,53,59,79,82,92,97} S = {1,38,40,53,59,94,99,109,112} S = {1,38,43,48,61,76,87,90,97} S = {1,38,43,48,61,94,101,104,115} S = {1,38,43,53,56,76,82,95,97} S = {1,38,43,53,56,94,96,109,115} S = {1,38,45,48,59,74,87,92,97} S = {1,38,45,48,59,94,99,104,117} S = {1,38,45,51,56,74,84,95,97} S = {1,38,45,51,56,94,96,107,117} S = {1,38,56,63,74,77,83,84,97} S = {1,38,56,63,75,76,82,85,97} S = {1,38,56,63,94,106,109,115,116} S = {1,38,56,63,94,107,108,114,117} S = {1,38,58,61,72,79,83,84,97} S = {1,38,58,61,75,76,80,87,97} S = {1,38,58,61,94,104,111,115,116} S = {1,38,58,61,94,107,108,112,119} S = {1,38,59,60,72,79,82,85,97} S = {1,38,59,60,74,77,80,87,97} S = {1,38,59,60,94,104,111,114,117} S = {1,38,59,60,94,106,109,112,119} S = {1,39,40,50,61,78,84,91,97} S = {1,39,40,50,61,94,100,107,113} S = {1,39,40,52,59,78,82,93,97} S = {1,39,40,52,59,94,98,109,113} S = {1,39,42,48,61,76,86,91,97} S = {1,39,42,48,61,94,100,105,115} S = {1,39,42,52,57,76,82,95,97} S = {1,39,42,52,57,94,96,109,115} S = {1,39,44,48,59,74,86,93,97} S = {1,39,44,48,59,94,98,105,117} S = {1,39,44,50,57,74,84,95,97} S = {1,39,44,50,57,94,96,107,117} S = {1,40,47,50,53,70,91,92,97} S = {1,40,47,50,53,94,99,100,121} S = {1,40,47,51,52,70,90,93,97} S = {1,40,47,51,52,94,98,101,121} S = {1,42,45,48,55,70,91,92,97} S = {1,42,45,48,55,94,99,100,121} S = {1,42,45,51,52,70,88,95,97} S = {1,42,45,51,52,94,96,103,121} S = {1,42,52,63,70,77,83,88,97} S = {1,42,52,63,71,76,82,89,97} S = {1,42,52,63,94,102,109,115,120} S = {1,42,52,63,94,103,108,114,121} S = {1,42,54,61,68,79,83,88,97} S = {1,42,54,61,71,76,80,91,97} S = {1,42,54,61,94,100,111,115,120} S = {1,42,54,61,94,103,108,112,123} S = {1,42,55,60,68,79,82,89,97} S = {1,42,55,60,70,77,80,91,97} S = {1,42,55,60,94,100,111,114,121} S = {1,42,55,60,94,102,109,112,123} S = {1,43,44,48,55,70,90,93,97} S = {1,43,44,48,55,94,98,101,121} S = {1,43,44,50,53,70,88,95,97} S = {1,43,44,50,53,94,96,103,121} S = {1,44,50,63,70,75,85,88,97} S = {1,44,50,63,71,74,84,89,97} S = {1,44,50,63,94,102,107,117,120} S = {1,44,50,63,94,103,106,116,121} S = {1,44,54,59,66,79,85,88,97} S = {1,44,54,59,71,74,80,93,97} S = {1,44,54,59,94,98,111,117,120} S = {1,44,54,59,94,103,106,112,125} S = {1,44,55,58,66,79,84,89,97} S = {1,44,55,58,70,75,80,93,97} S = {1,44,55,58,94,98,111,116,121} S = {1,44,55,58,94,102,107,112,125} S = {1,46,50,61,68,75,87,88,97} S = {1,46,50,61,71,72,84,91,97} S = {1,46,50,61,94,100,107,119,120} S = {1,46,50,61,94,103,104,116,123} S = {1,46,52,59,66,77,87,88,97} S = {1,46,52,59,71,72,82,93,97} S = {1,46,52,59,94,98,109,119,120} S = {1,46,52,59,94,103,104,114,125} S = {1,46,55,56,66,77,84,91,97} S = {1,46,55,56,68,75,82,93,97} S = {1,46,55,56,94,98,109,116,123} S = {1,46,55,56,94,100,107,114,125} S = {1,47,50,60,68,74,87,89,97} S = {1,47,50,60,70,72,85,91,97} S = {1,47,50,60,94,100,106,119,121} S = {1,47,50,60,94,102,104,117,123} S = {1,47,52,58,66,76,87,89,97} S = {1,47,52,58,70,72,83,93,97} S = {1,47,52,58,94,98,108,119,121} S = {1,47,52,58,94,102,104,115,125} S = {1,47,54,56,66,76,85,91,97} S = {1,47,54,56,68,74,83,93,97} S = {1,47,54,56,94,98,108,117,123} S = {1,47,54,56,94,100,106,115,125} S = {1,62,66,76,85,91,103,105,112} S = {1,62,66,76,87,89,101,107,112} S = {1,62,66,77,84,91,103,104,113} S = {1,62,66,77,87,88,100,107,113} S = {1,62,66,79,84,89,101,104,115} S = {1,62,66,79,85,88,100,105,115} S = {1,62,68,74,83,93,103,105,112} S = {1,62,68,74,87,89,99,109,112} S = {1,62,68,75,82,93,103,104,113} S = {1,62,68,75,87,88,98,109,113} S = {1,62,68,79,82,89,99,104,117} S = {1,62,68,79,83,88,98,105,117} S = {1,62,70,72,83,93,101,107,112} S = {1,62,70,72,85,91,99,109,112} S = {1,62,70,75,80,93,101,104,115} S = {1,62,70,75,85,88,96,109,115} S = {1,62,70,77,80,91,99,104,117} S = {1,62,70,77,83,88,96,107,117} S = {1,62,70,88,95,106,109,115,116} S = {1,62,70,88,95,107,108,114,117} S = {1,62,70,90,93,104,111,115,116} S = {1,62,70,90,93,107,108,112,119} S = {1,62,70,91,92,104,111,114,117} S = {1,62,70,91,92,106,109,112,119} S = {1,62,71,72,82,93,100,107,113} S = {1,62,71,72,84,91,98,109,113} S = {1,62,71,74,80,93,100,105,115} S = {1,62,71,74,84,89,96,109,115} S = {1,62,71,76,80,91,98,105,117} S = {1,62,71,76,82,89,96,107,117} S = {1,62,72,79,82,85,99,100,121} S = {1,62,72,79,83,84,98,101,121} S = {1,62,74,77,80,87,99,100,121} S = {1,62,74,77,83,84,96,103,121} S = {1,62,74,84,95,102,109,115,120} S = {1,62,74,84,95,103,108,114,121} S = {1,62,74,86,93,100,111,115,120} S = {1,62,74,86,93,103,108,112,123} S = {1,62,74,87,92,100,111,114,121} S = {1,62,74,87,92,102,109,112,123} S = {1,62,75,76,80,87,98,101,121} S = {1,62,75,76,82,85,96,103,121} S = {1,62,76,82,95,102,107,117,120} S = {1,62,76,82,95,103,106,116,121} S = {1,62,76,86,91,98,111,117,120} S = {1,62,76,86,91,103,106,112,125} S = {1,62,76,87,90,98,111,116,121} S = {1,62,76,87,90,102,107,112,125} S = {1,62,78,82,93,100,107,119,120} S = {1,62,78,82,93,103,104,116,123} S = {1,62,78,84,91,98,109,119,120} S = {1,62,78,84,91,103,104,114,125} S = {1,62,78,87,88,98,109,116,123} S = {1,62,78,87,88,100,107,114,125} S = {1,62,79,82,92,100,106,119,121} S = {1,62,79,82,92,102,104,117,123} S = {1,62,79,84,90,98,108,119,121} S = {1,62,79,84,90,102,104,115,125} S = {1,62,79,86,88,98,108,117,123} S = {1,62,79,86,88,100,106,115,125} S = {2,4,9,48,63,81,94,103,104} S = {2,4,9,48,63,87,88,97,110} S = {2,4,9,49,62,80,95,103,104} S = {2,4,9,49,62,87,88,96,111} S = {2,4,9,55,56,80,95,97,110} S = {2,4,9,55,56,81,94,96,111} S = {2,4,15,49,62,86,89,103,104} S = {2,4,15,49,62,87,88,102,105} S = {2,4,15,54,57,81,94,103,104} S = {2,4,15,54,57,87,88,97,110} S = {2,4,15,55,56,81,94,102,105} S = {2,4,15,55,56,86,89,97,110} S = {2,4,17,40,63,73,94,103,112} S = {2,4,17,40,63,79,88,97,118} S = {2,4,17,41,62,72,95,103,112} S = {2,4,17,41,62,79,88,96,119} S = {2,4,17,47,56,72,95,97,118} S = {2,4,17,47,56,73,94,96,119} S = {2,4,23,41,62,78,89,103,112} S = {2,4,23,41,62,79,88,102,113} S = {2,4,23,46,57,73,94,103,112} S = {2,4,23,46,57,79,88,97,118} S = {2,4,23,47,56,73,94,102,113} S = {2,4,23,47,56,78,89,97,118} S = {2,4,24,33,63,73,87,110,112} S = {2,4,24,33,63,79,81,104,118} S = {2,4,24,41,55,65,95,110,112} S = {2,4,24,41,55,79,81,96,126} S = {2,4,24,47,49,65,95,104,118} S = {2,4,24,47,49,73,87,96,126} S = {2,4,25,33,62,72,87,111,112} S = {2,4,25,33,62,79,80,104,119} S = {2,4,25,39,62,78,87,105,112} S = {2,4,25,39,62,79,86,104,113} S = {2,4,25,40,55,65,94,111,112} S = {2,4,25,40,55,79,80,97,126} S = {2,4,25,46,55,71,94,105,112} S = {2,4,25,46,55,79,86,97,120} S = {2,4,25,47,48,65,94,104,119} S = {2,4,25,47,48,72,87,97,126} S = {2,4,25,47,54,71,94,104,113} S = {2,4,25,47,54,78,87,97,120} S = {2,4,30,39,57,73,87,110,112} S = {2,4,30,39,57,79,81,104,118} S = {2,4,30,41,55,71,89,110,112} S = {2,4,30,41,55,79,81,102,120} S = {2,4,30,47,49,71,89,104,118} S = {2,4,30,47,49,73,87,102,120} S = {2,4,31,33,56,72,81,111,118} S = {2,4,31,33,56,73,80,110,119} S = {2,4,31,39,56,73,86,110,113} S = {2,4,31,39,56,78,81,105,118} S = {2,4,31,40,49,65,88,111,118} S = {2,4,31,40,49,73,80,103,126} S = {2,4,31,41,48,65,88,110,119} S = {2,4,31,41,48,72,81,103,126} S = {2,4,31,41,54,71,88,110,113} S = {2,4,31,41,54,78,81,103,120} S = {2,4,31,46,49,71,88,105,118} S = {2,4,31,46,49,73,86,103,120} S = {2,5,8,48,63,81,94,100,107} S = {2,5,8,48,63,84,91,97,110} S = {2,5,8,49,62,80,95,100,107} S = {2,5,8,49,62,84,91,96,111} S = {2,5,8,52,59,80,95,97,110} S = {2,5,8,52,59,81,94,96,111} S = {2,5,9,48,63,81,94,99,108} S = {2,5,9,48,63,83,92,97,110} S = {2,5,9,49,62,80,95,99,108} S = {2,5,9,49,62,83,92,96,111} S = {2,5,9,51,60,80,95,97,110} S = {2,5,9,51,60,81,94,96,111} S = {2,5,11,49,62,83,92,103,104} S = {2,5,11,49,62,87,88,99,108} S = {2,5,11,51,60,81,94,103,104} S = {2,5,11,51,60,87,88,97,110} S = {2,5,11,55,56,81,94,99,108} S = {2,5,11,55,56,83,92,97,110} S = {2,5,12,48,63,84,91,102,105} S = {2,5,12,48,63,86,89,100,107} S = {2,5,12,52,59,80,95,102,105} S = {2,5,12,52,59,86,89,96,111} S = {2,5,12,54,57,80,95,100,107} S = {2,5,12,54,57,84,91,96,111} S = {2,5,14,52,59,86,89,103,104} S = {2,5,14,52,59,87,88,102,105} S = {2,5,14,54,57,84,91,103,104} S = {2,5,14,54,57,87,88,100,107} S = {2,5,14,55,56,84,91,102,105} S = {2,5,14,55,56,86,89,100,107} S = {2,5,15,51,60,86,89,103,104} S = {2,5,15,51,60,87,88,102,105} S = {2,5,15,54,57,83,92,103,104} S = {2,5,15,54,57,87,88,99,108} S = {2,5,15,55,56,83,92,102,105} S = {2,5,15,55,56,86,89,99,108} S = {2,5,16,40,63,73,94,100,115} S = {2,5,16,40,63,76,91,97,118} S = {2,5,16,41,62,72,95,100,115} S = {2,5,16,41,62,76,91,96,119} S = {2,5,16,44,59,72,95,97,118} S = {2,5,16,44,59,73,94,96,119} S = {2,5,17,40,63,73,94,99,116} S = {2,5,17,40,63,75,92,97,118} S = {2,5,17,41,62,72,95,99,116} S = {2,5,17,41,62,75,92,96,119} S = {2,5,17,43,60,72,95,97,118} S = {2,5,17,43,60,73,94,96,119} S = {2,5,19,41,62,75,92,103,112} S = {2,5,19,41,62,79,88,99,116} S = {2,5,19,43,60,73,94,103,112} S = {2,5,19,43,60,79,88,97,118} S = {2,5,19,47,56,73,94,99,116} S = {2,5,19,47,56,75,92,97,118} S = {2,5,20,40,63,76,91,102,113} S = {2,5,20,40,63,78,89,100,115} S = {2,5,20,44,59,72,95,102,113} S = {2,5,20,44,59,78,89,96,119} S = {2,5,20,46,57,72,95,100,115} S = {2,5,20,46,57,76,91,96,119} S = {2,5,22,44,59,78,89,103,112} S = {2,5,22,44,59,79,88,102,113} S = {2,5,22,46,57,76,91,103,112} S = {2,5,22,46,57,79,88,100,115} S = {2,5,22,47,56,76,91,102,113} S = {2,5,22,47,56,78,89,100,115} S = {2,5,23,43,60,78,89,103,112} S = {2,5,23,43,60,79,88,102,113} S = {2,5,23,46,57,75,92,103,112} S = {2,5,23,46,57,79,88,99,116} S = {2,5,23,47,56,75,92,102,113} S = {2,5,23,47,56,78,89,99,116} S = {2,5,24,31,41,46,51,75,116} S = {2,5,24,31,41,46,52,76,115} S = {2,5,24,31,41,51,52,81,110} S = {2,5,24,31,41,73,110,115,116} S = {2,5,24,31,41,75,76,81,118} S = {2,5,24,31,43,44,49,73,118} S = {2,5,24,31,43,44,54,78,113} S = {2,5,24,31,43,49,54,83,108} S = {2,5,24,31,43,73,78,83,116} S = {2,5,24,31,43,75,108,113,118} S = {2,5,24,31,44,49,54,84,107} S = {2,5,24,31,44,73,78,84,115} S = {2,5,24,31,44,76,107,113,118} S = {2,5,24,31,46,51,52,86,105} S = {2,5,24,31,46,75,76,86,113} S = {2,5,24,31,46,78,105,115,116} S = {2,5,24,31,49,73,83,84,110} S = {2,5,24,31,49,81,107,108,118} S = {2,5,24,31,51,75,81,86,108} S = {2,5,24,31,51,83,105,110,116} S = {2,5,24,31,52,76,81,86,107} S = {2,5,24,31,52,84,105,110,115} S = {2,5,24,31,54,78,83,84,105} S = {2,5,24,31,54,86,107,108,113} S = {2,5,24,32,63,73,84,110,115} S = {2,5,24,32,63,76,81,107,118} S = {2,5,24,33,63,73,83,110,116} S = {2,5,24,33,63,75,81,108,118} S = {2,5,24,36,63,76,86,107,113} S = {2,5,24,36,63,78,84,105,115} S = {2,5,24,40,63,73,78,115,116} S = {2,5,24,40,63,75,76,113,118} S = {2,5,24,41,46,51,52,95,96} S = {2,5,24,41,46,72,95,115,116} S = {2,5,24,41,46,75,76,96,119} S = {2,5,24,41,51,65,95,110,116} S = {2,5,24,41,51,75,81,96,126} S = {2,5,24,41,52,64,95,110,115} S = {2,5,24,41,52,76,81,96,127} S = {2,5,24,43,44,49,54,95,96} S = {2,5,24,43,44,72,95,113,118} S = {2,5,24,43,44,73,78,96,119} S = {2,5,24,43,49,65,95,108,118} S = {2,5,24,43,49,73,83,96,126} S = {2,5,24,44,49,64,95,107,118} S = {2,5,24,44,49,73,84,96,127} S = {2,5,24,44,54,68,95,107,113} S = {2,5,24,44,54,78,84,96,123} S = {2,5,24,46,52,68,95,105,115} S = {2,5,24,46,52,76,86,96,123} S = {2,5,24,48,63,81,86,107,108} S = {2,5,24,48,63,83,84,105,110} S = {2,5,24,49,54,80,95,107,108} S = {2,5,24,49,54,83,84,96,111} S = {2,5,24,51,52,80,95,105,110} S = {2,5,24,51,52,81,86,96,111} S = {2,5,24,63,73,78,83,84,96} S = {2,5,24,63,75,76,81,86,96} S = {2,5,24,63,95,105,110,115,116} S = {2,5,24,63,95,107,108,113,118} S = {2,5,25,30,40,47,51,75,116} S = {2,5,25,30,40,47,52,76,115} S = {2,5,25,30,40,51,52,80,111} S = {2,5,25,30,40,72,111,115,116} S = {2,5,25,30,40,75,76,80,119} S = {2,5,25,30,43,44,48,72,119} S = {2,5,25,30,43,44,55,79,112} S = {2,5,25,30,43,48,55,83,108} S = {2,5,25,30,43,72,79,83,116} S = {2,5,25,30,43,75,108,112,119} S = {2,5,25,30,44,48,55,84,107} S = {2,5,25,30,44,72,79,84,115} S = {2,5,25,30,44,76,107,112,119} S = {2,5,25,30,47,51,52,87,104} S = {2,5,25,30,47,75,76,87,112} S = {2,5,25,30,47,79,104,115,116} S = {2,5,25,30,48,72,83,84,111} S = {2,5,25,30,48,80,107,108,119} S = {2,5,25,30,51,75,80,87,108} S = {2,5,25,30,51,83,104,111,116} S = {2,5,25,30,52,76,80,87,107} S = {2,5,25,30,52,84,104,111,115} S = {2,5,25,30,55,79,83,84,104} S = {2,5,25,30,55,87,107,108,112} S = {2,5,25,32,62,72,84,111,115} S = {2,5,25,32,62,76,80,107,119} S = {2,5,25,33,62,72,83,111,116} S = {2,5,25,33,62,75,80,108,119} S = {2,5,25,35,62,75,87,108,112} S = {2,5,25,35,62,79,83,104,116} S = {2,5,25,40,47,51,52,94,97} S = {2,5,25,40,47,73,94,115,116} S = {2,5,25,40,47,75,76,97,118} S = {2,5,25,40,51,65,94,111,116} S = {2,5,25,40,51,75,80,97,126} S = {2,5,25,40,52,64,94,111,115} S = {2,5,25,40,52,76,80,97,127} S = {2,5,25,41,62,72,79,115,116} S = {2,5,25,41,62,75,76,112,119} S = {2,5,25,43,44,48,55,94,97} S = {2,5,25,43,44,72,79,97,118} S = {2,5,25,43,44,73,94,112,119} S = {2,5,25,43,48,65,94,108,119} S = {2,5,25,43,48,72,83,97,126} S = {2,5,25,43,55,67,94,108,112} S = {2,5,25,43,55,79,83,97,124} S = {2,5,25,44,48,64,94,107,119} S = {2,5,25,44,48,72,84,97,127} S = {2,5,25,47,51,67,94,104,116} S = {2,5,25,47,51,75,87,97,124} S = {2,5,25,48,55,81,94,107,108} S = {2,5,25,48,55,83,84,97,110} S = {2,5,25,49,62,80,87,107,108} S = {2,5,25,49,62,83,84,104,111} S = {2,5,25,51,52,80,87,97,110} S = {2,5,25,51,52,81,94,104,111} S = {2,5,25,62,72,79,83,84,97} S = {2,5,25,62,75,76,80,87,97} S = {2,5,25,62,94,104,111,115,116} S = {2,5,25,62,94,107,108,112,119} S = {2,5,27,28,40,47,49,73,118} S = {2,5,27,28,40,47,54,78,113} S = {2,5,27,28,40,49,54,80,111} S = {2,5,27,28,40,72,111,113,118} S = {2,5,27,28,40,73,78,80,119} S = {2,5,27,28,41,46,48,72,119} S = {2,5,27,28,41,46,55,79,112} S = {2,5,27,28,41,48,55,81,110} S = {2,5,27,28,41,72,79,81,118} S = {2,5,27,28,41,73,110,112,119} S = {2,5,27,28,46,48,55,86,105} S = {2,5,27,28,46,72,79,86,113} S = {2,5,27,28,46,78,105,112,119} S = {2,5,27,28,47,49,54,87,104} S = {2,5,27,28,47,73,78,87,112} S = {2,5,27,28,47,79,104,113,118} S = {2,5,27,28,48,72,81,86,111} S = {2,5,27,28,48,80,105,110,119} S = {2,5,27,28,49,73,80,87,110} S = {2,5,27,28,49,81,104,111,118} S = {2,5,27,28,54,78,80,87,105} S = {2,5,27,28,54,86,104,111,113} S = {2,5,27,28,55,79,81,86,104} S = {2,5,27,28,55,87,105,110,112} S = {2,5,27,33,60,72,81,111,118} S = {2,5,27,33,60,73,80,110,119} S = {2,5,27,35,60,73,87,110,112} S = {2,5,27,35,60,79,81,104,118} S = {2,5,27,39,60,78,87,105,112} S = {2,5,27,39,60,79,86,104,113} S = {2,5,27,40,47,49,54,92,99} S = {2,5,27,40,47,73,78,99,116} S = {2,5,27,40,47,75,92,113,118} S = {2,5,27,40,49,65,92,111,118} S = {2,5,27,40,49,73,80,99,126} S = {2,5,27,41,46,48,55,92,99} S = {2,5,27,41,46,72,79,99,116} S = {2,5,27,41,46,75,92,112,119} S = {2,5,27,41,48,65,92,110,119} S = {2,5,27,41,48,72,81,99,126} S = {2,5,27,41,55,67,92,110,112} S = {2,5,27,41,55,79,81,99,124} S = {2,5,27,43,60,72,79,113,118} S = {2,5,27,43,60,73,78,112,119} S = {2,5,27,46,55,71,92,105,112} S = {2,5,27,46,55,79,86,99,120} S = {2,5,27,47,49,67,92,104,118} S = {2,5,27,47,49,73,87,99,124} S = {2,5,27,47,54,71,92,104,113} S = {2,5,27,47,54,78,87,99,120} S = {2,5,27,48,55,81,86,99,108} S = {2,5,27,48,55,83,92,105,110} S = {2,5,27,49,54,80,87,99,108} S = {2,5,27,49,54,83,92,104,111} S = {2,5,27,51,60,80,87,105,110} S = {2,5,27,51,60,81,86,104,111} S = {2,5,27,60,72,79,81,86,99} S = {2,5,27,60,73,78,80,87,99} S = {2,5,27,60,92,104,111,113,118} S = {2,5,27,60,92,105,110,112,119} S = {2,5,28,32,59,72,81,111,118} S = {2,5,28,32,59,73,80,110,119} S = {2,5,28,36,59,72,86,111,113} S = {2,5,28,36,59,78,80,105,119} S = {2,5,28,38,59,78,87,105,112} S = {2,5,28,38,59,79,86,104,113} S = {2,5,28,40,47,49,54,91,100} S = {2,5,28,40,47,73,78,100,115} S = {2,5,28,40,47,76,91,113,118} S = {2,5,28,40,49,64,91,111,118} S = {2,5,28,40,49,73,80,100,127} S = {2,5,28,40,54,68,91,111,113} S = {2,5,28,40,54,78,80,100,123} S = {2,5,28,41,46,48,55,91,100} S = {2,5,28,41,46,72,79,100,115} S = {2,5,28,41,46,76,91,112,119} S = {2,5,28,41,48,64,91,110,119} S = {2,5,28,41,48,72,81,100,127} S = {2,5,28,44,59,72,79,113,118} S = {2,5,28,44,59,73,78,112,119} S = {2,5,28,46,48,68,91,105,119} S = {2,5,28,46,48,72,86,100,123} S = {2,5,28,46,55,70,91,105,112} S = {2,5,28,46,55,79,86,100,121} S = {2,5,28,47,54,70,91,104,113} S = {2,5,28,47,54,78,87,100,121} S = {2,5,28,48,55,81,86,100,107} S = {2,5,28,48,55,84,91,105,110} S = {2,5,28,49,54,80,87,100,107} S = {2,5,28,49,54,84,91,104,111} S = {2,5,28,52,59,80,87,105,110} S = {2,5,28,52,59,81,86,104,111} S = {2,5,28,59,72,79,81,86,100} S = {2,5,28,59,73,78,80,87,100} S = {2,5,28,59,91,104,111,113,118} S = {2,5,28,59,91,105,110,112,119} S = {2,5,30,36,57,72,84,111,115} S = {2,5,30,36,57,76,80,107,119} S = {2,5,30,38,57,76,87,107,112} S = {2,5,30,38,57,79,84,104,115} S = {2,5,30,39,57,75,87,108,112} S = {2,5,30,39,57,79,83,104,116} S = {2,5,30,40,47,51,52,89,102} S = {2,5,30,40,47,75,76,102,113} S = {2,5,30,40,47,78,89,115,116} S = {2,5,30,40,52,68,89,111,115} S = {2,5,30,40,52,76,80,102,123} S = {2,5,30,43,44,48,55,89,102} S = {2,5,30,43,44,72,79,102,113} S = {2,5,30,43,44,78,89,112,119} S = {2,5,30,43,55,71,89,108,112} S = {2,5,30,43,55,79,83,102,120} S = {2,5,30,44,48,68,89,107,119} S = {2,5,30,44,48,72,84,102,123} S = {2,5,30,44,55,70,89,107,112} S = {2,5,30,44,55,79,84,102,121} S = {2,5,30,46,57,72,79,115,116} S = {2,5,30,46,57,75,76,112,119} S = {2,5,30,47,51,71,89,104,116} S = {2,5,30,47,51,75,87,102,120} S = {2,5,30,47,52,70,89,104,115} S = {2,5,30,47,52,76,87,102,121} S = {2,5,30,48,55,83,84,102,105} S = {2,5,30,48,55,86,89,107,108} S = {2,5,30,51,52,80,87,102,105} S = {2,5,30,51,52,86,89,104,111} S = {2,5,30,54,57,80,87,107,108} S = {2,5,30,54,57,83,84,104,111} S = {2,5,30,57,72,79,83,84,102} S = {2,5,30,57,75,76,80,87,102} S = {2,5,30,57,89,104,111,115,116} S = {2,5,30,57,89,107,108,112,119} S = {2,5,31,35,56,73,83,110,116} S = {2,5,31,35,56,75,81,108,118} S = {2,5,31,38,56,76,86,107,113} S = {2,5,31,38,56,78,84,105,115} S = {2,5,31,39,56,75,86,108,113} S = {2,5,31,39,56,78,83,105,116} S = {2,5,31,41,46,51,52,88,103} S = {2,5,31,41,46,75,76,103,112} S = {2,5,31,41,46,79,88,115,116} S = {2,5,31,41,51,67,88,110,116} S = {2,5,31,41,51,75,81,103,124} S = {2,5,31,43,44,49,54,88,103} S = {2,5,31,43,44,73,78,103,112} S = {2,5,31,43,44,79,88,113,118} S = {2,5,31,43,49,67,88,108,118} S = {2,5,31,43,49,73,83,103,124} S = {2,5,31,43,54,71,88,108,113} S = {2,5,31,43,54,78,83,103,120} S = {2,5,31,44,54,70,88,107,113} S = {2,5,31,44,54,78,84,103,121} S = {2,5,31,46,51,71,88,105,116} S = {2,5,31,46,51,75,86,103,120} S = {2,5,31,46,52,70,88,105,115} S = {2,5,31,46,52,76,86,103,121} S = {2,5,31,47,56,73,78,115,116} S = {2,5,31,47,56,75,76,113,118} S = {2,5,31,49,54,83,84,103,104} S = {2,5,31,49,54,87,88,107,108} S = {2,5,31,51,52,81,86,103,104} S = {2,5,31,51,52,87,88,105,110} S = {2,5,31,55,56,81,86,107,108} S = {2,5,31,55,56,83,84,105,110} S = {2,5,31,56,73,78,83,84,103} S = {2,5,31,56,75,76,81,86,103} S = {2,5,31,56,88,105,110,115,116} S = {2,5,31,56,88,107,108,113,118} S = {2,5,40,47,49,73,94,99,100} S = {2,5,40,47,49,91,92,97,118} S = {2,5,40,47,51,75,92,97,102} S = {2,5,40,47,51,89,94,99,116} S = {2,5,40,47,52,76,91,97,102} S = {2,5,40,47,52,89,94,100,115} S = {2,5,40,47,54,78,89,99,100} S = {2,5,40,47,54,91,92,102,113} S = {2,5,40,48,63,89,94,99,100} S = {2,5,40,48,63,91,92,97,102} S = {2,5,40,49,54,80,95,99,100} S = {2,5,40,49,54,91,92,96,111} S = {2,5,40,51,52,80,95,97,102} S = {2,5,40,51,52,89,94,96,111} S = {2,5,40,63,73,78,80,99,100} S = {2,5,40,63,75,76,80,97,102} S = {2,5,40,63,89,94,111,115,116} S = {2,5,40,63,91,92,111,113,118} S = {2,5,41,46,48,72,95,99,100} S = {2,5,41,46,48,91,92,96,119} S = {2,5,41,46,51,75,92,96,103} S = {2,5,41,46,51,88,95,99,116} S = {2,5,41,46,52,76,91,96,103} S = {2,5,41,46,52,88,95,100,115} S = {2,5,41,46,55,79,88,99,100} S = {2,5,41,46,55,91,92,103,112} S = {2,5,41,48,55,81,94,99,100} S = {2,5,41,48,55,91,92,97,110} S = {2,5,41,49,62,88,95,99,100} S = {2,5,41,49,62,91,92,96,103} S = {2,5,41,51,52,81,94,96,103} S = {2,5,41,51,52,88,95,97,110} S = {2,5,41,62,72,79,81,99,100} S = {2,5,41,62,75,76,81,96,103} S = {2,5,41,62,88,95,110,115,116} S = {2,5,41,62,91,92,110,112,119} S = {2,5,43,44,48,72,95,97,102} S = {2,5,43,44,48,89,94,96,119} S = {2,5,43,44,49,73,94,96,103} S = {2,5,43,44,49,88,95,97,118} S = {2,5,43,44,54,78,89,96,103} S = {2,5,43,44,54,88,95,102,113} S = {2,5,43,44,55,79,88,97,102} S = {2,5,43,44,55,89,94,103,112} S = {2,5,43,48,55,83,92,97,102} S = {2,5,43,48,55,89,94,99,108} S = {2,5,43,49,54,83,92,96,103} S = {2,5,43,49,54,88,95,99,108} S = {2,5,43,51,60,88,95,97,102} S = {2,5,43,51,60,89,94,96,103} S = {2,5,43,60,72,79,83,97,102} S = {2,5,43,60,73,78,83,96,103} S = {2,5,43,60,88,95,108,113,118} S = {2,5,43,60,89,94,108,112,119} S = {2,5,44,48,55,84,91,97,102} S = {2,5,44,48,55,89,94,100,107} S = {2,5,44,49,54,84,91,96,103} S = {2,5,44,49,54,88,95,100,107} S = {2,5,44,52,59,88,95,97,102} S = {2,5,44,52,59,89,94,96,103} S = {2,5,44,59,72,79,84,97,102} S = {2,5,44,59,73,78,84,96,103} S = {2,5,44,59,88,95,107,113,118} S = {2,5,44,59,89,94,107,112,119} S = {2,5,46,48,55,86,89,99,100} S = {2,5,46,48,55,91,92,102,105} S = {2,5,46,51,52,86,89,96,103} S = {2,5,46,51,52,88,95,102,105} S = {2,5,46,54,57,88,95,99,100} S = {2,5,46,54,57,91,92,96,103} S = {2,5,46,57,72,79,86,99,100} S = {2,5,46,57,75,76,86,96,103} S = {2,5,46,57,88,95,105,115,116} S = {2,5,46,57,91,92,105,112,119} S = {2,5,47,49,54,87,88,99,100} S = {2,5,47,49,54,91,92,103,104} S = {2,5,47,51,52,87,88,97,102} S = {2,5,47,51,52,89,94,103,104} S = {2,5,47,55,56,89,94,99,100} S = {2,5,47,55,56,91,92,97,102} S = {2,5,47,56,73,78,87,99,100} S = {2,5,47,56,75,76,87,97,102} S = {2,5,47,56,89,94,104,115,116} S = {2,5,47,56,91,92,104,113,118} S = {2,5,48,63,72,81,86,99,100} S = {2,5,48,63,72,83,84,97,102} S = {2,5,48,63,89,94,107,108,119} S = {2,5,48,63,91,92,105,110,119} S = {2,5,49,62,73,80,87,99,100} S = {2,5,49,62,73,83,84,96,103} S = {2,5,49,62,88,95,107,108,118} S = {2,5,49,62,91,92,104,111,118} S = {2,5,51,60,75,80,87,97,102} S = {2,5,51,60,75,81,86,96,103} S = {2,5,51,60,88,95,105,110,116} S = {2,5,51,60,89,94,104,111,116} S = {2,5,52,59,76,80,87,97,102} S = {2,5,52,59,76,81,86,96,103} S = {2,5,52,59,88,95,105,110,115} S = {2,5,52,59,89,94,104,111,115} S = {2,5,54,57,78,80,87,99,100} S = {2,5,54,57,78,83,84,96,103} S = {2,5,54,57,88,95,107,108,113} S = {2,5,54,57,91,92,104,111,113} S = {2,5,55,56,79,81,86,99,100} S = {2,5,55,56,79,83,84,97,102} S = {2,5,55,56,89,94,107,108,112} S = {2,5,55,56,91,92,105,110,112} S = {2,5,56,63,73,78,83,99,116} S = {2,5,56,63,73,78,84,100,115} S = {2,5,56,63,73,81,94,99,100} S = {2,5,56,63,73,83,84,97,110} S = {2,5,56,63,73,94,110,115,116} S = {2,5,56,63,75,76,81,97,118} S = {2,5,56,63,75,76,86,102,113} S = {2,5,56,63,75,81,86,99,108} S = {2,5,56,63,75,83,92,97,102} S = {2,5,56,63,75,92,108,113,118} S = {2,5,56,63,76,81,86,100,107} S = {2,5,56,63,76,84,91,97,102} S = {2,5,56,63,76,91,107,113,118} S = {2,5,56,63,78,83,84,102,105} S = {2,5,56,63,78,86,89,99,100} S = {2,5,56,63,78,89,105,115,116} S = {2,5,56,63,81,94,107,108,118} S = {2,5,56,63,83,92,105,110,116} S = {2,5,56,63,84,91,105,110,115} S = {2,5,56,63,86,89,107,108,113} S = {2,5,56,63,89,94,99,108,116} S = {2,5,56,63,89,94,100,107,115} S = {2,5,56,63,91,92,97,110,118} S = {2,5,56,63,91,92,102,105,113} S = {2,5,57,62,72,79,83,99,116} S = {2,5,57,62,72,79,84,100,115} S = {2,5,57,62,72,80,95,99,100} S = {2,5,57,62,72,83,84,96,111} S = {2,5,57,62,72,95,111,115,116} S = {2,5,57,62,75,76,80,96,119} S = {2,5,57,62,75,76,87,103,112} S = {2,5,57,62,75,80,87,99,108} S = {2,5,57,62,75,83,92,96,103} S = {2,5,57,62,75,92,108,112,119} S = {2,5,57,62,76,80,87,100,107} S = {2,5,57,62,76,84,91,96,103} S = {2,5,57,62,76,91,107,112,119} S = {2,5,57,62,79,83,84,103,104} S = {2,5,57,62,79,87,88,99,100} S = {2,5,57,62,79,88,104,115,116} S = {2,5,57,62,80,95,107,108,119} S = {2,5,57,62,83,92,104,111,116} S = {2,5,57,62,84,91,104,111,115} S = {2,5,57,62,87,88,107,108,112} S = {2,5,57,62,88,95,99,108,116} S = {2,5,57,62,88,95,100,107,115} S = {2,5,57,62,91,92,96,111,119} S = {2,5,57,62,91,92,103,104,112} S = {2,5,59,60,72,79,81,97,118} S = {2,5,59,60,72,79,86,102,113} S = {2,5,59,60,72,80,95,97,102} S = {2,5,59,60,72,81,86,96,111} S = {2,5,59,60,72,95,111,113,118} S = {2,5,59,60,73,78,80,96,119} S = {2,5,59,60,73,78,87,103,112} S = {2,5,59,60,73,80,87,97,110} S = {2,5,59,60,73,81,94,96,103} S = {2,5,59,60,73,94,110,112,119} S = {2,5,59,60,78,80,87,102,105} S = {2,5,59,60,78,86,89,96,103} S = {2,5,59,60,78,89,105,112,119} S = {2,5,59,60,79,81,86,103,104} S = {2,5,59,60,79,87,88,97,102} S = {2,5,59,60,79,88,104,113,118} S = {2,5,59,60,80,95,105,110,119} S = {2,5,59,60,81,94,104,111,118} S = {2,5,59,60,86,89,104,111,113} S = {2,5,59,60,87,88,105,110,112} S = {2,5,59,60,88,95,97,110,118} S = {2,5,59,60,88,95,102,105,113} S = {2,5,59,60,89,94,96,111,119} S = {2,5,59,60,89,94,103,104,112} S = {2,7,9,49,62,83,92,100,107} S = {2,7,9,49,62,84,91,99,108} S = {2,7,9,51,60,81,94,100,107} S = {2,7,9,51,60,84,91,97,110} S = {2,7,9,52,59,81,94,99,108} S = {2,7,9,52,59,83,92,97,110} S = {2,7,12,49,62,84,91,102,105} S = {2,7,12,49,62,86,89,100,107} S = {2,7,12,52,59,81,94,102,105} S = {2,7,12,52,59,86,89,97,110} S = {2,7,12,54,57,81,94,100,107} S = {2,7,12,54,57,84,91,97,110} S = {2,7,17,41,62,75,92,100,115} S = {2,7,17,41,62,76,91,99,116} S = {2,7,17,43,60,73,94,100,115} S = {2,7,17,43,60,76,91,97,118} S = {2,7,17,44,59,73,94,99,116} S = {2,7,17,44,59,75,92,97,118} S = {2,7,20,41,62,76,91,102,113} S = {2,7,20,41,62,78,89,100,115} S = {2,7,20,44,59,73,94,102,113} S = {2,7,20,44,59,78,89,97,118} S = {2,7,20,46,57,73,94,100,115} S = {2,7,20,46,57,76,91,97,118} S = {2,7,25,33,62,75,84,108,115} S = {2,7,25,33,62,76,83,107,116} S = {2,7,25,36,62,76,86,107,113} S = {2,7,25,36,62,78,84,105,115} S = {2,7,25,43,52,65,94,108,115} S = {2,7,25,43,52,76,83,97,126} S = {2,7,25,44,51,65,94,107,116} S = {2,7,25,44,51,75,84,97,126} S = {2,7,25,44,54,68,94,107,113} S = {2,7,25,44,54,78,84,97,123} S = {2,7,25,46,52,68,94,105,115} S = {2,7,25,46,52,76,86,97,123} S = {2,7,27,33,60,73,84,110,115} S = {2,7,27,33,60,76,81,107,118} S = {2,7,27,41,52,65,92,110,115} S = {2,7,27,41,52,76,81,99,126} S = {2,7,27,44,49,65,92,107,118} S = {2,7,27,44,49,73,84,99,126} S = {2,7,28,33,59,73,83,110,116} S = {2,7,28,33,59,75,81,108,118} S = {2,7,28,36,59,73,86,110,113} S = {2,7,28,36,59,78,81,105,118} S = {2,7,28,41,51,65,91,110,116} S = {2,7,28,41,51,75,81,100,126} S = {2,7,28,41,54,68,91,110,113} S = {2,7,28,41,54,78,81,100,123} S = {2,7,28,43,49,65,91,108,118} S = {2,7,28,43,49,73,83,100,126} S = {2,7,28,46,49,68,91,105,118} S = {2,7,28,46,49,73,86,100,123} S = {2,7,30,36,57,73,84,110,115} S = {2,7,30,36,57,76,81,107,118} S = {2,7,30,41,52,68,89,110,115} S = {2,7,30,41,52,76,81,102,123} S = {2,7,30,44,49,68,89,107,118} S = {2,7,30,44,49,73,84,102,123} S = {2,8,15,49,62,84,91,101,106} S = {2,8,15,49,62,85,90,100,107} S = {2,8,15,52,59,81,94,101,106} S = {2,8,15,52,59,85,90,97,110} S = {2,8,15,53,58,81,94,100,107} S = {2,8,15,53,58,84,91,97,110} S = {2,8,17,36,63,69,94,107,112} S = {2,8,17,36,63,79,84,97,122} S = {2,8,17,37,62,68,95,107,112} S = {2,8,17,37,62,79,84,96,123} S = {2,8,17,47,52,68,95,97,122} S = {2,8,17,47,52,69,94,96,123} S = {2,8,20,33,63,69,91,110,112} S = {2,8,20,33,63,79,81,100,122} S = {2,8,20,37,59,65,95,110,112} S = {2,8,20,37,59,79,81,96,126} S = {2,8,20,47,49,65,95,100,122} S = {2,8,20,47,49,69,91,96,126} S = {2,8,21,33,62,68,91,111,112} S = {2,8,21,33,62,79,80,100,123} S = {2,8,21,36,59,65,94,111,112} S = {2,8,21,36,59,79,80,97,126} S = {2,8,21,43,62,78,91,101,112} S = {2,8,21,43,62,79,90,100,113} S = {2,8,21,46,59,75,94,101,112} S = {2,8,21,46,59,79,90,97,116} S = {2,8,21,47,48,65,94,100,123} S = {2,8,21,47,48,68,91,97,126} S = {2,8,21,47,58,75,94,100,113} S = {2,8,21,47,58,78,91,97,116} S = {2,8,27,37,62,78,85,107,112} S = {2,8,27,37,62,79,84,106,113} S = {2,8,27,46,53,69,94,107,112} S = {2,8,27,46,53,79,84,97,122} S = {2,8,27,47,52,69,94,106,113} S = {2,8,27,47,52,78,85,97,122} S = {2,8,30,37,59,75,85,110,112} S = {2,8,30,37,59,79,81,106,116} S = {2,8,30,43,53,69,91,110,112} S = {2,8,30,43,53,79,81,100,122} S = {2,8,30,47,49,69,91,106,116} S = {2,8,30,47,49,75,85,100,122} S = {2,8,31,33,52,68,81,111,122} S = {2,8,31,33,52,69,80,110,123} S = {2,8,31,36,49,65,84,111,122} S = {2,8,31,36,49,69,80,107,126} S = {2,8,31,37,48,65,84,110,123} S = {2,8,31,37,48,68,81,107,126} S = {2,8,31,37,58,75,84,110,113} S = {2,8,31,37,58,78,81,107,116} S = {2,8,31,43,52,69,90,110,113} S = {2,8,31,43,52,78,81,101,122} S = {2,8,31,46,49,69,90,107,116} S = {2,8,31,46,49,75,84,101,122} S = {2,9,12,48,63,85,90,103,104} S = {2,9,12,48,63,87,88,101,106} S = {2,9,12,53,58,80,95,103,104} S = {2,9,12,53,58,87,88,96,111} S = {2,9,12,55,56,80,95,101,106} S = {2,9,12,55,56,85,90,96,111} S = {2,9,14,52,59,85,90,103,104} S = {2,9,14,52,59,87,88,101,106} S = {2,9,14,53,58,84,91,103,104} S = {2,9,14,53,58,87,88,100,107} S = {2,9,14,55,56,84,91,101,106} S = {2,9,14,55,56,85,90,100,107} S = {2,9,15,51,60,84,91,101,106} S = {2,9,15,51,60,85,90,100,107} S = {2,9,15,52,59,83,92,101,106} S = {2,9,15,52,59,85,90,99,108} S = {2,9,15,53,58,83,92,100,107} S = {2,9,15,53,58,84,91,99,108} S = {2,9,16,36,63,69,94,104,115} S = {2,9,16,36,63,76,87,97,122} S = {2,9,16,37,62,68,95,104,115} S = {2,9,16,37,62,76,87,96,123} S = {2,9,16,44,55,68,95,97,122} S = {2,9,16,44,55,69,94,96,123} S = {2,9,17,36,63,69,94,99,120} S = {2,9,17,36,63,71,92,97,122} S = {2,9,17,37,62,68,95,99,120} S = {2,9,17,37,62,71,92,96,123} S = {2,9,17,39,60,68,95,97,122} S = {2,9,17,39,60,69,94,96,123} S = {2,9,19,37,62,71,92,107,112} S = {2,9,19,37,62,79,84,99,120} S = {2,9,19,39,60,69,94,107,112} S = {2,9,19,39,60,79,84,97,122} S = {2,9,19,47,52,69,94,99,120} S = {2,9,19,47,52,71,92,97,122} S = {2,9,20,31,37,46,51,71,120} S = {2,9,20,31,37,46,56,76,115} S = {2,9,20,31,37,51,56,81,110} S = {2,9,20,31,37,69,110,115,120} S = {2,9,20,31,37,71,76,81,122} S = {2,9,20,31,39,44,49,69,122} S = {2,9,20,31,39,44,58,78,113} S = {2,9,20,31,39,49,58,83,108} S = {2,9,20,31,39,69,78,83,120} S = {2,9,20,31,39,71,108,113,122} S = {2,9,20,31,44,49,58,88,103} S = {2,9,20,31,44,69,78,88,115} S = {2,9,20,31,44,76,103,113,122} S = {2,9,20,31,46,51,56,90,101} S = {2,9,20,31,46,71,76,90,113} S = {2,9,20,31,46,78,101,115,120} S = {2,9,20,31,49,69,83,88,110} S = {2,9,20,31,49,81,103,108,122} S = {2,9,20,31,51,71,81,90,108} S = {2,9,20,31,51,83,101,110,120} S = {2,9,20,31,56,76,81,90,103} S = {2,9,20,31,56,88,101,110,115} S = {2,9,20,31,58,78,83,88,101} S = {2,9,20,31,58,90,103,108,113} S = {2,9,20,32,63,69,88,110,115} S = {2,9,20,32,63,76,81,103,122} S = {2,9,20,33,63,69,83,110,120} S = {2,9,20,33,63,71,81,108,122} S = {2,9,20,36,63,69,78,115,120} S = {2,9,20,36,63,71,76,113,122} S = {2,9,20,37,46,51,56,95,96} S = {2,9,20,37,46,68,95,115,120} S = {2,9,20,37,46,71,76,96,123} S = {2,9,20,37,51,65,95,110,120} S = {2,9,20,37,51,71,81,96,126} S = {2,9,20,37,56,64,95,110,115} S = {2,9,20,37,56,76,81,96,127} S = {2,9,20,39,44,49,58,95,96} S = {2,9,20,39,44,68,95,113,122} S = {2,9,20,39,44,69,78,96,123} S = {2,9,20,39,49,65,95,108,122} S = {2,9,20,39,49,69,83,96,126} S = {2,9,20,40,63,76,90,103,113} S = {2,9,20,40,63,78,88,101,115} S = {2,9,20,44,49,64,95,103,122} S = {2,9,20,44,49,69,88,96,127} S = {2,9,20,44,58,72,95,103,113} S = {2,9,20,44,58,78,88,96,119} S = {2,9,20,46,56,72,95,101,115} S = {2,9,20,46,56,76,90,96,119} S = {2,9,20,48,63,81,90,103,108} S = {2,9,20,48,63,83,88,101,110} S = {2,9,20,49,58,80,95,103,108} S = {2,9,20,49,58,83,88,96,111} S = {2,9,20,51,56,80,95,101,110} S = {2,9,20,51,56,81,90,96,111} S = {2,9,20,63,69,78,83,88,96} S = {2,9,20,63,71,76,81,90,96} S = {2,9,20,63,95,101,110,115,120} S = {2,9,20,63,95,103,108,113,122} S = {2,9,21,30,36,47,51,71,120} S = {2,9,21,30,36,47,56,76,115} S = {2,9,21,30,36,51,56,80,111} S = {2,9,21,30,36,68,111,115,120} S = {2,9,21,30,36,71,76,80,123} S = {2,9,21,30,39,44,48,68,123} S = {2,9,21,30,39,44,59,79,112} S = {2,9,21,30,39,48,59,83,108} S = {2,9,21,30,39,68,79,83,120} S = {2,9,21,30,39,71,108,112,123} S = {2,9,21,30,44,48,59,88,103} S = {2,9,21,30,44,68,79,88,115} S = {2,9,21,30,44,76,103,112,123} S = {2,9,21,30,47,51,56,91,100} S = {2,9,21,30,47,71,76,91,112} S = {2,9,21,30,47,79,100,115,120} S = {2,9,21,30,48,68,83,88,111} S = {2,9,21,30,48,80,103,108,123} S = {2,9,21,30,51,71,80,91,108} S = {2,9,21,30,51,83,100,111,120} S = {2,9,21,30,56,76,80,91,103} S = {2,9,21,30,56,88,100,111,115} S = {2,9,21,30,59,79,83,88,100} S = {2,9,21,30,59,91,103,108,112} S = {2,9,21,32,62,68,88,111,115} S = {2,9,21,32,62,76,80,103,123} S = {2,9,21,33,62,68,83,111,120} S = {2,9,21,33,62,71,80,108,123} S = {2,9,21,35,62,71,91,108,112} S = {2,9,21,35,62,79,83,100,120} S = {2,9,21,36,47,51,56,94,97} S = {2,9,21,36,47,69,94,115,120} S = {2,9,21,36,47,71,76,97,122} S = {2,9,21,36,51,65,94,111,120} S = {2,9,21,36,51,71,80,97,126} S = {2,9,21,36,56,64,94,111,115} S = {2,9,21,36,56,76,80,97,127} S = {2,9,21,37,62,68,79,115,120} S = {2,9,21,37,62,71,76,112,123} S = {2,9,21,39,44,48,59,94,97} S = {2,9,21,39,44,68,79,97,122} S = {2,9,21,39,44,69,94,112,123} S = {2,9,21,39,48,65,94,108,123} S = {2,9,21,39,48,68,83,97,126} S = {2,9,21,39,59,67,94,108,112} S = {2,9,21,39,59,79,83,97,124} S = {2,9,21,44,48,64,94,103,123} S = {2,9,21,44,48,68,88,97,127} S = {2,9,21,47,51,67,94,100,120} S = {2,9,21,47,51,71,91,97,124} S = {2,9,21,48,59,81,94,103,108} S = {2,9,21,48,59,83,88,97,110} S = {2,9,21,49,62,80,91,103,108} S = {2,9,21,49,62,83,88,100,111} S = {2,9,21,51,56,80,91,97,110} S = {2,9,21,51,56,81,94,100,111} S = {2,9,21,62,68,79,83,88,97} S = {2,9,21,62,71,76,80,91,97} S = {2,9,21,62,94,100,111,115,120} S = {2,9,21,62,94,103,108,112,123} S = {2,9,23,28,36,47,49,69,122} S = {2,9,23,28,36,47,58,78,113} S = {2,9,23,28,36,49,58,80,111} S = {2,9,23,28,36,68,111,113,122} S = {2,9,23,28,36,69,78,80,123} S = {2,9,23,28,37,46,48,68,123} S = {2,9,23,28,37,46,59,79,112} S = {2,9,23,28,37,48,59,81,110} S = {2,9,23,28,37,68,79,81,122} S = {2,9,23,28,37,69,110,112,123} S = {2,9,23,28,46,48,59,90,101} S = {2,9,23,28,46,68,79,90,113} S = {2,9,23,28,46,78,101,112,123} S = {2,9,23,28,47,49,58,91,100} S = {2,9,23,28,47,69,78,91,112} S = {2,9,23,28,47,79,100,113,122} S = {2,9,23,28,48,68,81,90,111} S = {2,9,23,28,48,80,101,110,123} S = {2,9,23,28,49,69,80,91,110} S = {2,9,23,28,49,81,100,111,122} S = {2,9,23,28,58,78,80,91,101} S = {2,9,23,28,58,90,100,111,113} S = {2,9,23,28,59,79,81,90,100} S = {2,9,23,28,59,91,101,110,112} S = {2,9,23,33,60,68,81,111,122} S = {2,9,23,33,60,69,80,110,123} S = {2,9,23,35,60,69,91,110,112} S = {2,9,23,35,60,79,81,100,122} S = {2,9,23,36,47,49,58,92,99} S = {2,9,23,36,47,69,78,99,120} S = {2,9,23,36,47,71,92,113,122} S = {2,9,23,36,49,65,92,111,122} S = {2,9,23,36,49,69,80,99,126} S = {2,9,23,37,46,48,59,92,99} S = {2,9,23,37,46,68,79,99,120} S = {2,9,23,37,46,71,92,112,123} S = {2,9,23,37,48,65,92,110,123} S = {2,9,23,37,48,68,81,99,126} S = {2,9,23,37,59,67,92,110,112} S = {2,9,23,37,59,79,81,99,124} S = {2,9,23,39,60,68,79,113,122} S = {2,9,23,39,60,69,78,112,123} S = {2,9,23,43,60,78,91,101,112} S = {2,9,23,43,60,79,90,100,113} S = {2,9,23,46,59,75,92,101,112} S = {2,9,23,46,59,79,90,99,116} S = {2,9,23,47,49,67,92,100,122} S = {2,9,23,47,49,69,91,99,124} S = {2,9,23,47,58,75,92,100,113} S = {2,9,23,47,58,78,91,99,116} S = {2,9,23,48,59,81,90,99,108} S = {2,9,23,48,59,83,92,101,110} S = {2,9,23,49,58,80,91,99,108} S = {2,9,23,49,58,83,92,100,111} S = {2,9,23,51,60,80,91,101,110} S = {2,9,23,51,60,81,90,100,111} S = {2,9,23,60,68,79,81,90,99} S = {2,9,23,60,69,78,80,91,99} S = {2,9,23,60,92,100,111,113,122} S = {2,9,23,60,92,101,110,112,123} S = {2,9,24,36,63,76,87,106,113} S = {2,9,24,36,63,78,85,104,115} S = {2,9,24,44,55,68,95,106,113} S = {2,9,24,44,55,78,85,96,123} S = {2,9,24,46,53,68,95,104,115} S = {2,9,24,46,53,76,87,96,123} S = {2,9,26,44,55,78,85,107,112} S = {2,9,26,44,55,79,84,106,113} S = {2,9,26,46,53,76,87,107,112} S = {2,9,26,46,53,79,84,104,115} S = {2,9,26,47,52,76,87,106,113} S = {2,9,26,47,52,78,85,104,115} S = {2,9,27,39,60,78,85,107,112} S = {2,9,27,39,60,79,84,106,113} S = {2,9,27,46,53,71,92,107,112} S = {2,9,27,46,53,79,84,99,120} S = {2,9,27,47,52,71,92,106,113} S = {2,9,27,47,52,78,85,99,120} S = {2,9,28,32,55,68,81,111,122} S = {2,9,28,32,55,69,80,110,123} S = {2,9,28,36,47,49,58,87,104} S = {2,9,28,36,47,69,78,104,115} S = {2,9,28,36,47,76,87,113,122} S = {2,9,28,36,49,64,87,111,122} S = {2,9,28,36,49,69,80,104,127} S = {2,9,28,36,58,72,87,111,113} S = {2,9,28,36,58,78,80,104,119} S = {2,9,28,37,46,48,59,87,104} S = {2,9,28,37,46,68,79,104,115} S = {2,9,28,37,46,76,87,112,123} S = {2,9,28,37,48,64,87,110,123} S = {2,9,28,37,48,68,81,104,127} S = {2,9,28,40,55,68,90,111,113} S = {2,9,28,40,55,78,80,101,123} S = {2,9,28,42,55,78,91,101,112} S = {2,9,28,42,55,79,90,100,113} S = {2,9,28,44,55,68,79,113,122} S = {2,9,28,44,55,69,78,112,123} S = {2,9,28,46,48,68,90,104,119} S = {2,9,28,46,48,72,87,101,123} S = {2,9,28,46,59,74,87,101,112} S = {2,9,28,46,59,79,90,104,117} S = {2,9,28,47,58,74,87,100,113} S = {2,9,28,47,58,78,91,104,117} S = {2,9,28,48,59,81,90,103,104} S = {2,9,28,48,59,87,88,101,110} S = {2,9,28,49,58,80,91,103,104} S = {2,9,28,49,58,87,88,100,111} S = {2,9,28,55,56,80,91,101,110} S = {2,9,28,55,56,81,90,100,111} S = {2,9,28,55,68,79,81,90,104} S = {2,9,28,55,69,78,80,91,104} S = {2,9,28,55,87,100,111,113,122} S = {2,9,28,55,87,101,110,112,123} S = {2,9,30,36,47,51,56,85,106} S = {2,9,30,36,47,71,76,106,113} S = {2,9,30,36,47,78,85,115,120} S = {2,9,30,36,56,72,85,111,115} S = {2,9,30,36,56,76,80,106,119} S = {2,9,30,39,44,48,59,85,106} S = {2,9,30,39,44,68,79,106,113} S = {2,9,30,39,44,78,85,112,123} S = {2,9,30,39,59,75,85,108,112} S = {2,9,30,39,59,79,83,106,116} S = {2,9,30,40,53,68,88,111,115} S = {2,9,30,40,53,76,80,103,123} S = {2,9,30,42,53,76,91,103,112} S = {2,9,30,42,53,79,88,100,115} S = {2,9,30,43,53,71,91,108,112} S = {2,9,30,43,53,79,83,100,120} S = {2,9,30,44,48,68,88,106,119} S = {2,9,30,44,48,72,85,103,123} S = {2,9,30,44,59,74,85,103,112} S = {2,9,30,44,59,79,88,106,117} S = {2,9,30,46,53,68,79,115,120} S = {2,9,30,46,53,71,76,112,123} S = {2,9,30,47,51,71,91,106,116} S = {2,9,30,47,51,75,85,100,120} S = {2,9,30,47,56,74,85,100,115} S = {2,9,30,47,56,76,91,106,117} S = {2,9,30,48,59,83,88,101,106} S = {2,9,30,48,59,85,90,103,108} S = {2,9,30,51,56,80,91,101,106} S = {2,9,30,51,56,85,90,100,111} S = {2,9,30,53,58,80,91,103,108} S = {2,9,30,53,58,83,88,100,111} S = {2,9,30,53,68,79,83,88,106} S = {2,9,30,53,71,76,80,91,106} S = {2,9,30,53,85,100,111,115,120} S = {2,9,30,53,85,103,108,112,123} S = {2,9,31,35,52,69,83,110,120} S = {2,9,31,35,52,71,81,108,122} S = {2,9,31,37,46,51,56,84,107} S = {2,9,31,37,46,71,76,107,112} S = {2,9,31,37,46,79,84,115,120} S = {2,9,31,37,51,67,84,110,120} S = {2,9,31,37,51,71,81,107,124} S = {2,9,31,39,44,49,58,84,107} S = {2,9,31,39,44,69,78,107,112} S = {2,9,31,39,44,79,84,113,122} S = {2,9,31,39,49,67,84,108,122} S = {2,9,31,39,49,69,83,107,124} S = {2,9,31,39,58,75,84,108,113} S = {2,9,31,39,58,78,83,107,116} S = {2,9,31,42,52,76,90,103,113} S = {2,9,31,42,52,78,88,101,115} S = {2,9,31,43,52,71,90,108,113} S = {2,9,31,43,52,78,83,101,120} S = {2,9,31,44,58,74,84,103,113} S = {2,9,31,44,58,78,88,107,117} S = {2,9,31,46,51,71,90,107,116} S = {2,9,31,46,51,75,84,101,120} S = {2,9,31,46,56,74,84,101,115} S = {2,9,31,46,56,76,90,107,117} S = {2,9,31,47,52,69,78,115,120} S = {2,9,31,47,52,71,76,113,122} S = {2,9,31,49,58,83,88,100,107} S = {2,9,31,49,58,84,91,103,108} S = {2,9,31,51,56,81,90,100,107} S = {2,9,31,51,56,84,91,101,110} S = {2,9,31,52,59,81,90,103,108} S = {2,9,31,52,59,83,88,101,110} S = {2,9,31,52,69,78,83,88,107} S = {2,9,31,52,71,76,81,90,107} S = {2,9,31,52,84,101,110,115,120} S = {2,9,31,52,84,103,108,113,122} S = {2,9,36,47,49,69,94,99,104} S = {2,9,36,47,49,87,92,97,122} S = {2,9,36,47,51,71,92,97,106} S = {2,9,36,47,51,85,94,99,120} S = {2,9,36,47,56,76,87,97,106} S = {2,9,36,47,56,85,94,104,115} S = {2,9,36,47,58,78,85,99,104} S = {2,9,36,47,58,87,92,106,113} S = {2,9,36,48,63,85,94,99,104} S = {2,9,36,48,63,87,92,97,106} S = {2,9,36,49,58,80,95,99,104} S = {2,9,36,49,58,87,92,96,111} S = {2,9,36,51,56,80,95,97,106} S = {2,9,36,51,56,85,94,96,111} S = {2,9,36,63,69,78,80,99,104} S = {2,9,36,63,71,76,80,97,106} S = {2,9,36,63,85,94,111,115,120} S = {2,9,36,63,87,92,111,113,122} S = {2,9,37,46,48,68,95,99,104} S = {2,9,37,46,48,87,92,96,123} S = {2,9,37,46,51,71,92,96,107} S = {2,9,37,46,51,84,95,99,120} S = {2,9,37,46,56,76,87,96,107} S = {2,9,37,46,56,84,95,104,115} S = {2,9,37,46,59,79,84,99,104} S = {2,9,37,46,59,87,92,107,112} S = {2,9,37,48,59,81,94,99,104} S = {2,9,37,48,59,87,92,97,110} S = {2,9,37,49,62,84,95,99,104} S = {2,9,37,49,62,87,92,96,107} S = {2,9,37,51,56,81,94,96,107} S = {2,9,37,51,56,84,95,97,110} S = {2,9,37,62,68,79,81,99,104} S = {2,9,37,62,71,76,81,96,107} S = {2,9,37,62,84,95,110,115,120} S = {2,9,37,62,87,92,110,112,123} S = {2,9,39,44,48,68,95,97,106} S = {2,9,39,44,48,85,94,96,123} S = {2,9,39,44,49,69,94,96,107} S = {2,9,39,44,49,84,95,97,122} S = {2,9,39,44,58,78,85,96,107} S = {2,9,39,44,58,84,95,106,113} S = {2,9,39,44,59,79,84,97,106} S = {2,9,39,44,59,85,94,107,112} S = {2,9,39,48,59,83,92,97,106} S = {2,9,39,48,59,85,94,99,108} S = {2,9,39,49,58,83,92,96,107} S = {2,9,39,49,58,84,95,99,108} S = {2,9,39,51,60,84,95,97,106} S = {2,9,39,51,60,85,94,96,107} S = {2,9,39,60,68,79,83,97,106} S = {2,9,39,60,69,78,83,96,107} S = {2,9,39,60,84,95,108,113,122} S = {2,9,39,60,85,94,108,112,123} S = {2,9,44,48,59,85,94,103,104} S = {2,9,44,48,59,87,88,97,106} S = {2,9,44,49,58,84,95,103,104} S = {2,9,44,49,58,87,88,96,107} S = {2,9,44,55,56,84,95,97,106} S = {2,9,44,55,56,85,94,96,107} S = {2,9,44,55,68,79,88,97,106} S = {2,9,44,55,69,78,88,96,107} S = {2,9,44,55,84,95,103,113,122} S = {2,9,44,55,85,94,103,112,123} S = {2,9,46,48,59,85,90,99,104} S = {2,9,46,48,59,87,92,101,106} S = {2,9,46,51,56,84,95,101,106} S = {2,9,46,51,56,85,90,96,107} S = {2,9,46,53,58,84,95,99,104} S = {2,9,46,53,58,87,92,96,107} S = {2,9,46,53,68,79,90,99,104} S = {2,9,46,53,71,76,90,96,107} S = {2,9,46,53,84,95,101,115,120} S = {2,9,46,53,87,92,101,112,123} S = {2,9,47,49,58,84,91,99,104} S = {2,9,47,49,58,87,92,100,107} S = {2,9,47,51,56,84,91,97,106} S = {2,9,47,51,56,85,94,100,107} S = {2,9,47,52,59,85,94,99,104} S = {2,9,47,52,59,87,92,97,106} S = {2,9,47,52,69,78,91,99,104} S = {2,9,47,52,71,76,91,97,106} S = {2,9,47,52,85,94,100,115,120} S = {2,9,47,52,87,92,100,113,122} S = {2,9,48,63,68,81,90,99,104} S = {2,9,48,63,68,83,88,97,106} S = {2,9,48,63,85,94,103,108,123} S = {2,9,48,63,87,92,101,110,123} S = {2,9,49,62,69,80,91,99,104} S = {2,9,49,62,69,83,88,96,107} S = {2,9,49,62,84,95,103,108,122} S = {2,9,49,62,87,92,100,111,122} S = {2,9,51,60,71,80,91,97,106} S = {2,9,51,60,71,81,90,96,107} S = {2,9,51,60,84,95,101,110,120} S = {2,9,51,60,85,94,100,111,120} S = {2,9,52,59,79,81,90,99,104} S = {2,9,52,59,79,83,88,97,106} S = {2,9,52,59,85,94,103,108,112} S = {2,9,52,59,87,92,101,110,112} S = {2,9,52,63,69,78,83,99,120} S = {2,9,52,63,69,78,88,104,115} S = {2,9,52,63,69,81,94,99,104} S = {2,9,52,63,69,83,88,97,110} S = {2,9,52,63,69,94,110,115,120} S = {2,9,52,63,71,76,81,97,122} S = {2,9,52,63,71,76,90,106,113} S = {2,9,52,63,71,81,90,99,108} S = {2,9,52,63,71,83,92,97,106} S = {2,9,52,63,71,92,108,113,122} S = {2,9,52,63,76,81,90,103,104} S = {2,9,52,63,76,87,88,97,106} S = {2,9,52,63,76,87,103,113,122} S = {2,9,52,63,78,83,88,101,106} S = {2,9,52,63,78,85,90,99,104} S = {2,9,52,63,78,85,101,115,120} S = {2,9,52,63,81,94,103,108,122} S = {2,9,52,63,83,92,101,110,120} S = {2,9,52,63,85,90,103,108,113} S = {2,9,52,63,85,94,99,108,120} S = {2,9,52,63,85,94,103,104,115} S = {2,9,52,63,87,88,101,110,115} S = {2,9,52,63,87,92,97,110,122} S = {2,9,52,63,87,92,101,106,113} S = {2,9,53,58,78,80,91,99,104} S = {2,9,53,58,78,83,88,96,107} S = {2,9,53,58,84,95,103,108,113} S = {2,9,53,58,87,92,100,111,113} S = {2,9,53,62,68,79,83,99,120} S = {2,9,53,62,68,79,88,104,115} S = {2,9,53,62,68,80,95,99,104} S = {2,9,53,62,68,83,88,96,111} S = {2,9,53,62,68,95,111,115,120} S = {2,9,53,62,71,76,80,96,123} S = {2,9,53,62,71,76,91,107,112} S = {2,9,53,62,71,80,91,99,108} S = {2,9,53,62,71,83,92,96,107} S = {2,9,53,62,71,92,108,112,123} S = {2,9,53,62,76,80,91,103,104} S = {2,9,53,62,76,87,88,96,107} S = {2,9,53,62,76,87,103,112,123} S = {2,9,53,62,79,83,88,100,107} S = {2,9,53,62,79,84,91,99,104} S = {2,9,53,62,79,84,100,115,120} S = {2,9,53,62,80,95,103,108,123} S = {2,9,53,62,83,92,100,111,120} S = {2,9,53,62,84,91,103,108,112} S = {2,9,53,62,84,95,99,108,120} S = {2,9,53,62,84,95,103,104,115} S = {2,9,53,62,87,88,100,111,115} S = {2,9,53,62,87,92,96,111,123} S = {2,9,53,62,87,92,100,107,112} S = {2,9,55,56,76,80,91,97,106} S = {2,9,55,56,76,81,90,96,107} S = {2,9,55,56,84,95,101,110,115} S = {2,9,55,56,85,94,100,111,115} S = {2,9,55,60,68,79,81,97,122} S = {2,9,55,60,68,79,90,106,113} S = {2,9,55,60,68,80,95,97,106} S = {2,9,55,60,68,81,90,96,111} S = {2,9,55,60,68,95,111,113,122} S = {2,9,55,60,69,78,80,96,123} S = {2,9,55,60,69,78,91,107,112} S = {2,9,55,60,69,80,91,97,110} S = {2,9,55,60,69,81,94,96,107} S = {2,9,55,60,69,94,110,112,123} S = {2,9,55,60,78,80,91,101,106} S = {2,9,55,60,78,85,90,96,107} S = {2,9,55,60,78,85,101,112,123} S = {2,9,55,60,79,81,90,100,107} S = {2,9,55,60,79,84,91,97,106} S = {2,9,55,60,79,84,100,113,122} S = {2,9,55,60,80,95,101,110,123} S = {2,9,55,60,81,94,100,111,122} S = {2,9,55,60,84,91,101,110,112} S = {2,9,55,60,84,95,97,110,122} S = {2,9,55,60,84,95,101,106,113} S = {2,9,55,60,85,90,100,111,113} S = {2,9,55,60,85,94,96,111,123} S = {2,9,55,60,85,94,100,107,112} S = {2,11,12,49,62,85,90,103,104} S = {2,11,12,49,62,87,88,101,106} S = {2,11,12,53,58,81,94,103,104} S = {2,11,12,53,58,87,88,97,110} S = {2,11,12,55,56,81,94,101,106} S = {2,11,12,55,56,85,90,97,110} S = {2,11,17,37,62,71,92,104,115} S = {2,11,17,37,62,76,87,99,120} S = {2,11,17,39,60,69,94,104,115} S = {2,11,17,39,60,76,87,97,122} S = {2,11,17,44,55,69,94,99,120} S = {2,11,17,44,55,71,92,97,122} S = {2,11,21,33,62,71,88,108,115} S = {2,11,21,33,62,76,83,103,120} S = {2,11,21,39,56,65,94,108,115} S = {2,11,21,39,56,76,83,97,126} S = {2,11,21,40,62,76,90,103,113} S = {2,11,21,40,62,78,88,101,115} S = {2,11,21,44,51,65,94,103,120} S = {2,11,21,44,51,71,88,97,126} S = {2,11,21,44,58,72,94,103,113} S = {2,11,21,44,58,78,88,97,119} S = {2,11,21,46,56,72,94,101,115} S = {2,11,21,46,56,76,90,97,119} S = {2,11,23,33,60,69,88,110,115} S = {2,11,23,33,60,76,81,103,122} S = {2,11,23,37,56,65,92,110,115} S = {2,11,23,37,56,76,81,99,126} S = {2,11,23,44,49,65,92,103,122} S = {2,11,23,44,49,69,88,99,126} S = {2,11,24,37,62,76,87,106,113} S = {2,11,24,37,62,78,85,104,115} S = {2,11,24,44,55,69,94,106,113} S = {2,11,24,44,55,78,85,97,122} S = {2,11,24,46,53,69,94,104,115} S = {2,11,24,46,53,76,87,97,122} S = {2,11,28,33,55,69,83,110,120} S = {2,11,28,33,55,71,81,108,122} S = {2,11,28,37,51,65,87,110,120} S = {2,11,28,37,51,71,81,104,126} S = {2,11,28,37,58,72,87,110,113} S = {2,11,28,37,58,78,81,104,119} S = {2,11,28,39,49,65,87,108,122} S = {2,11,28,39,49,69,83,104,126} S = {2,11,28,40,55,69,90,110,113} S = {2,11,28,40,55,78,81,101,122} S = {2,11,28,46,49,69,90,104,119} S = {2,11,28,46,49,72,87,101,122} S = {2,11,30,37,56,72,85,110,115} S = {2,11,30,37,56,76,81,106,119} S = {2,11,30,40,53,69,88,110,115} S = {2,11,30,40,53,76,81,103,122} S = {2,11,30,44,49,69,88,106,119} S = {2,11,30,44,49,72,85,103,122} S = {2,12,15,49,62,85,90,102,105} S = {2,12,15,49,62,86,89,101,106} S = {2,12,15,53,58,81,94,102,105} S = {2,12,15,53,58,86,89,97,110} S = {2,12,15,54,57,81,94,101,106} S = {2,12,15,54,57,85,90,97,110} S = {2,12,16,33,63,69,91,104,118} S = {2,12,16,33,63,73,87,100,122} S = {2,12,16,37,59,65,95,104,118} S = {2,12,16,37,59,73,87,96,126} S = {2,12,16,41,55,65,95,100,122} S = {2,12,16,41,55,69,91,96,126} S = {2,12,17,31,37,43,54,71,120} S = {2,12,17,31,37,43,56,73,118} S = {2,12,17,31,37,54,56,84,107} S = {2,12,17,31,37,69,107,118,120} S = {2,12,17,31,37,71,73,84,122} S = {2,12,17,31,39,41,52,69,122} S = {2,12,17,31,39,41,58,75,116} S = {2,12,17,31,39,52,58,86,105} S = {2,12,17,31,39,69,75,86,120} S = {2,12,17,31,39,71,105,116,122} S = {2,12,17,31,41,52,58,88,103} S = {2,12,17,31,41,69,75,88,118} S = {2,12,17,31,41,73,103,116,122} S = {2,12,17,31,43,54,56,90,101} S = {2,12,17,31,43,71,73,90,116} S = {2,12,17,31,43,75,101,118,120} S = {2,12,17,31,52,69,86,88,107} S = {2,12,17,31,52,84,103,105,122} S = {2,12,17,31,54,71,84,90,105} S = {2,12,17,31,54,86,101,107,120} S = {2,12,17,31,56,73,84,90,103} S = {2,12,17,31,56,88,101,107,118} S = {2,12,17,31,58,75,86,88,101} S = {2,12,17,31,58,90,103,105,116} S = {2,12,17,32,63,69,88,107,118} S = {2,12,17,32,63,73,84,103,122} S = {2,12,17,33,63,69,75,118,120} S = {2,12,17,33,63,71,73,116,122} S = {2,12,17,36,63,69,86,107,120} S = {2,12,17,36,63,71,84,105,122} S = {2,12,17,37,43,54,56,95,96} S = {2,12,17,37,43,65,95,118,120} S = {2,12,17,37,43,71,73,96,126} S = {2,12,17,37,54,68,95,107,120} S = {2,12,17,37,54,71,84,96,123} S = {2,12,17,37,56,64,95,107,118} S = {2,12,17,37,56,73,84,96,127} S = {2,12,17,39,41,52,58,95,96} S = {2,12,17,39,41,65,95,116,122} S = {2,12,17,39,41,69,75,96,126} S = {2,12,17,39,52,68,95,105,122} S = {2,12,17,39,52,69,86,96,123} S = {2,12,17,40,63,73,90,103,116} S = {2,12,17,40,63,75,88,101,118} S = {2,12,17,41,52,64,95,103,122} S = {2,12,17,41,52,69,88,96,127} S = {2,12,17,41,58,72,95,103,116} S = {2,12,17,41,58,75,88,96,119} S = {2,12,17,43,56,72,95,101,118} S = {2,12,17,43,56,73,90,96,119} S = {2,12,17,48,63,84,90,103,105} S = {2,12,17,48,63,86,88,101,107} S = {2,12,17,52,58,80,95,103,105} S = {2,12,17,52,58,86,88,96,111} S = {2,12,17,54,56,80,95,101,107} S = {2,12,17,54,56,84,90,96,111} S = {2,12,17,63,69,75,86,88,96} S = {2,12,17,63,71,73,84,90,96} S = {2,12,17,63,95,101,107,118,120} S = {2,12,17,63,95,103,105,116,122} S = {2,12,20,33,63,69,91,102,120} S = {2,12,20,33,63,71,89,100,122} S = {2,12,20,37,59,65,95,102,120} S = {2,12,20,37,59,71,89,96,126} S = {2,12,20,39,57,65,95,100,122} S = {2,12,20,39,57,69,91,96,126} S = {2,12,21,27,33,47,54,71,120} S = {2,12,21,27,33,47,56,73,118} S = {2,12,21,27,33,54,56,80,111} S = {2,12,21,27,33,65,111,118,120} S = {2,12,21,27,33,71,73,80,126} S = {2,12,21,27,39,41,48,65,126} S = {2,12,21,27,39,41,62,79,112} S = {2,12,21,27,39,48,62,86,105} S = {2,12,21,27,39,65,79,86,120} S = {2,12,21,27,39,71,105,112,126} S = {2,12,21,27,41,48,62,88,103} S = {2,12,21,27,41,65,79,88,118} S = {2,12,21,27,41,73,103,112,126} S = {2,12,21,27,47,54,56,94,97} S = {2,12,21,27,47,71,73,94,112} S = {2,12,21,27,47,79,97,118,120} S = {2,12,21,27,48,65,86,88,111} S = {2,12,21,27,48,80,103,105,126} S = {2,12,21,27,54,71,80,94,105} S = {2,12,21,27,54,86,97,111,120} S = {2,12,21,27,56,73,80,94,103} S = {2,12,21,27,56,88,97,111,118} S = {2,12,21,27,62,79,86,88,97} S = {2,12,21,27,62,94,103,105,112} S = {2,12,21,32,59,65,88,111,118} S = {2,12,21,32,59,73,80,103,126} S = {2,12,21,33,47,54,56,91,100} S = {2,12,21,33,47,69,91,118,120} S = {2,12,21,33,47,71,73,100,122} S = {2,12,21,33,54,68,91,111,120} S = {2,12,21,33,54,71,80,100,123} S = {2,12,21,33,56,64,91,111,118} S = {2,12,21,33,56,73,80,100,127} S = {2,12,21,36,59,65,86,111,120} S = {2,12,21,36,59,71,80,105,126} S = {2,12,21,37,59,65,79,118,120} S = {2,12,21,37,59,71,73,112,126} S = {2,12,21,38,59,71,94,105,112} S = {2,12,21,38,59,79,86,97,120} S = {2,12,21,39,41,48,62,91,100} S = {2,12,21,39,41,65,79,100,122} S = {2,12,21,39,41,69,91,112,126} S = {2,12,21,39,48,65,86,100,123} S = {2,12,21,39,48,68,91,105,126} S = {2,12,21,39,62,70,91,105,112} S = {2,12,21,39,62,79,86,100,121} S = {2,12,21,41,48,64,91,103,126} S = {2,12,21,41,48,65,88,100,127} S = {2,12,21,47,54,70,91,97,120} S = {2,12,21,47,54,71,94,100,121} S = {2,12,21,48,62,84,91,103,105} S = {2,12,21,48,62,86,88,100,107} S = {2,12,21,52,59,80,94,103,105} S = {2,12,21,52,59,86,88,97,111} S = {2,12,21,54,56,80,94,100,107} S = {2,12,21,54,56,84,91,97,111} S = {2,12,21,59,65,79,86,88,100} S = {2,12,21,59,71,73,80,94,100} S = {2,12,21,59,91,97,111,118,120} S = {2,12,21,59,91,103,105,112,126} S = {2,12,22,37,59,71,89,110,112} S = {2,12,22,37,59,79,81,102,120} S = {2,12,22,39,57,69,91,110,112} S = {2,12,22,39,57,79,81,100,122} S = {2,12,22,47,49,69,91,102,120} S = {2,12,22,47,49,71,89,100,122} S = {2,12,23,25,33,47,52,69,122} S = {2,12,23,25,33,47,58,75,116} S = {2,12,23,25,33,52,58,80,111} S = {2,12,23,25,33,65,111,116,122} S = {2,12,23,25,33,69,75,80,126} S = {2,12,23,25,37,43,48,65,126} S = {2,12,23,25,37,43,62,79,112} S = {2,12,23,25,37,48,62,84,107} S = {2,12,23,25,37,65,79,84,122} S = {2,12,23,25,37,69,107,112,126} S = {2,12,23,25,43,48,62,90,101} S = {2,12,23,25,43,65,79,90,116} S = {2,12,23,25,43,75,101,112,126} S = {2,12,23,25,47,52,58,94,97} S = {2,12,23,25,47,69,75,94,112} S = {2,12,23,25,47,79,97,116,122} S = {2,12,23,25,48,65,84,90,111} S = {2,12,23,25,48,80,101,107,126} S = {2,12,23,25,52,69,80,94,107} S = {2,12,23,25,52,84,97,111,122} S = {2,12,23,25,58,75,80,94,101} S = {2,12,23,25,58,90,97,111,116} S = {2,12,23,25,62,79,84,90,97} S = {2,12,23,25,62,94,101,107,112} S = {2,12,23,33,47,52,58,89,102} S = {2,12,23,33,47,69,75,102,120} S = {2,12,23,33,47,71,89,116,122} S = {2,12,23,33,52,68,89,111,122} S = {2,12,23,33,52,69,80,102,123} S = {2,12,23,36,57,65,84,111,122} S = {2,12,23,36,57,69,80,107,126} S = {2,12,23,37,43,48,62,89,102} S = {2,12,23,37,43,65,79,102,120} S = {2,12,23,37,43,71,89,112,126} S = {2,12,23,37,48,65,84,102,123} S = {2,12,23,37,48,68,89,107,126} S = {2,12,23,37,62,70,89,107,112} S = {2,12,23,37,62,79,84,102,121} S = {2,12,23,38,57,69,94,107,112} S = {2,12,23,38,57,79,84,97,122} S = {2,12,23,39,57,65,79,116,122} S = {2,12,23,39,57,69,75,112,126} S = {2,12,23,43,62,78,89,101,112} S = {2,12,23,43,62,79,90,102,113} S = {2,12,23,46,57,75,94,101,112} S = {2,12,23,46,57,79,90,97,116} S = {2,12,23,47,52,69,94,102,121} S = {2,12,23,47,52,70,89,97,122} S = {2,12,23,47,58,75,94,102,113} S = {2,12,23,47,58,78,89,97,116} S = {2,12,23,48,62,84,90,102,105} S = {2,12,23,48,62,86,89,101,107} S = {2,12,23,52,58,80,94,102,105} S = {2,12,23,52,58,86,89,97,111} S = {2,12,23,54,57,80,94,101,107} S = {2,12,23,54,57,84,90,97,111} S = {2,12,23,57,65,79,84,90,102} S = {2,12,23,57,69,75,80,94,102} S = {2,12,23,57,89,97,111,116,122} S = {2,12,23,57,89,101,107,112,126} S = {2,12,24,33,63,73,87,106,116} S = {2,12,24,33,63,75,85,104,118} S = {2,12,24,41,55,65,95,106,116} S = {2,12,24,41,55,75,85,96,126} S = {2,12,24,43,53,65,95,104,118} S = {2,12,24,43,53,73,87,96,126} S = {2,12,25,32,55,65,84,111,122} S = {2,12,25,32,55,69,80,107,126} S = {2,12,25,33,47,52,58,87,104} S = {2,12,25,33,47,69,75,104,118} S = {2,12,25,33,47,73,87,116,122} S = {2,12,25,33,52,64,87,111,122} S = {2,12,25,33,52,69,80,104,127} S = {2,12,25,33,58,72,87,111,116} S = {2,12,25,33,58,75,80,104,119} S = {2,12,25,37,43,48,62,87,104} S = {2,12,25,37,43,65,79,104,118} S = {2,12,25,37,43,73,87,112,126} S = {2,12,25,37,48,64,87,107,126} S = {2,12,25,37,48,65,84,104,127} S = {2,12,25,40,55,65,90,111,116} S = {2,12,25,40,55,75,80,101,126} S = {2,12,25,41,55,65,79,116,122} S = {2,12,25,41,55,69,75,112,126} S = {2,12,25,42,55,75,94,101,112} S = {2,12,25,42,55,79,90,97,116} S = {2,12,25,43,48,65,90,104,119} S = {2,12,25,43,48,72,87,101,126} S = {2,12,25,43,62,74,87,101,112} S = {2,12,25,43,62,79,90,104,117} S = {2,12,25,47,58,74,87,97,116} S = {2,12,25,47,58,75,94,104,117} S = {2,12,25,48,62,84,90,103,104} S = {2,12,25,48,62,87,88,101,107} S = {2,12,25,52,58,80,94,103,104} S = {2,12,25,52,58,87,88,97,111} S = {2,12,25,55,56,80,94,101,107} S = {2,12,25,55,56,84,90,97,111} S = {2,12,25,55,65,79,84,90,104} S = {2,12,25,55,69,75,80,94,104} S = {2,12,25,55,87,97,111,116,122} S = {2,12,25,55,87,101,107,112,126} S = {2,12,26,41,55,75,85,110,112} S = {2,12,26,41,55,79,81,106,116} S = {2,12,26,43,53,73,87,110,112} S = {2,12,26,43,53,79,81,104,118} S = {2,12,26,47,49,73,87,106,116} S = {2,12,26,47,49,75,85,104,118} S = {2,12,27,33,47,54,56,85,106} S = {2,12,27,33,47,71,73,106,116} S = {2,12,27,33,47,75,85,118,120} S = {2,12,27,33,56,72,85,111,118} S = {2,12,27,33,56,73,80,106,119} S = {2,12,27,39,41,48,62,85,106} S = {2,12,27,39,41,65,79,106,116} S = {2,12,27,39,41,75,85,112,126} S = {2,12,27,39,62,78,85,105,112} S = {2,12,27,39,62,79,86,106,113} S = {2,12,27,40,53,65,88,111,118} S = {2,12,27,40,53,73,80,103,126} S = {2,12,27,41,48,65,88,106,119} S = {2,12,27,41,48,72,85,103,126} S = {2,12,27,41,62,74,85,103,112} S = {2,12,27,41,62,79,88,106,117} S = {2,12,27,42,53,73,94,103,112} S = {2,12,27,42,53,79,88,97,118} S = {2,12,27,43,53,65,79,118,120} S = {2,12,27,43,53,71,73,112,126} S = {2,12,27,46,53,71,94,105,112} S = {2,12,27,46,53,79,86,97,120} S = {2,12,27,47,54,71,94,106,113} S = {2,12,27,47,54,78,85,97,120} S = {2,12,27,47,56,73,94,106,117} S = {2,12,27,47,56,74,85,97,118} S = {2,12,27,48,62,85,90,103,105} S = {2,12,27,48,62,86,88,101,106} S = {2,12,27,53,58,80,94,103,105} S = {2,12,27,53,58,86,88,97,111} S = {2,12,27,53,65,79,86,88,106} S = {2,12,27,53,71,73,80,94,106} S = {2,12,27,53,85,97,111,118,120} S = {2,12,27,53,85,103,105,112,126} S = {2,12,27,54,56,80,94,101,106} S = {2,12,27,54,56,85,90,97,111} S = {2,12,30,39,57,75,85,110,112} S = {2,12,30,39,57,79,81,106,116} S = {2,12,30,43,53,71,89,110,112} S = {2,12,30,43,53,79,81,102,120} S = {2,12,30,47,49,71,89,106,116} S = {2,12,30,47,49,75,85,102,120} S = {2,12,31,37,43,54,56,81,110} S = {2,12,31,37,43,71,73,110,112} S = {2,12,31,37,43,79,81,118,120} S = {2,12,31,37,54,70,81,107,120} S = {2,12,31,37,54,71,84,110,121} S = {2,12,31,38,49,69,86,107,120} S = {2,12,31,38,49,71,84,105,122} S = {2,12,31,39,41,52,58,81,110} S = {2,12,31,39,41,69,75,110,112} S = {2,12,31,39,41,79,81,116,122} S = {2,12,31,39,52,69,86,110,121} S = {2,12,31,39,52,70,81,105,122} S = {2,12,31,39,58,75,86,110,113} S = {2,12,31,39,58,78,81,105,116} S = {2,12,31,41,58,74,81,103,116} S = {2,12,31,41,58,75,88,110,117} S = {2,12,31,42,49,73,90,103,116} S = {2,12,31,42,49,75,88,101,118} S = {2,12,31,43,54,71,90,110,113} S = {2,12,31,43,54,78,81,101,120} S = {2,12,31,43,56,73,90,110,117} S = {2,12,31,43,56,74,81,101,118} S = {2,12,31,46,49,71,90,105,116} S = {2,12,31,46,49,75,86,101,120} S = {2,12,31,47,49,69,75,118,120} S = {2,12,31,47,49,71,73,116,122} S = {2,12,31,49,62,84,90,103,105} S = {2,12,31,49,62,86,88,101,107} S = {2,12,31,49,69,75,86,88,110} S = {2,12,31,49,71,73,84,90,110} S = {2,12,31,49,81,101,107,118,120} S = {2,12,31,49,81,103,105,116,122} S = {2,12,31,52,58,81,94,103,105} S = {2,12,31,52,58,86,88,97,110} S = {2,12,31,54,56,81,94,101,107} S = {2,12,31,54,56,84,90,97,110} S = {2,12,33,47,52,69,91,102,104} S = {2,12,33,47,52,87,89,100,122} S = {2,12,33,47,54,71,89,100,106} S = {2,12,33,47,54,85,91,102,120} S = {2,12,33,47,56,73,87,100,106} S = {2,12,33,47,56,85,91,104,118} S = {2,12,33,47,58,75,85,102,104} S = {2,12,33,47,58,87,89,106,116} S = {2,12,33,48,63,85,91,102,104} S = {2,12,33,48,63,87,89,100,106} S = {2,12,33,52,58,80,95,102,104} S = {2,12,33,52,58,87,89,96,111} S = {2,12,33,54,56,80,95,100,106} S = {2,12,33,54,56,85,91,96,111} S = {2,12,33,63,69,75,80,102,104} S = {2,12,33,63,71,73,80,100,106} S = {2,12,33,63,85,91,111,118,120} S = {2,12,33,63,87,89,111,116,122} S = {2,12,37,43,48,65,95,102,104} S = {2,12,37,43,48,87,89,96,126} S = {2,12,37,43,54,71,89,96,110} S = {2,12,37,43,54,81,95,102,120} S = {2,12,37,43,56,73,87,96,110} S = {2,12,37,43,56,81,95,104,118} S = {2,12,37,43,62,79,81,102,104} S = {2,12,37,43,62,87,89,110,112} S = {2,12,37,48,62,84,91,102,104} S = {2,12,37,48,62,87,89,100,107} S = {2,12,37,52,59,81,95,102,104} S = {2,12,37,52,59,87,89,96,110} S = {2,12,37,54,56,81,95,100,107} S = {2,12,37,54,56,84,91,96,110} S = {2,12,37,59,65,79,84,102,104} S = {2,12,37,59,71,73,84,96,110} S = {2,12,37,59,81,95,107,118,120} S = {2,12,37,59,87,89,107,112,126} S = {2,12,39,41,48,65,95,100,106} S = {2,12,39,41,48,85,91,96,126} S = {2,12,39,41,52,69,91,96,110} S = {2,12,39,41,52,81,95,100,122} S = {2,12,39,41,58,75,85,96,110} S = {2,12,39,41,58,81,95,106,116} S = {2,12,39,41,62,79,81,100,106} S = {2,12,39,41,62,85,91,110,112} S = {2,12,39,48,62,85,91,102,105} S = {2,12,39,48,62,86,89,100,106} S = {2,12,39,52,58,81,95,102,105} S = {2,12,39,52,58,86,89,96,110} S = {2,12,39,54,57,81,95,100,106} S = {2,12,39,54,57,85,91,96,110} S = {2,12,39,57,65,79,86,100,106} S = {2,12,39,57,69,75,86,96,110} S = {2,12,39,57,81,95,105,116,122} S = {2,12,39,57,85,91,105,112,126} S = {2,12,41,48,62,85,91,103,104} S = {2,12,41,48,62,87,88,100,106} S = {2,12,41,52,58,81,95,103,104} S = {2,12,41,52,58,87,88,96,110} S = {2,12,41,55,56,81,95,100,106} S = {2,12,41,55,56,85,91,96,110} S = {2,12,41,55,65,79,88,100,106} S = {2,12,41,55,69,75,88,96,110} S = {2,12,41,55,81,95,103,116,122} S = {2,12,41,55,85,91,103,112,126} S = {2,12,43,48,62,85,90,102,104} S = {2,12,43,48,62,87,89,101,106} S = {2,12,43,53,58,81,95,102,104} S = {2,12,43,53,58,87,89,96,110} S = {2,12,43,53,65,79,90,102,104} S = {2,12,43,53,71,73,90,96,110} S = {2,12,43,53,81,95,101,118,120} S = {2,12,43,53,87,89,101,112,126} S = {2,12,43,54,56,81,95,101,106} S = {2,12,43,54,56,85,90,96,110} S = {2,12,47,49,62,85,91,102,104} S = {2,12,47,49,62,87,89,100,106} S = {2,12,47,49,69,75,94,102,104} S = {2,12,47,49,71,73,94,100,106} S = {2,12,47,49,85,91,97,118,120} S = {2,12,47,49,87,89,97,116,122} S = {2,12,47,52,58,81,94,102,104} S = {2,12,47,52,58,87,89,97,110} S = {2,12,47,54,56,81,94,100,106} S = {2,12,47,54,56,85,91,97,110} S = {2,12,48,63,65,84,90,102,104} S = {2,12,48,63,65,86,88,100,106} S = {2,12,48,63,85,91,103,105,126} S = {2,12,48,63,87,89,101,107,126} S = {2,12,49,62,79,84,90,102,104} S = {2,12,49,62,79,86,88,100,106} S = {2,12,49,62,85,91,103,105,112} S = {2,12,49,62,87,89,101,107,112} S = {2,12,49,63,69,75,86,102,120} S = {2,12,49,63,69,75,88,104,118} S = {2,12,49,63,69,84,91,102,104} S = {2,12,49,63,69,86,88,100,107} S = {2,12,49,63,69,91,107,118,120} S = {2,12,49,63,71,73,84,100,122} S = {2,12,49,63,71,73,90,106,116} S = {2,12,49,63,71,84,90,102,105} S = {2,12,49,63,71,86,89,100,106} S = {2,12,49,63,71,89,105,116,122} S = {2,12,49,63,73,84,90,103,104} S = {2,12,49,63,73,87,88,100,106} S = {2,12,49,63,73,87,103,116,122} S = {2,12,49,63,75,85,90,102,104} S = {2,12,49,63,75,85,101,118,120} S = {2,12,49,63,75,86,88,101,106} S = {2,12,49,63,84,91,103,105,122} S = {2,12,49,63,85,90,103,105,116} S = {2,12,49,63,85,91,102,105,120} S = {2,12,49,63,85,91,103,104,118} S = {2,12,49,63,86,89,101,107,120} S = {2,12,49,63,87,88,101,107,118} S = {2,12,49,63,87,89,100,107,122} S = {2,12,49,63,87,89,101,106,116} S = {2,12,52,59,69,80,94,102,104} S = {2,12,52,59,69,86,88,96,110} S = {2,12,52,59,81,95,103,105,122} S = {2,12,52,59,87,89,97,111,122} S = {2,12,53,58,75,80,94,102,104} S = {2,12,53,58,75,86,88,96,110} S = {2,12,53,58,81,95,103,105,116} S = {2,12,53,58,87,89,97,111,116} S = {2,12,53,59,65,79,86,102,120} S = {2,12,53,59,65,79,88,104,118} S = {2,12,53,59,65,80,95,102,104} S = {2,12,53,59,65,86,88,96,111} S = {2,12,53,59,65,95,111,118,120} S = {2,12,53,59,71,73,80,96,126} S = {2,12,53,59,71,73,94,110,112} S = {2,12,53,59,71,80,94,102,105} S = {2,12,53,59,71,86,89,96,110} S = {2,12,53,59,71,89,105,112,126} S = {2,12,53,59,73,80,94,103,104} S = {2,12,53,59,73,87,88,96,110} S = {2,12,53,59,73,87,103,112,126} S = {2,12,53,59,79,81,94,102,104} S = {2,12,53,59,79,81,97,118,120} S = {2,12,53,59,79,86,88,97,110} S = {2,12,53,59,80,95,103,105,126} S = {2,12,53,59,81,94,103,105,112} S = {2,12,53,59,81,95,102,105,120} S = {2,12,53,59,81,95,103,104,118} S = {2,12,53,59,86,89,97,111,120} S = {2,12,53,59,87,88,97,111,118} S = {2,12,53,59,87,89,96,111,126} S = {2,12,53,59,87,89,97,110,112} S = {2,12,54,57,71,80,94,100,106} S = {2,12,54,57,71,84,90,96,110} S = {2,12,54,57,81,95,101,107,120} S = {2,12,54,57,85,91,97,111,120} S = {2,12,55,56,73,80,94,100,106} S = {2,12,55,56,73,84,90,96,110} S = {2,12,55,56,81,95,101,107,118} S = {2,12,55,56,85,91,97,111,118} S = {2,12,55,57,65,79,84,100,122} S = {2,12,55,57,65,79,90,106,116} S = {2,12,55,57,65,80,95,100,106} S = {2,12,55,57,65,84,90,96,111} S = {2,12,55,57,65,95,111,116,122} S = {2,12,55,57,69,75,80,96,126} S = {2,12,55,57,69,75,94,110,112} S = {2,12,55,57,69,80,94,100,107} S = {2,12,55,57,69,84,91,96,110} S = {2,12,55,57,69,91,107,112,126} S = {2,12,55,57,75,80,94,101,106} S = {2,12,55,57,75,85,90,96,110} S = {2,12,55,57,75,85,101,112,126} S = {2,12,55,57,79,81,94,100,106} S = {2,12,55,57,79,81,97,116,122} S = {2,12,55,57,79,84,90,97,110} S = {2,12,55,57,80,95,101,107,126} S = {2,12,55,57,81,94,101,107,112} S = {2,12,55,57,81,95,100,107,122} S = {2,12,55,57,81,95,101,106,116} S = {2,12,55,57,84,91,97,111,122} S = {2,12,55,57,85,90,97,111,116} S = {2,12,55,57,85,91,96,111,126} S = {2,12,55,57,85,91,97,110,112} S = {2,13,16,33,62,68,91,104,119} S = {2,13,16,33,62,72,87,100,123} S = {2,13,16,36,59,65,94,104,119} S = {2,13,16,36,59,72,87,97,126} S = {2,13,16,40,55,65,94,100,123} S = {2,13,16,40,55,68,91,97,126} S = {2,13,16,51,62,86,91,101,104} S = {2,13,16,51,62,87,90,100,105} S = {2,13,16,54,59,83,94,101,104} S = {2,13,16,54,59,87,90,97,108} S = {2,13,16,55,58,83,94,100,105} S = {2,13,16,55,58,86,91,97,108} S = {2,13,17,30,36,43,55,71,120} S = {2,13,17,30,36,43,56,72,119} S = {2,13,17,30,36,55,56,84,107} S = {2,13,17,30,36,68,107,119,120} S = {2,13,17,30,36,71,72,84,123} S = {2,13,17,30,39,40,52,68,123} S = {2,13,17,30,39,40,59,75,116} S = {2,13,17,30,39,52,59,87,104} S = {2,13,17,30,39,68,75,87,120} S = {2,13,17,30,39,71,104,116,123} S = {2,13,17,30,40,52,59,88,103} S = {2,13,17,30,40,68,75,88,119} S = {2,13,17,30,40,72,103,116,123} S = {2,13,17,30,43,55,56,91,100} S = {2,13,17,30,43,71,72,91,116} S = {2,13,17,30,43,75,100,119,120} S = {2,13,17,30,52,68,87,88,107} S = {2,13,17,30,52,84,103,104,123} S = {2,13,17,30,55,71,84,91,104} S = {2,13,17,30,55,87,100,107,120} S = {2,13,17,30,56,72,84,91,103} S = {2,13,17,30,56,88,100,107,119} S = {2,13,17,30,59,75,87,88,100} S = {2,13,17,30,59,91,103,104,116} S = {2,13,17,32,62,68,88,107,119} S = {2,13,17,32,62,72,84,103,123} S = {2,13,17,33,62,68,75,119,120} S = {2,13,17,33,62,71,72,116,123} S = {2,13,17,35,62,71,91,104,116} S = {2,13,17,35,62,75,87,100,120} S = {2,13,17,36,43,55,56,94,97} S = {2,13,17,36,43,65,94,119,120} S = {2,13,17,36,43,71,72,97,126} S = {2,13,17,36,55,69,94,107,120} S = {2,13,17,36,55,71,84,97,122} S = {2,13,17,36,56,64,94,107,119} S = {2,13,17,36,56,72,84,97,127} S = {2,13,17,37,62,68,87,107,120} S = {2,13,17,37,62,71,84,104,123} S = {2,13,17,39,40,52,59,94,97} S = {2,13,17,39,40,65,94,116,123} S = {2,13,17,39,40,68,75,97,126} S = {2,13,17,39,52,68,87,97,122} S = {2,13,17,39,52,69,94,104,123} S = {2,13,17,39,59,67,94,104,116} S = {2,13,17,39,59,75,87,97,124} S = {2,13,17,40,52,64,94,103,123} S = {2,13,17,40,52,68,88,97,127} S = {2,13,17,40,59,73,94,103,116} S = {2,13,17,40,59,75,88,97,118} S = {2,13,17,41,62,72,91,103,116} S = {2,13,17,41,62,75,88,100,119} S = {2,13,17,43,55,67,94,100,120} S = {2,13,17,43,55,71,91,97,124} S = {2,13,17,43,56,72,91,97,118} S = {2,13,17,43,56,73,94,100,119} S = {2,13,17,62,68,75,87,88,97} S = {2,13,17,62,71,72,84,91,97} S = {2,13,17,62,94,100,107,119,120} S = {2,13,17,62,94,103,104,116,123} S = {2,13,19,33,62,71,88,107,116} S = {2,13,19,33,62,75,84,103,120} S = {2,13,19,39,56,65,94,107,116} S = {2,13,19,39,56,75,84,97,126} S = {2,13,19,43,52,65,94,103,120} S = {2,13,19,43,52,71,88,97,126} S = {2,13,19,48,62,84,90,103,105} S = {2,13,19,48,62,86,88,101,107} S = {2,13,19,52,58,80,94,103,105} S = {2,13,19,52,58,86,88,97,111} S = {2,13,19,54,56,80,94,101,107} S = {2,13,19,54,56,84,90,97,111} S = {2,13,20,27,33,46,55,71,120} S = {2,13,20,27,33,46,56,72,119} S = {2,13,20,27,33,55,56,81,110} S = {2,13,20,27,33,65,110,119,120} S = {2,13,20,27,33,71,72,81,126} S = {2,13,20,27,39,40,49,65,126} S = {2,13,20,27,39,40,62,78,113} S = {2,13,20,27,39,49,62,87,104} S = {2,13,20,27,39,65,78,87,120} S = {2,13,20,27,39,71,104,113,126} S = {2,13,20,27,40,49,62,88,103} S = {2,13,20,27,40,65,78,88,119} S = {2,13,20,27,40,72,103,113,126} S = {2,13,20,27,46,55,56,94,97} S = {2,13,20,27,46,71,72,94,113} S = {2,13,20,27,46,78,97,119,120} S = {2,13,20,27,49,65,87,88,110} S = {2,13,20,27,49,81,103,104,126} S = {2,13,20,27,55,71,81,94,104} S = {2,13,20,27,55,87,97,110,120} S = {2,13,20,27,56,72,81,94,103} S = {2,13,20,27,56,88,97,110,119} S = {2,13,20,27,62,78,87,88,97} S = {2,13,20,27,62,94,103,104,113} S = {2,13,20,32,59,65,88,110,119} S = {2,13,20,32,59,72,81,103,126} S = {2,13,20,33,46,55,56,91,100} S = {2,13,20,33,46,68,91,119,120} S = {2,13,20,33,46,71,72,100,123} S = {2,13,20,33,55,69,91,110,120} S = {2,13,20,33,55,71,81,100,122} S = {2,13,20,33,56,64,91,110,119} S = {2,13,20,33,56,72,81,100,127} S = {2,13,20,36,59,65,78,119,120} S = {2,13,20,36,59,71,72,113,126} S = {2,13,20,37,59,65,87,110,120} S = {2,13,20,37,59,71,81,104,126} S = {2,13,20,38,59,71,94,104,113} S = {2,13,20,38,59,78,87,97,120} S = {2,13,20,39,40,49,62,91,100} S = {2,13,20,39,40,65,78,100,123} S = {2,13,20,39,40,68,91,113,126} S = {2,13,20,39,49,65,87,100,122} S = {2,13,20,39,49,69,91,104,126} S = {2,13,20,39,62,70,91,104,113} S = {2,13,20,39,62,78,87,100,121} S = {2,13,20,40,49,64,91,103,126} S = {2,13,20,40,49,65,88,100,127} S = {2,13,20,40,62,76,91,103,113} S = {2,13,20,40,62,78,88,100,115} S = {2,13,20,44,59,72,94,103,113} S = {2,13,20,44,59,78,88,97,119} S = {2,13,20,46,55,70,91,97,120} S = {2,13,20,46,55,71,94,100,121} S = {2,13,20,46,56,72,94,100,115} S = {2,13,20,46,56,76,91,97,119} S = {2,13,20,59,65,78,87,88,100} S = {2,13,20,59,71,72,81,94,100} S = {2,13,20,59,91,97,110,119,120} S = {2,13,20,59,91,103,104,113,126} S = {2,13,21,33,62,68,91,103,120} S = {2,13,21,33,62,71,88,100,123} S = {2,13,21,36,59,65,94,103,120} S = {2,13,21,36,59,71,88,97,126} S = {2,13,21,39,56,65,94,100,123} S = {2,13,21,39,56,68,91,97,126} S = {2,13,21,56,63,89,94,99,100} S = {2,13,21,56,63,91,92,97,102} S = {2,13,21,57,62,88,95,99,100} S = {2,13,21,57,62,91,92,96,103} S = {2,13,21,59,60,88,95,97,102} S = {2,13,21,59,60,89,94,96,103} S = {2,13,22,36,59,71,88,110,113} S = {2,13,22,36,59,78,81,103,120} S = {2,13,22,39,56,68,91,110,113} S = {2,13,22,39,56,78,81,100,123} S = {2,13,22,46,49,68,91,103,120} S = {2,13,22,46,49,71,88,100,123} S = {2,13,22,48,59,81,90,103,108} S = {2,13,22,48,59,83,88,101,110} S = {2,13,22,49,58,80,91,103,108} S = {2,13,22,49,58,83,88,100,111} S = {2,13,22,51,56,80,91,101,110} S = {2,13,22,51,56,81,90,100,111} S = {2,13,23,24,33,46,52,68,123} S = {2,13,23,24,33,46,59,75,116} S = {2,13,23,24,33,52,59,81,110} S = {2,13,23,24,33,65,110,116,123} S = {2,13,23,24,33,68,75,81,126} S = {2,13,23,24,36,43,49,65,126} S = {2,13,23,24,36,43,62,78,113} S = {2,13,23,24,36,49,62,84,107} S = {2,13,23,24,36,65,78,84,123} S = {2,13,23,24,36,68,107,113,126} S = {2,13,23,24,43,49,62,91,100} S = {2,13,23,24,43,65,78,91,116} S = {2,13,23,24,43,75,100,113,126} S = {2,13,23,24,46,52,59,94,97} S = {2,13,23,24,46,68,75,94,113} S = {2,13,23,24,46,78,97,116,123} S = {2,13,23,24,49,65,84,91,110} S = {2,13,23,24,49,81,100,107,126} S = {2,13,23,24,52,68,81,94,107} S = {2,13,23,24,52,84,97,110,123} S = {2,13,23,24,59,75,81,94,100} S = {2,13,23,24,59,91,97,110,116} S = {2,13,23,24,62,78,84,91,97} S = {2,13,23,24,62,94,100,107,113} S = {2,13,23,33,46,52,59,88,103} S = {2,13,23,33,46,68,75,103,120} S = {2,13,23,33,46,71,88,116,123} S = {2,13,23,33,52,68,81,103,122} S = {2,13,23,33,52,69,88,110,123} S = {2,13,23,33,59,67,88,110,116} S = {2,13,23,33,59,75,81,103,124} S = {2,13,23,35,56,65,91,110,116} S = {2,13,23,35,56,75,81,100,126} S = {2,13,23,36,43,49,62,88,103} S = {2,13,23,36,43,65,78,103,120} S = {2,13,23,36,43,71,88,113,126} S = {2,13,23,36,49,65,84,103,122} S = {2,13,23,36,49,69,88,107,126} S = {2,13,23,36,62,70,88,107,113} S = {2,13,23,36,62,78,84,103,121} S = {2,13,23,37,56,65,84,110,123} S = {2,13,23,37,56,68,81,107,126} S = {2,13,23,38,56,68,94,107,113} S = {2,13,23,38,56,78,84,97,123} S = {2,13,23,39,56,65,78,116,123} S = {2,13,23,39,56,68,75,113,126} S = {2,13,23,43,49,65,91,103,124} S = {2,13,23,43,49,67,88,100,126} S = {2,13,23,43,62,78,91,103,112} S = {2,13,23,43,62,79,88,100,113} S = {2,13,23,46,52,68,94,103,121} S = {2,13,23,46,52,70,88,97,123} S = {2,13,23,46,59,75,94,103,112} S = {2,13,23,46,59,79,88,97,116} S = {2,13,23,47,56,75,94,100,113} S = {2,13,23,47,56,78,91,97,116} S = {2,13,23,56,65,78,84,91,103} S = {2,13,23,56,68,75,81,94,103} S = {2,13,23,56,88,97,110,116,123} S = {2,13,23,56,88,100,107,113,126} S = {2,13,24,32,55,65,84,110,123} S = {2,13,24,32,55,68,81,107,126} S = {2,13,24,33,46,52,59,87,104} S = {2,13,24,33,46,68,75,104,119} S = {2,13,24,33,46,72,87,116,123} S = {2,13,24,33,52,64,87,110,123} S = {2,13,24,33,52,68,81,104,127} S = {2,13,24,33,59,73,87,110,116} S = {2,13,24,33,59,75,81,104,118} S = {2,13,24,36,43,49,62,87,104} S = {2,13,24,36,43,65,78,104,119} S = {2,13,24,36,43,72,87,113,126} S = {2,13,24,36,49,64,87,107,126} S = {2,13,24,36,49,65,84,104,127} S = {2,13,24,36,62,76,87,107,113} S = {2,13,24,36,62,78,84,104,115} S = {2,13,24,40,55,65,78,116,123} S = {2,13,24,40,55,68,75,113,126} S = {2,13,24,41,55,65,91,110,116} S = {2,13,24,41,55,75,81,100,126} S = {2,13,24,42,55,75,94,100,113} S = {2,13,24,42,55,78,91,97,116} S = {2,13,24,43,49,65,91,104,118} S = {2,13,24,43,49,73,87,100,126} S = {2,13,24,43,62,74,87,100,113} S = {2,13,24,43,62,78,91,104,117} S = {2,13,24,44,55,68,94,107,113} S = {2,13,24,44,55,78,84,97,123} S = {2,13,24,46,52,68,94,104,115} S = {2,13,24,46,52,76,87,97,123} S = {2,13,24,46,59,74,87,97,116} S = {2,13,24,46,59,75,94,104,117} S = {2,13,24,55,65,78,84,91,104} S = {2,13,24,55,68,75,81,94,104} S = {2,13,24,55,87,97,110,116,123} S = {2,13,24,55,87,100,107,113,126} S = {2,13,25,33,62,72,87,107,116} S = {2,13,25,33,62,75,84,104,119} S = {2,13,25,40,55,65,94,107,116} S = {2,13,25,40,55,75,84,97,126} S = {2,13,25,43,52,65,94,104,119} S = {2,13,25,43,52,72,87,97,126} S = {2,13,25,52,63,85,94,99,104} S = {2,13,25,52,63,87,92,97,106} S = {2,13,25,53,62,84,95,99,104} S = {2,13,25,53,62,87,92,96,107} S = {2,13,25,55,60,84,95,97,106} S = {2,13,25,55,60,85,94,96,107} S = {2,13,26,40,55,75,84,110,113} S = {2,13,26,40,55,78,81,107,116} S = {2,13,26,43,52,72,87,110,113} S = {2,13,26,43,52,78,81,104,119} S = {2,13,26,46,49,72,87,107,116} S = {2,13,26,46,49,75,84,104,119} S = {2,13,26,48,55,81,86,107,108} S = {2,13,26,48,55,83,84,105,110} S = {2,13,26,49,54,80,87,107,108} S = {2,13,26,49,54,83,84,104,111} S = {2,13,26,51,52,80,87,105,110} S = {2,13,26,51,52,81,86,104,111} S = {2,13,27,33,46,55,56,84,107} S = {2,13,27,33,46,71,72,107,116} S = {2,13,27,33,46,75,84,119,120} S = {2,13,27,33,55,67,84,110,120} S = {2,13,27,33,55,71,81,107,124} S = {2,13,27,33,56,72,81,107,118} S = {2,13,27,33,56,73,84,110,119} S = {2,13,27,35,52,65,87,110,120} S = {2,13,27,35,52,71,81,104,126} S = {2,13,27,39,40,49,62,84,107} S = {2,13,27,39,40,65,78,107,116} S = {2,13,27,39,40,75,84,113,126} S = {2,13,27,39,49,65,87,107,124} S = {2,13,27,39,49,67,84,104,126} S = {2,13,27,39,62,78,87,107,112} S = {2,13,27,39,62,79,84,104,113} S = {2,13,27,40,49,65,88,107,118} S = {2,13,27,40,49,73,84,103,126} S = {2,13,27,40,62,74,84,103,113} S = {2,13,27,40,62,78,88,107,117} S = {2,13,27,41,52,65,88,110,119} S = {2,13,27,41,52,72,81,103,126} S = {2,13,27,42,52,72,94,103,113} S = {2,13,27,42,52,78,88,97,119} S = {2,13,27,43,52,65,78,119,120} S = {2,13,27,43,52,71,72,113,126} S = {2,13,27,46,55,71,94,107,112} S = {2,13,27,46,55,79,84,97,120} S = {2,13,27,46,56,72,94,107,117} S = {2,13,27,46,56,74,84,97,119} S = {2,13,27,47,52,71,94,104,113} S = {2,13,27,47,52,78,87,97,120} S = {2,13,27,52,65,78,87,88,107} S = {2,13,27,52,71,72,81,94,107} S = {2,13,27,52,84,97,110,119,120} S = {2,13,27,52,84,103,104,113,126} S = {2,13,28,36,59,72,87,110,113} S = {2,13,28,36,59,78,81,104,119} S = {2,13,28,40,55,68,91,110,113} S = {2,13,28,40,55,78,81,100,123} S = {2,13,28,46,49,68,91,104,119} S = {2,13,28,46,49,72,87,100,123} S = {2,13,28,49,63,85,91,102,104} S = {2,13,28,49,63,87,89,100,106} S = {2,13,28,53,59,81,95,102,104} S = {2,13,28,53,59,87,89,96,110} S = {2,13,28,55,57,81,95,100,106} S = {2,13,28,55,57,85,91,96,110} S = {2,13,30,36,43,55,56,81,110} S = {2,13,30,36,43,71,72,110,113} S = {2,13,30,36,43,78,81,119,120} S = {2,13,30,36,55,70,81,107,120} S = {2,13,30,36,55,71,84,110,121} S = {2,13,30,36,56,72,84,110,115} S = {2,13,30,36,56,76,81,107,119} S = {2,13,30,38,49,68,87,107,120} S = {2,13,30,38,49,71,84,104,123} S = {2,13,30,39,40,52,59,81,110} S = {2,13,30,39,40,68,75,110,113} S = {2,13,30,39,40,78,81,116,123} S = {2,13,30,39,52,68,87,110,121} S = {2,13,30,39,52,70,81,104,123} S = {2,13,30,39,59,75,87,110,112} S = {2,13,30,39,59,79,81,104,116} S = {2,13,30,40,52,68,88,110,115} S = {2,13,30,40,52,76,81,103,123} S = {2,13,30,40,59,74,81,103,116} S = {2,13,30,40,59,75,88,110,117} S = {2,13,30,42,49,72,91,103,116} S = {2,13,30,42,49,75,88,100,119} S = {2,13,30,43,55,71,91,110,112} S = {2,13,30,43,55,79,81,100,120} S = {2,13,30,43,56,72,91,110,117} S = {2,13,30,43,56,74,81,100,119} S = {2,13,30,44,49,68,88,107,119} S = {2,13,30,44,49,72,84,103,123} S = {2,13,30,46,49,68,75,119,120} S = {2,13,30,46,49,71,72,116,123} S = {2,13,30,47,49,71,91,104,116} S = {2,13,30,47,49,75,87,100,120} S = {2,13,30,49,68,75,87,88,110} S = {2,13,30,49,71,72,84,91,110} S = {2,13,30,49,81,100,107,119,120} S = {2,13,30,49,81,103,104,116,123} S = {2,13,31,39,56,75,84,110,113} S = {2,13,31,39,56,78,81,107,116} S = {2,13,31,43,52,71,88,110,113} S = {2,13,31,43,52,78,81,103,120} S = {2,13,31,46,49,71,88,107,116} S = {2,13,31,46,49,75,84,103,120} S = {2,13,31,49,60,84,89,103,106} S = {2,13,31,49,60,85,88,102,107} S = {2,13,31,52,57,81,92,103,106} S = {2,13,31,52,57,85,88,99,110} S = {2,13,31,53,56,81,92,102,107} S = {2,13,31,53,56,84,89,99,110} S = {2,13,32,51,62,84,89,103,106} S = {2,13,32,51,62,85,88,102,107} S = {2,13,32,54,59,81,92,103,106} S = {2,13,32,54,59,85,88,99,110} S = {2,13,32,55,58,81,92,102,107} S = {2,13,32,55,58,84,89,99,110} S = {2,13,33,46,52,68,91,103,104} S = {2,13,33,46,52,87,88,100,123} S = {2,13,33,46,55,71,88,100,107} S = {2,13,33,46,55,84,91,103,120} S = {2,13,33,46,56,72,87,100,107} S = {2,13,33,46,56,84,91,104,119} S = {2,13,33,46,59,75,84,103,104} S = {2,13,33,46,59,87,88,107,116} S = {2,13,33,62,68,75,81,103,104} S = {2,13,33,62,71,72,81,100,107} S = {2,13,33,62,84,91,110,119,120} S = {2,13,33,62,87,88,110,116,123} S = {2,13,35,48,62,85,91,102,104} S = {2,13,35,48,62,87,89,100,106} S = {2,13,35,52,58,81,95,102,104} S = {2,13,35,52,58,87,89,96,110} S = {2,13,35,54,56,81,95,100,106} S = {2,13,35,54,56,85,91,96,110} S = {2,13,36,43,49,65,94,103,104} S = {2,13,36,43,49,87,88,97,126} S = {2,13,36,43,55,71,88,97,110} S = {2,13,36,43,55,81,94,103,120} S = {2,13,36,43,56,72,87,97,110} S = {2,13,36,43,56,81,94,104,119} S = {2,13,36,43,62,78,81,103,104} S = {2,13,36,43,62,87,88,110,113} S = {2,13,36,59,65,78,84,103,104} S = {2,13,36,59,71,72,84,97,110} S = {2,13,36,59,81,94,107,119,120} S = {2,13,36,59,87,88,107,113,126} S = {2,13,37,56,63,81,86,107,108} S = {2,13,37,56,63,83,84,105,110} S = {2,13,37,57,62,80,87,107,108} S = {2,13,37,57,62,83,84,104,111} S = {2,13,37,59,60,80,87,105,110} S = {2,13,37,59,60,81,86,104,111} S = {2,13,38,48,59,85,94,99,104} S = {2,13,38,48,59,87,92,97,106} S = {2,13,38,49,58,84,95,99,104} S = {2,13,38,49,58,87,92,96,107} S = {2,13,38,51,56,84,95,97,106} S = {2,13,38,51,56,85,94,96,107} S = {2,13,39,40,49,65,94,100,107} S = {2,13,39,40,49,84,91,97,126} S = {2,13,39,40,52,68,91,97,110} S = {2,13,39,40,52,81,94,100,123} S = {2,13,39,40,59,75,84,97,110} S = {2,13,39,40,59,81,94,107,116} S = {2,13,39,40,62,78,81,100,107} S = {2,13,39,40,62,84,91,110,113} S = {2,13,39,56,65,78,87,100,107} S = {2,13,39,56,68,75,87,97,110} S = {2,13,39,56,81,94,104,116,123} S = {2,13,39,56,84,91,104,113,126} S = {2,13,40,55,65,78,88,100,107} S = {2,13,40,55,68,75,88,97,110} S = {2,13,40,55,81,94,103,116,123} S = {2,13,40,55,84,91,103,113,126} S = {2,13,41,52,63,81,90,103,108} S = {2,13,41,52,63,83,88,101,110} S = {2,13,41,53,62,80,91,103,108} S = {2,13,41,53,62,83,88,100,111} S = {2,13,41,55,60,80,91,101,110} S = {2,13,41,55,60,81,90,100,111} S = {2,13,42,48,55,89,94,99,100} S = {2,13,42,48,55,91,92,97,102} S = {2,13,42,49,54,88,95,99,100} S = {2,13,42,49,54,91,92,96,103} S = {2,13,42,51,52,88,95,97,102} S = {2,13,42,51,52,89,94,96,103} S = {2,13,43,52,65,78,91,103,104} S = {2,13,43,52,71,72,91,97,110} S = {2,13,43,52,81,94,100,119,120} S = {2,13,43,52,87,88,100,113,126} S = {2,13,44,49,63,84,90,103,105} S = {2,13,44,49,63,86,88,101,107} S = {2,13,44,53,59,80,94,103,105} S = {2,13,44,53,59,86,88,97,111} S = {2,13,44,55,57,80,94,101,107} S = {2,13,44,55,57,84,90,97,111} S = {2,13,46,49,68,75,94,103,104} S = {2,13,46,49,71,72,94,100,107} S = {2,13,46,49,84,91,97,119,120} S = {2,13,46,49,87,88,97,116,123} S = {2,13,47,49,60,86,91,101,104} S = {2,13,47,49,60,87,90,100,105} S = {2,13,47,52,57,83,94,101,104} S = {2,13,47,52,57,87,90,97,108} S = {2,13,47,53,56,83,94,100,105} S = {2,13,47,53,56,86,91,97,108} S = {2,13,48,51,62,85,90,102,105} S = {2,13,48,51,62,86,89,101,106} S = {2,13,48,54,59,83,92,101,106} S = {2,13,48,54,59,85,90,99,108} S = {2,13,48,55,58,83,92,102,105} S = {2,13,48,55,58,86,89,99,108} S = {2,13,48,55,59,81,94,99,108} S = {2,13,48,55,59,83,92,97,110} S = {2,13,48,55,62,84,91,102,105} S = {2,13,48,55,62,86,89,100,107} S = {2,13,48,55,69,89,94,107,108} S = {2,13,48,55,69,91,92,105,110} S = {2,13,48,55,81,86,99,100,122} S = {2,13,48,55,83,84,97,102,122} S = {2,13,48,59,62,85,90,103,104} S = {2,13,48,59,62,87,88,101,106} S = {2,13,48,59,73,85,94,103,108} S = {2,13,48,59,73,87,92,101,110} S = {2,13,48,59,81,90,99,104,118} S = {2,13,48,59,83,88,97,106,118} S = {2,13,48,62,76,85,91,103,105} S = {2,13,48,62,76,87,89,101,107} S = {2,13,48,62,84,90,102,104,115} S = {2,13,48,62,86,88,100,106,115} S = {2,13,48,63,81,84,90,103,104} S = {2,13,48,63,81,86,88,100,107} S = {2,13,48,63,81,86,90,99,108} S = {2,13,48,63,81,94,99,100,104} S = {2,13,48,63,81,94,103,107,108} S = {2,13,48,63,83,84,88,97,110} S = {2,13,48,63,83,84,90,102,105} S = {2,13,48,63,83,86,88,101,106} S = {2,13,48,63,83,92,97,102,106} S = {2,13,48,63,83,92,101,105,110} S = {2,13,48,63,84,91,97,102,104} S = {2,13,48,63,84,91,103,105,110} S = {2,13,48,63,85,89,94,99,108} S = {2,13,48,63,85,90,99,102,104} S = {2,13,48,63,85,90,103,105,108} S = {2,13,48,63,85,91,92,102,105} S = {2,13,48,63,85,91,94,103,104} S = {2,13,48,63,86,89,99,100,106} S = {2,13,48,63,86,89,101,107,108} S = {2,13,48,63,87,88,97,100,106} S = {2,13,48,63,87,88,101,107,110} S = {2,13,48,63,87,89,92,101,106} S = {2,13,48,63,87,89,94,100,107} S = {2,13,48,63,87,91,92,97,110} S = {2,13,49,52,58,80,95,103,104} S = {2,13,49,52,58,87,88,96,111} S = {2,13,49,52,63,85,90,103,104} S = {2,13,49,52,63,87,88,101,106} S = {2,13,49,54,56,80,95,100,107} S = {2,13,49,54,56,84,91,96,111} S = {2,13,49,54,58,80,95,99,108} S = {2,13,49,54,58,83,92,96,111} S = {2,13,49,54,59,83,92,103,104} S = {2,13,49,54,59,87,88,99,108} S = {2,13,49,54,69,88,95,107,108} S = {2,13,49,54,69,91,92,104,111} S = {2,13,49,54,80,87,99,100,122} S = {2,13,49,54,83,84,96,103,122} S = {2,13,49,55,58,83,92,100,107} S = {2,13,49,55,58,84,91,99,108} S = {2,13,49,55,60,84,91,101,106} S = {2,13,49,55,60,85,90,100,107} S = {2,13,49,56,63,84,91,102,105} S = {2,13,49,56,63,86,89,100,107} S = {2,13,49,58,73,84,95,103,108} S = {2,13,49,58,73,87,92,100,111} S = {2,13,49,58,80,91,99,104,118} S = {2,13,49,58,83,88,96,107,118} S = {2,13,49,59,60,86,89,103,104} S = {2,13,49,59,60,87,88,102,105} S = {2,13,49,60,63,85,90,102,105} S = {2,13,49,60,63,86,89,101,106} S = {2,13,49,60,64,86,91,103,106} S = {2,13,49,60,64,87,90,102,107} S = {2,13,49,60,84,89,101,104,127} S = {2,13,49,60,85,88,100,105,127} S = {2,13,49,62,68,75,87,103,120} S = {2,13,49,62,68,75,88,104,119} S = {2,13,49,62,68,91,107,119,120} S = {2,13,49,62,71,72,84,100,123} S = {2,13,49,62,71,72,91,107,116} S = {2,13,49,62,71,88,104,116,123} S = {2,13,49,62,72,87,103,116,123} S = {2,13,49,62,75,84,100,119,120} S = {2,13,49,62,80,87,91,99,108} S = {2,13,49,62,80,95,99,100,104} S = {2,13,49,62,80,95,103,107,108} S = {2,13,49,62,83,84,88,96,111} S = {2,13,49,62,83,92,96,103,107} S = {2,13,49,62,83,92,100,104,111} S = {2,13,49,62,84,87,89,101,106} S = {2,13,49,62,84,87,90,102,105} S = {2,13,49,62,84,88,95,99,108} S = {2,13,49,62,85,88,91,102,105} S = {2,13,49,62,85,90,100,103,105} S = {2,13,49,62,85,90,102,104,107} S = {2,13,49,62,86,88,91,101,106} S = {2,13,49,62,86,89,100,103,106} S = {2,13,49,62,86,89,101,104,107} S = {2,13,49,62,87,91,92,96,111} S = {2,13,49,63,67,84,90,102,104} S = {2,13,49,63,67,86,88,100,106} S = {2,13,49,63,85,91,103,105,124} S = {2,13,49,63,87,89,101,107,124} S = {2,13,51,52,56,80,95,97,110} S = {2,13,51,52,56,81,94,96,111} S = {2,13,51,52,58,80,95,102,105} S = {2,13,51,52,58,86,89,96,111} S = {2,13,51,52,62,86,89,103,104} S = {2,13,51,52,62,87,88,102,105} S = {2,13,51,52,69,88,95,105,110} S = {2,13,51,52,69,89,94,104,111} S = {2,13,51,52,80,87,97,102,122} S = {2,13,51,52,81,86,96,103,122} S = {2,13,51,54,56,80,95,101,106} S = {2,13,51,54,56,85,90,96,111} S = {2,13,51,56,62,84,91,101,106} S = {2,13,51,56,62,85,90,100,107} S = {2,13,51,56,73,84,95,101,110} S = {2,13,51,56,73,85,94,100,111} S = {2,13,51,56,80,91,97,106,118} S = {2,13,51,56,81,90,96,107,118} S = {2,13,51,60,80,86,91,101,106} S = {2,13,51,60,80,87,90,102,105} S = {2,13,51,60,80,87,91,97,110} S = {2,13,51,60,80,95,97,102,106} S = {2,13,51,60,80,95,101,105,110} S = {2,13,51,60,81,86,90,96,111} S = {2,13,51,60,81,86,91,103,104} S = {2,13,51,60,81,87,90,100,107} S = {2,13,51,60,81,94,96,103,107} S = {2,13,51,60,81,94,100,104,111} S = {2,13,51,60,84,88,95,97,110} S = {2,13,51,60,84,89,94,103,104} S = {2,13,51,60,84,89,95,101,106} S = {2,13,51,60,84,91,97,103,106} S = {2,13,51,60,84,91,101,104,110} S = {2,13,51,60,85,88,94,100,107} S = {2,13,51,60,85,88,95,102,105} S = {2,13,51,60,85,89,94,96,111} S = {2,13,51,60,85,90,96,102,107} S = {2,13,51,60,85,90,100,105,111} S = {2,13,51,60,86,89,96,103,106} S = {2,13,51,60,86,89,101,104,111} S = {2,13,51,60,87,88,97,102,107} S = {2,13,51,60,87,88,100,105,110} S = {2,13,51,62,79,84,89,101,104} S = {2,13,51,62,79,85,88,100,105} S = {2,13,51,62,86,91,103,106,112} S = {2,13,51,62,87,90,102,107,112} S = {2,13,52,55,57,81,94,101,106} S = {2,13,52,55,57,85,90,97,110} S = {2,13,52,55,58,81,94,102,105} S = {2,13,52,55,58,86,89,97,110} S = {2,13,52,56,63,81,94,99,108} S = {2,13,52,56,63,83,92,97,110} S = {2,13,52,57,62,83,92,103,104} S = {2,13,52,57,62,87,88,99,108} S = {2,13,52,57,63,83,92,101,106} S = {2,13,52,57,63,85,90,99,108} S = {2,13,52,57,64,83,94,103,106} S = {2,13,52,57,64,87,90,99,110} S = {2,13,52,57,81,92,101,104,127} S = {2,13,52,57,85,88,97,108,127} S = {2,13,52,58,76,81,95,103,105} S = {2,13,52,58,76,87,89,97,111} S = {2,13,52,58,80,94,102,104,115} S = {2,13,52,58,86,88,96,110,115} S = {2,13,52,59,65,78,87,103,120} S = {2,13,52,59,65,78,88,104,119} S = {2,13,52,59,65,94,110,119,120} S = {2,13,52,59,71,72,81,97,126} S = {2,13,52,59,71,72,94,110,113} S = {2,13,52,59,71,88,104,113,126} S = {2,13,52,59,72,87,103,113,126} S = {2,13,52,59,78,81,97,119,120} S = {2,13,52,59,80,87,94,102,105} S = {2,13,52,59,80,95,97,102,104} S = {2,13,52,59,80,95,103,105,110} S = {2,13,52,59,81,86,88,96,111} S = {2,13,52,59,81,87,90,99,108} S = {2,13,52,59,81,87,92,101,106} S = {2,13,52,59,81,88,95,102,105} S = {2,13,52,59,83,88,94,101,106} S = {2,13,52,59,83,92,97,103,106} S = {2,13,52,59,83,92,101,104,110} S = {2,13,52,59,85,88,94,99,108} S = {2,13,52,59,85,90,97,103,108} S = {2,13,52,59,85,90,99,104,110} S = {2,13,52,59,86,89,96,103,110} S = {2,13,52,59,86,89,97,104,111} S = {2,13,52,59,87,89,94,96,111} S = {2,13,52,63,70,81,90,99,104} S = {2,13,52,63,70,83,88,97,106} S = {2,13,52,63,85,94,103,108,121} S = {2,13,52,63,87,92,101,110,121} S = {2,13,53,56,59,81,94,102,105} S = {2,13,53,56,59,86,89,97,110} S = {2,13,53,56,62,83,92,100,107} S = {2,13,53,56,62,84,91,99,108} S = {2,13,53,56,63,83,92,102,105} S = {2,13,53,56,63,86,89,99,108} S = {2,13,53,56,64,83,94,102,107} S = {2,13,53,56,64,86,91,99,110} S = {2,13,53,56,81,92,100,105,127} S = {2,13,53,56,84,89,97,108,127} S = {2,13,53,57,62,80,95,99,108} S = {2,13,53,57,62,83,92,96,111} S = {2,13,53,58,80,83,94,102,105} S = {2,13,53,58,80,86,91,99,108} S = {2,13,53,58,80,91,94,103,104} S = {2,13,53,58,80,95,99,102,104} S = {2,13,53,58,80,95,103,105,108} S = {2,13,53,58,81,84,95,103,104} S = {2,13,53,58,81,87,92,100,107} S = {2,13,53,58,81,92,95,102,105} S = {2,13,53,58,81,94,100,103,105} S = {2,13,53,58,81,94,102,104,107} S = {2,13,53,58,83,86,88,96,111} S = {2,13,53,58,83,88,94,100,107} S = {2,13,53,58,83,92,96,102,107} S = {2,13,53,58,83,92,100,105,111} S = {2,13,53,58,84,87,89,97,110} S = {2,13,53,58,84,89,95,99,108} S = {2,13,53,58,84,91,97,103,108} S = {2,13,53,58,84,91,99,104,110} S = {2,13,53,58,86,88,91,97,110} S = {2,13,53,58,86,89,96,99,110} S = {2,13,53,58,86,89,97,108,111} S = {2,13,53,58,87,88,96,107,110} S = {2,13,53,58,87,88,97,100,111} S = {2,13,53,58,87,89,92,96,111} S = {2,13,53,59,60,80,95,102,105} S = {2,13,53,59,60,86,89,96,111} S = {2,13,53,59,62,80,95,103,104} S = {2,13,53,59,62,87,88,96,111} S = {2,13,53,59,67,80,94,102,104} S = {2,13,53,59,67,86,88,96,110} S = {2,13,53,59,81,95,103,105,124} S = {2,13,53,59,87,89,97,111,124} S = {2,13,53,62,70,80,91,99,104} S = {2,13,53,62,70,83,88,96,107} S = {2,13,53,62,84,95,103,108,121} S = {2,13,53,62,87,92,100,111,121} S = {2,13,54,56,59,81,94,101,106} S = {2,13,54,56,59,85,90,97,110} S = {2,13,54,56,76,81,95,101,107} S = {2,13,54,56,76,85,91,97,111} S = {2,13,54,56,80,94,100,106,115} S = {2,13,54,56,84,90,96,110,115} S = {2,13,54,57,80,83,94,101,106} S = {2,13,54,57,80,87,90,99,108} S = {2,13,54,57,80,87,94,100,107} S = {2,13,54,57,80,95,99,100,106} S = {2,13,54,57,80,95,101,107,108} S = {2,13,54,57,81,88,95,100,107} S = {2,13,54,57,81,91,92,103,104} S = {2,13,54,57,81,92,95,101,106} S = {2,13,54,57,81,94,100,103,106} S = {2,13,54,57,81,94,101,104,107} S = {2,13,54,57,83,84,90,96,111} S = {2,13,54,57,83,84,94,103,104} S = {2,13,54,57,83,92,96,103,106} S = {2,13,54,57,83,92,101,104,111} S = {2,13,54,57,84,87,90,97,110} S = {2,13,54,57,84,91,96,103,110} S = {2,13,54,57,84,91,97,104,111} S = {2,13,54,57,85,88,91,97,110} S = {2,13,54,57,85,88,95,99,108} S = {2,13,54,57,85,90,96,99,110} S = {2,13,54,57,85,90,97,108,111} S = {2,13,54,57,85,91,92,96,111} S = {2,13,54,57,87,88,97,107,108} S = {2,13,54,57,87,88,99,100,110} S = {2,13,54,59,79,81,92,101,104} S = {2,13,54,59,79,85,88,97,108} S = {2,13,54,59,83,94,103,106,112} S = {2,13,54,59,87,90,99,110,112} S = {2,13,55,56,65,78,84,100,123} S = {2,13,55,56,65,78,91,107,116} S = {2,13,55,56,65,94,110,116,123} S = {2,13,55,56,68,75,81,97,126} S = {2,13,55,56,68,75,94,110,113} S = {2,13,55,56,68,91,107,113,126} S = {2,13,55,56,75,84,100,113,126} S = {2,13,55,56,78,81,97,116,123} S = {2,13,55,56,80,91,94,101,106} S = {2,13,55,56,80,95,97,100,106} S = {2,13,55,56,80,95,101,107,110} S = {2,13,55,56,81,84,90,96,111} S = {2,13,55,56,81,84,95,101,106} S = {2,13,55,56,81,86,91,99,108} S = {2,13,55,56,81,91,92,102,105} S = {2,13,55,56,83,84,94,102,105} S = {2,13,55,56,83,92,97,102,107} S = {2,13,55,56,83,92,100,105,110} S = {2,13,55,56,84,89,94,99,108} S = {2,13,55,56,85,90,96,107,110} S = {2,13,55,56,85,90,97,100,111} S = {2,13,55,56,85,91,94,96,111} S = {2,13,55,56,86,89,97,107,108} S = {2,13,55,56,86,89,99,100,110} S = {2,13,55,57,60,80,95,101,106} S = {2,13,55,57,60,85,90,96,111} S = {2,13,55,57,62,80,95,100,107} S = {2,13,55,57,62,84,91,96,111} S = {2,13,55,57,67,80,94,100,106} S = {2,13,55,57,67,84,90,96,110} S = {2,13,55,57,81,95,101,107,124} S = {2,13,55,57,85,91,97,111,124} S = {2,13,55,58,79,81,92,100,105} S = {2,13,55,58,79,84,89,97,108} S = {2,13,55,58,83,94,102,107,112} S = {2,13,55,58,86,91,99,110,112} S = {2,13,55,59,60,80,95,97,110} S = {2,13,55,59,60,81,94,96,111} S = {2,13,55,60,70,80,91,97,106} S = {2,13,55,60,70,81,90,96,107} S = {2,13,55,60,84,95,101,110,121} S = {2,13,55,60,85,94,100,111,121} S = {2,13,56,63,74,81,86,99,100} S = {2,13,56,63,74,83,84,97,102} S = {2,13,56,63,89,94,107,108,117} S = {2,13,56,63,91,92,105,110,117} S = {2,13,57,62,74,80,87,99,100} S = {2,13,57,62,74,83,84,96,103} S = {2,13,57,62,88,95,107,108,117} S = {2,13,57,62,91,92,104,111,117} S = {2,13,59,60,74,80,87,97,102} S = {2,13,59,60,74,81,86,96,103} S = {2,13,59,60,88,95,105,110,117} S = {2,13,59,60,89,94,104,111,117} S = {2,14,20,37,59,71,89,104,118} S = {2,14,20,37,59,73,87,102,120} S = {2,14,20,39,57,69,91,104,118} S = {2,14,20,39,57,73,87,100,122} S = {2,14,20,41,55,69,91,102,120} S = {2,14,20,41,55,71,89,100,122} S = {2,14,21,36,59,71,88,105,118} S = {2,14,21,36,59,73,86,103,120} S = {2,14,21,39,56,68,91,105,118} S = {2,14,21,39,56,73,86,100,123} S = {2,14,21,40,59,73,90,103,116} S = {2,14,21,40,59,75,88,101,118} S = {2,14,21,41,54,68,91,103,120} S = {2,14,21,41,54,71,88,100,123} S = {2,14,21,41,58,72,91,103,116} S = {2,14,21,41,58,75,88,100,119} S = {2,14,21,43,56,72,91,101,118} S = {2,14,21,43,56,73,90,100,119} S = {2,14,23,36,57,69,88,107,118} S = {2,14,23,36,57,73,84,103,122} S = {2,14,23,37,56,68,89,107,118} S = {2,14,23,37,56,73,84,102,123} S = {2,14,23,41,52,68,89,103,122} S = {2,14,23,41,52,69,88,102,123} S = {2,14,24,37,59,73,87,106,116} S = {2,14,24,37,59,75,85,104,118} S = {2,14,24,41,55,69,91,106,116} S = {2,14,24,41,55,75,85,100,122} S = {2,14,24,43,53,69,91,104,118} S = {2,14,24,43,53,73,87,100,122} S = {2,14,25,36,55,69,86,107,120} S = {2,14,25,36,55,71,84,105,122} S = {2,14,25,37,54,68,87,107,120} S = {2,14,25,37,54,71,84,104,123} S = {2,14,25,37,58,72,87,107,116} S = {2,14,25,37,58,75,84,104,119} S = {2,14,25,39,52,68,87,105,122} S = {2,14,25,39,52,69,86,104,123} S = {2,14,25,40,55,69,90,107,116} S = {2,14,25,40,55,75,84,101,122} S = {2,14,25,43,52,69,90,104,119} S = {2,14,25,43,52,72,87,101,122} S = {2,14,27,37,56,72,85,107,118} S = {2,14,27,37,56,73,84,106,119} S = {2,14,27,40,53,69,88,107,118} S = {2,14,27,40,53,73,84,103,122} S = {2,14,27,41,52,69,88,106,119} S = {2,14,27,41,52,72,85,103,122} S = {2,15,17,28,36,41,55,69,122} S = {2,15,17,28,36,41,58,72,119} S = {2,15,17,28,36,55,58,86,105} S = {2,15,17,28,36,68,105,119,122} S = {2,15,17,28,36,69,72,86,123} S = {2,15,17,28,37,40,54,68,123} S = {2,15,17,28,37,40,59,73,118} S = {2,15,17,28,37,54,59,87,104} S = {2,15,17,28,37,68,73,87,122} S = {2,15,17,28,37,69,104,118,123} S = {2,15,17,28,40,54,59,90,101} S = {2,15,17,28,40,68,73,90,119} S = {2,15,17,28,40,72,101,118,123} S = {2,15,17,28,41,55,58,91,100} S = {2,15,17,28,41,69,72,91,118} S = {2,15,17,28,41,73,100,119,122} S = {2,15,17,28,54,68,87,90,105} S = {2,15,17,28,54,86,101,104,123} S = {2,15,17,28,55,69,86,91,104} S = {2,15,17,28,55,87,100,105,122} S = {2,15,17,28,58,72,86,91,101} S = {2,15,17,28,58,90,100,105,119} S = {2,15,17,28,59,73,87,90,100} S = {2,15,17,28,59,91,101,104,118} S = {2,15,17,33,60,68,73,119,122} S = {2,15,17,33,60,69,72,118,123} S = {2,15,17,35,60,69,91,104,118} S = {2,15,17,35,60,73,87,100,122} S = {2,15,17,36,41,55,58,92,99} S = {2,15,17,36,41,65,92,119,122} S = {2,15,17,36,41,69,72,99,126} S = {2,15,17,36,55,69,86,99,120} S = {2,15,17,36,55,71,92,105,122} S = {2,15,17,37,40,54,59,92,99} S = {2,15,17,37,40,65,92,118,123} S = {2,15,17,37,40,68,73,99,126} S = {2,15,17,37,54,68,87,99,120} S = {2,15,17,37,54,71,92,104,123} S = {2,15,17,37,59,67,92,104,118} S = {2,15,17,37,59,73,87,99,124} S = {2,15,17,39,60,68,87,105,122} S = {2,15,17,39,60,69,86,104,123} S = {2,15,17,40,59,73,90,99,116} S = {2,15,17,40,59,75,92,101,118} S = {2,15,17,41,55,67,92,100,122} S = {2,15,17,41,55,69,91,99,124} S = {2,15,17,41,58,72,91,99,116} S = {2,15,17,41,58,75,92,100,119} S = {2,15,17,43,60,72,91,101,118} S = {2,15,17,43,60,73,90,100,119} S = {2,15,17,51,60,86,91,101,104} S = {2,15,17,51,60,87,90,100,105} S = {2,15,17,54,59,83,92,101,104} S = {2,15,17,54,59,87,90,99,108} S = {2,15,17,55,58,83,92,100,105} S = {2,15,17,55,58,86,91,99,108} S = {2,15,17,60,68,73,87,90,99} S = {2,15,17,60,69,72,86,91,99} S = {2,15,17,60,92,100,105,119,122} S = {2,15,17,60,92,101,104,118,123} S = {2,15,19,33,60,69,88,107,118} S = {2,15,19,33,60,73,84,103,122} S = {2,15,19,37,56,65,92,107,118} S = {2,15,19,37,56,73,84,99,126} S = {2,15,19,41,52,65,92,103,122} S = {2,15,19,41,52,69,88,99,126} S = {2,15,20,25,33,44,55,69,122} S = {2,15,20,25,33,44,58,72,119} S = {2,15,20,25,33,55,58,83,108} S = {2,15,20,25,33,65,108,119,122} S = {2,15,20,25,33,69,72,83,126} S = {2,15,20,25,37,40,51,65,126} S = {2,15,20,25,37,40,62,76,115} S = {2,15,20,25,37,51,62,87,104} S = {2,15,20,25,37,65,76,87,122} S = {2,15,20,25,37,69,104,115,126} S = {2,15,20,25,40,51,62,90,101} S = {2,15,20,25,40,65,76,90,119} S = {2,15,20,25,40,72,101,115,126} S = {2,15,20,25,44,55,58,94,97} S = {2,15,20,25,44,69,72,94,115} S = {2,15,20,25,44,76,97,119,122} S = {2,15,20,25,51,65,87,90,108} S = {2,15,20,25,51,83,101,104,126} S = {2,15,20,25,55,69,83,94,104} S = {2,15,20,25,55,87,97,108,122} S = {2,15,20,25,58,72,83,94,101} S = {2,15,20,25,58,90,97,108,119} S = {2,15,20,25,62,76,87,90,97} S = {2,15,20,25,62,94,101,104,115} S = {2,15,20,33,44,55,58,89,102} S = {2,15,20,33,44,68,89,119,122} S = {2,15,20,33,44,69,72,102,123} S = {2,15,20,33,55,69,83,102,120} S = {2,15,20,33,55,71,89,108,122} S = {2,15,20,36,57,65,76,119,122} S = {2,15,20,36,57,69,72,115,126} S = {2,15,20,37,40,51,62,89,102} S = {2,15,20,37,40,65,76,102,123} S = {2,15,20,37,40,68,89,115,126} S = {2,15,20,37,51,65,87,102,120} S = {2,15,20,37,51,71,89,104,126} S = {2,15,20,37,62,70,89,104,115} S = {2,15,20,37,62,76,87,102,121} S = {2,15,20,38,57,69,94,104,115} S = {2,15,20,38,57,76,87,97,122} S = {2,15,20,39,57,65,87,108,122} S = {2,15,20,39,57,69,83,104,126} S = {2,15,20,40,62,76,90,102,113} S = {2,15,20,40,62,78,89,101,115} S = {2,15,20,44,55,69,94,102,121} S = {2,15,20,44,55,70,89,97,122} S = {2,15,20,44,58,72,94,102,113} S = {2,15,20,44,58,78,89,97,119} S = {2,15,20,46,57,72,94,101,115} S = {2,15,20,46,57,76,90,97,119} S = {2,15,20,51,62,86,89,101,104} S = {2,15,20,51,62,87,90,102,105} S = {2,15,20,54,57,83,94,101,104} S = {2,15,20,54,57,87,90,97,108} S = {2,15,20,55,58,83,94,102,105} S = {2,15,20,55,58,86,89,97,108} S = {2,15,20,57,65,76,87,90,102} S = {2,15,20,57,69,72,83,94,102} S = {2,15,20,57,89,97,108,119,122} S = {2,15,20,57,89,101,104,115,126} S = {2,15,21,24,33,44,54,68,123} S = {2,15,21,24,33,44,59,73,118} S = {2,15,21,24,33,54,59,83,108} S = {2,15,21,24,33,65,108,118,123} S = {2,15,21,24,33,68,73,83,126} S = {2,15,21,24,36,41,51,65,126} S = {2,15,21,24,36,41,62,76,115} S = {2,15,21,24,36,51,62,86,105} S = {2,15,21,24,36,65,76,86,123} S = {2,15,21,24,36,68,105,115,126} S = {2,15,21,24,41,51,62,91,100} S = {2,15,21,24,41,65,76,91,118} S = {2,15,21,24,41,73,100,115,126} S = {2,15,21,24,44,54,59,94,97} S = {2,15,21,24,44,68,73,94,115} S = {2,15,21,24,44,76,97,118,123} S = {2,15,21,24,51,65,86,91,108} S = {2,15,21,24,51,83,100,105,126} S = {2,15,21,24,54,68,83,94,105} S = {2,15,21,24,54,86,97,108,123} S = {2,15,21,24,59,73,83,94,100} S = {2,15,21,24,59,91,97,108,118} S = {2,15,21,24,62,76,86,91,97} S = {2,15,21,24,62,94,100,105,115} S = {2,15,21,33,44,54,59,88,103} S = {2,15,21,33,44,68,73,103,122} S = {2,15,21,33,44,69,88,118,123} S = {2,15,21,33,54,68,83,103,120} S = {2,15,21,33,54,71,88,108,123} S = {2,15,21,33,59,67,88,108,118} S = {2,15,21,33,59,73,83,103,124} S = {2,15,21,35,56,65,91,108,118} S = {2,15,21,35,56,73,83,100,126} S = {2,15,21,36,41,51,62,88,103} S = {2,15,21,36,41,65,76,103,122} S = {2,15,21,36,41,69,88,115,126} S = {2,15,21,36,51,65,86,103,120} S = {2,15,21,36,51,71,88,105,126} S = {2,15,21,36,62,70,88,105,115} S = {2,15,21,36,62,76,86,103,121} S = {2,15,21,37,56,65,76,118,123} S = {2,15,21,37,56,68,73,115,126} S = {2,15,21,38,56,68,94,105,115} S = {2,15,21,38,56,76,86,97,123} S = {2,15,21,39,56,65,86,108,123} S = {2,15,21,39,56,68,83,105,126} S = {2,15,21,41,51,65,91,103,124} S = {2,15,21,41,51,67,88,100,126} S = {2,15,21,44,54,68,94,103,121} S = {2,15,21,44,54,70,88,97,123} S = {2,15,21,51,62,86,91,103,104} S = {2,15,21,51,62,87,88,100,105} S = {2,15,21,54,59,83,94,103,104} S = {2,15,21,54,59,87,88,97,108} S = {2,15,21,55,56,83,94,100,105} S = {2,15,21,55,56,86,91,97,108} S = {2,15,21,56,65,76,86,91,103} S = {2,15,21,56,68,73,83,94,103} S = {2,15,21,56,88,97,108,118,123} S = {2,15,21,56,88,100,105,115,126} S = {2,15,22,36,57,69,88,110,115} S = {2,15,22,36,57,76,81,103,122} S = {2,15,22,37,56,68,89,110,115} S = {2,15,22,37,56,76,81,102,123} S = {2,15,22,44,49,68,89,103,122} S = {2,15,22,44,49,69,88,102,123} S = {2,15,23,33,60,68,89,103,122} S = {2,15,23,33,60,69,88,102,123} S = {2,15,23,36,57,65,92,103,122} S = {2,15,23,36,57,69,88,99,126} S = {2,15,23,37,56,65,92,102,123} S = {2,15,23,37,56,68,89,99,126} S = {2,15,24,33,44,54,59,85,106} S = {2,15,24,33,44,68,73,106,119} S = {2,15,24,33,44,72,85,118,123} S = {2,15,24,33,59,73,83,106,116} S = {2,15,24,33,59,75,85,108,118} S = {2,15,24,36,41,51,62,85,106} S = {2,15,24,36,41,65,76,106,119} S = {2,15,24,36,41,72,85,115,126} S = {2,15,24,36,62,76,86,106,113} S = {2,15,24,36,62,78,85,105,115} S = {2,15,24,40,53,65,76,118,123} S = {2,15,24,40,53,68,73,115,126} S = {2,15,24,41,51,65,91,106,116} S = {2,15,24,41,51,75,85,100,126} S = {2,15,24,41,62,74,85,100,115} S = {2,15,24,41,62,76,91,106,117} S = {2,15,24,42,53,73,94,100,115} S = {2,15,24,42,53,76,91,97,118} S = {2,15,24,43,53,65,91,108,118} S = {2,15,24,43,53,73,83,100,126} S = {2,15,24,44,54,68,94,106,113} S = {2,15,24,44,54,78,85,97,123} S = {2,15,24,44,59,73,94,106,117} S = {2,15,24,44,59,74,85,97,118} S = {2,15,24,46,53,68,94,105,115} S = {2,15,24,46,53,76,86,97,123} S = {2,15,24,51,62,85,90,100,105} S = {2,15,24,51,62,86,91,101,106} S = {2,15,24,53,58,83,94,100,105} S = {2,15,24,53,58,86,91,97,108} S = {2,15,24,53,65,76,86,91,106} S = {2,15,24,53,68,73,83,94,106} S = {2,15,24,53,85,97,108,118,123} S = {2,15,24,53,85,100,105,115,126} S = {2,15,24,54,59,83,94,101,106} S = {2,15,24,54,59,85,90,97,108} S = {2,15,25,33,44,55,58,84,107} S = {2,15,25,33,44,69,72,107,118} S = {2,15,25,33,44,73,84,119,122} S = {2,15,25,33,55,67,84,108,122} S = {2,15,25,33,55,69,83,107,124} S = {2,15,25,33,58,72,83,107,116} S = {2,15,25,33,58,75,84,108,119} S = {2,15,25,35,52,65,87,108,122} S = {2,15,25,35,52,69,83,104,126} S = {2,15,25,37,40,51,62,84,107} S = {2,15,25,37,40,65,76,107,118} S = {2,15,25,37,40,73,84,115,126} S = {2,15,25,37,51,65,87,107,124} S = {2,15,25,37,51,67,84,104,126} S = {2,15,25,40,51,65,90,107,116} S = {2,15,25,40,51,75,84,101,126} S = {2,15,25,40,62,74,84,101,115} S = {2,15,25,40,62,76,90,107,117} S = {2,15,25,41,52,65,76,119,122} S = {2,15,25,41,52,69,72,115,126} S = {2,15,25,42,52,72,94,101,115} S = {2,15,25,42,52,76,90,97,119} S = {2,15,25,43,52,65,90,108,119} S = {2,15,25,43,52,72,83,101,126} S = {2,15,25,44,58,72,94,107,117} S = {2,15,25,44,58,74,84,97,119} S = {2,15,25,51,62,84,91,101,104} S = {2,15,25,51,62,87,90,100,107} S = {2,15,25,52,59,83,94,101,104} S = {2,15,25,52,59,87,90,97,108} S = {2,15,25,52,65,76,87,90,107} S = {2,15,25,52,69,72,83,94,107} S = {2,15,25,52,84,97,108,119,122} S = {2,15,25,52,84,101,104,115,126} S = {2,15,25,55,58,83,94,100,107} S = {2,15,25,55,58,84,91,97,108} S = {2,15,26,40,53,73,84,110,115} S = {2,15,26,40,53,76,81,107,118} S = {2,15,26,41,52,72,85,110,115} S = {2,15,26,41,52,76,81,106,119} S = {2,15,26,44,49,72,85,107,118} S = {2,15,26,44,49,73,84,106,119} S = {2,15,27,33,60,72,85,107,118} S = {2,15,27,33,60,73,84,106,119} S = {2,15,27,40,53,65,92,107,118} S = {2,15,27,40,53,73,84,99,126} S = {2,15,27,41,52,65,92,106,119} S = {2,15,27,41,52,72,85,99,126} S = {2,15,28,36,41,55,58,81,110} S = {2,15,28,36,41,69,72,110,115} S = {2,15,28,36,41,76,81,119,122} S = {2,15,28,36,55,69,86,110,121} S = {2,15,28,36,55,70,81,105,122} S = {2,15,28,36,58,72,86,110,113} S = {2,15,28,36,58,78,81,105,119} S = {2,15,28,37,40,54,59,81,110} S = {2,15,28,37,40,68,73,110,115} S = {2,15,28,37,40,76,81,118,123} S = {2,15,28,37,54,68,87,110,121} S = {2,15,28,37,54,70,81,104,123} S = {2,15,28,38,49,68,87,105,122} S = {2,15,28,38,49,69,86,104,123} S = {2,15,28,40,54,68,90,110,113} S = {2,15,28,40,54,78,81,101,123} S = {2,15,28,40,59,73,90,110,117} S = {2,15,28,40,59,74,81,101,118} S = {2,15,28,41,58,72,91,110,117} S = {2,15,28,41,58,74,81,100,119} S = {2,15,28,42,49,72,91,101,118} S = {2,15,28,42,49,73,90,100,119} S = {2,15,28,44,49,68,73,119,122} S = {2,15,28,44,49,69,72,118,123} S = {2,15,28,46,49,68,90,105,119} S = {2,15,28,46,49,72,86,101,123} S = {2,15,28,49,62,86,91,101,104} S = {2,15,28,49,62,87,90,100,105} S = {2,15,28,49,68,73,87,90,110} S = {2,15,28,49,69,72,86,91,110} S = {2,15,28,49,81,100,105,119,122} S = {2,15,28,49,81,101,104,118,123} S = {2,15,28,54,59,81,94,101,104} S = {2,15,28,54,59,87,90,97,110} S = {2,15,28,55,58,81,94,100,105} S = {2,15,28,55,58,86,91,97,110} S = {2,15,30,36,57,72,85,110,115} S = {2,15,30,36,57,76,81,106,119} S = {2,15,30,40,53,68,89,110,115} S = {2,15,30,40,53,76,81,102,123} S = {2,15,30,44,49,68,89,106,119} S = {2,15,30,44,49,72,85,102,123} S = {2,15,33,44,54,68,89,103,106} S = {2,15,33,44,54,85,88,102,123} S = {2,15,33,44,55,69,88,102,107} S = {2,15,33,44,55,84,89,103,122} S = {2,15,33,44,58,72,85,102,107} S = {2,15,33,44,58,84,89,106,119} S = {2,15,33,44,59,73,84,103,106} S = {2,15,33,44,59,85,88,107,118} S = {2,15,33,51,60,84,89,103,106} S = {2,15,33,51,60,85,88,102,107} S = {2,15,33,54,59,83,92,103,106} S = {2,15,33,54,59,85,88,99,108} S = {2,15,33,55,58,83,92,102,107} S = {2,15,33,55,58,84,89,99,108} S = {2,15,33,60,68,73,83,103,106} S = {2,15,33,60,69,72,83,102,107} S = {2,15,33,60,84,89,108,119,122} S = {2,15,33,60,85,88,108,118,123} S = {2,15,36,41,51,65,92,103,106} S = {2,15,36,41,51,85,88,99,126} S = {2,15,36,41,55,69,88,99,110} S = {2,15,36,41,55,81,92,103,122} S = {2,15,36,41,58,72,85,99,110} S = {2,15,36,41,58,81,92,106,119} S = {2,15,36,41,62,76,81,103,106} S = {2,15,36,41,62,85,88,110,115} S = {2,15,36,51,62,85,88,102,105} S = {2,15,36,51,62,86,89,103,106} S = {2,15,36,54,57,81,92,103,106} S = {2,15,36,54,57,85,88,99,110} S = {2,15,36,55,58,81,92,102,105} S = {2,15,36,55,58,86,89,99,110} S = {2,15,36,57,65,76,86,103,106} S = {2,15,36,57,69,72,86,99,110} S = {2,15,36,57,81,92,105,119,122} S = {2,15,36,57,85,88,105,115,126} S = {2,15,37,40,51,65,92,102,107} S = {2,15,37,40,51,84,89,99,126} S = {2,15,37,40,54,68,89,99,110} S = {2,15,37,40,54,81,92,102,123} S = {2,15,37,40,59,73,84,99,110} S = {2,15,37,40,59,81,92,107,118} S = {2,15,37,40,62,76,81,102,107} S = {2,15,37,40,62,84,89,110,115} S = {2,15,37,51,62,84,89,103,104} S = {2,15,37,51,62,87,88,102,107} S = {2,15,37,54,59,81,92,103,104} S = {2,15,37,54,59,87,88,99,110} S = {2,15,37,55,56,81,92,102,107} S = {2,15,37,55,56,84,89,99,110} S = {2,15,37,56,65,76,87,102,107} S = {2,15,37,56,68,73,87,99,110} S = {2,15,37,56,81,92,104,118,123} S = {2,15,37,56,84,89,104,115,126} S = {2,15,40,51,62,84,89,101,106} S = {2,15,40,51,62,85,90,102,107} S = {2,15,40,53,58,81,92,102,107} S = {2,15,40,53,58,84,89,99,110} S = {2,15,40,53,65,76,90,102,107} S = {2,15,40,53,68,73,90,99,110} S = {2,15,40,53,81,92,101,118,123} S = {2,15,40,53,84,89,101,115,126} S = {2,15,40,54,59,81,92,101,106} S = {2,15,40,54,59,85,90,99,110} S = {2,15,41,51,62,84,91,103,106} S = {2,15,41,51,62,85,88,100,107} S = {2,15,41,52,59,81,92,103,106} S = {2,15,41,52,59,85,88,99,110} S = {2,15,41,52,65,76,91,103,106} S = {2,15,41,52,69,72,91,99,110} S = {2,15,41,52,81,92,100,119,122} S = {2,15,41,52,85,88,100,115,126} S = {2,15,41,55,58,81,92,100,107} S = {2,15,41,55,58,84,91,99,110} S = {2,15,44,49,62,84,89,103,106} S = {2,15,44,49,62,85,88,102,107} S = {2,15,44,49,68,73,94,103,106} S = {2,15,44,49,69,72,94,102,107} S = {2,15,44,49,84,89,97,119,122} S = {2,15,44,49,85,88,97,118,123} S = {2,15,44,54,59,81,94,103,106} S = {2,15,44,54,59,85,88,97,110} S = {2,15,44,55,58,81,94,102,107} S = {2,15,44,55,58,84,89,97,110} S = {2,15,49,60,68,73,87,103,122} S = {2,15,49,60,68,73,90,106,119} S = {2,15,49,60,68,86,89,103,106} S = {2,15,49,60,68,87,90,102,105} S = {2,15,49,60,68,89,105,119,122} S = {2,15,49,60,69,72,86,102,123} S = {2,15,49,60,69,72,91,107,118} S = {2,15,49,60,69,86,91,103,104} S = {2,15,49,60,69,87,88,102,107} S = {2,15,49,60,69,88,104,118,123} S = {2,15,49,60,72,85,90,102,107} S = {2,15,49,60,72,85,101,118,123} S = {2,15,49,60,72,86,91,101,106} S = {2,15,49,60,73,84,91,103,106} S = {2,15,49,60,73,84,100,119,122} S = {2,15,49,60,73,87,90,100,107} S = {2,15,49,60,84,89,101,106,119} S = {2,15,49,60,84,89,103,104,122} S = {2,15,49,60,84,91,101,104,118} S = {2,15,49,60,85,88,100,107,118} S = {2,15,49,60,85,88,102,105,123} S = {2,15,49,60,85,90,100,105,119} S = {2,15,49,60,86,89,101,104,123} S = {2,15,49,60,87,88,100,105,122} S = {2,15,49,62,76,86,91,103,106} S = {2,15,49,62,76,87,90,102,107} S = {2,15,49,62,84,89,101,104,115} S = {2,15,49,62,85,88,100,105,115} S = {2,15,51,60,65,86,91,103,106} S = {2,15,51,60,65,87,90,102,107} S = {2,15,51,60,84,89,101,104,126} S = {2,15,51,60,85,88,100,105,126} S = {2,15,52,57,65,76,87,103,122} S = {2,15,52,57,65,76,90,106,119} S = {2,15,52,57,65,83,92,103,106} S = {2,15,52,57,65,87,90,99,108} S = {2,15,52,57,65,92,108,119,122} S = {2,15,52,57,69,72,83,99,126} S = {2,15,52,57,69,72,94,110,115} S = {2,15,52,57,69,83,94,103,104} S = {2,15,52,57,69,87,88,99,110} S = {2,15,52,57,69,88,104,115,126} S = {2,15,52,57,72,83,94,101,106} S = {2,15,52,57,72,85,90,99,110} S = {2,15,52,57,72,85,101,115,126} S = {2,15,52,57,76,81,94,103,106} S = {2,15,52,57,76,81,97,119,122} S = {2,15,52,57,76,87,90,97,110} S = {2,15,52,57,81,92,101,106,119} S = {2,15,52,57,81,92,103,104,122} S = {2,15,52,57,81,94,101,104,115} S = {2,15,52,57,83,92,101,104,126} S = {2,15,52,57,85,88,97,110,115} S = {2,15,52,57,85,88,99,108,126} S = {2,15,52,57,85,90,97,108,119} S = {2,15,52,57,87,88,97,108,122} S = {2,15,52,59,73,83,94,103,106} S = {2,15,52,59,73,87,90,99,110} S = {2,15,52,59,81,92,101,104,118} S = {2,15,52,59,85,88,97,108,118} S = {2,15,53,56,65,76,86,102,123} S = {2,15,53,56,65,76,91,107,118} S = {2,15,53,56,65,83,92,102,107} S = {2,15,53,56,65,86,91,99,108} S = {2,15,53,56,65,92,108,118,123} S = {2,15,53,56,68,73,83,99,126} S = {2,15,53,56,68,73,94,110,115} S = {2,15,53,56,68,83,94,102,105} S = {2,15,53,56,68,86,89,99,110} S = {2,15,53,56,68,89,105,115,126} S = {2,15,53,56,73,83,94,100,107} S = {2,15,53,56,73,84,91,99,110} S = {2,15,53,56,73,84,100,115,126} S = {2,15,53,56,76,81,94,102,107} S = {2,15,53,56,76,81,97,118,123} S = {2,15,53,56,76,86,91,97,110} S = {2,15,53,56,81,92,100,107,118} S = {2,15,53,56,81,92,102,105,123} S = {2,15,53,56,81,94,100,105,115} S = {2,15,53,56,83,92,100,105,126} S = {2,15,53,56,84,89,97,110,115} S = {2,15,53,56,84,89,99,108,126} S = {2,15,53,56,84,91,97,108,118} S = {2,15,53,56,86,89,97,108,123} S = {2,15,53,58,72,83,94,102,107} S = {2,15,53,58,72,86,91,99,110} S = {2,15,53,58,81,92,100,105,119} S = {2,15,53,58,84,89,97,108,119} S = {2,15,54,57,68,83,94,103,106} S = {2,15,54,57,68,87,90,99,110} S = {2,15,54,57,81,92,101,104,123} S = {2,15,54,57,85,88,97,108,123} S = {2,15,55,56,69,83,94,102,107} S = {2,15,55,56,69,86,91,99,110} S = {2,15,55,56,81,92,100,105,122} S = {2,15,55,56,84,89,97,108,122} S = {2,16,23,41,62,76,91,101,114} S = {2,16,23,41,62,77,90,100,115} S = {2,16,23,44,59,73,94,101,114} S = {2,16,23,44,59,77,90,97,118} S = {2,16,23,45,58,73,94,100,115} S = {2,16,23,45,58,76,91,97,118} S = {2,16,27,37,62,76,87,105,114} S = {2,16,27,37,62,77,86,104,115} S = {2,16,27,44,55,69,94,105,114} S = {2,16,27,44,55,77,86,97,122} S = {2,16,27,45,54,69,94,104,115} S = {2,16,27,45,54,76,87,97,122} S = {2,16,30,37,59,73,87,108,114} S = {2,16,30,37,59,77,83,104,118} S = {2,16,30,41,55,69,91,108,114} S = {2,16,30,41,55,77,83,100,122} S = {2,16,30,45,51,69,91,104,118} S = {2,16,30,45,51,73,87,100,122} S = {2,16,31,33,44,68,73,119,122} S = {2,16,31,33,44,69,72,118,123} S = {2,16,31,36,41,65,76,119,122} S = {2,16,31,36,41,69,72,115,126} S = {2,16,31,37,40,65,76,118,123} S = {2,16,31,37,40,68,73,115,126} S = {2,16,31,37,58,73,86,108,115} S = {2,16,31,37,58,76,83,105,118} S = {2,16,31,41,54,69,90,108,115} S = {2,16,31,41,54,76,83,101,122} S = {2,16,31,44,51,69,90,105,118} S = {2,16,31,44,51,73,86,101,122} S = {2,17,20,40,63,77,90,103,112} S = {2,17,20,40,63,79,88,101,114} S = {2,17,20,45,58,72,95,103,112} S = {2,17,20,45,58,79,88,96,119} S = {2,17,20,47,56,72,95,101,114} S = {2,17,20,47,56,77,90,96,119} S = {2,17,22,44,59,77,90,103,112} S = {2,17,22,44,59,79,88,101,114} S = {2,17,22,45,58,76,91,103,112} S = {2,17,22,45,58,79,88,100,115} S = {2,17,22,47,56,76,91,101,114} S = {2,17,22,47,56,77,90,100,115} S = {2,17,23,43,60,76,91,101,114} S = {2,17,23,43,60,77,90,100,115} S = {2,17,23,44,59,75,92,101,114} S = {2,17,23,44,59,77,90,99,116} S = {2,17,23,45,58,75,92,100,115} S = {2,17,23,45,58,76,91,99,116} S = {2,17,24,36,63,77,86,107,112} S = {2,17,24,36,63,79,84,105,114} S = {2,17,24,45,54,68,95,107,112} S = {2,17,24,45,54,79,84,96,123} S = {2,17,24,47,52,68,95,105,114} S = {2,17,24,47,52,77,86,96,123} S = {2,17,26,44,55,77,86,107,112} S = {2,17,26,44,55,79,84,105,114} S = {2,17,26,45,54,76,87,107,112} S = {2,17,26,45,54,79,84,104,115} S = {2,17,26,47,52,76,87,105,114} S = {2,17,26,47,52,77,86,104,115} S = {2,17,27,39,60,76,87,105,114} S = {2,17,27,39,60,77,86,104,115} S = {2,17,27,44,55,71,92,105,114} S = {2,17,27,44,55,77,86,99,120} S = {2,17,27,45,54,71,92,104,115} S = {2,17,27,45,54,76,87,99,120} S = {2,17,28,32,47,68,73,119,122} S = {2,17,28,32,47,69,72,118,123} S = {2,17,28,36,41,55,58,79,112} S = {2,17,28,36,41,64,79,119,122} S = {2,17,28,36,41,69,72,112,127} S = {2,17,28,36,55,69,86,107,112} S = {2,17,28,36,55,79,84,105,122} S = {2,17,28,36,58,72,86,111,112} S = {2,17,28,36,58,79,80,105,119} S = {2,17,28,37,40,54,59,79,112} S = {2,17,28,37,40,64,79,118,123} S = {2,17,28,37,40,68,73,112,127} S = {2,17,28,37,54,68,87,107,112} S = {2,17,28,37,54,79,84,104,123} S = {2,17,28,40,54,68,90,111,112} S = {2,17,28,40,54,79,80,101,123} S = {2,17,28,40,59,73,90,103,112} S = {2,17,28,40,59,79,88,101,118} S = {2,17,28,41,58,72,91,103,112} S = {2,17,28,41,58,79,88,100,119} S = {2,17,28,47,48,68,90,105,119} S = {2,17,28,47,48,72,86,101,123} S = {2,17,28,47,50,86,91,101,104} S = {2,17,28,47,50,87,90,100,105} S = {2,17,28,47,52,68,87,105,122} S = {2,17,28,47,52,69,86,104,123} S = {2,17,28,47,56,72,91,101,118} S = {2,17,28,47,56,73,90,100,119} S = {2,17,28,47,68,73,87,90,112} S = {2,17,28,47,69,72,86,91,112} S = {2,17,28,47,79,100,105,119,122} S = {2,17,28,47,79,101,104,118,123} S = {2,17,28,54,59,79,82,101,104} S = {2,17,28,54,59,87,90,109,112} S = {2,17,28,55,58,79,82,100,105} S = {2,17,28,55,58,86,91,109,112} S = {2,17,30,36,43,55,56,77,114} S = {2,17,30,36,55,71,84,105,114} S = {2,17,30,36,55,77,86,107,120} S = {2,17,30,36,56,72,84,111,114} S = {2,17,30,36,56,77,80,107,119} S = {2,17,30,39,40,52,59,77,114} S = {2,17,30,39,52,68,87,105,114} S = {2,17,30,39,52,77,86,104,123} S = {2,17,30,39,59,75,87,108,114} S = {2,17,30,39,59,77,83,104,116} S = {2,17,30,40,52,68,88,111,114} S = {2,17,30,40,52,77,80,103,123} S = {2,17,30,40,59,75,88,101,114} S = {2,17,30,40,59,77,90,103,116} S = {2,17,30,43,55,71,91,108,114} S = {2,17,30,43,55,77,83,100,120} S = {2,17,30,43,56,72,91,101,114} S = {2,17,30,43,56,77,90,100,119} S = {2,17,30,45,48,68,88,107,119} S = {2,17,30,45,48,72,84,103,123} S = {2,17,30,45,50,84,91,103,104} S = {2,17,30,45,50,87,88,100,107} S = {2,17,30,45,51,71,91,104,116} S = {2,17,30,45,51,75,87,100,120} S = {2,17,30,45,54,68,87,107,120} S = {2,17,30,45,54,71,84,104,123} S = {2,17,30,45,58,72,91,103,116} S = {2,17,30,45,58,75,88,100,119} S = {2,17,30,45,68,75,87,88,114} S = {2,17,30,45,71,72,84,91,114} S = {2,17,30,45,77,100,107,119,120} S = {2,17,30,45,77,103,104,116,123} S = {2,17,30,52,59,77,82,103,104} S = {2,17,30,52,59,87,88,109,114} S = {2,17,30,55,56,77,82,100,107} S = {2,17,30,55,56,84,91,109,114} S = {2,17,31,35,44,69,75,118,120} S = {2,17,31,35,44,71,73,116,122} S = {2,17,31,37,43,54,56,76,115} S = {2,17,31,37,43,67,76,118,120} S = {2,17,31,37,43,71,73,115,124} S = {2,17,31,37,54,71,84,104,115} S = {2,17,31,37,54,76,87,107,120} S = {2,17,31,39,41,52,58,76,115} S = {2,17,31,39,41,67,76,116,122} S = {2,17,31,39,41,69,75,115,124} S = {2,17,31,39,52,69,86,104,115} S = {2,17,31,39,52,76,87,105,122} S = {2,17,31,39,58,75,86,108,115} S = {2,17,31,39,58,76,83,105,116} S = {2,17,31,41,58,75,88,100,115} S = {2,17,31,41,58,76,91,103,116} S = {2,17,31,43,54,71,90,108,115} S = {2,17,31,43,54,76,83,101,120} S = {2,17,31,43,56,73,90,100,115} S = {2,17,31,43,56,76,91,101,118} S = {2,17,31,44,50,84,90,103,105} S = {2,17,31,44,50,86,88,101,107} S = {2,17,31,44,51,71,90,105,116} S = {2,17,31,44,51,75,86,101,120} S = {2,17,31,44,55,69,86,107,120} S = {2,17,31,44,55,71,84,105,122} S = {2,17,31,44,59,73,90,103,116} S = {2,17,31,44,59,75,88,101,118} S = {2,17,31,44,69,75,86,88,115} S = {2,17,31,44,71,73,84,90,115} S = {2,17,31,44,76,101,107,118,120} S = {2,17,31,44,76,103,105,116,122} S = {2,17,31,52,58,76,82,103,105} S = {2,17,31,52,58,86,88,109,115} S = {2,17,31,54,56,76,82,101,107} S = {2,17,31,54,56,84,90,109,115} S = {2,17,36,40,63,77,94,99,112} S = {2,17,36,40,63,79,92,97,114} S = {2,17,36,41,55,69,94,99,112} S = {2,17,36,41,55,79,92,97,122} S = {2,17,36,41,58,72,95,99,112} S = {2,17,36,41,58,79,92,96,119} S = {2,17,36,43,55,71,92,97,114} S = {2,17,36,43,55,77,94,99,120} S = {2,17,36,43,56,72,95,97,114} S = {2,17,36,43,56,77,94,96,119} S = {2,17,36,55,56,77,94,107,112} S = {2,17,36,55,56,79,84,97,114} S = {2,17,36,55,58,77,86,99,112} S = {2,17,36,55,58,79,92,105,114} S = {2,17,36,63,69,72,86,99,112} S = {2,17,36,63,71,72,84,97,114} S = {2,17,36,63,77,94,107,119,120} S = {2,17,36,63,79,92,105,119,122} S = {2,17,37,40,54,68,95,99,112} S = {2,17,37,40,54,79,92,96,123} S = {2,17,37,40,59,73,94,99,112} S = {2,17,37,40,59,79,92,97,118} S = {2,17,37,41,62,76,95,99,112} S = {2,17,37,41,62,79,92,96,115} S = {2,17,37,43,54,71,92,96,115} S = {2,17,37,43,54,76,95,99,120} S = {2,17,37,43,56,73,94,96,115} S = {2,17,37,43,56,76,95,97,118} S = {2,17,37,54,56,76,95,107,112} S = {2,17,37,54,56,79,84,96,115} S = {2,17,37,54,59,76,87,99,112} S = {2,17,37,54,59,79,92,104,115} S = {2,17,37,62,68,73,87,99,112} S = {2,17,37,62,71,73,84,96,115} S = {2,17,37,62,76,95,107,118,120} S = {2,17,37,62,79,92,104,118,123} S = {2,17,39,40,52,68,95,97,114} S = {2,17,39,40,52,77,94,96,123} S = {2,17,39,40,59,75,92,97,114} S = {2,17,39,40,59,77,94,99,116} S = {2,17,39,41,52,69,94,96,115} S = {2,17,39,41,52,76,95,97,122} S = {2,17,39,41,58,75,92,96,115} S = {2,17,39,41,58,76,95,99,116} S = {2,17,39,43,60,76,95,97,114} S = {2,17,39,43,60,77,94,96,115} S = {2,17,39,52,58,76,95,105,114} S = {2,17,39,52,58,77,86,96,115} S = {2,17,39,52,59,76,87,97,114} S = {2,17,39,52,59,77,94,104,115} S = {2,17,39,60,68,75,87,97,114} S = {2,17,39,60,69,75,86,96,115} S = {2,17,39,60,76,95,105,116,122} S = {2,17,39,60,77,94,104,116,123} S = {2,17,40,52,59,77,94,103,112} S = {2,17,40,52,59,79,88,97,114} S = {2,17,40,54,59,77,90,99,112} S = {2,17,40,54,59,79,92,101,114} S = {2,17,40,63,68,73,90,99,112} S = {2,17,40,63,68,75,88,97,114} S = {2,17,40,63,77,94,103,116,123} S = {2,17,40,63,79,92,101,118,123} S = {2,17,41,52,58,76,95,103,112} S = {2,17,41,52,58,79,88,96,115} S = {2,17,41,55,58,76,91,99,112} S = {2,17,41,55,58,79,92,100,115} S = {2,17,41,62,69,72,91,99,112} S = {2,17,41,62,69,75,88,96,115} S = {2,17,41,62,76,95,103,116,122} S = {2,17,41,62,79,92,100,119,122} S = {2,17,43,54,56,76,95,101,114} S = {2,17,43,54,56,77,90,96,115} S = {2,17,43,55,56,76,91,97,114} S = {2,17,43,55,56,77,94,100,115} S = {2,17,43,60,71,72,91,97,114} S = {2,17,43,60,71,73,90,96,115} S = {2,17,43,60,76,95,101,118,120} S = {2,17,43,60,77,94,100,119,120} S = {2,17,44,55,59,77,94,99,112} S = {2,17,44,55,59,79,92,97,114} S = {2,17,44,55,69,86,91,99,112} S = {2,17,44,55,71,84,91,97,114} S = {2,17,44,55,77,94,100,107,120} S = {2,17,44,55,79,92,100,105,122} S = {2,17,44,59,73,87,90,99,112} S = {2,17,44,59,75,87,88,97,114} S = {2,17,44,59,77,94,103,104,116} S = {2,17,44,59,79,92,101,104,118} S = {2,17,44,63,69,73,94,99,112} S = {2,17,44,63,69,75,86,99,120} S = {2,17,44,63,69,75,88,97,118} S = {2,17,44,63,69,86,88,107,112} S = {2,17,44,63,69,94,107,118,120} S = {2,17,44,63,71,73,84,97,122} S = {2,17,44,63,71,73,90,99,116} S = {2,17,44,63,71,75,92,97,114} S = {2,17,44,63,71,84,90,105,114} S = {2,17,44,63,71,92,105,116,122} S = {2,17,44,63,73,84,90,103,112} S = {2,17,44,63,73,94,103,116,122} S = {2,17,44,63,75,86,88,101,114} S = {2,17,44,63,75,92,101,118,120} S = {2,17,44,63,77,86,90,99,112} S = {2,17,44,63,77,86,101,107,120} S = {2,17,44,63,77,90,103,105,116} S = {2,17,44,63,77,94,99,116,120} S = {2,17,44,63,77,94,103,107,112} S = {2,17,44,63,79,84,88,97,114} S = {2,17,44,63,79,84,103,105,122} S = {2,17,44,63,79,88,101,107,118} S = {2,17,44,63,79,92,97,118,122} S = {2,17,44,63,79,92,101,105,114} S = {2,17,45,54,58,76,95,99,112} S = {2,17,45,54,58,79,92,96,115} S = {2,17,45,54,68,87,90,99,112} S = {2,17,45,54,71,84,90,96,115} S = {2,17,45,54,76,95,101,107,120} S = {2,17,45,54,79,92,101,104,123} S = {2,17,45,58,72,86,91,99,112} S = {2,17,45,58,75,86,88,96,115} S = {2,17,45,58,76,95,103,105,116} S = {2,17,45,58,79,92,100,105,119} S = {2,17,45,62,68,72,95,99,112} S = {2,17,45,62,68,75,87,99,120} S = {2,17,45,62,68,75,88,96,119} S = {2,17,45,62,68,87,88,107,112} S = {2,17,45,62,68,95,107,119,120} S = {2,17,45,62,71,72,84,96,123} S = {2,17,45,62,71,72,91,99,116} S = {2,17,45,62,71,75,92,96,115} S = {2,17,45,62,71,84,91,104,115} S = {2,17,45,62,71,92,104,116,123} S = {2,17,45,62,72,84,91,103,112} S = {2,17,45,62,72,95,103,116,123} S = {2,17,45,62,75,87,88,100,115} S = {2,17,45,62,75,92,100,119,120} S = {2,17,45,62,76,87,91,99,112} S = {2,17,45,62,76,87,100,107,120} S = {2,17,45,62,76,91,103,104,116} S = {2,17,45,62,76,95,99,116,120} S = {2,17,45,62,76,95,103,107,112} S = {2,17,45,62,79,84,88,96,115} S = {2,17,45,62,79,84,103,104,123} S = {2,17,45,62,79,88,100,107,119} S = {2,17,45,62,79,92,96,119,123} S = {2,17,45,62,79,92,100,104,115} S = {2,17,47,52,56,76,95,97,114} S = {2,17,47,52,56,77,94,96,115} S = {2,17,47,52,68,87,88,97,114} S = {2,17,47,52,69,86,88,96,115} S = {2,17,47,52,76,95,103,105,122} S = {2,17,47,52,77,94,103,104,123} S = {2,17,47,56,72,84,91,97,114} S = {2,17,47,56,73,84,90,96,115} S = {2,17,47,56,76,95,101,107,118} S = {2,17,47,56,77,94,100,107,119} S = {2,17,47,60,68,72,95,97,114} S = {2,17,47,60,68,73,87,97,122} S = {2,17,47,60,68,73,90,96,119} S = {2,17,47,60,68,87,90,105,114} S = {2,17,47,60,68,95,105,119,122} S = {2,17,47,60,69,72,86,96,123} S = {2,17,47,60,69,72,91,97,118} S = {2,17,47,60,69,73,94,96,115} S = {2,17,47,60,69,86,91,104,115} S = {2,17,47,60,69,94,104,118,123} S = {2,17,47,60,72,86,91,101,114} S = {2,17,47,60,72,95,101,118,123} S = {2,17,47,60,73,87,90,100,115} S = {2,17,47,60,73,94,100,119,122} S = {2,17,47,60,76,87,91,97,114} S = {2,17,47,60,76,87,100,105,122} S = {2,17,47,60,76,91,101,104,118} S = {2,17,47,60,76,95,97,118,122} S = {2,17,47,60,76,95,101,105,114} S = {2,17,47,60,77,86,90,96,115} S = {2,17,47,60,77,86,101,104,123} S = {2,17,47,60,77,90,100,105,119} S = {2,17,47,60,77,94,96,119,123} S = {2,17,47,60,77,94,100,104,115} S = {2,19,20,41,62,77,90,103,112} S = {2,19,20,41,62,79,88,101,114} S = {2,19,20,45,58,73,94,103,112} S = {2,19,20,45,58,79,88,97,118} S = {2,19,20,47,56,73,94,101,114} S = {2,19,20,47,56,77,90,97,118} S = {2,19,24,37,62,77,86,107,112} S = {2,19,24,37,62,79,84,105,114} S = {2,19,24,45,54,69,94,107,112} S = {2,19,24,45,54,79,84,97,122} S = {2,19,24,47,52,69,94,105,114} S = {2,19,24,47,52,77,86,97,122} S = {2,19,28,33,47,69,75,118,120} S = {2,19,28,33,47,71,73,116,122} S = {2,19,28,37,43,65,79,118,120} S = {2,19,28,37,43,71,73,112,126} S = {2,19,28,37,58,73,86,111,112} S = {2,19,28,37,58,79,80,105,118} S = {2,19,28,39,41,65,79,116,122} S = {2,19,28,39,41,69,75,112,126} S = {2,19,28,41,54,69,90,111,112} S = {2,19,28,41,54,79,80,101,122} S = {2,19,28,47,48,69,90,105,118} S = {2,19,28,47,48,73,86,101,122} S = {2,19,30,37,56,73,84,111,114} S = {2,19,30,37,56,77,80,107,118} S = {2,19,30,41,52,69,88,111,114} S = {2,19,30,41,52,77,80,103,122} S = {2,19,30,45,48,69,88,107,118} S = {2,19,30,45,48,73,84,103,122} S = {2,20,23,41,62,77,90,102,113} S = {2,20,23,41,62,78,89,101,114} S = {2,20,23,45,58,73,94,102,113} S = {2,20,23,45,58,78,89,97,118} S = {2,20,23,46,57,73,94,101,114} S = {2,20,23,46,57,77,90,97,118} S = {2,20,24,33,63,77,83,110,112} S = {2,20,24,33,63,79,81,108,114} S = {2,20,24,45,51,65,95,110,112} S = {2,20,24,45,51,79,81,96,126} S = {2,20,24,47,49,65,95,108,114} S = {2,20,24,47,49,77,83,96,126} S = {2,20,25,32,47,65,76,119,122} S = {2,20,25,32,47,69,72,115,126} S = {2,20,25,33,44,55,58,79,112} S = {2,20,25,33,44,64,79,119,122} S = {2,20,25,33,44,69,72,112,127} S = {2,20,25,33,55,69,83,110,112} S = {2,20,25,33,55,79,81,108,122} S = {2,20,25,33,58,72,83,111,112} S = {2,20,25,33,58,79,80,108,119} S = {2,20,25,37,40,51,62,79,112} S = {2,20,25,37,40,64,79,115,126} S = {2,20,25,37,40,65,76,112,127} S = {2,20,25,37,51,65,87,110,112} S = {2,20,25,37,51,79,81,104,126} S = {2,20,25,40,51,65,90,111,112} S = {2,20,25,40,51,79,80,101,126} S = {2,20,25,40,62,76,90,103,112} S = {2,20,25,40,62,79,88,101,115} S = {2,20,25,44,58,72,94,103,112} S = {2,20,25,44,58,79,88,97,119} S = {2,20,25,47,48,65,90,108,119} S = {2,20,25,47,48,72,83,101,126} S = {2,20,25,47,49,65,87,108,122} S = {2,20,25,47,49,69,83,104,126} S = {2,20,25,47,50,83,94,101,104} S = {2,20,25,47,50,87,90,97,108} S = {2,20,25,47,56,72,94,101,115} S = {2,20,25,47,56,76,90,97,119} S = {2,20,25,47,65,76,87,90,112} S = {2,20,25,47,69,72,83,94,112} S = {2,20,25,47,79,97,108,119,122} S = {2,20,25,47,79,101,104,115,126} S = {2,20,25,51,62,79,82,101,104} S = {2,20,25,51,62,87,90,109,112} S = {2,20,25,55,58,79,82,97,108} S = {2,20,25,55,58,83,94,109,112} S = {2,20,26,41,55,77,83,110,112} S = {2,20,26,41,55,79,81,108,114} S = {2,20,26,45,51,73,87,110,112} S = {2,20,26,45,51,79,81,104,118} S = {2,20,26,47,49,73,87,108,114} S = {2,20,26,47,49,77,83,104,118} S = {2,20,27,33,46,55,56,77,114} S = {2,20,27,33,55,71,81,108,114} S = {2,20,27,33,55,77,83,110,120} S = {2,20,27,33,56,72,81,111,114} S = {2,20,27,33,56,77,80,110,119} S = {2,20,27,39,40,49,62,77,114} S = {2,20,27,39,49,65,87,108,114} S = {2,20,27,39,49,77,83,104,126} S = {2,20,27,39,62,77,86,104,113} S = {2,20,27,39,62,78,87,105,114} S = {2,20,27,40,49,65,88,111,114} S = {2,20,27,40,49,77,80,103,126} S = {2,20,27,40,62,77,90,103,113} S = {2,20,27,40,62,78,88,101,114} S = {2,20,27,45,48,65,88,110,119} S = {2,20,27,45,48,72,81,103,126} S = {2,20,27,45,50,81,94,103,104} S = {2,20,27,45,50,87,88,97,110} S = {2,20,27,45,51,65,87,110,120} S = {2,20,27,45,51,71,81,104,126} S = {2,20,27,45,54,71,94,104,113} S = {2,20,27,45,54,78,87,97,120} S = {2,20,27,45,58,72,94,103,113} S = {2,20,27,45,58,78,88,97,119} S = {2,20,27,45,65,78,87,88,114} S = {2,20,27,45,71,72,81,94,114} S = {2,20,27,45,77,97,110,119,120} S = {2,20,27,45,77,103,104,113,126} S = {2,20,27,46,55,71,94,105,114} S = {2,20,27,46,55,77,86,97,120} S = {2,20,27,46,56,72,94,101,114} S = {2,20,27,46,56,77,90,97,119} S = {2,20,27,49,62,77,82,103,104} S = {2,20,27,49,62,87,88,109,114} S = {2,20,27,55,56,77,82,97,110} S = {2,20,27,55,56,81,94,109,114} S = {2,20,30,39,57,73,87,108,114} S = {2,20,30,39,57,77,83,104,118} S = {2,20,30,41,55,71,89,108,114} S = {2,20,30,41,55,77,83,102,120} S = {2,20,30,45,51,71,89,104,118} S = {2,20,30,45,51,73,87,102,120} S = {2,20,31,37,46,51,56,73,118} S = {2,20,31,37,46,70,73,115,120} S = {2,20,31,37,46,71,76,118,121} S = {2,20,31,37,51,71,81,104,118} S = {2,20,31,37,51,73,87,110,120} S = {2,20,31,38,41,69,78,115,120} S = {2,20,31,38,41,71,76,113,122} S = {2,20,31,39,44,49,58,73,118} S = {2,20,31,39,44,69,78,118,121} S = {2,20,31,39,44,70,73,113,122} S = {2,20,31,39,49,69,83,104,118} S = {2,20,31,39,49,73,87,108,122} S = {2,20,31,39,58,73,86,108,113} S = {2,20,31,39,58,78,83,105,118} S = {2,20,31,41,50,81,90,103,108} S = {2,20,31,41,50,83,88,101,110} S = {2,20,31,41,54,71,90,108,113} S = {2,20,31,41,54,78,83,101,120} S = {2,20,31,41,55,69,83,110,120} S = {2,20,31,41,55,71,81,108,122} S = {2,20,31,41,62,76,90,103,113} S = {2,20,31,41,62,78,88,101,115} S = {2,20,31,41,69,78,83,88,118} S = {2,20,31,41,71,76,81,90,118} S = {2,20,31,41,73,101,110,115,120} S = {2,20,31,41,73,103,108,113,122} S = {2,20,31,44,58,73,94,103,113} S = {2,20,31,44,58,78,88,97,118} S = {2,20,31,46,51,71,90,105,118} S = {2,20,31,46,51,73,86,101,120} S = {2,20,31,46,56,73,94,101,115} S = {2,20,31,46,56,76,90,97,118} S = {2,20,31,49,58,73,82,103,108} S = {2,20,31,49,58,83,88,109,118} S = {2,20,31,51,56,73,82,101,110} S = {2,20,31,51,56,81,90,109,118} S = {2,20,33,40,63,77,91,102,112} S = {2,20,33,40,63,79,89,100,114} S = {2,20,33,44,55,69,91,102,112} S = {2,20,33,44,55,79,89,100,122} S = {2,20,33,44,58,72,95,102,112} S = {2,20,33,44,58,79,89,96,119} S = {2,20,33,46,55,71,89,100,114} S = {2,20,33,46,55,77,91,102,120} S = {2,20,33,46,56,72,95,100,114} S = {2,20,33,46,56,77,91,96,119} S = {2,20,33,55,56,77,91,110,112} S = {2,20,33,55,56,79,81,100,114} S = {2,20,33,55,58,77,83,102,112} S = {2,20,33,55,58,79,89,108,114} S = {2,20,33,63,69,72,83,102,112} S = {2,20,33,63,71,72,81,100,114} S = {2,20,33,63,77,91,110,119,120} S = {2,20,33,63,79,89,108,119,122} S = {2,20,37,40,51,65,95,102,112} S = {2,20,37,40,51,79,89,96,126} S = {2,20,37,40,62,76,91,102,112} S = {2,20,37,40,62,79,89,100,115} S = {2,20,37,44,59,73,95,102,112} S = {2,20,37,44,59,79,89,96,118} S = {2,20,37,46,51,71,89,96,118} S = {2,20,37,46,51,73,95,102,120} S = {2,20,37,46,56,73,95,100,115} S = {2,20,37,46,56,76,91,96,118} S = {2,20,37,51,56,73,95,110,112} S = {2,20,37,51,56,79,81,96,118} S = {2,20,37,51,62,73,87,102,112} S = {2,20,37,51,62,79,89,104,118} S = {2,20,37,59,65,76,87,102,112} S = {2,20,37,59,71,76,81,96,118} S = {2,20,37,59,73,95,110,115,120} S = {2,20,37,59,79,89,104,115,126} S = {2,20,39,40,49,65,95,100,114} S = {2,20,39,40,49,77,91,96,126} S = {2,20,39,40,62,77,91,102,113} S = {2,20,39,40,62,78,89,100,114} S = {2,20,39,44,49,69,91,96,118} S = {2,20,39,44,49,73,95,100,122} S = {2,20,39,44,58,73,95,102,113} S = {2,20,39,44,58,78,89,96,118} S = {2,20,39,46,57,73,95,100,114} S = {2,20,39,46,57,77,91,96,118} S = {2,20,39,49,58,73,95,108,114} S = {2,20,39,49,58,77,83,96,118} S = {2,20,39,49,62,73,87,100,114} S = {2,20,39,49,62,77,91,104,118} S = {2,20,39,57,65,78,87,100,114} S = {2,20,39,57,69,78,83,96,118} S = {2,20,39,57,73,95,108,113,122} S = {2,20,39,57,77,91,104,113,126} S = {2,20,40,49,62,77,91,103,112} S = {2,20,40,49,62,79,88,100,114} S = {2,20,40,51,62,77,90,102,112} S = {2,20,40,51,62,79,89,101,114} S = {2,20,40,63,65,76,90,102,112} S = {2,20,40,63,65,78,88,100,114} S = {2,20,40,63,77,91,103,113,126} S = {2,20,40,63,79,89,101,115,126} S = {2,20,41,55,62,77,91,102,112} S = {2,20,41,55,62,79,89,100,114} S = {2,20,41,55,69,83,94,102,112} S = {2,20,41,55,71,81,94,100,114} S = {2,20,41,55,77,91,97,110,120} S = {2,20,41,55,79,89,97,108,122} S = {2,20,41,62,76,87,90,102,112} S = {2,20,41,62,77,91,103,104,113} S = {2,20,41,62,78,87,88,100,114} S = {2,20,41,62,79,89,101,104,115} S = {2,20,41,63,69,76,91,102,112} S = {2,20,41,63,69,78,83,102,120} S = {2,20,41,63,69,78,88,100,115} S = {2,20,41,63,69,83,88,110,112} S = {2,20,41,63,69,91,110,115,120} S = {2,20,41,63,71,76,81,100,122} S = {2,20,41,63,71,76,90,102,113} S = {2,20,41,63,71,78,89,100,114} S = {2,20,41,63,71,81,90,108,114} S = {2,20,41,63,71,89,108,113,122} S = {2,20,41,63,76,81,90,103,112} S = {2,20,41,63,76,91,103,113,122} S = {2,20,41,63,77,83,90,102,112} S = {2,20,41,63,77,83,101,110,120} S = {2,20,41,63,77,90,103,108,113} S = {2,20,41,63,77,91,102,113,120} S = {2,20,41,63,77,91,103,110,112} S = {2,20,41,63,78,83,88,101,114} S = {2,20,41,63,78,89,101,115,120} S = {2,20,41,63,79,81,88,100,114} S = {2,20,41,63,79,81,103,108,122} S = {2,20,41,63,79,88,101,110,115} S = {2,20,41,63,79,89,100,115,122} S = {2,20,41,63,79,89,101,108,114} S = {2,20,44,49,58,73,95,103,112} S = {2,20,44,49,58,79,88,96,118} S = {2,20,44,55,58,73,94,102,112} S = {2,20,44,55,58,79,89,97,118} S = {2,20,44,59,69,72,94,102,112} S = {2,20,44,59,69,78,88,96,118} S = {2,20,44,59,73,95,103,113,122} S = {2,20,44,59,79,89,97,119,122} S = {2,20,45,51,58,73,95,102,112} S = {2,20,45,51,58,79,89,96,118} S = {2,20,45,51,65,87,90,102,112} S = {2,20,45,51,71,81,90,96,118} S = {2,20,45,51,73,95,101,110,120} S = {2,20,45,51,79,89,101,104,126} S = {2,20,45,58,72,83,94,102,112} S = {2,20,45,58,73,95,103,108,113} S = {2,20,45,58,78,83,88,96,118} S = {2,20,45,58,79,89,97,108,119} S = {2,20,45,59,65,72,95,102,112} S = {2,20,45,59,65,78,87,102,120} S = {2,20,45,59,65,78,88,96,119} S = {2,20,45,59,65,87,88,110,112} S = {2,20,45,59,65,95,110,119,120} S = {2,20,45,59,71,72,81,96,126} S = {2,20,45,59,71,72,94,102,113} S = {2,20,45,59,71,78,89,96,118} S = {2,20,45,59,71,81,94,104,118} S = {2,20,45,59,71,89,104,113,126} S = {2,20,45,59,72,81,94,103,112} S = {2,20,45,59,72,95,103,113,126} S = {2,20,45,59,73,87,94,102,112} S = {2,20,45,59,73,87,97,110,120} S = {2,20,45,59,73,94,103,104,113} S = {2,20,45,59,73,95,102,113,120} S = {2,20,45,59,73,95,103,110,112} S = {2,20,45,59,78,87,88,97,118} S = {2,20,45,59,78,89,97,119,120} S = {2,20,45,59,79,81,88,96,118} S = {2,20,45,59,79,81,103,104,126} S = {2,20,45,59,79,88,97,110,119} S = {2,20,45,59,79,89,96,119,126} S = {2,20,45,59,79,89,97,104,118} S = {2,20,46,51,56,73,95,101,114} S = {2,20,46,51,56,77,90,96,118} S = {2,20,46,55,56,73,94,100,114} S = {2,20,46,55,56,77,91,97,118} S = {2,20,46,57,71,72,94,100,114} S = {2,20,46,57,71,76,90,96,118} S = {2,20,46,57,73,95,101,115,120} S = {2,20,46,57,77,91,97,119,120} S = {2,20,47,49,56,73,95,100,114} S = {2,20,47,49,56,77,91,96,118} S = {2,20,47,49,65,87,88,100,114} S = {2,20,47,49,69,83,88,96,118} S = {2,20,47,49,73,95,103,108,122} S = {2,20,47,49,77,91,103,104,126} S = {2,20,47,56,72,81,94,100,114} S = {2,20,47,56,73,95,101,110,115} S = {2,20,47,56,76,81,90,96,118} S = {2,20,47,56,77,91,97,110,119} S = {2,20,47,57,65,72,95,100,114} S = {2,20,47,57,65,76,87,100,122} S = {2,20,47,57,65,76,90,96,119} S = {2,20,47,57,65,87,90,108,114} S = {2,20,47,57,65,95,108,119,122} S = {2,20,47,57,69,72,83,96,126} S = {2,20,47,57,69,72,94,100,115} S = {2,20,47,57,69,76,91,96,118} S = {2,20,47,57,69,83,94,104,118} S = {2,20,47,57,69,91,104,115,126} S = {2,20,47,57,72,83,94,101,114} S = {2,20,47,57,72,95,101,115,126} S = {2,20,47,57,73,87,94,100,114} S = {2,20,47,57,73,87,97,108,122} S = {2,20,47,57,73,94,101,104,115} S = {2,20,47,57,73,95,100,115,122} S = {2,20,47,57,73,95,101,108,114} S = {2,20,47,57,76,87,90,97,118} S = {2,20,47,57,76,91,97,119,122} S = {2,20,47,57,77,83,90,96,118} S = {2,20,47,57,77,83,101,104,126} S = {2,20,47,57,77,90,97,108,119} S = {2,20,47,57,77,91,96,119,126} S = {2,20,47,57,77,91,97,104,118} S = {2,21,24,32,47,65,76,118,123} S = {2,21,24,32,47,68,73,115,126} S = {2,21,24,33,44,54,59,79,112} S = {2,21,24,33,44,64,79,118,123} S = {2,21,24,33,44,68,73,112,127} S = {2,21,24,33,54,68,83,111,112} S = {2,21,24,33,54,79,80,108,123} S = {2,21,24,33,59,73,83,110,112} S = {2,21,24,33,59,79,81,108,118} S = {2,21,24,36,41,51,62,79,112} S = {2,21,24,36,41,64,79,115,126} S = {2,21,24,36,41,65,76,112,127} S = {2,21,24,36,51,65,86,111,112} S = {2,21,24,36,51,79,80,105,126} S = {2,21,24,36,62,76,86,107,112} S = {2,21,24,36,62,79,84,105,115} S = {2,21,24,41,51,65,91,110,112} S = {2,21,24,41,51,79,81,100,126} S = {2,21,24,44,54,68,94,107,112} S = {2,21,24,44,54,79,84,97,123} S = {2,21,24,47,48,65,86,108,123} S = {2,21,24,47,48,68,83,105,126} S = {2,21,24,47,49,65,91,108,118} S = {2,21,24,47,49,73,83,100,126} S = {2,21,24,47,50,83,94,100,105} S = {2,21,24,47,50,86,91,97,108} S = {2,21,24,47,52,68,94,105,115} S = {2,21,24,47,52,76,86,97,123} S = {2,21,24,47,65,76,86,91,112} S = {2,21,24,47,68,73,83,94,112} S = {2,21,24,47,79,97,108,118,123} S = {2,21,24,47,79,100,105,115,126} S = {2,21,24,51,62,79,82,100,105} S = {2,21,24,51,62,86,91,109,112} S = {2,21,24,54,59,79,82,97,108} S = {2,21,24,54,59,83,94,109,112} S = {2,21,25,33,62,76,83,111,112} S = {2,21,25,33,62,79,80,108,115} S = {2,21,25,44,51,65,94,111,112} S = {2,21,25,44,51,79,80,97,126} S = {2,21,25,44,63,77,94,99,112} S = {2,21,25,44,63,79,92,97,114} S = {2,21,25,45,62,76,95,99,112} S = {2,21,25,45,62,79,92,96,115} S = {2,21,25,47,48,65,94,108,115} S = {2,21,25,47,48,76,83,97,126} S = {2,21,25,47,60,76,95,97,114} S = {2,21,25,47,60,77,94,96,115} S = {2,21,26,40,47,73,78,115,116} S = {2,21,26,40,47,75,76,113,118} S = {2,21,26,41,46,72,79,115,116} S = {2,21,26,41,46,75,76,112,119} S = {2,21,26,41,54,76,83,111,112} S = {2,21,26,41,54,79,80,108,115} S = {2,21,26,43,44,72,79,113,118} S = {2,21,26,43,44,73,78,112,119} S = {2,21,26,44,51,73,86,111,112} S = {2,21,26,44,51,79,80,105,118} S = {2,21,26,47,48,73,86,108,115} S = {2,21,26,47,48,76,83,105,118} S = {2,21,27,33,47,54,56,76,115} S = {2,21,27,33,47,67,76,118,120} S = {2,21,27,33,47,71,73,115,124} S = {2,21,27,33,54,71,80,108,115} S = {2,21,27,33,54,76,83,111,120} S = {2,21,27,33,56,73,80,110,115} S = {2,21,27,33,56,76,81,111,118} S = {2,21,27,35,44,65,79,118,120} S = {2,21,27,35,44,71,73,112,126} S = {2,21,27,39,41,48,62,76,115} S = {2,21,27,39,41,65,79,115,124} S = {2,21,27,39,41,67,76,112,126} S = {2,21,27,39,48,65,86,108,115} S = {2,21,27,39,48,76,83,105,126} S = {2,21,27,39,62,76,87,105,112} S = {2,21,27,39,62,79,86,104,115} S = {2,21,27,41,48,65,88,110,115} S = {2,21,27,41,48,76,81,103,126} S = {2,21,27,44,49,65,88,111,118} S = {2,21,27,44,49,73,80,103,126} S = {2,21,27,44,50,80,94,103,105} S = {2,21,27,44,50,86,88,97,111} S = {2,21,27,44,51,65,86,111,120} S = {2,21,27,44,51,71,80,105,126} S = {2,21,27,44,55,71,94,105,112} S = {2,21,27,44,55,79,86,97,120} S = {2,21,27,44,65,79,86,88,115} S = {2,21,27,44,71,73,80,94,115} S = {2,21,27,44,76,97,111,118,120} S = {2,21,27,44,76,103,105,112,126} S = {2,21,27,47,54,71,94,104,115} S = {2,21,27,47,54,76,87,97,120} S = {2,21,27,48,62,76,82,103,105} S = {2,21,27,48,62,86,88,109,115} S = {2,21,27,54,56,76,82,97,111} S = {2,21,27,54,56,80,94,109,115} S = {2,21,28,36,59,73,86,111,112} S = {2,21,28,36,59,79,80,105,118} S = {2,21,28,41,54,68,91,111,112} S = {2,21,28,41,54,79,80,100,123} S = {2,21,28,41,63,77,91,102,112} S = {2,21,28,41,63,79,89,100,114} S = {2,21,28,45,59,73,95,102,112} S = {2,21,28,45,59,79,89,96,118} S = {2,21,28,47,48,68,91,105,118} S = {2,21,28,47,48,73,86,100,123} S = {2,21,28,47,57,73,95,100,114} S = {2,21,28,47,57,77,91,96,118} S = {2,21,30,36,47,51,56,73,118} S = {2,21,30,36,47,70,73,115,120} S = {2,21,30,36,47,71,76,118,121} S = {2,21,30,36,51,71,80,105,118} S = {2,21,30,36,51,73,86,111,120} S = {2,21,30,36,56,73,84,111,115} S = {2,21,30,36,56,76,80,107,118} S = {2,21,30,38,41,68,79,115,120} S = {2,21,30,38,41,71,76,112,123} S = {2,21,30,39,44,48,59,73,118} S = {2,21,30,39,44,68,79,118,121} S = {2,21,30,39,44,70,73,112,123} S = {2,21,30,39,48,68,83,105,118} S = {2,21,30,39,48,73,86,108,123} S = {2,21,30,39,59,73,87,108,112} S = {2,21,30,39,59,79,83,104,118} S = {2,21,30,41,50,80,91,103,108} S = {2,21,30,41,50,83,88,100,111} S = {2,21,30,41,52,68,88,111,115} S = {2,21,30,41,52,76,80,103,123} S = {2,21,30,41,54,68,83,111,120} S = {2,21,30,41,54,71,80,108,123} S = {2,21,30,41,55,71,91,108,112} S = {2,21,30,41,55,79,83,100,120} S = {2,21,30,41,68,79,83,88,118} S = {2,21,30,41,71,76,80,91,118} S = {2,21,30,41,73,100,111,115,120} S = {2,21,30,41,73,103,108,112,123} S = {2,21,30,44,48,68,88,107,118} S = {2,21,30,44,48,73,84,103,123} S = {2,21,30,47,51,71,91,104,118} S = {2,21,30,47,51,73,87,100,120} S = {2,21,30,48,59,73,82,103,108} S = {2,21,30,48,59,83,88,109,118} S = {2,21,30,51,56,73,82,100,111} S = {2,21,30,51,56,80,91,109,118} S = {2,21,31,39,56,73,86,108,115} S = {2,21,31,39,56,76,83,105,118} S = {2,21,31,41,54,71,88,108,115} S = {2,21,31,41,54,76,83,103,120} S = {2,21,31,41,60,76,89,103,114} S = {2,21,31,41,60,77,88,102,115} S = {2,21,31,44,51,71,88,105,118} S = {2,21,31,44,51,73,86,103,120} S = {2,21,31,44,57,73,92,103,114} S = {2,21,31,44,57,77,88,99,118} S = {2,21,31,45,56,73,92,102,115} S = {2,21,31,45,56,76,89,99,118} S = {2,21,32,43,62,76,89,103,114} S = {2,21,32,43,62,77,88,102,115} S = {2,21,32,46,59,73,92,103,114} S = {2,21,32,46,59,77,88,99,118} S = {2,21,32,47,58,73,92,102,115} S = {2,21,32,47,58,76,89,99,118} S = {2,21,33,44,54,68,91,103,112} S = {2,21,33,44,54,79,88,100,123} S = {2,21,33,47,54,71,88,100,115} S = {2,21,33,47,54,76,91,103,120} S = {2,21,33,54,56,76,91,111,112} S = {2,21,33,54,56,79,80,100,115} S = {2,21,33,54,59,76,83,103,112} S = {2,21,33,54,59,79,88,108,115} S = {2,21,33,62,68,73,83,103,112} S = {2,21,33,62,71,73,80,100,115} S = {2,21,33,62,76,91,111,118,120} S = {2,21,33,62,79,88,108,118,123} S = {2,21,35,40,62,77,91,102,112} S = {2,21,35,40,62,79,89,100,114} S = {2,21,35,44,58,73,95,102,112} S = {2,21,35,44,58,79,89,96,118} S = {2,21,35,46,56,73,95,100,114} S = {2,21,35,46,56,77,91,96,118} S = {2,21,36,41,51,65,94,103,112} S = {2,21,36,41,51,79,88,97,126} S = {2,21,36,47,51,71,88,97,118} S = {2,21,36,47,51,73,94,103,120} S = {2,21,36,51,56,73,94,111,112} S = {2,21,36,51,56,79,80,97,118} S = {2,21,36,51,62,73,86,103,112} S = {2,21,36,51,62,79,88,105,118} S = {2,21,36,59,65,76,86,103,112} S = {2,21,36,59,71,76,80,97,118} S = {2,21,36,59,73,94,111,115,120} S = {2,21,36,59,79,88,105,115,126} S = {2,21,37,56,63,73,78,115,116} S = {2,21,37,56,63,75,76,113,118} S = {2,21,37,57,62,72,79,115,116} S = {2,21,37,57,62,75,76,112,119} S = {2,21,37,59,60,72,79,113,118} S = {2,21,37,59,60,73,78,112,119} S = {2,21,38,40,59,77,94,99,112} S = {2,21,38,40,59,79,92,97,114} S = {2,21,38,41,58,76,95,99,112} S = {2,21,38,41,58,79,92,96,115} S = {2,21,38,43,56,76,95,97,114} S = {2,21,38,43,56,77,94,96,115} S = {2,21,39,41,48,65,94,100,115} S = {2,21,39,41,48,76,91,97,126} S = {2,21,39,44,48,68,91,97,118} S = {2,21,39,44,48,73,94,100,123} S = {2,21,39,48,59,73,94,108,115} S = {2,21,39,48,59,76,83,97,118} S = {2,21,39,48,62,73,86,100,115} S = {2,21,39,48,62,76,91,105,118} S = {2,21,39,56,65,79,86,100,115} S = {2,21,39,56,68,79,83,97,118} S = {2,21,39,56,73,94,108,112,123} S = {2,21,39,56,76,91,105,112,126} S = {2,21,40,43,62,77,90,102,113} S = {2,21,40,43,62,78,89,101,114} S = {2,21,40,46,59,75,92,101,114} S = {2,21,40,46,59,77,90,99,116} S = {2,21,40,47,50,89,94,99,100} S = {2,21,40,47,50,91,92,97,102} S = {2,21,40,47,58,75,92,102,113} S = {2,21,40,47,58,78,89,99,116} S = {2,21,40,47,59,73,94,99,116} S = {2,21,40,47,59,75,92,97,118} S = {2,21,40,47,62,76,91,102,113} S = {2,21,40,47,62,78,89,100,115} S = {2,21,40,47,69,89,94,115,116} S = {2,21,40,47,69,91,92,113,118} S = {2,21,40,47,73,78,99,100,122} S = {2,21,40,47,75,76,97,102,122} S = {2,21,40,59,62,77,90,103,112} S = {2,21,40,59,62,79,88,101,114} S = {2,21,40,59,73,90,99,110,112} S = {2,21,40,59,75,88,97,110,114} S = {2,21,40,59,77,81,94,103,116} S = {2,21,40,59,79,81,92,101,118} S = {2,21,40,62,76,90,102,107,112} S = {2,21,40,62,77,84,91,103,113} S = {2,21,40,62,78,88,100,107,114} S = {2,21,40,62,79,84,89,101,115} S = {2,21,40,63,73,76,90,103,112} S = {2,21,40,63,73,78,88,100,115} S = {2,21,40,63,73,78,90,99,116} S = {2,21,40,63,73,94,99,100,112} S = {2,21,40,63,73,94,103,115,116} S = {2,21,40,63,75,76,88,97,118} S = {2,21,40,63,75,76,90,102,113} S = {2,21,40,63,75,78,88,101,114} S = {2,21,40,63,75,92,97,102,114} S = {2,21,40,63,75,92,101,113,118} S = {2,21,40,63,76,91,97,102,112} S = {2,21,40,63,76,91,103,113,118} S = {2,21,40,63,77,89,94,99,116} S = {2,21,40,63,77,90,99,102,112} S = {2,21,40,63,77,90,103,113,116} S = {2,21,40,63,77,91,92,102,113} S = {2,21,40,63,77,91,94,103,112} S = {2,21,40,63,78,89,99,100,114} S = {2,21,40,63,78,89,101,115,116} S = {2,21,40,63,79,88,97,100,114} S = {2,21,40,63,79,88,101,115,118} S = {2,21,40,63,79,89,92,101,114} S = {2,21,40,63,79,89,94,100,115} S = {2,21,40,63,79,91,92,97,118} S = {2,21,41,44,58,72,95,103,112} S = {2,21,41,44,58,79,88,96,119} S = {2,21,41,44,63,77,90,103,112} S = {2,21,41,44,63,79,88,101,114} S = {2,21,41,46,50,88,95,99,100} S = {2,21,41,46,50,91,92,96,103} S = {2,21,41,46,56,72,95,100,115} S = {2,21,41,46,56,76,91,96,119} S = {2,21,41,46,58,72,95,99,116} S = {2,21,41,46,58,75,92,96,119} S = {2,21,41,46,59,75,92,103,112} S = {2,21,41,46,59,79,88,99,116} S = {2,21,41,46,69,88,95,115,116} S = {2,21,41,46,69,91,92,112,119} S = {2,21,41,46,72,79,99,100,122} S = {2,21,41,46,75,76,96,103,122} S = {2,21,41,47,58,75,92,100,115} S = {2,21,41,47,58,76,91,99,116} S = {2,21,41,47,60,76,91,101,114} S = {2,21,41,47,60,77,90,100,115} S = {2,21,41,52,63,76,90,103,113} S = {2,21,41,52,63,78,88,101,115} S = {2,21,41,54,68,83,94,103,112} S = {2,21,41,54,71,80,94,100,115} S = {2,21,41,54,76,91,97,111,120} S = {2,21,41,54,79,88,97,108,123} S = {2,21,41,55,60,78,91,101,112} S = {2,21,41,55,60,79,90,100,113} S = {2,21,41,56,63,76,91,102,113} S = {2,21,41,56,63,78,89,100,115} S = {2,21,41,58,72,91,99,110,112} S = {2,21,41,58,75,88,96,110,115} S = {2,21,41,58,76,81,95,103,116} S = {2,21,41,58,79,81,92,100,119} S = {2,21,41,59,60,78,89,103,112} S = {2,21,41,59,60,79,88,102,113} S = {2,21,41,60,63,77,90,102,113} S = {2,21,41,60,63,78,89,101,114} S = {2,21,41,60,64,78,91,103,114} S = {2,21,41,60,64,79,90,102,115} S = {2,21,41,60,76,89,101,112,127} S = {2,21,41,60,77,88,100,113,127} S = {2,21,41,62,68,79,83,103,120} S = {2,21,41,62,68,83,88,111,112} S = {2,21,41,62,68,91,111,115,120} S = {2,21,41,62,71,76,80,100,123} S = {2,21,41,62,71,80,91,108,115} S = {2,21,41,62,71,88,108,112,123} S = {2,21,41,62,72,79,91,99,116} S = {2,21,41,62,72,95,99,100,112} S = {2,21,41,62,72,95,103,115,116} S = {2,21,41,62,75,76,88,96,119} S = {2,21,41,62,75,92,96,103,115} S = {2,21,41,62,75,92,100,112,119} S = {2,21,41,62,76,79,89,101,114} S = {2,21,41,62,76,79,90,102,113} S = {2,21,41,62,76,83,100,111,120} S = {2,21,41,62,76,88,95,99,116} S = {2,21,41,62,77,88,91,102,113} S = {2,21,41,62,77,90,100,103,113} S = {2,21,41,62,77,90,102,112,115} S = {2,21,41,62,78,88,91,101,114} S = {2,21,41,62,78,89,100,103,114} S = {2,21,41,62,78,89,101,112,115} S = {2,21,41,62,79,80,103,108,123} S = {2,21,41,62,79,91,92,96,119} S = {2,21,41,63,67,76,90,102,112} S = {2,21,41,63,67,78,88,100,114} S = {2,21,41,63,77,91,103,113,124} S = {2,21,41,63,79,89,101,115,124} S = {2,21,43,44,50,88,95,97,102} S = {2,21,43,44,50,89,94,96,103} S = {2,21,43,44,56,72,95,97,118} S = {2,21,43,44,56,73,94,96,119} S = {2,21,43,44,58,72,95,102,113} S = {2,21,43,44,58,78,89,96,119} S = {2,21,43,44,62,78,89,103,112} S = {2,21,43,44,62,79,88,102,113} S = {2,21,43,44,69,88,95,113,118} S = {2,21,43,44,69,89,94,112,119} S = {2,21,43,44,72,79,97,102,122} S = {2,21,43,44,73,78,96,103,122} S = {2,21,43,46,56,72,95,101,114} S = {2,21,43,46,56,77,90,96,119} S = {2,21,43,56,62,76,91,101,114} S = {2,21,43,56,62,77,90,100,115} S = {2,21,43,56,72,91,97,110,114} S = {2,21,43,56,73,90,96,110,115} S = {2,21,43,56,76,81,95,101,118} S = {2,21,43,56,77,81,94,100,119} S = {2,21,43,60,72,78,91,101,114} S = {2,21,43,60,72,79,90,102,113} S = {2,21,43,60,72,79,91,97,118} S = {2,21,43,60,72,95,97,102,114} S = {2,21,43,60,72,95,101,113,118} S = {2,21,43,60,73,78,90,96,119} S = {2,21,43,60,73,78,91,103,112} S = {2,21,43,60,73,79,90,100,115} S = {2,21,43,60,73,94,96,103,115} S = {2,21,43,60,73,94,100,112,119} S = {2,21,43,60,76,88,95,97,118} S = {2,21,43,60,76,89,94,103,112} S = {2,21,43,60,76,89,95,101,114} S = {2,21,43,60,76,91,97,103,114} S = {2,21,43,60,76,91,101,112,118} S = {2,21,43,60,77,88,94,100,115} S = {2,21,43,60,77,88,95,102,113} S = {2,21,43,60,77,89,94,96,119} S = {2,21,43,60,77,90,96,102,115} S = {2,21,43,60,77,90,100,113,119} S = {2,21,43,60,78,89,96,103,114} S = {2,21,43,60,78,89,101,112,119} S = {2,21,43,60,79,88,97,102,115} S = {2,21,43,60,79,88,100,113,118} S = {2,21,43,62,76,87,89,101,112} S = {2,21,43,62,77,87,88,100,113} S = {2,21,43,62,78,91,103,104,114} S = {2,21,43,62,79,90,102,104,115} S = {2,21,44,47,57,73,94,101,114} S = {2,21,44,47,57,77,90,97,118} S = {2,21,44,47,58,73,94,102,113} S = {2,21,44,47,58,78,89,97,118} S = {2,21,44,49,63,73,90,103,116} S = {2,21,44,49,63,75,88,101,118} S = {2,21,44,51,65,86,91,103,112} S = {2,21,44,51,71,80,91,97,118} S = {2,21,44,51,73,94,100,111,120} S = {2,21,44,51,79,88,100,105,126} S = {2,21,44,55,57,75,94,101,112} S = {2,21,44,55,57,79,90,97,116} S = {2,21,44,56,63,73,94,99,116} S = {2,21,44,56,63,75,92,97,118} S = {2,21,44,57,62,75,92,103,112} S = {2,21,44,57,62,79,88,99,116} S = {2,21,44,57,63,75,92,101,114} S = {2,21,44,57,63,77,90,99,116} S = {2,21,44,57,64,75,94,103,114} S = {2,21,44,57,64,79,90,99,118} S = {2,21,44,57,73,92,101,112,127} S = {2,21,44,57,77,88,97,116,127} S = {2,21,44,58,72,94,102,107,112} S = {2,21,44,58,73,84,95,103,113} S = {2,21,44,58,78,88,96,107,118} S = {2,21,44,58,79,84,89,97,119} S = {2,21,44,59,65,79,86,103,120} S = {2,21,44,59,65,86,88,111,112} S = {2,21,44,59,65,94,111,118,120} S = {2,21,44,59,71,73,80,97,126} S = {2,21,44,59,71,80,94,105,118} S = {2,21,44,59,71,88,105,112,126} S = {2,21,44,59,72,79,94,102,113} S = {2,21,44,59,72,95,97,102,112} S = {2,21,44,59,72,95,103,113,118} S = {2,21,44,59,73,78,88,96,119} S = {2,21,44,59,73,79,90,99,116} S = {2,21,44,59,73,79,92,101,114} S = {2,21,44,59,73,86,97,111,120} S = {2,21,44,59,73,88,95,102,113} S = {2,21,44,59,75,88,94,101,114} S = {2,21,44,59,75,92,97,103,114} S = {2,21,44,59,75,92,101,112,118} S = {2,21,44,59,77,88,94,99,116} S = {2,21,44,59,77,90,97,103,116} S = {2,21,44,59,77,90,99,112,118} S = {2,21,44,59,78,89,96,103,118} S = {2,21,44,59,78,89,97,112,119} S = {2,21,44,59,79,80,103,105,126} S = {2,21,44,59,79,89,94,96,119} S = {2,21,44,63,70,73,90,99,112} S = {2,21,44,63,70,75,88,97,114} S = {2,21,44,63,77,94,103,116,121} S = {2,21,44,63,79,92,101,118,121} S = {2,21,45,49,62,72,91,103,116} S = {2,21,45,49,62,75,88,100,119} S = {2,21,45,52,59,72,94,103,113} S = {2,21,45,52,59,78,88,97,119} S = {2,21,45,55,56,75,94,100,113} S = {2,21,45,55,56,78,91,97,116} S = {2,21,45,56,59,73,94,102,113} S = {2,21,45,56,59,78,89,97,118} S = {2,21,45,56,62,75,92,100,115} S = {2,21,45,56,62,76,91,99,116} S = {2,21,45,56,63,75,92,102,113} S = {2,21,45,56,63,78,89,99,116} S = {2,21,45,56,64,75,94,102,115} S = {2,21,45,56,64,78,91,99,118} S = {2,21,45,56,73,92,100,113,127} S = {2,21,45,56,76,89,97,116,127} S = {2,21,45,57,62,72,95,99,116} S = {2,21,45,57,62,75,92,96,119} S = {2,21,45,58,72,75,94,102,113} S = {2,21,45,58,72,78,91,99,116} S = {2,21,45,58,72,91,94,103,112} S = {2,21,45,58,72,95,99,102,112} S = {2,21,45,58,72,95,103,113,116} S = {2,21,45,58,73,76,95,103,112} S = {2,21,45,58,73,79,92,100,115} S = {2,21,45,58,73,92,95,102,113} S = {2,21,45,58,73,94,100,103,113} S = {2,21,45,58,73,94,102,112,115} S = {2,21,45,58,75,78,88,96,119} S = {2,21,45,58,75,88,94,100,115} S = {2,21,45,58,75,92,96,102,115} S = {2,21,45,58,75,92,100,113,119} S = {2,21,45,58,76,79,89,97,118} S = {2,21,45,58,76,89,95,99,116} S = {2,21,45,58,76,91,97,103,116} S = {2,21,45,58,76,91,99,112,118} S = {2,21,45,58,78,88,91,97,118} S = {2,21,45,58,78,89,96,99,118} S = {2,21,45,58,78,89,97,116,119} S = {2,21,45,58,79,88,96,115,118} S = {2,21,45,58,79,88,97,100,119} S = {2,21,45,58,79,89,92,96,119} S = {2,21,45,59,60,72,95,102,113} S = {2,21,45,59,60,78,89,96,119} S = {2,21,45,59,62,72,95,103,112} S = {2,21,45,59,62,79,88,96,119} S = {2,21,45,59,67,72,94,102,112} S = {2,21,45,59,67,78,88,96,118} S = {2,21,45,59,73,95,103,113,124} S = {2,21,45,59,79,89,97,119,124} S = {2,21,45,62,70,72,91,99,112} S = {2,21,45,62,70,75,88,96,115} S = {2,21,45,62,76,95,103,116,121} S = {2,21,45,62,79,92,100,119,121} S = {2,21,46,56,59,73,94,101,114} S = {2,21,46,56,59,77,90,97,118} S = {2,21,46,56,72,94,100,107,114} S = {2,21,46,56,73,84,95,101,115} S = {2,21,46,56,76,90,96,107,118} S = {2,21,46,56,77,84,91,97,119} S = {2,21,46,57,72,75,94,101,114} S = {2,21,46,57,72,79,90,99,116} S = {2,21,46,57,72,79,94,100,115} S = {2,21,46,57,72,95,99,100,114} S = {2,21,46,57,72,95,101,115,116} S = {2,21,46,57,73,88,95,100,115} S = {2,21,46,57,73,91,92,103,112} S = {2,21,46,57,73,92,95,101,114} S = {2,21,46,57,73,94,100,103,114} S = {2,21,46,57,73,94,101,112,115} S = {2,21,46,57,75,76,90,96,119} S = {2,21,46,57,75,76,94,103,112} S = {2,21,46,57,75,92,96,103,114} S = {2,21,46,57,75,92,101,112,119} S = {2,21,46,57,76,79,90,97,118} S = {2,21,46,57,76,91,96,103,118} S = {2,21,46,57,76,91,97,112,119} S = {2,21,46,57,77,88,91,97,118} S = {2,21,46,57,77,88,95,99,116} S = {2,21,46,57,77,90,96,99,118} S = {2,21,46,57,77,90,97,116,119} S = {2,21,46,57,77,91,92,96,119} S = {2,21,46,57,79,88,97,115,116} S = {2,21,46,57,79,88,99,100,118} S = {2,21,46,59,73,87,92,101,112} S = {2,21,46,59,75,94,103,104,114} S = {2,21,46,59,77,87,88,97,116} S = {2,21,46,59,79,90,99,104,118} S = {2,21,47,48,65,86,88,100,115} S = {2,21,47,48,68,83,88,97,118} S = {2,21,47,48,73,94,103,108,123} S = {2,21,47,48,76,91,103,105,126} S = {2,21,47,49,60,72,91,101,118} S = {2,21,47,49,60,73,90,100,119} S = {2,21,47,52,57,72,94,101,115} S = {2,21,47,52,57,76,90,97,119} S = {2,21,47,56,65,76,86,100,123} S = {2,21,47,56,65,86,91,108,115} S = {2,21,47,56,65,94,108,118,123} S = {2,21,47,56,68,73,83,97,126} S = {2,21,47,56,68,83,94,105,118} S = {2,21,47,56,68,91,105,115,126} S = {2,21,47,56,72,91,94,101,114} S = {2,21,47,56,72,95,97,100,114} S = {2,21,47,56,72,95,101,115,118} S = {2,21,47,56,73,76,90,96,119} S = {2,21,47,56,73,76,95,101,114} S = {2,21,47,56,73,78,91,99,116} S = {2,21,47,56,73,86,97,108,123} S = {2,21,47,56,73,91,92,102,113} S = {2,21,47,56,75,76,94,102,113} S = {2,21,47,56,75,92,97,102,115} S = {2,21,47,56,75,92,100,113,118} S = {2,21,47,56,76,83,100,105,126} S = {2,21,47,56,76,89,94,99,116} S = {2,21,47,56,77,90,96,115,118} S = {2,21,47,56,77,90,97,100,119} S = {2,21,47,56,77,91,94,96,119} S = {2,21,47,56,78,89,97,115,116} S = {2,21,47,56,78,89,99,100,118} S = {2,21,47,57,60,72,95,101,114} S = {2,21,47,57,60,77,90,96,119} S = {2,21,47,57,62,72,95,100,115} S = {2,21,47,57,62,76,91,96,119} S = {2,21,47,57,67,72,94,100,114} S = {2,21,47,57,67,76,90,96,118} S = {2,21,47,57,73,95,101,115,124} S = {2,21,47,57,77,91,97,119,124} S = {2,21,47,58,73,87,92,100,113} S = {2,21,47,58,75,94,102,104,115} S = {2,21,47,58,76,87,89,97,116} S = {2,21,47,58,78,91,99,104,118} S = {2,21,47,59,60,72,95,97,118} S = {2,21,47,59,60,73,94,96,119} S = {2,21,47,60,70,72,91,97,114} S = {2,21,47,60,70,73,90,96,115} S = {2,21,47,60,76,95,101,118,121} S = {2,21,47,60,77,94,100,119,121} S = {2,21,56,63,73,78,82,99,100} S = {2,21,56,63,75,76,82,97,102} S = {2,21,56,63,89,94,109,115,116} S = {2,21,56,63,91,92,109,113,118} S = {2,21,57,62,72,79,82,99,100} S = {2,21,57,62,75,76,82,96,103} S = {2,21,57,62,88,95,109,115,116} S = {2,21,57,62,91,92,109,112,119} S = {2,21,59,60,72,79,82,97,102} S = {2,21,59,60,73,78,82,96,103} S = {2,21,59,60,88,95,109,113,118} S = {2,21,59,60,89,94,109,112,119} S = {2,22,24,37,59,77,83,110,112} S = {2,22,24,37,59,79,81,108,114} S = {2,22,24,45,51,69,91,110,112} S = {2,22,24,45,51,79,81,100,122} S = {2,22,24,47,49,69,91,108,114} S = {2,22,24,47,49,77,83,100,122} S = {2,22,25,36,47,69,78,115,120} S = {2,22,25,36,47,71,76,113,122} S = {2,22,25,37,46,68,79,115,120} S = {2,22,25,37,46,71,76,112,123} S = {2,22,25,37,58,76,83,111,112} S = {2,22,25,37,58,79,80,108,115} S = {2,22,25,39,44,68,79,113,122} S = {2,22,25,39,44,69,78,112,123} S = {2,22,25,44,51,69,90,111,112} S = {2,22,25,44,51,79,80,101,122} S = {2,22,25,47,48,69,90,108,115} S = {2,22,25,47,48,76,83,101,122} S = {2,22,27,37,56,76,81,111,114} S = {2,22,27,37,56,77,80,110,115} S = {2,22,27,44,49,69,88,111,114} S = {2,22,27,44,49,77,80,103,122} S = {2,22,27,45,48,69,88,110,115} S = {2,22,27,45,48,76,81,103,122} S = {2,23,24,33,46,52,59,77,114} S = {2,23,24,33,52,68,81,111,114} S = {2,23,24,33,52,77,80,110,123} S = {2,23,24,33,59,75,81,108,114} S = {2,23,24,33,59,77,83,110,116} S = {2,23,24,36,43,49,62,77,114} S = {2,23,24,36,49,65,84,111,114} S = {2,23,24,36,49,77,80,107,126} S = {2,23,24,36,62,77,86,107,113} S = {2,23,24,36,62,78,84,105,114} S = {2,23,24,43,49,65,91,108,114} S = {2,23,24,43,49,77,83,100,126} S = {2,23,24,43,62,77,90,100,113} S = {2,23,24,43,62,78,91,101,114} S = {2,23,24,45,48,65,84,110,123} S = {2,23,24,45,48,68,81,107,126} S = {2,23,24,45,50,81,94,100,107} S = {2,23,24,45,50,84,91,97,110} S = {2,23,24,45,51,65,91,110,116} S = {2,23,24,45,51,75,81,100,126} S = {2,23,24,45,54,68,94,107,113} S = {2,23,24,45,54,78,84,97,123} S = {2,23,24,45,58,75,94,100,113} S = {2,23,24,45,58,78,91,97,116} S = {2,23,24,45,65,78,84,91,114} S = {2,23,24,45,68,75,81,94,114} S = {2,23,24,45,77,97,110,116,123} S = {2,23,24,45,77,100,107,113,126} S = {2,23,24,46,52,68,94,105,114} S = {2,23,24,46,52,77,86,97,123} S = {2,23,24,46,59,75,94,101,114} S = {2,23,24,46,59,77,90,97,116} S = {2,23,24,49,62,77,82,100,107} S = {2,23,24,49,62,84,91,109,114} S = {2,23,24,52,59,77,82,97,110} S = {2,23,24,52,59,81,94,109,114} S = {2,23,25,33,47,52,58,76,115} S = {2,23,25,33,47,67,76,116,122} S = {2,23,25,33,47,69,75,115,124} S = {2,23,25,33,52,69,80,110,115} S = {2,23,25,33,52,76,81,111,122} S = {2,23,25,33,58,75,80,108,115} S = {2,23,25,33,58,76,83,111,116} S = {2,23,25,35,44,65,79,116,122} S = {2,23,25,35,44,69,75,112,126} S = {2,23,25,37,43,48,62,76,115} S = {2,23,25,37,43,65,79,115,124} S = {2,23,25,37,43,67,76,112,126} S = {2,23,25,37,48,65,84,110,115} S = {2,23,25,37,48,76,81,107,126} S = {2,23,25,43,48,65,90,108,115} S = {2,23,25,43,48,76,83,101,126} S = {2,23,25,43,62,76,91,101,112} S = {2,23,25,43,62,79,90,100,115} S = {2,23,25,44,49,65,84,111,122} S = {2,23,25,44,49,69,80,107,126} S = {2,23,25,44,50,80,94,101,107} S = {2,23,25,44,50,84,90,97,111} S = {2,23,25,44,51,65,90,111,116} S = {2,23,25,44,51,75,80,101,126} S = {2,23,25,44,59,75,94,101,112} S = {2,23,25,44,59,79,90,97,116} S = {2,23,25,44,65,79,84,90,115} S = {2,23,25,44,69,75,80,94,115} S = {2,23,25,44,76,97,111,116,122} S = {2,23,25,44,76,101,107,112,126} S = {2,23,25,47,58,75,94,100,115} S = {2,23,25,47,58,76,91,97,116} S = {2,23,25,48,62,76,82,101,107} S = {2,23,25,48,62,84,90,109,115} S = {2,23,25,52,58,76,82,97,111} S = {2,23,25,52,58,80,94,109,115} S = {2,23,26,41,52,76,81,111,114} S = {2,23,26,41,52,77,80,110,115} S = {2,23,26,44,49,73,84,111,114} S = {2,23,26,44,49,77,80,107,118} S = {2,23,26,45,48,73,84,110,115} S = {2,23,26,45,48,76,81,107,118} S = {2,23,27,33,60,76,81,111,114} S = {2,23,27,33,60,77,80,110,115} S = {2,23,27,44,49,65,92,111,114} S = {2,23,27,44,49,77,80,99,126} S = {2,23,27,45,48,65,92,110,115} S = {2,23,27,45,48,76,81,99,126} S = {2,23,28,36,47,49,58,73,118} S = {2,23,28,36,47,69,78,118,121} S = {2,23,28,36,47,70,73,113,122} S = {2,23,28,36,49,69,80,107,118} S = {2,23,28,36,49,73,84,111,122} S = {2,23,28,36,58,73,86,111,113} S = {2,23,28,36,58,78,80,105,118} S = {2,23,28,37,46,48,59,73,118} S = {2,23,28,37,46,68,79,118,121} S = {2,23,28,37,46,70,73,112,123} S = {2,23,28,37,48,68,81,107,118} S = {2,23,28,37,48,73,84,110,123} S = {2,23,28,38,41,68,79,113,122} S = {2,23,28,38,41,69,78,112,123} S = {2,23,28,41,50,80,91,101,110} S = {2,23,28,41,50,81,90,100,111} S = {2,23,28,41,52,68,81,111,122} S = {2,23,28,41,52,69,80,110,123} S = {2,23,28,41,54,68,90,111,113} S = {2,23,28,41,54,78,80,101,123} S = {2,23,28,41,62,78,91,101,112} S = {2,23,28,41,62,79,90,100,113} S = {2,23,28,41,68,79,81,90,118} S = {2,23,28,41,69,78,80,91,118} S = {2,23,28,41,73,100,111,113,122} S = {2,23,28,41,73,101,110,112,123} S = {2,23,28,46,48,68,90,105,118} S = {2,23,28,46,48,73,86,101,123} S = {2,23,28,46,59,73,94,101,112} S = {2,23,28,46,59,79,90,97,118} S = {2,23,28,47,58,73,94,100,113} S = {2,23,28,47,58,78,91,97,118} S = {2,23,28,48,59,73,82,101,110} S = {2,23,28,48,59,81,90,109,118} S = {2,23,28,49,58,73,82,100,111} S = {2,23,28,49,58,80,91,109,118} S = {2,23,30,36,57,73,84,111,114} S = {2,23,30,36,57,77,80,107,118} S = {2,23,30,41,52,68,89,111,114} S = {2,23,30,41,52,77,80,102,123} S = {2,23,30,45,48,68,89,107,118} S = {2,23,30,45,48,73,84,102,123} S = {2,23,33,43,60,76,89,103,114} S = {2,23,33,43,60,77,88,102,115} S = {2,23,33,46,52,68,89,103,114} S = {2,23,33,46,52,77,88,102,123} S = {2,23,33,46,59,75,92,103,114} S = {2,23,33,46,59,77,88,99,116} S = {2,23,33,47,52,69,88,102,115} S = {2,23,33,47,52,76,89,103,122} S = {2,23,33,47,58,75,92,102,115} S = {2,23,33,47,58,76,89,99,116} S = {2,23,33,52,58,76,89,111,114} S = {2,23,33,52,58,77,80,102,115} S = {2,23,33,52,59,76,81,103,114} S = {2,23,33,52,59,77,88,110,115} S = {2,23,33,60,68,75,81,103,114} S = {2,23,33,60,69,75,80,102,115} S = {2,23,33,60,76,89,111,116,122} S = {2,23,33,60,77,88,110,116,123} S = {2,23,36,43,49,65,92,103,114} S = {2,23,36,43,49,77,88,99,126} S = {2,23,36,43,62,77,88,102,113} S = {2,23,36,43,62,78,89,103,114} S = {2,23,36,46,57,73,92,103,114} S = {2,23,36,46,57,77,88,99,118} S = {2,23,36,47,49,69,88,99,118} S = {2,23,36,47,49,73,92,103,122} S = {2,23,36,47,58,73,92,102,113} S = {2,23,36,47,58,78,89,99,118} S = {2,23,36,49,58,73,92,111,114} S = {2,23,36,49,58,77,80,99,118} S = {2,23,36,49,62,73,84,103,114} S = {2,23,36,49,62,77,88,107,118} S = {2,23,36,57,65,78,84,103,114} S = {2,23,36,57,69,78,80,99,118} S = {2,23,36,57,73,92,111,113,122} S = {2,23,36,57,77,88,107,113,126} S = {2,23,37,43,48,65,92,102,115} S = {2,23,37,43,48,76,89,99,126} S = {2,23,37,43,62,76,89,103,112} S = {2,23,37,43,62,79,88,102,115} S = {2,23,37,46,48,68,89,99,118} S = {2,23,37,46,48,73,92,102,123} S = {2,23,37,46,59,73,92,103,112} S = {2,23,37,46,59,79,88,99,118} S = {2,23,37,47,56,73,92,102,115} S = {2,23,37,47,56,76,89,99,118} S = {2,23,37,48,59,73,92,110,115} S = {2,23,37,48,59,76,81,99,118} S = {2,23,37,48,62,73,84,102,115} S = {2,23,37,48,62,76,89,107,118} S = {2,23,37,56,65,79,84,102,115} S = {2,23,37,56,68,79,81,99,118} S = {2,23,37,56,73,92,110,112,123} S = {2,23,37,56,76,89,107,112,126} S = {2,23,41,52,62,76,89,103,114} S = {2,23,41,52,62,77,88,102,115} S = {2,23,41,52,68,81,94,103,114} S = {2,23,41,52,69,80,94,102,115} S = {2,23,41,52,76,89,97,111,122} S = {2,23,41,52,77,88,97,110,123} S = {2,23,41,60,68,78,89,103,114} S = {2,23,41,60,68,79,81,103,122} S = {2,23,41,60,68,79,90,102,113} S = {2,23,41,60,68,81,90,111,114} S = {2,23,41,60,68,89,111,113,122} S = {2,23,41,60,69,78,80,102,123} S = {2,23,41,60,69,78,91,103,112} S = {2,23,41,60,69,79,88,102,115} S = {2,23,41,60,69,80,91,110,115} S = {2,23,41,60,69,88,110,112,123} S = {2,23,41,60,76,81,91,103,114} S = {2,23,41,60,76,81,100,111,122} S = {2,23,41,60,76,89,101,111,114} S = {2,23,41,60,76,89,103,112,122} S = {2,23,41,60,76,91,101,110,112} S = {2,23,41,60,77,80,90,102,115} S = {2,23,41,60,77,80,101,110,123} S = {2,23,41,60,77,88,100,110,115} S = {2,23,41,60,77,88,102,113,123} S = {2,23,41,60,77,90,100,111,113} S = {2,23,41,60,78,80,91,101,114} S = {2,23,41,60,78,89,101,112,123} S = {2,23,41,60,79,81,90,100,115} S = {2,23,41,60,79,88,100,113,122} S = {2,23,41,62,76,89,101,107,112} S = {2,23,41,62,77,88,100,107,113} S = {2,23,41,62,78,84,91,103,114} S = {2,23,41,62,79,84,90,102,115} S = {2,23,43,48,62,76,89,101,114} S = {2,23,43,48,62,77,90,102,115} S = {2,23,43,49,62,76,91,103,114} S = {2,23,43,49,62,77,88,100,115} S = {2,23,43,60,65,78,91,103,114} S = {2,23,43,60,65,79,90,102,115} S = {2,23,43,60,76,89,101,112,126} S = {2,23,43,60,77,88,100,113,126} S = {2,23,44,49,59,73,92,103,114} S = {2,23,44,49,59,77,88,99,118} S = {2,23,44,49,65,84,91,103,114} S = {2,23,44,49,69,80,91,99,118} S = {2,23,44,49,73,92,100,111,122} S = {2,23,44,49,77,88,100,107,126} S = {2,23,44,57,65,75,92,103,114} S = {2,23,44,57,65,79,84,103,122} S = {2,23,44,57,65,79,90,99,116} S = {2,23,44,57,65,84,90,111,114} S = {2,23,44,57,65,92,111,116,122} S = {2,23,44,57,69,75,80,99,126} S = {2,23,44,57,69,75,94,103,112} S = {2,23,44,57,69,79,88,99,118} S = {2,23,44,57,69,80,94,107,118} S = {2,23,44,57,69,88,107,112,126} S = {2,23,44,57,73,84,94,103,114} S = {2,23,44,57,73,84,97,111,122} S = {2,23,44,57,73,92,101,111,114} S = {2,23,44,57,73,92,103,112,122} S = {2,23,44,57,73,94,101,107,112} S = {2,23,44,57,75,80,94,101,114} S = {2,23,44,57,75,92,101,112,126} S = {2,23,44,57,77,80,90,99,118} S = {2,23,44,57,77,80,101,107,126} S = {2,23,44,57,77,88,97,107,118} S = {2,23,44,57,77,88,99,116,126} S = {2,23,44,57,77,90,97,111,116} S = {2,23,44,57,79,84,90,97,118} S = {2,23,44,57,79,88,97,116,122} S = {2,23,44,59,73,92,101,110,112} S = {2,23,44,59,75,81,94,103,114} S = {2,23,44,59,77,88,97,110,116} S = {2,23,44,59,79,81,90,99,118} S = {2,23,45,48,58,73,92,102,115} S = {2,23,45,48,58,76,89,99,118} S = {2,23,45,48,65,84,90,102,115} S = {2,23,45,48,68,81,90,99,118} S = {2,23,45,48,73,92,101,110,123} S = {2,23,45,48,76,89,101,107,126} S = {2,23,45,56,65,75,92,102,115} S = {2,23,45,56,65,78,84,102,123} S = {2,23,45,56,65,78,91,99,116} S = {2,23,45,56,65,84,91,110,115} S = {2,23,45,56,65,92,110,116,123} S = {2,23,45,56,68,75,81,99,126} S = {2,23,45,56,68,75,94,102,113} S = {2,23,45,56,68,78,89,99,118} S = {2,23,45,56,68,81,94,107,118} S = {2,23,45,56,68,89,107,113,126} S = {2,23,45,56,73,84,94,102,115} S = {2,23,45,56,73,84,97,110,123} S = {2,23,45,56,73,92,100,110,115} S = {2,23,45,56,73,92,102,113,123} S = {2,23,45,56,73,94,100,107,113} S = {2,23,45,56,75,81,94,100,115} S = {2,23,45,56,75,92,100,113,126} S = {2,23,45,56,76,81,91,99,118} S = {2,23,45,56,76,81,100,107,126} S = {2,23,45,56,76,89,97,107,118} S = {2,23,45,56,76,89,99,116,126} S = {2,23,45,56,76,91,97,110,116} S = {2,23,45,56,78,84,91,97,118} S = {2,23,45,56,78,89,97,116,123} S = {2,23,45,58,73,92,100,111,113} S = {2,23,45,58,75,80,94,102,115} S = {2,23,45,58,76,89,97,111,116} S = {2,23,45,58,78,80,91,99,118} S = {2,23,46,48,59,73,92,101,114} S = {2,23,46,48,59,77,90,99,118} S = {2,23,46,52,59,73,94,103,114} S = {2,23,46,52,59,77,88,97,118} S = {2,23,46,57,68,75,94,103,114} S = {2,23,46,57,68,79,90,99,118} S = {2,23,46,57,73,92,101,112,123} S = {2,23,46,57,77,88,97,116,123} S = {2,23,47,49,58,73,92,100,115} S = {2,23,47,49,58,76,91,99,118} S = {2,23,47,52,58,73,94,102,115} S = {2,23,47,52,58,76,89,97,118} S = {2,23,47,56,69,75,94,102,115} S = {2,23,47,56,69,78,91,99,118} S = {2,23,47,56,73,92,100,113,122} S = {2,23,47,56,76,89,97,116,122} S = {2,24,27,37,62,77,86,106,113} S = {2,24,27,37,62,78,85,105,114} S = {2,24,27,45,54,69,94,106,113} S = {2,24,27,45,54,78,85,97,122} S = {2,24,27,46,53,69,94,105,114} S = {2,24,27,46,53,77,86,97,122} S = {2,24,30,37,59,75,85,108,114} S = {2,24,30,37,59,77,83,106,116} S = {2,24,30,43,53,69,91,108,114} S = {2,24,30,43,53,77,83,100,122} S = {2,24,30,45,51,69,91,106,116} S = {2,24,30,45,51,75,85,100,122} S = {2,24,31,37,42,73,78,115,116} S = {2,24,31,37,42,75,76,113,118} S = {2,24,31,37,50,81,86,107,108} S = {2,24,31,37,50,83,84,105,110} S = {2,24,31,37,58,75,86,108,113} S = {2,24,31,37,58,78,83,105,116} S = {2,24,31,37,59,73,83,110,116} S = {2,24,31,37,59,75,81,108,118} S = {2,24,31,37,62,76,86,107,113} S = {2,24,31,37,62,78,84,105,115} S = {2,24,31,37,69,105,110,115,116} S = {2,24,31,37,69,107,108,113,118} S = {2,24,31,37,73,78,83,84,122} S = {2,24,31,37,75,76,81,86,122} S = {2,24,31,41,46,51,52,69,122} S = {2,24,31,41,46,69,74,115,116} S = {2,24,31,41,46,75,76,117,122} S = {2,24,31,41,51,69,91,110,116} S = {2,24,31,41,51,75,81,100,122} S = {2,24,31,43,44,49,54,69,122} S = {2,24,31,43,44,69,74,113,118} S = {2,24,31,43,44,73,78,117,122} S = {2,24,31,43,49,69,91,108,118} S = {2,24,31,43,49,73,83,100,122} S = {2,24,31,43,54,69,90,108,113} S = {2,24,31,43,54,78,83,101,122} S = {2,24,31,44,54,69,94,107,113} S = {2,24,31,44,54,78,84,97,122} S = {2,24,31,46,51,69,90,105,116} S = {2,24,31,46,51,75,86,101,122} S = {2,24,31,46,52,69,94,105,115} S = {2,24,31,46,52,76,86,97,122} S = {2,24,31,49,54,69,82,107,108} S = {2,24,31,49,54,83,84,109,122} S = {2,24,31,51,52,69,82,105,110} S = {2,24,31,51,52,81,86,109,122} S = {2,24,33,36,63,77,87,106,112} S = {2,24,33,36,63,79,85,104,114} S = {2,24,33,44,54,68,95,106,112} S = {2,24,33,44,54,79,85,96,123} S = {2,24,33,44,59,73,87,106,112} S = {2,24,33,44,59,79,85,104,118} S = {2,24,33,46,52,68,95,104,114} S = {2,24,33,46,52,77,87,96,123} S = {2,24,33,46,59,75,85,104,114} S = {2,24,33,46,59,77,87,106,116} S = {2,24,33,52,59,77,87,110,112} S = {2,24,33,52,59,79,81,104,114} S = {2,24,33,54,59,77,83,106,112} S = {2,24,33,54,59,79,85,108,114} S = {2,24,33,63,68,73,83,106,112} S = {2,24,33,63,68,75,81,104,114} S = {2,24,33,63,77,87,110,116,123} S = {2,24,33,63,79,85,108,118,123} S = {2,24,36,41,51,65,95,106,112} S = {2,24,36,41,51,79,85,96,126} S = {2,24,36,41,62,76,87,106,112} S = {2,24,36,41,62,79,85,104,115} S = {2,24,36,43,49,65,95,104,114} S = {2,24,36,43,49,77,87,96,126} S = {2,24,36,43,62,77,87,106,113} S = {2,24,36,43,62,78,85,104,114} S = {2,24,36,49,62,77,87,107,112} S = {2,24,36,49,62,79,84,104,114} S = {2,24,36,51,62,77,86,106,112} S = {2,24,36,51,62,79,85,105,114} S = {2,24,36,63,65,76,86,106,112} S = {2,24,36,63,65,78,84,104,114} S = {2,24,36,63,77,87,107,113,126} S = {2,24,36,63,79,85,105,115,126} S = {2,24,37,59,62,77,87,106,112} S = {2,24,37,59,62,79,85,104,114} S = {2,24,37,59,73,83,94,106,112} S = {2,24,37,59,75,81,94,104,114} S = {2,24,37,59,77,87,97,110,116} S = {2,24,37,59,79,85,97,108,118} S = {2,24,37,62,76,86,91,106,112} S = {2,24,37,62,77,87,100,107,113} S = {2,24,37,62,78,84,91,104,114} S = {2,24,37,62,79,85,100,105,115} S = {2,24,37,63,73,76,87,106,112} S = {2,24,37,63,73,78,83,106,116} S = {2,24,37,63,73,78,84,104,115} S = {2,24,37,63,73,83,84,110,112} S = {2,24,37,63,73,87,110,115,116} S = {2,24,37,63,75,76,81,104,118} S = {2,24,37,63,75,76,86,106,113} S = {2,24,37,63,75,78,85,104,114} S = {2,24,37,63,75,81,86,108,114} S = {2,24,37,63,75,85,108,113,118} S = {2,24,37,63,76,81,86,107,112} S = {2,24,37,63,76,87,107,113,118} S = {2,24,37,63,77,83,86,106,112} S = {2,24,37,63,77,83,105,110,116} S = {2,24,37,63,77,86,107,108,113} S = {2,24,37,63,77,87,106,113,116} S = {2,24,37,63,77,87,107,110,112} S = {2,24,37,63,78,83,84,105,114} S = {2,24,37,63,78,85,105,115,116} S = {2,24,37,63,79,81,84,104,114} S = {2,24,37,63,79,81,107,108,118} S = {2,24,37,63,79,84,105,110,115} S = {2,24,37,63,79,85,104,115,118} S = {2,24,37,63,79,85,105,108,114} S = {2,24,41,44,55,69,95,106,112} S = {2,24,41,44,55,79,85,96,122} S = {2,24,41,46,51,69,95,106,116} S = {2,24,41,46,51,75,85,96,122} S = {2,24,41,46,52,69,95,104,115} S = {2,24,41,46,52,76,87,96,122} S = {2,24,41,51,52,69,95,110,112} S = {2,24,41,51,52,79,81,96,122} S = {2,24,41,51,62,69,91,106,112} S = {2,24,41,51,62,79,85,100,122} S = {2,24,41,55,65,76,91,106,112} S = {2,24,41,55,69,95,110,115,116} S = {2,24,41,55,75,76,81,96,122} S = {2,24,41,55,79,85,100,115,126} S = {2,24,43,44,49,69,95,104,118} S = {2,24,43,44,49,73,87,96,122} S = {2,24,43,44,54,69,95,106,113} S = {2,24,43,44,54,78,85,96,122} S = {2,24,43,46,53,69,95,104,114} S = {2,24,43,46,53,77,87,96,122} S = {2,24,43,49,54,69,95,108,114} S = {2,24,43,49,54,77,83,96,122} S = {2,24,43,49,62,69,91,104,114} S = {2,24,43,49,62,77,87,100,122} S = {2,24,43,53,65,78,91,104,114} S = {2,24,43,53,69,95,108,113,118} S = {2,24,43,53,73,78,83,96,122} S = {2,24,43,53,77,87,100,113,126} S = {2,24,44,49,54,69,95,107,112} S = {2,24,44,49,54,79,84,96,122} S = {2,24,44,54,59,69,94,106,112} S = {2,24,44,54,59,79,85,97,122} S = {2,24,44,55,68,73,94,106,112} S = {2,24,44,55,69,95,107,113,118} S = {2,24,44,55,73,78,84,96,122} S = {2,24,44,55,79,85,97,118,123} S = {2,24,45,51,54,69,95,106,112} S = {2,24,45,51,54,79,85,96,122} S = {2,24,45,51,65,86,91,106,112} S = {2,24,45,51,69,95,105,110,116} S = {2,24,45,51,75,81,86,96,122} S = {2,24,45,51,79,85,100,105,126} S = {2,24,45,54,68,83,94,106,112} S = {2,24,45,54,69,95,107,108,113} S = {2,24,45,54,78,83,84,96,122} S = {2,24,45,54,79,85,97,108,123} S = {2,24,45,55,65,68,95,106,112} S = {2,24,45,55,65,78,84,96,123} S = {2,24,45,55,65,78,91,106,116} S = {2,24,45,55,65,84,91,110,112} S = {2,24,45,55,65,95,110,116,123} S = {2,24,45,55,68,75,81,96,126} S = {2,24,45,55,68,75,94,106,113} S = {2,24,45,55,68,81,94,107,112} S = {2,24,45,55,68,95,107,113,126} S = {2,24,45,55,69,91,94,106,112} S = {2,24,45,55,69,91,97,110,116} S = {2,24,45,55,69,94,100,107,113} S = {2,24,45,55,69,95,106,113,116} S = {2,24,45,55,69,95,107,110,112} S = {2,24,45,55,75,78,85,96,122} S = {2,24,45,55,75,81,94,100,122} S = {2,24,45,55,75,85,100,113,126} S = {2,24,45,55,78,84,91,97,122} S = {2,24,45,55,78,85,97,116,123} S = {2,24,45,55,79,81,84,96,122} S = {2,24,45,55,79,81,100,107,126} S = {2,24,45,55,79,84,97,110,123} S = {2,24,45,55,79,85,96,123,126} S = {2,24,45,55,79,85,97,100,122} S = {2,24,46,51,52,69,95,105,114} S = {2,24,46,51,52,77,86,96,122} S = {2,24,46,52,59,69,94,104,114} S = {2,24,46,52,59,77,87,97,122} S = {2,24,46,53,68,75,94,104,114} S = {2,24,46,53,69,95,105,115,116} S = {2,24,46,53,75,76,86,96,122} S = {2,24,46,53,77,87,97,116,123} S = {2,24,47,49,52,69,95,104,114} S = {2,24,47,49,52,77,87,96,122} S = {2,24,47,49,65,84,91,104,114} S = {2,24,47,49,69,95,107,108,118} S = {2,24,47,49,73,83,84,96,122} S = {2,24,47,49,77,87,100,107,126} S = {2,24,47,52,68,81,94,104,114} S = {2,24,47,52,69,95,105,110,115} S = {2,24,47,52,76,81,86,96,122} S = {2,24,47,52,77,87,97,110,123} S = {2,24,47,53,65,68,95,104,114} S = {2,24,47,53,65,76,86,96,123} S = {2,24,47,53,65,76,91,104,118} S = {2,24,47,53,65,86,91,108,114} S = {2,24,47,53,65,95,108,118,123} S = {2,24,47,53,68,73,83,96,126} S = {2,24,47,53,68,73,94,104,115} S = {2,24,47,53,68,83,94,105,114} S = {2,24,47,53,68,95,105,115,126} S = {2,24,47,53,69,91,94,104,114} S = {2,24,47,53,69,91,97,108,118} S = {2,24,47,53,69,94,100,105,115} S = {2,24,47,53,69,95,104,115,118} S = {2,24,47,53,69,95,105,108,114} S = {2,24,47,53,73,76,87,96,122} S = {2,24,47,53,73,83,94,100,122} S = {2,24,47,53,73,87,100,115,126} S = {2,24,47,53,76,86,91,97,122} S = {2,24,47,53,76,87,97,118,123} S = {2,24,47,53,77,83,86,96,122} S = {2,24,47,53,77,83,100,105,126} S = {2,24,47,53,77,86,97,108,123} S = {2,24,47,53,77,87,96,123,126} S = {2,24,47,53,77,87,97,100,122} S = {2,25,28,37,58,72,87,111,112} S = {2,25,28,37,58,79,80,104,119} S = {2,25,28,37,63,77,87,106,112} S = {2,25,28,37,63,79,85,104,114} S = {2,25,28,40,55,69,90,111,112} S = {2,25,28,40,55,79,80,101,122} S = {2,25,28,45,55,69,95,106,112} S = {2,25,28,45,55,79,85,96,122} S = {2,25,28,47,48,69,90,104,119} S = {2,25,28,47,48,72,87,101,122} S = {2,25,28,47,53,69,95,104,114} S = {2,25,28,47,53,77,87,96,122} S = {2,25,30,37,42,72,79,115,116} S = {2,25,30,37,42,75,76,112,119} S = {2,25,30,37,50,80,87,107,108} S = {2,25,30,37,50,83,84,104,111} S = {2,25,30,37,56,72,84,111,115} S = {2,25,30,37,56,76,80,107,119} S = {2,25,30,37,58,72,83,111,116} S = {2,25,30,37,58,75,80,108,119} S = {2,25,30,37,59,75,87,108,112} S = {2,25,30,37,59,79,83,104,116} S = {2,25,30,37,69,104,111,115,116} S = {2,25,30,37,69,107,108,112,119} S = {2,25,30,37,72,79,83,84,122} S = {2,25,30,37,75,76,80,87,122} S = {2,25,30,40,47,51,52,69,122} S = {2,25,30,40,47,69,74,115,116} S = {2,25,30,40,47,75,76,117,122} S = {2,25,30,40,51,69,90,111,116} S = {2,25,30,40,51,75,80,101,122} S = {2,25,30,40,52,69,88,111,115} S = {2,25,30,40,52,76,80,103,122} S = {2,25,30,43,44,48,55,69,122} S = {2,25,30,43,44,69,74,112,119} S = {2,25,30,43,44,72,79,117,122} S = {2,25,30,43,48,69,90,108,119} S = {2,25,30,43,48,72,83,101,122} S = {2,25,30,43,55,69,91,108,112} S = {2,25,30,43,55,79,83,100,122} S = {2,25,30,44,48,69,88,107,119} S = {2,25,30,44,48,72,84,103,122} S = {2,25,30,47,51,69,91,104,116} S = {2,25,30,47,51,75,87,100,122} S = {2,25,30,48,55,69,82,107,108} S = {2,25,30,48,55,83,84,109,122} S = {2,25,30,51,52,69,82,104,111} S = {2,25,30,51,52,80,87,109,122} S = {2,25,31,37,58,75,84,108,115} S = {2,25,31,37,58,76,83,107,116} S = {2,25,31,37,60,76,85,107,114} S = {2,25,31,37,60,77,84,106,115} S = {2,25,31,43,52,69,90,108,115} S = {2,25,31,43,52,76,83,101,122} S = {2,25,31,44,51,69,90,107,116} S = {2,25,31,44,51,75,84,101,122} S = {2,25,31,44,53,69,92,107,114} S = {2,25,31,44,53,77,84,99,122} S = {2,25,31,45,52,69,92,106,115} S = {2,25,31,45,52,76,85,99,122} S = {2,25,32,39,62,76,85,107,114} S = {2,25,32,39,62,77,84,106,115} S = {2,25,32,46,55,69,92,107,114} S = {2,25,32,46,55,77,84,99,122} S = {2,25,32,47,54,69,92,106,115} S = {2,25,32,47,54,76,85,99,122} S = {2,25,33,44,58,72,87,107,112} S = {2,25,33,44,58,79,84,104,119} S = {2,25,33,47,58,75,84,104,115} S = {2,25,33,47,58,76,87,107,116} S = {2,25,33,52,58,76,87,111,112} S = {2,25,33,52,58,79,80,104,115} S = {2,25,33,55,58,76,83,107,112} S = {2,25,33,55,58,79,84,108,115} S = {2,25,33,62,69,72,83,107,112} S = {2,25,33,62,69,75,80,104,115} S = {2,25,33,62,76,87,111,116,122} S = {2,25,33,62,79,84,108,119,122} S = {2,25,35,36,62,77,87,106,112} S = {2,25,35,36,62,79,85,104,114} S = {2,25,35,44,54,69,95,106,112} S = {2,25,35,44,54,79,85,96,122} S = {2,25,35,46,52,69,95,104,114} S = {2,25,35,46,52,77,87,96,122} S = {2,25,36,39,62,77,86,106,113} S = {2,25,36,39,62,78,85,105,114} S = {2,25,36,42,55,77,94,99,112} S = {2,25,36,42,55,79,92,97,114} S = {2,25,36,46,55,71,92,105,114} S = {2,25,36,46,55,77,86,99,120} S = {2,25,36,47,50,85,94,99,104} S = {2,25,36,47,50,87,92,97,106} S = {2,25,36,47,54,71,92,106,113} S = {2,25,36,47,54,78,85,99,120} S = {2,25,36,47,55,69,94,99,120} S = {2,25,36,47,55,71,92,97,122} S = {2,25,36,47,62,76,87,106,113} S = {2,25,36,47,62,78,85,104,115} S = {2,25,36,47,69,78,99,104,118} S = {2,25,36,47,71,76,97,106,118} S = {2,25,36,47,73,85,94,115,120} S = {2,25,36,47,73,87,92,113,122} S = {2,25,36,55,62,77,86,107,112} S = {2,25,36,55,62,79,84,105,114} S = {2,25,36,55,69,86,99,110,112} S = {2,25,36,55,71,84,97,110,114} S = {2,25,36,55,77,81,94,107,120} S = {2,25,36,55,79,81,92,105,122} S = {2,25,36,62,76,86,103,106,112} S = {2,25,36,62,77,87,88,107,113} S = {2,25,36,62,78,84,103,104,114} S = {2,25,36,62,79,85,88,105,115} S = {2,25,36,63,69,76,86,107,112} S = {2,25,36,63,69,78,84,104,115} S = {2,25,36,63,69,78,86,99,120} S = {2,25,36,63,69,94,99,104,112} S = {2,25,36,63,69,94,107,115,120} S = {2,25,36,63,71,76,84,97,122} S = {2,25,36,63,71,76,86,106,113} S = {2,25,36,63,71,78,84,105,114} S = {2,25,36,63,71,92,97,106,114} S = {2,25,36,63,71,92,105,113,122} S = {2,25,36,63,76,87,97,106,112} S = {2,25,36,63,76,87,107,113,122} S = {2,25,36,63,77,85,94,99,120} S = {2,25,36,63,77,86,99,106,112} S = {2,25,36,63,77,86,107,113,120} S = {2,25,36,63,77,87,92,106,113} S = {2,25,36,63,77,87,94,107,112} S = {2,25,36,63,78,85,99,104,114} S = {2,25,36,63,78,85,105,115,120} S = {2,25,36,63,79,84,97,104,114} S = {2,25,36,63,79,84,105,115,122} S = {2,25,36,63,79,85,92,105,114} S = {2,25,36,63,79,85,94,104,115} S = {2,25,36,63,79,87,92,97,122} S = {2,25,37,40,51,65,94,107,112} S = {2,25,37,40,51,79,84,97,126} S = {2,25,37,42,54,76,95,99,112} S = {2,25,37,42,54,79,92,96,115} S = {2,25,37,43,48,65,94,104,115} S = {2,25,37,43,48,76,87,97,126} S = {2,25,37,44,54,68,95,107,112} S = {2,25,37,44,54,79,84,96,123} S = {2,25,37,44,63,77,86,107,112} S = {2,25,37,44,63,79,84,105,114} S = {2,25,37,46,50,84,95,99,104} S = {2,25,37,46,50,87,92,96,107} S = {2,25,37,46,52,68,95,104,115} S = {2,25,37,46,52,76,87,96,123} S = {2,25,37,46,54,68,95,99,120} S = {2,25,37,46,54,71,92,96,123} S = {2,25,37,46,55,71,92,107,112} S = {2,25,37,46,55,79,84,99,120} S = {2,25,37,46,68,79,99,104,118} S = {2,25,37,46,71,76,96,107,118} S = {2,25,37,46,73,84,95,115,120} S = {2,25,37,46,73,87,92,112,123} S = {2,25,37,47,54,71,92,104,115} S = {2,25,37,47,54,76,87,99,120} S = {2,25,37,47,60,76,87,105,114} S = {2,25,37,47,60,77,86,104,115} S = {2,25,37,52,63,76,87,106,113} S = {2,25,37,52,63,78,85,104,115} S = {2,25,37,54,68,87,99,110,112} S = {2,25,37,54,71,84,96,110,115} S = {2,25,37,54,76,81,95,107,120} S = {2,25,37,54,79,81,92,104,123} S = {2,25,37,55,60,78,85,107,112} S = {2,25,37,55,60,79,84,106,113} S = {2,25,37,56,63,76,86,107,113} S = {2,25,37,56,63,78,84,105,115} S = {2,25,37,58,72,83,94,107,112} S = {2,25,37,58,75,80,94,104,115} S = {2,25,37,58,76,87,97,111,116} S = {2,25,37,58,79,84,97,108,119} S = {2,25,37,59,60,78,87,105,112} S = {2,25,37,59,60,79,86,104,113} S = {2,25,37,60,63,77,86,106,113} S = {2,25,37,60,63,78,85,105,114} S = {2,25,37,60,64,78,87,107,114} S = {2,25,37,60,64,79,86,106,115} S = {2,25,37,60,76,85,105,112,127} S = {2,25,37,60,77,84,104,113,127} S = {2,25,37,62,68,79,87,99,120} S = {2,25,37,62,68,95,99,104,112} S = {2,25,37,62,68,95,107,115,120} S = {2,25,37,62,71,76,84,96,123} S = {2,25,37,62,71,92,96,107,115} S = {2,25,37,62,71,92,104,112,123} S = {2,25,37,62,72,79,83,107,116} S = {2,25,37,62,72,83,84,111,112} S = {2,25,37,62,72,87,111,115,116} S = {2,25,37,62,75,76,80,104,119} S = {2,25,37,62,75,80,87,108,115} S = {2,25,37,62,75,84,108,112,119} S = {2,25,37,62,76,79,85,105,114} S = {2,25,37,62,76,79,86,106,113} S = {2,25,37,62,76,83,104,111,116} S = {2,25,37,62,76,84,95,99,120} S = {2,25,37,62,77,84,87,106,113} S = {2,25,37,62,77,86,104,107,113} S = {2,25,37,62,77,86,106,112,115} S = {2,25,37,62,78,84,87,105,114} S = {2,25,37,62,78,85,104,107,114} S = {2,25,37,62,78,85,105,112,115} S = {2,25,37,62,79,80,107,108,119} S = {2,25,37,62,79,87,92,96,123} S = {2,25,37,63,67,76,86,106,112} S = {2,25,37,63,67,78,84,104,114} S = {2,25,37,63,77,87,107,113,124} S = {2,25,37,63,79,85,105,115,124} S = {2,25,39,42,52,76,95,97,114} S = {2,25,39,42,52,77,94,96,115} S = {2,25,39,44,50,84,95,97,106} S = {2,25,39,44,50,85,94,96,107} S = {2,25,39,44,52,68,95,97,122} S = {2,25,39,44,52,69,94,96,123} S = {2,25,39,44,54,68,95,106,113} S = {2,25,39,44,54,78,85,96,123} S = {2,25,39,44,62,78,85,107,112} S = {2,25,39,44,62,79,84,106,113} S = {2,25,39,44,68,79,97,106,118} S = {2,25,39,44,69,78,96,107,118} S = {2,25,39,44,73,84,95,113,122} S = {2,25,39,44,73,85,94,112,123} S = {2,25,39,46,52,68,95,105,114} S = {2,25,39,46,52,77,86,96,123} S = {2,25,39,52,62,76,87,105,114} S = {2,25,39,52,62,77,86,104,115} S = {2,25,39,52,68,87,97,110,114} S = {2,25,39,52,69,86,96,110,115} S = {2,25,39,52,76,81,95,105,122} S = {2,25,39,52,77,81,94,104,123} S = {2,25,39,60,68,78,87,105,114} S = {2,25,39,60,68,79,86,106,113} S = {2,25,39,60,68,79,87,97,122} S = {2,25,39,60,68,95,97,106,114} S = {2,25,39,60,68,95,105,113,122} S = {2,25,39,60,69,78,86,96,123} S = {2,25,39,60,69,78,87,107,112} S = {2,25,39,60,69,79,86,104,115} S = {2,25,39,60,69,94,96,107,115} S = {2,25,39,60,69,94,104,112,123} S = {2,25,39,60,76,84,95,97,122} S = {2,25,39,60,76,85,94,107,112} S = {2,25,39,60,76,85,95,105,114} S = {2,25,39,60,76,87,97,107,114} S = {2,25,39,60,76,87,105,112,122} S = {2,25,39,60,77,84,94,104,115} S = {2,25,39,60,77,84,95,106,113} S = {2,25,39,60,77,85,94,96,123} S = {2,25,39,60,77,86,96,106,115} S = {2,25,39,60,77,86,104,113,123} S = {2,25,39,60,78,85,96,107,114} S = {2,25,39,60,78,85,105,112,123} S = {2,25,39,60,79,84,97,106,115} S = {2,25,39,60,79,84,104,113,122} S = {2,25,39,62,76,85,91,105,112} S = {2,25,39,62,77,84,91,104,113} S = {2,25,39,62,78,87,100,107,114} S = {2,25,39,62,79,86,100,106,115} S = {2,25,40,47,51,69,94,107,116} S = {2,25,40,47,51,75,84,97,122} S = {2,25,40,51,52,69,94,111,112} S = {2,25,40,51,52,79,80,97,122} S = {2,25,40,51,62,69,90,107,112} S = {2,25,40,51,62,79,84,101,122} S = {2,25,40,55,65,76,90,107,112} S = {2,25,40,55,69,94,111,115,116} S = {2,25,40,55,75,76,80,97,122} S = {2,25,40,55,79,84,101,115,126} S = {2,25,41,52,63,69,78,115,120} S = {2,25,41,52,63,71,76,113,122} S = {2,25,41,53,62,68,79,115,120} S = {2,25,41,53,62,71,76,112,123} S = {2,25,41,55,60,68,79,113,122} S = {2,25,41,55,60,69,78,112,123} S = {2,25,43,44,48,69,94,104,119} S = {2,25,43,44,48,72,87,97,122} S = {2,25,43,48,55,69,94,108,115} S = {2,25,43,48,55,76,83,97,122} S = {2,25,43,48,62,69,90,104,115} S = {2,25,43,48,62,76,87,101,122} S = {2,25,43,52,65,79,90,104,115} S = {2,25,43,52,69,94,108,112,119} S = {2,25,43,52,72,79,83,97,122} S = {2,25,43,52,76,87,101,112,126} S = {2,25,44,47,53,69,94,105,114} S = {2,25,44,47,53,77,86,97,122} S = {2,25,44,47,54,69,94,106,113} S = {2,25,44,47,54,78,85,97,122} S = {2,25,44,49,63,69,86,107,120} S = {2,25,44,49,63,71,84,105,122} S = {2,25,44,51,65,87,90,107,112} S = {2,25,44,51,69,94,104,111,116} S = {2,25,44,51,75,80,87,97,122} S = {2,25,44,51,79,84,101,104,126} S = {2,25,44,52,63,69,94,99,120} S = {2,25,44,52,63,71,92,97,122} S = {2,25,44,53,59,71,94,105,112} S = {2,25,44,53,59,79,86,97,120} S = {2,25,44,53,62,71,92,107,112} S = {2,25,44,53,62,79,84,99,120} S = {2,25,44,53,63,71,92,105,114} S = {2,25,44,53,63,77,86,99,120} S = {2,25,44,53,64,71,94,107,114} S = {2,25,44,53,64,79,86,99,122} S = {2,25,44,53,69,92,105,112,127} S = {2,25,44,53,77,84,97,120,127} S = {2,25,44,54,68,94,103,106,112} S = {2,25,44,54,69,88,95,107,113} S = {2,25,44,54,78,84,96,103,122} S = {2,25,44,54,79,85,88,97,123} S = {2,25,44,55,65,79,90,107,116} S = {2,25,44,55,65,84,90,111,112} S = {2,25,44,55,65,94,111,116,122} S = {2,25,44,55,68,79,94,106,113} S = {2,25,44,55,68,95,97,106,112} S = {2,25,44,55,68,95,107,113,122} S = {2,25,44,55,69,75,80,97,126} S = {2,25,44,55,69,78,84,96,123} S = {2,25,44,55,69,79,86,99,120} S = {2,25,44,55,69,79,92,105,114} S = {2,25,44,55,69,84,95,106,113} S = {2,25,44,55,69,90,97,111,116} S = {2,25,44,55,71,84,94,105,114} S = {2,25,44,55,71,92,97,107,114} S = {2,25,44,55,71,92,105,112,122} S = {2,25,44,55,75,80,94,101,122} S = {2,25,44,55,75,84,101,112,126} S = {2,25,44,55,77,84,94,99,120} S = {2,25,44,55,77,86,97,107,120} S = {2,25,44,55,77,86,99,112,122} S = {2,25,44,55,78,85,96,107,122} S = {2,25,44,55,78,85,97,112,123} S = {2,25,44,55,79,80,101,107,126} S = {2,25,44,55,79,85,94,96,123} S = {2,25,44,63,69,74,86,99,112} S = {2,25,44,63,71,74,84,97,114} S = {2,25,44,63,77,94,107,117,120} S = {2,25,44,63,79,92,105,117,122} S = {2,25,45,49,62,68,87,107,120} S = {2,25,45,49,62,71,84,104,123} S = {2,25,45,52,55,69,94,106,113} S = {2,25,45,52,55,78,85,97,122} S = {2,25,45,52,59,71,94,104,113} S = {2,25,45,52,59,78,87,97,120} S = {2,25,45,52,62,71,92,104,115} S = {2,25,45,52,62,76,87,99,120} S = {2,25,45,52,63,71,92,106,113} S = {2,25,45,52,63,78,85,99,120} S = {2,25,45,52,64,71,94,106,115} S = {2,25,45,52,64,78,87,99,122} S = {2,25,45,52,69,92,104,113,127} S = {2,25,45,52,76,85,97,120,127} S = {2,25,45,53,62,68,95,99,120} S = {2,25,45,53,62,71,92,96,123} S = {2,25,45,54,68,71,94,106,113} S = {2,25,45,54,68,78,87,99,120} S = {2,25,45,54,68,87,94,107,112} S = {2,25,45,54,68,95,99,106,112} S = {2,25,45,54,68,95,107,113,120} S = {2,25,45,54,69,76,95,107,112} S = {2,25,45,54,69,79,92,104,115} S = {2,25,45,54,69,92,95,106,113} S = {2,25,45,54,69,94,104,107,113} S = {2,25,45,54,69,94,106,112,115} S = {2,25,45,54,71,78,84,96,123} S = {2,25,45,54,71,84,94,104,115} S = {2,25,45,54,71,92,96,106,115} S = {2,25,45,54,71,92,104,113,123} S = {2,25,45,54,76,79,85,97,122} S = {2,25,45,54,76,85,95,99,120} S = {2,25,45,54,76,87,97,107,120} S = {2,25,45,54,76,87,99,112,122} S = {2,25,45,54,78,84,87,97,122} S = {2,25,45,54,78,85,96,99,122} S = {2,25,45,54,78,85,97,120,123} S = {2,25,45,54,79,84,96,115,122} S = {2,25,45,54,79,84,97,104,123} S = {2,25,45,54,79,85,92,96,123} S = {2,25,45,55,56,68,94,107,113} S = {2,25,45,55,56,78,84,97,123} S = {2,25,45,55,60,68,95,106,113} S = {2,25,45,55,60,78,85,96,123} S = {2,25,45,55,62,68,95,107,112} S = {2,25,45,55,62,79,84,96,123} S = {2,25,45,55,67,68,94,106,112} S = {2,25,45,55,67,78,84,96,122} S = {2,25,45,55,69,95,107,113,124} S = {2,25,45,55,79,85,97,123,124} S = {2,25,45,62,68,74,87,99,112} S = {2,25,45,62,71,74,84,96,115} S = {2,25,45,62,76,95,107,117,120} S = {2,25,45,62,79,92,104,117,123} S = {2,25,46,52,55,69,94,105,114} S = {2,25,46,52,55,77,86,97,122} S = {2,25,46,52,68,94,103,104,114} S = {2,25,46,52,69,88,95,105,115} S = {2,25,46,52,76,86,96,103,122} S = {2,25,46,52,77,87,88,97,123} S = {2,25,46,53,68,71,94,105,114} S = {2,25,46,53,68,79,86,99,120} S = {2,25,46,53,68,79,94,104,115} S = {2,25,46,53,68,95,99,104,114} S = {2,25,46,53,68,95,105,115,120} S = {2,25,46,53,69,84,95,104,115} S = {2,25,46,53,69,87,92,107,112} S = {2,25,46,53,69,92,95,105,114} S = {2,25,46,53,69,94,104,107,114} S = {2,25,46,53,69,94,105,112,115} S = {2,25,46,53,71,76,86,96,123} S = {2,25,46,53,71,76,94,107,112} S = {2,25,46,53,71,92,96,107,114} S = {2,25,46,53,71,92,105,112,123} S = {2,25,46,53,76,79,86,97,122} S = {2,25,46,53,76,87,96,107,122} S = {2,25,46,53,76,87,97,112,123} S = {2,25,46,53,77,84,87,97,122} S = {2,25,46,53,77,84,95,99,120} S = {2,25,46,53,77,86,96,99,122} S = {2,25,46,53,77,86,97,120,123} S = {2,25,46,53,77,87,92,96,123} S = {2,25,46,53,79,84,97,115,120} S = {2,25,46,53,79,84,99,104,122} S = {2,25,46,55,69,91,92,105,112} S = {2,25,46,55,71,94,100,107,114} S = {2,25,46,55,77,84,91,97,120} S = {2,25,46,55,79,86,99,100,122} S = {2,25,47,48,65,84,90,104,115} S = {2,25,47,48,69,94,107,108,119} S = {2,25,47,48,72,83,84,97,122} S = {2,25,47,48,76,87,101,107,126} S = {2,25,47,49,60,68,87,105,122} S = {2,25,47,49,60,69,86,104,123} S = {2,25,47,52,65,76,90,104,119} S = {2,25,47,52,65,87,90,108,115} S = {2,25,47,52,65,94,108,119,122} S = {2,25,47,52,68,87,94,105,114} S = {2,25,47,52,68,95,97,104,114} S = {2,25,47,52,68,95,105,115,122} S = {2,25,47,52,69,72,83,97,126} S = {2,25,47,52,69,76,86,96,123} S = {2,25,47,52,69,76,95,105,114} S = {2,25,47,52,69,78,87,99,120} S = {2,25,47,52,69,87,92,106,113} S = {2,25,47,52,69,90,97,108,119} S = {2,25,47,52,71,76,94,106,113} S = {2,25,47,52,71,92,97,106,115} S = {2,25,47,52,71,92,104,113,122} S = {2,25,47,52,72,83,94,101,122} S = {2,25,47,52,72,87,101,115,126} S = {2,25,47,52,76,83,101,104,126} S = {2,25,47,52,76,85,94,99,120} S = {2,25,47,52,77,86,96,115,122} S = {2,25,47,52,77,86,97,104,123} S = {2,25,47,52,77,87,94,96,123} S = {2,25,47,52,78,85,97,115,120} S = {2,25,47,52,78,85,99,104,122} S = {2,25,47,53,56,68,94,105,115} S = {2,25,47,53,56,76,86,97,123} S = {2,25,47,53,60,68,95,105,114} S = {2,25,47,53,60,77,86,96,123} S = {2,25,47,53,62,68,95,104,115} S = {2,25,47,53,62,76,87,96,123} S = {2,25,47,53,67,68,94,104,114} S = {2,25,47,53,67,76,86,96,122} S = {2,25,47,53,69,95,105,115,124} S = {2,25,47,53,77,87,97,123,124} S = {2,25,47,54,69,91,92,104,113} S = {2,25,47,54,71,94,100,106,115} S = {2,25,47,54,76,85,91,97,120} S = {2,25,47,54,78,87,99,100,122} S = {2,25,47,55,60,68,95,97,122} S = {2,25,47,55,60,69,94,96,123} S = {2,25,47,60,68,74,87,97,114} S = {2,25,47,60,69,74,86,96,115} S = {2,25,47,60,76,95,105,117,122} S = {2,25,47,60,77,94,104,117,123} S = {2,25,52,63,69,78,82,99,104} S = {2,25,52,63,71,76,82,97,106} S = {2,25,52,63,85,94,109,115,120} S = {2,25,52,63,87,92,109,113,122} S = {2,25,53,62,68,79,82,99,104} S = {2,25,53,62,71,76,82,96,107} S = {2,25,53,62,84,95,109,115,120} S = {2,25,53,62,87,92,109,112,123} S = {2,25,55,60,68,79,82,97,106} S = {2,25,55,60,69,78,82,96,107} S = {2,25,55,60,84,95,109,113,122} S = {2,25,55,60,85,94,109,112,123} S = {2,27,28,37,42,72,79,113,118} S = {2,27,28,37,42,73,78,112,119} S = {2,27,28,37,50,80,87,105,110} S = {2,27,28,37,50,81,86,104,111} S = {2,27,28,37,56,72,81,111,118} S = {2,27,28,37,56,73,80,110,119} S = {2,27,28,37,58,72,86,111,113} S = {2,27,28,37,58,78,80,105,119} S = {2,27,28,37,62,78,87,105,112} S = {2,27,28,37,62,79,86,104,113} S = {2,27,28,37,69,104,111,113,118} S = {2,27,28,37,69,105,110,112,119} S = {2,27,28,37,72,79,81,86,122} S = {2,27,28,37,73,78,80,87,122} S = {2,27,28,40,47,49,54,69,122} S = {2,27,28,40,47,69,74,113,118} S = {2,27,28,40,47,73,78,117,122} S = {2,27,28,40,49,69,88,111,118} S = {2,27,28,40,49,73,80,103,122} S = {2,27,28,40,54,69,90,111,113} S = {2,27,28,40,54,78,80,101,122} S = {2,27,28,41,46,48,55,69,122} S = {2,27,28,41,46,69,74,112,119} S = {2,27,28,41,46,72,79,117,122} S = {2,27,28,41,48,69,88,110,119} S = {2,27,28,41,48,72,81,103,122} S = {2,27,28,46,48,69,90,105,119} S = {2,27,28,46,48,72,86,101,122} S = {2,27,28,46,55,69,94,105,112} S = {2,27,28,46,55,79,86,97,122} S = {2,27,28,47,54,69,94,104,113} S = {2,27,28,47,54,78,87,97,122} S = {2,27,28,48,55,69,82,105,110} S = {2,27,28,48,55,81,86,109,122} S = {2,27,28,49,54,69,82,104,111} S = {2,27,28,49,54,80,87,109,122} S = {2,27,30,37,56,72,85,111,114} S = {2,27,30,37,56,77,80,106,119} S = {2,27,30,40,53,69,88,111,114} S = {2,27,30,40,53,77,80,103,122} S = {2,27,30,45,48,69,88,106,119} S = {2,27,30,45,48,72,85,103,122} S = {2,27,33,39,60,76,85,107,114} S = {2,27,33,39,60,77,84,106,115} S = {2,27,33,46,55,71,92,107,114} S = {2,27,33,46,55,77,84,99,120} S = {2,27,33,46,56,72,85,107,114} S = {2,27,33,46,56,77,84,106,119} S = {2,27,33,47,54,71,92,106,115} S = {2,27,33,47,54,76,85,99,120} S = {2,27,33,47,56,73,84,106,115} S = {2,27,33,47,56,76,85,107,118} S = {2,27,33,54,56,76,85,111,114} S = {2,27,33,54,56,77,80,106,115} S = {2,27,33,55,56,76,81,107,114} S = {2,27,33,55,56,77,84,110,115} S = {2,27,33,60,71,72,81,107,114} S = {2,27,33,60,71,73,80,106,115} S = {2,27,33,60,76,85,111,118,120} S = {2,27,33,60,77,84,110,119,120} S = {2,27,37,56,62,76,85,107,114} S = {2,27,37,56,62,77,84,106,115} S = {2,27,37,56,72,81,94,107,114} S = {2,27,37,56,73,80,94,106,115} S = {2,27,37,56,76,85,97,111,118} S = {2,27,37,56,77,84,97,110,119} S = {2,27,37,60,72,78,85,107,114} S = {2,27,37,60,72,79,81,107,118} S = {2,27,37,60,72,79,86,106,113} S = {2,27,37,60,72,81,86,111,114} S = {2,27,37,60,72,85,111,113,118} S = {2,27,37,60,73,78,80,106,119} S = {2,27,37,60,73,78,87,107,112} S = {2,27,37,60,73,79,84,106,115} S = {2,27,37,60,73,80,87,110,115} S = {2,27,37,60,73,84,110,112,119} S = {2,27,37,60,76,81,87,107,114} S = {2,27,37,60,76,81,104,111,118} S = {2,27,37,60,76,85,105,111,114} S = {2,27,37,60,76,85,107,112,118} S = {2,27,37,60,76,87,105,110,112} S = {2,27,37,60,77,80,86,106,115} S = {2,27,37,60,77,80,105,110,119} S = {2,27,37,60,77,84,104,110,115} S = {2,27,37,60,77,84,106,113,119} S = {2,27,37,60,77,86,104,111,113} S = {2,27,37,60,78,80,87,105,114} S = {2,27,37,60,78,85,105,112,119} S = {2,27,37,60,79,81,86,104,115} S = {2,27,37,60,79,84,104,113,118} S = {2,27,37,62,76,85,103,105,112} S = {2,27,37,62,77,84,103,104,113} S = {2,27,37,62,78,87,88,107,114} S = {2,27,37,62,79,86,88,106,115} S = {2,27,39,40,49,65,92,107,114} S = {2,27,39,40,49,77,84,99,126} S = {2,27,39,40,62,77,84,106,113} S = {2,27,39,40,62,78,85,107,114} S = {2,27,39,41,48,65,92,106,115} S = {2,27,39,41,48,76,85,99,126} S = {2,27,39,41,62,76,85,107,112} S = {2,27,39,41,62,79,84,106,115} S = {2,27,39,48,62,76,85,105,114} S = {2,27,39,48,62,77,86,106,115} S = {2,27,39,49,62,76,87,107,114} S = {2,27,39,49,62,77,84,104,115} S = {2,27,39,60,65,78,87,107,114} S = {2,27,39,60,65,79,86,106,115} S = {2,27,39,60,76,85,105,112,126} S = {2,27,39,60,77,84,104,113,126} S = {2,27,40,46,53,69,92,107,114} S = {2,27,40,46,53,77,84,99,122} S = {2,27,40,47,49,69,92,107,118} S = {2,27,40,47,49,73,84,99,122} S = {2,27,40,47,54,69,92,106,113} S = {2,27,40,47,54,78,85,99,122} S = {2,27,40,49,54,69,92,111,114} S = {2,27,40,49,54,77,80,99,122} S = {2,27,40,49,62,69,88,107,114} S = {2,27,40,49,62,77,84,103,122} S = {2,27,40,53,65,78,88,107,114} S = {2,27,40,53,69,92,111,113,118} S = {2,27,40,53,73,78,80,99,122} S = {2,27,40,53,77,84,103,113,126} S = {2,27,41,46,48,69,92,106,119} S = {2,27,41,46,48,72,85,99,122} S = {2,27,41,46,55,69,92,107,112} S = {2,27,41,46,55,79,84,99,122} S = {2,27,41,47,52,69,92,106,115} S = {2,27,41,47,52,76,85,99,122} S = {2,27,41,48,55,69,92,110,115} S = {2,27,41,48,55,76,81,99,122} S = {2,27,41,48,62,69,88,106,115} S = {2,27,41,48,62,76,85,103,122} S = {2,27,41,52,65,79,88,106,115} S = {2,27,41,52,69,92,110,112,119} S = {2,27,41,52,72,79,81,99,122} S = {2,27,41,52,76,85,103,112,126} S = {2,27,44,49,55,69,92,107,114} S = {2,27,44,49,55,77,84,99,122} S = {2,27,44,49,65,87,88,107,114} S = {2,27,44,49,69,92,104,111,118} S = {2,27,44,49,73,80,87,99,122} S = {2,27,44,49,77,84,103,104,126} S = {2,27,44,53,65,71,92,107,114} S = {2,27,44,53,65,79,86,99,120} S = {2,27,44,53,65,79,88,107,118} S = {2,27,44,53,65,86,88,111,114} S = {2,27,44,53,65,92,111,118,120} S = {2,27,44,53,69,88,94,107,114} S = {2,27,44,53,69,88,97,111,118} S = {2,27,44,53,69,92,105,111,114} S = {2,27,44,53,69,92,107,112,118} S = {2,27,44,53,69,94,103,105,112} S = {2,27,44,53,71,73,80,99,126} S = {2,27,44,53,71,73,94,107,112} S = {2,27,44,53,71,80,94,105,114} S = {2,27,44,53,71,92,105,112,126} S = {2,27,44,53,73,79,84,99,122} S = {2,27,44,53,73,80,94,103,122} S = {2,27,44,53,73,84,103,112,126} S = {2,27,44,53,77,80,86,99,122} S = {2,27,44,53,77,80,103,105,126} S = {2,27,44,53,77,84,97,103,122} S = {2,27,44,53,77,84,99,120,126} S = {2,27,44,53,77,86,97,111,120} S = {2,27,44,53,79,84,97,118,120} S = {2,27,44,53,79,86,88,97,122} S = {2,27,44,55,69,92,105,110,112} S = {2,27,44,55,71,81,94,107,114} S = {2,27,44,55,77,84,97,110,120} S = {2,27,44,55,79,81,86,99,122} S = {2,27,45,48,54,69,92,106,115} S = {2,27,45,48,54,76,85,99,122} S = {2,27,45,48,65,86,88,106,115} S = {2,27,45,48,69,92,105,110,119} S = {2,27,45,48,72,81,86,99,122} S = {2,27,45,48,76,85,103,105,126} S = {2,27,45,52,65,71,92,106,115} S = {2,27,45,52,65,78,87,99,120} S = {2,27,45,52,65,78,88,106,119} S = {2,27,45,52,65,87,88,110,115} S = {2,27,45,52,65,92,110,119,120} S = {2,27,45,52,69,88,94,106,115} S = {2,27,45,52,69,88,97,110,119} S = {2,27,45,52,69,92,104,110,115} S = {2,27,45,52,69,92,106,113,119} S = {2,27,45,52,69,94,103,104,113} S = {2,27,45,52,71,72,81,99,126} S = {2,27,45,52,71,72,94,106,113} S = {2,27,45,52,71,81,94,104,115} S = {2,27,45,52,71,92,104,113,126} S = {2,27,45,52,72,78,85,99,122} S = {2,27,45,52,72,81,94,103,122} S = {2,27,45,52,72,85,103,113,126} S = {2,27,45,52,76,81,87,99,122} S = {2,27,45,52,76,81,103,104,126} S = {2,27,45,52,76,85,97,103,122} S = {2,27,45,52,76,85,99,120,126} S = {2,27,45,52,76,87,97,110,120} S = {2,27,45,52,78,85,97,119,120} S = {2,27,45,52,78,87,88,97,122} S = {2,27,45,54,69,92,104,111,113} S = {2,27,45,54,71,80,94,106,115} S = {2,27,45,54,76,85,97,111,120} S = {2,27,45,54,78,80,87,99,122} S = {2,27,46,48,55,69,92,105,114} S = {2,27,46,48,55,77,86,99,122} S = {2,27,46,53,69,92,105,112,119} S = {2,27,46,53,71,72,94,107,114} S = {2,27,46,53,72,79,86,99,122} S = {2,27,46,53,77,84,97,119,120} S = {2,27,46,55,56,69,94,107,114} S = {2,27,46,55,56,77,84,97,122} S = {2,27,47,49,54,69,92,104,115} S = {2,27,47,49,54,76,87,99,122} S = {2,27,47,52,69,92,104,113,118} S = {2,27,47,52,71,73,94,106,115} S = {2,27,47,52,73,78,87,99,122} S = {2,27,47,52,76,85,97,118,120} S = {2,27,47,54,56,69,94,106,115} S = {2,27,47,54,56,76,85,97,122} S = {2,28,31,37,57,73,85,110,114} S = {2,28,31,37,57,77,81,106,118} S = {2,28,31,37,58,73,86,110,113} S = {2,28,31,37,58,78,81,105,118} S = {2,28,31,41,53,69,89,110,114} S = {2,28,31,41,53,77,81,102,122} S = {2,28,31,41,54,69,90,110,113} S = {2,28,31,41,54,78,81,101,122} S = {2,28,31,45,49,69,89,106,118} S = {2,28,31,45,49,73,85,102,122} S = {2,28,31,46,49,69,90,105,118} S = {2,28,31,46,49,73,86,101,122} S = {2,28,32,39,59,73,85,110,114} S = {2,28,32,39,59,77,81,106,118} S = {2,28,32,43,55,69,89,110,114} S = {2,28,32,43,55,77,81,102,122} S = {2,28,32,47,51,69,89,106,118} S = {2,28,32,47,51,73,85,102,122} S = {2,28,33,38,59,77,87,106,112} S = {2,28,33,38,59,79,85,104,114} S = {2,28,33,39,59,75,85,108,114} S = {2,28,33,39,59,77,83,106,116} S = {2,28,33,42,55,77,91,102,112} S = {2,28,33,42,55,79,89,100,114} S = {2,28,33,43,55,71,89,108,114} S = {2,28,33,43,55,77,83,102,120} S = {2,28,33,47,50,85,91,102,104} S = {2,28,33,47,50,87,89,100,106} S = {2,28,33,47,51,71,89,106,116} S = {2,28,33,47,51,75,85,102,120} S = {2,28,33,47,55,69,91,102,120} S = {2,28,33,47,55,71,89,100,122} S = {2,28,33,47,59,73,87,106,116} S = {2,28,33,47,59,75,85,104,118} S = {2,28,33,47,69,75,102,104,115} S = {2,28,33,47,71,73,100,106,115} S = {2,28,33,47,76,85,91,118,120} S = {2,28,33,47,76,87,89,116,122} S = {2,28,33,55,59,77,83,110,112} S = {2,28,33,55,59,79,81,108,114} S = {2,28,33,55,69,83,102,107,112} S = {2,28,33,55,71,81,100,107,114} S = {2,28,33,55,77,84,91,110,120} S = {2,28,33,55,79,84,89,108,122} S = {2,28,33,59,73,83,103,106,112} S = {2,28,33,59,75,81,103,104,114} S = {2,28,33,59,77,87,88,110,116} S = {2,28,33,59,79,85,88,108,118} S = {2,28,33,63,69,73,83,110,112} S = {2,28,33,63,69,75,81,104,118} S = {2,28,33,63,69,75,83,102,120} S = {2,28,33,63,69,91,102,104,112} S = {2,28,33,63,69,91,110,118,120} S = {2,28,33,63,71,73,81,100,122} S = {2,28,33,63,71,73,83,106,116} S = {2,28,33,63,71,75,81,108,114} S = {2,28,33,63,71,89,100,106,114} S = {2,28,33,63,71,89,108,116,122} S = {2,28,33,63,73,87,100,106,112} S = {2,28,33,63,73,87,110,116,122} S = {2,28,33,63,75,85,102,104,114} S = {2,28,33,63,75,85,108,118,120} S = {2,28,33,63,77,83,102,106,112} S = {2,28,33,63,77,83,110,116,120} S = {2,28,33,63,77,85,91,102,120} S = {2,28,33,63,77,87,89,106,116} S = {2,28,33,63,77,87,91,110,112} S = {2,28,33,63,79,81,100,104,114} S = {2,28,33,63,79,81,108,118,122} S = {2,28,33,63,79,85,89,108,114} S = {2,28,33,63,79,85,91,104,118} S = {2,28,33,63,79,87,89,100,122} S = {2,28,36,41,58,72,87,110,112} S = {2,28,36,41,58,79,81,104,119} S = {2,28,36,47,58,73,87,110,113} S = {2,28,36,47,58,78,81,104,118} S = {2,28,36,49,58,73,87,111,112} S = {2,28,36,49,58,79,80,104,118} S = {2,28,36,55,58,73,86,110,112} S = {2,28,36,55,58,79,81,105,118} S = {2,28,36,59,69,72,86,110,112} S = {2,28,36,59,69,78,80,104,118} S = {2,28,36,59,73,87,111,113,122} S = {2,28,36,59,79,81,105,119,122} S = {2,28,37,40,54,68,91,110,112} S = {2,28,37,40,54,79,81,100,123} S = {2,28,37,41,51,65,95,110,112} S = {2,28,37,41,51,79,81,96,126} S = {2,28,37,41,63,77,83,110,112} S = {2,28,37,41,63,79,81,108,114} S = {2,28,37,42,51,73,95,102,112} S = {2,28,37,42,51,79,89,96,118} S = {2,28,37,43,49,65,95,104,118} S = {2,28,37,43,49,73,87,96,126} S = {2,28,37,43,50,81,95,102,104} S = {2,28,37,43,50,87,89,96,110} S = {2,28,37,43,51,65,95,102,120} S = {2,28,37,43,51,71,89,96,126} S = {2,28,37,43,55,71,89,110,112} S = {2,28,37,43,55,79,81,102,120} S = {2,28,37,43,65,79,102,104,115} S = {2,28,37,43,71,73,96,110,115} S = {2,28,37,43,76,81,95,118,120} S = {2,28,37,43,76,87,89,112,126} S = {2,28,37,46,48,68,91,104,118} S = {2,28,37,46,48,73,87,100,123} S = {2,28,37,47,51,71,89,104,118} S = {2,28,37,47,51,73,87,102,120} S = {2,28,37,47,57,73,87,108,114} S = {2,28,37,47,57,77,83,104,118} S = {2,28,37,49,63,73,87,106,116} S = {2,28,37,49,63,75,85,104,118} S = {2,28,37,51,65,87,102,107,112} S = {2,28,37,51,71,81,96,107,118} S = {2,28,37,51,73,84,95,110,120} S = {2,28,37,51,79,84,89,104,126} S = {2,28,37,55,57,75,85,110,112} S = {2,28,37,55,57,79,81,106,116} S = {2,28,37,56,63,73,83,110,116} S = {2,28,37,56,63,75,81,108,118} S = {2,28,37,57,62,75,87,108,112} S = {2,28,37,57,62,79,83,104,116} S = {2,28,37,57,63,75,85,108,114} S = {2,28,37,57,63,77,83,106,116} S = {2,28,37,57,64,75,87,110,114} S = {2,28,37,57,64,79,83,106,118} S = {2,28,37,57,73,85,108,112,127} S = {2,28,37,57,77,81,104,116,127} S = {2,28,37,58,72,86,91,110,112} S = {2,28,37,58,73,87,100,111,113} S = {2,28,37,58,78,80,91,104,118} S = {2,28,37,58,79,81,100,105,119} S = {2,28,37,59,65,79,87,102,120} S = {2,28,37,59,65,95,102,104,112} S = {2,28,37,59,65,95,110,118,120} S = {2,28,37,59,71,73,81,96,126} S = {2,28,37,59,71,89,96,110,118} S = {2,28,37,59,71,89,104,112,126} S = {2,28,37,59,72,79,86,110,113} S = {2,28,37,59,72,81,86,111,112} S = {2,28,37,59,72,87,111,113,118} S = {2,28,37,59,73,78,80,104,119} S = {2,28,37,59,73,79,83,106,116} S = {2,28,37,59,73,79,85,108,114} S = {2,28,37,59,73,81,95,102,120} S = {2,28,37,59,73,86,104,111,113} S = {2,28,37,59,75,81,87,108,114} S = {2,28,37,59,75,85,104,110,114} S = {2,28,37,59,75,85,108,112,118} S = {2,28,37,59,77,81,87,106,116} S = {2,28,37,59,77,83,104,110,116} S = {2,28,37,59,77,83,106,112,118} S = {2,28,37,59,78,80,87,105,118} S = {2,28,37,59,78,81,105,112,119} S = {2,28,37,59,79,80,105,110,119} S = {2,28,37,59,79,87,89,96,126} S = {2,28,37,63,70,73,83,106,112} S = {2,28,37,63,70,75,81,104,114} S = {2,28,37,63,77,87,110,116,121} S = {2,28,37,63,79,85,108,118,121} S = {2,28,38,41,51,69,95,106,112} S = {2,28,38,41,51,79,85,96,122} S = {2,28,38,43,49,69,95,104,114} S = {2,28,38,43,49,77,87,96,122} S = {2,28,39,41,49,65,95,100,122} S = {2,28,39,41,49,69,91,96,126} S = {2,28,39,41,50,81,95,100,106} S = {2,28,39,41,50,85,91,96,110} S = {2,28,39,41,51,65,95,106,116} S = {2,28,39,41,51,75,85,96,126} S = {2,28,39,41,59,75,85,110,112} S = {2,28,39,41,59,79,81,106,116} S = {2,28,39,41,65,79,100,106,115} S = {2,28,39,41,69,75,96,110,115} S = {2,28,39,41,76,81,95,116,122} S = {2,28,39,41,76,85,91,112,126} S = {2,28,39,42,49,73,95,100,114} S = {2,28,39,42,49,77,91,96,118} S = {2,28,39,43,49,65,95,108,114} S = {2,28,39,43,49,77,83,96,126} S = {2,28,39,49,59,73,87,108,114} S = {2,28,39,49,59,77,83,104,118} S = {2,28,39,49,65,87,100,107,114} S = {2,28,39,49,69,83,96,107,118} S = {2,28,39,49,73,84,95,108,122} S = {2,28,39,49,77,84,91,104,126} S = {2,28,39,57,65,75,87,108,114} S = {2,28,39,57,65,79,83,106,116} S = {2,28,39,57,65,79,87,100,122} S = {2,28,39,57,65,95,100,106,114} S = {2,28,39,57,65,95,108,116,122} S = {2,28,39,57,69,75,83,96,126} S = {2,28,39,57,69,75,87,110,112} S = {2,28,39,57,69,79,83,104,118} S = {2,28,39,57,69,91,96,110,118} S = {2,28,39,57,69,91,104,112,126} S = {2,28,39,57,73,81,95,100,122} S = {2,28,39,57,73,85,91,110,112} S = {2,28,39,57,73,85,95,108,114} S = {2,28,39,57,73,87,100,110,114} S = {2,28,39,57,73,87,108,112,122} S = {2,28,39,57,75,85,96,110,114} S = {2,28,39,57,75,85,108,112,126} S = {2,28,39,57,77,81,91,104,118} S = {2,28,39,57,77,81,95,106,116} S = {2,28,39,57,77,83,96,106,118} S = {2,28,39,57,77,83,104,116,126} S = {2,28,39,57,77,85,91,96,126} S = {2,28,39,57,79,81,100,106,118} S = {2,28,39,57,79,81,104,116,122} S = {2,28,39,59,73,85,94,108,112} S = {2,28,39,59,75,87,97,110,114} S = {2,28,39,59,77,81,94,104,116} S = {2,28,39,59,79,83,97,106,118} S = {2,28,40,47,54,69,91,110,113} S = {2,28,40,47,54,78,81,100,122} S = {2,28,40,49,54,69,91,111,112} S = {2,28,40,49,54,79,80,100,122} S = {2,28,40,54,59,69,90,110,112} S = {2,28,40,54,59,79,81,101,122} S = {2,28,40,55,68,73,90,110,112} S = {2,28,40,55,69,91,111,113,118} S = {2,28,40,55,73,78,80,100,122} S = {2,28,40,55,79,81,101,118,123} S = {2,28,41,46,48,69,91,104,119} S = {2,28,41,46,48,72,87,100,122} S = {2,28,41,47,51,69,91,106,116} S = {2,28,41,47,51,75,85,100,122} S = {2,28,41,47,53,69,91,108,114} S = {2,28,41,47,53,77,83,100,122} S = {2,28,41,49,63,69,91,102,120} S = {2,28,41,49,63,71,89,100,122} S = {2,28,41,51,65,91,103,106,112} S = {2,28,41,51,69,88,95,110,116} S = {2,28,41,51,75,81,96,103,122} S = {2,28,41,51,79,85,88,100,126} S = {2,28,41,52,63,69,83,110,120} S = {2,28,41,52,63,71,81,108,122} S = {2,28,41,53,59,71,89,110,112} S = {2,28,41,53,59,79,81,102,120} S = {2,28,41,53,62,71,91,108,112} S = {2,28,41,53,62,79,83,100,120} S = {2,28,41,53,63,71,89,108,114} S = {2,28,41,53,63,77,83,102,120} S = {2,28,41,53,64,71,91,110,114} S = {2,28,41,53,64,79,83,102,122} S = {2,28,41,53,69,89,108,112,127} S = {2,28,41,53,77,81,100,120,127} S = {2,28,41,54,68,87,90,110,112} S = {2,28,41,54,69,91,104,111,113} S = {2,28,41,54,78,80,87,100,122} S = {2,28,41,54,79,81,101,104,123} S = {2,28,41,55,65,79,91,106,116} S = {2,28,41,55,65,95,100,106,112} S = {2,28,41,55,65,95,110,116,122} S = {2,28,41,55,68,79,90,110,113} S = {2,28,41,55,68,81,90,111,112} S = {2,28,41,55,68,91,111,113,122} S = {2,28,41,55,69,75,81,96,126} S = {2,28,41,55,69,78,80,100,123} S = {2,28,41,55,69,79,83,102,120} S = {2,28,41,55,69,79,89,108,114} S = {2,28,41,55,69,81,95,106,116} S = {2,28,41,55,69,90,100,111,113} S = {2,28,41,55,71,81,91,108,114} S = {2,28,41,55,71,89,100,110,114} S = {2,28,41,55,71,89,108,112,122} S = {2,28,41,55,75,85,96,110,122} S = {2,28,41,55,75,85,100,112,126} S = {2,28,41,55,77,81,91,102,120} S = {2,28,41,55,77,83,100,110,120} S = {2,28,41,55,77,83,102,112,122} S = {2,28,41,55,78,80,91,101,122} S = {2,28,41,55,78,81,101,112,123} S = {2,28,41,55,79,80,101,110,123} S = {2,28,41,55,79,85,91,96,126} S = {2,28,41,63,69,74,83,102,112} S = {2,28,41,63,71,74,81,100,114} S = {2,28,41,63,77,91,110,117,120} S = {2,28,41,63,79,89,108,117,122} S = {2,28,43,49,55,69,91,108,114} S = {2,28,43,49,55,77,83,100,122} S = {2,28,43,49,65,91,103,104,114} S = {2,28,43,49,69,88,95,108,118} S = {2,28,43,49,73,83,96,103,122} S = {2,28,43,49,77,87,88,100,126} S = {2,28,43,53,65,71,91,108,114} S = {2,28,43,53,65,79,83,102,120} S = {2,28,43,53,65,79,91,104,118} S = {2,28,43,53,65,95,102,104,114} S = {2,28,43,53,65,95,108,118,120} S = {2,28,43,53,69,81,95,104,118} S = {2,28,43,53,69,87,89,110,112} S = {2,28,43,53,69,89,95,108,114} S = {2,28,43,53,69,91,104,110,114} S = {2,28,43,53,69,91,108,112,118} S = {2,28,43,53,71,73,83,96,126} S = {2,28,43,53,71,73,91,110,112} S = {2,28,43,53,71,89,96,110,114} S = {2,28,43,53,71,89,108,112,126} S = {2,28,43,53,73,79,83,100,122} S = {2,28,43,53,73,87,96,110,122} S = {2,28,43,53,73,87,100,112,126} S = {2,28,43,53,77,81,87,100,122} S = {2,28,43,53,77,81,95,102,120} S = {2,28,43,53,77,83,96,102,122} S = {2,28,43,53,77,83,100,120,126} S = {2,28,43,53,77,87,89,96,126} S = {2,28,43,53,79,81,100,118,120} S = {2,28,43,53,79,81,102,104,122} S = {2,28,43,55,69,89,94,108,112} S = {2,28,43,55,71,91,97,110,114} S = {2,28,43,55,77,81,94,100,120} S = {2,28,43,55,79,83,97,102,122} S = {2,28,44,49,63,69,75,118,120} S = {2,28,44,49,63,71,73,116,122} S = {2,28,44,53,59,65,79,118,120} S = {2,28,44,53,59,71,73,112,126} S = {2,28,44,55,57,65,79,116,122} S = {2,28,44,55,57,69,75,112,126} S = {2,28,45,49,55,69,91,106,116} S = {2,28,45,49,55,75,85,100,122} S = {2,28,45,49,59,71,89,104,118} S = {2,28,45,49,59,73,87,102,120} S = {2,28,45,49,62,71,91,104,116} S = {2,28,45,49,62,75,87,100,120} S = {2,28,45,49,63,71,89,106,116} S = {2,28,45,49,63,75,85,102,120} S = {2,28,45,49,64,71,91,106,118} S = {2,28,45,49,64,75,87,102,122} S = {2,28,45,49,69,89,104,116,127} S = {2,28,45,49,73,85,100,120,127} S = {2,28,45,51,65,71,91,106,116} S = {2,28,45,51,65,75,87,102,120} S = {2,28,45,51,65,87,91,110,112} S = {2,28,45,51,65,95,102,106,112} S = {2,28,45,51,65,95,110,116,120} S = {2,28,45,51,69,73,95,110,112} S = {2,28,45,51,69,79,89,104,118} S = {2,28,45,51,69,89,95,106,116} S = {2,28,45,51,69,91,104,110,116} S = {2,28,45,51,69,91,106,112,118} S = {2,28,45,51,71,75,81,96,126} S = {2,28,45,51,71,81,91,104,118} S = {2,28,45,51,71,89,96,106,118} S = {2,28,45,51,71,89,104,116,126} S = {2,28,45,51,73,79,85,100,122} S = {2,28,45,51,73,85,95,102,120} S = {2,28,45,51,73,87,100,110,120} S = {2,28,45,51,73,87,102,112,122} S = {2,28,45,51,75,81,87,100,122} S = {2,28,45,51,75,85,96,102,122} S = {2,28,45,51,75,85,100,120,126} S = {2,28,45,51,79,81,96,118,122} S = {2,28,45,51,79,81,100,104,126} S = {2,28,45,51,79,85,89,96,126} S = {2,28,45,52,59,65,87,110,120} S = {2,28,45,52,59,71,81,104,126} S = {2,28,45,53,59,65,95,102,120} S = {2,28,45,53,59,71,89,96,126} S = {2,28,45,55,56,65,91,110,116} S = {2,28,45,55,56,75,81,100,126} S = {2,28,45,55,57,65,95,106,116} S = {2,28,45,55,57,75,85,96,126} S = {2,28,45,55,59,65,95,110,112} S = {2,28,45,55,59,79,81,96,126} S = {2,28,45,55,65,70,91,106,112} S = {2,28,45,55,69,95,110,116,121} S = {2,28,45,55,70,75,81,96,122} S = {2,28,45,55,79,85,100,121,126} S = {2,28,45,59,65,74,87,102,112} S = {2,28,45,59,71,74,81,96,118} S = {2,28,45,59,73,95,110,117,120} S = {2,28,45,59,79,89,104,117,126} S = {2,28,46,48,55,69,91,105,118} S = {2,28,46,48,55,73,86,100,122} S = {2,28,46,48,59,69,90,104,118} S = {2,28,46,48,59,73,87,101,122} S = {2,28,46,49,68,79,90,104,118} S = {2,28,46,49,69,91,105,112,119} S = {2,28,46,49,72,79,86,100,122} S = {2,28,46,49,73,87,101,112,123} S = {2,28,47,48,68,81,90,104,118} S = {2,28,47,48,69,91,105,110,119} S = {2,28,47,48,72,81,86,100,122} S = {2,28,47,48,73,87,101,110,123} S = {2,28,47,49,65,87,91,108,114} S = {2,28,47,49,65,95,100,104,114} S = {2,28,47,49,65,95,108,118,122} S = {2,28,47,49,68,73,90,104,119} S = {2,28,47,49,68,87,90,105,118} S = {2,28,47,49,68,91,105,119,122} S = {2,28,47,49,69,72,86,100,123} S = {2,28,47,49,69,73,83,96,126} S = {2,28,47,49,69,73,95,108,114} S = {2,28,47,49,69,75,87,102,120} S = {2,28,47,49,69,87,89,106,116} S = {2,28,47,49,69,90,100,105,119} S = {2,28,47,49,71,73,91,106,116} S = {2,28,47,49,71,89,100,106,118} S = {2,28,47,49,71,89,104,116,122} S = {2,28,47,49,72,86,91,101,122} S = {2,28,47,49,72,87,101,118,123} S = {2,28,47,49,73,85,91,102,120} S = {2,28,47,49,73,86,101,104,123} S = {2,28,47,49,75,85,100,118,120} S = {2,28,47,49,75,85,102,104,122} S = {2,28,47,49,77,83,96,118,122} S = {2,28,47,49,77,83,100,104,126} S = {2,28,47,49,77,87,91,96,126} S = {2,28,47,51,69,89,94,104,116} S = {2,28,47,51,71,91,97,106,118} S = {2,28,47,51,73,85,94,100,120} S = {2,28,47,51,75,87,97,102,122} S = {2,28,47,52,57,65,87,108,122} S = {2,28,47,52,57,69,83,104,126} S = {2,28,47,53,56,65,91,108,118} S = {2,28,47,53,56,73,83,100,126} S = {2,28,47,53,57,65,95,108,114} S = {2,28,47,53,57,77,83,96,126} S = {2,28,47,53,59,65,95,104,118} S = {2,28,47,53,59,73,87,96,126} S = {2,28,47,53,65,70,91,104,114} S = {2,28,47,53,69,95,108,118,121} S = {2,28,47,53,70,73,83,96,122} S = {2,28,47,53,77,87,100,121,126} S = {2,28,47,55,57,65,95,100,122} S = {2,28,47,55,57,69,91,96,126} S = {2,28,47,57,65,74,87,100,114} S = {2,28,47,57,69,74,83,96,118} S = {2,28,47,57,73,95,108,117,122} S = {2,28,47,57,77,91,104,117,126} S = {2,28,49,63,69,75,82,102,104} S = {2,28,49,63,71,73,82,100,106} S = {2,28,49,63,85,91,109,118,120} S = {2,28,49,63,87,89,109,116,122} S = {2,28,53,59,65,79,82,102,104} S = {2,28,53,59,71,73,82,96,110} S = {2,28,53,59,81,95,109,118,120} S = {2,28,53,59,87,89,109,112,126} S = {2,28,55,57,65,79,82,100,106} S = {2,28,55,57,69,75,82,96,110} S = {2,28,55,57,81,95,109,116,122} S = {2,28,55,57,85,91,109,112,126} S = {2,29,32,39,58,73,84,110,115} S = {2,29,32,39,58,76,81,107,118} S = {2,29,32,43,54,69,88,110,115} S = {2,29,32,43,54,76,81,103,122} S = {2,29,32,46,51,69,88,107,118} S = {2,29,32,46,51,73,84,103,122} S = {2,29,33,36,58,72,87,111,112} S = {2,29,33,36,58,79,80,104,119} S = {2,29,33,38,58,76,87,107,112} S = {2,29,33,38,58,79,84,104,115} S = {2,29,33,39,58,75,84,108,115} S = {2,29,33,39,58,76,83,107,116} S = {2,29,33,40,54,68,91,111,112} S = {2,29,33,40,54,79,80,100,123} S = {2,29,33,42,54,76,91,103,112} S = {2,29,33,42,54,79,88,100,115} S = {2,29,33,43,54,71,88,108,115} S = {2,29,33,43,54,76,83,103,120} S = {2,29,33,46,48,68,91,104,119} S = {2,29,33,46,48,72,87,100,123} S = {2,29,33,46,50,84,91,103,104} S = {2,29,33,46,50,87,88,100,107} S = {2,29,33,46,51,71,88,107,116} S = {2,29,33,46,51,75,84,103,120} S = {2,29,33,46,54,68,91,103,120} S = {2,29,33,46,54,71,88,100,123} S = {2,29,33,46,58,72,87,107,116} S = {2,29,33,46,58,75,84,104,119} S = {2,29,33,46,68,75,103,104,114} S = {2,29,33,46,71,72,100,107,114} S = {2,29,33,46,77,84,91,119,120} S = {2,29,33,46,77,87,88,116,123} S = {2,29,33,54,58,76,83,111,112} S = {2,29,33,54,58,79,80,108,115} S = {2,29,33,54,68,83,103,106,112} S = {2,29,33,54,71,80,100,106,115} S = {2,29,33,54,76,85,91,111,120} S = {2,29,33,54,79,85,88,108,123} S = {2,29,33,58,72,83,102,107,112} S = {2,29,33,58,75,80,102,104,115} S = {2,29,33,58,76,87,89,111,116} S = {2,29,33,58,79,84,89,108,119} S = {2,29,33,62,68,72,83,111,112} S = {2,29,33,62,68,75,80,104,119} S = {2,29,33,62,68,75,83,103,120} S = {2,29,33,62,68,91,103,104,112} S = {2,29,33,62,68,91,111,119,120} S = {2,29,33,62,71,72,80,100,123} S = {2,29,33,62,71,72,83,107,116} S = {2,29,33,62,71,75,80,108,115} S = {2,29,33,62,71,88,100,107,115} S = {2,29,33,62,71,88,108,116,123} S = {2,29,33,62,72,87,100,107,112} S = {2,29,33,62,72,87,111,116,123} S = {2,29,33,62,75,84,103,104,115} S = {2,29,33,62,75,84,108,119,120} S = {2,29,33,62,76,83,103,107,112} S = {2,29,33,62,76,83,111,116,120} S = {2,29,33,62,76,84,91,103,120} S = {2,29,33,62,76,87,88,107,116} S = {2,29,33,62,76,87,91,111,112} S = {2,29,33,62,79,80,100,104,115} S = {2,29,33,62,79,80,108,119,123} S = {2,29,33,62,79,84,88,108,115} S = {2,29,33,62,79,84,91,104,119} S = {2,29,33,62,79,87,88,100,123} S = {2,29,35,36,58,73,87,110,112} S = {2,29,35,36,58,79,81,104,118} S = {2,29,35,40,54,69,91,110,112} S = {2,29,35,40,54,79,81,100,122} S = {2,29,35,46,48,69,91,104,118} S = {2,29,35,46,48,73,87,100,122} S = {2,29,36,39,58,73,86,110,113} S = {2,29,36,39,58,78,81,105,118} S = {2,29,36,40,51,65,94,111,112} S = {2,29,36,40,51,79,80,97,126} S = {2,29,36,42,51,73,94,103,112} S = {2,29,36,42,51,79,88,97,118} S = {2,29,36,43,48,65,94,104,119} S = {2,29,36,43,48,72,87,97,126} S = {2,29,36,43,50,81,94,103,104} S = {2,29,36,43,50,87,88,97,110} S = {2,29,36,43,51,65,94,103,120} S = {2,29,36,43,51,71,88,97,126} S = {2,29,36,43,54,71,88,110,113} S = {2,29,36,43,54,78,81,103,120} S = {2,29,36,43,58,72,87,110,113} S = {2,29,36,43,58,78,81,104,119} S = {2,29,36,43,65,78,103,104,114} S = {2,29,36,43,71,72,97,110,114} S = {2,29,36,43,77,81,94,119,120} S = {2,29,36,43,77,87,88,113,126} S = {2,29,36,46,51,71,88,105,118} S = {2,29,36,46,51,73,86,103,120} S = {2,29,36,51,58,73,86,111,112} S = {2,29,36,51,58,79,80,105,118} S = {2,29,36,51,65,86,103,106,112} S = {2,29,36,51,71,80,97,106,118} S = {2,29,36,51,73,85,94,111,120} S = {2,29,36,51,79,85,88,105,126} S = {2,29,36,58,72,86,99,110,112} S = {2,29,36,58,73,87,92,111,113} S = {2,29,36,58,78,80,99,104,118} S = {2,29,36,58,79,81,92,105,119} S = {2,29,36,59,65,72,86,111,112} S = {2,29,36,59,65,78,80,104,119} S = {2,29,36,59,65,78,86,103,120} S = {2,29,36,59,65,94,103,104,112} S = {2,29,36,59,65,94,111,119,120} S = {2,29,36,59,71,72,80,97,126} S = {2,29,36,59,71,72,86,110,113} S = {2,29,36,59,71,78,80,105,118} S = {2,29,36,59,71,88,97,110,118} S = {2,29,36,59,71,88,105,113,126} S = {2,29,36,59,72,87,97,110,112} S = {2,29,36,59,72,87,111,113,126} S = {2,29,36,59,73,81,94,103,120} S = {2,29,36,59,73,86,103,110,112} S = {2,29,36,59,73,86,111,113,120} S = {2,29,36,59,73,87,88,110,113} S = {2,29,36,59,73,87,94,111,112} S = {2,29,36,59,78,81,103,104,118} S = {2,29,36,59,78,81,105,119,120} S = {2,29,36,59,79,80,97,104,118} S = {2,29,36,59,79,80,105,119,126} S = {2,29,36,59,79,81,88,105,118} S = {2,29,36,59,79,81,94,104,119} S = {2,29,36,59,79,87,88,97,126} S = {2,29,37,41,62,76,83,111,112} S = {2,29,37,41,62,79,80,108,115} S = {2,29,37,44,59,73,86,111,112} S = {2,29,37,44,59,79,80,105,118} S = {2,29,37,47,56,73,86,108,115} S = {2,29,37,47,56,76,83,105,118} S = {2,29,37,49,62,72,87,107,116} S = {2,29,37,49,62,75,84,104,119} S = {2,29,37,52,59,72,87,110,113} S = {2,29,37,52,59,78,81,104,119} S = {2,29,37,55,56,75,84,110,113} S = {2,29,37,55,56,78,81,107,116} S = {2,29,37,56,59,73,86,110,113} S = {2,29,37,56,59,78,81,105,118} S = {2,29,37,56,62,75,84,108,115} S = {2,29,37,56,62,76,83,107,116} S = {2,29,37,56,63,75,86,108,113} S = {2,29,37,56,63,78,83,105,116} S = {2,29,37,56,64,75,86,110,115} S = {2,29,37,56,64,78,83,107,118} S = {2,29,37,56,73,84,108,113,127} S = {2,29,37,56,76,81,105,116,127} S = {2,29,37,57,62,72,83,111,116} S = {2,29,37,57,62,75,80,108,119} S = {2,29,37,58,72,75,86,110,113} S = {2,29,37,58,72,78,83,107,116} S = {2,29,37,58,72,83,86,111,112} S = {2,29,37,58,72,87,107,110,112} S = {2,29,37,58,72,87,111,113,116} S = {2,29,37,58,73,76,87,111,112} S = {2,29,37,58,73,79,84,108,115} S = {2,29,37,58,73,84,87,110,113} S = {2,29,37,58,73,86,108,111,113} S = {2,29,37,58,73,86,110,112,115} S = {2,29,37,58,75,78,80,104,119} S = {2,29,37,58,75,80,86,108,115} S = {2,29,37,58,75,84,104,110,115} S = {2,29,37,58,75,84,108,113,119} S = {2,29,37,58,76,79,81,105,118} S = {2,29,37,58,76,81,87,107,116} S = {2,29,37,58,76,83,105,111,116} S = {2,29,37,58,76,83,107,112,118} S = {2,29,37,58,78,80,83,105,118} S = {2,29,37,58,78,81,104,107,118} S = {2,29,37,58,78,81,105,116,119} S = {2,29,37,58,79,80,104,115,118} S = {2,29,37,58,79,80,105,108,119} S = {2,29,37,58,79,81,84,104,119} S = {2,29,37,59,60,72,86,111,113} S = {2,29,37,59,60,78,80,105,119} S = {2,29,37,59,62,72,87,111,112} S = {2,29,37,59,62,79,80,104,119} S = {2,29,37,59,67,72,86,110,112} S = {2,29,37,59,67,78,80,104,118} S = {2,29,37,59,73,87,111,113,124} S = {2,29,37,59,79,81,105,119,124} S = {2,29,37,62,70,72,83,107,112} S = {2,29,37,62,70,75,80,104,115} S = {2,29,37,62,76,87,111,116,121} S = {2,29,37,62,79,84,108,119,121} S = {2,29,38,40,51,69,94,107,112} S = {2,29,38,40,51,79,84,97,122} S = {2,29,38,43,48,69,94,104,115} S = {2,29,38,43,48,76,87,97,122} S = {2,29,39,40,48,65,94,100,123} S = {2,29,39,40,48,68,91,97,126} S = {2,29,39,40,50,81,94,100,107} S = {2,29,39,40,50,84,91,97,110} S = {2,29,39,40,51,65,94,107,116} S = {2,29,39,40,51,75,84,97,126} S = {2,29,39,40,54,68,91,110,113} S = {2,29,39,40,54,78,81,100,123} S = {2,29,39,40,58,75,84,110,113} S = {2,29,39,40,58,78,81,107,116} S = {2,29,39,40,65,78,100,107,114} S = {2,29,39,40,68,75,97,110,114} S = {2,29,39,40,77,81,94,116,123} S = {2,29,39,40,77,84,91,113,126} S = {2,29,39,42,48,73,94,100,115} S = {2,29,39,42,48,76,91,97,118} S = {2,29,39,43,48,65,94,108,115} S = {2,29,39,43,48,76,83,97,126} S = {2,29,39,46,48,68,91,105,118} S = {2,29,39,46,48,73,86,100,123} S = {2,29,39,48,58,73,86,108,115} S = {2,29,39,48,58,76,83,105,118} S = {2,29,39,48,65,86,100,106,115} S = {2,29,39,48,68,83,97,106,118} S = {2,29,39,48,73,85,94,108,123} S = {2,29,39,48,76,85,91,105,126} S = {2,29,39,56,65,75,86,108,115} S = {2,29,39,56,65,78,83,107,116} S = {2,29,39,56,65,78,86,100,123} S = {2,29,39,56,65,94,100,107,115} S = {2,29,39,56,65,94,108,116,123} S = {2,29,39,56,68,75,83,97,126} S = {2,29,39,56,68,75,86,110,113} S = {2,29,39,56,68,78,83,105,118} S = {2,29,39,56,68,91,97,110,118} S = {2,29,39,56,68,91,105,113,126} S = {2,29,39,56,73,81,94,100,123} S = {2,29,39,56,73,84,91,110,113} S = {2,29,39,56,73,84,94,108,115} S = {2,29,39,56,73,86,100,110,115} S = {2,29,39,56,73,86,108,113,123} S = {2,29,39,56,75,84,97,110,115} S = {2,29,39,56,75,84,108,113,126} S = {2,29,39,56,76,81,91,105,118} S = {2,29,39,56,76,81,94,107,116} S = {2,29,39,56,76,83,97,107,118} S = {2,29,39,56,76,83,105,116,126} S = {2,29,39,56,76,84,91,97,126} S = {2,29,39,56,78,81,100,107,118} S = {2,29,39,56,78,81,105,116,123} S = {2,29,39,58,73,84,95,108,113} S = {2,29,39,58,75,86,96,110,115} S = {2,29,39,58,76,81,95,105,116} S = {2,29,39,58,78,83,96,107,118} S = {2,29,40,43,54,69,90,110,113} S = {2,29,40,43,54,78,81,101,122} S = {2,29,40,46,51,69,90,107,116} S = {2,29,40,46,51,75,84,101,122} S = {2,29,40,51,54,69,90,111,112} S = {2,29,40,51,54,79,80,101,122} S = {2,29,40,51,65,90,102,107,112} S = {2,29,40,51,69,89,94,111,116} S = {2,29,40,51,75,80,97,102,122} S = {2,29,40,51,79,84,89,101,126} S = {2,29,40,54,68,90,99,110,112} S = {2,29,40,54,69,91,92,111,113} S = {2,29,40,54,78,80,99,100,122} S = {2,29,40,54,79,81,92,101,123} S = {2,29,40,55,65,68,90,111,112} S = {2,29,40,55,65,78,80,100,123} S = {2,29,40,55,65,78,90,107,116} S = {2,29,40,55,65,94,100,107,112} S = {2,29,40,55,65,94,111,116,123} S = {2,29,40,55,68,75,80,97,126} S = {2,29,40,55,68,75,90,110,113} S = {2,29,40,55,68,91,97,110,112} S = {2,29,40,55,68,91,111,113,126} S = {2,29,40,55,69,81,94,107,116} S = {2,29,40,55,69,84,91,110,113} S = {2,29,40,55,69,90,107,110,112} S = {2,29,40,55,69,90,111,113,116} S = {2,29,40,55,69,91,94,111,112} S = {2,29,40,55,75,78,80,101,122} S = {2,29,40,55,75,84,97,110,122} S = {2,29,40,55,75,84,101,113,126} S = {2,29,40,55,78,81,100,107,122} S = {2,29,40,55,78,81,101,116,123} S = {2,29,40,55,79,80,97,100,122} S = {2,29,40,55,79,80,101,123,126} S = {2,29,40,55,79,81,84,101,122} S = {2,29,40,55,79,81,94,100,123} S = {2,29,40,55,79,84,91,97,126} S = {2,29,41,44,55,69,90,111,112} S = {2,29,41,44,55,79,80,101,122} S = {2,29,41,47,52,69,90,108,115} S = {2,29,41,47,52,76,83,101,122} S = {2,29,41,49,62,68,91,103,120} S = {2,29,41,49,62,71,88,100,123} S = {2,29,41,52,55,69,90,110,113} S = {2,29,41,52,55,78,81,101,122} S = {2,29,41,52,59,71,88,110,113} S = {2,29,41,52,59,78,81,103,120} S = {2,29,41,52,62,71,88,108,115} S = {2,29,41,52,62,76,83,103,120} S = {2,29,41,52,63,71,90,108,113} S = {2,29,41,52,63,78,83,101,120} S = {2,29,41,52,64,71,90,110,115} S = {2,29,41,52,64,78,83,103,122} S = {2,29,41,52,69,88,108,113,127} S = {2,29,41,52,76,81,101,120,127} S = {2,29,41,53,62,68,83,111,120} S = {2,29,41,53,62,71,80,108,123} S = {2,29,41,54,68,71,90,110,113} S = {2,29,41,54,68,78,83,103,120} S = {2,29,41,54,68,83,90,111,112} S = {2,29,41,54,68,91,103,110,112} S = {2,29,41,54,68,91,111,113,120} S = {2,29,41,54,69,76,91,111,112} S = {2,29,41,54,69,79,88,108,115} S = {2,29,41,54,69,88,91,110,113} S = {2,29,41,54,69,90,108,111,113} S = {2,29,41,54,69,90,110,112,115} S = {2,29,41,54,71,78,80,100,123} S = {2,29,41,54,71,80,90,108,115} S = {2,29,41,54,71,88,100,110,115} S = {2,29,41,54,71,88,108,113,123} S = {2,29,41,54,76,79,81,101,122} S = {2,29,41,54,76,81,91,103,120} S = {2,29,41,54,76,83,101,111,120} S = {2,29,41,54,76,83,103,112,122} S = {2,29,41,54,78,80,83,101,122} S = {2,29,41,54,78,81,100,103,122} S = {2,29,41,54,78,81,101,120,123} S = {2,29,41,54,79,80,100,115,122} S = {2,29,41,54,79,80,101,108,123} S = {2,29,41,54,79,81,88,100,123} S = {2,29,41,55,56,68,91,110,113} S = {2,29,41,55,56,78,81,100,123} S = {2,29,41,55,60,68,90,111,113} S = {2,29,41,55,60,78,80,101,123} S = {2,29,41,55,62,68,91,111,112} S = {2,29,41,55,62,79,80,100,123} S = {2,29,41,55,67,68,90,110,112} S = {2,29,41,55,67,78,80,100,122} S = {2,29,41,55,69,91,111,113,124} S = {2,29,41,55,79,81,101,123,124} S = {2,29,41,62,68,74,83,103,112} S = {2,29,41,62,71,74,80,100,115} S = {2,29,41,62,76,91,111,117,120} S = {2,29,41,62,79,88,108,117,123} S = {2,29,43,46,48,69,90,104,119} S = {2,29,43,46,48,72,87,101,122} S = {2,29,43,48,54,69,90,108,115} S = {2,29,43,48,54,76,83,101,122} S = {2,29,43,48,65,90,102,104,115} S = {2,29,43,48,69,89,94,108,119} S = {2,29,43,48,72,83,97,102,122} S = {2,29,43,48,76,87,89,101,126} S = {2,29,43,52,65,71,90,108,115} S = {2,29,43,52,65,78,83,103,120} S = {2,29,43,52,65,78,90,104,119} S = {2,29,43,52,65,94,103,104,115} S = {2,29,43,52,65,94,108,119,120} S = {2,29,43,52,69,81,94,104,119} S = {2,29,43,52,69,87,88,110,113} S = {2,29,43,52,69,88,94,108,115} S = {2,29,43,52,69,90,104,110,115} S = {2,29,43,52,69,90,108,113,119} S = {2,29,43,52,71,72,83,97,126} S = {2,29,43,52,71,72,90,110,113} S = {2,29,43,52,71,88,97,110,115} S = {2,29,43,52,71,88,108,113,126} S = {2,29,43,52,72,78,83,101,122} S = {2,29,43,52,72,87,97,110,122} S = {2,29,43,52,72,87,101,113,126} S = {2,29,43,52,76,81,87,101,122} S = {2,29,43,52,76,81,94,103,120} S = {2,29,43,52,76,83,97,103,122} S = {2,29,43,52,76,83,101,120,126} S = {2,29,43,52,76,87,88,97,126} S = {2,29,43,52,78,81,101,119,120} S = {2,29,43,52,78,81,103,104,122} S = {2,29,43,54,69,88,95,108,113} S = {2,29,43,54,71,90,96,110,115} S = {2,29,43,54,76,81,95,101,120} S = {2,29,43,54,78,83,96,103,122} S = {2,29,44,47,49,69,90,105,118} S = {2,29,44,47,49,73,86,101,122} S = {2,29,44,49,55,69,90,107,116} S = {2,29,44,49,55,75,84,101,122} S = {2,29,44,49,59,71,88,105,118} S = {2,29,44,49,59,73,86,103,120} S = {2,29,44,49,62,71,88,107,116} S = {2,29,44,49,62,75,84,103,120} S = {2,29,44,49,63,71,90,105,116} S = {2,29,44,49,63,75,86,101,120} S = {2,29,44,49,64,71,90,107,118} S = {2,29,44,49,64,75,86,103,122} S = {2,29,44,49,69,88,105,116,127} S = {2,29,44,49,73,84,101,120,127} S = {2,29,44,51,65,71,90,107,116} S = {2,29,44,51,65,75,86,103,120} S = {2,29,44,51,65,86,90,111,112} S = {2,29,44,51,65,94,103,107,112} S = {2,29,44,51,65,94,111,116,120} S = {2,29,44,51,69,73,94,111,112} S = {2,29,44,51,69,79,88,105,118} S = {2,29,44,51,69,88,94,107,116} S = {2,29,44,51,69,90,105,111,116} S = {2,29,44,51,69,90,107,112,118} S = {2,29,44,51,71,75,80,97,126} S = {2,29,44,51,71,80,90,105,118} S = {2,29,44,51,71,88,97,107,118} S = {2,29,44,51,71,88,105,116,126} S = {2,29,44,51,73,79,84,101,122} S = {2,29,44,51,73,84,94,103,120} S = {2,29,44,51,73,86,101,111,120} S = {2,29,44,51,73,86,103,112,122} S = {2,29,44,51,75,80,86,101,122} S = {2,29,44,51,75,84,97,103,122} S = {2,29,44,51,75,84,101,120,126} S = {2,29,44,51,79,80,97,118,122} S = {2,29,44,51,79,80,101,105,126} S = {2,29,44,51,79,84,88,97,126} S = {2,29,44,52,59,65,94,103,120} S = {2,29,44,52,59,71,88,97,126} S = {2,29,44,53,59,65,86,111,120} S = {2,29,44,53,59,71,80,105,126} S = {2,29,44,55,56,65,94,107,116} S = {2,29,44,55,56,75,84,97,126} S = {2,29,44,55,57,65,90,111,116} S = {2,29,44,55,57,75,80,101,126} S = {2,29,44,55,59,65,94,111,112} S = {2,29,44,55,59,79,80,97,126} S = {2,29,44,55,65,70,90,107,112} S = {2,29,44,55,69,94,111,116,121} S = {2,29,44,55,70,75,80,97,122} S = {2,29,44,55,79,84,101,121,126} S = {2,29,44,59,65,74,86,103,112} S = {2,29,44,59,71,74,80,97,118} S = {2,29,44,59,73,94,111,117,120} S = {2,29,44,59,79,88,105,117,126} S = {2,29,45,49,62,68,75,119,120} S = {2,29,45,49,62,71,72,116,123} S = {2,29,45,52,59,65,78,119,120} S = {2,29,45,52,59,71,72,113,126} S = {2,29,45,55,56,65,78,116,123} S = {2,29,45,55,56,68,75,113,126} S = {2,29,46,48,51,69,90,105,118} S = {2,29,46,48,51,73,86,101,122} S = {2,29,46,48,68,90,99,104,118} S = {2,29,46,48,69,91,92,105,119} S = {2,29,46,48,72,86,99,100,122} S = {2,29,46,48,73,87,92,101,123} S = {2,29,46,49,68,71,90,105,118} S = {2,29,46,49,68,75,86,103,120} S = {2,29,46,49,68,75,90,104,119} S = {2,29,46,49,68,91,103,104,118} S = {2,29,46,49,68,91,105,119,120} S = {2,29,46,49,69,84,91,104,119} S = {2,29,46,49,69,87,88,107,116} S = {2,29,46,49,69,88,91,105,118} S = {2,29,46,49,69,90,104,107,118} S = {2,29,46,49,69,90,105,116,119} S = {2,29,46,49,71,72,86,100,123} S = {2,29,46,49,71,72,90,107,116} S = {2,29,46,49,71,88,100,107,118} S = {2,29,46,49,71,88,105,116,123} S = {2,29,46,49,72,75,86,101,122} S = {2,29,46,49,72,87,100,107,122} S = {2,29,46,49,72,87,101,116,123} S = {2,29,46,49,73,84,87,101,122} S = {2,29,46,49,73,84,91,103,120} S = {2,29,46,49,73,86,100,103,122} S = {2,29,46,49,73,86,101,120,123} S = {2,29,46,49,73,87,88,100,123} S = {2,29,46,49,75,84,101,119,120} S = {2,29,46,49,75,84,103,104,122} S = {2,29,46,51,69,88,95,105,116} S = {2,29,46,51,71,90,96,107,118} S = {2,29,46,51,73,84,95,101,120} S = {2,29,46,51,75,86,96,103,122} S = {2,29,47,48,65,68,90,104,119} S = {2,29,47,48,65,72,86,100,123} S = {2,29,47,48,65,86,90,108,115} S = {2,29,47,48,65,94,100,104,115} S = {2,29,47,48,65,94,108,119,123} S = {2,29,47,48,68,72,83,97,126} S = {2,29,47,48,68,83,90,105,118} S = {2,29,47,48,68,91,97,104,118} S = {2,29,47,48,68,91,105,119,126} S = {2,29,47,48,69,73,94,108,115} S = {2,29,47,48,69,76,91,105,118} S = {2,29,47,48,69,90,104,115,118} S = {2,29,47,48,69,90,105,108,119} S = {2,29,47,48,69,91,94,104,119} S = {2,29,47,48,72,83,86,101,122} S = {2,29,47,48,72,87,97,100,122} S = {2,29,47,48,72,87,101,123,126} S = {2,29,47,48,73,76,87,101,122} S = {2,29,47,48,73,86,100,115,122} S = {2,29,47,48,73,86,101,108,123} S = {2,29,47,48,73,87,94,100,123} S = {2,29,47,48,76,83,97,118,122} S = {2,29,47,48,76,83,101,105,126} S = {2,29,47,48,76,87,91,97,126} S = {2,29,47,49,52,69,90,104,119} S = {2,29,47,49,52,72,87,101,122} S = {2,29,47,49,56,68,91,105,118} S = {2,29,47,49,56,73,86,100,123} S = {2,29,47,49,60,68,90,105,119} S = {2,29,47,49,60,72,86,101,123} S = {2,29,47,49,62,68,91,104,119} S = {2,29,47,49,62,72,87,100,123} S = {2,29,47,49,67,68,90,104,118} S = {2,29,47,49,67,72,86,100,122} S = {2,29,47,49,69,91,105,119,124} S = {2,29,47,49,73,87,101,123,124} S = {2,29,47,52,56,65,94,108,115} S = {2,29,47,52,56,76,83,97,126} S = {2,29,47,52,57,65,90,108,119} S = {2,29,47,52,57,72,83,101,126} S = {2,29,47,52,59,65,94,104,119} S = {2,29,47,52,59,72,87,97,126} S = {2,29,47,52,65,70,90,104,115} S = {2,29,47,52,69,94,108,119,121} S = {2,29,47,52,70,72,83,97,122} S = {2,29,47,52,76,87,101,121,126} S = {2,29,47,53,56,65,86,108,123} S = {2,29,47,53,56,68,83,105,126} S = {2,29,47,55,56,65,94,100,123} S = {2,29,47,55,56,68,91,97,126} S = {2,29,47,56,65,74,86,100,115} S = {2,29,47,56,68,74,83,97,118} S = {2,29,47,56,73,94,108,117,123} S = {2,29,47,56,76,91,105,117,126} S = {2,29,49,62,68,75,82,103,104} S = {2,29,49,62,71,72,82,100,107} S = {2,29,49,62,84,91,109,119,120} S = {2,29,49,62,87,88,109,116,123} S = {2,29,52,59,65,78,82,103,104} S = {2,29,52,59,71,72,82,97,110} S = {2,29,52,59,81,94,109,119,120} S = {2,29,52,59,87,88,109,113,126} S = {2,29,55,56,65,78,82,100,107} S = {2,29,55,56,68,75,82,97,110} S = {2,29,55,56,81,94,109,116,123} S = {2,29,55,56,84,91,109,113,126} S = {2,30,36,39,57,73,85,110,114} S = {2,30,36,39,57,77,81,106,118} S = {2,30,36,43,55,71,89,110,114} S = {2,30,36,43,55,77,81,102,120} S = {2,30,36,43,56,72,85,110,114} S = {2,30,36,43,56,77,81,106,119} S = {2,30,36,47,51,71,89,106,118} S = {2,30,36,47,51,73,85,102,120} S = {2,30,36,47,56,73,85,110,115} S = {2,30,36,47,56,76,81,106,118} S = {2,30,36,51,56,73,85,111,114} S = {2,30,36,51,56,77,80,106,118} S = {2,30,36,55,56,73,84,110,114} S = {2,30,36,55,56,77,81,107,118} S = {2,30,36,57,71,72,84,110,114} S = {2,30,36,57,71,76,80,106,118} S = {2,30,36,57,73,85,111,115,120} S = {2,30,36,57,77,81,107,119,120} S = {2,30,37,56,59,73,85,110,114} S = {2,30,37,56,59,77,81,106,118} S = {2,30,37,56,72,84,91,110,114} S = {2,30,37,56,73,85,100,111,115} S = {2,30,37,56,76,80,91,106,118} S = {2,30,37,56,77,81,100,107,119} S = {2,30,37,57,72,75,85,110,114} S = {2,30,37,57,72,79,83,106,116} S = {2,30,37,57,72,79,84,110,115} S = {2,30,37,57,72,83,84,111,114} S = {2,30,37,57,72,85,111,115,116} S = {2,30,37,57,73,84,87,110,114} S = {2,30,37,57,73,84,104,111,115} S = {2,30,37,57,73,85,108,111,114} S = {2,30,37,57,73,85,110,112,115} S = {2,30,37,57,73,87,107,108,112} S = {2,30,37,57,75,76,80,106,119} S = {2,30,37,57,75,76,87,110,112} S = {2,30,37,57,75,80,87,108,114} S = {2,30,37,57,75,85,108,112,119} S = {2,30,37,57,76,79,81,106,118} S = {2,30,37,57,76,80,87,107,118} S = {2,30,37,57,76,81,107,112,119} S = {2,30,37,57,77,80,83,106,118} S = {2,30,37,57,77,80,107,108,119} S = {2,30,37,57,77,81,104,107,118} S = {2,30,37,57,77,81,106,116,119} S = {2,30,37,57,77,83,104,111,116} S = {2,30,37,57,79,81,104,115,116} S = {2,30,37,57,79,83,84,104,118} S = {2,30,37,59,73,85,103,108,112} S = {2,30,37,59,75,87,88,110,114} S = {2,30,37,59,77,81,103,104,116} S = {2,30,37,59,79,83,88,106,118} S = {2,30,39,40,52,68,89,110,114} S = {2,30,39,40,52,77,81,102,123} S = {2,30,39,40,59,75,85,110,114} S = {2,30,39,40,59,77,81,106,116} S = {2,30,39,44,48,68,89,106,118} S = {2,30,39,44,48,73,85,102,123} S = {2,30,39,44,59,73,85,110,112} S = {2,30,39,44,59,79,81,106,118} S = {2,30,39,48,59,73,85,108,114} S = {2,30,39,48,59,77,83,106,118} S = {2,30,39,52,59,73,87,110,114} S = {2,30,39,52,59,77,81,104,118} S = {2,30,39,57,68,75,87,110,114} S = {2,30,39,57,68,79,83,106,118} S = {2,30,39,57,73,85,108,112,123} S = {2,30,39,57,77,81,104,116,123} S = {2,30,40,43,53,69,89,110,114} S = {2,30,40,43,53,77,81,102,122} S = {2,30,40,47,51,69,89,106,116} S = {2,30,40,47,51,75,85,102,122} S = {2,30,40,47,52,69,89,110,115} S = {2,30,40,47,52,76,81,102,122} S = {2,30,40,51,52,69,89,111,114} S = {2,30,40,51,52,77,80,102,122} S = {2,30,40,52,59,69,88,110,114} S = {2,30,40,52,59,77,81,103,122} S = {2,30,40,53,68,75,88,110,114} S = {2,30,40,53,69,89,111,115,116} S = {2,30,40,53,75,76,80,102,122} S = {2,30,40,53,77,81,103,116,123} S = {2,30,41,52,55,69,89,110,114} S = {2,30,41,52,55,77,81,102,122} S = {2,30,41,52,68,87,88,110,114} S = {2,30,41,52,69,89,104,111,115} S = {2,30,41,52,76,80,87,102,122} S = {2,30,41,52,77,81,103,104,123} S = {2,30,41,53,68,71,89,110,114} S = {2,30,41,53,68,79,83,102,120} S = {2,30,41,53,68,79,88,110,115} S = {2,30,41,53,68,83,88,111,114} S = {2,30,41,53,68,89,111,115,120} S = {2,30,41,53,69,88,91,110,114} S = {2,30,41,53,69,88,100,111,115} S = {2,30,41,53,69,89,108,111,114} S = {2,30,41,53,69,89,110,112,115} S = {2,30,41,53,69,91,103,108,112} S = {2,30,41,53,71,76,80,102,123} S = {2,30,41,53,71,76,91,110,112} S = {2,30,41,53,71,80,91,108,114} S = {2,30,41,53,71,89,108,112,123} S = {2,30,41,53,76,79,81,102,122} S = {2,30,41,53,76,80,91,103,122} S = {2,30,41,53,76,81,103,112,123} S = {2,30,41,53,77,80,83,102,122} S = {2,30,41,53,77,80,103,108,123} S = {2,30,41,53,77,81,100,103,122} S = {2,30,41,53,77,81,102,120,123} S = {2,30,41,53,77,83,100,111,120} S = {2,30,41,53,79,81,100,115,120} S = {2,30,41,53,79,83,88,100,122} S = {2,30,41,55,69,89,107,108,112} S = {2,30,41,55,71,84,91,110,114} S = {2,30,41,55,77,81,100,107,120} S = {2,30,41,55,79,83,84,102,122} S = {2,30,43,44,48,69,89,106,119} S = {2,30,43,44,48,72,85,102,122} S = {2,30,43,44,55,69,89,110,112} S = {2,30,43,44,55,79,81,102,122} S = {2,30,43,48,55,69,89,108,114} S = {2,30,43,48,55,77,83,102,122} S = {2,30,43,53,69,89,108,112,119} S = {2,30,43,53,71,72,91,110,114} S = {2,30,43,53,72,79,83,102,122} S = {2,30,43,53,77,81,100,119,120} S = {2,30,43,55,56,69,91,110,114} S = {2,30,43,55,56,77,81,100,122} S = {2,30,44,47,49,69,89,106,118} S = {2,30,44,47,49,73,85,102,122} S = {2,30,44,48,55,69,89,107,118} S = {2,30,44,48,55,73,84,102,122} S = {2,30,44,48,59,69,88,106,118} S = {2,30,44,48,59,73,85,103,122} S = {2,30,44,49,68,79,88,106,118} S = {2,30,44,49,69,89,107,112,119} S = {2,30,44,49,72,79,84,102,122} S = {2,30,44,49,73,85,103,112,123} S = {2,30,45,48,51,69,89,106,118} S = {2,30,45,48,51,73,85,102,122} S = {2,30,45,48,68,83,88,106,118} S = {2,30,45,48,69,89,107,108,119} S = {2,30,45,48,72,83,84,102,122} S = {2,30,45,48,73,85,103,108,123} S = {2,30,45,49,68,71,89,106,118} S = {2,30,45,49,68,75,87,102,120} S = {2,30,45,49,68,75,88,106,119} S = {2,30,45,49,68,87,88,107,118} S = {2,30,45,49,68,89,107,119,120} S = {2,30,45,49,69,88,91,106,118} S = {2,30,45,49,69,88,100,107,119} S = {2,30,45,49,69,89,104,107,118} S = {2,30,45,49,69,89,106,116,119} S = {2,30,45,49,69,91,103,104,116} S = {2,30,45,49,71,72,84,102,123} S = {2,30,45,49,71,72,91,106,116} S = {2,30,45,49,71,84,91,104,118} S = {2,30,45,49,71,89,104,116,123} S = {2,30,45,49,72,75,85,102,122} S = {2,30,45,49,72,84,91,103,122} S = {2,30,45,49,72,85,103,116,123} S = {2,30,45,49,73,84,87,102,122} S = {2,30,45,49,73,84,103,104,123} S = {2,30,45,49,73,85,100,103,122} S = {2,30,45,49,73,85,102,120,123} S = {2,30,45,49,73,87,100,107,120} S = {2,30,45,49,75,85,100,119,120} S = {2,30,45,49,75,87,88,100,122} S = {2,30,45,51,69,89,104,111,116} S = {2,30,45,51,71,80,91,106,118} S = {2,30,45,51,73,85,100,111,120} S = {2,30,45,51,75,80,87,102,122} S = {2,30,47,49,69,89,104,115,116} S = {2,30,47,49,71,76,91,106,118} S = {2,30,47,49,73,85,100,115,120} S = {2,30,47,49,75,76,87,102,122} S = {2,30,47,51,52,69,89,104,118} S = {2,30,47,51,52,73,87,102,122} S = {2,30,47,51,56,69,91,106,118} S = {2,30,47,51,56,73,85,100,122} S = {2,31,33,36,56,72,85,111,114} S = {2,31,33,36,56,77,80,106,119} S = {2,31,33,38,56,76,85,107,114} S = {2,31,33,38,56,77,84,106,115} S = {2,31,33,40,52,68,89,111,114} S = {2,31,33,40,52,77,80,102,123} S = {2,31,33,42,52,76,89,103,114} S = {2,31,33,42,52,77,88,102,115} S = {2,31,33,44,48,68,89,106,119} S = {2,31,33,44,48,72,85,102,123} S = {2,31,33,44,50,84,89,103,106} S = {2,31,33,44,50,85,88,102,107} S = {2,31,33,44,52,68,89,103,122} S = {2,31,33,44,52,69,88,102,123} S = {2,31,33,44,56,72,85,107,118} S = {2,31,33,44,56,73,84,106,119} S = {2,31,33,44,68,73,103,106,112} S = {2,31,33,44,69,72,102,107,112} S = {2,31,33,44,79,84,89,119,122} S = {2,31,33,44,79,85,88,118,123} S = {2,31,33,52,56,76,81,111,114} S = {2,31,33,52,56,77,80,110,115} S = {2,31,33,52,68,81,103,104,114} S = {2,31,33,52,69,80,102,104,115} S = {2,31,33,52,76,87,89,111,122} S = {2,31,33,52,77,87,88,110,123} S = {2,31,33,56,72,81,100,107,114} S = {2,31,33,56,73,80,100,106,115} S = {2,31,33,56,76,85,91,111,118} S = {2,31,33,56,77,84,91,110,119} S = {2,31,33,60,68,72,81,111,114} S = {2,31,33,60,68,73,80,106,119} S = {2,31,33,60,68,73,81,103,122} S = {2,31,33,60,68,89,103,106,114} S = {2,31,33,60,68,89,111,119,122} S = {2,31,33,60,69,72,80,102,123} S = {2,31,33,60,69,72,81,107,118} S = {2,31,33,60,69,73,80,110,115} S = {2,31,33,60,69,88,102,107,115} S = {2,31,33,60,69,88,110,118,123} S = {2,31,33,60,72,85,102,107,114} S = {2,31,33,60,72,85,111,118,123} S = {2,31,33,60,73,84,103,106,115} S = {2,31,33,60,73,84,110,119,122} S = {2,31,33,60,76,81,103,107,114} S = {2,31,33,60,76,81,111,118,122} S = {2,31,33,60,76,84,89,103,122} S = {2,31,33,60,76,85,88,107,118} S = {2,31,33,60,76,85,89,111,114} S = {2,31,33,60,77,80,102,106,115} S = {2,31,33,60,77,80,110,119,123} S = {2,31,33,60,77,84,88,110,115} S = {2,31,33,60,77,84,89,106,119} S = {2,31,33,60,77,85,88,102,123} S = {2,31,35,36,56,73,85,110,114} S = {2,31,35,36,56,77,81,106,118} S = {2,31,35,40,52,69,89,110,114} S = {2,31,35,40,52,77,81,102,122} S = {2,31,35,44,48,69,89,106,118} S = {2,31,35,44,48,73,85,102,122} S = {2,31,36,40,49,65,92,111,114} S = {2,31,36,40,49,77,80,99,126} S = {2,31,36,41,48,65,92,106,119} S = {2,31,36,41,48,72,85,99,126} S = {2,31,36,41,49,65,92,103,122} S = {2,31,36,41,49,69,88,99,126} S = {2,31,36,41,50,81,92,103,106} S = {2,31,36,41,50,85,88,99,110} S = {2,31,36,41,56,72,85,110,115} S = {2,31,36,41,56,76,81,106,119} S = {2,31,36,41,65,76,103,106,112} S = {2,31,36,41,69,72,99,110,112} S = {2,31,36,41,79,81,92,119,122} S = {2,31,36,41,79,85,88,115,126} S = {2,31,36,42,49,73,92,103,114} S = {2,31,36,42,49,77,88,99,118} S = {2,31,36,49,56,73,84,111,114} S = {2,31,36,49,56,77,80,107,118} S = {2,31,36,49,65,84,103,104,114} S = {2,31,36,49,69,80,99,104,118} S = {2,31,36,49,73,87,92,111,122} S = {2,31,36,49,77,87,88,107,126} S = {2,31,36,56,72,84,97,110,114} S = {2,31,36,56,73,85,94,111,115} S = {2,31,36,56,76,80,97,106,118} S = {2,31,36,56,77,81,94,107,119} S = {2,31,36,57,65,72,84,111,114} S = {2,31,36,57,65,76,80,106,119} S = {2,31,36,57,65,76,84,103,122} S = {2,31,36,57,65,92,103,106,114} S = {2,31,36,57,65,92,111,119,122} S = {2,31,36,57,69,72,80,99,126} S = {2,31,36,57,69,72,84,110,115} S = {2,31,36,57,69,76,80,107,118} S = {2,31,36,57,69,88,99,110,118} S = {2,31,36,57,69,88,107,115,126} S = {2,31,36,57,72,85,99,110,114} S = {2,31,36,57,72,85,111,115,126} S = {2,31,36,57,73,81,92,103,122} S = {2,31,36,57,73,84,103,110,114} S = {2,31,36,57,73,84,111,115,122} S = {2,31,36,57,73,85,88,110,115} S = {2,31,36,57,73,85,92,111,114} S = {2,31,36,57,76,81,103,106,118} S = {2,31,36,57,76,81,107,119,122} S = {2,31,36,57,77,80,99,106,118} S = {2,31,36,57,77,80,107,119,126} S = {2,31,36,57,77,81,88,107,118} S = {2,31,36,57,77,81,92,106,119} S = {2,31,36,57,77,85,88,99,126} S = {2,31,37,40,48,65,92,102,123} S = {2,31,37,40,48,68,89,99,126} S = {2,31,37,40,49,65,92,107,118} S = {2,31,37,40,49,73,84,99,126} S = {2,31,37,40,50,81,92,102,107} S = {2,31,37,40,50,84,89,99,110} S = {2,31,37,40,52,68,89,110,115} S = {2,31,37,40,52,76,81,102,123} S = {2,31,37,40,65,76,102,107,112} S = {2,31,37,40,68,73,99,110,112} S = {2,31,37,40,79,81,92,118,123} S = {2,31,37,40,79,84,89,115,126} S = {2,31,37,41,48,65,92,110,115} S = {2,31,37,41,48,76,81,99,126} S = {2,31,37,41,60,76,81,111,114} S = {2,31,37,41,60,77,80,110,115} S = {2,31,37,42,48,73,92,102,115} S = {2,31,37,42,48,76,89,99,118} S = {2,31,37,43,54,71,88,110,115} S = {2,31,37,43,54,76,81,103,120} S = {2,31,37,44,48,68,89,107,118} S = {2,31,37,44,48,73,84,102,123} S = {2,31,37,44,57,73,84,111,114} S = {2,31,37,44,57,77,80,107,118} S = {2,31,37,46,51,71,88,107,118} S = {2,31,37,46,51,73,84,103,120} S = {2,31,37,48,65,84,102,104,115} S = {2,31,37,48,68,81,99,104,118} S = {2,31,37,48,73,87,92,110,123} S = {2,31,37,48,76,87,89,107,126} S = {2,31,37,49,60,72,85,107,118} S = {2,31,37,49,60,73,84,106,119} S = {2,31,37,52,57,72,85,110,115} S = {2,31,37,52,57,76,81,106,119} S = {2,31,37,56,65,76,84,102,123} S = {2,31,37,56,65,92,102,107,115} S = {2,31,37,56,65,92,110,118,123} S = {2,31,37,56,68,73,81,99,126} S = {2,31,37,56,68,89,99,110,118} S = {2,31,37,56,68,89,107,115,126} S = {2,31,37,56,72,81,84,111,114} S = {2,31,37,56,72,85,107,110,114} S = {2,31,37,56,72,85,111,115,118} S = {2,31,37,56,73,76,80,106,119} S = {2,31,37,56,73,76,85,111,114} S = {2,31,37,56,73,78,83,107,116} S = {2,31,37,56,73,81,92,102,123} S = {2,31,37,56,73,86,107,108,113} S = {2,31,37,56,75,76,86,110,113} S = {2,31,37,56,75,81,86,108,115} S = {2,31,37,56,75,84,108,113,118} S = {2,31,37,56,76,83,105,110,116} S = {2,31,37,56,76,84,89,99,126} S = {2,31,37,56,77,80,106,115,118} S = {2,31,37,56,77,80,107,110,119} S = {2,31,37,56,77,81,84,106,119} S = {2,31,37,56,78,81,105,115,116} S = {2,31,37,56,78,83,84,105,118} S = {2,31,37,57,60,72,85,111,114} S = {2,31,37,57,60,77,80,106,119} S = {2,31,37,57,62,72,84,111,115} S = {2,31,37,57,62,76,80,107,119} S = {2,31,37,57,67,72,84,110,114} S = {2,31,37,57,67,76,80,106,118} S = {2,31,37,57,73,85,111,115,124} S = {2,31,37,57,77,81,107,119,124} S = {2,31,37,58,73,84,103,108,113} S = {2,31,37,58,75,86,88,110,115} S = {2,31,37,58,76,81,103,105,116} S = {2,31,37,58,78,83,88,107,118} S = {2,31,37,59,60,72,81,111,118} S = {2,31,37,59,60,73,80,110,119} S = {2,31,37,60,70,72,81,107,114} S = {2,31,37,60,70,73,80,106,115} S = {2,31,37,60,76,85,111,118,121} S = {2,31,37,60,77,84,110,119,121} S = {2,31,38,40,49,69,92,107,114} S = {2,31,38,40,49,77,84,99,122} S = {2,31,38,41,48,69,92,106,115} S = {2,31,38,41,48,76,85,99,122} S = {2,31,39,41,58,75,84,110,115} S = {2,31,39,41,58,76,81,107,116} S = {2,31,39,44,58,73,84,110,113} S = {2,31,39,44,58,78,81,107,118} S = {2,31,39,49,58,73,84,108,115} S = {2,31,39,49,58,76,83,107,118} S = {2,31,39,52,58,73,86,110,115} S = {2,31,39,52,58,76,81,105,118} S = {2,31,39,56,69,75,86,110,115} S = {2,31,39,56,69,78,83,107,118} S = {2,31,39,56,73,84,108,113,122} S = {2,31,39,56,76,81,105,116,122} S = {2,31,40,49,52,69,88,111,114} S = {2,31,40,49,52,77,80,103,122} S = {2,31,40,49,65,88,100,107,114} S = {2,31,40,49,69,91,92,111,118} S = {2,31,40,49,73,80,99,100,122} S = {2,31,40,49,77,84,91,103,126} S = {2,31,40,52,68,88,97,110,114} S = {2,31,40,52,69,89,94,111,115} S = {2,31,40,52,76,80,97,102,122} S = {2,31,40,52,77,81,94,103,123} S = {2,31,40,53,65,68,88,111,114} S = {2,31,40,53,65,76,80,102,123} S = {2,31,40,53,65,76,88,107,118} S = {2,31,40,53,65,92,102,107,114} S = {2,31,40,53,65,92,111,118,123} S = {2,31,40,53,68,73,80,99,126} S = {2,31,40,53,68,73,88,110,115} S = {2,31,40,53,68,89,99,110,114} S = {2,31,40,53,68,89,111,115,126} S = {2,31,40,53,69,81,92,107,118} S = {2,31,40,53,69,84,89,110,115} S = {2,31,40,53,69,88,107,110,114} S = {2,31,40,53,69,88,111,115,118} S = {2,31,40,53,69,89,92,111,114} S = {2,31,40,53,73,76,80,103,122} S = {2,31,40,53,73,84,99,110,122} S = {2,31,40,53,73,84,103,115,126} S = {2,31,40,53,76,81,102,107,122} S = {2,31,40,53,76,81,103,118,123} S = {2,31,40,53,77,80,99,102,122} S = {2,31,40,53,77,80,103,123,126} S = {2,31,40,53,77,81,84,103,122} S = {2,31,40,53,77,81,92,102,123} S = {2,31,40,53,77,84,89,99,126} S = {2,31,41,44,48,69,88,106,119} S = {2,31,41,44,48,72,85,103,122} S = {2,31,41,44,53,69,88,111,114} S = {2,31,41,44,53,77,80,103,122} S = {2,31,41,46,51,69,88,107,116} S = {2,31,41,46,51,75,84,103,122} S = {2,31,41,48,65,88,100,106,115} S = {2,31,41,48,69,91,92,110,119} S = {2,31,41,48,72,81,99,100,122} S = {2,31,41,48,76,85,91,103,126} S = {2,31,41,49,60,68,89,103,122} S = {2,31,41,49,60,69,88,102,123} S = {2,31,41,52,65,76,88,106,119} S = {2,31,41,52,65,92,103,106,115} S = {2,31,41,52,65,92,110,119,122} S = {2,31,41,52,68,81,88,111,114} S = {2,31,41,52,68,89,103,110,114} S = {2,31,41,52,68,89,111,115,122} S = {2,31,41,52,69,72,81,99,126} S = {2,31,41,52,69,76,80,102,123} S = {2,31,41,52,69,76,89,111,114} S = {2,31,41,52,69,78,83,103,120} S = {2,31,41,52,69,81,92,106,119} S = {2,31,41,52,69,90,103,108,113} S = {2,31,41,52,71,76,90,110,113} S = {2,31,41,52,71,81,90,108,115} S = {2,31,41,52,71,88,108,113,122} S = {2,31,41,52,72,85,99,110,122} S = {2,31,41,52,72,85,103,115,126} S = {2,31,41,52,76,83,101,110,120} S = {2,31,41,52,76,85,88,99,126} S = {2,31,41,52,77,80,102,115,122} S = {2,31,41,52,77,80,103,110,123} S = {2,31,41,52,77,81,88,102,123} S = {2,31,41,52,78,81,101,115,120} S = {2,31,41,52,78,83,88,101,122} S = {2,31,41,53,56,68,89,110,115} S = {2,31,41,53,56,76,81,102,123} S = {2,31,41,53,60,68,89,111,114} S = {2,31,41,53,60,77,80,102,123} S = {2,31,41,53,62,68,88,111,115} S = {2,31,41,53,62,76,80,103,123} S = {2,31,41,53,67,68,88,110,114} S = {2,31,41,53,67,76,80,102,122} S = {2,31,41,53,69,89,111,115,124} S = {2,31,41,53,77,81,103,123,124} S = {2,31,41,54,69,88,107,108,113} S = {2,31,41,54,71,84,90,110,115} S = {2,31,41,54,76,81,101,107,120} S = {2,31,41,54,78,83,84,103,122} S = {2,31,41,55,60,68,81,111,122} S = {2,31,41,55,60,69,80,110,123} S = {2,31,41,60,68,74,81,103,114} S = {2,31,41,60,69,74,80,102,115} S = {2,31,41,60,76,89,111,117,122} S = {2,31,41,60,77,88,110,117,123} S = {2,31,43,44,54,69,88,110,113} S = {2,31,43,44,54,78,81,103,122} S = {2,31,43,49,54,69,88,108,115} S = {2,31,43,49,54,76,83,103,122} S = {2,31,43,52,69,88,108,113,118} S = {2,31,43,52,71,73,90,110,115} S = {2,31,43,52,73,78,83,103,122} S = {2,31,43,52,76,81,101,118,120} S = {2,31,43,54,56,69,90,110,115} S = {2,31,43,54,56,76,81,101,122} S = {2,31,44,48,68,88,97,106,118} S = {2,31,44,48,69,89,94,107,119} S = {2,31,44,48,72,84,97,102,122} S = {2,31,44,48,73,85,94,103,123} S = {2,31,44,49,65,84,88,111,114} S = {2,31,44,49,65,92,103,107,114} S = {2,31,44,49,65,92,111,118,122} S = {2,31,44,49,68,73,88,106,119} S = {2,31,44,49,68,89,103,106,118} S = {2,31,44,49,68,89,107,119,122} S = {2,31,44,49,69,72,84,102,123} S = {2,31,44,49,69,73,80,99,126} S = {2,31,44,49,69,73,92,111,114} S = {2,31,44,49,69,75,86,103,120} S = {2,31,44,49,69,84,89,106,119} S = {2,31,44,49,69,90,103,105,116} S = {2,31,44,49,71,73,90,107,116} S = {2,31,44,49,71,84,90,105,118} S = {2,31,44,49,71,88,105,116,122} S = {2,31,44,49,72,85,102,107,122} S = {2,31,44,49,72,85,103,118,123} S = {2,31,44,49,73,85,88,102,123} S = {2,31,44,49,73,86,101,107,120} S = {2,31,44,49,75,84,101,118,120} S = {2,31,44,49,75,86,88,101,122} S = {2,31,44,49,77,80,99,118,122} S = {2,31,44,49,77,80,103,107,126} S = {2,31,44,49,77,84,88,99,126} S = {2,31,44,51,69,88,105,110,116} S = {2,31,44,51,71,81,90,107,118} S = {2,31,44,51,73,84,101,110,120} S = {2,31,44,51,75,81,86,103,122} S = {2,31,44,52,57,65,92,103,122} S = {2,31,44,52,57,69,88,99,126} S = {2,31,44,53,56,65,92,107,118} S = {2,31,44,53,56,73,84,99,126} S = {2,31,44,53,57,65,92,111,114} S = {2,31,44,53,57,77,80,99,126} S = {2,31,44,53,59,65,88,111,118} S = {2,31,44,53,59,73,80,103,126} S = {2,31,44,53,65,70,88,107,114} S = {2,31,44,53,69,92,111,118,121} S = {2,31,44,53,70,73,80,99,122} S = {2,31,44,53,77,84,103,121,126} S = {2,31,44,55,57,65,84,111,122} S = {2,31,44,55,57,69,80,107,126} S = {2,31,44,57,65,74,84,103,114} S = {2,31,44,57,69,74,80,99,118} S = {2,31,44,57,73,92,111,117,122} S = {2,31,44,57,77,88,107,117,126} S = {2,31,45,48,65,68,88,106,119} S = {2,31,45,48,65,72,84,102,123} S = {2,31,45,48,65,84,88,110,115} S = {2,31,45,48,65,92,102,106,115} S = {2,31,45,48,65,92,110,119,123} S = {2,31,45,48,68,72,81,99,126} S = {2,31,45,48,68,81,88,107,118} S = {2,31,45,48,68,89,99,106,118} S = {2,31,45,48,68,89,107,119,126} S = {2,31,45,48,69,73,92,110,115} S = {2,31,45,48,69,76,89,107,118} S = {2,31,45,48,69,88,106,115,118} S = {2,31,45,48,69,88,107,110,119} S = {2,31,45,48,69,89,92,106,119} S = {2,31,45,48,72,81,84,103,122} S = {2,31,45,48,72,85,99,102,122} S = {2,31,45,48,72,85,103,123,126} S = {2,31,45,48,73,76,85,103,122} S = {2,31,45,48,73,84,102,115,122} S = {2,31,45,48,73,84,103,110,123} S = {2,31,45,48,73,85,92,102,123} S = {2,31,45,48,76,81,99,118,122} S = {2,31,45,48,76,81,103,107,126} S = {2,31,45,48,76,85,89,99,126} S = {2,31,45,49,52,69,88,106,119} S = {2,31,45,49,52,72,85,103,122} S = {2,31,45,49,56,68,89,107,118} S = {2,31,45,49,56,73,84,102,123} S = {2,31,45,49,60,68,89,106,119} S = {2,31,45,49,60,72,85,102,123} S = {2,31,45,49,62,68,88,107,119} S = {2,31,45,49,62,72,84,103,123} S = {2,31,45,49,67,68,88,106,118} S = {2,31,45,49,67,72,84,102,122} S = {2,31,45,49,69,89,107,119,124} S = {2,31,45,49,73,85,103,123,124} S = {2,31,45,52,56,65,92,110,115} S = {2,31,45,52,56,76,81,99,126} S = {2,31,45,52,57,65,92,106,119} S = {2,31,45,52,57,72,85,99,126} S = {2,31,45,52,59,65,88,110,119} S = {2,31,45,52,59,72,81,103,126} S = {2,31,45,52,65,70,88,106,115} S = {2,31,45,52,69,92,110,119,121} S = {2,31,45,52,70,72,81,99,122} S = {2,31,45,52,76,85,103,121,126} S = {2,31,45,53,56,65,92,102,123} S = {2,31,45,53,56,68,89,99,126} S = {2,31,45,55,56,65,84,110,123} S = {2,31,45,55,56,68,81,107,126} S = {2,31,45,56,65,74,84,102,115} S = {2,31,45,56,68,74,81,99,118} S = {2,31,45,56,73,92,110,117,123} S = {2,31,45,56,76,89,107,117,126} S = {2,31,46,49,69,88,105,115,116} S = {2,31,46,49,71,76,90,107,118} S = {2,31,46,49,73,84,101,115,120} S = {2,31,46,49,75,76,86,103,122} S = {2,31,46,51,52,69,88,105,118} S = {2,31,46,51,52,73,86,103,122} S = {2,31,46,51,56,69,90,107,118} S = {2,31,46,51,56,73,84,101,122} S = {2,31,47,49,60,68,73,119,122} S = {2,31,47,49,60,69,72,118,123} S = {2,31,47,52,57,65,76,119,122} S = {2,31,47,52,57,69,72,115,126} S = {2,31,47,53,56,65,76,118,123} S = {2,31,47,53,56,68,73,115,126} S = {2,31,49,60,68,73,82,103,106} S = {2,31,49,60,69,72,82,102,107} S = {2,31,49,60,84,89,109,119,122} S = {2,31,49,60,85,88,109,118,123} S = {2,31,52,57,65,76,82,103,106} S = {2,31,52,57,69,72,82,99,110} S = {2,31,52,57,81,92,109,119,122} S = {2,31,52,57,85,88,109,115,126} S = {2,31,53,56,65,76,82,102,107} S = {2,31,53,56,68,73,82,99,110} S = {2,31,53,56,81,92,109,118,123} S = {2,31,53,56,84,89,109,115,126} S = {2,33,44,54,59,79,85,88,98} S = {2,33,44,54,59,93,103,106,112} S = {2,33,44,55,58,79,84,89,98} S = {2,33,44,55,58,93,102,107,112} S = {2,33,46,52,59,77,87,88,98} S = {2,33,46,52,59,93,103,104,114} S = {2,33,46,55,56,77,84,91,98} S = {2,33,46,55,56,93,100,107,114} S = {2,33,47,52,58,76,87,89,98} S = {2,33,47,52,58,93,102,104,115} S = {2,33,47,54,56,76,85,91,98} S = {2,33,47,54,56,93,100,106,115} S = {2,36,41,51,62,79,85,88,98} S = {2,36,41,51,62,93,103,106,112} S = {2,36,41,55,58,79,81,92,98} S = {2,36,41,55,58,93,99,110,112} S = {2,36,43,49,62,77,87,88,98} S = {2,36,43,49,62,93,103,104,114} S = {2,36,43,55,56,77,81,94,98} S = {2,36,43,55,56,93,97,110,114} S = {2,36,47,49,58,73,87,92,98} S = {2,36,47,49,58,93,99,104,118} S = {2,36,47,51,56,73,85,94,98} S = {2,36,47,51,56,93,97,106,118} S = {2,37,40,51,62,79,84,89,98} S = {2,37,40,51,62,93,102,107,112} S = {2,37,40,54,59,79,81,92,98} S = {2,37,40,54,59,93,99,110,112} S = {2,37,43,48,62,76,87,89,98} S = {2,37,43,48,62,93,102,104,115} S = {2,37,43,54,56,76,81,95,98} S = {2,37,43,54,56,93,96,110,115} S = {2,37,46,48,59,73,87,92,98} S = {2,37,46,48,59,93,99,104,118} S = {2,37,46,51,56,73,84,95,98} S = {2,37,46,51,56,93,96,107,118} S = {2,37,56,63,73,78,83,84,98} S = {2,37,56,63,75,76,81,86,98} S = {2,37,56,63,93,105,110,115,116} S = {2,37,56,63,93,107,108,113,118} S = {2,37,57,62,72,79,83,84,98} S = {2,37,57,62,75,76,80,87,98} S = {2,37,57,62,93,104,111,115,116} S = {2,37,57,62,93,107,108,112,119} S = {2,37,59,60,72,79,81,86,98} S = {2,37,59,60,73,78,80,87,98} S = {2,37,59,60,93,104,111,113,118} S = {2,37,59,60,93,105,110,112,119} S = {2,39,40,49,62,77,84,91,98} S = {2,39,40,49,62,93,100,107,114} S = {2,39,40,52,59,77,81,94,98} S = {2,39,40,52,59,93,97,110,114} S = {2,39,41,48,62,76,85,91,98} S = {2,39,41,48,62,93,100,106,115} S = {2,39,41,52,58,76,81,95,98} S = {2,39,41,52,58,93,96,110,115} S = {2,39,44,48,59,73,85,94,98} S = {2,39,44,48,59,93,97,106,118} S = {2,39,44,49,58,73,84,95,98} S = {2,39,44,49,58,93,96,107,118} S = {2,40,47,49,54,69,91,92,98} S = {2,40,47,49,54,93,99,100,122} S = {2,40,47,51,52,69,89,94,98} S = {2,40,47,51,52,93,97,102,122} S = {2,41,46,48,55,69,91,92,98} S = {2,41,46,48,55,93,99,100,122} S = {2,41,46,51,52,69,88,95,98} S = {2,41,46,51,52,93,96,103,122} S = {2,41,52,63,69,78,83,88,98} S = {2,41,52,63,71,76,81,90,98} S = {2,41,52,63,93,101,110,115,120} S = {2,41,52,63,93,103,108,113,122} S = {2,41,53,62,68,79,83,88,98} S = {2,41,53,62,71,76,80,91,98} S = {2,41,53,62,93,100,111,115,120} S = {2,41,53,62,93,103,108,112,123} S = {2,41,55,60,68,79,81,90,98} S = {2,41,55,60,69,78,80,91,98} S = {2,41,55,60,93,100,111,113,122} S = {2,41,55,60,93,101,110,112,123} S = {2,43,44,48,55,69,89,94,98} S = {2,43,44,48,55,93,97,102,122} S = {2,43,44,49,54,69,88,95,98} S = {2,43,44,49,54,93,96,103,122} S = {2,44,49,63,69,75,86,88,98} S = {2,44,49,63,71,73,84,90,98} S = {2,44,49,63,93,101,107,118,120} S = {2,44,49,63,93,103,105,116,122} S = {2,44,53,59,65,79,86,88,98} S = {2,44,53,59,71,73,80,94,98} S = {2,44,53,59,93,97,111,118,120} S = {2,44,53,59,93,103,105,112,126} S = {2,44,55,57,65,79,84,90,98} S = {2,44,55,57,69,75,80,94,98} S = {2,44,55,57,93,97,111,116,122} S = {2,44,55,57,93,101,107,112,126} S = {2,45,49,62,68,75,87,88,98} S = {2,45,49,62,71,72,84,91,98} S = {2,45,49,62,93,100,107,119,120} S = {2,45,49,62,93,103,104,116,123} S = {2,45,52,59,65,78,87,88,98} S = {2,45,52,59,71,72,81,94,98} S = {2,45,52,59,93,97,110,119,120} S = {2,45,52,59,93,103,104,113,126} S = {2,45,55,56,65,78,84,91,98} S = {2,45,55,56,68,75,81,94,98} S = {2,45,55,56,93,97,110,116,123} S = {2,45,55,56,93,100,107,113,126} S = {2,47,49,60,68,73,87,90,98} S = {2,47,49,60,69,72,86,91,98} S = {2,47,49,60,93,100,105,119,122} S = {2,47,49,60,93,101,104,118,123} S = {2,47,52,57,65,76,87,90,98} S = {2,47,52,57,69,72,83,94,98} S = {2,47,52,57,93,97,108,119,122} S = {2,47,52,57,93,101,104,115,126} S = {2,47,53,56,65,76,86,91,98} S = {2,47,53,56,68,73,83,94,98} S = {2,47,53,56,93,97,108,118,123} S = {2,47,53,56,93,100,105,115,126} S = {2,61,65,76,86,91,103,106,112} S = {2,61,65,76,87,90,102,107,112} S = {2,61,65,78,84,91,103,104,114} S = {2,61,65,78,87,88,100,107,114} S = {2,61,65,79,84,90,102,104,115} S = {2,61,65,79,86,88,100,106,115} S = {2,61,68,73,83,94,103,106,112} S = {2,61,68,73,87,90,99,110,112} S = {2,61,68,75,81,94,103,104,114} S = {2,61,68,75,87,88,97,110,114} S = {2,61,68,79,81,90,99,104,118} S = {2,61,68,79,83,88,97,106,118} S = {2,61,69,72,83,94,102,107,112} S = {2,61,69,72,86,91,99,110,112} S = {2,61,69,75,80,94,102,104,115} S = {2,61,69,75,86,88,96,110,115} S = {2,61,69,78,80,91,99,104,118} S = {2,61,69,78,83,88,96,107,118} S = {2,61,69,88,95,105,110,115,116} S = {2,61,69,88,95,107,108,113,118} S = {2,61,69,89,94,104,111,115,116} S = {2,61,69,89,94,107,108,112,119} S = {2,61,69,91,92,104,111,113,118} S = {2,61,69,91,92,105,110,112,119} S = {2,61,71,72,81,94,100,107,114} S = {2,61,71,72,84,91,97,110,114} S = {2,61,71,73,80,94,100,106,115} S = {2,61,71,73,84,90,96,110,115} S = {2,61,71,76,80,91,97,106,118} S = {2,61,71,76,81,90,96,107,118} S = {2,61,72,79,81,86,99,100,122} S = {2,61,72,79,83,84,97,102,122} S = {2,61,73,78,80,87,99,100,122} S = {2,61,73,78,83,84,96,103,122} S = {2,61,73,84,95,101,110,115,120} S = {2,61,73,84,95,103,108,113,122} S = {2,61,73,85,94,100,111,115,120} S = {2,61,73,85,94,103,108,112,123} S = {2,61,73,87,92,100,111,113,122} S = {2,61,73,87,92,101,110,112,123} S = {2,61,75,76,80,87,97,102,122} S = {2,61,75,76,81,86,96,103,122} S = {2,61,76,81,95,101,107,118,120} S = {2,61,76,81,95,103,105,116,122} S = {2,61,76,85,91,97,111,118,120} S = {2,61,76,85,91,103,105,112,126} S = {2,61,76,87,89,97,111,116,122} S = {2,61,76,87,89,101,107,112,126} S = {2,61,77,81,94,100,107,119,120} S = {2,61,77,81,94,103,104,116,123} S = {2,61,77,84,91,97,110,119,120} S = {2,61,77,84,91,103,104,113,126} S = {2,61,77,87,88,97,110,116,123} S = {2,61,77,87,88,100,107,113,126} S = {2,61,79,81,92,100,105,119,122} S = {2,61,79,81,92,101,104,118,123} S = {2,61,79,84,89,97,108,119,122} S = {2,61,79,84,89,101,104,115,126} S = {2,61,79,85,88,97,108,118,123} S = {2,61,79,85,88,100,105,115,126} S = {3,4,8,48,63,81,94,98,109} S = {3,4,8,48,63,82,93,97,110} S = {3,4,8,49,62,80,95,98,109} S = {3,4,8,49,62,82,93,96,111} S = {3,4,8,50,61,80,95,97,110} S = {3,4,8,50,61,81,94,96,111} S = {3,4,9,48,63,81,94,101,106} S = {3,4,9,48,63,85,90,97,110} S = {3,4,9,49,62,80,95,101,106} S = {3,4,9,49,62,85,90,96,111} S = {3,4,9,53,58,80,95,97,110} S = {3,4,9,53,58,81,94,96,111} S = {3,4,10,48,63,82,93,102,105} S = {3,4,10,48,63,86,89,98,109} S = {3,4,10,50,61,80,95,102,105} S = {3,4,10,50,61,86,89,96,111} S = {3,4,10,54,57,80,95,98,109} S = {3,4,10,54,57,82,93,96,111} S = {3,4,13,49,62,85,90,103,104} S = {3,4,13,49,62,87,88,101,106} S = {3,4,13,53,58,81,94,103,104} S = {3,4,13,53,58,87,88,97,110} S = {3,4,13,55,56,81,94,101,106} S = {3,4,13,55,56,85,90,97,110} S = {3,4,14,50,61,86,89,103,104} S = {3,4,14,50,61,87,88,102,105} S = {3,4,14,54,57,82,93,103,104} S = {3,4,14,54,57,87,88,98,109} S = {3,4,14,55,56,82,93,102,105} S = {3,4,14,55,56,86,89,98,109} S = {3,4,15,53,58,86,89,103,104} S = {3,4,15,53,58,87,88,102,105} S = {3,4,15,54,57,85,90,103,104} S = {3,4,15,54,57,87,88,101,106} S = {3,4,15,55,56,85,90,102,105} S = {3,4,15,55,56,86,89,101,106} S = {3,4,16,40,63,73,94,98,117} S = {3,4,16,40,63,74,93,97,118} S = {3,4,16,41,62,72,95,98,117} S = {3,4,16,41,62,74,93,96,119} S = {3,4,16,42,61,72,95,97,118} S = {3,4,16,42,61,73,94,96,119} S = {3,4,17,40,63,73,94,101,114} S = {3,4,17,40,63,77,90,97,118} S = {3,4,17,41,62,72,95,101,114} S = {3,4,17,41,62,77,90,96,119} S = {3,4,17,45,58,72,95,97,118} S = {3,4,17,45,58,73,94,96,119} S = {3,4,18,40,63,74,93,102,113} S = {3,4,18,40,63,78,89,98,117} S = {3,4,18,42,61,72,95,102,113} S = {3,4,18,42,61,78,89,96,119} S = {3,4,18,46,57,72,95,98,117} S = {3,4,18,46,57,74,93,96,119} S = {3,4,21,41,62,77,90,103,112} S = {3,4,21,41,62,79,88,101,114} S = {3,4,21,45,58,73,94,103,112} S = {3,4,21,45,58,79,88,97,118} S = {3,4,21,47,56,73,94,101,114} S = {3,4,21,47,56,77,90,97,118} S = {3,4,22,42,61,78,89,103,112} S = {3,4,22,42,61,79,88,102,113} S = {3,4,22,46,57,74,93,103,112} S = {3,4,22,46,57,79,88,98,117} S = {3,4,22,47,56,74,93,102,113} S = {3,4,22,47,56,78,89,98,117} S = {3,4,23,45,58,78,89,103,112} S = {3,4,23,45,58,79,88,102,113} S = {3,4,23,46,57,77,90,103,112} S = {3,4,23,46,57,79,88,101,114} S = {3,4,23,47,56,77,90,102,113} S = {3,4,23,47,56,78,89,101,114} S = {3,4,24,31,41,46,50,74,117} S = {3,4,24,31,41,46,53,77,114} S = {3,4,24,31,41,50,53,81,110} S = {3,4,24,31,41,73,110,114,117} S = {3,4,24,31,41,74,77,81,118} S = {3,4,24,31,42,45,49,73,118} S = {3,4,24,31,42,45,54,78,113} S = {3,4,24,31,42,49,54,82,109} S = {3,4,24,31,42,73,78,82,117} S = {3,4,24,31,42,74,109,113,118} S = {3,4,24,31,45,49,54,85,106} S = {3,4,24,31,45,73,78,85,114} S = {3,4,24,31,45,77,106,113,118} S = {3,4,24,31,46,50,53,86,105} S = {3,4,24,31,46,74,77,86,113} S = {3,4,24,31,46,78,105,114,117} S = {3,4,24,31,49,73,82,85,110} S = {3,4,24,31,49,81,106,109,118} S = {3,4,24,31,50,74,81,86,109} S = {3,4,24,31,50,82,105,110,117} S = {3,4,24,31,53,77,81,86,106} S = {3,4,24,31,53,85,105,110,114} S = {3,4,24,31,54,78,82,85,105} S = {3,4,24,31,54,86,106,109,113} S = {3,4,24,32,63,73,82,110,117} S = {3,4,24,32,63,74,81,109,118} S = {3,4,24,33,63,73,85,110,114} S = {3,4,24,33,63,77,81,106,118} S = {3,4,24,34,63,74,86,109,113} S = {3,4,24,34,63,78,82,105,117} S = {3,4,24,40,63,73,78,114,117} S = {3,4,24,40,63,74,77,113,118} S = {3,4,24,41,46,50,53,95,96} S = {3,4,24,41,46,72,95,114,117} S = {3,4,24,41,46,74,77,96,119} S = {3,4,24,41,50,64,95,110,117} S = {3,4,24,41,50,74,81,96,127} S = {3,4,24,41,53,65,95,110,114} S = {3,4,24,41,53,77,81,96,126} S = {3,4,24,42,45,49,54,95,96} S = {3,4,24,42,45,72,95,113,118} S = {3,4,24,42,45,73,78,96,119} S = {3,4,24,42,49,64,95,109,118} S = {3,4,24,42,49,73,82,96,127} S = {3,4,24,42,54,66,95,109,113} S = {3,4,24,42,54,78,82,96,125} S = {3,4,24,45,49,65,95,106,118} S = {3,4,24,45,49,73,85,96,126} S = {3,4,24,46,50,66,95,105,117} S = {3,4,24,46,50,74,86,96,125} S = {3,4,24,48,63,81,86,106,109} S = {3,4,24,48,63,82,85,105,110} S = {3,4,24,49,54,80,95,106,109} S = {3,4,24,49,54,82,85,96,111} S = {3,4,24,50,53,80,95,105,110} S = {3,4,24,50,53,81,86,96,111} S = {3,4,24,63,73,78,82,85,96} S = {3,4,24,63,74,77,81,86,96} S = {3,4,24,63,95,105,110,114,117} S = {3,4,24,63,95,106,109,113,118} S = {3,4,25,30,40,47,50,74,117} S = {3,4,25,30,40,47,53,77,114} S = {3,4,25,30,40,50,53,80,111} S = {3,4,25,30,40,72,111,114,117} S = {3,4,25,30,40,74,77,80,119} S = {3,4,25,30,42,45,48,72,119} S = {3,4,25,30,42,45,55,79,112} S = {3,4,25,30,42,48,55,82,109} S = {3,4,25,30,42,72,79,82,117} S = {3,4,25,30,42,74,109,112,119} S = {3,4,25,30,45,48,55,85,106} S = {3,4,25,30,45,72,79,85,114} S = {3,4,25,30,45,77,106,112,119} S = {3,4,25,30,47,50,53,87,104} S = {3,4,25,30,47,74,77,87,112} S = {3,4,25,30,47,79,104,114,117} S = {3,4,25,30,48,72,82,85,111} S = {3,4,25,30,48,80,106,109,119} S = {3,4,25,30,50,74,80,87,109} S = {3,4,25,30,50,82,104,111,117} S = {3,4,25,30,53,77,80,87,106} S = {3,4,25,30,53,85,104,111,114} S = {3,4,25,30,55,79,82,85,104} S = {3,4,25,30,55,87,106,109,112} S = {3,4,25,32,62,72,82,111,117} S = {3,4,25,32,62,74,80,109,119} S = {3,4,25,33,62,72,85,111,114} S = {3,4,25,33,62,77,80,106,119} S = {3,4,25,37,62,77,87,106,112} S = {3,4,25,37,62,79,85,104,114} S = {3,4,25,40,47,50,53,94,97} S = {3,4,25,40,47,73,94,114,117} S = {3,4,25,40,47,74,77,97,118} S = {3,4,25,40,50,64,94,111,117} S = {3,4,25,40,50,74,80,97,127} S = {3,4,25,40,53,65,94,111,114} S = {3,4,25,40,53,77,80,97,126} S = {3,4,25,41,62,72,79,114,117} S = {3,4,25,41,62,74,77,112,119} S = {3,4,25,42,45,48,55,94,97} S = {3,4,25,42,45,72,79,97,118} S = {3,4,25,42,45,73,94,112,119} S = {3,4,25,42,48,64,94,109,119} S = {3,4,25,42,48,72,82,97,127} S = {3,4,25,45,48,65,94,106,119} S = {3,4,25,45,48,72,85,97,126} S = {3,4,25,45,55,69,94,106,112} S = {3,4,25,45,55,79,85,97,122} S = {3,4,25,47,53,69,94,104,114} S = {3,4,25,47,53,77,87,97,122} S = {3,4,25,48,55,81,94,106,109} S = {3,4,25,48,55,82,85,97,110} S = {3,4,25,49,62,80,87,106,109} S = {3,4,25,49,62,82,85,104,111} S = {3,4,25,50,53,80,87,97,110} S = {3,4,25,50,53,81,94,104,111} S = {3,4,25,62,72,79,82,85,97} S = {3,4,25,62,74,77,80,87,97} S = {3,4,25,62,94,104,111,114,117} S = {3,4,25,62,94,106,109,112,119} S = {3,4,26,29,40,47,49,73,118} S = {3,4,26,29,40,47,54,78,113} S = {3,4,26,29,40,49,54,80,111} S = {3,4,26,29,40,72,111,113,118} S = {3,4,26,29,40,73,78,80,119} S = {3,4,26,29,41,46,48,72,119} S = {3,4,26,29,41,46,55,79,112} S = {3,4,26,29,41,48,55,81,110} S = {3,4,26,29,41,72,79,81,118} S = {3,4,26,29,41,73,110,112,119} S = {3,4,26,29,46,48,55,86,105} S = {3,4,26,29,46,72,79,86,113} S = {3,4,26,29,46,78,105,112,119} S = {3,4,26,29,47,49,54,87,104} S = {3,4,26,29,47,73,78,87,112} S = {3,4,26,29,47,79,104,113,118} S = {3,4,26,29,48,72,81,86,111} S = {3,4,26,29,48,80,105,110,119} S = {3,4,26,29,49,73,80,87,110} S = {3,4,26,29,49,81,104,111,118} S = {3,4,26,29,54,78,80,87,105} S = {3,4,26,29,54,86,104,111,113} S = {3,4,26,29,55,79,81,86,104} S = {3,4,26,29,55,87,105,110,112} S = {3,4,26,32,61,72,81,111,118} S = {3,4,26,32,61,73,80,110,119} S = {3,4,26,34,61,72,86,111,113} S = {3,4,26,34,61,78,80,105,119} S = {3,4,26,38,61,78,87,105,112} S = {3,4,26,38,61,79,86,104,113} S = {3,4,26,40,47,49,54,93,98} S = {3,4,26,40,47,73,78,98,117} S = {3,4,26,40,47,74,93,113,118} S = {3,4,26,40,49,64,93,111,118} S = {3,4,26,40,49,73,80,98,127} S = {3,4,26,40,54,66,93,111,113} S = {3,4,26,40,54,78,80,98,125} S = {3,4,26,41,46,48,55,93,98} S = {3,4,26,41,46,72,79,98,117} S = {3,4,26,41,46,74,93,112,119} S = {3,4,26,41,48,64,93,110,119} S = {3,4,26,41,48,72,81,98,127} S = {3,4,26,42,61,72,79,113,118} S = {3,4,26,42,61,73,78,112,119} S = {3,4,26,46,48,66,93,105,119} S = {3,4,26,46,48,72,86,98,125} S = {3,4,26,46,55,70,93,105,112} S = {3,4,26,46,55,79,86,98,121} S = {3,4,26,47,54,70,93,104,113} S = {3,4,26,47,54,78,87,98,121} S = {3,4,26,48,55,81,86,98,109} S = {3,4,26,48,55,82,93,105,110} S = {3,4,26,49,54,80,87,98,109} S = {3,4,26,49,54,82,93,104,111} S = {3,4,26,50,61,80,87,105,110} S = {3,4,26,50,61,81,86,104,111} S = {3,4,26,61,72,79,81,86,98} S = {3,4,26,61,73,78,80,87,98} S = {3,4,26,61,93,104,111,113,118} S = {3,4,26,61,93,105,110,112,119} S = {3,4,29,33,58,72,81,111,118} S = {3,4,29,33,58,73,80,110,119} S = {3,4,29,37,58,73,87,110,112} S = {3,4,29,37,58,79,81,104,118} S = {3,4,29,39,58,78,87,105,112} S = {3,4,29,39,58,79,86,104,113} S = {3,4,29,40,47,49,54,90,101} S = {3,4,29,40,47,73,78,101,114} S = {3,4,29,40,47,77,90,113,118} S = {3,4,29,40,49,65,90,111,118} S = {3,4,29,40,49,73,80,101,126} S = {3,4,29,41,46,48,55,90,101} S = {3,4,29,41,46,72,79,101,114} S = {3,4,29,41,46,77,90,112,119} S = {3,4,29,41,48,65,90,110,119} S = {3,4,29,41,48,72,81,101,126} S = {3,4,29,41,55,69,90,110,112} S = {3,4,29,41,55,79,81,101,122} S = {3,4,29,45,58,72,79,113,118} S = {3,4,29,45,58,73,78,112,119} S = {3,4,29,46,55,71,90,105,112} S = {3,4,29,46,55,79,86,101,120} S = {3,4,29,47,49,69,90,104,118} S = {3,4,29,47,49,73,87,101,122} S = {3,4,29,47,54,71,90,104,113} S = {3,4,29,47,54,78,87,101,120} S = {3,4,29,48,55,81,86,101,106} S = {3,4,29,48,55,85,90,105,110} S = {3,4,29,49,54,80,87,101,106} S = {3,4,29,49,54,85,90,104,111} S = {3,4,29,53,58,80,87,105,110} S = {3,4,29,53,58,81,86,104,111} S = {3,4,29,58,72,79,81,86,101} S = {3,4,29,58,73,78,80,87,101} S = {3,4,29,58,90,104,111,113,118} S = {3,4,29,58,90,105,110,112,119} S = {3,4,30,34,57,72,82,111,117} S = {3,4,30,34,57,74,80,109,119} S = {3,4,30,38,57,74,87,109,112} S = {3,4,30,38,57,79,82,104,117} S = {3,4,30,39,57,77,87,106,112} S = {3,4,30,39,57,79,85,104,114} S = {3,4,30,40,47,50,53,89,102} S = {3,4,30,40,47,74,77,102,113} S = {3,4,30,40,47,78,89,114,117} S = {3,4,30,40,50,66,89,111,117} S = {3,4,30,40,50,74,80,102,125} S = {3,4,30,42,45,48,55,89,102} S = {3,4,30,42,45,72,79,102,113} S = {3,4,30,42,45,78,89,112,119} S = {3,4,30,42,48,66,89,109,119} S = {3,4,30,42,48,72,82,102,125} S = {3,4,30,42,55,70,89,109,112} S = {3,4,30,42,55,79,82,102,121} S = {3,4,30,45,55,71,89,106,112} S = {3,4,30,45,55,79,85,102,120} S = {3,4,30,46,57,72,79,114,117} S = {3,4,30,46,57,74,77,112,119} S = {3,4,30,47,50,70,89,104,117} S = {3,4,30,47,50,74,87,102,121} S = {3,4,30,47,53,71,89,104,114} S = {3,4,30,47,53,77,87,102,120} S = {3,4,30,48,55,82,85,102,105} S = {3,4,30,48,55,86,89,106,109} S = {3,4,30,50,53,80,87,102,105} S = {3,4,30,50,53,86,89,104,111} S = {3,4,30,54,57,80,87,106,109} S = {3,4,30,54,57,82,85,104,111} S = {3,4,30,57,72,79,82,85,102} S = {3,4,30,57,74,77,80,87,102} S = {3,4,30,57,89,104,111,114,117} S = {3,4,30,57,89,106,109,112,119} S = {3,4,31,37,56,73,85,110,114} S = {3,4,31,37,56,77,81,106,118} S = {3,4,31,38,56,74,86,109,113} S = {3,4,31,38,56,78,82,105,117} S = {3,4,31,39,56,77,86,106,113} S = {3,4,31,39,56,78,85,105,114} S = {3,4,31,41,46,50,53,88,103} S = {3,4,31,41,46,74,77,103,112} S = {3,4,31,41,46,79,88,114,117} S = {3,4,31,41,53,69,88,110,114} S = {3,4,31,41,53,77,81,103,122} S = {3,4,31,42,45,49,54,88,103} S = {3,4,31,42,45,73,78,103,112} S = {3,4,31,42,45,79,88,113,118} S = {3,4,31,42,54,70,88,109,113} S = {3,4,31,42,54,78,82,103,121} S = {3,4,31,45,49,69,88,106,118} S = {3,4,31,45,49,73,85,103,122} S = {3,4,31,45,54,71,88,106,113} S = {3,4,31,45,54,78,85,103,120} S = {3,4,31,46,50,70,88,105,117} S = {3,4,31,46,50,74,86,103,121} S = {3,4,31,46,53,71,88,105,114} S = {3,4,31,46,53,77,86,103,120} S = {3,4,31,47,56,73,78,114,117} S = {3,4,31,47,56,74,77,113,118} S = {3,4,31,49,54,82,85,103,104} S = {3,4,31,49,54,87,88,106,109} S = {3,4,31,50,53,81,86,103,104} S = {3,4,31,50,53,87,88,105,110} S = {3,4,31,55,56,81,86,106,109} S = {3,4,31,55,56,82,85,105,110} S = {3,4,31,56,73,78,82,85,103} S = {3,4,31,56,74,77,81,86,103} S = {3,4,31,56,88,105,110,114,117} S = {3,4,31,56,88,106,109,113,118} S = {3,4,40,47,49,73,94,98,101} S = {3,4,40,47,49,90,93,97,118} S = {3,4,40,47,50,74,93,97,102} S = {3,4,40,47,50,89,94,98,117} S = {3,4,40,47,53,77,90,97,102} S = {3,4,40,47,53,89,94,101,114} S = {3,4,40,47,54,78,89,98,101} S = {3,4,40,47,54,90,93,102,113} S = {3,4,40,48,63,89,94,98,101} S = {3,4,40,48,63,90,93,97,102} S = {3,4,40,49,54,80,95,98,101} S = {3,4,40,49,54,90,93,96,111} S = {3,4,40,50,53,80,95,97,102} S = {3,4,40,50,53,89,94,96,111} S = {3,4,40,63,73,78,80,98,101} S = {3,4,40,63,74,77,80,97,102} S = {3,4,40,63,89,94,111,114,117} S = {3,4,40,63,90,93,111,113,118} S = {3,4,41,46,48,72,95,98,101} S = {3,4,41,46,48,90,93,96,119} S = {3,4,41,46,50,74,93,96,103} S = {3,4,41,46,50,88,95,98,117} S = {3,4,41,46,53,77,90,96,103} S = {3,4,41,46,53,88,95,101,114} S = {3,4,41,46,55,79,88,98,101} S = {3,4,41,46,55,90,93,103,112} S = {3,4,41,48,55,81,94,98,101} S = {3,4,41,48,55,90,93,97,110} S = {3,4,41,49,62,88,95,98,101} S = {3,4,41,49,62,90,93,96,103} S = {3,4,41,50,53,81,94,96,103} S = {3,4,41,50,53,88,95,97,110} S = {3,4,41,62,72,79,81,98,101} S = {3,4,41,62,74,77,81,96,103} S = {3,4,41,62,88,95,110,114,117} S = {3,4,41,62,90,93,110,112,119} S = {3,4,42,45,48,72,95,97,102} S = {3,4,42,45,48,89,94,96,119} S = {3,4,42,45,49,73,94,96,103} S = {3,4,42,45,49,88,95,97,118} S = {3,4,42,45,54,78,89,96,103} S = {3,4,42,45,54,88,95,102,113} S = {3,4,42,45,55,79,88,97,102} S = {3,4,42,45,55,89,94,103,112} S = {3,4,42,48,55,82,93,97,102} S = {3,4,42,48,55,89,94,98,109} S = {3,4,42,49,54,82,93,96,103} S = {3,4,42,49,54,88,95,98,109} S = {3,4,42,50,61,88,95,97,102} S = {3,4,42,50,61,89,94,96,103} S = {3,4,42,61,72,79,82,97,102} S = {3,4,42,61,73,78,82,96,103} S = {3,4,42,61,88,95,109,113,118} S = {3,4,42,61,89,94,109,112,119} S = {3,4,45,48,55,85,90,97,102} S = {3,4,45,48,55,89,94,101,106} S = {3,4,45,49,54,85,90,96,103} S = {3,4,45,49,54,88,95,101,106} S = {3,4,45,53,58,88,95,97,102} S = {3,4,45,53,58,89,94,96,103} S = {3,4,45,58,72,79,85,97,102} S = {3,4,45,58,73,78,85,96,103} S = {3,4,45,58,88,95,106,113,118} S = {3,4,45,58,89,94,106,112,119} S = {3,4,46,48,55,86,89,98,101} S = {3,4,46,48,55,90,93,102,105} S = {3,4,46,50,53,86,89,96,103} S = {3,4,46,50,53,88,95,102,105} S = {3,4,46,54,57,88,95,98,101} S = {3,4,46,54,57,90,93,96,103} S = {3,4,46,57,72,79,86,98,101} S = {3,4,46,57,74,77,86,96,103} S = {3,4,46,57,88,95,105,114,117} S = {3,4,46,57,90,93,105,112,119} S = {3,4,47,49,54,87,88,98,101} S = {3,4,47,49,54,90,93,103,104} S = {3,4,47,50,53,87,88,97,102} S = {3,4,47,50,53,89,94,103,104} S = {3,4,47,55,56,89,94,98,101} S = {3,4,47,55,56,90,93,97,102} S = {3,4,47,56,73,78,87,98,101} S = {3,4,47,56,74,77,87,97,102} S = {3,4,47,56,89,94,104,114,117} S = {3,4,47,56,90,93,104,113,118} S = {3,4,48,63,72,81,86,98,101} S = {3,4,48,63,72,82,85,97,102} S = {3,4,48,63,89,94,106,109,119} S = {3,4,48,63,90,93,105,110,119} S = {3,4,49,62,73,80,87,98,101} S = {3,4,49,62,73,82,85,96,103} S = {3,4,49,62,88,95,106,109,118} S = {3,4,49,62,90,93,104,111,118} S = {3,4,50,61,74,80,87,97,102} S = {3,4,50,61,74,81,86,96,103} S = {3,4,50,61,88,95,105,110,117} S = {3,4,50,61,89,94,104,111,117} S = {3,4,53,58,77,80,87,97,102} S = {3,4,53,58,77,81,86,96,103} S = {3,4,53,58,88,95,105,110,114} S = {3,4,53,58,89,94,104,111,114} S = {3,4,54,57,78,80,87,98,101} S = {3,4,54,57,78,82,85,96,103} S = {3,4,54,57,88,95,106,109,113} S = {3,4,54,57,90,93,104,111,113} S = {3,4,55,56,79,81,86,98,101} S = {3,4,55,56,79,82,85,97,102} S = {3,4,55,56,89,94,106,109,112} S = {3,4,55,56,90,93,105,110,112} S = {3,4,56,63,73,78,82,98,117} S = {3,4,56,63,73,78,85,101,114} S = {3,4,56,63,73,81,94,98,101} S = {3,4,56,63,73,82,85,97,110} S = {3,4,56,63,73,94,110,114,117} S = {3,4,56,63,74,77,81,97,118} S = {3,4,56,63,74,77,86,102,113} S = {3,4,56,63,74,81,86,98,109} S = {3,4,56,63,74,82,93,97,102} S = {3,4,56,63,74,93,109,113,118} S = {3,4,56,63,77,81,86,101,106} S = {3,4,56,63,77,85,90,97,102} S = {3,4,56,63,77,90,106,113,118} S = {3,4,56,63,78,82,85,102,105} S = {3,4,56,63,78,86,89,98,101} S = {3,4,56,63,78,89,105,114,117} S = {3,4,56,63,81,94,106,109,118} S = {3,4,56,63,82,93,105,110,117} S = {3,4,56,63,85,90,105,110,114} S = {3,4,56,63,86,89,106,109,113} S = {3,4,56,63,89,94,98,109,117} S = {3,4,56,63,89,94,101,106,114} S = {3,4,56,63,90,93,97,110,118} S = {3,4,56,63,90,93,102,105,113} S = {3,4,57,62,72,79,82,98,117} S = {3,4,57,62,72,79,85,101,114} S = {3,4,57,62,72,80,95,98,101} S = {3,4,57,62,72,82,85,96,111} S = {3,4,57,62,72,95,111,114,117} S = {3,4,57,62,74,77,80,96,119} S = {3,4,57,62,74,77,87,103,112} S = {3,4,57,62,74,80,87,98,109} S = {3,4,57,62,74,82,93,96,103} S = {3,4,57,62,74,93,109,112,119} S = {3,4,57,62,77,80,87,101,106} S = {3,4,57,62,77,85,90,96,103} S = {3,4,57,62,77,90,106,112,119} S = {3,4,57,62,79,82,85,103,104} S = {3,4,57,62,79,87,88,98,101} S = {3,4,57,62,79,88,104,114,117} S = {3,4,57,62,80,95,106,109,119} S = {3,4,57,62,82,93,104,111,117} S = {3,4,57,62,85,90,104,111,114} S = {3,4,57,62,87,88,106,109,112} S = {3,4,57,62,88,95,98,109,117} S = {3,4,57,62,88,95,101,106,114} S = {3,4,57,62,90,93,96,111,119} S = {3,4,57,62,90,93,103,104,112} S = {3,4,58,61,72,79,81,97,118} S = {3,4,58,61,72,79,86,102,113} S = {3,4,58,61,72,80,95,97,102} S = {3,4,58,61,72,81,86,96,111} S = {3,4,58,61,72,95,111,113,118} S = {3,4,58,61,73,78,80,96,119} S = {3,4,58,61,73,78,87,103,112} S = {3,4,58,61,73,80,87,97,110} S = {3,4,58,61,73,81,94,96,103} S = {3,4,58,61,73,94,110,112,119} S = {3,4,58,61,78,80,87,102,105} S = {3,4,58,61,78,86,89,96,103} S = {3,4,58,61,78,89,105,112,119} S = {3,4,58,61,79,81,86,103,104} S = {3,4,58,61,79,87,88,97,102} S = {3,4,58,61,79,88,104,113,118} S = {3,4,58,61,80,95,105,110,119} S = {3,4,58,61,81,94,104,111,118} S = {3,4,58,61,86,89,104,111,113} S = {3,4,58,61,87,88,105,110,112} S = {3,4,58,61,88,95,97,110,118} S = {3,4,58,61,88,95,102,105,113} S = {3,4,58,61,89,94,96,111,119} S = {3,4,58,61,89,94,103,104,112} S = {3,5,8,48,63,81,94,102,105} S = {3,5,8,48,63,86,89,97,110} S = {3,5,8,49,62,80,95,102,105} S = {3,5,8,49,62,86,89,96,111} S = {3,5,8,54,57,80,95,97,110} S = {3,5,8,54,57,81,94,96,111} S = {3,5,14,48,63,86,89,103,104} S = {3,5,14,48,63,87,88,102,105} S = {3,5,14,54,57,80,95,103,104} S = {3,5,14,54,57,87,88,96,111} S = {3,5,14,55,56,80,95,102,105} S = {3,5,14,55,56,86,89,96,111} S = {3,5,16,40,63,73,94,102,113} S = {3,5,16,40,63,78,89,97,118} S = {3,5,16,41,62,72,95,102,113} S = {3,5,16,41,62,78,89,96,119} S = {3,5,16,46,57,72,95,97,118} S = {3,5,16,46,57,73,94,96,119} S = {3,5,22,40,63,78,89,103,112} S = {3,5,22,40,63,79,88,102,113} S = {3,5,22,46,57,72,95,103,112} S = {3,5,22,46,57,79,88,96,119} S = {3,5,22,47,56,72,95,102,113} S = {3,5,22,47,56,78,89,96,119} S = {3,5,24,32,63,73,86,110,113} S = {3,5,24,32,63,78,81,105,118} S = {3,5,24,38,63,78,87,105,112} S = {3,5,24,38,63,79,86,104,113} S = {3,5,24,41,54,64,95,110,113} S = {3,5,24,41,54,78,81,96,127} S = {3,5,24,46,49,64,95,105,118} S = {3,5,24,46,49,73,86,96,127} S = {3,5,24,46,55,70,95,105,112} S = {3,5,24,46,55,79,86,96,121} S = {3,5,24,47,54,70,95,104,113} S = {3,5,24,47,54,78,87,96,121} S = {3,5,25,32,62,72,86,111,113} S = {3,5,25,32,62,78,80,105,119} S = {3,5,25,40,54,64,94,111,113} S = {3,5,25,40,54,78,80,97,127} S = {3,5,25,46,48,64,94,105,119} S = {3,5,25,46,48,72,86,97,127} S = {3,5,30,32,57,72,81,111,118} S = {3,5,30,32,57,73,80,110,119} S = {3,5,30,38,57,72,87,111,112} S = {3,5,30,38,57,79,80,104,119} S = {3,5,30,40,49,64,89,111,118} S = {3,5,30,40,49,73,80,102,127} S = {3,5,30,40,55,70,89,111,112} S = {3,5,30,40,55,79,80,102,121} S = {3,5,30,41,48,64,89,110,119} S = {3,5,30,41,48,72,81,102,127} S = {3,5,30,47,48,70,89,104,119} S = {3,5,30,47,48,72,87,102,121} S = {3,5,31,38,56,72,86,111,113} S = {3,5,31,38,56,78,80,105,119} S = {3,5,31,40,54,70,88,111,113} S = {3,5,31,40,54,78,80,103,121} S = {3,5,31,46,48,70,88,105,119} S = {3,5,31,46,48,72,86,103,121} S = {3,6,8,48,63,82,93,101,106} S = {3,6,8,48,63,85,90,98,109} S = {3,6,8,50,61,80,95,101,106} S = {3,6,8,50,61,85,90,96,111} S = {3,6,8,53,58,80,95,98,109} S = {3,6,8,53,58,82,93,96,111} S = {3,6,13,48,63,85,90,103,104} S = {3,6,13,48,63,87,88,101,106} S = {3,6,13,53,58,80,95,103,104} S = {3,6,13,53,58,87,88,96,111} S = {3,6,13,55,56,80,95,101,106} S = {3,6,13,55,56,85,90,96,111} S = {3,6,16,40,63,74,93,101,114} S = {3,6,16,40,63,77,90,98,117} S = {3,6,16,42,61,72,95,101,114} S = {3,6,16,42,61,77,90,96,119} S = {3,6,16,45,58,72,95,98,117} S = {3,6,16,45,58,74,93,96,119} S = {3,6,21,40,63,77,90,103,112} S = {3,6,21,40,63,79,88,101,114} S = {3,6,21,45,58,72,95,103,112} S = {3,6,21,45,58,79,88,96,119} S = {3,6,21,47,56,72,95,101,114} S = {3,6,21,47,56,77,90,96,119} S = {3,6,24,32,63,74,85,109,114} S = {3,6,24,32,63,77,82,106,117} S = {3,6,24,37,63,77,87,106,112} S = {3,6,24,37,63,79,85,104,114} S = {3,6,24,42,53,64,95,109,114} S = {3,6,24,42,53,77,82,96,127} S = {3,6,24,45,50,64,95,106,117} S = {3,6,24,45,50,74,85,96,127} S = {3,6,24,45,55,69,95,106,112} S = {3,6,24,45,55,79,85,96,122} S = {3,6,24,47,53,69,95,104,114} S = {3,6,24,47,53,77,87,96,122} S = {3,6,26,32,61,72,85,111,114} S = {3,6,26,32,61,77,80,106,119} S = {3,6,26,40,53,64,93,111,114} S = {3,6,26,40,53,77,80,98,127} S = {3,6,26,45,48,64,93,106,119} S = {3,6,26,45,48,72,85,98,127} S = {3,6,29,32,58,72,82,111,117} S = {3,6,29,32,58,74,80,109,119} S = {3,6,29,37,58,72,87,111,112} S = {3,6,29,37,58,79,80,104,119} S = {3,6,29,40,50,64,90,111,117} S = {3,6,29,40,50,74,80,101,127} S = {3,6,29,40,55,69,90,111,112} S = {3,6,29,40,55,79,80,101,122} S = {3,6,29,42,48,64,90,109,119} S = {3,6,29,42,48,72,82,101,127} S = {3,6,29,47,48,69,90,104,119} S = {3,6,29,47,48,72,87,101,122} S = {3,6,31,37,56,72,85,111,114} S = {3,6,31,37,56,77,80,106,119} S = {3,6,31,40,53,69,88,111,114} S = {3,6,31,40,53,77,80,103,122} S = {3,6,31,45,48,69,88,106,119} S = {3,6,31,45,48,72,85,103,122} S = {3,8,13,49,62,84,91,102,105} S = {3,8,13,49,62,86,89,100,107} S = {3,8,13,52,59,81,94,102,105} S = {3,8,13,52,59,86,89,97,110} S = {3,8,13,54,57,81,94,100,107} S = {3,8,13,54,57,84,91,97,110} S = {3,8,14,50,61,84,91,101,106} S = {3,8,14,50,61,85,90,100,107} S = {3,8,14,52,59,82,93,101,106} S = {3,8,14,52,59,85,90,98,109} S = {3,8,14,53,58,82,93,100,107} S = {3,8,14,53,58,84,91,98,109} S = {3,8,15,52,59,85,90,102,105} S = {3,8,15,52,59,86,89,101,106} S = {3,8,15,53,58,84,91,102,105} S = {3,8,15,53,58,86,89,100,107} S = {3,8,15,54,57,84,91,101,106} S = {3,8,15,54,57,85,90,100,107} S = {3,8,16,36,63,69,94,98,121} S = {3,8,16,36,63,70,93,97,122} S = {3,8,16,37,62,68,95,98,121} S = {3,8,16,37,62,70,93,96,123} S = {3,8,16,38,61,68,95,97,122} S = {3,8,16,38,61,69,94,96,123} S = {3,8,17,36,63,69,94,105,114} S = {3,8,17,36,63,77,86,97,122} S = {3,8,17,37,62,68,95,105,114} S = {3,8,17,37,62,77,86,96,123} S = {3,8,17,45,54,68,95,97,122} S = {3,8,17,45,54,69,94,96,123} S = {3,8,18,36,63,70,93,106,113} S = {3,8,18,36,63,78,85,98,121} S = {3,8,18,38,61,68,95,106,113} S = {3,8,18,38,61,78,85,96,123} S = {3,8,18,46,53,68,95,98,121} S = {3,8,18,46,53,70,93,96,123} S = {3,8,20,31,37,46,50,70,121} S = {3,8,20,31,37,46,57,77,114} S = {3,8,20,31,37,50,57,81,110} S = {3,8,20,31,37,69,110,114,121} S = {3,8,20,31,37,70,77,81,122} S = {3,8,20,31,38,45,49,69,122} S = {3,8,20,31,38,45,58,78,113} S = {3,8,20,31,38,49,58,82,109} S = {3,8,20,31,38,69,78,82,121} S = {3,8,20,31,38,70,109,113,122} S = {3,8,20,31,45,49,58,89,102} S = {3,8,20,31,45,69,78,89,114} S = {3,8,20,31,45,77,102,113,122} S = {3,8,20,31,46,50,57,90,101} S = {3,8,20,31,46,70,77,90,113} S = {3,8,20,31,46,78,101,114,121} S = {3,8,20,31,49,69,82,89,110} S = {3,8,20,31,49,81,102,109,122} S = {3,8,20,31,50,70,81,90,109} S = {3,8,20,31,50,82,101,110,121} S = {3,8,20,31,57,77,81,90,102} S = {3,8,20,31,57,89,101,110,114} S = {3,8,20,31,58,78,82,89,101} S = {3,8,20,31,58,90,102,109,113} S = {3,8,20,32,63,69,82,110,121} S = {3,8,20,32,63,70,81,109,122} S = {3,8,20,33,63,69,89,110,114} S = {3,8,20,33,63,77,81,102,122} S = {3,8,20,34,63,70,90,109,113} S = {3,8,20,34,63,78,82,101,121} S = {3,8,20,36,63,69,78,114,121} S = {3,8,20,36,63,70,77,113,122} S = {3,8,20,37,46,50,57,95,96} S = {3,8,20,37,46,68,95,114,121} S = {3,8,20,37,46,70,77,96,123} S = {3,8,20,37,50,64,95,110,121} S = {3,8,20,37,50,70,81,96,127} S = {3,8,20,37,57,65,95,110,114} S = {3,8,20,37,57,77,81,96,126} S = {3,8,20,38,45,49,58,95,96} S = {3,8,20,38,45,68,95,113,122} S = {3,8,20,38,45,69,78,96,123} S = {3,8,20,38,49,64,95,109,122} S = {3,8,20,38,49,69,82,96,127} S = {3,8,20,38,58,66,95,109,113} S = {3,8,20,38,58,78,82,96,125} S = {3,8,20,45,49,65,95,102,122} S = {3,8,20,45,49,69,89,96,126} S = {3,8,20,46,50,66,95,101,121} S = {3,8,20,46,50,70,90,96,125} S = {3,8,20,48,63,81,90,102,109} S = {3,8,20,48,63,82,89,101,110} S = {3,8,20,49,58,80,95,102,109} S = {3,8,20,49,58,82,89,96,111} S = {3,8,20,50,57,80,95,101,110} S = {3,8,20,50,57,81,90,96,111} S = {3,8,20,63,69,78,82,89,96} S = {3,8,20,63,70,77,81,90,96} S = {3,8,20,63,95,101,110,114,121} S = {3,8,20,63,95,102,109,113,122} S = {3,8,21,30,36,47,50,70,121} S = {3,8,21,30,36,47,57,77,114} S = {3,8,21,30,36,50,57,80,111} S = {3,8,21,30,36,68,111,114,121} S = {3,8,21,30,36,70,77,80,123} S = {3,8,21,30,38,45,48,68,123} S = {3,8,21,30,38,45,59,79,112} S = {3,8,21,30,38,48,59,82,109} S = {3,8,21,30,38,68,79,82,121} S = {3,8,21,30,38,70,109,112,123} S = {3,8,21,30,45,48,59,89,102} S = {3,8,21,30,45,68,79,89,114} S = {3,8,21,30,45,77,102,112,123} S = {3,8,21,30,47,50,57,91,100} S = {3,8,21,30,47,70,77,91,112} S = {3,8,21,30,47,79,100,114,121} S = {3,8,21,30,48,68,82,89,111} S = {3,8,21,30,48,80,102,109,123} S = {3,8,21,30,50,70,80,91,109} S = {3,8,21,30,50,82,100,111,121} S = {3,8,21,30,57,77,80,91,102} S = {3,8,21,30,57,89,100,111,114} S = {3,8,21,30,59,79,82,89,100} S = {3,8,21,30,59,91,102,109,112} S = {3,8,21,32,62,68,82,111,121} S = {3,8,21,32,62,70,80,109,123} S = {3,8,21,33,62,68,89,111,114} S = {3,8,21,33,62,77,80,102,123} S = {3,8,21,36,47,50,57,94,97} S = {3,8,21,36,47,69,94,114,121} S = {3,8,21,36,47,70,77,97,122} S = {3,8,21,36,50,64,94,111,121} S = {3,8,21,36,50,70,80,97,127} S = {3,8,21,36,57,65,94,111,114} S = {3,8,21,36,57,77,80,97,126} S = {3,8,21,37,62,68,79,114,121} S = {3,8,21,37,62,70,77,112,123} S = {3,8,21,38,45,48,59,94,97} S = {3,8,21,38,45,68,79,97,122} S = {3,8,21,38,45,69,94,112,123} S = {3,8,21,38,48,64,94,109,123} S = {3,8,21,38,48,68,82,97,127} S = {3,8,21,41,62,77,91,102,112} S = {3,8,21,41,62,79,89,100,114} S = {3,8,21,45,48,65,94,102,123} S = {3,8,21,45,48,68,89,97,126} S = {3,8,21,45,59,73,94,102,112} S = {3,8,21,45,59,79,89,97,118} S = {3,8,21,47,57,73,94,100,114} S = {3,8,21,47,57,77,91,97,118} S = {3,8,21,48,59,81,94,102,109} S = {3,8,21,48,59,82,89,97,110} S = {3,8,21,49,62,80,91,102,109} S = {3,8,21,49,62,82,89,100,111} S = {3,8,21,50,57,80,91,97,110} S = {3,8,21,50,57,81,94,100,111} S = {3,8,21,62,68,79,82,89,97} S = {3,8,21,62,70,77,80,91,97} S = {3,8,21,62,94,100,111,114,121} S = {3,8,21,62,94,102,109,112,123} S = {3,8,22,29,36,47,49,69,122} S = {3,8,22,29,36,47,58,78,113} S = {3,8,22,29,36,49,58,80,111} S = {3,8,22,29,36,68,111,113,122} S = {3,8,22,29,36,69,78,80,123} S = {3,8,22,29,37,46,48,68,123} S = {3,8,22,29,37,46,59,79,112} S = {3,8,22,29,37,48,59,81,110} S = {3,8,22,29,37,68,79,81,122} S = {3,8,22,29,37,69,110,112,123} S = {3,8,22,29,46,48,59,90,101} S = {3,8,22,29,46,68,79,90,113} S = {3,8,22,29,46,78,101,112,123} S = {3,8,22,29,47,49,58,91,100} S = {3,8,22,29,47,69,78,91,112} S = {3,8,22,29,47,79,100,113,122} S = {3,8,22,29,48,68,81,90,111} S = {3,8,22,29,48,80,101,110,123} S = {3,8,22,29,49,69,80,91,110} S = {3,8,22,29,49,81,100,111,122} S = {3,8,22,29,58,78,80,91,101} S = {3,8,22,29,58,90,100,111,113} S = {3,8,22,29,59,79,81,90,100} S = {3,8,22,29,59,91,101,110,112} S = {3,8,22,32,61,68,81,111,122} S = {3,8,22,32,61,69,80,110,123} S = {3,8,22,34,61,68,90,111,113} S = {3,8,22,34,61,78,80,101,123} S = {3,8,22,36,47,49,58,93,98} S = {3,8,22,36,47,69,78,98,121} S = {3,8,22,36,47,70,93,113,122} S = {3,8,22,36,49,64,93,111,122} S = {3,8,22,36,49,69,80,98,127} S = {3,8,22,36,58,66,93,111,113} S = {3,8,22,36,58,78,80,98,125} S = {3,8,22,37,46,48,59,93,98} S = {3,8,22,37,46,68,79,98,121} S = {3,8,22,37,46,70,93,112,123} S = {3,8,22,37,48,64,93,110,123} S = {3,8,22,37,48,68,81,98,127} S = {3,8,22,38,61,68,79,113,122} S = {3,8,22,38,61,69,78,112,123} S = {3,8,22,42,61,78,91,101,112} S = {3,8,22,42,61,79,90,100,113} S = {3,8,22,46,48,66,93,101,123} S = {3,8,22,46,48,68,90,98,125} S = {3,8,22,46,59,74,93,101,112} S = {3,8,22,46,59,79,90,98,117} S = {3,8,22,47,58,74,93,100,113} S = {3,8,22,47,58,78,91,98,117} S = {3,8,22,48,59,81,90,98,109} S = {3,8,22,48,59,82,93,101,110} S = {3,8,22,49,58,80,91,98,109} S = {3,8,22,49,58,82,93,100,111} S = {3,8,22,50,61,80,91,101,110} S = {3,8,22,50,61,81,90,100,111} S = {3,8,22,61,68,79,81,90,98} S = {3,8,22,61,69,78,80,91,98} S = {3,8,22,61,93,100,111,113,122} S = {3,8,22,61,93,101,110,112,123} S = {3,8,25,37,62,77,86,107,112} S = {3,8,25,37,62,79,84,105,114} S = {3,8,25,45,54,69,94,107,112} S = {3,8,25,45,54,79,84,97,122} S = {3,8,25,47,52,69,94,105,114} S = {3,8,25,47,52,77,86,97,122} S = {3,8,26,38,61,78,85,107,112} S = {3,8,26,38,61,79,84,106,113} S = {3,8,26,46,53,70,93,107,112} S = {3,8,26,46,53,79,84,98,121} S = {3,8,26,47,52,70,93,106,113} S = {3,8,26,47,52,78,85,98,121} S = {3,8,27,45,54,78,85,107,112} S = {3,8,27,45,54,79,84,106,113} S = {3,8,27,46,53,77,86,107,112} S = {3,8,27,46,53,79,84,105,114} S = {3,8,27,47,52,77,86,106,113} S = {3,8,27,47,52,78,85,105,114} S = {3,8,29,33,54,68,81,111,122} S = {3,8,29,33,54,69,80,110,123} S = {3,8,29,36,47,49,58,86,105} S = {3,8,29,36,47,69,78,105,114} S = {3,8,29,36,47,77,86,113,122} S = {3,8,29,36,49,65,86,111,122} S = {3,8,29,36,49,69,80,105,126} S = {3,8,29,37,46,48,59,86,105} S = {3,8,29,37,46,68,79,105,114} S = {3,8,29,37,46,77,86,112,123} S = {3,8,29,37,48,65,86,110,123} S = {3,8,29,37,48,68,81,105,126} S = {3,8,29,37,59,73,86,110,112} S = {3,8,29,37,59,79,81,105,118} S = {3,8,29,41,54,69,91,110,112} S = {3,8,29,41,54,79,81,100,122} S = {3,8,29,43,54,78,91,101,112} S = {3,8,29,43,54,79,90,100,113} S = {3,8,29,45,54,68,79,113,122} S = {3,8,29,45,54,69,78,112,123} S = {3,8,29,46,59,75,86,101,112} S = {3,8,29,46,59,79,90,105,116} S = {3,8,29,47,49,69,91,105,118} S = {3,8,29,47,49,73,86,100,122} S = {3,8,29,47,58,75,86,100,113} S = {3,8,29,47,58,78,91,105,116} S = {3,8,29,48,59,81,90,102,105} S = {3,8,29,48,59,86,89,101,110} S = {3,8,29,49,58,80,91,102,105} S = {3,8,29,49,58,86,89,100,111} S = {3,8,29,54,57,80,91,101,110} S = {3,8,29,54,57,81,90,100,111} S = {3,8,29,54,68,79,81,90,105} S = {3,8,29,54,69,78,80,91,105} S = {3,8,29,54,86,100,111,113,122} S = {3,8,29,54,86,101,110,112,123} S = {3,8,30,34,53,68,82,111,121} S = {3,8,30,34,53,70,80,109,123} S = {3,8,30,36,47,50,57,85,106} S = {3,8,30,36,47,70,77,106,113} S = {3,8,30,36,47,78,85,114,121} S = {3,8,30,36,50,66,85,111,121} S = {3,8,30,36,50,70,80,106,125} S = {3,8,30,38,45,48,59,85,106} S = {3,8,30,38,45,68,79,106,113} S = {3,8,30,38,45,78,85,112,123} S = {3,8,30,38,48,66,85,109,123} S = {3,8,30,38,48,68,82,106,125} S = {3,8,30,38,59,74,85,109,112} S = {3,8,30,38,59,79,82,106,117} S = {3,8,30,42,53,70,91,109,112} S = {3,8,30,42,53,79,82,100,121} S = {3,8,30,43,53,77,91,102,112} S = {3,8,30,43,53,79,89,100,114} S = {3,8,30,45,59,75,85,102,112} S = {3,8,30,45,59,79,89,106,116} S = {3,8,30,46,53,68,79,114,121} S = {3,8,30,46,53,70,77,112,123} S = {3,8,30,47,50,70,91,106,117} S = {3,8,30,47,50,74,85,100,121} S = {3,8,30,47,57,75,85,100,114} S = {3,8,30,47,57,77,91,106,116} S = {3,8,30,48,59,82,89,101,106} S = {3,8,30,48,59,85,90,102,109} S = {3,8,30,50,57,80,91,101,106} S = {3,8,30,50,57,85,90,100,111} S = {3,8,30,53,58,80,91,102,109} S = {3,8,30,53,58,82,89,100,111} S = {3,8,30,53,68,79,82,89,106} S = {3,8,30,53,70,77,80,91,106} S = {3,8,30,53,85,100,111,114,121} S = {3,8,30,53,85,102,109,112,123} S = {3,8,31,37,46,50,57,84,107} S = {3,8,31,37,46,70,77,107,112} S = {3,8,31,37,46,79,84,114,121} S = {3,8,31,37,57,73,84,110,114} S = {3,8,31,37,57,77,81,107,118} S = {3,8,31,38,45,49,58,84,107} S = {3,8,31,38,45,69,78,107,112} S = {3,8,31,38,45,79,84,113,122} S = {3,8,31,38,58,74,84,109,113} S = {3,8,31,38,58,78,82,107,117} S = {3,8,31,41,52,69,89,110,114} S = {3,8,31,41,52,77,81,102,122} S = {3,8,31,42,52,70,90,109,113} S = {3,8,31,42,52,78,82,101,121} S = {3,8,31,43,52,77,90,102,113} S = {3,8,31,43,52,78,89,101,114} S = {3,8,31,45,49,69,89,107,118} S = {3,8,31,45,49,73,84,102,122} S = {3,8,31,45,58,75,84,102,113} S = {3,8,31,45,58,78,89,107,116} S = {3,8,31,46,50,70,90,107,117} S = {3,8,31,46,50,74,84,101,121} S = {3,8,31,46,57,75,84,101,114} S = {3,8,31,46,57,77,90,107,116} S = {3,8,31,47,52,69,78,114,121} S = {3,8,31,47,52,70,77,113,122} S = {3,8,31,49,58,82,89,100,107} S = {3,8,31,49,58,84,91,102,109} S = {3,8,31,50,57,81,90,100,107} S = {3,8,31,50,57,84,91,101,110} S = {3,8,31,52,59,81,90,102,109} S = {3,8,31,52,59,82,89,101,110} S = {3,8,31,52,69,78,82,89,107} S = {3,8,31,52,70,77,81,90,107} S = {3,8,31,52,84,101,110,114,121} S = {3,8,31,52,84,102,109,113,122} S = {3,8,36,47,49,69,94,98,105} S = {3,8,36,47,49,86,93,97,122} S = {3,8,36,47,50,70,93,97,106} S = {3,8,36,47,50,85,94,98,121} S = {3,8,36,47,57,77,86,97,106} S = {3,8,36,47,57,85,94,105,114} S = {3,8,36,47,58,78,85,98,105} S = {3,8,36,47,58,86,93,106,113} S = {3,8,36,48,63,85,94,98,105} S = {3,8,36,48,63,86,93,97,106} S = {3,8,36,49,58,80,95,98,105} S = {3,8,36,49,58,86,93,96,111} S = {3,8,36,50,57,80,95,97,106} S = {3,8,36,50,57,85,94,96,111} S = {3,8,36,63,69,78,80,98,105} S = {3,8,36,63,70,77,80,97,106} S = {3,8,36,63,85,94,111,114,121} S = {3,8,36,63,86,93,111,113,122} S = {3,8,37,46,48,68,95,98,105} S = {3,8,37,46,48,86,93,96,123} S = {3,8,37,46,50,70,93,96,107} S = {3,8,37,46,50,84,95,98,121} S = {3,8,37,46,57,77,86,96,107} S = {3,8,37,46,57,84,95,105,114} S = {3,8,37,46,59,79,84,98,105} S = {3,8,37,46,59,86,93,107,112} S = {3,8,37,48,59,81,94,98,105} S = {3,8,37,48,59,86,93,97,110} S = {3,8,37,49,62,84,95,98,105} S = {3,8,37,49,62,86,93,96,107} S = {3,8,37,50,57,81,94,96,107} S = {3,8,37,50,57,84,95,97,110} S = {3,8,37,62,68,79,81,98,105} S = {3,8,37,62,70,77,81,96,107} S = {3,8,37,62,84,95,110,114,121} S = {3,8,37,62,86,93,110,112,123} S = {3,8,38,45,48,68,95,97,106} S = {3,8,38,45,48,85,94,96,123} S = {3,8,38,45,49,69,94,96,107} S = {3,8,38,45,49,84,95,97,122} S = {3,8,38,45,58,78,85,96,107} S = {3,8,38,45,58,84,95,106,113} S = {3,8,38,45,59,79,84,97,106} S = {3,8,38,45,59,85,94,107,112} S = {3,8,38,48,59,82,93,97,106} S = {3,8,38,48,59,85,94,98,109} S = {3,8,38,49,58,82,93,96,107} S = {3,8,38,49,58,84,95,98,109} S = {3,8,38,50,61,84,95,97,106} S = {3,8,38,50,61,85,94,96,107} S = {3,8,38,61,68,79,82,97,106} S = {3,8,38,61,69,78,82,96,107} S = {3,8,38,61,84,95,109,113,122} S = {3,8,38,61,85,94,109,112,123} S = {3,8,45,48,59,85,94,102,105} S = {3,8,45,48,59,86,89,97,106} S = {3,8,45,49,58,84,95,102,105} S = {3,8,45,49,58,86,89,96,107} S = {3,8,45,54,57,84,95,97,106} S = {3,8,45,54,57,85,94,96,107} S = {3,8,45,54,68,79,89,97,106} S = {3,8,45,54,69,78,89,96,107} S = {3,8,45,54,84,95,102,113,122} S = {3,8,45,54,85,94,102,112,123} S = {3,8,46,48,59,85,90,98,105} S = {3,8,46,48,59,86,93,101,106} S = {3,8,46,50,57,84,95,101,106} S = {3,8,46,50,57,85,90,96,107} S = {3,8,46,53,58,84,95,98,105} S = {3,8,46,53,58,86,93,96,107} S = {3,8,46,53,68,79,90,98,105} S = {3,8,46,53,70,77,90,96,107} S = {3,8,46,53,84,95,101,114,121} S = {3,8,46,53,86,93,101,112,123} S = {3,8,47,49,58,84,91,98,105} S = {3,8,47,49,58,86,93,100,107} S = {3,8,47,50,57,84,91,97,106} S = {3,8,47,50,57,85,94,100,107} S = {3,8,47,52,59,85,94,98,105} S = {3,8,47,52,59,86,93,97,106} S = {3,8,47,52,69,78,91,98,105} S = {3,8,47,52,70,77,91,97,106} S = {3,8,47,52,85,94,100,114,121} S = {3,8,47,52,86,93,100,113,122} S = {3,8,48,63,68,81,90,98,105} S = {3,8,48,63,68,82,89,97,106} S = {3,8,48,63,85,94,102,109,123} S = {3,8,48,63,86,93,101,110,123} S = {3,8,49,62,69,80,91,98,105} S = {3,8,49,62,69,82,89,96,107} S = {3,8,49,62,84,95,102,109,122} S = {3,8,49,62,86,93,100,111,122} S = {3,8,50,61,70,80,91,97,106} S = {3,8,50,61,70,81,90,96,107} S = {3,8,50,61,84,95,101,110,121} S = {3,8,50,61,85,94,100,111,121} S = {3,8,52,59,79,81,90,98,105} S = {3,8,52,59,79,82,89,97,106} S = {3,8,52,59,85,94,102,109,112} S = {3,8,52,59,86,93,101,110,112} S = {3,8,52,63,69,78,82,98,121} S = {3,8,52,63,69,78,89,105,114} S = {3,8,52,63,69,81,94,98,105} S = {3,8,52,63,69,82,89,97,110} S = {3,8,52,63,69,94,110,114,121} S = {3,8,52,63,70,77,81,97,122} S = {3,8,52,63,70,77,90,106,113} S = {3,8,52,63,70,81,90,98,109} S = {3,8,52,63,70,82,93,97,106} S = {3,8,52,63,70,93,109,113,122} S = {3,8,52,63,77,81,90,102,105} S = {3,8,52,63,77,86,89,97,106} S = {3,8,52,63,77,86,102,113,122} S = {3,8,52,63,78,82,89,101,106} S = {3,8,52,63,78,85,90,98,105} S = {3,8,52,63,78,85,101,114,121} S = {3,8,52,63,81,94,102,109,122} S = {3,8,52,63,82,93,101,110,121} S = {3,8,52,63,85,90,102,109,113} S = {3,8,52,63,85,94,98,109,121} S = {3,8,52,63,85,94,102,105,114} S = {3,8,52,63,86,89,101,110,114} S = {3,8,52,63,86,93,97,110,122} S = {3,8,52,63,86,93,101,106,113} S = {3,8,53,58,78,80,91,98,105} S = {3,8,53,58,78,82,89,96,107} S = {3,8,53,58,84,95,102,109,113} S = {3,8,53,58,86,93,100,111,113} S = {3,8,53,62,68,79,82,98,121} S = {3,8,53,62,68,79,89,105,114} S = {3,8,53,62,68,80,95,98,105} S = {3,8,53,62,68,82,89,96,111} S = {3,8,53,62,68,95,111,114,121} S = {3,8,53,62,70,77,80,96,123} S = {3,8,53,62,70,77,91,107,112} S = {3,8,53,62,70,80,91,98,109} S = {3,8,53,62,70,82,93,96,107} S = {3,8,53,62,70,93,109,112,123} S = {3,8,53,62,77,80,91,102,105} S = {3,8,53,62,77,86,89,96,107} S = {3,8,53,62,77,86,102,112,123} S = {3,8,53,62,79,82,89,100,107} S = {3,8,53,62,79,84,91,98,105} S = {3,8,53,62,79,84,100,114,121} S = {3,8,53,62,80,95,102,109,123} S = {3,8,53,62,82,93,100,111,121} S = {3,8,53,62,84,91,102,109,112} S = {3,8,53,62,84,95,98,109,121} S = {3,8,53,62,84,95,102,105,114} S = {3,8,53,62,86,89,100,111,114} S = {3,8,53,62,86,93,96,111,123} S = {3,8,53,62,86,93,100,107,112} S = {3,8,54,57,77,80,91,97,106} S = {3,8,54,57,77,81,90,96,107} S = {3,8,54,57,84,95,101,110,114} S = {3,8,54,57,85,94,100,111,114} S = {3,8,54,61,68,79,81,97,122} S = {3,8,54,61,68,79,90,106,113} S = {3,8,54,61,68,80,95,97,106} S = {3,8,54,61,68,81,90,96,111} S = {3,8,54,61,68,95,111,113,122} S = {3,8,54,61,69,78,80,96,123} S = {3,8,54,61,69,78,91,107,112} S = {3,8,54,61,69,80,91,97,110} S = {3,8,54,61,69,81,94,96,107} S = {3,8,54,61,69,94,110,112,123} S = {3,8,54,61,78,80,91,101,106} S = {3,8,54,61,78,85,90,96,107} S = {3,8,54,61,78,85,101,112,123} S = {3,8,54,61,79,81,90,100,107} S = {3,8,54,61,79,84,91,97,106} S = {3,8,54,61,79,84,100,113,122} S = {3,8,54,61,80,95,101,110,123} S = {3,8,54,61,81,94,100,111,122} S = {3,8,54,61,84,91,101,110,112} S = {3,8,54,61,84,95,97,110,122} S = {3,8,54,61,84,95,101,106,113} S = {3,8,54,61,85,90,100,111,113} S = {3,8,54,61,85,94,96,111,123} S = {3,8,54,61,85,94,100,107,112} S = {3,9,14,48,63,84,91,101,106} S = {3,9,14,48,63,85,90,100,107} S = {3,9,14,52,59,80,95,101,106} S = {3,9,14,52,59,85,90,96,111} S = {3,9,14,53,58,80,95,100,107} S = {3,9,14,53,58,84,91,96,111} S = {3,9,16,36,63,69,94,106,113} S = {3,9,16,36,63,78,85,97,122} S = {3,9,16,37,62,68,95,106,113} S = {3,9,16,37,62,78,85,96,123} S = {3,9,16,46,53,68,95,97,122} S = {3,9,16,46,53,69,94,96,123} S = {3,9,20,32,63,69,90,110,113} S = {3,9,20,32,63,78,81,101,122} S = {3,9,20,37,58,64,95,110,113} S = {3,9,20,37,58,78,81,96,127} S = {3,9,20,42,63,78,91,101,112} S = {3,9,20,42,63,79,90,100,113} S = {3,9,20,46,49,64,95,101,122} S = {3,9,20,46,49,69,90,96,127} S = {3,9,20,46,59,74,95,101,112} S = {3,9,20,46,59,79,90,96,117} S = {3,9,20,47,58,74,95,100,113} S = {3,9,20,47,58,78,91,96,117} S = {3,9,21,32,62,68,90,111,113} S = {3,9,21,32,62,78,80,101,123} S = {3,9,21,36,58,64,94,111,113} S = {3,9,21,36,58,78,80,97,127} S = {3,9,21,46,48,64,94,101,123} S = {3,9,21,46,48,68,90,97,127} S = {3,9,26,36,63,78,85,107,112} S = {3,9,26,36,63,79,84,106,113} S = {3,9,26,46,53,68,95,107,112} S = {3,9,26,46,53,79,84,96,123} S = {3,9,26,47,52,68,95,106,113} S = {3,9,26,47,52,78,85,96,123} S = {3,9,30,32,53,68,81,111,122} S = {3,9,30,32,53,69,80,110,123} S = {3,9,30,36,49,64,85,111,122} S = {3,9,30,36,49,69,80,106,127} S = {3,9,30,36,59,74,85,111,112} S = {3,9,30,36,59,79,80,106,117} S = {3,9,30,37,48,64,85,110,123} S = {3,9,30,37,48,68,81,106,127} S = {3,9,30,42,53,68,91,111,112} S = {3,9,30,42,53,79,80,100,123} S = {3,9,30,47,48,68,91,106,117} S = {3,9,30,47,48,74,85,100,123} S = {3,9,31,36,58,74,84,111,113} S = {3,9,31,36,58,78,80,107,117} S = {3,9,31,42,52,68,90,111,113} S = {3,9,31,42,52,78,80,101,123} S = {3,9,31,46,48,68,90,107,117} S = {3,9,31,46,48,74,84,101,123} S = {3,10,13,48,63,84,91,102,105} S = {3,10,13,48,63,86,89,100,107} S = {3,10,13,52,59,80,95,102,105} S = {3,10,13,52,59,86,89,96,111} S = {3,10,13,54,57,80,95,100,107} S = {3,10,13,54,57,84,91,96,111} S = {3,10,16,36,63,70,93,105,114} S = {3,10,16,36,63,77,86,98,121} S = {3,10,16,38,61,68,95,105,114} S = {3,10,16,38,61,77,86,96,123} S = {3,10,16,45,54,68,95,98,121} S = {3,10,16,45,54,70,93,96,123} S = {3,10,20,32,63,70,89,109,114} S = {3,10,20,32,63,77,82,102,121} S = {3,10,20,38,57,64,95,109,114} S = {3,10,20,38,57,77,82,96,127} S = {3,10,20,41,63,77,91,102,112} S = {3,10,20,41,63,79,89,100,114} S = {3,10,20,45,50,64,95,102,121} S = {3,10,20,45,50,70,89,96,127} S = {3,10,20,45,59,73,95,102,112} S = {3,10,20,45,59,79,89,96,118} S = {3,10,20,47,57,73,95,100,114} S = {3,10,20,47,57,77,91,96,118} S = {3,10,22,32,61,68,89,111,114} S = {3,10,22,32,61,77,80,102,123} S = {3,10,22,36,57,64,93,111,114} S = {3,10,22,36,57,77,80,98,127} S = {3,10,22,45,48,64,93,102,123} S = {3,10,22,45,48,68,89,98,127} S = {3,10,25,36,63,77,86,107,112} S = {3,10,25,36,63,79,84,105,114} S = {3,10,25,45,54,68,95,107,112} S = {3,10,25,45,54,79,84,96,123} S = {3,10,25,47,52,68,95,105,114} S = {3,10,25,47,52,77,86,96,123} S = {3,10,29,32,54,68,82,111,121} S = {3,10,29,32,54,70,80,109,123} S = {3,10,29,36,50,64,86,111,121} S = {3,10,29,36,50,70,80,105,127} S = {3,10,29,36,59,73,86,111,112} S = {3,10,29,36,59,79,80,105,118} S = {3,10,29,38,48,64,86,109,123} S = {3,10,29,38,48,68,82,105,127} S = {3,10,29,41,54,68,91,111,112} S = {3,10,29,41,54,79,80,100,123} S = {3,10,29,47,48,68,91,105,118} S = {3,10,29,47,48,73,86,100,123} S = {3,10,31,36,57,73,84,111,114} S = {3,10,31,36,57,77,80,107,118} S = {3,10,31,41,52,68,89,111,114} S = {3,10,31,41,52,77,80,102,123} S = {3,10,31,45,48,68,89,107,118} S = {3,10,31,45,48,73,84,102,123} S = {3,12,16,31,37,42,54,70,121} S = {3,12,16,31,37,42,57,73,118} S = {3,12,16,31,37,54,57,85,106} S = {3,12,16,31,37,69,106,118,121} S = {3,12,16,31,37,70,73,85,122} S = {3,12,16,31,38,41,53,69,122} S = {3,12,16,31,38,41,58,74,117} S = {3,12,16,31,38,53,58,86,105} S = {3,12,16,31,38,69,74,86,121} S = {3,12,16,31,38,70,105,117,122} S = {3,12,16,31,41,53,58,89,102} S = {3,12,16,31,41,69,74,89,118} S = {3,12,16,31,41,73,102,117,122} S = {3,12,16,31,42,54,57,90,101} S = {3,12,16,31,42,70,73,90,117} S = {3,12,16,31,42,74,101,118,121} S = {3,12,16,31,53,69,86,89,106} S = {3,12,16,31,53,85,102,105,122} S = {3,12,16,31,54,70,85,90,105} S = {3,12,16,31,54,86,101,106,121} S = {3,12,16,31,57,73,85,90,102} S = {3,12,16,31,57,89,101,106,118} S = {3,12,16,31,58,74,86,89,101} S = {3,12,16,31,58,90,102,105,117} S = {3,12,16,32,63,69,74,118,121} S = {3,12,16,32,63,70,73,117,122} S = {3,12,16,33,63,69,89,106,118} S = {3,12,16,33,63,73,85,102,122} S = {3,12,16,34,63,70,90,105,117} S = {3,12,16,34,63,74,86,101,121} S = {3,12,16,36,63,69,86,106,121} S = {3,12,16,36,63,70,85,105,122} S = {3,12,16,37,42,54,57,95,96} S = {3,12,16,37,42,64,95,118,121} S = {3,12,16,37,42,70,73,96,127} S = {3,12,16,37,54,68,95,106,121} S = {3,12,16,37,54,70,85,96,123} S = {3,12,16,37,57,65,95,106,118} S = {3,12,16,37,57,73,85,96,126} S = {3,12,16,38,41,53,58,95,96} S = {3,12,16,38,41,64,95,117,122} S = {3,12,16,38,41,69,74,96,127} S = {3,12,16,38,53,68,95,105,122} S = {3,12,16,38,53,69,86,96,123} S = {3,12,16,38,58,66,95,105,117} S = {3,12,16,38,58,74,86,96,125} S = {3,12,16,40,63,73,90,102,117} S = {3,12,16,40,63,74,89,101,118} S = {3,12,16,41,53,65,95,102,122} S = {3,12,16,41,53,69,89,96,126} S = {3,12,16,41,58,72,95,102,117} S = {3,12,16,41,58,74,89,96,119} S = {3,12,16,42,54,66,95,101,121} S = {3,12,16,42,54,70,90,96,125} S = {3,12,16,42,57,72,95,101,118} S = {3,12,16,42,57,73,90,96,119} S = {3,12,16,63,69,74,86,89,96} S = {3,12,16,63,70,73,85,90,96} S = {3,12,16,63,95,101,106,118,121} S = {3,12,16,63,95,102,105,117,122} S = {3,12,17,32,63,69,90,105,118} S = {3,12,17,32,63,73,86,101,122} S = {3,12,17,37,58,64,95,105,118} S = {3,12,17,37,58,73,86,96,127} S = {3,12,17,41,54,64,95,101,122} S = {3,12,17,41,54,69,90,96,127} S = {3,12,17,50,63,86,91,101,104} S = {3,12,17,50,63,87,90,100,105} S = {3,12,17,54,59,82,95,101,104} S = {3,12,17,54,59,87,90,96,109} S = {3,12,17,55,58,82,95,100,105} S = {3,12,17,55,58,86,91,96,109} S = {3,12,18,32,63,70,89,106,117} S = {3,12,18,32,63,74,85,102,121} S = {3,12,18,38,57,64,95,106,117} S = {3,12,18,38,57,74,85,96,127} S = {3,12,18,42,53,64,95,102,121} S = {3,12,18,42,53,70,89,96,127} S = {3,12,18,49,63,85,91,102,104} S = {3,12,18,49,63,87,89,100,106} S = {3,12,18,53,59,81,95,102,104} S = {3,12,18,53,59,87,89,96,110} S = {3,12,18,55,57,81,95,100,106} S = {3,12,18,55,57,85,91,96,110} S = {3,12,20,32,63,69,90,102,121} S = {3,12,20,32,63,70,89,101,122} S = {3,12,20,37,58,64,95,102,121} S = {3,12,20,37,58,70,89,96,127} S = {3,12,20,38,57,64,95,101,122} S = {3,12,20,38,57,69,90,96,127} S = {3,12,20,56,63,89,94,98,101} S = {3,12,20,56,63,90,93,97,102} S = {3,12,20,57,62,88,95,98,101} S = {3,12,20,57,62,90,93,96,103} S = {3,12,20,58,61,88,95,97,102} S = {3,12,20,58,61,89,94,96,103} S = {3,12,21,26,32,47,54,70,121} S = {3,12,21,26,32,47,57,73,118} S = {3,12,21,26,32,54,57,80,111} S = {3,12,21,26,32,64,111,118,121} S = {3,12,21,26,32,70,73,80,127} S = {3,12,21,26,38,41,48,64,127} S = {3,12,21,26,38,41,63,79,112} S = {3,12,21,26,38,48,63,86,105} S = {3,12,21,26,38,64,79,86,121} S = {3,12,21,26,38,70,105,112,127} S = {3,12,21,26,41,48,63,89,102} S = {3,12,21,26,41,64,79,89,118} S = {3,12,21,26,41,73,102,112,127} S = {3,12,21,26,47,54,57,95,96} S = {3,12,21,26,47,70,73,95,112} S = {3,12,21,26,47,79,96,118,121} S = {3,12,21,26,48,64,86,89,111} S = {3,12,21,26,48,80,102,105,127} S = {3,12,21,26,54,70,80,95,105} S = {3,12,21,26,54,86,96,111,121} S = {3,12,21,26,57,73,80,95,102} S = {3,12,21,26,57,89,96,111,118} S = {3,12,21,26,63,79,86,89,96} S = {3,12,21,26,63,95,102,105,112} S = {3,12,21,32,47,54,57,90,101} S = {3,12,21,32,47,69,90,118,121} S = {3,12,21,32,47,70,73,101,122} S = {3,12,21,32,54,68,90,111,121} S = {3,12,21,32,54,70,80,101,123} S = {3,12,21,32,57,65,90,111,118} S = {3,12,21,32,57,73,80,101,126} S = {3,12,21,33,58,64,89,111,118} S = {3,12,21,33,58,73,80,102,127} S = {3,12,21,36,58,64,86,111,121} S = {3,12,21,36,58,70,80,105,127} S = {3,12,21,37,58,64,79,118,121} S = {3,12,21,37,58,70,73,112,127} S = {3,12,21,38,41,48,63,90,101} S = {3,12,21,38,41,64,79,101,122} S = {3,12,21,38,41,69,90,112,127} S = {3,12,21,38,48,64,86,101,123} S = {3,12,21,38,48,68,90,105,127} S = {3,12,21,38,63,71,90,105,112} S = {3,12,21,38,63,79,86,101,120} S = {3,12,21,39,58,70,95,105,112} S = {3,12,21,39,58,79,86,96,121} S = {3,12,21,41,48,64,89,101,126} S = {3,12,21,41,48,65,90,102,127} S = {3,12,21,41,63,77,90,102,112} S = {3,12,21,41,63,79,89,101,114} S = {3,12,21,45,58,73,95,102,112} S = {3,12,21,45,58,79,89,96,118} S = {3,12,21,47,54,70,95,101,120} S = {3,12,21,47,54,71,90,96,121} S = {3,12,21,47,57,73,95,101,114} S = {3,12,21,47,57,77,90,96,118} S = {3,12,21,58,64,79,86,89,101} S = {3,12,21,58,70,73,80,95,101} S = {3,12,21,58,90,96,111,118,121} S = {3,12,21,58,90,102,105,112,127} S = {3,12,22,25,32,47,53,69,122} S = {3,12,22,25,32,47,58,74,117} S = {3,12,22,25,32,53,58,80,111} S = {3,12,22,25,32,64,111,117,122} S = {3,12,22,25,32,69,74,80,127} S = {3,12,22,25,37,42,48,64,127} S = {3,12,22,25,37,42,63,79,112} S = {3,12,22,25,37,48,63,85,106} S = {3,12,22,25,37,64,79,85,122} S = {3,12,22,25,37,69,106,112,127} S = {3,12,22,25,42,48,63,90,101} S = {3,12,22,25,42,64,79,90,117} S = {3,12,22,25,42,74,101,112,127} S = {3,12,22,25,47,53,58,95,96} S = {3,12,22,25,47,69,74,95,112} S = {3,12,22,25,47,79,96,117,122} S = {3,12,22,25,48,64,85,90,111} S = {3,12,22,25,48,80,101,106,127} S = {3,12,22,25,53,69,80,95,106} S = {3,12,22,25,53,85,96,111,122} S = {3,12,22,25,58,74,80,95,101} S = {3,12,22,25,58,90,96,111,117} S = {3,12,22,25,63,79,85,90,96} S = {3,12,22,25,63,95,101,106,112} S = {3,12,22,32,47,53,58,89,102} S = {3,12,22,32,47,69,74,102,121} S = {3,12,22,32,47,70,89,117,122} S = {3,12,22,32,53,68,89,111,122} S = {3,12,22,32,53,69,80,102,123} S = {3,12,22,32,58,66,89,111,117} S = {3,12,22,32,58,74,80,102,125} S = {3,12,22,34,57,64,90,111,117} S = {3,12,22,34,57,74,80,101,127} S = {3,12,22,36,57,64,85,111,122} S = {3,12,22,36,57,69,80,106,127} S = {3,12,22,37,42,48,63,89,102} S = {3,12,22,37,42,64,79,102,121} S = {3,12,22,37,42,70,89,112,127} S = {3,12,22,37,48,64,85,102,123} S = {3,12,22,37,48,68,89,106,127} S = {3,12,22,37,63,71,89,106,112} S = {3,12,22,37,63,79,85,102,120} S = {3,12,22,38,57,64,79,117,122} S = {3,12,22,38,57,69,74,112,127} S = {3,12,22,39,57,69,95,106,112} S = {3,12,22,39,57,79,85,96,122} S = {3,12,22,42,48,64,90,102,125} S = {3,12,22,42,48,66,89,101,127} S = {3,12,22,42,63,78,89,101,112} S = {3,12,22,42,63,79,90,102,113} S = {3,12,22,46,57,74,95,101,112} S = {3,12,22,46,57,79,90,96,117} S = {3,12,22,47,53,69,95,102,120} S = {3,12,22,47,53,71,89,96,122} S = {3,12,22,47,58,74,95,102,113} S = {3,12,22,47,58,78,89,96,117} S = {3,12,22,57,64,79,85,90,102} S = {3,12,22,57,69,74,80,95,102} S = {3,12,22,57,89,96,111,117,122} S = {3,12,22,57,89,101,106,112,127} S = {3,12,23,37,58,70,89,111,112} S = {3,12,23,37,58,79,80,102,121} S = {3,12,23,38,57,69,90,111,112} S = {3,12,23,38,57,79,80,101,122} S = {3,12,23,47,48,69,90,102,121} S = {3,12,23,47,48,70,89,101,122} S = {3,12,23,48,59,81,90,102,109} S = {3,12,23,48,59,82,89,101,110} S = {3,12,23,49,58,80,91,102,109} S = {3,12,23,49,58,82,89,100,111} S = {3,12,23,50,57,80,91,101,110} S = {3,12,23,50,57,81,90,100,111} S = {3,12,24,32,63,73,86,106,117} S = {3,12,24,32,63,74,85,105,118} S = {3,12,24,41,54,64,95,106,117} S = {3,12,24,41,54,74,85,96,127} S = {3,12,24,42,53,64,95,105,118} S = {3,12,24,42,53,73,86,96,127} S = {3,12,24,52,63,85,94,98,105} S = {3,12,24,52,63,86,93,97,106} S = {3,12,24,53,62,84,95,98,105} S = {3,12,24,53,62,86,93,96,107} S = {3,12,24,54,61,84,95,97,106} S = {3,12,24,54,61,85,94,96,107} S = {3,12,25,32,47,53,58,86,105} S = {3,12,25,32,47,69,74,105,118} S = {3,12,25,32,47,73,86,117,122} S = {3,12,25,32,53,65,86,111,122} S = {3,12,25,32,53,69,80,105,126} S = {3,12,25,32,58,72,86,111,117} S = {3,12,25,32,58,74,80,105,119} S = {3,12,25,33,54,64,85,111,122} S = {3,12,25,33,54,69,80,106,127} S = {3,12,25,37,42,48,63,86,105} S = {3,12,25,37,42,64,79,105,118} S = {3,12,25,37,42,73,86,112,127} S = {3,12,25,37,48,64,85,105,126} S = {3,12,25,37,48,65,86,106,127} S = {3,12,25,37,63,77,86,106,112} S = {3,12,25,37,63,79,85,105,114} S = {3,12,25,40,54,64,90,111,117} S = {3,12,25,40,54,74,80,101,127} S = {3,12,25,41,54,64,79,117,122} S = {3,12,25,41,54,69,74,112,127} S = {3,12,25,42,48,64,90,105,119} S = {3,12,25,42,48,72,86,101,127} S = {3,12,25,42,63,75,86,101,112} S = {3,12,25,42,63,79,90,105,116} S = {3,12,25,43,54,74,95,101,112} S = {3,12,25,43,54,79,90,96,117} S = {3,12,25,45,54,69,95,106,112} S = {3,12,25,45,54,79,85,96,122} S = {3,12,25,47,53,69,95,105,114} S = {3,12,25,47,53,77,86,96,122} S = {3,12,25,47,58,74,95,105,116} S = {3,12,25,47,58,75,86,96,117} S = {3,12,25,54,64,79,85,90,105} S = {3,12,25,54,69,74,80,95,105} S = {3,12,25,54,86,96,111,117,122} S = {3,12,25,54,86,101,106,112,127} S = {3,12,26,32,47,54,57,85,106} S = {3,12,26,32,47,70,73,106,117} S = {3,12,26,32,47,74,85,118,121} S = {3,12,26,32,54,66,85,111,121} S = {3,12,26,32,54,70,80,106,125} S = {3,12,26,32,57,72,85,111,118} S = {3,12,26,32,57,73,80,106,119} S = {3,12,26,34,53,64,86,111,121} S = {3,12,26,34,53,70,80,105,127} S = {3,12,26,38,41,48,63,85,106} S = {3,12,26,38,41,64,79,106,117} S = {3,12,26,38,41,74,85,112,127} S = {3,12,26,38,48,64,86,106,125} S = {3,12,26,38,48,66,85,105,127} S = {3,12,26,38,63,78,85,105,112} S = {3,12,26,38,63,79,86,106,113} S = {3,12,26,40,53,64,89,111,118} S = {3,12,26,40,53,73,80,102,127} S = {3,12,26,41,48,64,89,106,119} S = {3,12,26,41,48,72,85,102,127} S = {3,12,26,41,63,75,85,102,112} S = {3,12,26,41,63,79,89,106,116} S = {3,12,26,42,53,64,79,118,121} S = {3,12,26,42,53,70,73,112,127} S = {3,12,26,43,53,73,95,102,112} S = {3,12,26,43,53,79,89,96,118} S = {3,12,26,46,53,70,95,105,112} S = {3,12,26,46,53,79,86,96,121} S = {3,12,26,47,54,70,95,106,113} S = {3,12,26,47,54,78,85,96,121} S = {3,12,26,47,57,73,95,106,116} S = {3,12,26,47,57,75,85,96,118} S = {3,12,26,53,64,79,86,89,106} S = {3,12,26,53,70,73,80,95,106} S = {3,12,26,53,85,96,111,118,121} S = {3,12,26,53,85,102,105,112,127} S = {3,12,27,41,54,74,85,111,112} S = {3,12,27,41,54,79,80,106,117} S = {3,12,27,42,53,73,86,111,112} S = {3,12,27,42,53,79,80,105,118} S = {3,12,27,47,48,73,86,106,117} S = {3,12,27,47,48,74,85,105,118} S = {3,12,27,48,55,81,86,106,109} S = {3,12,27,48,55,82,85,105,110} S = {3,12,27,49,54,80,87,106,109} S = {3,12,27,49,54,82,85,104,111} S = {3,12,27,50,53,80,87,105,110} S = {3,12,27,50,53,81,86,104,111} S = {3,12,29,37,58,73,86,111,112} S = {3,12,29,37,58,79,80,105,118} S = {3,12,29,41,54,69,90,111,112} S = {3,12,29,41,54,79,80,101,122} S = {3,12,29,47,48,69,90,105,118} S = {3,12,29,47,48,73,86,101,122} S = {3,12,29,48,62,84,90,103,105} S = {3,12,29,48,62,86,88,101,107} S = {3,12,29,52,58,80,94,103,105} S = {3,12,29,52,58,86,88,97,111} S = {3,12,29,54,56,80,94,101,107} S = {3,12,29,54,56,84,90,97,111} S = {3,12,30,38,57,74,85,111,112} S = {3,12,30,38,57,79,80,106,117} S = {3,12,30,42,53,70,89,111,112} S = {3,12,30,42,53,79,80,102,121} S = {3,12,30,47,48,70,89,106,117} S = {3,12,30,47,48,74,85,102,121} S = {3,12,30,48,61,84,89,103,106} S = {3,12,30,48,61,85,88,102,107} S = {3,12,30,52,57,80,93,103,106} S = {3,12,30,52,57,85,88,98,111} S = {3,12,30,53,56,80,93,102,107} S = {3,12,30,53,56,84,89,98,111} S = {3,12,31,37,42,54,57,80,111} S = {3,12,31,37,42,70,73,111,112} S = {3,12,31,37,42,79,80,118,121} S = {3,12,31,37,54,70,85,111,120} S = {3,12,31,37,54,71,80,106,121} S = {3,12,31,37,57,73,85,111,114} S = {3,12,31,37,57,77,80,106,118} S = {3,12,31,38,41,53,58,80,111} S = {3,12,31,38,41,69,74,111,112} S = {3,12,31,38,41,79,80,117,122} S = {3,12,31,38,53,69,86,111,120} S = {3,12,31,38,53,71,80,105,122} S = {3,12,31,38,58,74,86,111,113} S = {3,12,31,38,58,78,80,105,117} S = {3,12,31,39,48,69,86,106,121} S = {3,12,31,39,48,70,85,105,122} S = {3,12,31,41,53,69,89,111,114} S = {3,12,31,41,53,77,80,102,122} S = {3,12,31,41,58,74,89,111,116} S = {3,12,31,41,58,75,80,102,117} S = {3,12,31,42,54,70,90,111,113} S = {3,12,31,42,54,78,80,101,121} S = {3,12,31,42,57,73,90,111,116} S = {3,12,31,42,57,75,80,101,118} S = {3,12,31,43,48,73,90,102,117} S = {3,12,31,43,48,74,89,101,118} S = {3,12,31,45,48,69,89,106,118} S = {3,12,31,45,48,73,85,102,122} S = {3,12,31,46,48,70,90,105,117} S = {3,12,31,46,48,74,86,101,121} S = {3,12,31,47,48,69,74,118,121} S = {3,12,31,47,48,70,73,117,122} S = {3,12,31,48,69,74,86,89,111} S = {3,12,31,48,70,73,85,90,111} S = {3,12,31,48,80,101,106,118,121} S = {3,12,31,48,80,102,105,117,122} S = {3,12,32,47,53,69,90,102,105} S = {3,12,32,47,53,86,89,101,122} S = {3,12,32,47,54,70,89,101,106} S = {3,12,32,47,54,85,90,102,121} S = {3,12,32,47,57,73,86,101,106} S = {3,12,32,47,57,85,90,105,118} S = {3,12,32,47,58,74,85,102,105} S = {3,12,32,47,58,86,89,106,117} S = {3,12,32,63,69,74,80,102,105} S = {3,12,32,63,70,73,80,101,106} S = {3,12,32,63,85,90,111,118,121} S = {3,12,32,63,86,89,111,117,122} S = {3,12,33,50,63,84,89,103,106} S = {3,12,33,50,63,85,88,102,107} S = {3,12,33,54,59,80,93,103,106} S = {3,12,33,54,59,85,88,98,111} S = {3,12,33,55,58,80,93,102,107} S = {3,12,33,55,58,84,89,98,111} S = {3,12,34,49,63,84,90,103,105} S = {3,12,34,49,63,86,88,101,107} S = {3,12,34,53,59,80,94,103,105} S = {3,12,34,53,59,86,88,97,111} S = {3,12,34,55,57,80,94,101,107} S = {3,12,34,55,57,84,90,97,111} S = {3,12,36,56,63,81,86,106,109} S = {3,12,36,56,63,82,85,105,110} S = {3,12,36,57,62,80,87,106,109} S = {3,12,36,57,62,82,85,104,111} S = {3,12,36,58,61,80,87,105,110} S = {3,12,36,58,61,81,86,104,111} S = {3,12,37,42,48,64,95,102,105} S = {3,12,37,42,48,86,89,96,127} S = {3,12,37,42,54,70,89,96,111} S = {3,12,37,42,54,80,95,102,121} S = {3,12,37,42,57,73,86,96,111} S = {3,12,37,42,57,80,95,105,118} S = {3,12,37,42,63,79,80,102,105} S = {3,12,37,42,63,86,89,111,112} S = {3,12,37,58,64,79,85,102,105} S = {3,12,37,58,70,73,85,96,111} S = {3,12,37,58,80,95,106,118,121} S = {3,12,37,58,86,89,106,112,127} S = {3,12,38,41,48,64,95,101,106} S = {3,12,38,41,48,85,90,96,127} S = {3,12,38,41,53,69,90,96,111} S = {3,12,38,41,53,80,95,101,122} S = {3,12,38,41,58,74,85,96,111} S = {3,12,38,41,58,80,95,106,117} S = {3,12,38,41,63,79,80,101,106} S = {3,12,38,41,63,85,90,111,112} S = {3,12,38,57,64,79,86,101,106} S = {3,12,38,57,69,74,86,96,111} S = {3,12,38,57,80,95,105,117,122} S = {3,12,38,57,85,90,105,112,127} S = {3,12,39,48,59,85,94,98,105} S = {3,12,39,48,59,86,93,97,106} S = {3,12,39,49,58,84,95,98,105} S = {3,12,39,49,58,86,93,96,107} S = {3,12,39,50,57,84,95,97,106} S = {3,12,39,50,57,85,94,96,107} S = {3,12,40,52,63,81,90,102,109} S = {3,12,40,52,63,82,89,101,110} S = {3,12,40,53,62,80,91,102,109} S = {3,12,40,53,62,82,89,100,111} S = {3,12,40,54,61,80,91,101,110} S = {3,12,40,54,61,81,90,100,111} S = {3,12,41,54,64,79,89,101,106} S = {3,12,41,54,69,74,89,96,111} S = {3,12,41,54,80,95,102,117,122} S = {3,12,41,54,85,90,102,112,127} S = {3,12,42,53,64,79,90,102,105} S = {3,12,42,53,70,73,90,96,111} S = {3,12,42,53,80,95,101,118,121} S = {3,12,42,53,86,89,101,112,127} S = {3,12,43,48,55,89,94,98,101} S = {3,12,43,48,55,90,93,97,102} S = {3,12,43,49,54,88,95,98,101} S = {3,12,43,49,54,90,93,96,103} S = {3,12,43,50,53,88,95,97,102} S = {3,12,43,50,53,89,94,96,103} S = {3,12,45,48,62,85,91,102,104} S = {3,12,45,48,62,87,89,100,106} S = {3,12,45,52,58,81,95,102,104} S = {3,12,45,52,58,87,89,96,110} S = {3,12,45,54,56,81,95,100,106} S = {3,12,45,54,56,85,91,96,110} S = {3,12,46,48,61,86,91,101,104} S = {3,12,46,48,61,87,90,100,105} S = {3,12,46,52,57,82,95,101,104} S = {3,12,46,52,57,87,90,96,109} S = {3,12,46,53,56,82,95,100,105} S = {3,12,46,53,56,86,91,96,109} S = {3,12,47,48,69,74,95,102,105} S = {3,12,47,48,70,73,95,101,106} S = {3,12,47,48,85,90,96,118,121} S = {3,12,47,48,86,89,96,117,122} S = {3,12,48,53,59,81,94,102,105} S = {3,12,48,53,59,86,89,97,110} S = {3,12,48,53,62,84,91,102,105} S = {3,12,48,53,62,86,89,100,107} S = {3,12,48,54,59,82,93,101,106} S = {3,12,48,54,59,85,90,98,109} S = {3,12,48,54,61,84,91,101,106} S = {3,12,48,54,61,85,90,100,107} S = {3,12,48,55,57,81,94,101,106} S = {3,12,48,55,57,85,90,97,110} S = {3,12,48,55,58,82,93,102,105} S = {3,12,48,55,58,86,89,98,109} S = {3,12,48,55,59,81,94,98,109} S = {3,12,48,55,59,82,93,97,110} S = {3,12,48,55,68,89,94,106,109} S = {3,12,48,55,68,90,93,105,110} S = {3,12,48,55,81,86,98,101,123} S = {3,12,48,55,82,85,97,102,123} S = {3,12,48,57,62,85,90,103,104} S = {3,12,48,57,62,87,88,101,106} S = {3,12,48,58,61,86,89,103,104} S = {3,12,48,58,61,87,88,102,105} S = {3,12,48,59,72,85,94,102,109} S = {3,12,48,59,72,86,93,101,110} S = {3,12,48,59,81,90,98,105,119} S = {3,12,48,59,82,89,97,106,119} S = {3,12,48,61,62,84,91,103,104} S = {3,12,48,61,62,87,88,100,107} S = {3,12,48,61,65,86,91,103,106} S = {3,12,48,61,65,87,90,102,107} S = {3,12,48,61,84,89,101,104,126} S = {3,12,48,61,85,88,100,105,126} S = {3,12,48,62,66,85,91,103,105} S = {3,12,48,62,66,87,89,101,107} S = {3,12,48,62,84,90,102,104,125} S = {3,12,48,62,86,88,100,106,125} S = {3,12,48,63,69,74,86,102,121} S = {3,12,48,63,69,74,89,105,118} S = {3,12,48,63,69,90,106,118,121} S = {3,12,48,63,70,73,85,101,122} S = {3,12,48,63,70,73,90,106,117} S = {3,12,48,63,70,89,105,117,122} S = {3,12,48,63,73,86,102,117,122} S = {3,12,48,63,74,85,101,118,121} S = {3,12,48,63,81,86,90,98,109} S = {3,12,48,63,81,94,98,101,105} S = {3,12,48,63,81,94,102,106,109} S = {3,12,48,63,82,85,89,97,110} S = {3,12,48,63,82,93,97,102,106} S = {3,12,48,63,82,93,101,105,110} S = {3,12,48,63,84,89,90,103,104} S = {3,12,48,63,84,91,101,102,104} S = {3,12,48,63,84,91,103,105,106} S = {3,12,48,63,85,86,88,100,107} S = {3,12,48,63,85,86,91,103,104} S = {3,12,48,63,85,89,94,98,109} S = {3,12,48,63,86,90,93,97,110} S = {3,12,48,63,87,88,100,105,106} S = {3,12,48,63,87,88,101,102,107} S = {3,12,48,63,87,89,90,100,107} S = {3,12,49,50,63,84,91,103,104} S = {3,12,49,50,63,87,88,100,107} S = {3,12,49,54,58,80,95,98,109} S = {3,12,49,54,58,82,93,96,111} S = {3,12,49,54,59,82,93,103,104} S = {3,12,49,54,59,87,88,98,109} S = {3,12,49,54,63,85,90,103,104} S = {3,12,49,54,63,87,88,101,106} S = {3,12,49,54,68,88,95,106,109} S = {3,12,49,54,68,90,93,104,111} S = {3,12,49,54,80,87,98,101,123} S = {3,12,49,54,82,85,96,103,123} S = {3,12,49,55,58,82,93,100,107} S = {3,12,49,55,58,84,91,98,109} S = {3,12,49,58,63,84,91,102,105} S = {3,12,49,58,63,86,89,100,107} S = {3,12,49,58,72,84,95,102,109} S = {3,12,49,58,72,86,93,100,111} S = {3,12,49,58,80,91,98,105,119} S = {3,12,49,58,82,89,96,107,119} S = {3,12,49,62,80,85,91,102,105} S = {3,12,49,62,80,87,89,101,106} S = {3,12,49,62,80,87,91,98,109} S = {3,12,49,62,80,95,98,101,105} S = {3,12,49,62,80,95,102,106,109} S = {3,12,49,62,82,85,89,96,111} S = {3,12,49,62,82,85,91,103,104} S = {3,12,49,62,82,87,89,100,107} S = {3,12,49,62,82,93,96,103,107} S = {3,12,49,62,82,93,100,104,111} S = {3,12,49,62,84,88,95,98,109} S = {3,12,49,62,84,90,93,103,104} S = {3,12,49,62,84,90,95,102,105} S = {3,12,49,62,84,91,98,103,105} S = {3,12,49,62,84,91,102,104,109} S = {3,12,49,62,85,90,96,103,105} S = {3,12,49,62,85,90,102,104,111} S = {3,12,49,62,86,88,93,100,107} S = {3,12,49,62,86,88,95,101,106} S = {3,12,49,62,86,89,96,101,107} S = {3,12,49,62,86,89,100,106,111} S = {3,12,49,62,86,90,93,96,111} S = {3,12,49,62,87,88,98,101,107} S = {3,12,49,62,87,88,100,106,109} S = {3,12,49,63,77,84,90,102,104} S = {3,12,49,63,77,86,88,100,106} S = {3,12,49,63,85,91,103,105,114} S = {3,12,49,63,87,89,101,107,114} S = {3,12,50,53,57,80,95,97,110} S = {3,12,50,53,57,81,94,96,111} S = {3,12,50,53,59,81,94,103,104} S = {3,12,50,53,59,87,88,97,110} S = {3,12,50,53,63,86,89,103,104} S = {3,12,50,53,63,87,88,102,105} S = {3,12,50,53,68,88,95,105,110} S = {3,12,50,53,68,89,94,104,111} S = {3,12,50,53,80,87,97,102,123} S = {3,12,50,53,81,86,96,103,123} S = {3,12,50,55,57,81,94,100,107} S = {3,12,50,55,57,84,91,97,110} S = {3,12,50,57,63,84,91,101,106} S = {3,12,50,57,63,85,90,100,107} S = {3,12,50,57,72,84,95,101,110} S = {3,12,50,57,72,85,94,100,111} S = {3,12,50,57,80,91,97,106,119} S = {3,12,50,57,81,90,96,107,119} S = {3,12,50,61,80,86,91,101,106} S = {3,12,50,61,80,87,90,102,105} S = {3,12,50,61,80,87,91,97,110} S = {3,12,50,61,80,95,97,102,106} S = {3,12,50,61,80,95,101,105,110} S = {3,12,50,61,81,86,90,96,111} S = {3,12,50,61,81,86,91,103,104} S = {3,12,50,61,81,87,90,100,107} S = {3,12,50,61,81,94,96,103,107} S = {3,12,50,61,81,94,100,104,111} S = {3,12,50,61,84,88,95,97,110} S = {3,12,50,61,84,89,94,103,104} S = {3,12,50,61,84,89,95,101,106} S = {3,12,50,61,84,91,97,103,106} S = {3,12,50,61,84,91,101,104,110} S = {3,12,50,61,85,88,94,100,107} S = {3,12,50,61,85,88,95,102,105} S = {3,12,50,61,85,89,94,96,111} S = {3,12,50,61,85,90,96,102,107} S = {3,12,50,61,85,90,100,105,111} S = {3,12,50,61,86,89,96,103,106} S = {3,12,50,61,86,89,101,104,111} S = {3,12,50,61,87,88,97,102,107} S = {3,12,50,61,87,88,100,105,110} S = {3,12,50,63,78,84,89,101,104} S = {3,12,50,63,78,85,88,100,105} S = {3,12,50,63,86,91,103,106,113} S = {3,12,50,63,87,90,102,107,113} S = {3,12,52,56,63,81,94,98,109} S = {3,12,52,56,63,82,93,97,110} S = {3,12,52,57,58,80,95,103,104} S = {3,12,52,57,58,87,88,96,111} S = {3,12,52,57,62,82,93,103,104} S = {3,12,52,57,62,87,88,98,109} S = {3,12,52,57,63,82,93,101,106} S = {3,12,52,57,63,85,90,98,109} S = {3,12,52,57,65,82,95,103,106} S = {3,12,52,57,65,87,90,98,111} S = {3,12,52,57,80,93,101,104,126} S = {3,12,52,57,85,88,96,109,126} S = {3,12,52,58,61,81,94,103,104} S = {3,12,52,58,61,87,88,97,110} S = {3,12,52,58,63,81,94,102,105} S = {3,12,52,58,63,86,89,97,110} S = {3,12,52,58,66,81,95,103,105} S = {3,12,52,58,66,87,89,97,111} S = {3,12,52,58,80,94,102,104,125} S = {3,12,52,58,86,88,96,110,125} S = {3,12,52,59,80,85,94,102,105} S = {3,12,52,59,80,86,93,101,106} S = {3,12,52,59,80,93,94,103,104} S = {3,12,52,59,80,95,101,102,104} S = {3,12,52,59,80,95,103,105,106} S = {3,12,52,59,81,82,95,103,104} S = {3,12,52,59,81,87,90,98,109} S = {3,12,52,59,81,90,95,102,105} S = {3,12,52,59,81,94,98,103,105} S = {3,12,52,59,81,94,102,104,109} S = {3,12,52,59,82,87,89,97,110} S = {3,12,52,59,82,89,95,101,106} S = {3,12,52,59,82,93,97,103,106} S = {3,12,52,59,82,93,101,104,110} S = {3,12,52,59,85,86,88,96,111} S = {3,12,52,59,85,88,94,98,109} S = {3,12,52,59,85,90,96,102,109} S = {3,12,52,59,85,90,98,105,111} S = {3,12,52,59,86,88,93,97,110} S = {3,12,52,59,86,89,96,101,110} S = {3,12,52,59,86,89,97,106,111} S = {3,12,52,59,87,88,96,109,110} S = {3,12,52,59,87,88,97,98,111} S = {3,12,52,59,87,89,90,96,111} S = {3,12,52,63,71,81,90,98,105} S = {3,12,52,63,71,82,89,97,106} S = {3,12,52,63,85,94,102,109,120} S = {3,12,52,63,86,93,101,110,120} S = {3,12,53,54,56,80,95,100,107} S = {3,12,53,54,56,84,91,96,111} S = {3,12,53,54,59,80,95,103,104} S = {3,12,53,54,59,87,88,96,111} S = {3,12,53,56,62,82,93,100,107} S = {3,12,53,56,62,84,91,98,109} S = {3,12,53,56,63,82,93,102,105} S = {3,12,53,56,63,86,89,98,109} S = {3,12,53,56,65,82,95,102,107} S = {3,12,53,56,65,86,91,98,111} S = {3,12,53,56,80,93,100,105,126} S = {3,12,53,56,84,89,96,109,126} S = {3,12,53,57,62,80,95,98,109} S = {3,12,53,57,62,82,93,96,111} S = {3,12,53,58,64,79,86,102,121} S = {3,12,53,58,64,79,89,105,118} S = {3,12,53,58,64,95,111,118,121} S = {3,12,53,58,70,73,80,96,127} S = {3,12,53,58,70,73,95,111,112} S = {3,12,53,58,70,89,105,112,127} S = {3,12,53,58,73,86,102,112,127} S = {3,12,53,58,79,80,96,118,121} S = {3,12,53,58,80,86,91,98,109} S = {3,12,53,58,80,86,93,100,107} S = {3,12,53,58,80,87,89,97,110} S = {3,12,53,58,80,89,94,103,104} S = {3,12,53,58,81,86,95,103,104} S = {3,12,53,58,81,94,96,103,105} S = {3,12,53,58,81,94,102,104,111} S = {3,12,53,58,82,89,95,100,107} S = {3,12,53,58,82,93,96,102,107} S = {3,12,53,58,82,93,100,105,111} S = {3,12,53,58,84,89,95,98,109} S = {3,12,53,58,84,91,96,102,109} S = {3,12,53,58,84,91,98,105,111} S = {3,12,53,58,86,88,95,97,110} S = {3,12,53,58,87,88,96,105,110} S = {3,12,53,58,87,88,97,102,111} S = {3,12,53,59,77,80,94,102,104} S = {3,12,53,59,77,86,88,96,110} S = {3,12,53,59,81,95,103,105,114} S = {3,12,53,59,87,89,97,111,114} S = {3,12,53,62,71,80,91,98,105} S = {3,12,53,62,71,82,89,96,107} S = {3,12,53,62,84,95,102,109,120} S = {3,12,53,62,86,93,100,111,120} S = {3,12,54,56,61,81,94,100,107} S = {3,12,54,56,61,84,91,97,110} S = {3,12,54,56,63,81,94,101,106} S = {3,12,54,56,63,85,90,97,110} S = {3,12,54,56,66,81,95,101,107} S = {3,12,54,56,66,85,91,97,111} S = {3,12,54,56,80,94,100,106,125} S = {3,12,54,56,84,90,96,110,125} S = {3,12,54,57,64,79,85,101,122} S = {3,12,54,57,64,79,90,106,117} S = {3,12,54,57,64,95,111,117,122} S = {3,12,54,57,69,74,80,96,127} S = {3,12,54,57,69,74,95,111,112} S = {3,12,54,57,69,90,106,112,127} S = {3,12,54,57,74,85,101,112,127} S = {3,12,54,57,79,80,96,117,122} S = {3,12,54,57,80,85,91,97,110} S = {3,12,54,57,80,85,94,100,107} S = {3,12,54,57,80,87,90,98,109} S = {3,12,54,57,80,90,93,103,104} S = {3,12,54,57,81,90,95,100,107} S = {3,12,54,57,81,94,96,101,107} S = {3,12,54,57,81,94,100,106,111} S = {3,12,54,57,82,85,95,103,104} S = {3,12,54,57,82,93,96,103,106} S = {3,12,54,57,82,93,101,104,111} S = {3,12,54,57,84,90,95,97,110} S = {3,12,54,57,84,91,96,101,110} S = {3,12,54,57,84,91,97,106,111} S = {3,12,54,57,85,88,95,98,109} S = {3,12,54,57,87,88,96,106,109} S = {3,12,54,57,87,88,98,101,111} S = {3,12,54,58,61,80,95,97,110} S = {3,12,54,58,61,81,94,96,111} S = {3,12,54,59,78,80,93,101,104} S = {3,12,54,59,78,85,88,96,109} S = {3,12,54,59,82,95,103,106,113} S = {3,12,54,59,87,90,98,111,113} S = {3,12,54,61,71,80,91,97,106} S = {3,12,54,61,71,81,90,96,107} S = {3,12,54,61,84,95,101,110,120} S = {3,12,54,61,85,94,100,111,120} S = {3,12,55,56,80,89,94,101,106} S = {3,12,55,56,80,90,93,102,105} S = {3,12,55,56,80,93,94,100,107} S = {3,12,55,56,80,95,100,105,106} S = {3,12,55,56,80,95,101,102,107} S = {3,12,55,56,81,82,95,100,107} S = {3,12,55,56,81,86,91,98,109} S = {3,12,55,56,81,86,95,101,106} S = {3,12,55,56,81,94,98,101,107} S = {3,12,55,56,81,94,100,106,109} S = {3,12,55,56,82,85,91,97,110} S = {3,12,55,56,82,85,95,102,105} S = {3,12,55,56,82,93,97,102,107} S = {3,12,55,56,82,93,100,105,110} S = {3,12,55,56,84,89,90,96,111} S = {3,12,55,56,84,89,94,98,109} S = {3,12,55,56,84,90,93,97,110} S = {3,12,55,56,84,91,96,109,110} S = {3,12,55,56,84,91,97,98,111} S = {3,12,55,56,85,86,91,96,111} S = {3,12,55,56,85,90,96,105,110} S = {3,12,55,56,85,90,97,102,111} S = {3,12,55,56,86,89,96,106,109} S = {3,12,55,56,86,89,98,101,111} S = {3,12,55,57,58,80,95,100,107} S = {3,12,55,57,58,84,91,96,111} S = {3,12,55,57,77,80,94,100,106} S = {3,12,55,57,77,84,90,96,110} S = {3,12,55,57,81,95,101,107,114} S = {3,12,55,57,85,91,97,111,114} S = {3,12,55,58,78,80,93,100,105} S = {3,12,55,58,78,84,89,96,109} S = {3,12,55,58,82,95,102,107,113} S = {3,12,55,58,86,91,98,111,113} S = {3,12,56,63,75,81,86,98,101} S = {3,12,56,63,75,82,85,97,102} S = {3,12,56,63,89,94,106,109,116} S = {3,12,56,63,90,93,105,110,116} S = {3,12,57,62,75,80,87,98,101} S = {3,12,57,62,75,82,85,96,103} S = {3,12,57,62,88,95,106,109,116} S = {3,12,57,62,90,93,104,111,116} S = {3,12,58,61,75,80,87,97,102} S = {3,12,58,61,75,81,86,96,103} S = {3,12,58,61,88,95,105,110,116} S = {3,12,58,61,89,94,104,111,116} S = {3,13,14,48,63,84,91,103,104} S = {3,13,14,48,63,87,88,100,107} S = {3,13,14,52,59,80,95,103,104} S = {3,13,14,52,59,87,88,96,111} S = {3,13,14,55,56,80,95,100,107} S = {3,13,14,55,56,84,91,96,111} S = {3,13,16,30,36,42,55,70,121} S = {3,13,16,30,36,42,57,72,119} S = {3,13,16,30,36,55,57,85,106} S = {3,13,16,30,36,68,106,119,121} S = {3,13,16,30,36,70,72,85,123} S = {3,13,16,30,38,40,53,68,123} S = {3,13,16,30,38,40,59,74,117} S = {3,13,16,30,38,53,59,87,104} S = {3,13,16,30,38,68,74,87,121} S = {3,13,16,30,38,70,104,117,123} S = {3,13,16,30,40,53,59,89,102} S = {3,13,16,30,40,68,74,89,119} S = {3,13,16,30,40,72,102,117,123} S = {3,13,16,30,42,55,57,91,100} S = {3,13,16,30,42,70,72,91,117} S = {3,13,16,30,42,74,100,119,121} S = {3,13,16,30,53,68,87,89,106} S = {3,13,16,30,53,85,102,104,123} S = {3,13,16,30,55,70,85,91,104} S = {3,13,16,30,55,87,100,106,121} S = {3,13,16,30,57,72,85,91,102} S = {3,13,16,30,57,89,100,106,119} S = {3,13,16,30,59,74,87,89,100} S = {3,13,16,30,59,91,102,104,117} S = {3,13,16,32,62,68,74,119,121} S = {3,13,16,32,62,70,72,117,123} S = {3,13,16,33,62,68,89,106,119} S = {3,13,16,33,62,72,85,102,123} S = {3,13,16,36,42,55,57,94,97} S = {3,13,16,36,42,64,94,119,121} S = {3,13,16,36,42,70,72,97,127} S = {3,13,16,36,55,69,94,106,121} S = {3,13,16,36,55,70,85,97,122} S = {3,13,16,36,57,65,94,106,119} S = {3,13,16,36,57,72,85,97,126} S = {3,13,16,37,62,68,87,106,121} S = {3,13,16,37,62,70,85,104,123} S = {3,13,16,38,40,53,59,94,97} S = {3,13,16,38,40,64,94,117,123} S = {3,13,16,38,40,68,74,97,127} S = {3,13,16,38,53,68,87,97,122} S = {3,13,16,38,53,69,94,104,123} S = {3,13,16,40,53,65,94,102,123} S = {3,13,16,40,53,68,89,97,126} S = {3,13,16,40,59,73,94,102,117} S = {3,13,16,40,59,74,89,97,118} S = {3,13,16,41,62,72,91,102,117} S = {3,13,16,41,62,74,89,100,119} S = {3,13,16,42,57,72,91,97,118} S = {3,13,16,42,57,73,94,100,119} S = {3,13,16,49,62,85,91,102,104} S = {3,13,16,49,62,87,89,100,106} S = {3,13,16,53,59,81,94,102,104} S = {3,13,16,53,59,87,89,97,110} S = {3,13,16,55,57,81,94,100,106} S = {3,13,16,55,57,85,91,97,110} S = {3,13,16,62,68,74,87,89,97} S = {3,13,16,62,70,72,85,91,97} S = {3,13,16,62,94,100,106,119,121} S = {3,13,16,62,94,102,104,117,123} S = {3,13,17,32,62,68,90,105,119} S = {3,13,17,32,62,72,86,101,123} S = {3,13,17,36,58,64,94,105,119} S = {3,13,17,36,58,72,86,97,127} S = {3,13,17,40,54,64,94,101,123} S = {3,13,17,40,54,68,90,97,127} S = {3,13,20,26,32,46,55,70,121} S = {3,13,20,26,32,46,57,72,119} S = {3,13,20,26,32,55,57,81,110} S = {3,13,20,26,32,64,110,119,121} S = {3,13,20,26,32,70,72,81,127} S = {3,13,20,26,38,40,49,64,127} S = {3,13,20,26,38,40,63,78,113} S = {3,13,20,26,38,49,63,87,104} S = {3,13,20,26,38,64,78,87,121} S = {3,13,20,26,38,70,104,113,127} S = {3,13,20,26,40,49,63,89,102} S = {3,13,20,26,40,64,78,89,119} S = {3,13,20,26,40,72,102,113,127} S = {3,13,20,26,46,55,57,95,96} S = {3,13,20,26,46,70,72,95,113} S = {3,13,20,26,46,78,96,119,121} S = {3,13,20,26,49,64,87,89,110} S = {3,13,20,26,49,81,102,104,127} S = {3,13,20,26,55,70,81,95,104} S = {3,13,20,26,55,87,96,110,121} S = {3,13,20,26,57,72,81,95,102} S = {3,13,20,26,57,89,96,110,119} S = {3,13,20,26,63,78,87,89,96} S = {3,13,20,26,63,95,102,104,113} S = {3,13,20,32,46,55,57,90,101} S = {3,13,20,32,46,68,90,119,121} S = {3,13,20,32,46,70,72,101,123} S = {3,13,20,32,55,69,90,110,121} S = {3,13,20,32,55,70,81,101,122} S = {3,13,20,32,57,65,90,110,119} S = {3,13,20,32,57,72,81,101,126} S = {3,13,20,33,58,64,89,110,119} S = {3,13,20,33,58,72,81,102,127} S = {3,13,20,36,58,64,78,119,121} S = {3,13,20,36,58,70,72,113,127} S = {3,13,20,37,58,64,87,110,121} S = {3,13,20,37,58,70,81,104,127} S = {3,13,20,38,40,49,63,90,101} S = {3,13,20,38,40,64,78,101,123} S = {3,13,20,38,40,68,90,113,127} S = {3,13,20,38,49,64,87,101,122} S = {3,13,20,38,49,69,90,104,127} S = {3,13,20,38,63,71,90,104,113} S = {3,13,20,38,63,78,87,101,120} S = {3,13,20,39,58,70,95,104,113} S = {3,13,20,39,58,78,87,96,121} S = {3,13,20,40,49,64,89,101,126} S = {3,13,20,40,49,65,90,102,127} S = {3,13,20,46,55,70,95,101,120} S = {3,13,20,46,55,71,90,96,121} S = {3,13,20,49,63,85,90,102,104} S = {3,13,20,49,63,87,89,101,106} S = {3,13,20,53,58,81,95,102,104} S = {3,13,20,53,58,87,89,96,110} S = {3,13,20,55,57,81,95,101,106} S = {3,13,20,55,57,85,90,96,110} S = {3,13,20,58,64,78,87,89,101} S = {3,13,20,58,70,72,81,95,101} S = {3,13,20,58,90,96,110,119,121} S = {3,13,20,58,90,102,104,113,127} S = {3,13,21,32,62,68,90,103,121} S = {3,13,21,32,62,70,88,101,123} S = {3,13,21,36,58,64,94,103,121} S = {3,13,21,36,58,70,88,97,127} S = {3,13,21,38,56,64,94,101,123} S = {3,13,21,38,56,68,90,97,127} S = {3,13,22,24,32,46,53,68,123} S = {3,13,22,24,32,46,59,74,117} S = {3,13,22,24,32,53,59,81,110} S = {3,13,22,24,32,64,110,117,123} S = {3,13,22,24,32,68,74,81,127} S = {3,13,22,24,36,42,49,64,127} S = {3,13,22,24,36,42,63,78,113} S = {3,13,22,24,36,49,63,85,106} S = {3,13,22,24,36,64,78,85,123} S = {3,13,22,24,36,68,106,113,127} S = {3,13,22,24,42,49,63,91,100} S = {3,13,22,24,42,64,78,91,117} S = {3,13,22,24,42,74,100,113,127} S = {3,13,22,24,46,53,59,95,96} S = {3,13,22,24,46,68,74,95,113} S = {3,13,22,24,46,78,96,117,123} S = {3,13,22,24,49,64,85,91,110} S = {3,13,22,24,49,81,100,106,127} S = {3,13,22,24,53,68,81,95,106} S = {3,13,22,24,53,85,96,110,123} S = {3,13,22,24,59,74,81,95,100} S = {3,13,22,24,59,91,96,110,117} S = {3,13,22,24,63,78,85,91,96} S = {3,13,22,24,63,95,100,106,113} S = {3,13,22,32,46,53,59,88,103} S = {3,13,22,32,46,68,74,103,121} S = {3,13,22,32,46,70,88,117,123} S = {3,13,22,32,53,68,81,103,122} S = {3,13,22,32,53,69,88,110,123} S = {3,13,22,36,42,49,63,88,103} S = {3,13,22,36,42,64,78,103,121} S = {3,13,22,36,42,70,88,113,127} S = {3,13,22,36,49,64,85,103,122} S = {3,13,22,36,49,69,88,106,127} S = {3,13,22,36,63,71,88,106,113} S = {3,13,22,36,63,78,85,103,120} S = {3,13,22,37,56,64,85,110,123} S = {3,13,22,37,56,68,81,106,127} S = {3,13,22,38,56,64,78,117,123} S = {3,13,22,38,56,68,74,113,127} S = {3,13,22,39,56,68,95,106,113} S = {3,13,22,39,56,78,85,96,123} S = {3,13,22,42,63,78,91,103,112} S = {3,13,22,42,63,79,88,100,113} S = {3,13,22,46,53,68,95,103,120} S = {3,13,22,46,53,71,88,96,123} S = {3,13,22,46,59,74,95,103,112} S = {3,13,22,46,59,79,88,96,117} S = {3,13,22,47,56,74,95,100,113} S = {3,13,22,47,56,78,91,96,117} S = {3,13,22,49,63,85,91,103,104} S = {3,13,22,49,63,87,88,100,106} S = {3,13,22,53,59,81,95,103,104} S = {3,13,22,53,59,87,88,96,110} S = {3,13,22,55,56,81,95,100,106} S = {3,13,22,55,56,85,91,96,110} S = {3,13,22,56,64,78,85,91,103} S = {3,13,22,56,68,74,81,95,103} S = {3,13,22,56,88,96,110,117,123} S = {3,13,22,56,88,100,106,113,127} S = {3,13,23,36,58,70,88,111,113} S = {3,13,23,36,58,78,80,103,121} S = {3,13,23,38,56,68,90,111,113} S = {3,13,23,38,56,78,80,101,123} S = {3,13,23,46,48,68,90,103,121} S = {3,13,23,46,48,70,88,101,123} S = {3,13,24,32,46,53,59,86,105} S = {3,13,24,32,46,68,74,105,119} S = {3,13,24,32,46,72,86,117,123} S = {3,13,24,32,53,65,86,110,123} S = {3,13,24,32,53,68,81,105,126} S = {3,13,24,32,59,73,86,110,117} S = {3,13,24,32,59,74,81,105,118} S = {3,13,24,33,54,64,85,110,123} S = {3,13,24,33,54,68,81,106,127} S = {3,13,24,36,42,49,63,86,105} S = {3,13,24,36,42,64,78,105,119} S = {3,13,24,36,42,72,86,113,127} S = {3,13,24,36,49,64,85,105,126} S = {3,13,24,36,49,65,86,106,127} S = {3,13,24,40,54,64,78,117,123} S = {3,13,24,40,54,68,74,113,127} S = {3,13,24,41,54,64,91,110,117} S = {3,13,24,41,54,74,81,100,127} S = {3,13,24,42,49,64,91,105,118} S = {3,13,24,42,49,73,86,100,127} S = {3,13,24,42,63,75,86,100,113} S = {3,13,24,42,63,78,91,105,116} S = {3,13,24,43,54,74,95,100,113} S = {3,13,24,43,54,78,91,96,117} S = {3,13,24,46,59,74,95,105,116} S = {3,13,24,46,59,75,86,96,117} S = {3,13,24,49,63,85,91,102,105} S = {3,13,24,49,63,86,89,100,106} S = {3,13,24,53,59,81,95,102,105} S = {3,13,24,53,59,86,89,96,110} S = {3,13,24,54,57,81,95,100,106} S = {3,13,24,54,57,85,91,96,110} S = {3,13,24,54,64,78,85,91,105} S = {3,13,24,54,68,74,81,95,105} S = {3,13,24,54,86,96,110,117,123} S = {3,13,24,54,86,100,106,113,127} S = {3,13,25,32,62,72,86,107,117} S = {3,13,25,32,62,74,84,105,119} S = {3,13,25,40,54,64,94,107,117} S = {3,13,25,40,54,74,84,97,127} S = {3,13,25,42,52,64,94,105,119} S = {3,13,25,42,52,72,86,97,127} S = {3,13,26,32,46,55,57,84,107} S = {3,13,26,32,46,70,72,107,117} S = {3,13,26,32,46,74,84,119,121} S = {3,13,26,32,57,72,81,107,118} S = {3,13,26,32,57,73,84,110,119} S = {3,13,26,38,40,49,63,84,107} S = {3,13,26,38,40,64,78,107,117} S = {3,13,26,38,40,74,84,113,127} S = {3,13,26,38,63,78,87,107,112} S = {3,13,26,38,63,79,84,104,113} S = {3,13,26,40,49,64,89,107,118} S = {3,13,26,40,49,73,84,102,127} S = {3,13,26,40,63,75,84,102,113} S = {3,13,26,40,63,78,89,107,116} S = {3,13,26,41,52,64,89,110,119} S = {3,13,26,41,52,72,81,102,127} S = {3,13,26,42,52,64,78,119,121} S = {3,13,26,42,52,70,72,113,127} S = {3,13,26,43,52,72,95,102,113} S = {3,13,26,43,52,78,89,96,119} S = {3,13,26,46,55,70,95,107,112} S = {3,13,26,46,55,79,84,96,121} S = {3,13,26,46,57,72,95,107,116} S = {3,13,26,46,57,75,84,96,119} S = {3,13,26,47,52,70,95,104,113} S = {3,13,26,47,52,78,87,96,121} S = {3,13,26,49,63,84,91,102,104} S = {3,13,26,49,63,87,89,100,107} S = {3,13,26,52,59,81,95,102,104} S = {3,13,26,52,59,87,89,96,110} S = {3,13,26,52,64,78,87,89,107} S = {3,13,26,52,70,72,81,95,107} S = {3,13,26,52,84,96,110,119,121} S = {3,13,26,52,84,102,104,113,127} S = {3,13,26,55,57,81,95,100,107} S = {3,13,26,55,57,84,91,96,110} S = {3,13,27,40,54,74,84,111,113} S = {3,13,27,40,54,78,80,107,117} S = {3,13,27,42,52,72,86,111,113} S = {3,13,27,42,52,78,80,105,119} S = {3,13,27,46,48,72,86,107,117} S = {3,13,27,46,48,74,84,105,119} S = {3,13,30,36,42,55,57,80,111} S = {3,13,30,36,42,70,72,111,113} S = {3,13,30,36,42,78,80,119,121} S = {3,13,30,36,55,70,85,111,120} S = {3,13,30,36,55,71,80,106,121} S = {3,13,30,38,40,53,59,80,111} S = {3,13,30,38,40,68,74,111,113} S = {3,13,30,38,40,78,80,117,123} S = {3,13,30,38,53,68,87,111,120} S = {3,13,30,38,53,71,80,104,123} S = {3,13,30,38,59,74,87,111,112} S = {3,13,30,38,59,79,80,104,117} S = {3,13,30,39,48,68,87,106,121} S = {3,13,30,39,48,70,85,104,123} S = {3,13,30,40,59,74,89,111,116} S = {3,13,30,40,59,75,80,102,117} S = {3,13,30,42,55,70,91,111,112} S = {3,13,30,42,55,79,80,100,121} S = {3,13,30,42,57,72,91,111,116} S = {3,13,30,42,57,75,80,100,119} S = {3,13,30,43,48,72,91,102,117} S = {3,13,30,43,48,74,89,100,119} S = {3,13,30,46,48,68,74,119,121} S = {3,13,30,46,48,70,72,117,123} S = {3,13,30,47,48,70,91,104,117} S = {3,13,30,47,48,74,87,100,121} S = {3,13,30,48,63,85,91,102,104} S = {3,13,30,48,63,87,89,100,106} S = {3,13,30,48,68,74,87,89,111} S = {3,13,30,48,70,72,85,91,111} S = {3,13,30,48,80,100,106,119,121} S = {3,13,30,48,80,102,104,117,123} S = {3,13,30,53,59,80,95,102,104} S = {3,13,30,53,59,87,89,96,111} S = {3,13,30,55,57,80,95,100,106} S = {3,13,30,55,57,85,91,96,111} S = {3,13,31,38,56,74,84,111,113} S = {3,13,31,38,56,78,80,107,117} S = {3,13,31,42,52,70,88,111,113} S = {3,13,31,42,52,78,80,103,121} S = {3,13,31,46,48,70,88,107,117} S = {3,13,31,46,48,74,84,103,121} S = {3,13,32,46,53,68,90,103,105} S = {3,13,32,46,53,86,88,101,123} S = {3,13,32,46,55,70,88,101,107} S = {3,13,32,46,55,84,90,103,121} S = {3,13,32,46,57,72,86,101,107} S = {3,13,32,46,57,84,90,105,119} S = {3,13,32,46,59,74,84,103,105} S = {3,13,32,46,59,86,88,107,117} S = {3,13,32,49,62,84,90,103,105} S = {3,13,32,49,62,86,88,101,107} S = {3,13,32,53,59,81,94,103,105} S = {3,13,32,53,59,86,88,97,110} S = {3,13,32,55,57,81,94,101,107} S = {3,13,32,55,57,84,90,97,110} S = {3,13,32,62,68,74,81,103,105} S = {3,13,32,62,70,72,81,101,107} S = {3,13,32,62,84,90,110,119,121} S = {3,13,32,62,86,88,110,117,123} S = {3,13,36,42,49,64,94,103,105} S = {3,13,36,42,49,86,88,97,127} S = {3,13,36,42,55,70,88,97,111} S = {3,13,36,42,55,80,94,103,121} S = {3,13,36,42,57,72,86,97,111} S = {3,13,36,42,57,80,94,105,119} S = {3,13,36,42,63,78,80,103,105} S = {3,13,36,42,63,86,88,111,113} S = {3,13,36,49,63,85,90,103,105} S = {3,13,36,49,63,86,88,101,106} S = {3,13,36,53,58,80,94,103,105} S = {3,13,36,53,58,86,88,97,111} S = {3,13,36,55,57,80,94,101,106} S = {3,13,36,55,57,85,90,97,111} S = {3,13,36,58,64,78,85,103,105} S = {3,13,36,58,70,72,85,97,111} S = {3,13,36,58,80,94,106,119,121} S = {3,13,36,58,86,88,106,113,127} S = {3,13,38,40,49,64,94,101,107} S = {3,13,38,40,49,84,90,97,127} S = {3,13,38,40,53,68,90,97,111} S = {3,13,38,40,53,80,94,101,123} S = {3,13,38,40,59,74,84,97,111} S = {3,13,38,40,59,80,94,107,117} S = {3,13,38,40,63,78,80,101,107} S = {3,13,38,40,63,84,90,111,113} S = {3,13,38,49,63,84,90,103,104} S = {3,13,38,49,63,87,88,101,107} S = {3,13,38,53,59,80,94,103,104} S = {3,13,38,53,59,87,88,97,111} S = {3,13,38,55,56,80,94,101,107} S = {3,13,38,55,56,84,90,97,111} S = {3,13,38,56,64,78,87,101,107} S = {3,13,38,56,68,74,87,97,111} S = {3,13,38,56,80,94,104,117,123} S = {3,13,38,56,84,90,104,113,127} S = {3,13,40,49,63,84,90,102,105} S = {3,13,40,49,63,86,89,101,107} S = {3,13,40,53,59,80,94,102,105} S = {3,13,40,53,59,86,89,97,111} S = {3,13,40,54,57,80,94,101,107} S = {3,13,40,54,57,84,90,97,111} S = {3,13,40,54,64,78,89,101,107} S = {3,13,40,54,68,74,89,97,111} S = {3,13,40,54,80,94,102,117,123} S = {3,13,40,54,84,90,102,113,127} S = {3,13,42,49,63,84,91,103,105} S = {3,13,42,49,63,86,88,100,107} S = {3,13,42,52,59,80,94,103,105} S = {3,13,42,52,59,86,88,97,111} S = {3,13,42,52,64,78,91,103,105} S = {3,13,42,52,70,72,91,97,111} S = {3,13,42,52,80,94,100,119,121} S = {3,13,42,52,86,88,100,113,127} S = {3,13,42,55,57,80,94,100,107} S = {3,13,42,55,57,84,91,97,111} S = {3,13,46,48,63,84,90,103,105} S = {3,13,46,48,63,86,88,101,107} S = {3,13,46,48,68,74,95,103,105} S = {3,13,46,48,70,72,95,101,107} S = {3,13,46,48,84,90,96,119,121} S = {3,13,46,48,86,88,96,117,123} S = {3,13,46,53,59,80,95,103,105} S = {3,13,46,53,59,86,88,96,111} S = {3,13,46,55,57,80,95,101,107} S = {3,13,46,55,57,84,90,96,111} S = {3,13,48,62,68,74,87,103,121} S = {3,13,48,62,68,74,89,105,119} S = {3,13,48,62,68,85,90,103,105} S = {3,13,48,62,68,87,89,101,106} S = {3,13,48,62,68,90,106,119,121} S = {3,13,48,62,70,72,85,101,123} S = {3,13,48,62,70,72,91,107,117} S = {3,13,48,62,70,85,91,103,104} S = {3,13,48,62,70,87,88,101,107} S = {3,13,48,62,70,88,104,117,123} S = {3,13,48,62,72,85,91,102,105} S = {3,13,48,62,72,86,89,101,107} S = {3,13,48,62,72,86,102,117,123} S = {3,13,48,62,74,84,91,103,105} S = {3,13,48,62,74,84,100,119,121} S = {3,13,48,62,74,87,89,100,107} S = {3,13,48,62,84,90,102,105,119} S = {3,13,48,62,84,90,103,104,121} S = {3,13,48,62,84,91,102,104,117} S = {3,13,48,62,85,90,102,104,123} S = {3,13,48,62,86,88,100,107,117} S = {3,13,48,62,86,88,101,106,123} S = {3,13,48,62,86,89,100,106,119} S = {3,13,48,62,87,88,100,106,121} S = {3,13,48,63,78,85,91,103,105} S = {3,13,48,63,78,87,89,101,107} S = {3,13,48,63,84,90,102,104,113} S = {3,13,48,63,86,88,100,106,113} S = {3,13,49,62,64,85,91,103,105} S = {3,13,49,62,64,87,89,101,107} S = {3,13,49,62,84,90,102,104,127} S = {3,13,49,62,86,88,100,106,127} S = {3,13,52,58,64,78,87,103,121} S = {3,13,52,58,64,78,89,105,119} S = {3,13,52,58,64,81,94,103,105} S = {3,13,52,58,64,87,89,97,110} S = {3,13,52,58,64,94,110,119,121} S = {3,13,52,58,70,72,81,97,127} S = {3,13,52,58,70,72,95,111,113} S = {3,13,52,58,70,81,95,103,104} S = {3,13,52,58,70,87,88,97,111} S = {3,13,52,58,70,88,104,113,127} S = {3,13,52,58,72,81,95,102,105} S = {3,13,52,58,72,86,89,97,111} S = {3,13,52,58,72,86,102,113,127} S = {3,13,52,58,78,80,95,103,105} S = {3,13,52,58,78,80,96,119,121} S = {3,13,52,58,78,87,89,96,111} S = {3,13,52,58,80,94,102,105,119} S = {3,13,52,58,80,94,103,104,121} S = {3,13,52,58,80,95,102,104,113} S = {3,13,52,58,81,94,102,104,127} S = {3,13,52,58,86,88,96,111,113} S = {3,13,52,58,86,88,97,110,127} S = {3,13,52,58,86,89,96,110,119} S = {3,13,52,58,87,88,96,110,121} S = {3,13,52,59,74,81,95,103,105} S = {3,13,52,59,74,87,89,97,111} S = {3,13,52,59,80,94,102,104,117} S = {3,13,52,59,86,88,96,110,117} S = {3,13,53,58,68,81,95,103,105} S = {3,13,53,58,68,87,89,97,111} S = {3,13,53,58,80,94,102,104,123} S = {3,13,53,58,86,88,96,110,123} S = {3,13,54,56,64,78,85,101,123} S = {3,13,54,56,64,78,91,107,117} S = {3,13,54,56,64,81,94,101,107} S = {3,13,54,56,64,85,91,97,110} S = {3,13,54,56,64,94,110,117,123} S = {3,13,54,56,68,74,81,97,127} S = {3,13,54,56,68,74,95,111,113} S = {3,13,54,56,68,81,95,101,106} S = {3,13,54,56,68,85,90,97,111} S = {3,13,54,56,68,90,106,113,127} S = {3,13,54,56,74,81,95,100,107} S = {3,13,54,56,74,84,91,97,111} S = {3,13,54,56,74,84,100,113,127} S = {3,13,54,56,78,80,95,101,107} S = {3,13,54,56,78,80,96,117,123} S = {3,13,54,56,78,85,91,96,111} S = {3,13,54,56,80,94,100,107,117} S = {3,13,54,56,80,94,101,106,123} S = {3,13,54,56,80,95,100,106,113} S = {3,13,54,56,81,94,100,106,127} S = {3,13,54,56,84,90,96,111,113} S = {3,13,54,56,84,90,97,110,127} S = {3,13,54,56,84,91,96,110,117} S = {3,13,54,56,85,90,96,110,123} S = {3,13,54,57,72,81,95,101,107} S = {3,13,54,57,72,85,91,97,111} S = {3,13,54,57,80,94,100,106,119} S = {3,13,54,57,84,90,96,110,119} S = {3,13,55,56,70,81,95,101,107} S = {3,13,55,56,70,85,91,97,111} S = {3,13,55,56,80,94,100,106,121} S = {3,13,55,56,84,90,96,110,121} S = {3,14,16,29,36,41,55,69,122} S = {3,14,16,29,36,41,58,72,119} S = {3,14,16,29,36,55,58,86,105} S = {3,14,16,29,36,68,105,119,122} S = {3,14,16,29,36,69,72,86,123} S = {3,14,16,29,37,40,54,68,123} S = {3,14,16,29,37,40,59,73,118} S = {3,14,16,29,37,54,59,87,104} S = {3,14,16,29,37,68,73,87,122} S = {3,14,16,29,37,69,104,118,123} S = {3,14,16,29,40,54,59,90,101} S = {3,14,16,29,40,68,73,90,119} S = {3,14,16,29,40,72,101,118,123} S = {3,14,16,29,41,55,58,91,100} S = {3,14,16,29,41,69,72,91,118} S = {3,14,16,29,41,73,100,119,122} S = {3,14,16,29,54,68,87,90,105} S = {3,14,16,29,54,86,101,104,123} S = {3,14,16,29,55,69,86,91,104} S = {3,14,16,29,55,87,100,105,122} S = {3,14,16,29,58,72,86,91,101} S = {3,14,16,29,58,90,100,105,119} S = {3,14,16,29,59,73,87,90,100} S = {3,14,16,29,59,91,101,104,118} S = {3,14,16,32,61,68,73,119,122} S = {3,14,16,32,61,69,72,118,123} S = {3,14,16,34,61,68,90,105,119} S = {3,14,16,34,61,72,86,101,123} S = {3,14,16,36,41,55,58,93,98} S = {3,14,16,36,41,64,93,119,122} S = {3,14,16,36,41,69,72,98,127} S = {3,14,16,36,55,69,86,98,121} S = {3,14,16,36,55,70,93,105,122} S = {3,14,16,36,58,66,93,105,119} S = {3,14,16,36,58,72,86,98,125} S = {3,14,16,37,40,54,59,93,98} S = {3,14,16,37,40,64,93,118,123} S = {3,14,16,37,40,68,73,98,127} S = {3,14,16,37,54,68,87,98,121} S = {3,14,16,37,54,70,93,104,123} S = {3,14,16,38,61,68,87,105,122} S = {3,14,16,38,61,69,86,104,123} S = {3,14,16,40,54,66,93,101,123} S = {3,14,16,40,54,68,90,98,125} S = {3,14,16,40,59,73,90,98,117} S = {3,14,16,40,59,74,93,101,118} S = {3,14,16,41,58,72,91,98,117} S = {3,14,16,41,58,74,93,100,119} S = {3,14,16,42,61,72,91,101,118} S = {3,14,16,42,61,73,90,100,119} S = {3,14,16,50,61,86,91,101,104} S = {3,14,16,50,61,87,90,100,105} S = {3,14,16,54,59,82,93,101,104} S = {3,14,16,54,59,87,90,98,109} S = {3,14,16,55,58,82,93,100,105} S = {3,14,16,55,58,86,91,98,109} S = {3,14,16,61,68,73,87,90,98} S = {3,14,16,61,69,72,86,91,98} S = {3,14,16,61,93,100,105,119,122} S = {3,14,16,61,93,101,104,118,123} S = {3,14,18,32,61,68,89,106,119} S = {3,14,18,32,61,72,85,102,123} S = {3,14,18,36,57,64,93,106,119} S = {3,14,18,36,57,72,85,98,127} S = {3,14,18,40,53,64,93,102,123} S = {3,14,18,40,53,68,89,98,127} S = {3,14,20,25,32,45,55,69,122} S = {3,14,20,25,32,45,58,72,119} S = {3,14,20,25,32,55,58,82,109} S = {3,14,20,25,32,64,109,119,122} S = {3,14,20,25,32,69,72,82,127} S = {3,14,20,25,37,40,50,64,127} S = {3,14,20,25,37,40,63,77,114} S = {3,14,20,25,37,50,63,87,104} S = {3,14,20,25,37,64,77,87,122} S = {3,14,20,25,37,69,104,114,127} S = {3,14,20,25,40,50,63,90,101} S = {3,14,20,25,40,64,77,90,119} S = {3,14,20,25,40,72,101,114,127} S = {3,14,20,25,45,55,58,95,96} S = {3,14,20,25,45,69,72,95,114} S = {3,14,20,25,45,77,96,119,122} S = {3,14,20,25,50,64,87,90,109} S = {3,14,20,25,50,82,101,104,127} S = {3,14,20,25,55,69,82,95,104} S = {3,14,20,25,55,87,96,109,122} S = {3,14,20,25,58,72,82,95,101} S = {3,14,20,25,58,90,96,109,119} S = {3,14,20,25,63,77,87,90,96} S = {3,14,20,25,63,95,101,104,114} S = {3,14,20,32,45,55,58,89,102} S = {3,14,20,32,45,68,89,119,122} S = {3,14,20,32,45,69,72,102,123} S = {3,14,20,32,55,69,82,102,121} S = {3,14,20,32,55,70,89,109,122} S = {3,14,20,32,58,66,89,109,119} S = {3,14,20,32,58,72,82,102,125} S = {3,14,20,34,57,64,90,109,119} S = {3,14,20,34,57,72,82,101,127} S = {3,14,20,36,57,64,77,119,122} S = {3,14,20,36,57,69,72,114,127} S = {3,14,20,37,40,50,63,89,102} S = {3,14,20,37,40,64,77,102,123} S = {3,14,20,37,40,68,89,114,127} S = {3,14,20,37,50,64,87,102,121} S = {3,14,20,37,50,70,89,104,127} S = {3,14,20,37,63,71,89,104,114} S = {3,14,20,37,63,77,87,102,120} S = {3,14,20,38,57,64,87,109,122} S = {3,14,20,38,57,69,82,104,127} S = {3,14,20,39,57,69,95,104,114} S = {3,14,20,39,57,77,87,96,122} S = {3,14,20,40,50,64,90,102,125} S = {3,14,20,40,50,66,89,101,127} S = {3,14,20,45,55,69,95,102,120} S = {3,14,20,45,55,71,89,96,122} S = {3,14,20,50,63,86,89,101,104} S = {3,14,20,50,63,87,90,102,105} S = {3,14,20,54,57,82,95,101,104} S = {3,14,20,54,57,87,90,96,109} S = {3,14,20,55,58,82,95,102,105} S = {3,14,20,55,58,86,89,96,109} S = {3,14,20,57,64,77,87,90,102} S = {3,14,20,57,69,72,82,95,102} S = {3,14,20,57,89,96,109,119,122} S = {3,14,20,57,89,101,104,114,127} S = {3,14,21,24,32,45,54,68,123} S = {3,14,21,24,32,45,59,73,118} S = {3,14,21,24,32,54,59,82,109} S = {3,14,21,24,32,64,109,118,123} S = {3,14,21,24,32,68,73,82,127} S = {3,14,21,24,36,41,50,64,127} S = {3,14,21,24,36,41,63,77,114} S = {3,14,21,24,36,50,63,86,105} S = {3,14,21,24,36,64,77,86,123} S = {3,14,21,24,36,68,105,114,127} S = {3,14,21,24,41,50,63,91,100} S = {3,14,21,24,41,64,77,91,118} S = {3,14,21,24,41,73,100,114,127} S = {3,14,21,24,45,54,59,95,96} S = {3,14,21,24,45,68,73,95,114} S = {3,14,21,24,45,77,96,118,123} S = {3,14,21,24,50,64,86,91,109} S = {3,14,21,24,50,82,100,105,127} S = {3,14,21,24,54,68,82,95,105} S = {3,14,21,24,54,86,96,109,123} S = {3,14,21,24,59,73,82,95,100} S = {3,14,21,24,59,91,96,109,118} S = {3,14,21,24,63,77,86,91,96} S = {3,14,21,24,63,95,100,105,114} S = {3,14,21,32,45,54,59,88,103} S = {3,14,21,32,45,68,73,103,122} S = {3,14,21,32,45,69,88,118,123} S = {3,14,21,32,54,68,82,103,121} S = {3,14,21,32,54,70,88,109,123} S = {3,14,21,36,41,50,63,88,103} S = {3,14,21,36,41,64,77,103,122} S = {3,14,21,36,41,69,88,114,127} S = {3,14,21,36,50,64,86,103,121} S = {3,14,21,36,50,70,88,105,127} S = {3,14,21,36,63,71,88,105,114} S = {3,14,21,36,63,77,86,103,120} S = {3,14,21,37,56,64,77,118,123} S = {3,14,21,37,56,68,73,114,127} S = {3,14,21,38,56,64,86,109,123} S = {3,14,21,38,56,68,82,105,127} S = {3,14,21,39,56,68,95,105,114} S = {3,14,21,39,56,77,86,96,123} S = {3,14,21,41,63,77,91,103,112} S = {3,14,21,41,63,79,88,100,114} S = {3,14,21,45,54,68,95,103,120} S = {3,14,21,45,54,71,88,96,123} S = {3,14,21,45,59,73,95,103,112} S = {3,14,21,45,59,79,88,96,118} S = {3,14,21,47,56,73,95,100,114} S = {3,14,21,47,56,77,91,96,118} S = {3,14,21,50,63,86,91,103,104} S = {3,14,21,50,63,87,88,100,105} S = {3,14,21,54,59,82,95,103,104} S = {3,14,21,54,59,87,88,96,109} S = {3,14,21,55,56,82,95,100,105} S = {3,14,21,55,56,86,91,96,109} S = {3,14,21,56,64,77,86,91,103} S = {3,14,21,56,68,73,82,95,103} S = {3,14,21,56,88,96,109,118,123} S = {3,14,21,56,88,100,105,114,127} S = {3,14,22,32,61,68,89,103,122} S = {3,14,22,32,61,69,88,102,123} S = {3,14,22,36,57,64,93,103,122} S = {3,14,22,36,57,69,88,98,127} S = {3,14,22,37,56,64,93,102,123} S = {3,14,22,37,56,68,89,98,127} S = {3,14,23,36,57,69,88,111,114} S = {3,14,23,36,57,77,80,103,122} S = {3,14,23,37,56,68,89,111,114} S = {3,14,23,37,56,77,80,102,123} S = {3,14,23,45,48,68,89,103,122} S = {3,14,23,45,48,69,88,102,123} S = {3,14,24,32,45,54,59,85,106} S = {3,14,24,32,45,68,73,106,119} S = {3,14,24,32,45,72,85,118,123} S = {3,14,24,32,54,66,85,109,123} S = {3,14,24,32,54,68,82,106,125} S = {3,14,24,32,59,73,82,106,117} S = {3,14,24,32,59,74,85,109,118} S = {3,14,24,34,53,64,86,109,123} S = {3,14,24,34,53,68,82,105,127} S = {3,14,24,36,41,50,63,85,106} S = {3,14,24,36,41,64,77,106,119} S = {3,14,24,36,41,72,85,114,127} S = {3,14,24,36,50,64,86,106,125} S = {3,14,24,36,50,66,85,105,127} S = {3,14,24,40,53,64,77,118,123} S = {3,14,24,40,53,68,73,114,127} S = {3,14,24,41,50,64,91,106,117} S = {3,14,24,41,50,74,85,100,127} S = {3,14,24,41,63,75,85,100,114} S = {3,14,24,41,63,77,91,106,116} S = {3,14,24,42,53,64,91,109,118} S = {3,14,24,42,53,73,82,100,127} S = {3,14,24,43,53,73,95,100,114} S = {3,14,24,43,53,77,91,96,118} S = {3,14,24,45,59,73,95,106,116} S = {3,14,24,45,59,75,85,96,118} S = {3,14,24,50,63,85,90,100,105} S = {3,14,24,50,63,86,91,101,106} S = {3,14,24,53,58,82,95,100,105} S = {3,14,24,53,58,86,91,96,109} S = {3,14,24,53,64,77,86,91,106} S = {3,14,24,53,68,73,82,95,106} S = {3,14,24,53,85,96,109,118,123} S = {3,14,24,53,85,100,105,114,127} S = {3,14,24,54,59,82,95,101,106} S = {3,14,24,54,59,85,90,96,109} S = {3,14,25,32,45,55,58,84,107} S = {3,14,25,32,45,69,72,107,118} S = {3,14,25,32,45,73,84,119,122} S = {3,14,25,32,58,72,82,107,117} S = {3,14,25,32,58,74,84,109,119} S = {3,14,25,37,40,50,63,84,107} S = {3,14,25,37,40,64,77,107,118} S = {3,14,25,37,40,73,84,114,127} S = {3,14,25,37,63,77,87,107,112} S = {3,14,25,37,63,79,84,104,114} S = {3,14,25,40,50,64,90,107,117} S = {3,14,25,40,50,74,84,101,127} S = {3,14,25,40,63,75,84,101,114} S = {3,14,25,40,63,77,90,107,116} S = {3,14,25,41,52,64,77,119,122} S = {3,14,25,41,52,69,72,114,127} S = {3,14,25,42,52,64,90,109,119} S = {3,14,25,42,52,72,82,101,127} S = {3,14,25,43,52,72,95,101,114} S = {3,14,25,43,52,77,90,96,119} S = {3,14,25,45,55,69,95,107,112} S = {3,14,25,45,55,79,84,96,122} S = {3,14,25,45,58,72,95,107,116} S = {3,14,25,45,58,75,84,96,119} S = {3,14,25,47,52,69,95,104,114} S = {3,14,25,47,52,77,87,96,122} S = {3,14,25,50,63,84,91,101,104} S = {3,14,25,50,63,87,90,100,107} S = {3,14,25,52,59,82,95,101,104} S = {3,14,25,52,59,87,90,96,109} S = {3,14,25,52,64,77,87,90,107} S = {3,14,25,52,69,72,82,95,107} S = {3,14,25,52,84,96,109,119,122} S = {3,14,25,52,84,101,104,114,127} S = {3,14,25,55,58,82,95,100,107} S = {3,14,25,55,58,84,91,96,109} S = {3,14,26,32,61,72,85,107,118} S = {3,14,26,32,61,73,84,106,119} S = {3,14,26,40,53,64,93,107,118} S = {3,14,26,40,53,73,84,98,127} S = {3,14,26,41,52,64,93,106,119} S = {3,14,26,41,52,72,85,98,127} S = {3,14,27,40,53,73,84,111,114} S = {3,14,27,40,53,77,80,107,118} S = {3,14,27,41,52,72,85,111,114} S = {3,14,27,41,52,77,80,106,119} S = {3,14,27,45,48,72,85,107,118} S = {3,14,27,45,48,73,84,106,119} S = {3,14,29,36,41,55,58,80,111} S = {3,14,29,36,41,69,72,111,114} S = {3,14,29,36,41,77,80,119,122} S = {3,14,29,36,55,69,86,111,120} S = {3,14,29,36,55,71,80,105,122} S = {3,14,29,37,40,54,59,80,111} S = {3,14,29,37,40,68,73,111,114} S = {3,14,29,37,40,77,80,118,123} S = {3,14,29,37,54,68,87,111,120} S = {3,14,29,37,54,71,80,104,123} S = {3,14,29,37,59,73,87,111,112} S = {3,14,29,37,59,79,80,104,118} S = {3,14,29,39,48,68,87,105,122} S = {3,14,29,39,48,69,86,104,123} S = {3,14,29,40,59,73,90,111,116} S = {3,14,29,40,59,75,80,101,118} S = {3,14,29,41,55,69,91,111,112} S = {3,14,29,41,55,79,80,100,122} S = {3,14,29,41,58,72,91,111,116} S = {3,14,29,41,58,75,80,100,119} S = {3,14,29,43,48,72,91,101,118} S = {3,14,29,43,48,73,90,100,119} S = {3,14,29,45,48,68,73,119,122} S = {3,14,29,45,48,69,72,118,123} S = {3,14,29,47,48,69,91,104,118} S = {3,14,29,47,48,73,87,100,122} S = {3,14,29,48,63,86,91,101,104} S = {3,14,29,48,63,87,90,100,105} S = {3,14,29,48,68,73,87,90,111} S = {3,14,29,48,69,72,86,91,111} S = {3,14,29,48,80,100,105,119,122} S = {3,14,29,48,80,101,104,118,123} S = {3,14,29,54,59,80,95,101,104} S = {3,14,29,54,59,87,90,96,111} S = {3,14,29,55,58,80,95,100,105} S = {3,14,29,55,58,86,91,96,111} S = {3,14,31,37,56,73,84,111,114} S = {3,14,31,37,56,77,80,107,118} S = {3,14,31,41,52,69,88,111,114} S = {3,14,31,41,52,77,80,103,122} S = {3,14,31,45,48,69,88,107,118} S = {3,14,31,45,48,73,84,103,122} S = {3,14,32,45,54,68,89,103,106} S = {3,14,32,45,54,85,88,102,123} S = {3,14,32,45,55,69,88,102,107} S = {3,14,32,45,55,84,89,103,122} S = {3,14,32,45,58,72,85,102,107} S = {3,14,32,45,58,84,89,106,119} S = {3,14,32,45,59,73,84,103,106} S = {3,14,32,45,59,85,88,107,118} S = {3,14,32,50,61,84,89,103,106} S = {3,14,32,50,61,85,88,102,107} S = {3,14,32,54,59,82,93,103,106} S = {3,14,32,54,59,85,88,98,109} S = {3,14,32,55,58,82,93,102,107} S = {3,14,32,55,58,84,89,98,109} S = {3,14,32,61,68,73,82,103,106} S = {3,14,32,61,69,72,82,102,107} S = {3,14,32,61,84,89,109,119,122} S = {3,14,32,61,85,88,109,118,123} S = {3,14,36,41,50,64,93,103,106} S = {3,14,36,41,50,85,88,98,127} S = {3,14,36,41,55,69,88,98,111} S = {3,14,36,41,55,80,93,103,122} S = {3,14,36,41,58,72,85,98,111} S = {3,14,36,41,58,80,93,106,119} S = {3,14,36,41,63,77,80,103,106} S = {3,14,36,41,63,85,88,111,114} S = {3,14,36,50,63,85,88,102,105} S = {3,14,36,50,63,86,89,103,106} S = {3,14,36,54,57,80,93,103,106} S = {3,14,36,54,57,85,88,98,111} S = {3,14,36,55,58,80,93,102,105} S = {3,14,36,55,58,86,89,98,111} S = {3,14,36,57,64,77,86,103,106} S = {3,14,36,57,69,72,86,98,111} S = {3,14,36,57,80,93,105,119,122} S = {3,14,36,57,85,88,105,114,127} S = {3,14,37,40,50,64,93,102,107} S = {3,14,37,40,50,84,89,98,127} S = {3,14,37,40,54,68,89,98,111} S = {3,14,37,40,54,80,93,102,123} S = {3,14,37,40,59,73,84,98,111} S = {3,14,37,40,59,80,93,107,118} S = {3,14,37,40,63,77,80,102,107} S = {3,14,37,40,63,84,89,111,114} S = {3,14,37,50,63,84,89,103,104} S = {3,14,37,50,63,87,88,102,107} S = {3,14,37,54,59,80,93,103,104} S = {3,14,37,54,59,87,88,98,111} S = {3,14,37,55,56,80,93,102,107} S = {3,14,37,55,56,84,89,98,111} S = {3,14,37,56,64,77,87,102,107} S = {3,14,37,56,68,73,87,98,111} S = {3,14,37,56,80,93,104,118,123} S = {3,14,37,56,84,89,104,114,127} S = {3,14,40,50,63,84,89,101,106} S = {3,14,40,50,63,85,90,102,107} S = {3,14,40,53,58,80,93,102,107} S = {3,14,40,53,58,84,89,98,111} S = {3,14,40,53,64,77,90,102,107} S = {3,14,40,53,68,73,90,98,111} S = {3,14,40,53,80,93,101,118,123} S = {3,14,40,53,84,89,101,114,127} S = {3,14,40,54,59,80,93,101,106} S = {3,14,40,54,59,85,90,98,111} S = {3,14,41,50,63,84,91,103,106} S = {3,14,41,50,63,85,88,100,107} S = {3,14,41,52,59,80,93,103,106} S = {3,14,41,52,59,85,88,98,111} S = {3,14,41,52,64,77,91,103,106} S = {3,14,41,52,69,72,91,98,111} S = {3,14,41,52,80,93,100,119,122} S = {3,14,41,52,85,88,100,114,127} S = {3,14,41,55,58,80,93,100,107} S = {3,14,41,55,58,84,91,98,111} S = {3,14,45,48,63,84,89,103,106} S = {3,14,45,48,63,85,88,102,107} S = {3,14,45,48,68,73,95,103,106} S = {3,14,45,48,69,72,95,102,107} S = {3,14,45,48,84,89,96,119,122} S = {3,14,45,48,85,88,96,118,123} S = {3,14,45,54,59,80,95,103,106} S = {3,14,45,54,59,85,88,96,111} S = {3,14,45,55,58,80,95,102,107} S = {3,14,45,55,58,84,89,96,111} S = {3,14,48,61,68,73,87,103,122} S = {3,14,48,61,68,73,90,106,119} S = {3,14,48,61,68,86,89,103,106} S = {3,14,48,61,68,87,90,102,105} S = {3,14,48,61,68,89,105,119,122} S = {3,14,48,61,69,72,86,102,123} S = {3,14,48,61,69,72,91,107,118} S = {3,14,48,61,69,86,91,103,104} S = {3,14,48,61,69,87,88,102,107} S = {3,14,48,61,69,88,104,118,123} S = {3,14,48,61,72,85,90,102,107} S = {3,14,48,61,72,85,101,118,123} S = {3,14,48,61,72,86,91,101,106} S = {3,14,48,61,73,84,91,103,106} S = {3,14,48,61,73,84,100,119,122} S = {3,14,48,61,73,87,90,100,107} S = {3,14,48,61,84,89,101,106,119} S = {3,14,48,61,84,89,103,104,122} S = {3,14,48,61,84,91,101,104,118} S = {3,14,48,61,85,88,100,107,118} S = {3,14,48,61,85,88,102,105,123} S = {3,14,48,61,85,90,100,105,119} S = {3,14,48,61,86,89,101,104,123} S = {3,14,48,61,87,88,100,105,122} S = {3,14,48,63,77,86,91,103,106} S = {3,14,48,63,77,87,90,102,107} S = {3,14,48,63,84,89,101,104,114} S = {3,14,48,63,85,88,100,105,114} S = {3,14,50,61,64,86,91,103,106} S = {3,14,50,61,64,87,90,102,107} S = {3,14,50,61,84,89,101,104,127} S = {3,14,50,61,85,88,100,105,127} S = {3,14,52,57,64,77,87,103,122} S = {3,14,52,57,64,77,90,106,119} S = {3,14,52,57,64,82,93,103,106} S = {3,14,52,57,64,87,90,98,109} S = {3,14,52,57,64,93,109,119,122} S = {3,14,52,57,69,72,82,98,127} S = {3,14,52,57,69,72,95,111,114} S = {3,14,52,57,69,82,95,103,104} S = {3,14,52,57,69,87,88,98,111} S = {3,14,52,57,69,88,104,114,127} S = {3,14,52,57,72,82,95,101,106} S = {3,14,52,57,72,85,90,98,111} S = {3,14,52,57,72,85,101,114,127} S = {3,14,52,57,77,80,95,103,106} S = {3,14,52,57,77,80,96,119,122} S = {3,14,52,57,77,87,90,96,111} S = {3,14,52,57,80,93,101,106,119} S = {3,14,52,57,80,93,103,104,122} S = {3,14,52,57,80,95,101,104,114} S = {3,14,52,57,82,93,101,104,127} S = {3,14,52,57,85,88,96,111,114} S = {3,14,52,57,85,88,98,109,127} S = {3,14,52,57,85,90,96,109,119} S = {3,14,52,57,87,88,96,109,122} S = {3,14,52,59,73,82,95,103,106} S = {3,14,52,59,73,87,90,98,111} S = {3,14,52,59,80,93,101,104,118} S = {3,14,52,59,85,88,96,109,118} S = {3,14,53,56,64,77,86,102,123} S = {3,14,53,56,64,77,91,107,118} S = {3,14,53,56,64,82,93,102,107} S = {3,14,53,56,64,86,91,98,109} S = {3,14,53,56,64,93,109,118,123} S = {3,14,53,56,68,73,82,98,127} S = {3,14,53,56,68,73,95,111,114} S = {3,14,53,56,68,82,95,102,105} S = {3,14,53,56,68,86,89,98,111} S = {3,14,53,56,68,89,105,114,127} S = {3,14,53,56,73,82,95,100,107} S = {3,14,53,56,73,84,91,98,111} S = {3,14,53,56,73,84,100,114,127} S = {3,14,53,56,77,80,95,102,107} S = {3,14,53,56,77,80,96,118,123} S = {3,14,53,56,77,86,91,96,111} S = {3,14,53,56,80,93,100,107,118} S = {3,14,53,56,80,93,102,105,123} S = {3,14,53,56,80,95,100,105,114} S = {3,14,53,56,82,93,100,105,127} S = {3,14,53,56,84,89,96,111,114} S = {3,14,53,56,84,89,98,109,127} S = {3,14,53,56,84,91,96,109,118} S = {3,14,53,56,86,89,96,109,123} S = {3,14,53,58,72,82,95,102,107} S = {3,14,53,58,72,86,91,98,111} S = {3,14,53,58,80,93,100,105,119} S = {3,14,53,58,84,89,96,109,119} S = {3,14,54,57,68,82,95,103,106} S = {3,14,54,57,68,87,90,98,111} S = {3,14,54,57,80,93,101,104,123} S = {3,14,54,57,85,88,96,109,123} S = {3,14,55,56,69,82,95,102,107} S = {3,14,55,56,69,86,91,98,111} S = {3,14,55,56,80,93,100,105,122} S = {3,14,55,56,84,89,96,109,122} S = {3,15,20,37,58,70,89,104,119} S = {3,15,20,37,58,72,87,102,121} S = {3,15,20,38,57,69,90,104,119} S = {3,15,20,38,57,72,87,101,122} S = {3,15,20,40,55,69,90,102,121} S = {3,15,20,40,55,70,89,101,122} S = {3,15,20,40,59,73,90,102,117} S = {3,15,20,40,59,74,89,101,118} S = {3,15,20,41,58,72,91,102,117} S = {3,15,20,41,58,74,89,100,119} S = {3,15,20,42,57,72,91,101,118} S = {3,15,20,42,57,73,90,100,119} S = {3,15,21,36,58,70,88,105,119} S = {3,15,21,36,58,72,86,103,121} S = {3,15,21,38,56,68,90,105,119} S = {3,15,21,38,56,72,86,101,123} S = {3,15,21,40,54,68,90,103,121} S = {3,15,21,40,54,70,88,101,123} S = {3,15,22,36,57,69,88,106,119} S = {3,15,22,36,57,72,85,103,122} S = {3,15,22,37,56,68,89,106,119} S = {3,15,22,37,56,72,85,102,123} S = {3,15,22,40,53,68,89,103,122} S = {3,15,22,40,53,69,88,102,123} S = {3,15,24,36,55,69,86,106,121} S = {3,15,24,36,55,70,85,105,122} S = {3,15,24,36,59,73,86,106,117} S = {3,15,24,36,59,74,85,105,118} S = {3,15,24,37,54,68,87,106,121} S = {3,15,24,37,54,70,85,104,123} S = {3,15,24,38,53,68,87,105,122} S = {3,15,24,38,53,69,86,104,123} S = {3,15,24,41,54,68,91,106,117} S = {3,15,24,41,54,74,85,100,123} S = {3,15,24,42,53,68,91,105,118} S = {3,15,24,42,53,73,86,100,123} S = {3,15,25,36,58,72,86,107,117} S = {3,15,25,36,58,74,84,105,119} S = {3,15,25,40,54,68,90,107,117} S = {3,15,25,40,54,74,84,101,123} S = {3,15,25,42,52,68,90,105,119} S = {3,15,25,42,52,72,86,101,123} S = {3,15,26,36,57,72,85,107,118} S = {3,15,26,36,57,73,84,106,119} S = {3,15,26,40,53,68,89,107,118} S = {3,15,26,40,53,73,84,102,123} S = {3,15,26,41,52,68,89,106,119} S = {3,15,26,41,52,72,85,102,123} S = {3,16,21,41,62,76,91,102,113} S = {3,16,21,41,62,78,89,100,115} S = {3,16,21,44,59,73,94,102,113} S = {3,16,21,44,59,78,89,97,118} S = {3,16,21,46,57,73,94,100,115} S = {3,16,21,46,57,76,91,97,118} S = {3,16,22,42,61,76,91,101,114} S = {3,16,22,42,61,77,90,100,115} S = {3,16,22,44,59,74,93,101,114} S = {3,16,22,44,59,77,90,98,117} S = {3,16,22,45,58,74,93,100,115} S = {3,16,22,45,58,76,91,98,117} S = {3,16,23,44,59,77,90,102,113} S = {3,16,23,44,59,78,89,101,114} S = {3,16,23,45,58,76,91,102,113} S = {3,16,23,45,58,78,89,100,115} S = {3,16,23,46,57,76,91,101,114} S = {3,16,23,46,57,77,90,100,115} S = {3,16,25,37,62,76,87,106,113} S = {3,16,25,37,62,78,85,104,115} S = {3,16,25,44,55,69,94,106,113} S = {3,16,25,44,55,78,85,97,122} S = {3,16,25,46,53,69,94,104,115} S = {3,16,25,46,53,76,87,97,122} S = {3,16,26,38,61,76,87,105,114} S = {3,16,26,38,61,77,86,104,115} S = {3,16,26,44,55,70,93,105,114} S = {3,16,26,44,55,77,86,98,121} S = {3,16,26,45,54,70,93,104,115} S = {3,16,26,45,54,76,87,98,121} S = {3,16,27,44,55,77,86,106,113} S = {3,16,27,44,55,78,85,105,114} S = {3,16,27,45,54,76,87,106,113} S = {3,16,27,45,54,78,85,104,115} S = {3,16,27,46,53,76,87,105,114} S = {3,16,27,46,53,77,86,104,115} S = {3,16,29,33,46,68,73,119,122} S = {3,16,29,33,46,69,72,118,123} S = {3,16,29,36,41,55,58,78,113} S = {3,16,29,36,41,65,78,119,122} S = {3,16,29,36,41,69,72,113,126} S = {3,16,29,36,55,69,86,106,113} S = {3,16,29,36,55,78,85,105,122} S = {3,16,29,37,40,54,59,78,113} S = {3,16,29,37,40,65,78,118,123} S = {3,16,29,37,40,68,73,113,126} S = {3,16,29,37,54,68,87,106,113} S = {3,16,29,37,54,78,85,104,123} S = {3,16,29,37,59,73,87,110,113} S = {3,16,29,37,59,78,81,104,118} S = {3,16,29,40,59,73,90,102,113} S = {3,16,29,40,59,78,89,101,118} S = {3,16,29,41,55,69,91,110,113} S = {3,16,29,41,55,78,81,100,122} S = {3,16,29,41,58,72,91,102,113} S = {3,16,29,41,58,78,89,100,119} S = {3,16,29,46,49,69,91,104,118} S = {3,16,29,46,49,73,87,100,122} S = {3,16,29,46,51,86,91,101,104} S = {3,16,29,46,51,87,90,100,105} S = {3,16,29,46,53,68,87,105,122} S = {3,16,29,46,53,69,86,104,123} S = {3,16,29,46,57,72,91,101,118} S = {3,16,29,46,57,73,90,100,119} S = {3,16,29,46,68,73,87,90,113} S = {3,16,29,46,69,72,86,91,113} S = {3,16,29,46,78,100,105,119,122} S = {3,16,29,46,78,101,104,118,123} S = {3,16,29,54,59,78,83,101,104} S = {3,16,29,54,59,87,90,108,113} S = {3,16,29,55,58,78,83,100,105} S = {3,16,29,55,58,86,91,108,113} S = {3,16,30,34,45,68,74,119,121} S = {3,16,30,34,45,70,72,117,123} S = {3,16,30,36,42,55,57,77,114} S = {3,16,30,36,42,66,77,119,121} S = {3,16,30,36,42,70,72,114,125} S = {3,16,30,36,55,70,85,105,114} S = {3,16,30,36,55,77,86,106,121} S = {3,16,30,38,40,53,59,77,114} S = {3,16,30,38,40,66,77,117,123} S = {3,16,30,38,40,68,74,114,125} S = {3,16,30,38,53,68,87,105,114} S = {3,16,30,38,53,77,86,104,123} S = {3,16,30,38,59,74,87,109,114} S = {3,16,30,38,59,77,82,104,117} S = {3,16,30,40,59,74,89,101,114} S = {3,16,30,40,59,77,90,102,117} S = {3,16,30,42,55,70,91,109,114} S = {3,16,30,42,55,77,82,100,121} S = {3,16,30,42,57,72,91,101,114} S = {3,16,30,42,57,77,90,100,119} S = {3,16,30,45,50,70,91,104,117} S = {3,16,30,45,50,74,87,100,121} S = {3,16,30,45,51,85,91,102,104} S = {3,16,30,45,51,87,89,100,106} S = {3,16,30,45,54,68,87,106,121} S = {3,16,30,45,54,70,85,104,123} S = {3,16,30,45,58,72,91,102,117} S = {3,16,30,45,58,74,89,100,119} S = {3,16,30,45,68,74,87,89,114} S = {3,16,30,45,70,72,85,91,114} S = {3,16,30,45,77,100,106,119,121} S = {3,16,30,45,77,102,104,117,123} S = {3,16,30,53,59,77,83,102,104} S = {3,16,30,53,59,87,89,108,114} S = {3,16,30,55,57,77,83,100,106} S = {3,16,30,55,57,85,91,108,114} S = {3,16,31,37,42,54,57,76,115} S = {3,16,31,37,54,70,85,104,115} S = {3,16,31,37,54,76,87,106,121} S = {3,16,31,37,57,73,85,110,115} S = {3,16,31,37,57,76,81,106,118} S = {3,16,31,38,41,53,58,76,115} S = {3,16,31,38,53,69,86,104,115} S = {3,16,31,38,53,76,87,105,122} S = {3,16,31,38,58,74,86,109,115} S = {3,16,31,38,58,76,82,105,117} S = {3,16,31,41,53,69,89,110,115} S = {3,16,31,41,53,76,81,102,122} S = {3,16,31,41,58,74,89,100,115} S = {3,16,31,41,58,76,91,102,117} S = {3,16,31,42,54,70,90,109,115} S = {3,16,31,42,54,76,82,101,121} S = {3,16,31,42,57,73,90,100,115} S = {3,16,31,42,57,76,91,101,118} S = {3,16,31,44,49,69,89,106,118} S = {3,16,31,44,49,73,85,102,122} S = {3,16,31,44,50,70,90,105,117} S = {3,16,31,44,50,74,86,101,121} S = {3,16,31,44,51,85,90,102,105} S = {3,16,31,44,51,86,89,101,106} S = {3,16,31,44,55,69,86,106,121} S = {3,16,31,44,55,70,85,105,122} S = {3,16,31,44,59,73,90,102,117} S = {3,16,31,44,59,74,89,101,118} S = {3,16,31,44,69,74,86,89,115} S = {3,16,31,44,70,73,85,90,115} S = {3,16,31,44,76,101,106,118,121} S = {3,16,31,44,76,102,105,117,122} S = {3,16,31,53,58,76,83,102,105} S = {3,16,31,53,58,86,89,108,115} S = {3,16,31,54,57,76,83,101,106} S = {3,16,31,54,57,85,90,108,115} S = {3,16,36,40,63,77,94,98,113} S = {3,16,36,40,63,78,93,97,114} S = {3,16,36,41,55,69,94,98,113} S = {3,16,36,41,55,78,93,97,122} S = {3,16,36,41,58,72,95,98,113} S = {3,16,36,41,58,78,93,96,119} S = {3,16,36,42,55,70,93,97,114} S = {3,16,36,42,55,77,94,98,121} S = {3,16,36,42,57,72,95,97,114} S = {3,16,36,42,57,77,94,96,119} S = {3,16,36,55,57,77,94,106,113} S = {3,16,36,55,57,78,85,97,114} S = {3,16,36,55,58,77,86,98,113} S = {3,16,36,55,58,78,93,105,114} S = {3,16,36,63,69,72,86,98,113} S = {3,16,36,63,70,72,85,97,114} S = {3,16,36,63,77,94,106,119,121} S = {3,16,36,63,78,93,105,119,122} S = {3,16,37,40,54,68,95,98,113} S = {3,16,37,40,54,78,93,96,123} S = {3,16,37,40,59,73,94,98,113} S = {3,16,37,40,59,78,93,97,118} S = {3,16,37,41,62,76,95,98,113} S = {3,16,37,41,62,78,93,96,115} S = {3,16,37,42,54,70,93,96,115} S = {3,16,37,42,54,76,95,98,121} S = {3,16,37,42,57,73,94,96,115} S = {3,16,37,42,57,76,95,97,118} S = {3,16,37,54,57,76,95,106,113} S = {3,16,37,54,57,78,85,96,115} S = {3,16,37,54,59,76,87,98,113} S = {3,16,37,54,59,78,93,104,115} S = {3,16,37,62,68,73,87,98,113} S = {3,16,37,62,70,73,85,96,115} S = {3,16,37,62,76,95,106,118,121} S = {3,16,37,62,78,93,104,118,123} S = {3,16,38,40,53,68,95,97,114} S = {3,16,38,40,53,77,94,96,123} S = {3,16,38,40,59,74,93,97,114} S = {3,16,38,40,59,77,94,98,117} S = {3,16,38,41,53,69,94,96,115} S = {3,16,38,41,53,76,95,97,122} S = {3,16,38,41,58,74,93,96,115} S = {3,16,38,41,58,76,95,98,117} S = {3,16,38,42,61,76,95,97,114} S = {3,16,38,42,61,77,94,96,115} S = {3,16,38,53,58,76,95,105,114} S = {3,16,38,53,58,77,86,96,115} S = {3,16,38,53,59,76,87,97,114} S = {3,16,38,53,59,77,94,104,115} S = {3,16,38,61,68,74,87,97,114} S = {3,16,38,61,69,74,86,96,115} S = {3,16,38,61,76,95,105,117,122} S = {3,16,38,61,77,94,104,117,123} S = {3,16,40,53,59,77,94,102,113} S = {3,16,40,53,59,78,89,97,114} S = {3,16,40,54,59,77,90,98,113} S = {3,16,40,54,59,78,93,101,114} S = {3,16,40,63,68,73,90,98,113} S = {3,16,40,63,68,74,89,97,114} S = {3,16,40,63,77,94,102,117,123} S = {3,16,40,63,78,93,101,118,123} S = {3,16,41,53,58,76,95,102,113} S = {3,16,41,53,58,78,89,96,115} S = {3,16,41,55,58,76,91,98,113} S = {3,16,41,55,58,78,93,100,115} S = {3,16,41,62,69,72,91,98,113} S = {3,16,41,62,69,74,89,96,115} S = {3,16,41,62,76,95,102,117,122} S = {3,16,41,62,78,93,100,119,122} S = {3,16,42,54,57,76,95,101,114} S = {3,16,42,54,57,77,90,96,115} S = {3,16,42,55,57,76,91,97,114} S = {3,16,42,55,57,77,94,100,115} S = {3,16,42,61,70,72,91,97,114} S = {3,16,42,61,70,73,90,96,115} S = {3,16,42,61,76,95,101,118,121} S = {3,16,42,61,77,94,100,119,121} S = {3,16,44,55,59,77,94,98,113} S = {3,16,44,55,59,78,93,97,114} S = {3,16,44,55,69,86,91,98,113} S = {3,16,44,55,70,85,91,97,114} S = {3,16,44,55,77,94,100,106,121} S = {3,16,44,55,78,93,100,105,122} S = {3,16,44,59,73,87,90,98,113} S = {3,16,44,59,74,87,89,97,114} S = {3,16,44,59,77,94,102,104,117} S = {3,16,44,59,78,93,101,104,118} S = {3,16,44,63,69,73,94,98,113} S = {3,16,44,63,69,74,86,98,121} S = {3,16,44,63,69,74,89,97,118} S = {3,16,44,63,69,86,89,106,113} S = {3,16,44,63,69,94,106,118,121} S = {3,16,44,63,70,73,85,97,122} S = {3,16,44,63,70,73,90,98,117} S = {3,16,44,63,70,74,93,97,114} S = {3,16,44,63,70,85,90,105,114} S = {3,16,44,63,70,93,105,117,122} S = {3,16,44,63,73,85,90,102,113} S = {3,16,44,63,73,94,102,117,122} S = {3,16,44,63,74,86,89,101,114} S = {3,16,44,63,74,93,101,118,121} S = {3,16,44,63,77,86,90,98,113} S = {3,16,44,63,77,86,101,106,121} S = {3,16,44,63,77,90,102,105,117} S = {3,16,44,63,77,94,98,117,121} S = {3,16,44,63,77,94,102,106,113} S = {3,16,44,63,78,85,89,97,114} S = {3,16,44,63,78,85,102,105,122} S = {3,16,44,63,78,89,101,106,118} S = {3,16,44,63,78,93,97,118,122} S = {3,16,44,63,78,93,101,105,114} S = {3,16,45,54,58,76,95,98,113} S = {3,16,45,54,58,78,93,96,115} S = {3,16,45,54,68,87,90,98,113} S = {3,16,45,54,70,85,90,96,115} S = {3,16,45,54,76,95,101,106,121} S = {3,16,45,54,78,93,101,104,123} S = {3,16,45,58,72,86,91,98,113} S = {3,16,45,58,74,86,89,96,115} S = {3,16,45,58,76,95,102,105,117} S = {3,16,45,58,78,93,100,105,119} S = {3,16,45,62,68,72,95,98,113} S = {3,16,45,62,68,74,87,98,121} S = {3,16,45,62,68,74,89,96,119} S = {3,16,45,62,68,87,89,106,113} S = {3,16,45,62,68,95,106,119,121} S = {3,16,45,62,70,72,85,96,123} S = {3,16,45,62,70,72,91,98,117} S = {3,16,45,62,70,74,93,96,115} S = {3,16,45,62,70,85,91,104,115} S = {3,16,45,62,70,93,104,117,123} S = {3,16,45,62,72,85,91,102,113} S = {3,16,45,62,72,95,102,117,123} S = {3,16,45,62,74,87,89,100,115} S = {3,16,45,62,74,93,100,119,121} S = {3,16,45,62,76,87,91,98,113} S = {3,16,45,62,76,87,100,106,121} S = {3,16,45,62,76,91,102,104,117} S = {3,16,45,62,76,95,98,117,121} S = {3,16,45,62,76,95,102,106,113} S = {3,16,45,62,78,85,89,96,115} S = {3,16,45,62,78,85,102,104,123} S = {3,16,45,62,78,89,100,106,119} S = {3,16,45,62,78,93,96,119,123} S = {3,16,45,62,78,93,100,104,115} S = {3,16,46,53,57,76,95,97,114} S = {3,16,46,53,57,77,94,96,115} S = {3,16,46,53,68,87,89,97,114} S = {3,16,46,53,69,86,89,96,115} S = {3,16,46,53,76,95,102,105,122} S = {3,16,46,53,77,94,102,104,123} S = {3,16,46,57,72,85,91,97,114} S = {3,16,46,57,73,85,90,96,115} S = {3,16,46,57,76,95,101,106,118} S = {3,16,46,57,77,94,100,106,119} S = {3,16,46,61,68,72,95,97,114} S = {3,16,46,61,68,73,87,97,122} S = {3,16,46,61,68,73,90,96,119} S = {3,16,46,61,68,87,90,105,114} S = {3,16,46,61,68,95,105,119,122} S = {3,16,46,61,69,72,86,96,123} S = {3,16,46,61,69,72,91,97,118} S = {3,16,46,61,69,73,94,96,115} S = {3,16,46,61,69,86,91,104,115} S = {3,16,46,61,69,94,104,118,123} S = {3,16,46,61,72,86,91,101,114} S = {3,16,46,61,72,95,101,118,123} S = {3,16,46,61,73,87,90,100,115} S = {3,16,46,61,73,94,100,119,122} S = {3,16,46,61,76,87,91,97,114} S = {3,16,46,61,76,87,100,105,122} S = {3,16,46,61,76,91,101,104,118} S = {3,16,46,61,76,95,97,118,122} S = {3,16,46,61,76,95,101,105,114} S = {3,16,46,61,77,86,90,96,115} S = {3,16,46,61,77,86,101,104,123} S = {3,16,46,61,77,90,100,105,119} S = {3,16,46,61,77,94,96,119,123} S = {3,16,46,61,77,94,100,104,115} S = {3,17,22,40,63,76,91,101,114} S = {3,17,22,40,63,77,90,100,115} S = {3,17,22,44,59,72,95,101,114} S = {3,17,22,44,59,77,90,96,119} S = {3,17,22,45,58,72,95,100,115} S = {3,17,22,45,58,76,91,96,119} S = {3,17,26,36,63,76,87,105,114} S = {3,17,26,36,63,77,86,104,115} S = {3,17,26,44,55,68,95,105,114} S = {3,17,26,44,55,77,86,96,123} S = {3,17,26,45,54,68,95,104,115} S = {3,17,26,45,54,76,87,96,123} S = {3,17,30,32,45,68,73,119,122} S = {3,17,30,32,45,69,72,118,123} S = {3,17,30,36,41,64,77,119,122} S = {3,17,30,36,41,69,72,114,127} S = {3,17,30,36,59,72,87,109,114} S = {3,17,30,36,59,77,82,104,119} S = {3,17,30,37,40,64,77,118,123} S = {3,17,30,37,40,68,73,114,127} S = {3,17,30,40,55,68,91,109,114} S = {3,17,30,40,55,77,82,100,123} S = {3,17,30,45,50,68,91,104,119} S = {3,17,30,45,50,72,87,100,123} S = {3,17,31,36,58,72,86,109,115} S = {3,17,31,36,58,76,82,105,119} S = {3,17,31,40,54,68,90,109,115} S = {3,17,31,40,54,76,82,101,123} S = {3,17,31,44,50,68,90,105,119} S = {3,17,31,44,50,72,86,101,123} S = {3,18,21,40,63,76,91,102,113} S = {3,18,21,40,63,78,89,100,115} S = {3,18,21,44,59,72,95,102,113} S = {3,18,21,44,59,78,89,96,119} S = {3,18,21,46,57,72,95,100,115} S = {3,18,21,46,57,76,91,96,119} S = {3,18,25,36,63,76,87,106,113} S = {3,18,25,36,63,78,85,104,115} S = {3,18,25,44,55,68,95,106,113} S = {3,18,25,44,55,78,85,96,123} S = {3,18,25,46,53,68,95,104,115} S = {3,18,25,46,53,76,87,96,123} S = {3,18,29,32,46,68,74,119,121} S = {3,18,29,32,46,70,72,117,123} S = {3,18,29,36,42,64,78,119,121} S = {3,18,29,36,42,70,72,113,127} S = {3,18,29,36,59,72,87,110,113} S = {3,18,29,36,59,78,81,104,119} S = {3,18,29,38,40,64,78,117,123} S = {3,18,29,38,40,68,74,113,127} S = {3,18,29,40,55,68,91,110,113} S = {3,18,29,40,55,78,81,100,123} S = {3,18,29,46,49,68,91,104,119} S = {3,18,29,46,49,72,87,100,123} S = {3,18,31,36,57,72,85,110,115} S = {3,18,31,36,57,76,81,106,119} S = {3,18,31,40,53,68,89,110,115} S = {3,18,31,40,53,76,81,102,123} S = {3,18,31,44,49,68,89,106,119} S = {3,18,31,44,49,72,85,102,123} S = {3,20,24,32,63,77,82,110,113} S = {3,20,24,32,63,78,81,109,114} S = {3,20,24,44,63,77,94,98,113} S = {3,20,24,44,63,78,93,97,114} S = {3,20,24,45,50,64,95,110,113} S = {3,20,24,45,50,78,81,96,127} S = {3,20,24,45,62,76,95,98,113} S = {3,20,24,45,62,78,93,96,115} S = {3,20,24,46,49,64,95,109,114} S = {3,20,24,46,49,77,82,96,127} S = {3,20,24,46,61,76,95,97,114} S = {3,20,24,46,61,77,94,96,115} S = {3,20,25,32,45,55,58,78,113} S = {3,20,25,32,45,65,78,119,122} S = {3,20,25,32,45,69,72,113,126} S = {3,20,25,32,55,69,82,110,113} S = {3,20,25,32,55,78,81,109,122} S = {3,20,25,32,58,72,82,111,113} S = {3,20,25,32,58,78,80,109,119} S = {3,20,25,33,46,64,77,119,122} S = {3,20,25,33,46,69,72,114,127} S = {3,20,25,37,40,50,63,78,113} S = {3,20,25,37,40,64,77,113,126} S = {3,20,25,37,40,65,78,114,127} S = {3,20,25,37,50,64,87,110,113} S = {3,20,25,37,50,78,81,104,127} S = {3,20,25,37,63,77,87,106,113} S = {3,20,25,37,63,78,85,104,114} S = {3,20,25,40,50,64,90,111,113} S = {3,20,25,40,50,78,80,101,127} S = {3,20,25,45,55,69,95,106,113} S = {3,20,25,45,55,78,85,96,122} S = {3,20,25,46,48,64,90,109,119} S = {3,20,25,46,48,72,82,101,127} S = {3,20,25,46,49,64,87,109,122} S = {3,20,25,46,49,69,82,104,127} S = {3,20,25,46,51,82,95,101,104} S = {3,20,25,46,51,87,90,96,109} S = {3,20,25,46,53,69,95,104,114} S = {3,20,25,46,53,77,87,96,122} S = {3,20,25,46,64,77,87,90,113} S = {3,20,25,46,69,72,82,95,113} S = {3,20,25,46,78,96,109,119,122} S = {3,20,25,46,78,101,104,114,127} S = {3,20,25,50,63,78,83,101,104} S = {3,20,25,50,63,87,90,108,113} S = {3,20,25,55,58,78,83,96,109} S = {3,20,25,55,58,82,95,108,113} S = {3,20,26,32,46,55,57,77,114} S = {3,20,26,32,46,66,77,119,121} S = {3,20,26,32,46,70,72,114,125} S = {3,20,26,32,55,70,81,109,114} S = {3,20,26,32,55,77,82,110,121} S = {3,20,26,32,57,72,81,111,114} S = {3,20,26,32,57,77,80,110,119} S = {3,20,26,34,45,64,78,119,121} S = {3,20,26,34,45,70,72,113,127} S = {3,20,26,38,40,49,63,77,114} S = {3,20,26,38,40,64,78,114,125} S = {3,20,26,38,40,66,77,113,127} S = {3,20,26,38,49,64,87,109,114} S = {3,20,26,38,49,77,82,104,127} S = {3,20,26,38,63,77,86,104,113} S = {3,20,26,38,63,78,87,105,114} S = {3,20,26,40,49,64,89,111,114} S = {3,20,26,40,49,77,80,102,127} S = {3,20,26,45,48,64,89,110,119} S = {3,20,26,45,48,72,81,102,127} S = {3,20,26,45,50,64,87,110,121} S = {3,20,26,45,50,70,81,104,127} S = {3,20,26,45,51,81,95,102,104} S = {3,20,26,45,51,87,89,96,110} S = {3,20,26,45,54,70,95,104,113} S = {3,20,26,45,54,78,87,96,121} S = {3,20,26,45,64,78,87,89,114} S = {3,20,26,45,70,72,81,95,114} S = {3,20,26,45,77,96,110,119,121} S = {3,20,26,45,77,102,104,113,127} S = {3,20,26,46,55,70,95,105,114} S = {3,20,26,46,55,77,86,96,121} S = {3,20,26,49,63,77,83,102,104} S = {3,20,26,49,63,87,89,108,114} S = {3,20,26,55,57,77,83,96,110} S = {3,20,26,55,57,81,95,108,114} S = {3,20,27,40,47,73,78,114,117} S = {3,20,27,40,47,74,77,113,118} S = {3,20,27,40,55,77,82,110,113} S = {3,20,27,40,55,78,81,109,114} S = {3,20,27,41,46,72,79,114,117} S = {3,20,27,41,46,74,77,112,119} S = {3,20,27,42,45,72,79,113,118} S = {3,20,27,42,45,73,78,112,119} S = {3,20,27,45,50,72,87,110,113} S = {3,20,27,45,50,78,81,104,119} S = {3,20,27,46,49,72,87,109,114} S = {3,20,27,46,49,77,82,104,119} S = {3,20,29,37,58,72,87,110,113} S = {3,20,29,37,58,78,81,104,119} S = {3,20,29,40,55,69,90,110,113} S = {3,20,29,40,55,78,81,101,122} S = {3,20,29,40,62,76,90,103,113} S = {3,20,29,40,62,78,88,101,115} S = {3,20,29,44,58,72,94,103,113} S = {3,20,29,44,58,78,88,97,119} S = {3,20,29,46,49,69,90,104,119} S = {3,20,29,46,49,72,87,101,122} S = {3,20,29,46,56,72,94,101,115} S = {3,20,29,46,56,76,90,97,119} S = {3,20,30,38,57,72,87,109,114} S = {3,20,30,38,57,77,82,104,119} S = {3,20,30,40,55,70,89,109,114} S = {3,20,30,40,55,77,82,102,121} S = {3,20,30,40,61,76,89,103,114} S = {3,20,30,40,61,77,88,102,115} S = {3,20,30,44,57,72,93,103,114} S = {3,20,30,44,57,77,88,98,119} S = {3,20,30,45,50,70,89,104,119} S = {3,20,30,45,50,72,87,102,121} S = {3,20,30,45,56,72,93,102,115} S = {3,20,30,45,56,76,89,98,119} S = {3,20,31,37,46,50,57,72,119} S = {3,20,31,37,46,70,77,119,120} S = {3,20,31,37,46,71,72,114,121} S = {3,20,31,37,50,70,81,104,119} S = {3,20,31,37,50,72,87,110,121} S = {3,20,31,37,57,72,85,110,114} S = {3,20,31,37,57,77,81,106,119} S = {3,20,31,38,45,49,58,72,119} S = {3,20,31,38,45,69,78,119,120} S = {3,20,31,38,45,71,72,113,122} S = {3,20,31,38,49,69,82,104,119} S = {3,20,31,38,49,72,87,109,122} S = {3,20,31,38,58,72,86,109,113} S = {3,20,31,38,58,78,82,105,119} S = {3,20,31,39,40,69,78,114,121} S = {3,20,31,39,40,70,77,113,122} S = {3,20,31,40,51,81,90,102,109} S = {3,20,31,40,51,82,89,101,110} S = {3,20,31,40,53,69,89,110,114} S = {3,20,31,40,53,77,81,102,122} S = {3,20,31,40,54,70,90,109,113} S = {3,20,31,40,54,78,82,101,121} S = {3,20,31,40,55,69,82,110,121} S = {3,20,31,40,55,70,81,109,122} S = {3,20,31,40,69,78,82,89,119} S = {3,20,31,40,70,77,81,90,119} S = {3,20,31,40,72,101,110,114,121} S = {3,20,31,40,72,102,109,113,122} S = {3,20,31,45,49,69,89,106,119} S = {3,20,31,45,49,72,85,102,122} S = {3,20,31,46,50,70,90,105,119} S = {3,20,31,46,50,72,86,101,121} S = {3,20,31,49,58,72,83,102,109} S = {3,20,31,49,58,82,89,108,119} S = {3,20,31,50,57,72,83,101,110} S = {3,20,31,50,57,81,90,108,119} S = {3,20,32,45,55,69,90,102,113} S = {3,20,32,45,55,78,89,101,122} S = {3,20,32,46,55,70,89,101,114} S = {3,20,32,46,55,77,90,102,121} S = {3,20,32,55,57,77,90,110,113} S = {3,20,32,55,57,78,81,101,114} S = {3,20,32,55,58,77,82,102,113} S = {3,20,32,55,58,78,89,109,114} S = {3,20,32,63,69,72,82,102,113} S = {3,20,32,63,70,72,81,101,114} S = {3,20,32,63,77,90,110,119,121} S = {3,20,32,63,78,89,109,119,122} S = {3,20,33,42,63,76,89,103,114} S = {3,20,33,42,63,77,88,102,115} S = {3,20,33,46,59,72,93,103,114} S = {3,20,33,46,59,77,88,98,119} S = {3,20,33,47,58,72,93,102,115} S = {3,20,33,47,58,76,89,98,119} S = {3,20,34,41,63,76,90,103,113} S = {3,20,34,41,63,78,88,101,115} S = {3,20,34,45,59,72,94,103,113} S = {3,20,34,45,59,78,88,97,119} S = {3,20,34,47,57,72,94,101,115} S = {3,20,34,47,57,76,90,97,119} S = {3,20,36,56,63,73,78,114,117} S = {3,20,36,56,63,74,77,113,118} S = {3,20,36,57,62,72,79,114,117} S = {3,20,36,57,62,74,77,112,119} S = {3,20,36,58,61,72,79,113,118} S = {3,20,36,58,61,73,78,112,119} S = {3,20,37,40,50,64,95,102,113} S = {3,20,37,40,50,78,89,96,127} S = {3,20,37,46,50,70,89,96,119} S = {3,20,37,46,50,72,95,102,121} S = {3,20,37,50,57,72,95,110,113} S = {3,20,37,50,57,78,81,96,119} S = {3,20,37,50,63,72,87,102,113} S = {3,20,37,50,63,78,89,104,119} S = {3,20,37,58,64,77,87,102,113} S = {3,20,37,58,70,77,81,96,119} S = {3,20,37,58,72,95,110,114,121} S = {3,20,37,58,78,89,104,114,127} S = {3,20,38,40,49,64,95,101,114} S = {3,20,38,40,49,77,90,96,127} S = {3,20,38,45,49,69,90,96,119} S = {3,20,38,45,49,72,95,101,122} S = {3,20,38,49,58,72,95,109,114} S = {3,20,38,49,58,77,82,96,119} S = {3,20,38,49,63,72,87,101,114} S = {3,20,38,49,63,77,90,104,119} S = {3,20,38,57,64,78,87,101,114} S = {3,20,38,57,69,78,82,96,119} S = {3,20,38,57,72,95,109,113,122} S = {3,20,38,57,77,90,104,113,127} S = {3,20,39,40,59,77,94,98,113} S = {3,20,39,40,59,78,93,97,114} S = {3,20,39,41,58,76,95,98,113} S = {3,20,39,41,58,78,93,96,115} S = {3,20,39,42,57,76,95,97,114} S = {3,20,39,42,57,77,94,96,115} S = {3,20,40,45,59,73,94,102,113} S = {3,20,40,45,59,78,89,97,118} S = {3,20,40,45,62,76,91,102,113} S = {3,20,40,45,62,78,89,100,115} S = {3,20,40,46,59,74,93,101,114} S = {3,20,40,46,59,77,90,98,117} S = {3,20,40,46,61,76,91,101,114} S = {3,20,40,46,61,77,90,100,115} S = {3,20,40,47,51,89,94,98,101} S = {3,20,40,47,51,90,93,97,102} S = {3,20,40,47,57,73,94,101,114} S = {3,20,40,47,57,77,90,97,118} S = {3,20,40,47,58,74,93,102,113} S = {3,20,40,47,58,78,89,98,117} S = {3,20,40,47,59,73,94,98,117} S = {3,20,40,47,59,74,93,97,118} S = {3,20,40,47,68,89,94,114,117} S = {3,20,40,47,68,90,93,113,118} S = {3,20,40,47,73,78,98,101,123} S = {3,20,40,47,74,77,97,102,123} S = {3,20,40,53,62,77,91,102,112} S = {3,20,40,53,62,79,89,100,114} S = {3,20,40,54,61,78,91,101,112} S = {3,20,40,54,61,79,90,100,113} S = {3,20,40,55,69,82,95,102,113} S = {3,20,40,55,70,81,95,101,114} S = {3,20,40,55,77,90,96,110,121} S = {3,20,40,55,78,89,96,109,122} S = {3,20,40,57,62,77,90,103,112} S = {3,20,40,57,62,79,88,101,114} S = {3,20,40,58,61,78,89,103,112} S = {3,20,40,58,61,79,88,102,113} S = {3,20,40,59,73,90,98,111,113} S = {3,20,40,59,74,89,97,111,114} S = {3,20,40,59,77,80,94,102,117} S = {3,20,40,59,78,80,93,101,118} S = {3,20,40,61,62,76,91,103,112} S = {3,20,40,61,62,79,88,100,115} S = {3,20,40,61,65,78,91,103,114} S = {3,20,40,61,65,79,90,102,115} S = {3,20,40,61,76,89,101,112,126} S = {3,20,40,61,77,88,100,113,126} S = {3,20,40,62,66,77,91,103,113} S = {3,20,40,62,66,79,89,101,115} S = {3,20,40,62,76,90,102,112,125} S = {3,20,40,62,78,88,100,114,125} S = {3,20,40,63,69,78,82,102,121} S = {3,20,40,63,69,82,89,110,113} S = {3,20,40,63,69,90,110,114,121} S = {3,20,40,63,70,77,81,101,122} S = {3,20,40,63,70,81,90,109,114} S = {3,20,40,63,70,89,109,113,122} S = {3,20,40,63,73,78,90,98,117} S = {3,20,40,63,73,94,98,101,113} S = {3,20,40,63,73,94,102,114,117} S = {3,20,40,63,74,77,89,97,118} S = {3,20,40,63,74,93,97,102,114} S = {3,20,40,63,74,93,101,113,118} S = {3,20,40,63,76,89,90,103,112} S = {3,20,40,63,76,91,101,102,112} S = {3,20,40,63,76,91,103,113,114} S = {3,20,40,63,77,78,88,100,115} S = {3,20,40,63,77,78,91,103,112} S = {3,20,40,63,77,82,101,110,121} S = {3,20,40,63,77,89,94,98,117} S = {3,20,40,63,78,81,102,109,122} S = {3,20,40,63,78,90,93,97,118} S = {3,20,40,63,79,88,100,113,114} S = {3,20,40,63,79,88,101,102,115} S = {3,20,40,63,79,89,90,100,115} S = {3,20,41,42,63,76,91,103,112} S = {3,20,41,42,63,79,88,100,115} S = {3,20,41,46,51,88,95,98,101} S = {3,20,41,46,51,90,93,96,103} S = {3,20,41,46,58,72,95,98,117} S = {3,20,41,46,58,74,93,96,119} S = {3,20,41,46,59,74,93,103,112} S = {3,20,41,46,59,79,88,98,117} S = {3,20,41,46,63,77,90,103,112} S = {3,20,41,46,63,79,88,101,114} S = {3,20,41,46,68,88,95,114,117} S = {3,20,41,46,68,90,93,112,119} S = {3,20,41,46,72,79,98,101,123} S = {3,20,41,46,74,77,96,103,123} S = {3,20,41,47,58,74,93,100,115} S = {3,20,41,47,58,76,91,98,117} S = {3,20,41,58,63,76,91,102,113} S = {3,20,41,58,63,78,89,100,115} S = {3,20,41,58,72,91,98,111,113} S = {3,20,41,58,74,89,96,111,115} S = {3,20,41,58,76,80,95,102,117} S = {3,20,41,58,78,80,93,100,119} S = {3,20,41,62,72,77,91,102,113} S = {3,20,41,62,72,79,89,101,114} S = {3,20,41,62,72,79,91,98,117} S = {3,20,41,62,72,95,98,101,113} S = {3,20,41,62,72,95,102,114,117} S = {3,20,41,62,74,77,89,96,119} S = {3,20,41,62,74,77,91,103,112} S = {3,20,41,62,74,79,89,100,115} S = {3,20,41,62,74,93,96,103,115} S = {3,20,41,62,74,93,100,112,119} S = {3,20,41,62,76,88,95,98,117} S = {3,20,41,62,76,90,93,103,112} S = {3,20,41,62,76,90,95,102,113} S = {3,20,41,62,76,91,98,103,113} S = {3,20,41,62,76,91,102,112,117} S = {3,20,41,62,77,90,96,103,113} S = {3,20,41,62,77,90,102,112,119} S = {3,20,41,62,78,88,93,100,115} S = {3,20,41,62,78,88,95,101,114} S = {3,20,41,62,78,89,96,101,115} S = {3,20,41,62,78,89,100,114,119} S = {3,20,41,62,78,90,93,96,119} S = {3,20,41,62,79,88,98,101,115} S = {3,20,41,62,79,88,100,114,117} S = {3,20,41,63,76,85,90,102,112} S = {3,20,41,63,77,91,103,106,113} S = {3,20,41,63,78,85,88,100,114} S = {3,20,41,63,79,89,101,106,115} S = {3,20,42,45,51,88,95,97,102} S = {3,20,42,45,51,89,94,96,103} S = {3,20,42,45,57,72,95,97,118} S = {3,20,42,45,57,73,94,96,119} S = {3,20,42,45,59,73,94,103,112} S = {3,20,42,45,59,79,88,97,118} S = {3,20,42,45,63,78,89,103,112} S = {3,20,42,45,63,79,88,102,113} S = {3,20,42,45,68,88,95,113,118} S = {3,20,42,45,68,89,94,112,119} S = {3,20,42,45,72,79,97,102,123} S = {3,20,42,45,73,78,96,103,123} S = {3,20,42,47,57,73,94,100,115} S = {3,20,42,47,57,76,91,97,118} S = {3,20,42,57,63,76,91,101,114} S = {3,20,42,57,63,77,90,100,115} S = {3,20,42,57,72,91,97,111,114} S = {3,20,42,57,73,90,96,111,115} S = {3,20,42,57,76,80,95,101,118} S = {3,20,42,57,77,80,94,100,119} S = {3,20,42,61,72,78,91,101,114} S = {3,20,42,61,72,79,90,102,113} S = {3,20,42,61,72,79,91,97,118} S = {3,20,42,61,72,95,97,102,114} S = {3,20,42,61,72,95,101,113,118} S = {3,20,42,61,73,78,90,96,119} S = {3,20,42,61,73,78,91,103,112} S = {3,20,42,61,73,79,90,100,115} S = {3,20,42,61,73,94,96,103,115} S = {3,20,42,61,73,94,100,112,119} S = {3,20,42,61,76,88,95,97,118} S = {3,20,42,61,76,89,94,103,112} S = {3,20,42,61,76,89,95,101,114} S = {3,20,42,61,76,91,97,103,114} S = {3,20,42,61,76,91,101,112,118} S = {3,20,42,61,77,88,94,100,115} S = {3,20,42,61,77,88,95,102,113} S = {3,20,42,61,77,89,94,96,119} S = {3,20,42,61,77,90,96,102,115} S = {3,20,42,61,77,90,100,113,119} S = {3,20,42,61,78,89,96,103,114} S = {3,20,42,61,78,89,101,112,119} S = {3,20,42,61,79,88,97,102,115} S = {3,20,42,61,79,88,100,113,118} S = {3,20,42,63,76,86,89,101,112} S = {3,20,42,63,77,86,88,100,113} S = {3,20,42,63,78,91,103,105,114} S = {3,20,42,63,79,90,102,105,115} S = {3,20,44,48,63,73,90,102,117} S = {3,20,44,48,63,74,89,101,118} S = {3,20,44,53,58,73,95,102,112} S = {3,20,44,53,58,79,89,96,118} S = {3,20,44,54,57,74,95,101,112} S = {3,20,44,54,57,79,90,96,117} S = {3,20,44,56,63,73,94,98,117} S = {3,20,44,56,63,74,93,97,118} S = {3,20,44,57,58,72,95,103,112} S = {3,20,44,57,58,79,88,96,119} S = {3,20,44,57,62,74,93,103,112} S = {3,20,44,57,62,79,88,98,117} S = {3,20,44,57,63,74,93,101,114} S = {3,20,44,57,63,77,90,98,117} S = {3,20,44,57,65,74,95,103,114} S = {3,20,44,57,65,79,90,98,119} S = {3,20,44,57,72,93,101,112,126} S = {3,20,44,57,77,88,96,117,126} S = {3,20,44,58,61,73,94,103,112} S = {3,20,44,58,61,79,88,97,118} S = {3,20,44,58,63,73,94,102,113} S = {3,20,44,58,63,78,89,97,118} S = {3,20,44,58,66,73,95,103,113} S = {3,20,44,58,66,79,89,97,119} S = {3,20,44,58,72,94,102,112,125} S = {3,20,44,58,78,88,96,118,125} S = {3,20,44,59,72,77,94,102,113} S = {3,20,44,59,72,78,93,101,114} S = {3,20,44,59,72,93,94,103,112} S = {3,20,44,59,72,95,101,102,112} S = {3,20,44,59,72,95,103,113,114} S = {3,20,44,59,73,74,95,103,112} S = {3,20,44,59,73,79,90,98,117} S = {3,20,44,59,73,90,95,102,113} S = {3,20,44,59,73,94,98,103,113} S = {3,20,44,59,73,94,102,112,117} S = {3,20,44,59,74,79,89,97,118} S = {3,20,44,59,74,89,95,101,114} S = {3,20,44,59,74,93,97,103,114} S = {3,20,44,59,74,93,101,112,118} S = {3,20,44,59,77,78,88,96,119} S = {3,20,44,59,77,88,94,98,117} S = {3,20,44,59,77,90,96,102,117} S = {3,20,44,59,77,90,98,113,119} S = {3,20,44,59,78,88,93,97,118} S = {3,20,44,59,78,89,96,101,118} S = {3,20,44,59,78,89,97,114,119} S = {3,20,44,59,79,88,96,117,118} S = {3,20,44,59,79,88,97,98,119} S = {3,20,44,59,79,89,90,96,119} S = {3,20,44,63,71,73,90,98,113} S = {3,20,44,63,71,74,89,97,114} S = {3,20,44,63,77,94,102,117,120} S = {3,20,44,63,78,93,101,118,120} S = {3,20,45,46,56,72,95,100,115} S = {3,20,45,46,56,76,91,96,119} S = {3,20,45,46,59,72,95,103,112} S = {3,20,45,46,59,79,88,96,119} S = {3,20,45,48,62,72,91,102,117} S = {3,20,45,48,62,74,89,100,119} S = {3,20,45,50,64,87,90,102,113} S = {3,20,45,50,70,81,90,96,119} S = {3,20,45,50,72,95,101,110,121} S = {3,20,45,50,78,89,101,104,127} S = {3,20,45,54,56,74,95,100,113} S = {3,20,45,54,56,78,91,96,117} S = {3,20,45,56,62,74,93,100,115} S = {3,20,45,56,62,76,91,98,117} S = {3,20,45,56,63,74,93,102,113} S = {3,20,45,56,63,78,89,98,117} S = {3,20,45,56,65,74,95,102,115} S = {3,20,45,56,65,78,91,98,119} S = {3,20,45,56,72,93,100,113,126} S = {3,20,45,56,76,89,96,117,126} S = {3,20,45,57,62,72,95,98,117} S = {3,20,45,57,62,74,93,96,119} S = {3,20,45,58,64,78,87,102,121} S = {3,20,45,58,64,87,89,110,113} S = {3,20,45,58,64,95,110,119,121} S = {3,20,45,58,70,72,81,96,127} S = {3,20,45,58,70,81,95,104,119} S = {3,20,45,58,70,89,104,113,127} S = {3,20,45,58,72,78,91,98,117} S = {3,20,45,58,72,78,93,100,115} S = {3,20,45,58,72,79,89,97,118} S = {3,20,45,58,72,87,96,110,121} S = {3,20,45,58,72,89,94,103,112} S = {3,20,45,58,73,78,95,103,112} S = {3,20,45,58,73,94,96,103,113} S = {3,20,45,58,73,94,102,112,119} S = {3,20,45,58,74,89,95,100,115} S = {3,20,45,58,74,93,96,102,115} S = {3,20,45,58,74,93,100,113,119} S = {3,20,45,58,76,89,95,98,117} S = {3,20,45,58,76,91,96,102,117} S = {3,20,45,58,76,91,98,113,119} S = {3,20,45,58,78,81,102,104,127} S = {3,20,45,58,78,88,95,97,118} S = {3,20,45,58,79,88,96,113,118} S = {3,20,45,58,79,88,97,102,119} S = {3,20,45,59,72,85,94,102,112} S = {3,20,45,59,73,95,103,106,113} S = {3,20,45,59,78,85,88,96,118} S = {3,20,45,59,79,89,97,106,119} S = {3,20,45,62,71,72,91,98,113} S = {3,20,45,62,71,74,89,96,115} S = {3,20,45,62,76,95,102,117,120} S = {3,20,45,62,78,93,100,119,120} S = {3,20,46,48,61,72,91,101,118} S = {3,20,46,48,61,73,90,100,119} S = {3,20,46,49,64,87,89,101,114} S = {3,20,46,49,69,82,89,96,119} S = {3,20,46,49,72,95,102,109,122} S = {3,20,46,49,77,90,102,104,127} S = {3,20,46,53,56,73,95,100,114} S = {3,20,46,53,56,77,91,96,118} S = {3,20,46,56,61,73,94,100,115} S = {3,20,46,56,61,76,91,97,118} S = {3,20,46,56,63,73,94,101,114} S = {3,20,46,56,63,77,90,97,118} S = {3,20,46,56,66,73,95,101,115} S = {3,20,46,56,66,77,91,97,119} S = {3,20,46,56,72,94,100,114,125} S = {3,20,46,56,76,90,96,118,125} S = {3,20,46,57,64,77,87,101,122} S = {3,20,46,57,64,87,90,109,114} S = {3,20,46,57,64,95,109,119,122} S = {3,20,46,57,69,72,82,96,127} S = {3,20,46,57,69,82,95,104,119} S = {3,20,46,57,69,90,104,114,127} S = {3,20,46,57,72,77,91,97,118} S = {3,20,46,57,72,77,94,100,115} S = {3,20,46,57,72,79,90,98,117} S = {3,20,46,57,72,87,96,109,122} S = {3,20,46,57,72,90,93,103,112} S = {3,20,46,57,73,90,95,100,115} S = {3,20,46,57,73,94,96,101,115} S = {3,20,46,57,73,94,100,114,119} S = {3,20,46,57,74,77,95,103,112} S = {3,20,46,57,74,93,96,103,114} S = {3,20,46,57,74,93,101,112,119} S = {3,20,46,57,76,90,95,97,118} S = {3,20,46,57,76,91,96,101,118} S = {3,20,46,57,76,91,97,114,119} S = {3,20,46,57,77,82,101,104,127} S = {3,20,46,57,77,88,95,98,117} S = {3,20,46,57,79,88,96,114,117} S = {3,20,46,57,79,88,98,101,119} S = {3,20,46,58,61,72,95,97,118} S = {3,20,46,58,61,73,94,96,119} S = {3,20,46,59,72,86,93,101,112} S = {3,20,46,59,74,95,103,105,114} S = {3,20,46,59,77,86,88,96,117} S = {3,20,46,59,79,90,98,105,119} S = {3,20,46,61,71,72,91,97,114} S = {3,20,46,61,71,73,90,96,115} S = {3,20,46,61,76,95,101,118,120} S = {3,20,46,61,77,94,100,119,120} S = {3,20,47,56,72,89,94,101,114} S = {3,20,47,56,72,90,93,102,113} S = {3,20,47,56,72,93,94,100,115} S = {3,20,47,56,72,95,100,113,114} S = {3,20,47,56,72,95,101,102,115} S = {3,20,47,56,73,74,95,100,115} S = {3,20,47,56,73,78,91,98,117} S = {3,20,47,56,73,78,95,101,114} S = {3,20,47,56,73,94,98,101,115} S = {3,20,47,56,73,94,100,114,117} S = {3,20,47,56,74,77,91,97,118} S = {3,20,47,56,74,77,95,102,113} S = {3,20,47,56,74,93,97,102,115} S = {3,20,47,56,74,93,100,113,118} S = {3,20,47,56,76,89,90,96,119} S = {3,20,47,56,76,89,94,98,117} S = {3,20,47,56,76,90,93,97,118} S = {3,20,47,56,76,91,96,117,118} S = {3,20,47,56,76,91,97,98,119} S = {3,20,47,56,77,78,91,96,119} S = {3,20,47,56,77,90,96,113,118} S = {3,20,47,56,77,90,97,102,119} S = {3,20,47,56,78,89,96,114,117} S = {3,20,47,56,78,89,98,101,119} S = {3,20,47,57,58,72,95,100,115} S = {3,20,47,57,58,76,91,96,119} S = {3,20,47,57,72,85,94,100,114} S = {3,20,47,57,73,95,101,106,115} S = {3,20,47,57,76,85,90,96,118} S = {3,20,47,57,77,91,97,106,119} S = {3,20,47,58,72,86,93,100,113} S = {3,20,47,58,74,95,102,105,115} S = {3,20,47,58,76,86,89,96,117} S = {3,20,47,58,78,91,98,105,119} S = {3,20,56,63,73,78,83,98,101} S = {3,20,56,63,74,77,83,97,102} S = {3,20,56,63,89,94,108,114,117} S = {3,20,56,63,90,93,108,113,118} S = {3,20,57,62,72,79,83,98,101} S = {3,20,57,62,74,77,83,96,103} S = {3,20,57,62,88,95,108,114,117} S = {3,20,57,62,90,93,108,112,119} S = {3,20,58,61,72,79,83,97,102} S = {3,20,58,61,73,78,83,96,103} S = {3,20,58,61,88,95,108,113,118} S = {3,20,58,61,89,94,108,112,119} S = {3,21,22,40,63,76,91,103,112} S = {3,21,22,40,63,79,88,100,115} S = {3,21,22,44,59,72,95,103,112} S = {3,21,22,44,59,79,88,96,119} S = {3,21,22,47,56,72,95,100,115} S = {3,21,22,47,56,76,91,96,119} S = {3,21,24,32,45,54,59,78,113} S = {3,21,24,32,45,65,78,118,123} S = {3,21,24,32,45,68,73,113,126} S = {3,21,24,32,54,68,82,111,113} S = {3,21,24,32,54,78,80,109,123} S = {3,21,24,32,59,73,82,110,113} S = {3,21,24,32,59,78,81,109,118} S = {3,21,24,33,46,64,77,118,123} S = {3,21,24,33,46,68,73,114,127} S = {3,21,24,36,41,50,63,78,113} S = {3,21,24,36,41,64,77,113,126} S = {3,21,24,36,41,65,78,114,127} S = {3,21,24,36,50,64,86,111,113} S = {3,21,24,36,50,78,80,105,127} S = {3,21,24,41,50,64,91,110,113} S = {3,21,24,41,50,78,81,100,127} S = {3,21,24,41,63,77,91,102,113} S = {3,21,24,41,63,78,89,100,114} S = {3,21,24,45,59,73,95,102,113} S = {3,21,24,45,59,78,89,96,118} S = {3,21,24,46,48,64,86,109,123} S = {3,21,24,46,48,68,82,105,127} S = {3,21,24,46,49,64,91,109,118} S = {3,21,24,46,49,73,82,100,127} S = {3,21,24,46,51,82,95,100,105} S = {3,21,24,46,51,86,91,96,109} S = {3,21,24,46,57,73,95,100,114} S = {3,21,24,46,57,77,91,96,118} S = {3,21,24,46,64,77,86,91,113} S = {3,21,24,46,68,73,82,95,113} S = {3,21,24,46,78,96,109,118,123} S = {3,21,24,46,78,100,105,114,127} S = {3,21,24,50,63,78,83,100,105} S = {3,21,24,50,63,86,91,108,113} S = {3,21,24,54,59,78,83,96,109} S = {3,21,24,54,59,82,95,108,113} S = {3,21,25,32,62,76,82,111,113} S = {3,21,25,32,62,78,80,109,115} S = {3,21,25,44,50,64,94,111,113} S = {3,21,25,44,50,78,80,97,127} S = {3,21,25,46,48,64,94,109,115} S = {3,21,25,46,48,76,82,97,127} S = {3,21,26,32,47,54,57,76,115} S = {3,21,26,32,54,70,80,109,115} S = {3,21,26,32,54,76,82,111,121} S = {3,21,26,32,57,73,80,110,115} S = {3,21,26,32,57,76,81,111,118} S = {3,21,26,38,41,48,63,76,115} S = {3,21,26,38,48,64,86,109,115} S = {3,21,26,38,48,76,82,105,127} S = {3,21,26,38,63,76,87,105,112} S = {3,21,26,38,63,79,86,104,115} S = {3,21,26,41,48,64,89,110,115} S = {3,21,26,41,48,76,81,102,127} S = {3,21,26,41,63,76,91,102,112} S = {3,21,26,41,63,79,89,100,115} S = {3,21,26,44,49,64,89,111,118} S = {3,21,26,44,49,73,80,102,127} S = {3,21,26,44,50,64,86,111,121} S = {3,21,26,44,50,70,80,105,127} S = {3,21,26,44,51,80,95,102,105} S = {3,21,26,44,51,86,89,96,111} S = {3,21,26,44,55,70,95,105,112} S = {3,21,26,44,55,79,86,96,121} S = {3,21,26,44,59,73,95,102,112} S = {3,21,26,44,59,79,89,96,118} S = {3,21,26,44,64,79,86,89,115} S = {3,21,26,44,70,73,80,95,115} S = {3,21,26,44,76,96,111,118,121} S = {3,21,26,44,76,102,105,112,127} S = {3,21,26,47,54,70,95,104,115} S = {3,21,26,47,54,76,87,96,121} S = {3,21,26,47,57,73,95,100,115} S = {3,21,26,47,57,76,91,96,118} S = {3,21,26,48,63,76,83,102,105} S = {3,21,26,48,63,86,89,108,115} S = {3,21,26,54,57,76,83,96,111} S = {3,21,26,54,57,80,95,108,115} S = {3,21,27,40,54,76,82,111,113} S = {3,21,27,40,54,78,80,109,115} S = {3,21,27,44,50,72,86,111,113} S = {3,21,27,44,50,78,80,105,119} S = {3,21,27,46,48,72,86,109,115} S = {3,21,27,46,48,76,82,105,119} S = {3,21,30,36,47,50,57,72,119} S = {3,21,30,36,47,70,77,119,120} S = {3,21,30,36,47,71,72,114,121} S = {3,21,30,36,50,70,80,105,119} S = {3,21,30,36,50,72,86,111,121} S = {3,21,30,38,45,48,59,72,119} S = {3,21,30,38,45,68,79,119,120} S = {3,21,30,38,45,71,72,112,123} S = {3,21,30,38,48,68,82,105,119} S = {3,21,30,38,48,72,86,109,123} S = {3,21,30,38,59,72,87,109,112} S = {3,21,30,38,59,79,82,104,119} S = {3,21,30,39,40,68,79,114,121} S = {3,21,30,39,40,70,77,112,123} S = {3,21,30,40,51,80,91,102,109} S = {3,21,30,40,51,82,89,100,111} S = {3,21,30,40,54,68,82,111,121} S = {3,21,30,40,54,70,80,109,123} S = {3,21,30,40,55,70,91,109,112} S = {3,21,30,40,55,79,82,100,121} S = {3,21,30,40,63,77,91,102,112} S = {3,21,30,40,63,79,89,100,114} S = {3,21,30,40,68,79,82,89,119} S = {3,21,30,40,70,77,80,91,119} S = {3,21,30,40,72,100,111,114,121} S = {3,21,30,40,72,102,109,112,123} S = {3,21,30,45,59,72,95,102,112} S = {3,21,30,45,59,79,89,96,119} S = {3,21,30,47,50,70,91,104,119} S = {3,21,30,47,50,72,87,100,121} S = {3,21,30,47,57,72,95,100,114} S = {3,21,30,47,57,77,91,96,119} S = {3,21,30,48,59,72,83,102,109} S = {3,21,30,48,59,82,89,108,119} S = {3,21,30,50,57,72,83,100,111} S = {3,21,30,50,57,80,91,108,119} S = {3,21,31,38,56,72,86,109,115} S = {3,21,31,38,56,76,82,105,119} S = {3,21,31,40,54,70,88,109,115} S = {3,21,31,40,54,76,82,103,121} S = {3,21,31,44,50,70,88,105,119} S = {3,21,31,44,50,72,86,103,121} S = {3,21,32,41,62,76,90,103,113} S = {3,21,32,41,62,78,88,101,115} S = {3,21,32,45,54,68,90,103,113} S = {3,21,32,45,54,78,88,101,123} S = {3,21,32,45,59,73,94,103,113} S = {3,21,32,45,59,78,88,97,118} S = {3,21,32,47,54,70,88,101,115} S = {3,21,32,47,54,76,90,103,121} S = {3,21,32,47,57,73,94,101,115} S = {3,21,32,47,57,76,90,97,118} S = {3,21,32,54,57,76,90,111,113} S = {3,21,32,54,57,78,80,101,115} S = {3,21,32,54,59,76,82,103,113} S = {3,21,32,54,59,78,88,109,115} S = {3,21,32,62,68,73,82,103,113} S = {3,21,32,62,70,73,80,101,115} S = {3,21,32,62,76,90,111,118,121} S = {3,21,32,62,78,88,109,118,123} S = {3,21,36,41,50,64,94,103,113} S = {3,21,36,41,50,78,88,97,127} S = {3,21,36,41,63,77,90,103,113} S = {3,21,36,41,63,78,88,101,114} S = {3,21,36,45,58,72,94,103,113} S = {3,21,36,45,58,78,88,97,119} S = {3,21,36,47,50,70,88,97,119} S = {3,21,36,47,50,72,94,103,121} S = {3,21,36,47,57,72,94,101,114} S = {3,21,36,47,57,77,90,97,119} S = {3,21,36,50,57,72,94,111,113} S = {3,21,36,50,57,78,80,97,119} S = {3,21,36,50,63,72,86,103,113} S = {3,21,36,50,63,78,88,105,119} S = {3,21,36,58,64,77,86,103,113} S = {3,21,36,58,70,77,80,97,119} S = {3,21,36,58,72,94,111,114,121} S = {3,21,36,58,78,88,105,114,127} S = {3,21,38,41,48,64,94,101,115} S = {3,21,38,41,48,76,90,97,127} S = {3,21,38,41,63,76,90,103,112} S = {3,21,38,41,63,79,88,101,115} S = {3,21,38,45,48,68,90,97,119} S = {3,21,38,45,48,72,94,101,123} S = {3,21,38,45,59,72,94,103,112} S = {3,21,38,45,59,79,88,97,119} S = {3,21,38,47,56,72,94,101,115} S = {3,21,38,47,56,76,90,97,119} S = {3,21,38,48,59,72,94,109,115} S = {3,21,38,48,59,76,82,97,119} S = {3,21,38,48,63,72,86,101,115} S = {3,21,38,48,63,76,90,105,119} S = {3,21,38,56,64,79,86,101,115} S = {3,21,38,56,68,79,82,97,119} S = {3,21,38,56,72,94,109,112,123} S = {3,21,38,56,76,90,105,112,127} S = {3,21,40,54,63,76,90,103,113} S = {3,21,40,54,63,78,88,101,115} S = {3,21,40,54,68,82,95,103,113} S = {3,21,40,54,70,80,95,101,115} S = {3,21,40,54,76,90,96,111,121} S = {3,21,40,54,78,88,96,109,123} S = {3,21,40,62,68,77,90,103,113} S = {3,21,40,62,68,79,82,103,121} S = {3,21,40,62,68,79,89,101,114} S = {3,21,40,62,68,82,89,111,113} S = {3,21,40,62,68,90,111,114,121} S = {3,21,40,62,70,77,80,101,123} S = {3,21,40,62,70,77,91,103,112} S = {3,21,40,62,70,79,88,101,115} S = {3,21,40,62,70,80,91,109,115} S = {3,21,40,62,70,88,109,112,123} S = {3,21,40,62,76,82,91,103,113} S = {3,21,40,62,76,82,100,111,121} S = {3,21,40,62,76,90,102,111,113} S = {3,21,40,62,76,90,103,112,121} S = {3,21,40,62,76,91,102,109,112} S = {3,21,40,62,77,80,91,102,113} S = {3,21,40,62,77,90,102,112,123} S = {3,21,40,62,78,80,89,101,115} S = {3,21,40,62,78,80,102,109,123} S = {3,21,40,62,78,88,100,109,115} S = {3,21,40,62,78,88,101,114,123} S = {3,21,40,62,78,89,100,111,114} S = {3,21,40,62,79,82,89,100,115} S = {3,21,40,62,79,88,100,114,121} S = {3,21,40,63,76,90,102,105,112} S = {3,21,40,63,77,86,91,103,113} S = {3,21,40,63,78,88,100,105,114} S = {3,21,40,63,79,86,89,101,115} S = {3,21,41,48,63,76,90,102,113} S = {3,21,41,48,63,78,89,101,115} S = {3,21,41,50,63,76,91,103,113} S = {3,21,41,50,63,78,88,100,115} S = {3,21,41,62,64,77,91,103,113} S = {3,21,41,62,64,79,89,101,115} S = {3,21,41,62,76,90,102,112,127} S = {3,21,41,62,78,88,100,114,127} S = {3,21,44,50,59,72,94,103,113} S = {3,21,44,50,59,78,88,97,119} S = {3,21,44,50,64,86,91,103,113} S = {3,21,44,50,70,80,91,97,119} S = {3,21,44,50,72,94,100,111,121} S = {3,21,44,50,78,88,100,105,127} S = {3,21,44,58,64,73,94,103,113} S = {3,21,44,58,64,79,86,103,121} S = {3,21,44,58,64,79,89,97,118} S = {3,21,44,58,64,86,89,111,113} S = {3,21,44,58,64,94,111,118,121} S = {3,21,44,58,70,73,80,97,127} S = {3,21,44,58,70,73,95,103,112} S = {3,21,44,58,70,79,88,97,119} S = {3,21,44,58,70,80,95,105,119} S = {3,21,44,58,70,88,105,112,127} S = {3,21,44,58,72,86,95,103,113} S = {3,21,44,58,72,86,96,111,121} S = {3,21,44,58,72,94,102,111,113} S = {3,21,44,58,72,94,103,112,121} S = {3,21,44,58,72,95,102,105,112} S = {3,21,44,58,73,80,95,102,113} S = {3,21,44,58,73,94,102,112,127} S = {3,21,44,58,78,80,89,97,119} S = {3,21,44,58,78,80,102,105,127} S = {3,21,44,58,78,88,96,105,119} S = {3,21,44,58,78,88,97,118,127} S = {3,21,44,58,78,89,96,111,118} S = {3,21,44,58,79,86,89,96,119} S = {3,21,44,58,79,88,96,118,121} S = {3,21,44,59,72,94,102,109,112} S = {3,21,44,59,73,82,95,103,113} S = {3,21,44,59,78,88,96,109,118} S = {3,21,44,59,79,82,89,97,119} S = {3,21,45,48,59,72,94,102,113} S = {3,21,45,48,59,78,89,97,119} S = {3,21,45,54,59,72,95,103,113} S = {3,21,45,54,59,78,88,96,119} S = {3,21,45,58,68,73,95,103,113} S = {3,21,45,58,68,79,89,97,119} S = {3,21,45,58,72,94,102,112,123} S = {3,21,45,58,78,88,96,118,123} S = {3,21,46,48,57,72,94,101,115} S = {3,21,46,48,57,76,90,97,119} S = {3,21,46,48,64,86,89,101,115} S = {3,21,46,48,68,82,89,97,119} S = {3,21,46,48,72,94,102,109,123} S = {3,21,46,48,76,90,102,105,127} S = {3,21,46,56,64,73,94,101,115} S = {3,21,46,56,64,77,86,101,123} S = {3,21,46,56,64,77,91,97,118} S = {3,21,46,56,64,86,91,109,115} S = {3,21,46,56,64,94,109,118,123} S = {3,21,46,56,68,73,82,97,127} S = {3,21,46,56,68,73,95,101,114} S = {3,21,46,56,68,77,90,97,119} S = {3,21,46,56,68,82,95,105,119} S = {3,21,46,56,68,90,105,114,127} S = {3,21,46,56,72,86,95,101,115} S = {3,21,46,56,72,86,96,109,123} S = {3,21,46,56,72,94,100,109,115} S = {3,21,46,56,72,94,101,114,123} S = {3,21,46,56,72,95,100,105,114} S = {3,21,46,56,73,82,95,100,115} S = {3,21,46,56,73,94,100,114,127} S = {3,21,46,56,76,82,91,97,119} S = {3,21,46,56,76,82,100,105,127} S = {3,21,46,56,76,90,96,105,119} S = {3,21,46,56,76,90,97,118,127} S = {3,21,46,56,76,91,96,109,118} S = {3,21,46,56,77,86,91,96,119} S = {3,21,46,56,77,90,96,118,123} S = {3,21,46,57,72,94,100,111,114} S = {3,21,46,57,73,80,95,101,115} S = {3,21,46,57,76,90,96,111,118} S = {3,21,46,57,77,80,91,97,119} S = {3,21,47,50,57,72,94,100,115} S = {3,21,47,50,57,76,91,97,119} S = {3,21,47,54,57,72,95,101,115} S = {3,21,47,54,57,76,90,96,119} S = {3,21,47,56,70,73,95,101,115} S = {3,21,47,56,70,77,91,97,119} S = {3,21,47,56,72,94,100,114,121} S = {3,21,47,56,76,90,96,118,121} S = {3,22,24,32,46,53,59,77,114} S = {3,22,24,32,46,66,77,117,123} S = {3,22,24,32,46,68,74,114,125} S = {3,22,24,32,53,68,81,111,114} S = {3,22,24,32,53,77,80,110,123} S = {3,22,24,32,59,74,81,109,114} S = {3,22,24,32,59,77,82,110,117} S = {3,22,24,34,45,64,78,117,123} S = {3,22,24,34,45,68,74,113,127} S = {3,22,24,36,42,49,63,77,114} S = {3,22,24,36,42,64,78,114,125} S = {3,22,24,36,42,66,77,113,127} S = {3,22,24,36,49,64,85,111,114} S = {3,22,24,36,49,77,80,106,127} S = {3,22,24,42,49,64,91,109,114} S = {3,22,24,42,49,77,82,100,127} S = {3,22,24,42,63,77,90,100,113} S = {3,22,24,42,63,78,91,101,114} S = {3,22,24,45,48,64,85,110,123} S = {3,22,24,45,48,68,81,106,127} S = {3,22,24,45,50,64,91,110,117} S = {3,22,24,45,50,74,81,100,127} S = {3,22,24,45,51,81,95,100,106} S = {3,22,24,45,51,85,91,96,110} S = {3,22,24,45,58,74,95,100,113} S = {3,22,24,45,58,78,91,96,117} S = {3,22,24,45,64,78,85,91,114} S = {3,22,24,45,68,74,81,95,114} S = {3,22,24,45,77,96,110,117,123} S = {3,22,24,45,77,100,106,113,127} S = {3,22,24,46,59,74,95,101,114} S = {3,22,24,46,59,77,90,96,117} S = {3,22,24,49,63,77,83,100,106} S = {3,22,24,49,63,85,91,108,114} S = {3,22,24,53,59,77,83,96,110} S = {3,22,24,53,59,81,95,108,114} S = {3,22,25,32,47,53,58,76,115} S = {3,22,25,32,53,69,80,110,115} S = {3,22,25,32,53,76,81,111,122} S = {3,22,25,32,58,74,80,109,115} S = {3,22,25,32,58,76,82,111,117} S = {3,22,25,37,42,48,63,76,115} S = {3,22,25,37,48,64,85,110,115} S = {3,22,25,37,48,76,81,106,127} S = {3,22,25,37,63,76,87,106,112} S = {3,22,25,37,63,79,85,104,115} S = {3,22,25,42,48,64,90,109,115} S = {3,22,25,42,48,76,82,101,127} S = {3,22,25,42,63,76,91,101,112} S = {3,22,25,42,63,79,90,100,115} S = {3,22,25,44,49,64,85,111,122} S = {3,22,25,44,49,69,80,106,127} S = {3,22,25,44,50,64,90,111,117} S = {3,22,25,44,50,74,80,101,127} S = {3,22,25,44,51,80,95,101,106} S = {3,22,25,44,51,85,90,96,111} S = {3,22,25,44,55,69,95,106,112} S = {3,22,25,44,55,79,85,96,122} S = {3,22,25,44,59,74,95,101,112} S = {3,22,25,44,59,79,90,96,117} S = {3,22,25,44,64,79,85,90,115} S = {3,22,25,44,69,74,80,95,115} S = {3,22,25,44,76,96,111,117,122} S = {3,22,25,44,76,101,106,112,127} S = {3,22,25,47,53,69,95,104,115} S = {3,22,25,47,53,76,87,96,122} S = {3,22,25,47,58,74,95,100,115} S = {3,22,25,47,58,76,91,96,117} S = {3,22,25,48,63,76,83,101,106} S = {3,22,25,48,63,85,90,108,115} S = {3,22,25,53,58,76,83,96,111} S = {3,22,25,53,58,80,95,108,115} S = {3,22,26,32,61,76,81,111,114} S = {3,22,26,32,61,77,80,110,115} S = {3,22,26,44,49,64,93,111,114} S = {3,22,26,44,49,77,80,98,127} S = {3,22,26,45,48,64,93,110,115} S = {3,22,26,45,48,76,81,98,127} S = {3,22,27,40,53,76,81,111,114} S = {3,22,27,40,53,77,80,110,115} S = {3,22,27,44,49,72,85,111,114} S = {3,22,27,44,49,77,80,106,119} S = {3,22,27,45,48,72,85,110,115} S = {3,22,27,45,48,76,81,106,119} S = {3,22,29,36,47,49,58,72,119} S = {3,22,29,36,47,69,78,119,120} S = {3,22,29,36,47,71,72,113,122} S = {3,22,29,36,49,69,80,106,119} S = {3,22,29,36,49,72,85,111,122} S = {3,22,29,37,46,48,59,72,119} S = {3,22,29,37,46,68,79,119,120} S = {3,22,29,37,46,71,72,112,123} S = {3,22,29,37,48,68,81,106,119} S = {3,22,29,37,48,72,85,110,123} S = {3,22,29,37,59,72,87,110,112} S = {3,22,29,37,59,79,81,104,119} S = {3,22,29,39,40,68,79,113,122} S = {3,22,29,39,40,69,78,112,123} S = {3,22,29,40,51,80,91,101,110} S = {3,22,29,40,51,81,90,100,111} S = {3,22,29,40,53,68,81,111,122} S = {3,22,29,40,53,69,80,110,123} S = {3,22,29,40,55,69,91,110,112} S = {3,22,29,40,55,79,81,100,122} S = {3,22,29,40,63,78,91,101,112} S = {3,22,29,40,63,79,90,100,113} S = {3,22,29,40,68,79,81,90,119} S = {3,22,29,40,69,78,80,91,119} S = {3,22,29,40,72,100,111,113,122} S = {3,22,29,40,72,101,110,112,123} S = {3,22,29,46,59,72,95,101,112} S = {3,22,29,46,59,79,90,96,119} S = {3,22,29,47,49,69,91,104,119} S = {3,22,29,47,49,72,87,100,122} S = {3,22,29,47,58,72,95,100,113} S = {3,22,29,47,58,78,91,96,119} S = {3,22,29,48,59,72,83,101,110} S = {3,22,29,48,59,81,90,108,119} S = {3,22,29,49,58,72,83,100,111} S = {3,22,29,49,58,80,91,108,119} S = {3,22,31,37,56,72,85,110,115} S = {3,22,31,37,56,76,81,106,119} S = {3,22,31,40,53,69,88,110,115} S = {3,22,31,40,53,76,81,103,122} S = {3,22,31,44,49,69,88,106,119} S = {3,22,31,44,49,72,85,103,122} S = {3,22,32,42,61,76,89,103,114} S = {3,22,32,42,61,77,88,102,115} S = {3,22,32,46,53,68,89,103,114} S = {3,22,32,46,53,77,88,102,123} S = {3,22,32,46,59,74,93,103,114} S = {3,22,32,46,59,77,88,98,117} S = {3,22,32,47,53,69,88,102,115} S = {3,22,32,47,53,76,89,103,122} S = {3,22,32,47,58,74,93,102,115} S = {3,22,32,47,58,76,89,98,117} S = {3,22,32,53,58,76,89,111,114} S = {3,22,32,53,58,77,80,102,115} S = {3,22,32,53,59,76,81,103,114} S = {3,22,32,53,59,77,88,110,115} S = {3,22,32,61,68,74,81,103,114} S = {3,22,32,61,69,74,80,102,115} S = {3,22,32,61,76,89,111,117,122} S = {3,22,32,61,77,88,110,117,123} S = {3,22,36,42,49,64,93,103,114} S = {3,22,36,42,49,77,88,98,127} S = {3,22,36,42,63,77,88,102,113} S = {3,22,36,42,63,78,89,103,114} S = {3,22,36,46,57,72,93,103,114} S = {3,22,36,46,57,77,88,98,119} S = {3,22,36,47,49,69,88,98,119} S = {3,22,36,47,49,72,93,103,122} S = {3,22,36,47,58,72,93,102,113} S = {3,22,36,47,58,78,89,98,119} S = {3,22,36,49,58,72,93,111,114} S = {3,22,36,49,58,77,80,98,119} S = {3,22,36,49,63,72,85,103,114} S = {3,22,36,49,63,77,88,106,119} S = {3,22,36,57,64,78,85,103,114} S = {3,22,36,57,69,78,80,98,119} S = {3,22,36,57,72,93,111,113,122} S = {3,22,36,57,77,88,106,113,127} S = {3,22,37,42,48,64,93,102,115} S = {3,22,37,42,48,76,89,98,127} S = {3,22,37,42,63,76,89,103,112} S = {3,22,37,42,63,79,88,102,115} S = {3,22,37,46,48,68,89,98,119} S = {3,22,37,46,48,72,93,102,123} S = {3,22,37,46,59,72,93,103,112} S = {3,22,37,46,59,79,88,98,119} S = {3,22,37,47,56,72,93,102,115} S = {3,22,37,47,56,76,89,98,119} S = {3,22,37,48,59,72,93,110,115} S = {3,22,37,48,59,76,81,98,119} S = {3,22,37,48,63,72,85,102,115} S = {3,22,37,48,63,76,89,106,119} S = {3,22,37,56,64,79,85,102,115} S = {3,22,37,56,68,79,81,98,119} S = {3,22,37,56,72,93,110,112,123} S = {3,22,37,56,76,89,106,112,127} S = {3,22,40,53,63,76,89,103,114} S = {3,22,40,53,63,77,88,102,115} S = {3,22,40,53,68,81,95,103,114} S = {3,22,40,53,69,80,95,102,115} S = {3,22,40,53,76,89,96,111,122} S = {3,22,40,53,77,88,96,110,123} S = {3,22,40,61,68,78,89,103,114} S = {3,22,40,61,68,79,81,103,122} S = {3,22,40,61,68,79,90,102,113} S = {3,22,40,61,68,81,90,111,114} S = {3,22,40,61,68,89,111,113,122} S = {3,22,40,61,69,78,80,102,123} S = {3,22,40,61,69,78,91,103,112} S = {3,22,40,61,69,79,88,102,115} S = {3,22,40,61,69,80,91,110,115} S = {3,22,40,61,69,88,110,112,123} S = {3,22,40,61,76,81,91,103,114} S = {3,22,40,61,76,81,100,111,122} S = {3,22,40,61,76,89,101,111,114} S = {3,22,40,61,76,89,103,112,122} S = {3,22,40,61,76,91,101,110,112} S = {3,22,40,61,77,80,90,102,115} S = {3,22,40,61,77,80,101,110,123} S = {3,22,40,61,77,88,100,110,115} S = {3,22,40,61,77,88,102,113,123} S = {3,22,40,61,77,90,100,111,113} S = {3,22,40,61,78,80,91,101,114} S = {3,22,40,61,78,89,101,112,123} S = {3,22,40,61,79,81,90,100,115} S = {3,22,40,61,79,88,100,113,122} S = {3,22,40,63,76,89,101,106,112} S = {3,22,40,63,77,88,100,106,113} S = {3,22,40,63,78,85,91,103,114} S = {3,22,40,63,79,85,90,102,115} S = {3,22,42,48,63,76,89,101,114} S = {3,22,42,48,63,77,90,102,115} S = {3,22,42,49,63,76,91,103,114} S = {3,22,42,49,63,77,88,100,115} S = {3,22,42,61,64,78,91,103,114} S = {3,22,42,61,64,79,90,102,115} S = {3,22,42,61,76,89,101,112,127} S = {3,22,42,61,77,88,100,113,127} S = {3,22,44,49,59,72,93,103,114} S = {3,22,44,49,59,77,88,98,119} S = {3,22,44,49,64,85,91,103,114} S = {3,22,44,49,69,80,91,98,119} S = {3,22,44,49,72,93,100,111,122} S = {3,22,44,49,77,88,100,106,127} S = {3,22,44,57,64,74,93,103,114} S = {3,22,44,57,64,79,85,103,122} S = {3,22,44,57,64,79,90,98,117} S = {3,22,44,57,64,85,90,111,114} S = {3,22,44,57,64,93,111,117,122} S = {3,22,44,57,69,74,80,98,127} S = {3,22,44,57,69,74,95,103,112} S = {3,22,44,57,69,79,88,98,119} S = {3,22,44,57,69,80,95,106,119} S = {3,22,44,57,69,88,106,112,127} S = {3,22,44,57,72,85,95,103,114} S = {3,22,44,57,72,85,96,111,122} S = {3,22,44,57,72,93,101,111,114} S = {3,22,44,57,72,93,103,112,122} S = {3,22,44,57,72,95,101,106,112} S = {3,22,44,57,74,80,95,101,114} S = {3,22,44,57,74,93,101,112,127} S = {3,22,44,57,77,80,90,98,119} S = {3,22,44,57,77,80,101,106,127} S = {3,22,44,57,77,88,96,106,119} S = {3,22,44,57,77,88,98,117,127} S = {3,22,44,57,77,90,96,111,117} S = {3,22,44,57,79,85,90,96,119} S = {3,22,44,57,79,88,96,117,122} S = {3,22,44,59,72,93,101,110,112} S = {3,22,44,59,74,81,95,103,114} S = {3,22,44,59,77,88,96,110,117} S = {3,22,44,59,79,81,90,98,119} S = {3,22,45,48,58,72,93,102,115} S = {3,22,45,48,58,76,89,98,119} S = {3,22,45,48,64,85,90,102,115} S = {3,22,45,48,68,81,90,98,119} S = {3,22,45,48,72,93,101,110,123} S = {3,22,45,48,76,89,101,106,127} S = {3,22,45,56,64,74,93,102,115} S = {3,22,45,56,64,78,85,102,123} S = {3,22,45,56,64,78,91,98,117} S = {3,22,45,56,64,85,91,110,115} S = {3,22,45,56,64,93,110,117,123} S = {3,22,45,56,68,74,81,98,127} S = {3,22,45,56,68,74,95,102,113} S = {3,22,45,56,68,78,89,98,119} S = {3,22,45,56,68,81,95,106,119} S = {3,22,45,56,68,89,106,113,127} S = {3,22,45,56,72,85,95,102,115} S = {3,22,45,56,72,85,96,110,123} S = {3,22,45,56,72,93,100,110,115} S = {3,22,45,56,72,93,102,113,123} S = {3,22,45,56,72,95,100,106,113} S = {3,22,45,56,74,81,95,100,115} S = {3,22,45,56,74,93,100,113,127} S = {3,22,45,56,76,81,91,98,119} S = {3,22,45,56,76,81,100,106,127} S = {3,22,45,56,76,89,96,106,119} S = {3,22,45,56,76,89,98,117,127} S = {3,22,45,56,76,91,96,110,117} S = {3,22,45,56,78,85,91,96,119} S = {3,22,45,56,78,89,96,117,123} S = {3,22,45,58,72,93,100,111,113} S = {3,22,45,58,74,80,95,102,115} S = {3,22,45,58,76,89,96,111,117} S = {3,22,45,58,78,80,91,98,119} S = {3,22,46,48,59,72,93,101,114} S = {3,22,46,48,59,77,90,98,119} S = {3,22,46,53,59,72,95,103,114} S = {3,22,46,53,59,77,88,96,119} S = {3,22,46,57,68,74,95,103,114} S = {3,22,46,57,68,79,90,98,119} S = {3,22,46,57,72,93,101,112,123} S = {3,22,46,57,77,88,96,117,123} S = {3,22,47,49,58,72,93,100,115} S = {3,22,47,49,58,76,91,98,119} S = {3,22,47,53,58,72,95,102,115} S = {3,22,47,53,58,76,89,96,119} S = {3,22,47,56,69,74,95,102,115} S = {3,22,47,56,69,78,91,98,119} S = {3,22,47,56,72,93,100,113,122} S = {3,22,47,56,76,89,96,117,122} S = {3,23,24,36,47,69,78,114,121} S = {3,23,24,36,47,70,77,113,122} S = {3,23,24,36,59,77,82,110,113} S = {3,23,24,36,59,78,81,109,114} S = {3,23,24,37,46,68,79,114,121} S = {3,23,24,37,46,70,77,112,123} S = {3,23,24,38,45,68,79,113,122} S = {3,23,24,38,45,69,78,112,123} S = {3,23,24,45,50,68,91,110,113} S = {3,23,24,45,50,78,81,100,123} S = {3,23,24,46,49,68,91,109,114} S = {3,23,24,46,49,77,82,100,123} S = {3,23,25,36,58,76,82,111,113} S = {3,23,25,36,58,78,80,109,115} S = {3,23,25,44,50,68,90,111,113} S = {3,23,25,44,50,78,80,101,123} S = {3,23,25,46,48,68,90,109,115} S = {3,23,25,46,48,76,82,101,123} S = {3,23,26,36,57,76,81,111,114} S = {3,23,26,36,57,77,80,110,115} S = {3,23,26,44,49,68,89,111,114} S = {3,23,26,44,49,77,80,102,123} S = {3,23,26,45,48,68,89,110,115} S = {3,23,26,45,48,76,81,102,123} S = {3,24,29,36,59,73,86,110,113} S = {3,24,29,36,59,78,81,105,118} S = {3,24,29,36,62,76,86,107,113} S = {3,24,29,36,62,78,84,105,115} S = {3,24,29,41,54,68,91,110,113} S = {3,24,29,41,54,78,81,100,123} S = {3,24,29,44,54,68,94,107,113} S = {3,24,29,44,54,78,84,97,123} S = {3,24,29,46,49,68,91,105,118} S = {3,24,29,46,49,73,86,100,123} S = {3,24,29,46,52,68,94,105,115} S = {3,24,29,46,52,76,86,97,123} S = {3,24,30,36,59,74,85,109,114} S = {3,24,30,36,59,77,82,106,117} S = {3,24,30,36,61,76,85,107,114} S = {3,24,30,36,61,77,84,106,115} S = {3,24,30,42,53,68,91,109,114} S = {3,24,30,42,53,77,82,100,123} S = {3,24,30,44,53,68,93,107,114} S = {3,24,30,44,53,77,84,98,123} S = {3,24,30,45,50,68,91,106,117} S = {3,24,30,45,50,74,85,100,123} S = {3,24,30,45,52,68,93,106,115} S = {3,24,30,45,52,76,85,98,123} S = {3,24,31,36,43,73,78,114,117} S = {3,24,31,36,43,74,77,113,118} S = {3,24,31,36,51,81,86,106,109} S = {3,24,31,36,51,82,85,105,110} S = {3,24,31,36,57,73,85,110,114} S = {3,24,31,36,57,77,81,106,118} S = {3,24,31,36,58,74,86,109,113} S = {3,24,31,36,58,78,82,105,117} S = {3,24,31,36,59,73,82,110,117} S = {3,24,31,36,59,74,81,109,118} S = {3,24,31,36,68,105,110,114,117} S = {3,24,31,36,68,106,109,113,118} S = {3,24,31,36,73,78,82,85,123} S = {3,24,31,36,74,77,81,86,123} S = {3,24,31,41,46,50,53,68,123} S = {3,24,31,41,46,68,75,114,117} S = {3,24,31,41,46,74,77,116,123} S = {3,24,31,41,50,68,91,110,117} S = {3,24,31,41,50,74,81,100,123} S = {3,24,31,41,53,68,89,110,114} S = {3,24,31,41,53,77,81,102,123} S = {3,24,31,42,45,49,54,68,123} S = {3,24,31,42,45,68,75,113,118} S = {3,24,31,42,45,73,78,116,123} S = {3,24,31,42,49,68,91,109,118} S = {3,24,31,42,49,73,82,100,123} S = {3,24,31,42,54,68,90,109,113} S = {3,24,31,42,54,78,82,101,123} S = {3,24,31,45,49,68,89,106,118} S = {3,24,31,45,49,73,85,102,123} S = {3,24,31,46,50,68,90,105,117} S = {3,24,31,46,50,74,86,101,123} S = {3,24,31,49,54,68,83,106,109} S = {3,24,31,49,54,82,85,108,123} S = {3,24,31,50,53,68,83,105,110} S = {3,24,31,50,53,81,86,108,123} S = {3,24,32,45,59,73,86,106,113} S = {3,24,32,45,59,78,85,105,118} S = {3,24,32,46,59,74,85,105,114} S = {3,24,32,46,59,77,86,106,117} S = {3,24,32,53,59,77,86,110,113} S = {3,24,32,53,59,78,81,105,114} S = {3,24,32,54,59,77,82,106,113} S = {3,24,32,54,59,78,85,109,114} S = {3,24,32,63,68,73,82,106,113} S = {3,24,32,63,68,74,81,105,114} S = {3,24,32,63,77,86,110,117,123} S = {3,24,32,63,78,85,109,118,123} S = {3,24,33,38,63,76,85,107,114} S = {3,24,33,38,63,77,84,106,115} S = {3,24,33,46,55,68,93,107,114} S = {3,24,33,46,55,77,84,98,123} S = {3,24,33,47,54,68,93,106,115} S = {3,24,33,47,54,76,85,98,123} S = {3,24,34,37,63,76,86,107,113} S = {3,24,34,37,63,78,84,105,115} S = {3,24,34,45,55,68,94,107,113} S = {3,24,34,45,55,78,84,97,123} S = {3,24,34,47,53,68,94,105,115} S = {3,24,34,47,53,76,86,97,123} S = {3,24,36,41,50,64,95,106,113} S = {3,24,36,41,50,78,85,96,127} S = {3,24,36,42,49,64,95,105,114} S = {3,24,36,42,49,77,86,96,127} S = {3,24,36,43,55,77,94,98,113} S = {3,24,36,43,55,78,93,97,114} S = {3,24,36,45,55,69,94,106,113} S = {3,24,36,45,55,78,85,97,122} S = {3,24,36,45,62,76,87,106,113} S = {3,24,36,45,62,78,85,104,115} S = {3,24,36,46,55,70,93,105,114} S = {3,24,36,46,55,77,86,98,121} S = {3,24,36,46,61,76,87,105,114} S = {3,24,36,46,61,77,86,104,115} S = {3,24,36,47,51,85,94,98,105} S = {3,24,36,47,51,86,93,97,106} S = {3,24,36,47,53,69,94,105,114} S = {3,24,36,47,53,77,86,97,122} S = {3,24,36,47,54,70,93,106,113} S = {3,24,36,47,54,78,85,98,121} S = {3,24,36,47,55,69,94,98,121} S = {3,24,36,47,55,70,93,97,122} S = {3,24,36,47,69,78,98,105,119} S = {3,24,36,47,70,77,97,106,119} S = {3,24,36,47,72,85,94,114,121} S = {3,24,36,47,72,86,93,113,122} S = {3,24,36,53,62,77,86,107,112} S = {3,24,36,53,62,79,84,105,114} S = {3,24,36,54,61,78,85,107,112} S = {3,24,36,54,61,79,84,106,113} S = {3,24,36,55,69,86,98,111,113} S = {3,24,36,55,70,85,97,111,114} S = {3,24,36,55,77,80,94,106,121} S = {3,24,36,55,78,80,93,105,122} S = {3,24,36,57,62,77,87,106,112} S = {3,24,36,57,62,79,85,104,114} S = {3,24,36,58,61,78,87,105,112} S = {3,24,36,58,61,79,86,104,113} S = {3,24,36,59,73,82,95,106,113} S = {3,24,36,59,74,81,95,105,114} S = {3,24,36,59,77,86,96,110,117} S = {3,24,36,59,78,85,96,109,118} S = {3,24,36,61,62,76,87,107,112} S = {3,24,36,61,62,79,84,104,115} S = {3,24,36,61,65,78,87,107,114} S = {3,24,36,61,65,79,86,106,115} S = {3,24,36,61,76,85,105,112,126} S = {3,24,36,61,77,84,104,113,126} S = {3,24,36,62,66,77,87,107,113} S = {3,24,36,62,66,79,85,105,115} S = {3,24,36,62,76,86,106,112,125} S = {3,24,36,62,78,84,104,114,125} S = {3,24,36,63,69,78,86,98,121} S = {3,24,36,63,69,94,98,105,113} S = {3,24,36,63,69,94,106,114,121} S = {3,24,36,63,70,77,85,97,122} S = {3,24,36,63,70,93,97,106,114} S = {3,24,36,63,70,93,105,113,122} S = {3,24,36,63,73,78,82,106,117} S = {3,24,36,63,73,82,85,110,113} S = {3,24,36,63,73,86,110,114,117} S = {3,24,36,63,74,77,81,105,118} S = {3,24,36,63,74,81,86,109,114} S = {3,24,36,63,74,85,109,113,118} S = {3,24,36,63,76,85,86,107,112} S = {3,24,36,63,76,87,105,106,112} S = {3,24,36,63,76,87,107,113,114} S = {3,24,36,63,77,78,84,104,115} S = {3,24,36,63,77,78,87,107,112} S = {3,24,36,63,77,82,105,110,117} S = {3,24,36,63,77,85,94,98,121} S = {3,24,36,63,78,81,106,109,118} S = {3,24,36,63,78,86,93,97,122} S = {3,24,36,63,79,84,104,113,114} S = {3,24,36,63,79,84,105,106,115} S = {3,24,36,63,79,85,86,104,115} S = {3,24,37,38,63,76,87,107,112} S = {3,24,37,38,63,79,84,104,115} S = {3,24,37,43,54,76,95,98,113} S = {3,24,37,43,54,78,93,96,115} S = {3,24,37,46,51,84,95,98,105} S = {3,24,37,46,51,86,93,96,107} S = {3,24,37,46,54,68,95,98,121} S = {3,24,37,46,54,70,93,96,123} S = {3,24,37,46,55,70,93,107,112} S = {3,24,37,46,55,79,84,98,121} S = {3,24,37,46,63,77,86,107,112} S = {3,24,37,46,63,79,84,105,114} S = {3,24,37,46,68,79,98,105,119} S = {3,24,37,46,70,77,96,107,119} S = {3,24,37,46,72,84,95,114,121} S = {3,24,37,46,72,86,93,112,123} S = {3,24,37,47,54,70,93,104,115} S = {3,24,37,47,54,76,87,98,121} S = {3,24,37,54,63,76,87,106,113} S = {3,24,37,54,63,78,85,104,115} S = {3,24,37,54,68,87,98,111,113} S = {3,24,37,54,70,85,96,111,115} S = {3,24,37,54,76,80,95,106,121} S = {3,24,37,54,78,80,93,104,123} S = {3,24,37,62,68,77,87,106,113} S = {3,24,37,62,68,79,85,105,114} S = {3,24,37,62,68,79,87,98,121} S = {3,24,37,62,68,95,98,105,113} S = {3,24,37,62,68,95,106,114,121} S = {3,24,37,62,70,77,85,96,123} S = {3,24,37,62,70,77,87,107,112} S = {3,24,37,62,70,79,85,104,115} S = {3,24,37,62,70,93,96,107,115} S = {3,24,37,62,70,93,104,112,123} S = {3,24,37,62,76,84,95,98,121} S = {3,24,37,62,76,86,93,107,112} S = {3,24,37,62,76,86,95,106,113} S = {3,24,37,62,76,87,98,107,113} S = {3,24,37,62,76,87,106,112,121} S = {3,24,37,62,77,86,96,107,113} S = {3,24,37,62,77,86,106,112,123} S = {3,24,37,62,78,84,93,104,115} S = {3,24,37,62,78,84,95,105,114} S = {3,24,37,62,78,85,96,105,115} S = {3,24,37,62,78,85,104,114,123} S = {3,24,37,62,78,86,93,96,123} S = {3,24,37,62,79,84,98,105,115} S = {3,24,37,62,79,84,104,114,121} S = {3,24,37,63,76,86,89,106,112} S = {3,24,37,63,77,87,102,107,113} S = {3,24,37,63,78,84,89,104,114} S = {3,24,37,63,79,85,102,105,115} S = {3,24,38,43,53,76,95,97,114} S = {3,24,38,43,53,77,94,96,115} S = {3,24,38,45,51,84,95,97,106} S = {3,24,38,45,51,85,94,96,107} S = {3,24,38,45,53,68,95,97,122} S = {3,24,38,45,53,69,94,96,123} S = {3,24,38,45,55,69,94,107,112} S = {3,24,38,45,55,79,84,97,122} S = {3,24,38,45,63,78,85,107,112} S = {3,24,38,45,63,79,84,106,113} S = {3,24,38,45,68,79,97,106,119} S = {3,24,38,45,69,78,96,107,119} S = {3,24,38,45,72,84,95,113,122} S = {3,24,38,45,72,85,94,112,123} S = {3,24,38,47,53,69,94,104,115} S = {3,24,38,47,53,76,87,97,122} S = {3,24,38,53,63,76,87,105,114} S = {3,24,38,53,63,77,86,104,115} S = {3,24,38,53,68,87,97,111,114} S = {3,24,38,53,69,86,96,111,115} S = {3,24,38,53,76,80,95,105,122} S = {3,24,38,53,77,80,94,104,123} S = {3,24,38,61,68,78,87,105,114} S = {3,24,38,61,68,79,86,106,113} S = {3,24,38,61,68,79,87,97,122} S = {3,24,38,61,68,95,97,106,114} S = {3,24,38,61,68,95,105,113,122} S = {3,24,38,61,69,78,86,96,123} S = {3,24,38,61,69,78,87,107,112} S = {3,24,38,61,69,79,86,104,115} S = {3,24,38,61,69,94,96,107,115} S = {3,24,38,61,69,94,104,112,123} S = {3,24,38,61,76,84,95,97,122} S = {3,24,38,61,76,85,94,107,112} S = {3,24,38,61,76,85,95,105,114} S = {3,24,38,61,76,87,97,107,114} S = {3,24,38,61,76,87,105,112,122} S = {3,24,38,61,77,84,94,104,115} S = {3,24,38,61,77,84,95,106,113} S = {3,24,38,61,77,85,94,96,123} S = {3,24,38,61,77,86,96,106,115} S = {3,24,38,61,77,86,104,113,123} S = {3,24,38,61,78,85,96,107,114} S = {3,24,38,61,78,85,105,112,123} S = {3,24,38,61,79,84,97,106,115} S = {3,24,38,61,79,84,104,113,122} S = {3,24,38,63,76,85,90,105,112} S = {3,24,38,63,77,84,90,104,113} S = {3,24,38,63,78,87,101,107,114} S = {3,24,38,63,79,86,101,106,115} S = {3,24,40,52,63,69,78,114,121} S = {3,24,40,52,63,70,77,113,122} S = {3,24,40,53,62,68,79,114,121} S = {3,24,40,53,62,70,77,112,123} S = {3,24,40,54,61,68,79,113,122} S = {3,24,40,54,61,69,78,112,123} S = {3,24,41,46,50,68,95,106,117} S = {3,24,41,46,50,74,85,96,123} S = {3,24,41,50,53,68,95,110,113} S = {3,24,41,50,53,78,81,96,123} S = {3,24,41,50,63,68,91,106,113} S = {3,24,41,50,63,78,85,100,123} S = {3,24,41,54,64,77,91,106,113} S = {3,24,41,54,68,95,110,114,117} S = {3,24,41,54,74,77,81,96,123} S = {3,24,41,54,78,85,100,114,127} S = {3,24,42,45,49,68,95,105,118} S = {3,24,42,45,49,73,86,96,123} S = {3,24,42,49,54,68,95,109,114} S = {3,24,42,49,54,77,82,96,123} S = {3,24,42,49,63,68,91,105,114} S = {3,24,42,49,63,77,86,100,123} S = {3,24,42,53,64,78,91,105,114} S = {3,24,42,53,68,95,109,113,118} S = {3,24,42,53,73,78,82,96,123} S = {3,24,42,53,77,86,100,113,127} S = {3,24,44,48,63,69,86,106,121} S = {3,24,44,48,63,70,85,105,122} S = {3,24,44,52,63,69,94,98,121} S = {3,24,44,52,63,70,93,97,122} S = {3,24,44,53,54,68,95,107,112} S = {3,24,44,53,54,79,84,96,123} S = {3,24,44,53,58,70,95,105,112} S = {3,24,44,53,58,79,86,96,121} S = {3,24,44,53,62,70,93,107,112} S = {3,24,44,53,62,79,84,98,121} S = {3,24,44,53,63,70,93,105,114} S = {3,24,44,53,63,77,86,98,121} S = {3,24,44,53,65,70,95,107,114} S = {3,24,44,53,65,79,86,98,123} S = {3,24,44,53,68,93,105,112,126} S = {3,24,44,53,77,84,96,121,126} S = {3,24,44,54,57,69,95,106,112} S = {3,24,44,54,57,79,85,96,122} S = {3,24,44,54,61,69,94,107,112} S = {3,24,44,54,61,79,84,97,122} S = {3,24,44,54,63,69,94,106,113} S = {3,24,44,54,63,78,85,97,122} S = {3,24,44,54,66,69,95,107,113} S = {3,24,44,54,66,79,85,97,123} S = {3,24,44,54,68,94,106,112,125} S = {3,24,44,54,78,84,96,122,125} S = {3,24,44,55,68,77,94,106,113} S = {3,24,44,55,68,78,93,105,114} S = {3,24,44,55,68,93,94,107,112} S = {3,24,44,55,68,95,105,106,112} S = {3,24,44,55,68,95,107,113,114} S = {3,24,44,55,69,70,95,107,112} S = {3,24,44,55,69,79,86,98,121} S = {3,24,44,55,69,86,95,106,113} S = {3,24,44,55,69,94,98,107,113} S = {3,24,44,55,69,94,106,112,121} S = {3,24,44,55,70,79,85,97,122} S = {3,24,44,55,70,85,95,105,114} S = {3,24,44,55,70,93,97,107,114} S = {3,24,44,55,70,93,105,112,122} S = {3,24,44,55,77,78,84,96,123} S = {3,24,44,55,77,84,94,98,121} S = {3,24,44,55,77,86,96,106,121} S = {3,24,44,55,77,86,98,113,123} S = {3,24,44,55,78,84,93,97,122} S = {3,24,44,55,78,85,96,105,122} S = {3,24,44,55,78,85,97,114,123} S = {3,24,44,55,79,84,96,121,122} S = {3,24,44,55,79,84,97,98,123} S = {3,24,44,55,79,85,86,96,123} S = {3,24,44,63,69,75,86,98,113} S = {3,24,44,63,70,75,85,97,114} S = {3,24,44,63,77,94,106,116,121} S = {3,24,44,63,78,93,105,116,122} S = {3,24,45,46,52,68,95,104,115} S = {3,24,45,46,52,76,87,96,123} S = {3,24,45,46,55,68,95,107,112} S = {3,24,45,46,55,79,84,96,123} S = {3,24,45,48,62,68,87,106,121} S = {3,24,45,48,62,70,85,104,123} S = {3,24,45,50,64,86,91,106,113} S = {3,24,45,50,68,95,105,110,117} S = {3,24,45,50,74,81,86,96,123} S = {3,24,45,50,78,85,100,105,127} S = {3,24,45,52,58,70,95,104,113} S = {3,24,45,52,58,78,87,96,121} S = {3,24,45,52,62,70,93,104,115} S = {3,24,45,52,62,76,87,98,121} S = {3,24,45,52,63,70,93,106,113} S = {3,24,45,52,63,78,85,98,121} S = {3,24,45,52,65,70,95,106,115} S = {3,24,45,52,65,78,87,98,123} S = {3,24,45,52,68,93,104,113,126} S = {3,24,45,52,76,85,96,121,126} S = {3,24,45,53,62,68,95,98,121} S = {3,24,45,53,62,70,93,96,123} S = {3,24,45,54,64,78,91,106,117} S = {3,24,45,54,64,85,91,110,113} S = {3,24,45,54,64,95,110,117,123} S = {3,24,45,54,68,74,81,96,127} S = {3,24,45,54,68,78,87,98,121} S = {3,24,45,54,68,78,93,104,115} S = {3,24,45,54,68,79,85,97,122} S = {3,24,45,54,68,85,94,107,112} S = {3,24,45,54,68,91,96,110,117} S = {3,24,45,54,69,78,95,107,112} S = {3,24,45,54,69,94,96,107,113} S = {3,24,45,54,69,94,106,112,123} S = {3,24,45,54,70,85,95,104,115} S = {3,24,45,54,70,93,96,106,115} S = {3,24,45,54,70,93,104,113,123} S = {3,24,45,54,74,81,95,100,123} S = {3,24,45,54,74,85,100,113,127} S = {3,24,45,54,76,85,95,98,121} S = {3,24,45,54,76,87,96,106,121} S = {3,24,45,54,76,87,98,113,123} S = {3,24,45,54,78,81,100,106,127} S = {3,24,45,54,78,84,95,97,122} S = {3,24,45,54,79,84,96,113,122} S = {3,24,45,54,79,84,97,106,123} S = {3,24,45,55,68,89,94,106,112} S = {3,24,45,55,69,95,102,107,113} S = {3,24,45,55,78,84,89,96,122} S = {3,24,45,55,79,85,97,102,123} S = {3,24,45,62,68,75,87,98,113} S = {3,24,45,62,70,75,85,96,115} S = {3,24,45,62,76,95,106,116,121} S = {3,24,45,62,78,93,104,116,123} S = {3,24,46,48,61,68,87,105,122} S = {3,24,46,48,61,69,86,104,123} S = {3,24,46,49,64,85,91,105,114} S = {3,24,46,49,68,95,106,109,118} S = {3,24,46,49,73,82,85,96,123} S = {3,24,46,49,77,86,100,106,127} S = {3,24,46,52,57,69,95,104,114} S = {3,24,46,52,57,77,87,96,122} S = {3,24,46,52,61,69,94,104,115} S = {3,24,46,52,61,76,87,97,122} S = {3,24,46,52,63,69,94,105,114} S = {3,24,46,52,63,77,86,97,122} S = {3,24,46,52,66,69,95,105,115} S = {3,24,46,52,66,77,87,97,123} S = {3,24,46,52,68,94,104,114,125} S = {3,24,46,52,76,86,96,122,125} S = {3,24,46,53,64,77,91,105,118} S = {3,24,46,53,64,86,91,109,114} S = {3,24,46,53,64,95,109,118,123} S = {3,24,46,53,68,73,82,96,127} S = {3,24,46,53,68,77,87,97,122} S = {3,24,46,53,68,77,94,104,115} S = {3,24,46,53,68,79,86,98,121} S = {3,24,46,53,68,86,93,107,112} S = {3,24,46,53,68,91,96,109,118} S = {3,24,46,53,69,86,95,104,115} S = {3,24,46,53,69,94,96,105,115} S = {3,24,46,53,69,94,104,114,123} S = {3,24,46,53,70,77,95,107,112} S = {3,24,46,53,70,93,96,107,114} S = {3,24,46,53,70,93,105,112,123} S = {3,24,46,53,73,82,95,100,123} S = {3,24,46,53,73,86,100,114,127} S = {3,24,46,53,76,86,95,97,122} S = {3,24,46,53,76,87,96,105,122} S = {3,24,46,53,76,87,97,114,123} S = {3,24,46,53,77,82,100,105,127} S = {3,24,46,53,77,84,95,98,121} S = {3,24,46,53,79,84,96,114,121} S = {3,24,46,53,79,84,98,105,123} S = {3,24,46,54,61,68,95,97,122} S = {3,24,46,54,61,69,94,96,123} S = {3,24,46,55,68,90,93,105,112} S = {3,24,46,55,70,95,101,107,114} S = {3,24,46,55,77,84,90,96,121} S = {3,24,46,55,79,86,98,101,123} S = {3,24,46,61,68,75,87,97,114} S = {3,24,46,61,69,75,86,96,115} S = {3,24,46,61,76,95,105,116,122} S = {3,24,46,61,77,94,104,116,123} S = {3,24,47,52,68,85,94,105,114} S = {3,24,47,52,68,86,93,106,113} S = {3,24,47,52,68,93,94,104,115} S = {3,24,47,52,68,95,104,113,114} S = {3,24,47,52,68,95,105,106,115} S = {3,24,47,52,69,70,95,104,115} S = {3,24,47,52,69,78,87,98,121} S = {3,24,47,52,69,78,95,105,114} S = {3,24,47,52,69,94,98,105,115} S = {3,24,47,52,69,94,104,114,121} S = {3,24,47,52,70,77,87,97,122} S = {3,24,47,52,70,77,95,106,113} S = {3,24,47,52,70,93,97,106,115} S = {3,24,47,52,70,93,104,113,122} S = {3,24,47,52,76,85,86,96,123} S = {3,24,47,52,76,85,94,98,121} S = {3,24,47,52,76,86,93,97,122} S = {3,24,47,52,76,87,96,121,122} S = {3,24,47,52,76,87,97,98,123} S = {3,24,47,52,77,78,87,96,123} S = {3,24,47,52,77,86,96,113,122} S = {3,24,47,52,77,86,97,106,123} S = {3,24,47,52,78,85,96,114,121} S = {3,24,47,52,78,85,98,105,123} S = {3,24,47,53,54,68,95,104,115} S = {3,24,47,53,54,76,87,96,123} S = {3,24,47,53,68,89,94,104,114} S = {3,24,47,53,69,95,102,105,115} S = {3,24,47,53,76,86,89,96,122} S = {3,24,47,53,77,87,97,102,123} S = {3,24,47,54,68,90,93,104,113} S = {3,24,47,54,70,95,101,106,115} S = {3,24,47,54,76,85,90,96,121} S = {3,24,47,54,78,87,98,101,123} S = {3,24,52,63,69,78,83,98,105} S = {3,24,52,63,70,77,83,97,106} S = {3,24,52,63,85,94,108,114,121} S = {3,24,52,63,86,93,108,113,122} S = {3,24,53,62,68,79,83,98,105} S = {3,24,53,62,70,77,83,96,107} S = {3,24,53,62,84,95,108,114,121} S = {3,24,53,62,86,93,108,112,123} S = {3,24,54,61,68,79,83,97,106} S = {3,24,54,61,69,78,83,96,107} S = {3,24,54,61,84,95,108,113,122} S = {3,24,54,61,85,94,108,112,123} S = {3,25,26,36,63,76,87,107,112} S = {3,25,26,36,63,79,84,104,115} S = {3,25,26,44,55,68,95,107,112} S = {3,25,26,44,55,79,84,96,123} S = {3,25,26,47,52,68,95,104,115} S = {3,25,26,47,52,76,87,96,123} S = {3,25,30,36,43,72,79,114,117} S = {3,25,30,36,43,74,77,112,119} S = {3,25,30,36,51,80,87,106,109} S = {3,25,30,36,51,82,85,104,111} S = {3,25,30,36,58,72,82,111,117} S = {3,25,30,36,58,74,80,109,119} S = {3,25,30,36,59,74,87,109,112} S = {3,25,30,36,59,79,82,104,117} S = {3,25,30,36,63,77,87,106,112} S = {3,25,30,36,63,79,85,104,114} S = {3,25,30,36,68,104,111,114,117} S = {3,25,30,36,68,106,109,112,119} S = {3,25,30,36,72,79,82,85,123} S = {3,25,30,36,74,77,80,87,123} S = {3,25,30,40,47,50,53,68,123} S = {3,25,30,40,47,68,75,114,117} S = {3,25,30,40,47,74,77,116,123} S = {3,25,30,40,50,68,90,111,117} S = {3,25,30,40,50,74,80,101,123} S = {3,25,30,42,45,48,55,68,123} S = {3,25,30,42,45,68,75,112,119} S = {3,25,30,42,45,72,79,116,123} S = {3,25,30,42,48,68,90,109,119} S = {3,25,30,42,48,72,82,101,123} S = {3,25,30,42,55,68,91,109,112} S = {3,25,30,42,55,79,82,100,123} S = {3,25,30,45,55,68,95,106,112} S = {3,25,30,45,55,79,85,96,123} S = {3,25,30,47,50,68,91,104,117} S = {3,25,30,47,50,74,87,100,123} S = {3,25,30,47,53,68,95,104,114} S = {3,25,30,47,53,77,87,96,123} S = {3,25,30,48,55,68,83,106,109} S = {3,25,30,48,55,82,85,108,123} S = {3,25,30,50,53,68,83,104,111} S = {3,25,30,50,53,80,87,108,123} S = {3,25,31,36,58,74,84,109,115} S = {3,25,31,36,58,76,82,107,117} S = {3,25,31,42,52,68,90,109,115} S = {3,25,31,42,52,76,82,101,123} S = {3,25,31,44,50,68,90,107,117} S = {3,25,31,44,50,74,84,101,123} S = {3,25,32,37,62,76,86,107,113} S = {3,25,32,37,62,78,84,105,115} S = {3,25,32,45,55,69,94,107,113} S = {3,25,32,45,55,78,84,97,122} S = {3,25,32,45,58,72,86,107,113} S = {3,25,32,45,58,78,84,105,119} S = {3,25,32,47,53,69,94,105,115} S = {3,25,32,47,53,76,86,97,122} S = {3,25,32,47,58,74,84,105,115} S = {3,25,32,47,58,76,86,107,117} S = {3,25,32,53,58,76,86,111,113} S = {3,25,32,53,58,78,80,105,115} S = {3,25,32,55,58,76,82,107,113} S = {3,25,32,55,58,78,84,109,115} S = {3,25,32,62,69,72,82,107,113} S = {3,25,32,62,69,74,80,105,115} S = {3,25,32,62,76,86,111,117,122} S = {3,25,32,62,78,84,109,119,122} S = {3,25,36,58,63,76,86,107,113} S = {3,25,36,58,63,78,84,105,115} S = {3,25,36,58,72,82,95,107,113} S = {3,25,36,58,74,80,95,105,115} S = {3,25,36,58,76,86,96,111,117} S = {3,25,36,58,78,84,96,109,119} S = {3,25,36,62,72,77,86,107,113} S = {3,25,36,62,72,79,82,107,117} S = {3,25,36,62,72,79,85,105,114} S = {3,25,36,62,72,82,85,111,113} S = {3,25,36,62,72,86,111,114,117} S = {3,25,36,62,74,77,80,105,119} S = {3,25,36,62,74,77,87,107,112} S = {3,25,36,62,74,79,84,105,115} S = {3,25,36,62,74,80,87,109,115} S = {3,25,36,62,74,84,109,112,119} S = {3,25,36,62,76,82,87,107,113} S = {3,25,36,62,76,82,104,111,117} S = {3,25,36,62,76,86,106,111,113} S = {3,25,36,62,76,86,107,112,117} S = {3,25,36,62,76,87,106,109,112} S = {3,25,36,62,77,80,87,106,113} S = {3,25,36,62,77,86,106,112,119} S = {3,25,36,62,78,80,85,105,115} S = {3,25,36,62,78,80,106,109,119} S = {3,25,36,62,78,84,104,109,115} S = {3,25,36,62,78,84,105,114,119} S = {3,25,36,62,78,85,104,111,114} S = {3,25,36,62,79,82,85,104,115} S = {3,25,36,62,79,84,104,114,117} S = {3,25,36,63,76,86,101,106,112} S = {3,25,36,63,77,87,90,107,113} S = {3,25,36,63,78,84,101,104,114} S = {3,25,36,63,79,85,90,105,115} S = {3,25,37,40,50,64,94,107,113} S = {3,25,37,40,50,78,84,97,127} S = {3,25,37,40,63,77,86,107,113} S = {3,25,37,40,63,78,84,105,114} S = {3,25,37,42,48,64,94,105,115} S = {3,25,37,42,48,76,86,97,127} S = {3,25,37,42,63,76,86,107,112} S = {3,25,37,42,63,79,84,105,115} S = {3,25,37,48,63,76,86,106,113} S = {3,25,37,48,63,78,85,105,115} S = {3,25,37,50,63,76,87,107,113} S = {3,25,37,50,63,78,84,104,115} S = {3,25,37,62,64,77,87,107,113} S = {3,25,37,62,64,79,85,105,115} S = {3,25,37,62,76,86,106,112,127} S = {3,25,37,62,78,84,104,114,127} S = {3,25,40,45,54,68,94,107,113} S = {3,25,40,45,54,78,84,97,123} S = {3,25,40,47,50,68,94,107,117} S = {3,25,40,47,50,74,84,97,123} S = {3,25,40,47,53,68,94,105,114} S = {3,25,40,47,53,77,86,97,123} S = {3,25,40,50,53,68,94,111,113} S = {3,25,40,50,53,78,80,97,123} S = {3,25,40,50,63,68,90,107,113} S = {3,25,40,50,63,78,84,101,123} S = {3,25,40,54,64,77,90,107,113} S = {3,25,40,54,68,94,111,114,117} S = {3,25,40,54,74,77,80,97,123} S = {3,25,40,54,78,84,101,114,127} S = {3,25,42,45,48,68,94,105,119} S = {3,25,42,45,48,72,86,97,123} S = {3,25,42,45,55,68,94,107,112} S = {3,25,42,45,55,79,84,97,123} S = {3,25,42,47,52,68,94,105,115} S = {3,25,42,47,52,76,86,97,123} S = {3,25,42,48,55,68,94,109,115} S = {3,25,42,48,55,76,82,97,123} S = {3,25,42,48,63,68,90,105,115} S = {3,25,42,48,63,76,86,101,123} S = {3,25,42,52,64,79,90,105,115} S = {3,25,42,52,68,94,109,112,119} S = {3,25,42,52,72,79,82,97,123} S = {3,25,42,52,76,86,101,112,127} S = {3,25,44,50,55,68,94,107,113} S = {3,25,44,50,55,78,84,97,123} S = {3,25,44,50,64,87,90,107,113} S = {3,25,44,50,68,94,104,111,117} S = {3,25,44,50,74,80,87,97,123} S = {3,25,44,50,78,84,101,104,127} S = {3,25,44,54,64,69,94,107,113} S = {3,25,44,54,64,79,85,97,122} S = {3,25,44,54,64,79,90,107,117} S = {3,25,44,54,64,85,90,111,113} S = {3,25,44,54,64,94,111,117,122} S = {3,25,44,54,68,90,95,107,113} S = {3,25,44,54,68,90,96,111,117} S = {3,25,44,54,68,94,106,111,113} S = {3,25,44,54,68,94,107,112,117} S = {3,25,44,54,68,95,101,106,112} S = {3,25,44,54,69,74,80,97,127} S = {3,25,44,54,69,74,95,107,112} S = {3,25,44,54,69,80,95,106,113} S = {3,25,44,54,69,94,106,112,127} S = {3,25,44,54,74,79,84,97,123} S = {3,25,44,54,74,80,95,101,123} S = {3,25,44,54,74,84,101,112,127} S = {3,25,44,54,78,80,85,97,123} S = {3,25,44,54,78,80,101,106,127} S = {3,25,44,54,78,84,96,101,123} S = {3,25,44,54,78,84,97,122,127} S = {3,25,44,54,78,85,96,111,122} S = {3,25,44,54,79,84,96,117,122} S = {3,25,44,54,79,85,90,96,123} S = {3,25,44,55,68,94,106,109,112} S = {3,25,44,55,69,82,95,107,113} S = {3,25,44,55,78,84,96,109,122} S = {3,25,44,55,79,82,85,97,123} S = {3,25,45,48,55,68,94,106,113} S = {3,25,45,48,55,78,85,97,123} S = {3,25,45,54,68,94,106,112,119} S = {3,25,45,54,69,72,95,107,113} S = {3,25,45,54,72,79,85,97,123} S = {3,25,45,54,78,84,96,119,122} S = {3,25,45,55,58,68,95,107,113} S = {3,25,45,55,58,78,84,96,123} S = {3,25,46,48,53,68,94,105,115} S = {3,25,46,48,53,76,86,97,123} S = {3,25,46,48,64,85,90,105,115} S = {3,25,46,48,68,94,106,109,119} S = {3,25,46,48,72,82,85,97,123} S = {3,25,46,48,76,86,101,106,127} S = {3,25,46,52,64,69,94,105,115} S = {3,25,46,52,64,77,87,97,122} S = {3,25,46,52,64,77,90,105,119} S = {3,25,46,52,64,87,90,109,115} S = {3,25,46,52,64,94,109,119,122} S = {3,25,46,52,68,90,95,105,115} S = {3,25,46,52,68,90,96,109,119} S = {3,25,46,52,68,94,104,109,115} S = {3,25,46,52,68,94,105,114,119} S = {3,25,46,52,68,95,101,104,114} S = {3,25,46,52,69,72,82,97,127} S = {3,25,46,52,69,72,95,105,114} S = {3,25,46,52,69,82,95,104,115} S = {3,25,46,52,69,94,104,114,127} S = {3,25,46,52,72,77,86,97,123} S = {3,25,46,52,72,82,95,101,123} S = {3,25,46,52,72,86,101,114,127} S = {3,25,46,52,76,82,87,97,123} S = {3,25,46,52,76,82,101,104,127} S = {3,25,46,52,76,86,96,101,123} S = {3,25,46,52,76,86,97,122,127} S = {3,25,46,52,76,87,96,109,122} S = {3,25,46,52,77,86,96,119,122} S = {3,25,46,52,77,87,90,96,123} S = {3,25,46,53,68,94,104,111,114} S = {3,25,46,53,69,80,95,105,115} S = {3,25,46,53,76,86,96,111,122} S = {3,25,46,53,77,80,87,97,123} S = {3,25,47,50,53,68,94,104,115} S = {3,25,47,50,53,76,87,97,123} S = {3,25,47,52,68,94,104,114,117} S = {3,25,47,52,69,74,95,105,115} S = {3,25,47,52,74,77,87,97,123} S = {3,25,47,52,76,86,96,117,122} S = {3,25,47,53,58,68,95,105,115} S = {3,25,47,53,58,76,86,96,123} S = {3,26,29,36,43,72,79,113,118} S = {3,26,29,36,43,73,78,112,119} S = {3,26,29,36,51,80,87,105,110} S = {3,26,29,36,51,81,86,104,111} S = {3,26,29,36,57,72,81,111,118} S = {3,26,29,36,57,73,80,110,119} S = {3,26,29,36,59,73,87,110,112} S = {3,26,29,36,59,79,81,104,118} S = {3,26,29,36,63,78,87,105,112} S = {3,26,29,36,63,79,86,104,113} S = {3,26,29,36,68,104,111,113,118} S = {3,26,29,36,68,105,110,112,119} S = {3,26,29,36,72,79,81,86,123} S = {3,26,29,36,73,78,80,87,123} S = {3,26,29,40,47,49,54,68,123} S = {3,26,29,40,47,68,75,113,118} S = {3,26,29,40,47,73,78,116,123} S = {3,26,29,40,49,68,89,111,118} S = {3,26,29,40,49,73,80,102,123} S = {3,26,29,41,46,48,55,68,123} S = {3,26,29,41,46,68,75,112,119} S = {3,26,29,41,46,72,79,116,123} S = {3,26,29,41,48,68,89,110,119} S = {3,26,29,41,48,72,81,102,123} S = {3,26,29,41,55,68,91,110,112} S = {3,26,29,41,55,79,81,100,123} S = {3,26,29,46,55,68,95,105,112} S = {3,26,29,46,55,79,86,96,123} S = {3,26,29,47,49,68,91,104,118} S = {3,26,29,47,49,73,87,100,123} S = {3,26,29,47,54,68,95,104,113} S = {3,26,29,47,54,78,87,96,123} S = {3,26,29,48,55,68,83,105,110} S = {3,26,29,48,55,81,86,108,123} S = {3,26,29,49,54,68,83,104,111} S = {3,26,29,49,54,80,87,108,123} S = {3,26,31,36,57,73,84,110,115} S = {3,26,31,36,57,76,81,107,118} S = {3,26,31,41,52,68,89,110,115} S = {3,26,31,41,52,76,81,102,123} S = {3,26,31,44,49,68,89,107,118} S = {3,26,31,44,49,73,84,102,123} S = {3,26,32,38,61,76,85,107,114} S = {3,26,32,38,61,77,84,106,115} S = {3,26,32,46,55,70,93,107,114} S = {3,26,32,46,55,77,84,98,121} S = {3,26,32,46,57,72,85,107,114} S = {3,26,32,46,57,77,84,106,119} S = {3,26,32,47,54,70,93,106,115} S = {3,26,32,47,54,76,85,98,121} S = {3,26,32,47,57,73,84,106,115} S = {3,26,32,47,57,76,85,107,118} S = {3,26,32,54,57,76,85,111,114} S = {3,26,32,54,57,77,80,106,115} S = {3,26,32,55,57,76,81,107,114} S = {3,26,32,55,57,77,84,110,115} S = {3,26,32,61,70,72,81,107,114} S = {3,26,32,61,70,73,80,106,115} S = {3,26,32,61,76,85,111,118,121} S = {3,26,32,61,77,84,110,119,121} S = {3,26,36,57,63,76,85,107,114} S = {3,26,36,57,63,77,84,106,115} S = {3,26,36,57,72,81,95,107,114} S = {3,26,36,57,73,80,95,106,115} S = {3,26,36,57,76,85,96,111,118} S = {3,26,36,57,77,84,96,110,119} S = {3,26,36,61,72,78,85,107,114} S = {3,26,36,61,72,79,81,107,118} S = {3,26,36,61,72,79,86,106,113} S = {3,26,36,61,72,81,86,111,114} S = {3,26,36,61,72,85,111,113,118} S = {3,26,36,61,73,78,80,106,119} S = {3,26,36,61,73,78,87,107,112} S = {3,26,36,61,73,79,84,106,115} S = {3,26,36,61,73,80,87,110,115} S = {3,26,36,61,73,84,110,112,119} S = {3,26,36,61,76,81,87,107,114} S = {3,26,36,61,76,81,104,111,118} S = {3,26,36,61,76,85,105,111,114} S = {3,26,36,61,76,85,107,112,118} S = {3,26,36,61,76,87,105,110,112} S = {3,26,36,61,77,80,86,106,115} S = {3,26,36,61,77,80,105,110,119} S = {3,26,36,61,77,84,104,110,115} S = {3,26,36,61,77,84,106,113,119} S = {3,26,36,61,77,86,104,111,113} S = {3,26,36,61,78,80,87,105,114} S = {3,26,36,61,78,85,105,112,119} S = {3,26,36,61,79,81,86,104,115} S = {3,26,36,61,79,84,104,113,118} S = {3,26,36,63,76,85,102,105,112} S = {3,26,36,63,77,84,102,104,113} S = {3,26,36,63,78,87,89,107,114} S = {3,26,36,63,79,86,89,106,115} S = {3,26,38,40,49,64,93,107,114} S = {3,26,38,40,49,77,84,98,127} S = {3,26,38,40,63,77,84,106,113} S = {3,26,38,40,63,78,85,107,114} S = {3,26,38,41,48,64,93,106,115} S = {3,26,38,41,48,76,85,98,127} S = {3,26,38,41,63,76,85,107,112} S = {3,26,38,41,63,79,84,106,115} S = {3,26,38,48,63,76,85,105,114} S = {3,26,38,48,63,77,86,106,115} S = {3,26,38,49,63,76,87,107,114} S = {3,26,38,49,63,77,84,104,115} S = {3,26,38,61,64,78,87,107,114} S = {3,26,38,61,64,79,86,106,115} S = {3,26,38,61,76,85,105,112,127} S = {3,26,38,61,77,84,104,113,127} S = {3,26,40,46,53,68,93,107,114} S = {3,26,40,46,53,77,84,98,123} S = {3,26,40,47,49,68,93,107,118} S = {3,26,40,47,49,73,84,98,123} S = {3,26,40,47,54,68,93,106,113} S = {3,26,40,47,54,78,85,98,123} S = {3,26,40,49,54,68,93,111,114} S = {3,26,40,49,54,77,80,98,123} S = {3,26,40,49,63,68,89,107,114} S = {3,26,40,49,63,77,84,102,123} S = {3,26,40,53,64,78,89,107,114} S = {3,26,40,53,68,93,111,113,118} S = {3,26,40,53,73,78,80,98,123} S = {3,26,40,53,77,84,102,113,127} S = {3,26,41,46,48,68,93,106,119} S = {3,26,41,46,48,72,85,98,123} S = {3,26,41,46,55,68,93,107,112} S = {3,26,41,46,55,79,84,98,123} S = {3,26,41,47,52,68,93,106,115} S = {3,26,41,47,52,76,85,98,123} S = {3,26,41,48,55,68,93,110,115} S = {3,26,41,48,55,76,81,98,123} S = {3,26,41,48,63,68,89,106,115} S = {3,26,41,48,63,76,85,102,123} S = {3,26,41,52,64,79,89,106,115} S = {3,26,41,52,68,93,110,112,119} S = {3,26,41,52,72,79,81,98,123} S = {3,26,41,52,76,85,102,112,127} S = {3,26,44,49,55,68,93,107,114} S = {3,26,44,49,55,77,84,98,123} S = {3,26,44,49,64,87,89,107,114} S = {3,26,44,49,68,93,104,111,118} S = {3,26,44,49,73,80,87,98,123} S = {3,26,44,49,77,84,102,104,127} S = {3,26,44,53,64,70,93,107,114} S = {3,26,44,53,64,79,86,98,121} S = {3,26,44,53,64,79,89,107,118} S = {3,26,44,53,64,86,89,111,114} S = {3,26,44,53,64,93,111,118,121} S = {3,26,44,53,68,89,95,107,114} S = {3,26,44,53,68,89,96,111,118} S = {3,26,44,53,68,93,105,111,114} S = {3,26,44,53,68,93,107,112,118} S = {3,26,44,53,68,95,102,105,112} S = {3,26,44,53,70,73,80,98,127} S = {3,26,44,53,70,73,95,107,112} S = {3,26,44,53,70,80,95,105,114} S = {3,26,44,53,70,93,105,112,127} S = {3,26,44,53,73,79,84,98,123} S = {3,26,44,53,73,80,95,102,123} S = {3,26,44,53,73,84,102,112,127} S = {3,26,44,53,77,80,86,98,123} S = {3,26,44,53,77,80,102,105,127} S = {3,26,44,53,77,84,96,102,123} S = {3,26,44,53,77,84,98,121,127} S = {3,26,44,53,77,86,96,111,121} S = {3,26,44,53,79,84,96,118,121} S = {3,26,44,53,79,86,89,96,123} S = {3,26,44,55,68,93,105,110,112} S = {3,26,44,55,70,81,95,107,114} S = {3,26,44,55,77,84,96,110,121} S = {3,26,44,55,79,81,86,98,123} S = {3,26,45,48,54,68,93,106,115} S = {3,26,45,48,54,76,85,98,123} S = {3,26,45,48,64,86,89,106,115} S = {3,26,45,48,68,93,105,110,119} S = {3,26,45,48,72,81,86,98,123} S = {3,26,45,48,76,85,102,105,127} S = {3,26,45,52,64,70,93,106,115} S = {3,26,45,52,64,78,87,98,121} S = {3,26,45,52,64,78,89,106,119} S = {3,26,45,52,64,87,89,110,115} S = {3,26,45,52,64,93,110,119,121} S = {3,26,45,52,68,89,95,106,115} S = {3,26,45,52,68,89,96,110,119} S = {3,26,45,52,68,93,104,110,115} S = {3,26,45,52,68,93,106,113,119} S = {3,26,45,52,68,95,102,104,113} S = {3,26,45,52,70,72,81,98,127} S = {3,26,45,52,70,72,95,106,113} S = {3,26,45,52,70,81,95,104,115} S = {3,26,45,52,70,93,104,113,127} S = {3,26,45,52,72,78,85,98,123} S = {3,26,45,52,72,81,95,102,123} S = {3,26,45,52,72,85,102,113,127} S = {3,26,45,52,76,81,87,98,123} S = {3,26,45,52,76,81,102,104,127} S = {3,26,45,52,76,85,96,102,123} S = {3,26,45,52,76,85,98,121,127} S = {3,26,45,52,76,87,96,110,121} S = {3,26,45,52,78,85,96,119,121} S = {3,26,45,52,78,87,89,96,123} S = {3,26,45,54,68,93,104,111,113} S = {3,26,45,54,70,80,95,106,115} S = {3,26,45,54,76,85,96,111,121} S = {3,26,45,54,78,80,87,98,123} S = {3,26,46,48,55,68,93,105,114} S = {3,26,46,48,55,77,86,98,123} S = {3,26,46,53,68,93,105,112,119} S = {3,26,46,53,70,72,95,107,114} S = {3,26,46,53,72,79,86,98,123} S = {3,26,46,53,77,84,96,119,121} S = {3,26,46,55,57,68,95,107,114} S = {3,26,46,55,57,77,84,96,123} S = {3,26,47,49,54,68,93,104,115} S = {3,26,47,49,54,76,87,98,123} S = {3,26,47,52,68,93,104,113,118} S = {3,26,47,52,70,73,95,106,115} S = {3,26,47,52,73,78,87,98,123} S = {3,26,47,52,76,85,96,118,121} S = {3,26,47,54,57,68,95,106,115} S = {3,26,47,54,57,76,85,96,123} S = {3,28,32,37,59,73,86,110,113} S = {3,28,32,37,59,78,81,105,118} S = {3,28,32,38,59,74,85,109,114} S = {3,28,32,38,59,77,82,106,117} S = {3,28,32,39,59,77,86,106,113} S = {3,28,32,39,59,78,85,105,114} S = {3,28,32,41,55,69,90,110,113} S = {3,28,32,41,55,78,81,101,122} S = {3,28,32,42,55,70,89,109,114} S = {3,28,32,42,55,77,82,102,121} S = {3,28,32,43,55,77,90,102,113} S = {3,28,32,43,55,78,89,101,114} S = {3,28,32,47,49,69,90,105,118} S = {3,28,32,47,49,73,86,101,122} S = {3,28,32,47,50,70,89,106,117} S = {3,28,32,47,50,74,85,102,121} S = {3,28,32,47,51,85,90,102,105} S = {3,28,32,47,51,86,89,101,106} S = {3,28,32,47,55,69,90,102,121} S = {3,28,32,47,55,70,89,101,122} S = {3,28,32,47,59,73,86,106,117} S = {3,28,32,47,59,74,85,105,118} S = {3,28,32,47,69,74,102,105,115} S = {3,28,32,47,70,73,101,106,115} S = {3,28,32,47,76,85,90,118,121} S = {3,28,32,47,76,86,89,117,122} S = {3,28,32,55,59,77,82,110,113} S = {3,28,32,55,59,78,81,109,114} S = {3,28,32,55,69,82,102,107,113} S = {3,28,32,55,70,81,101,107,114} S = {3,28,32,55,77,84,90,110,121} S = {3,28,32,55,78,84,89,109,122} S = {3,28,32,59,73,82,103,106,113} S = {3,28,32,59,74,81,103,105,114} S = {3,28,32,59,77,86,88,110,117} S = {3,28,32,59,78,85,88,109,118} S = {3,28,32,63,69,73,82,110,113} S = {3,28,32,63,69,74,81,105,118} S = {3,28,32,63,69,74,82,102,121} S = {3,28,32,63,69,90,102,105,113} S = {3,28,32,63,69,90,110,118,121} S = {3,28,32,63,70,73,81,101,122} S = {3,28,32,63,70,73,82,106,117} S = {3,28,32,63,70,74,81,109,114} S = {3,28,32,63,70,89,101,106,114} S = {3,28,32,63,70,89,109,117,122} S = {3,28,32,63,73,86,101,106,113} S = {3,28,32,63,73,86,110,117,122} S = {3,28,32,63,74,85,102,105,114} S = {3,28,32,63,74,85,109,118,121} S = {3,28,32,63,77,82,102,106,113} S = {3,28,32,63,77,82,110,117,121} S = {3,28,32,63,77,85,90,102,121} S = {3,28,32,63,77,86,89,106,117} S = {3,28,32,63,77,86,90,110,113} S = {3,28,32,63,78,81,101,105,114} S = {3,28,32,63,78,81,109,118,122} S = {3,28,32,63,78,85,89,109,114} S = {3,28,32,63,78,85,90,105,118} S = {3,28,32,63,78,86,89,101,122} S = {3,28,33,38,59,72,85,111,114} S = {3,28,33,38,59,77,80,106,119} S = {3,28,33,42,55,68,89,111,114} S = {3,28,33,42,55,77,80,102,123} S = {3,28,33,47,50,68,89,106,119} S = {3,28,33,47,50,72,85,102,123} S = {3,28,34,37,59,72,86,111,113} S = {3,28,34,37,59,78,80,105,119} S = {3,28,34,41,55,68,90,111,113} S = {3,28,34,41,55,78,80,101,123} S = {3,28,34,47,49,68,90,105,119} S = {3,28,34,47,49,72,86,101,123} S = {3,28,36,40,63,77,82,110,113} S = {3,28,36,40,63,78,81,109,114} S = {3,28,36,45,58,72,87,110,113} S = {3,28,36,45,58,78,81,104,119} S = {3,28,36,46,57,72,87,109,114} S = {3,28,36,46,57,77,82,104,119} S = {3,28,36,48,63,73,86,106,117} S = {3,28,36,48,63,74,85,105,118} S = {3,28,36,53,58,73,86,111,112} S = {3,28,36,53,58,79,80,105,118} S = {3,28,36,54,57,74,85,111,112} S = {3,28,36,54,57,79,80,106,117} S = {3,28,36,56,63,73,82,110,117} S = {3,28,36,56,63,74,81,109,118} S = {3,28,36,57,58,72,87,111,112} S = {3,28,36,57,58,79,80,104,119} S = {3,28,36,57,62,74,87,109,112} S = {3,28,36,57,62,79,82,104,117} S = {3,28,36,57,63,74,85,109,114} S = {3,28,36,57,63,77,82,106,117} S = {3,28,36,57,65,74,87,111,114} S = {3,28,36,57,65,79,82,106,119} S = {3,28,36,57,72,85,109,112,126} S = {3,28,36,57,77,80,104,117,126} S = {3,28,36,58,61,73,87,110,112} S = {3,28,36,58,61,79,81,104,118} S = {3,28,36,58,63,73,86,110,113} S = {3,28,36,58,63,78,81,105,118} S = {3,28,36,58,66,73,87,111,113} S = {3,28,36,58,66,79,81,105,119} S = {3,28,36,58,72,86,110,112,125} S = {3,28,36,58,78,80,104,118,125} S = {3,28,36,59,72,77,86,110,113} S = {3,28,36,59,72,78,85,109,114} S = {3,28,36,59,72,85,86,111,112} S = {3,28,36,59,72,87,109,110,112} S = {3,28,36,59,72,87,111,113,114} S = {3,28,36,59,73,74,87,111,112} S = {3,28,36,59,73,79,82,106,117} S = {3,28,36,59,73,82,87,110,113} S = {3,28,36,59,73,86,106,111,113} S = {3,28,36,59,73,86,110,112,117} S = {3,28,36,59,74,79,81,105,118} S = {3,28,36,59,74,81,87,109,114} S = {3,28,36,59,74,85,105,111,114} S = {3,28,36,59,74,85,109,112,118} S = {3,28,36,59,77,78,80,104,119} S = {3,28,36,59,77,80,86,106,117} S = {3,28,36,59,77,82,104,110,117} S = {3,28,36,59,77,82,106,113,119} S = {3,28,36,59,78,80,85,105,118} S = {3,28,36,59,78,81,104,109,118} S = {3,28,36,59,78,81,105,114,119} S = {3,28,36,59,79,80,104,117,118} S = {3,28,36,59,79,80,105,106,119} S = {3,28,36,59,79,81,82,104,119} S = {3,28,36,63,71,73,82,106,113} S = {3,28,36,63,71,74,81,105,114} S = {3,28,36,63,77,86,110,117,120} S = {3,28,36,63,78,85,109,118,120} S = {3,28,37,38,59,72,87,111,112} S = {3,28,37,38,59,79,80,104,119} S = {3,28,37,41,50,64,95,110,113} S = {3,28,37,41,50,78,81,96,127} S = {3,28,37,42,49,64,95,105,118} S = {3,28,37,42,49,73,86,96,127} S = {3,28,37,42,50,64,95,102,121} S = {3,28,37,42,50,70,89,96,127} S = {3,28,37,42,51,80,95,102,105} S = {3,28,37,42,51,86,89,96,111} S = {3,28,37,42,55,70,89,111,112} S = {3,28,37,42,55,79,80,102,121} S = {3,28,37,42,59,73,86,111,112} S = {3,28,37,42,59,79,80,105,118} S = {3,28,37,42,64,79,102,105,115} S = {3,28,37,42,70,73,96,111,115} S = {3,28,37,42,76,80,95,118,121} S = {3,28,37,42,76,86,89,112,127} S = {3,28,37,43,50,72,95,102,113} S = {3,28,37,43,50,78,89,96,119} S = {3,28,37,47,50,70,89,104,119} S = {3,28,37,47,50,72,87,102,121} S = {3,28,37,50,59,72,87,110,113} S = {3,28,37,50,59,78,81,104,119} S = {3,28,37,50,64,87,102,107,113} S = {3,28,37,50,70,81,96,107,119} S = {3,28,37,50,72,84,95,110,121} S = {3,28,37,50,78,84,89,104,127} S = {3,28,37,58,64,73,87,110,113} S = {3,28,37,58,64,79,81,105,118} S = {3,28,37,58,64,79,87,102,121} S = {3,28,37,58,64,95,102,105,113} S = {3,28,37,58,64,95,110,118,121} S = {3,28,37,58,70,73,81,96,127} S = {3,28,37,58,70,73,87,111,112} S = {3,28,37,58,70,79,81,104,119} S = {3,28,37,58,70,89,96,111,119} S = {3,28,37,58,70,89,104,112,127} S = {3,28,37,58,72,80,95,102,121} S = {3,28,37,58,72,86,89,111,112} S = {3,28,37,58,72,86,95,110,113} S = {3,28,37,58,72,87,102,111,113} S = {3,28,37,58,72,87,110,112,121} S = {3,28,37,58,73,86,96,111,113} S = {3,28,37,58,73,86,110,112,127} S = {3,28,37,58,78,80,89,104,119} S = {3,28,37,58,78,80,95,105,118} S = {3,28,37,58,78,81,96,105,119} S = {3,28,37,58,78,81,104,118,127} S = {3,28,37,58,78,86,89,96,127} S = {3,28,37,58,79,80,102,105,119} S = {3,28,37,58,79,80,104,118,121} S = {3,28,37,59,72,86,93,110,112} S = {3,28,37,59,73,87,98,111,113} S = {3,28,37,59,78,80,93,104,118} S = {3,28,37,59,79,81,98,105,119} S = {3,28,38,41,49,64,95,101,122} S = {3,28,38,41,49,69,90,96,127} S = {3,28,38,41,50,64,95,106,117} S = {3,28,38,41,50,74,85,96,127} S = {3,28,38,41,51,80,95,101,106} S = {3,28,38,41,51,85,90,96,111} S = {3,28,38,41,55,69,90,111,112} S = {3,28,38,41,55,79,80,101,122} S = {3,28,38,41,59,74,85,111,112} S = {3,28,38,41,59,79,80,106,117} S = {3,28,38,41,64,79,101,106,115} S = {3,28,38,41,69,74,96,111,115} S = {3,28,38,41,76,80,95,117,122} S = {3,28,38,41,76,85,90,112,127} S = {3,28,38,42,49,64,95,109,114} S = {3,28,38,42,49,77,82,96,127} S = {3,28,38,43,49,72,95,101,114} S = {3,28,38,43,49,77,90,96,119} S = {3,28,38,47,49,69,90,104,119} S = {3,28,38,47,49,72,87,101,122} S = {3,28,38,49,59,72,87,109,114} S = {3,28,38,49,59,77,82,104,119} S = {3,28,38,49,64,87,101,107,114} S = {3,28,38,49,69,82,96,107,119} S = {3,28,38,49,72,84,95,109,122} S = {3,28,38,49,77,84,90,104,127} S = {3,28,38,57,64,74,87,109,114} S = {3,28,38,57,64,79,82,106,117} S = {3,28,38,57,64,79,87,101,122} S = {3,28,38,57,64,95,101,106,114} S = {3,28,38,57,64,95,109,117,122} S = {3,28,38,57,69,74,82,96,127} S = {3,28,38,57,69,74,87,111,112} S = {3,28,38,57,69,79,82,104,119} S = {3,28,38,57,69,90,96,111,119} S = {3,28,38,57,69,90,104,112,127} S = {3,28,38,57,72,80,95,101,122} S = {3,28,38,57,72,85,90,111,112} S = {3,28,38,57,72,85,95,109,114} S = {3,28,38,57,72,87,101,111,114} S = {3,28,38,57,72,87,109,112,122} S = {3,28,38,57,74,85,96,111,114} S = {3,28,38,57,74,85,109,112,127} S = {3,28,38,57,77,80,90,104,119} S = {3,28,38,57,77,80,95,106,117} S = {3,28,38,57,77,82,96,106,119} S = {3,28,38,57,77,82,104,117,127} S = {3,28,38,57,77,85,90,96,127} S = {3,28,38,57,79,80,101,106,119} S = {3,28,38,57,79,80,104,117,122} S = {3,28,38,59,72,85,94,109,112} S = {3,28,38,59,74,87,97,111,114} S = {3,28,38,59,77,80,94,104,117} S = {3,28,38,59,79,82,97,106,119} S = {3,28,39,41,50,68,95,106,113} S = {3,28,39,41,50,78,85,96,123} S = {3,28,39,42,49,68,95,105,114} S = {3,28,39,42,49,77,86,96,123} S = {3,28,40,45,54,68,91,110,113} S = {3,28,40,45,54,78,81,100,123} S = {3,28,40,46,53,68,91,109,114} S = {3,28,40,46,53,77,82,100,123} S = {3,28,40,48,63,69,90,102,121} S = {3,28,40,48,63,70,89,101,122} S = {3,28,40,52,63,69,82,110,121} S = {3,28,40,52,63,70,81,109,122} S = {3,28,40,53,54,68,91,111,112} S = {3,28,40,53,54,79,80,100,123} S = {3,28,40,53,58,70,89,111,112} S = {3,28,40,53,58,79,80,102,121} S = {3,28,40,53,62,70,91,109,112} S = {3,28,40,53,62,79,82,100,121} S = {3,28,40,53,63,70,89,109,114} S = {3,28,40,53,63,77,82,102,121} S = {3,28,40,53,65,70,91,111,114} S = {3,28,40,53,65,79,82,102,123} S = {3,28,40,53,68,89,109,112,126} S = {3,28,40,53,77,80,100,121,126} S = {3,28,40,54,57,69,90,111,112} S = {3,28,40,54,57,79,80,101,122} S = {3,28,40,54,61,69,91,110,112} S = {3,28,40,54,61,79,81,100,122} S = {3,28,40,54,63,69,90,110,113} S = {3,28,40,54,63,78,81,101,122} S = {3,28,40,54,66,69,91,111,113} S = {3,28,40,54,66,79,81,101,123} S = {3,28,40,54,68,90,110,112,125} S = {3,28,40,54,78,80,100,122,125} S = {3,28,40,55,68,77,90,110,113} S = {3,28,40,55,68,78,89,109,114} S = {3,28,40,55,68,89,90,111,112} S = {3,28,40,55,68,91,109,110,112} S = {3,28,40,55,68,91,111,113,114} S = {3,28,40,55,69,70,91,111,112} S = {3,28,40,55,69,79,82,102,121} S = {3,28,40,55,69,82,91,110,113} S = {3,28,40,55,69,90,102,111,113} S = {3,28,40,55,69,90,110,112,121} S = {3,28,40,55,70,79,81,101,122} S = {3,28,40,55,70,81,91,109,114} S = {3,28,40,55,70,89,101,111,114} S = {3,28,40,55,70,89,109,112,122} S = {3,28,40,55,77,78,80,100,123} S = {3,28,40,55,77,80,90,102,121} S = {3,28,40,55,77,82,100,110,121} S = {3,28,40,55,77,82,102,113,123} S = {3,28,40,55,78,80,89,101,122} S = {3,28,40,55,78,81,100,109,122} S = {3,28,40,55,78,81,101,114,123} S = {3,28,40,55,79,80,100,121,122} S = {3,28,40,55,79,80,101,102,123} S = {3,28,40,55,79,81,82,100,123} S = {3,28,40,63,69,75,82,102,113} S = {3,28,40,63,70,75,81,101,114} S = {3,28,40,63,77,90,110,116,121} S = {3,28,40,63,78,89,109,116,122} S = {3,28,41,42,55,68,91,111,112} S = {3,28,41,42,55,79,80,100,123} S = {3,28,41,47,50,68,91,106,117} S = {3,28,41,47,50,74,85,100,123} S = {3,28,41,50,55,68,91,110,113} S = {3,28,41,50,55,78,81,100,123} S = {3,28,41,50,64,91,103,106,113} S = {3,28,41,50,68,88,95,110,117} S = {3,28,41,50,74,81,96,103,123} S = {3,28,41,50,78,85,88,100,127} S = {3,28,41,54,64,69,91,110,113} S = {3,28,41,54,64,79,81,101,122} S = {3,28,41,54,64,79,91,106,117} S = {3,28,41,54,64,95,101,106,113} S = {3,28,41,54,64,95,110,117,122} S = {3,28,41,54,68,80,95,106,117} S = {3,28,41,54,68,85,90,111,112} S = {3,28,41,54,68,90,95,110,113} S = {3,28,41,54,68,91,106,111,113} S = {3,28,41,54,68,91,110,112,117} S = {3,28,41,54,69,74,81,96,127} S = {3,28,41,54,69,74,91,111,112} S = {3,28,41,54,69,90,96,111,113} S = {3,28,41,54,69,90,110,112,127} S = {3,28,41,54,74,79,81,100,123} S = {3,28,41,54,74,85,96,111,123} S = {3,28,41,54,74,85,100,112,127} S = {3,28,41,54,78,80,85,100,123} S = {3,28,41,54,78,80,95,101,122} S = {3,28,41,54,78,81,96,101,123} S = {3,28,41,54,78,81,100,122,127} S = {3,28,41,54,78,85,90,96,127} S = {3,28,41,54,79,80,100,117,122} S = {3,28,41,54,79,80,101,106,123} S = {3,28,41,55,68,90,93,110,112} S = {3,28,41,55,69,91,98,111,113} S = {3,28,41,55,78,80,93,100,122} S = {3,28,41,55,79,81,98,101,123} S = {3,28,42,47,49,68,91,105,118} S = {3,28,42,47,49,73,86,100,123} S = {3,28,42,49,55,68,91,109,114} S = {3,28,42,49,55,77,82,100,123} S = {3,28,42,49,64,91,103,105,114} S = {3,28,42,49,68,88,95,109,118} S = {3,28,42,49,73,82,96,103,123} S = {3,28,42,49,77,86,88,100,127} S = {3,28,42,53,64,70,91,109,114} S = {3,28,42,53,64,79,82,102,121} S = {3,28,42,53,64,79,91,105,118} S = {3,28,42,53,64,95,102,105,114} S = {3,28,42,53,64,95,109,118,121} S = {3,28,42,53,68,80,95,105,118} S = {3,28,42,53,68,86,89,111,112} S = {3,28,42,53,68,89,95,109,114} S = {3,28,42,53,68,91,105,111,114} S = {3,28,42,53,68,91,109,112,118} S = {3,28,42,53,70,73,82,96,127} S = {3,28,42,53,70,73,91,111,112} S = {3,28,42,53,70,89,96,111,114} S = {3,28,42,53,70,89,109,112,127} S = {3,28,42,53,73,79,82,100,123} S = {3,28,42,53,73,86,96,111,123} S = {3,28,42,53,73,86,100,112,127} S = {3,28,42,53,77,80,86,100,123} S = {3,28,42,53,77,80,95,102,121} S = {3,28,42,53,77,82,96,102,123} S = {3,28,42,53,77,82,100,121,127} S = {3,28,42,53,77,86,89,96,127} S = {3,28,42,53,79,80,100,118,121} S = {3,28,42,53,79,80,102,105,123} S = {3,28,42,55,68,89,94,109,112} S = {3,28,42,55,70,91,97,111,114} S = {3,28,42,55,77,80,94,100,121} S = {3,28,42,55,79,82,97,102,123} S = {3,28,44,48,63,69,74,118,121} S = {3,28,44,48,63,70,73,117,122} S = {3,28,44,53,58,64,79,118,121} S = {3,28,44,53,58,70,73,112,127} S = {3,28,44,54,57,64,79,117,122} S = {3,28,44,54,57,69,74,112,127} S = {3,28,45,46,48,68,91,104,119} S = {3,28,45,46,48,72,87,100,123} S = {3,28,45,48,54,68,91,106,117} S = {3,28,45,48,54,74,85,100,123} S = {3,28,45,48,58,70,89,104,119} S = {3,28,45,48,58,72,87,102,121} S = {3,28,45,48,62,70,91,104,117} S = {3,28,45,48,62,74,87,100,121} S = {3,28,45,48,63,70,89,106,117} S = {3,28,45,48,63,74,85,102,121} S = {3,28,45,48,65,70,91,106,119} S = {3,28,45,48,65,74,87,102,123} S = {3,28,45,48,68,89,104,117,126} S = {3,28,45,48,72,85,100,121,126} S = {3,28,45,50,64,70,91,106,117} S = {3,28,45,50,64,74,87,102,121} S = {3,28,45,50,64,87,91,110,113} S = {3,28,45,50,64,95,102,106,113} S = {3,28,45,50,64,95,110,117,121} S = {3,28,45,50,68,72,95,110,113} S = {3,28,45,50,68,78,89,104,119} S = {3,28,45,50,68,89,95,106,117} S = {3,28,45,50,68,91,104,110,117} S = {3,28,45,50,68,91,106,113,119} S = {3,28,45,50,70,74,81,96,127} S = {3,28,45,50,70,81,91,104,119} S = {3,28,45,50,70,89,96,106,119} S = {3,28,45,50,70,89,104,117,127} S = {3,28,45,50,72,78,85,100,123} S = {3,28,45,50,72,85,95,102,121} S = {3,28,45,50,72,87,100,110,121} S = {3,28,45,50,72,87,102,113,123} S = {3,28,45,50,74,81,87,100,123} S = {3,28,45,50,74,85,96,102,123} S = {3,28,45,50,74,85,100,121,127} S = {3,28,45,50,78,81,96,119,123} S = {3,28,45,50,78,81,100,104,127} S = {3,28,45,50,78,85,89,96,127} S = {3,28,45,52,58,64,87,110,121} S = {3,28,45,52,58,70,81,104,127} S = {3,28,45,53,58,64,95,102,121} S = {3,28,45,53,58,70,89,96,127} S = {3,28,45,54,56,64,91,110,117} S = {3,28,45,54,56,74,81,100,127} S = {3,28,45,54,57,64,95,106,117} S = {3,28,45,54,57,74,85,96,127} S = {3,28,45,54,58,64,95,110,113} S = {3,28,45,54,58,78,81,96,127} S = {3,28,45,54,64,71,91,106,113} S = {3,28,45,54,68,95,110,117,120} S = {3,28,45,54,71,74,81,96,123} S = {3,28,45,54,78,85,100,120,127} S = {3,28,45,58,64,75,87,102,113} S = {3,28,45,58,70,75,81,96,119} S = {3,28,45,58,72,95,110,116,121} S = {3,28,45,58,78,89,104,116,127} S = {3,28,46,48,53,68,91,105,118} S = {3,28,46,48,53,73,86,100,123} S = {3,28,46,48,57,69,90,104,119} S = {3,28,46,48,57,72,87,101,122} S = {3,28,46,48,61,69,91,104,118} S = {3,28,46,48,61,73,87,100,122} S = {3,28,46,48,63,69,90,105,118} S = {3,28,46,48,63,73,86,101,122} S = {3,28,46,48,66,69,91,105,119} S = {3,28,46,48,66,73,87,101,123} S = {3,28,46,48,68,90,104,118,125} S = {3,28,46,48,72,86,100,122,125} S = {3,28,46,49,64,69,91,105,118} S = {3,28,46,49,64,73,87,101,122} S = {3,28,46,49,64,87,91,109,114} S = {3,28,46,49,64,95,101,105,114} S = {3,28,46,49,64,95,109,118,122} S = {3,28,46,49,68,72,95,109,114} S = {3,28,46,49,68,77,90,104,119} S = {3,28,46,49,68,90,95,105,118} S = {3,28,46,49,68,91,104,109,118} S = {3,28,46,49,68,91,105,114,119} S = {3,28,46,49,69,73,82,96,127} S = {3,28,46,49,69,82,91,104,119} S = {3,28,46,49,69,90,96,105,119} S = {3,28,46,49,69,90,104,118,127} S = {3,28,46,49,72,77,86,100,123} S = {3,28,46,49,72,86,95,101,122} S = {3,28,46,49,72,87,100,109,122} S = {3,28,46,49,72,87,101,114,123} S = {3,28,46,49,73,82,87,100,123} S = {3,28,46,49,73,86,96,101,123} S = {3,28,46,49,73,86,100,122,127} S = {3,28,46,49,77,82,96,119,123} S = {3,28,46,49,77,82,100,104,127} S = {3,28,46,49,77,86,90,96,127} S = {3,28,46,52,57,64,87,109,122} S = {3,28,46,52,57,69,82,104,127} S = {3,28,46,53,56,64,91,109,118} S = {3,28,46,53,56,73,82,100,127} S = {3,28,46,53,57,64,95,109,114} S = {3,28,46,53,57,77,82,96,127} S = {3,28,46,53,58,64,95,105,118} S = {3,28,46,53,58,73,86,96,127} S = {3,28,46,53,64,71,91,105,114} S = {3,28,46,53,68,95,109,118,120} S = {3,28,46,53,71,73,82,96,123} S = {3,28,46,53,77,86,100,120,127} S = {3,28,46,54,57,64,95,101,122} S = {3,28,46,54,57,69,90,96,127} S = {3,28,46,57,64,75,87,101,114} S = {3,28,46,57,69,75,82,96,119} S = {3,28,46,57,72,95,109,116,122} S = {3,28,46,57,77,90,104,116,127} S = {3,28,47,48,68,85,90,105,118} S = {3,28,47,48,68,86,89,106,117} S = {3,28,47,48,68,89,90,104,119} S = {3,28,47,48,68,91,104,117,118} S = {3,28,47,48,68,91,105,106,119} S = {3,28,47,48,69,70,91,104,119} S = {3,28,47,48,69,74,87,102,121} S = {3,28,47,48,69,74,91,105,118} S = {3,28,47,48,69,90,102,105,119} S = {3,28,47,48,69,90,104,118,121} S = {3,28,47,48,70,73,87,101,122} S = {3,28,47,48,70,73,91,106,117} S = {3,28,47,48,70,89,101,106,119} S = {3,28,47,48,70,89,104,117,122} S = {3,28,47,48,72,85,86,100,123} S = {3,28,47,48,72,85,90,102,121} S = {3,28,47,48,72,86,89,101,122} S = {3,28,47,48,72,87,100,121,122} S = {3,28,47,48,72,87,101,102,123} S = {3,28,47,48,73,74,87,100,123} S = {3,28,47,48,73,86,100,117,122} S = {3,28,47,48,73,86,101,106,123} S = {3,28,47,48,74,85,100,118,121} S = {3,28,47,48,74,85,102,105,123} S = {3,28,47,49,50,68,91,104,119} S = {3,28,47,49,50,72,87,100,123} S = {3,28,47,49,68,90,93,104,118} S = {3,28,47,49,69,91,98,105,119} S = {3,28,47,49,72,86,93,100,122} S = {3,28,47,49,73,87,98,101,123} S = {3,28,47,50,68,89,94,104,117} S = {3,28,47,50,70,91,97,106,119} S = {3,28,47,50,72,85,94,100,121} S = {3,28,47,50,74,87,97,102,123} S = {3,28,48,63,69,74,83,102,105} S = {3,28,48,63,70,73,83,101,106} S = {3,28,48,63,85,90,108,118,121} S = {3,28,48,63,86,89,108,117,122} S = {3,28,53,58,64,79,83,102,105} S = {3,28,53,58,70,73,83,96,111} S = {3,28,53,58,80,95,108,118,121} S = {3,28,53,58,86,89,108,112,127} S = {3,28,54,57,64,79,83,101,106} S = {3,28,54,57,69,74,83,96,111} S = {3,28,54,57,80,95,108,117,122} S = {3,28,54,57,85,90,108,112,127} S = {3,29,30,36,56,72,84,111,115} S = {3,29,30,36,56,76,80,107,119} S = {3,29,30,36,59,72,87,111,112} S = {3,29,30,36,59,79,80,104,119} S = {3,29,30,40,52,68,88,111,115} S = {3,29,30,40,52,76,80,103,123} S = {3,29,30,40,55,68,91,111,112} S = {3,29,30,40,55,79,80,100,123} S = {3,29,30,44,48,68,88,107,119} S = {3,29,30,44,48,72,84,103,123} S = {3,29,30,47,48,68,91,104,119} S = {3,29,30,47,48,72,87,100,123} S = {3,29,32,38,58,74,84,109,115} S = {3,29,32,38,58,76,82,107,117} S = {3,29,32,39,58,76,86,107,113} S = {3,29,32,39,58,78,84,105,115} S = {3,29,32,42,54,70,88,109,115} S = {3,29,32,42,54,76,82,103,121} S = {3,29,32,43,54,76,90,103,113} S = {3,29,32,43,54,78,88,101,115} S = {3,29,32,46,50,70,88,107,117} S = {3,29,32,46,50,74,84,103,121} S = {3,29,32,46,51,84,90,103,105} S = {3,29,32,46,51,86,88,101,107} S = {3,29,32,46,54,68,90,103,121} S = {3,29,32,46,54,70,88,101,123} S = {3,29,32,46,58,72,86,107,117} S = {3,29,32,46,58,74,84,105,119} S = {3,29,32,46,68,74,103,105,114} S = {3,29,32,46,70,72,101,107,114} S = {3,29,32,46,77,84,90,119,121} S = {3,29,32,46,77,86,88,117,123} S = {3,29,32,54,58,76,82,111,113} S = {3,29,32,54,58,78,80,109,115} S = {3,29,32,54,68,82,103,106,113} S = {3,29,32,54,70,80,101,106,115} S = {3,29,32,54,76,85,90,111,121} S = {3,29,32,54,78,85,88,109,123} S = {3,29,32,58,72,82,102,107,113} S = {3,29,32,58,74,80,102,105,115} S = {3,29,32,58,76,86,89,111,117} S = {3,29,32,58,78,84,89,109,119} S = {3,29,32,62,68,72,82,111,113} S = {3,29,32,62,68,74,80,105,119} S = {3,29,32,62,68,74,82,103,121} S = {3,29,32,62,68,90,103,105,113} S = {3,29,32,62,68,90,111,119,121} S = {3,29,32,62,70,72,80,101,123} S = {3,29,32,62,70,72,82,107,117} S = {3,29,32,62,70,74,80,109,115} S = {3,29,32,62,70,88,101,107,115} S = {3,29,32,62,70,88,109,117,123} S = {3,29,32,62,72,86,101,107,113} S = {3,29,32,62,72,86,111,117,123} S = {3,29,32,62,74,84,103,105,115} S = {3,29,32,62,74,84,109,119,121} S = {3,29,32,62,76,82,103,107,113} S = {3,29,32,62,76,82,111,117,121} S = {3,29,32,62,76,84,90,103,121} S = {3,29,32,62,76,86,88,107,117} S = {3,29,32,62,76,86,90,111,113} S = {3,29,32,62,78,80,101,105,115} S = {3,29,32,62,78,80,109,119,123} S = {3,29,32,62,78,84,88,109,115} S = {3,29,32,62,78,84,90,105,119} S = {3,29,32,62,78,86,88,101,123} S = {3,29,33,38,58,72,84,111,115} S = {3,29,33,38,58,76,80,107,119} S = {3,29,33,42,54,68,88,111,115} S = {3,29,33,42,54,76,80,103,123} S = {3,29,33,46,50,68,88,107,119} S = {3,29,33,46,50,72,84,103,123} S = {3,29,36,40,50,64,94,111,113} S = {3,29,36,40,50,78,80,97,127} S = {3,29,36,40,62,76,82,111,113} S = {3,29,36,40,62,78,80,109,115} S = {3,29,36,41,55,69,90,111,113} S = {3,29,36,41,55,78,80,101,122} S = {3,29,36,42,48,64,94,105,119} S = {3,29,36,42,48,72,86,97,127} S = {3,29,36,42,50,64,94,103,121} S = {3,29,36,42,50,70,88,97,127} S = {3,29,36,42,51,80,94,103,105} S = {3,29,36,42,51,86,88,97,111} S = {3,29,36,42,54,70,88,111,113} S = {3,29,36,42,54,78,80,103,121} S = {3,29,36,42,64,78,103,105,114} S = {3,29,36,42,70,72,97,111,114} S = {3,29,36,42,77,80,94,119,121} S = {3,29,36,42,77,86,88,113,127} S = {3,29,36,43,50,72,94,103,113} S = {3,29,36,43,50,78,88,97,119} S = {3,29,36,46,50,70,88,105,119} S = {3,29,36,46,50,72,86,103,121} S = {3,29,36,46,56,72,86,109,115} S = {3,29,36,46,56,76,82,105,119} S = {3,29,36,47,49,69,90,105,119} S = {3,29,36,47,49,72,86,101,122} S = {3,29,36,48,62,72,86,107,117} S = {3,29,36,48,62,74,84,105,119} S = {3,29,36,50,64,86,103,106,113} S = {3,29,36,50,70,80,97,106,119} S = {3,29,36,50,72,85,94,111,121} S = {3,29,36,50,78,85,88,105,127} S = {3,29,36,54,56,74,84,111,113} S = {3,29,36,54,56,78,80,107,117} S = {3,29,36,56,62,74,84,109,115} S = {3,29,36,56,62,76,82,107,117} S = {3,29,36,56,63,74,86,109,113} S = {3,29,36,56,63,78,82,105,117} S = {3,29,36,56,65,74,86,111,115} S = {3,29,36,56,65,78,82,107,119} S = {3,29,36,56,72,84,109,113,126} S = {3,29,36,56,76,80,105,117,126} S = {3,29,36,57,62,72,82,111,117} S = {3,29,36,57,62,74,80,109,119} S = {3,29,36,58,64,78,86,103,121} S = {3,29,36,58,64,94,103,105,113} S = {3,29,36,58,64,94,111,119,121} S = {3,29,36,58,70,72,80,97,127} S = {3,29,36,58,70,88,97,111,119} S = {3,29,36,58,70,88,105,113,127} S = {3,29,36,58,72,78,82,107,117} S = {3,29,36,58,72,78,84,109,115} S = {3,29,36,58,72,79,81,105,118} S = {3,29,36,58,72,80,94,103,121} S = {3,29,36,58,72,87,105,110,112} S = {3,29,36,58,73,78,87,111,112} S = {3,29,36,58,73,80,87,110,113} S = {3,29,36,58,73,86,110,112,119} S = {3,29,36,58,74,80,86,109,115} S = {3,29,36,58,74,84,105,111,115} S = {3,29,36,58,74,84,109,113,119} S = {3,29,36,58,76,80,86,107,117} S = {3,29,36,58,76,82,105,111,117} S = {3,29,36,58,76,82,107,113,119} S = {3,29,36,58,78,81,104,111,118} S = {3,29,36,58,78,86,88,97,127} S = {3,29,36,58,79,80,104,113,118} S = {3,29,36,58,79,81,86,104,119} S = {3,29,36,59,72,86,101,110,112} S = {3,29,36,59,73,87,90,111,113} S = {3,29,36,59,78,80,101,104,118} S = {3,29,36,59,79,81,90,105,119} S = {3,29,36,62,71,72,82,107,113} S = {3,29,36,62,71,74,80,105,115} S = {3,29,36,62,76,86,111,117,120} S = {3,29,36,62,78,84,109,119,120} S = {3,29,37,40,59,73,86,111,113} S = {3,29,37,40,59,78,80,105,118} S = {3,29,37,46,59,72,86,111,112} S = {3,29,37,46,59,79,80,105,119} S = {3,29,37,48,59,72,86,110,113} S = {3,29,37,48,59,78,81,105,119} S = {3,29,37,54,59,72,87,111,113} S = {3,29,37,54,59,78,80,104,119} S = {3,29,37,58,68,73,87,111,113} S = {3,29,37,58,68,79,81,105,119} S = {3,29,37,58,72,86,110,112,123} S = {3,29,37,58,78,80,104,118,123} S = {3,29,38,40,48,64,94,101,123} S = {3,29,38,40,48,68,90,97,127} S = {3,29,38,40,50,64,94,107,117} S = {3,29,38,40,50,74,84,97,127} S = {3,29,38,40,51,80,94,101,107} S = {3,29,38,40,51,84,90,97,111} S = {3,29,38,40,58,74,84,111,113} S = {3,29,38,40,58,78,80,107,117} S = {3,29,38,40,64,78,101,107,114} S = {3,29,38,40,68,74,97,111,114} S = {3,29,38,40,77,80,94,117,123} S = {3,29,38,40,77,84,90,113,127} S = {3,29,38,42,48,64,94,109,115} S = {3,29,38,42,48,76,82,97,127} S = {3,29,38,43,48,72,94,101,115} S = {3,29,38,43,48,76,90,97,119} S = {3,29,38,48,58,72,86,109,115} S = {3,29,38,48,58,76,82,105,119} S = {3,29,38,48,64,86,101,106,115} S = {3,29,38,48,68,82,97,106,119} S = {3,29,38,48,72,85,94,109,123} S = {3,29,38,48,76,85,90,105,127} S = {3,29,38,56,64,74,86,109,115} S = {3,29,38,56,64,78,82,107,117} S = {3,29,38,56,64,78,86,101,123} S = {3,29,38,56,64,94,101,107,115} S = {3,29,38,56,64,94,109,117,123} S = {3,29,38,56,68,74,82,97,127} S = {3,29,38,56,68,74,86,111,113} S = {3,29,38,56,68,78,82,105,119} S = {3,29,38,56,68,90,97,111,119} S = {3,29,38,56,68,90,105,113,127} S = {3,29,38,56,72,80,94,101,123} S = {3,29,38,56,72,84,90,111,113} S = {3,29,38,56,72,84,94,109,115} S = {3,29,38,56,72,86,101,111,115} S = {3,29,38,56,72,86,109,113,123} S = {3,29,38,56,74,84,97,111,115} S = {3,29,38,56,74,84,109,113,127} S = {3,29,38,56,76,80,90,105,119} S = {3,29,38,56,76,80,94,107,117} S = {3,29,38,56,76,82,97,107,119} S = {3,29,38,56,76,82,105,117,127} S = {3,29,38,56,76,84,90,97,127} S = {3,29,38,56,78,80,101,107,119} S = {3,29,38,56,78,80,105,117,123} S = {3,29,38,58,72,84,95,109,113} S = {3,29,38,58,74,86,96,111,115} S = {3,29,38,58,76,80,95,105,117} S = {3,29,38,58,78,82,96,107,119} S = {3,29,39,40,50,68,94,107,113} S = {3,29,39,40,50,78,84,97,123} S = {3,29,39,42,48,68,94,105,115} S = {3,29,39,42,48,76,86,97,123} S = {3,29,40,46,50,68,90,107,117} S = {3,29,40,46,50,74,84,101,123} S = {3,29,40,46,52,68,90,109,115} S = {3,29,40,46,52,76,82,101,123} S = {3,29,40,47,49,68,90,105,118} S = {3,29,40,47,49,73,86,101,123} S = {3,29,40,48,62,68,90,103,121} S = {3,29,40,48,62,70,88,101,123} S = {3,29,40,50,64,90,102,107,113} S = {3,29,40,50,68,89,94,111,117} S = {3,29,40,50,74,80,97,102,123} S = {3,29,40,50,78,84,89,101,127} S = {3,29,40,52,58,70,88,111,113} S = {3,29,40,52,58,78,80,103,121} S = {3,29,40,52,62,70,88,109,115} S = {3,29,40,52,62,76,82,103,121} S = {3,29,40,52,63,70,90,109,113} S = {3,29,40,52,63,78,82,101,121} S = {3,29,40,52,65,70,90,111,115} S = {3,29,40,52,65,78,82,103,123} S = {3,29,40,52,68,88,109,113,126} S = {3,29,40,52,76,80,101,121,126} S = {3,29,40,53,62,68,82,111,121} S = {3,29,40,53,62,70,80,109,123} S = {3,29,40,54,64,78,90,107,117} S = {3,29,40,54,64,94,101,107,113} S = {3,29,40,54,64,94,111,117,123} S = {3,29,40,54,68,74,80,97,127} S = {3,29,40,54,68,78,82,103,121} S = {3,29,40,54,68,78,88,109,115} S = {3,29,40,54,68,79,81,101,122} S = {3,29,40,54,68,80,94,107,117} S = {3,29,40,54,68,91,101,110,112} S = {3,29,40,54,69,78,91,111,112} S = {3,29,40,54,69,80,91,110,113} S = {3,29,40,54,69,90,110,112,123} S = {3,29,40,54,70,80,90,109,115} S = {3,29,40,54,70,88,101,111,115} S = {3,29,40,54,70,88,109,113,123} S = {3,29,40,54,74,84,97,111,123} S = {3,29,40,54,74,84,101,113,127} S = {3,29,40,54,76,80,90,103,121} S = {3,29,40,54,76,82,101,111,121} S = {3,29,40,54,76,82,103,113,123} S = {3,29,40,54,78,81,100,111,122} S = {3,29,40,54,78,84,90,97,127} S = {3,29,40,54,79,80,100,113,122} S = {3,29,40,54,79,81,90,100,123} S = {3,29,40,55,68,90,105,110,112} S = {3,29,40,55,69,86,91,111,113} S = {3,29,40,55,78,80,100,105,122} S = {3,29,40,55,79,81,86,101,123} S = {3,29,40,62,68,75,82,103,113} S = {3,29,40,62,70,75,80,101,115} S = {3,29,40,62,76,90,111,116,121} S = {3,29,40,62,78,88,109,116,123} S = {3,29,41,46,55,68,90,111,112} S = {3,29,41,46,55,79,80,101,123} S = {3,29,41,48,55,68,90,110,113} S = {3,29,41,48,55,78,81,101,123} S = {3,29,41,54,68,90,110,112,119} S = {3,29,41,54,69,72,91,111,113} S = {3,29,41,54,72,79,81,101,123} S = {3,29,41,54,78,80,100,119,122} S = {3,29,41,55,58,68,91,111,113} S = {3,29,41,55,58,78,80,100,123} S = {3,29,42,48,54,68,90,109,115} S = {3,29,42,48,54,76,82,101,123} S = {3,29,42,48,64,90,102,105,115} S = {3,29,42,48,68,89,94,109,119} S = {3,29,42,48,72,82,97,102,123} S = {3,29,42,48,76,86,89,101,127} S = {3,29,42,52,64,70,90,109,115} S = {3,29,42,52,64,78,82,103,121} S = {3,29,42,52,64,78,90,105,119} S = {3,29,42,52,64,94,103,105,115} S = {3,29,42,52,64,94,109,119,121} S = {3,29,42,52,68,80,94,105,119} S = {3,29,42,52,68,86,88,111,113} S = {3,29,42,52,68,88,94,109,115} S = {3,29,42,52,68,90,105,111,115} S = {3,29,42,52,68,90,109,113,119} S = {3,29,42,52,70,72,82,97,127} S = {3,29,42,52,70,72,90,111,113} S = {3,29,42,52,70,88,97,111,115} S = {3,29,42,52,70,88,109,113,127} S = {3,29,42,52,72,78,82,101,123} S = {3,29,42,52,72,86,97,111,123} S = {3,29,42,52,72,86,101,113,127} S = {3,29,42,52,76,80,86,101,123} S = {3,29,42,52,76,80,94,103,121} S = {3,29,42,52,76,82,97,103,123} S = {3,29,42,52,76,82,101,121,127} S = {3,29,42,52,76,86,88,97,127} S = {3,29,42,52,78,80,101,119,121} S = {3,29,42,52,78,80,103,105,123} S = {3,29,42,54,68,88,95,109,113} S = {3,29,42,54,70,90,96,111,115} S = {3,29,42,54,76,80,95,101,121} S = {3,29,42,54,78,82,96,103,123} S = {3,29,44,48,54,68,90,107,117} S = {3,29,44,48,54,74,84,101,123} S = {3,29,44,48,58,70,88,105,119} S = {3,29,44,48,58,72,86,103,121} S = {3,29,44,48,62,70,88,107,117} S = {3,29,44,48,62,74,84,103,121} S = {3,29,44,48,63,70,90,105,117} S = {3,29,44,48,63,74,86,101,121} S = {3,29,44,48,65,70,90,107,119} S = {3,29,44,48,65,74,86,103,123} S = {3,29,44,48,68,88,105,117,126} S = {3,29,44,48,72,84,101,121,126} S = {3,29,44,50,64,70,90,107,117} S = {3,29,44,50,64,74,86,103,121} S = {3,29,44,50,64,86,90,111,113} S = {3,29,44,50,64,94,103,107,113} S = {3,29,44,50,64,94,111,117,121} S = {3,29,44,50,68,72,94,111,113} S = {3,29,44,50,68,78,88,105,119} S = {3,29,44,50,68,88,94,107,117} S = {3,29,44,50,68,90,105,111,117} S = {3,29,44,50,68,90,107,113,119} S = {3,29,44,50,70,74,80,97,127} S = {3,29,44,50,70,80,90,105,119} S = {3,29,44,50,70,88,97,107,119} S = {3,29,44,50,70,88,105,117,127} S = {3,29,44,50,72,78,84,101,123} S = {3,29,44,50,72,84,94,103,121} S = {3,29,44,50,72,86,101,111,121} S = {3,29,44,50,72,86,103,113,123} S = {3,29,44,50,74,80,86,101,123} S = {3,29,44,50,74,84,97,103,123} S = {3,29,44,50,74,84,101,121,127} S = {3,29,44,50,78,80,97,119,123} S = {3,29,44,50,78,80,101,105,127} S = {3,29,44,50,78,84,88,97,127} S = {3,29,44,52,58,64,94,103,121} S = {3,29,44,52,58,70,88,97,127} S = {3,29,44,53,58,64,86,111,121} S = {3,29,44,53,58,70,80,105,127} S = {3,29,44,54,56,64,94,107,117} S = {3,29,44,54,56,74,84,97,127} S = {3,29,44,54,57,64,90,111,117} S = {3,29,44,54,57,74,80,101,127} S = {3,29,44,54,58,64,94,111,113} S = {3,29,44,54,58,78,80,97,127} S = {3,29,44,54,64,71,90,107,113} S = {3,29,44,54,68,94,111,117,120} S = {3,29,44,54,71,74,80,97,123} S = {3,29,44,54,78,84,101,120,127} S = {3,29,44,58,64,75,86,103,113} S = {3,29,44,58,70,75,80,97,119} S = {3,29,44,58,72,94,111,116,121} S = {3,29,44,58,78,88,105,116,127} S = {3,29,45,48,62,68,74,119,121} S = {3,29,45,48,62,70,72,117,123} S = {3,29,45,52,58,64,78,119,121} S = {3,29,45,52,58,70,72,113,127} S = {3,29,45,54,56,64,78,117,123} S = {3,29,45,54,56,68,74,113,127} S = {3,29,46,48,64,86,90,109,115} S = {3,29,46,48,64,94,101,105,115} S = {3,29,46,48,64,94,109,119,123} S = {3,29,46,48,68,72,82,97,127} S = {3,29,46,48,68,72,94,109,115} S = {3,29,46,48,68,73,87,101,122} S = {3,29,46,48,68,74,86,103,121} S = {3,29,46,48,68,86,88,107,117} S = {3,29,46,48,68,91,101,104,118} S = {3,29,46,48,69,72,91,105,118} S = {3,29,46,48,69,86,91,104,119} S = {3,29,46,48,69,90,104,118,123} S = {3,29,46,48,70,72,90,107,117} S = {3,29,46,48,70,88,101,107,119} S = {3,29,46,48,70,88,105,117,123} S = {3,29,46,48,72,84,90,103,121} S = {3,29,46,48,72,87,100,105,122} S = {3,29,46,48,73,86,100,119,122} S = {3,29,46,48,73,87,90,100,123} S = {3,29,46,48,74,84,101,119,121} S = {3,29,46,48,74,84,103,105,123} S = {3,29,46,48,76,82,97,119,123} S = {3,29,46,48,76,82,101,105,127} S = {3,29,46,48,76,86,90,97,127} S = {3,29,46,49,68,90,104,111,118} S = {3,29,46,49,69,80,91,105,119} S = {3,29,46,49,72,86,100,111,122} S = {3,29,46,49,73,80,87,101,123} S = {3,29,46,50,68,88,95,105,117} S = {3,29,46,50,70,90,96,107,119} S = {3,29,46,50,72,84,95,101,121} S = {3,29,46,50,74,86,96,103,123} S = {3,29,46,52,56,64,94,109,115} S = {3,29,46,52,56,76,82,97,127} S = {3,29,46,52,57,64,90,109,119} S = {3,29,46,52,57,72,82,101,127} S = {3,29,46,52,58,64,94,105,119} S = {3,29,46,52,58,72,86,97,127} S = {3,29,46,52,64,71,90,105,115} S = {3,29,46,52,68,94,109,119,120} S = {3,29,46,52,71,72,82,97,123} S = {3,29,46,52,76,86,101,120,127} S = {3,29,46,53,56,64,86,109,123} S = {3,29,46,53,56,68,82,105,127} S = {3,29,46,54,56,64,94,101,123} S = {3,29,46,54,56,68,90,97,127} S = {3,29,46,56,64,75,86,101,115} S = {3,29,46,56,68,75,82,97,119} S = {3,29,46,56,72,94,109,116,123} S = {3,29,46,56,76,90,105,116,127} S = {3,29,47,48,68,90,104,113,118} S = {3,29,47,48,69,78,91,105,119} S = {3,29,47,48,72,86,100,113,122} S = {3,29,47,48,73,78,87,101,123} S = {3,29,47,49,54,68,90,104,119} S = {3,29,47,49,54,72,87,101,123} S = {3,29,47,49,58,68,91,105,119} S = {3,29,47,49,58,72,86,100,123} S = {3,29,48,62,68,74,83,103,105} S = {3,29,48,62,70,72,83,101,107} S = {3,29,48,62,84,90,108,119,121} S = {3,29,48,62,86,88,108,117,123} S = {3,29,52,58,64,78,83,103,105} S = {3,29,52,58,70,72,83,97,111} S = {3,29,52,58,80,94,108,119,121} S = {3,29,52,58,86,88,108,113,127} S = {3,29,54,56,64,78,83,101,107} S = {3,29,54,56,68,74,83,97,111} S = {3,29,54,56,80,94,108,117,123} S = {3,29,54,56,84,90,108,113,127} S = {3,30,32,37,57,73,84,110,115} S = {3,30,32,37,57,76,81,107,118} S = {3,30,32,39,57,76,85,107,114} S = {3,30,32,39,57,77,84,106,115} S = {3,30,32,41,53,69,88,110,115} S = {3,30,32,41,53,76,81,103,122} S = {3,30,32,43,53,76,89,103,114} S = {3,30,32,43,53,77,88,102,115} S = {3,30,32,45,49,69,88,107,118} S = {3,30,32,45,49,73,84,103,122} S = {3,30,32,45,51,84,89,103,106} S = {3,30,32,45,51,85,88,102,107} S = {3,30,32,45,53,68,89,103,122} S = {3,30,32,45,53,69,88,102,123} S = {3,30,32,45,57,72,85,107,118} S = {3,30,32,45,57,73,84,106,119} S = {3,30,32,45,68,73,103,106,113} S = {3,30,32,45,69,72,102,107,113} S = {3,30,32,45,78,84,89,119,122} S = {3,30,32,45,78,85,88,118,123} S = {3,30,32,53,57,76,81,111,114} S = {3,30,32,53,57,77,80,110,115} S = {3,30,32,53,68,81,103,105,114} S = {3,30,32,53,69,80,102,105,115} S = {3,30,32,53,76,86,89,111,122} S = {3,30,32,53,77,86,88,110,123} S = {3,30,32,57,72,81,101,107,114} S = {3,30,32,57,73,80,101,106,115} S = {3,30,32,57,76,85,90,111,118} S = {3,30,32,57,77,84,90,110,119} S = {3,30,32,61,68,72,81,111,114} S = {3,30,32,61,68,73,80,106,119} S = {3,30,32,61,68,73,81,103,122} S = {3,30,32,61,68,89,103,106,114} S = {3,30,32,61,68,89,111,119,122} S = {3,30,32,61,69,72,80,102,123} S = {3,30,32,61,69,72,81,107,118} S = {3,30,32,61,69,73,80,110,115} S = {3,30,32,61,69,88,102,107,115} S = {3,30,32,61,69,88,110,118,123} S = {3,30,32,61,72,85,102,107,114} S = {3,30,32,61,72,85,111,118,123} S = {3,30,32,61,73,84,103,106,115} S = {3,30,32,61,73,84,110,119,122} S = {3,30,32,61,76,81,103,107,114} S = {3,30,32,61,76,81,111,118,122} S = {3,30,32,61,76,84,89,103,122} S = {3,30,32,61,76,85,88,107,118} S = {3,30,32,61,76,85,89,111,114} S = {3,30,32,61,77,80,102,106,115} S = {3,30,32,61,77,80,110,119,123} S = {3,30,32,61,77,84,88,110,115} S = {3,30,32,61,77,84,89,106,119} S = {3,30,32,61,77,85,88,102,123} S = {3,30,34,37,57,72,84,111,115} S = {3,30,34,37,57,76,80,107,119} S = {3,30,34,41,53,68,88,111,115} S = {3,30,34,41,53,76,80,103,123} S = {3,30,34,45,49,68,88,107,119} S = {3,30,34,45,49,72,84,103,123} S = {3,30,36,40,49,64,93,111,114} S = {3,30,36,40,49,77,80,98,127} S = {3,30,36,40,61,76,81,111,114} S = {3,30,36,40,61,77,80,110,115} S = {3,30,36,41,48,64,93,106,119} S = {3,30,36,41,48,72,85,98,127} S = {3,30,36,41,49,64,93,103,122} S = {3,30,36,41,49,69,88,98,127} S = {3,30,36,41,51,80,93,103,106} S = {3,30,36,41,51,85,88,98,111} S = {3,30,36,41,53,69,88,111,114} S = {3,30,36,41,53,77,80,103,122} S = {3,30,36,41,64,77,103,106,113} S = {3,30,36,41,69,72,98,111,113} S = {3,30,36,41,78,80,93,119,122} S = {3,30,36,41,78,85,88,114,127} S = {3,30,36,42,55,70,89,111,114} S = {3,30,36,42,55,77,80,102,121} S = {3,30,36,43,49,72,93,103,114} S = {3,30,36,43,49,77,88,98,119} S = {3,30,36,45,49,69,88,106,119} S = {3,30,36,45,49,72,85,103,122} S = {3,30,36,45,56,72,85,110,115} S = {3,30,36,45,56,76,81,106,119} S = {3,30,36,47,50,70,89,106,119} S = {3,30,36,47,50,72,85,102,121} S = {3,30,36,48,61,72,85,107,118} S = {3,30,36,48,61,73,84,106,119} S = {3,30,36,49,64,85,103,105,114} S = {3,30,36,49,69,80,98,105,119} S = {3,30,36,49,72,86,93,111,122} S = {3,30,36,49,77,86,88,106,127} S = {3,30,36,53,56,73,84,111,114} S = {3,30,36,53,56,77,80,107,118} S = {3,30,36,56,61,73,84,110,115} S = {3,30,36,56,61,76,81,107,118} S = {3,30,36,56,63,73,85,110,114} S = {3,30,36,56,63,77,81,106,118} S = {3,30,36,56,66,73,85,111,115} S = {3,30,36,56,66,77,81,107,119} S = {3,30,36,56,72,84,110,114,125} S = {3,30,36,56,76,80,106,118,125} S = {3,30,36,57,64,77,85,103,122} S = {3,30,36,57,64,93,103,106,114} S = {3,30,36,57,64,93,111,119,122} S = {3,30,36,57,69,72,80,98,127} S = {3,30,36,57,69,88,98,111,119} S = {3,30,36,57,69,88,106,114,127} S = {3,30,36,57,72,77,81,107,118} S = {3,30,36,57,72,77,84,110,115} S = {3,30,36,57,72,79,82,106,117} S = {3,30,36,57,72,80,93,103,122} S = {3,30,36,57,72,87,106,109,112} S = {3,30,36,57,73,80,85,110,115} S = {3,30,36,57,73,84,106,111,115} S = {3,30,36,57,73,84,110,114,119} S = {3,30,36,57,74,77,87,111,112} S = {3,30,36,57,74,80,87,109,114} S = {3,30,36,57,74,85,109,112,119} S = {3,30,36,57,76,80,85,107,118} S = {3,30,36,57,76,81,106,111,118} S = {3,30,36,57,76,81,107,114,119} S = {3,30,36,57,77,82,104,111,117} S = {3,30,36,57,77,85,88,98,127} S = {3,30,36,57,79,80,104,114,117} S = {3,30,36,57,79,82,85,104,119} S = {3,30,36,58,61,72,81,111,118} S = {3,30,36,58,61,73,80,110,119} S = {3,30,36,59,72,85,102,109,112} S = {3,30,36,59,74,87,89,111,114} S = {3,30,36,59,77,80,102,104,117} S = {3,30,36,59,79,82,89,106,119} S = {3,30,36,61,71,72,81,107,114} S = {3,30,36,61,71,73,80,106,115} S = {3,30,36,61,76,85,111,118,120} S = {3,30,36,61,77,84,110,119,120} S = {3,30,37,40,48,64,93,102,123} S = {3,30,37,40,48,68,89,98,127} S = {3,30,37,40,49,64,93,107,118} S = {3,30,37,40,49,73,84,98,127} S = {3,30,37,40,51,80,93,102,107} S = {3,30,37,40,51,84,89,98,111} S = {3,30,37,40,57,73,84,111,114} S = {3,30,37,40,57,77,80,107,118} S = {3,30,37,40,64,77,102,107,113} S = {3,30,37,40,68,73,98,111,113} S = {3,30,37,40,78,80,93,118,123} S = {3,30,37,40,78,84,89,114,127} S = {3,30,37,41,48,64,93,110,115} S = {3,30,37,41,48,76,81,98,127} S = {3,30,37,43,48,72,93,102,115} S = {3,30,37,43,48,76,89,98,119} S = {3,30,37,48,57,72,85,110,115} S = {3,30,37,48,57,76,81,106,119} S = {3,30,37,48,64,85,102,105,115} S = {3,30,37,48,68,81,98,105,119} S = {3,30,37,48,72,86,93,110,123} S = {3,30,37,48,76,86,89,106,127} S = {3,30,37,56,64,73,85,110,115} S = {3,30,37,56,64,77,81,107,118} S = {3,30,37,56,64,77,85,102,123} S = {3,30,37,56,64,93,102,107,115} S = {3,30,37,56,64,93,110,118,123} S = {3,30,37,56,68,73,81,98,127} S = {3,30,37,56,68,73,85,111,114} S = {3,30,37,56,68,77,81,106,119} S = {3,30,37,56,68,89,98,111,119} S = {3,30,37,56,68,89,106,114,127} S = {3,30,37,56,72,80,93,102,123} S = {3,30,37,56,72,84,89,111,114} S = {3,30,37,56,72,84,93,110,115} S = {3,30,37,56,72,85,102,111,115} S = {3,30,37,56,72,85,110,114,123} S = {3,30,37,56,73,84,98,111,115} S = {3,30,37,56,73,84,110,114,127} S = {3,30,37,56,76,80,89,106,119} S = {3,30,37,56,76,80,93,107,118} S = {3,30,37,56,76,81,98,107,119} S = {3,30,37,56,76,81,106,118,127} S = {3,30,37,56,76,84,89,98,127} S = {3,30,37,56,77,80,102,107,119} S = {3,30,37,56,77,80,106,118,123} S = {3,30,37,57,72,84,95,110,114} S = {3,30,37,57,73,85,96,111,115} S = {3,30,37,57,76,80,95,106,118} S = {3,30,37,57,77,81,96,107,119} S = {3,30,38,40,59,74,85,111,114} S = {3,30,38,40,59,77,80,106,117} S = {3,30,38,45,59,72,85,111,112} S = {3,30,38,45,59,79,80,106,119} S = {3,30,38,48,59,72,85,109,114} S = {3,30,38,48,59,77,82,106,119} S = {3,30,38,53,59,72,87,111,114} S = {3,30,38,53,59,77,80,104,119} S = {3,30,38,57,68,74,87,111,114} S = {3,30,38,57,68,79,82,106,119} S = {3,30,38,57,72,85,109,112,123} S = {3,30,38,57,77,80,104,117,123} S = {3,30,39,40,49,68,93,107,114} S = {3,30,39,40,49,77,84,98,123} S = {3,30,39,41,48,68,93,106,115} S = {3,30,39,41,48,76,85,98,123} S = {3,30,40,45,49,68,89,107,118} S = {3,30,40,45,49,73,84,102,123} S = {3,30,40,45,52,68,89,110,115} S = {3,30,40,45,52,76,81,102,123} S = {3,30,40,47,50,68,89,106,117} S = {3,30,40,47,50,74,85,102,123} S = {3,30,40,48,61,68,89,103,122} S = {3,30,40,48,61,69,88,102,123} S = {3,30,40,49,64,89,101,107,114} S = {3,30,40,49,68,90,93,111,118} S = {3,30,40,49,73,80,98,101,123} S = {3,30,40,49,77,84,90,102,127} S = {3,30,40,52,57,69,88,111,114} S = {3,30,40,52,57,77,80,103,122} S = {3,30,40,52,61,69,88,110,115} S = {3,30,40,52,61,76,81,103,122} S = {3,30,40,52,63,69,89,110,114} S = {3,30,40,52,63,77,81,102,122} S = {3,30,40,52,66,69,89,111,115} S = {3,30,40,52,66,77,81,103,123} S = {3,30,40,52,68,88,110,114,125} S = {3,30,40,52,76,80,102,122,125} S = {3,30,40,53,64,77,89,107,118} S = {3,30,40,53,64,93,102,107,114} S = {3,30,40,53,64,93,111,118,123} S = {3,30,40,53,68,73,80,98,127} S = {3,30,40,53,68,77,81,103,122} S = {3,30,40,53,68,77,88,110,115} S = {3,30,40,53,68,79,82,102,121} S = {3,30,40,53,68,80,93,107,118} S = {3,30,40,53,68,91,102,109,112} S = {3,30,40,53,69,80,89,110,115} S = {3,30,40,53,69,88,102,111,115} S = {3,30,40,53,69,88,110,114,123} S = {3,30,40,53,70,77,91,111,112} S = {3,30,40,53,70,80,91,109,114} S = {3,30,40,53,70,89,109,112,123} S = {3,30,40,53,73,84,98,111,123} S = {3,30,40,53,73,84,102,114,127} S = {3,30,40,53,76,80,89,103,122} S = {3,30,40,53,76,81,102,111,122} S = {3,30,40,53,76,81,103,114,123} S = {3,30,40,53,77,82,100,111,121} S = {3,30,40,53,77,84,89,98,127} S = {3,30,40,53,79,80,100,114,121} S = {3,30,40,53,79,82,89,100,123} S = {3,30,40,54,61,68,81,111,122} S = {3,30,40,54,61,69,80,110,123} S = {3,30,40,55,68,89,106,109,112} S = {3,30,40,55,70,85,91,111,114} S = {3,30,40,55,77,80,100,106,121} S = {3,30,40,55,79,82,85,102,123} S = {3,30,40,61,68,75,81,103,114} S = {3,30,40,61,69,75,80,102,115} S = {3,30,40,61,76,89,111,116,122} S = {3,30,40,61,77,88,110,116,123} S = {3,30,41,48,53,68,89,110,115} S = {3,30,41,48,53,76,81,102,123} S = {3,30,41,48,64,89,101,106,115} S = {3,30,41,48,68,90,93,110,119} S = {3,30,41,48,72,81,98,101,123} S = {3,30,41,48,76,85,90,102,127} S = {3,30,41,52,64,69,89,110,115} S = {3,30,41,52,64,77,81,103,122} S = {3,30,41,52,64,77,89,106,119} S = {3,30,41,52,64,93,103,106,115} S = {3,30,41,52,64,93,110,119,122} S = {3,30,41,52,68,80,93,106,119} S = {3,30,41,52,68,85,88,111,114} S = {3,30,41,52,68,88,93,110,115} S = {3,30,41,52,68,89,106,111,115} S = {3,30,41,52,68,89,110,114,119} S = {3,30,41,52,69,72,81,98,127} S = {3,30,41,52,69,72,89,111,114} S = {3,30,41,52,69,88,98,111,115} S = {3,30,41,52,69,88,110,114,127} S = {3,30,41,52,72,77,81,102,123} S = {3,30,41,52,72,85,98,111,123} S = {3,30,41,52,72,85,102,114,127} S = {3,30,41,52,76,80,85,102,123} S = {3,30,41,52,76,80,93,103,122} S = {3,30,41,52,76,81,98,103,123} S = {3,30,41,52,76,81,102,122,127} S = {3,30,41,52,76,85,88,98,127} S = {3,30,41,52,77,80,102,119,122} S = {3,30,41,52,77,80,103,106,123} S = {3,30,41,53,68,88,95,110,114} S = {3,30,41,53,69,89,96,111,115} S = {3,30,41,53,76,80,95,102,122} S = {3,30,41,53,77,81,96,103,123} S = {3,30,42,45,55,68,89,111,112} S = {3,30,42,45,55,79,80,102,123} S = {3,30,42,48,55,68,89,109,114} S = {3,30,42,48,55,77,82,102,123} S = {3,30,42,53,68,89,109,112,119} S = {3,30,42,53,70,72,91,111,114} S = {3,30,42,53,72,79,82,102,123} S = {3,30,42,53,77,80,100,119,121} S = {3,30,42,55,57,68,91,111,114} S = {3,30,42,55,57,77,80,100,123} S = {3,30,44,48,53,68,89,107,118} S = {3,30,44,48,53,73,84,102,123} S = {3,30,44,48,57,69,88,106,119} S = {3,30,44,48,57,72,85,103,122} S = {3,30,44,48,61,69,88,107,118} S = {3,30,44,48,61,73,84,103,122} S = {3,30,44,48,63,69,89,106,118} S = {3,30,44,48,63,73,85,102,122} S = {3,30,44,48,66,69,89,107,119} S = {3,30,44,48,66,73,85,103,123} S = {3,30,44,48,68,88,106,118,125} S = {3,30,44,48,72,84,102,122,125} S = {3,30,44,49,64,69,89,107,118} S = {3,30,44,49,64,73,85,103,122} S = {3,30,44,49,64,85,89,111,114} S = {3,30,44,49,64,93,103,107,114} S = {3,30,44,49,64,93,111,118,122} S = {3,30,44,49,68,72,93,111,114} S = {3,30,44,49,68,77,88,106,119} S = {3,30,44,49,68,88,93,107,118} S = {3,30,44,49,68,89,106,111,118} S = {3,30,44,49,68,89,107,114,119} S = {3,30,44,49,69,73,80,98,127} S = {3,30,44,49,69,80,89,106,119} S = {3,30,44,49,69,88,98,107,119} S = {3,30,44,49,69,88,106,118,127} S = {3,30,44,49,72,77,84,102,123} S = {3,30,44,49,72,84,93,103,122} S = {3,30,44,49,72,85,102,111,122} S = {3,30,44,49,72,85,103,114,123} S = {3,30,44,49,73,80,85,102,123} S = {3,30,44,49,73,84,98,103,123} S = {3,30,44,49,73,84,102,122,127} S = {3,30,44,49,77,80,98,119,123} S = {3,30,44,49,77,80,102,106,127} S = {3,30,44,49,77,84,88,98,127} S = {3,30,44,52,57,64,93,103,122} S = {3,30,44,52,57,69,88,98,127} S = {3,30,44,53,56,64,93,107,118} S = {3,30,44,53,56,73,84,98,127} S = {3,30,44,53,57,64,93,111,114} S = {3,30,44,53,57,77,80,98,127} S = {3,30,44,53,58,64,89,111,118} S = {3,30,44,53,58,73,80,102,127} S = {3,30,44,53,64,71,89,107,114} S = {3,30,44,53,68,93,111,118,120} S = {3,30,44,53,71,73,80,98,123} S = {3,30,44,53,77,84,102,120,127} S = {3,30,44,54,57,64,85,111,122} S = {3,30,44,54,57,69,80,106,127} S = {3,30,44,57,64,75,85,103,114} S = {3,30,44,57,69,75,80,98,119} S = {3,30,44,57,72,93,111,116,122} S = {3,30,44,57,77,88,106,116,127} S = {3,30,45,48,64,85,89,110,115} S = {3,30,45,48,64,93,102,106,115} S = {3,30,45,48,64,93,110,119,123} S = {3,30,45,48,68,72,81,98,127} S = {3,30,45,48,68,72,93,110,115} S = {3,30,45,48,68,73,85,103,122} S = {3,30,45,48,68,74,87,102,121} S = {3,30,45,48,68,85,88,107,118} S = {3,30,45,48,68,91,102,104,117} S = {3,30,45,48,69,72,89,107,118} S = {3,30,45,48,69,88,102,107,119} S = {3,30,45,48,69,88,106,118,123} S = {3,30,45,48,70,72,91,106,117} S = {3,30,45,48,70,85,91,104,119} S = {3,30,45,48,70,89,104,117,123} S = {3,30,45,48,72,84,89,103,122} S = {3,30,45,48,72,87,100,106,121} S = {3,30,45,48,73,84,102,119,122} S = {3,30,45,48,73,84,103,106,123} S = {3,30,45,48,74,85,100,119,121} S = {3,30,45,48,74,87,89,100,123} S = {3,30,45,48,76,81,98,119,123} S = {3,30,45,48,76,81,102,106,127} S = {3,30,45,48,76,85,89,98,127} S = {3,30,45,49,68,88,95,106,118} S = {3,30,45,49,69,89,96,107,119} S = {3,30,45,49,72,84,95,102,122} S = {3,30,45,49,73,85,96,103,123} S = {3,30,45,50,68,89,104,111,117} S = {3,30,45,50,70,80,91,106,119} S = {3,30,45,50,72,85,100,111,121} S = {3,30,45,50,74,80,87,102,123} S = {3,30,45,52,56,64,93,110,115} S = {3,30,45,52,56,76,81,98,127} S = {3,30,45,52,57,64,93,106,119} S = {3,30,45,52,57,72,85,98,127} S = {3,30,45,52,58,64,89,110,119} S = {3,30,45,52,58,72,81,102,127} S = {3,30,45,52,64,71,89,106,115} S = {3,30,45,52,68,93,110,119,120} S = {3,30,45,52,71,72,81,98,123} S = {3,30,45,52,76,85,102,120,127} S = {3,30,45,53,56,64,93,102,123} S = {3,30,45,53,56,68,89,98,127} S = {3,30,45,54,56,64,85,110,123} S = {3,30,45,54,56,68,81,106,127} S = {3,30,45,56,64,75,85,102,115} S = {3,30,45,56,68,75,81,98,119} S = {3,30,45,56,72,93,110,116,123} S = {3,30,45,56,76,89,106,116,127} S = {3,30,46,48,61,68,73,119,122} S = {3,30,46,48,61,69,72,118,123} S = {3,30,46,52,57,64,77,119,122} S = {3,30,46,52,57,69,72,114,127} S = {3,30,46,53,56,64,77,118,123} S = {3,30,46,53,56,68,73,114,127} S = {3,30,47,48,68,89,104,114,117} S = {3,30,47,48,70,77,91,106,119} S = {3,30,47,48,72,85,100,114,121} S = {3,30,47,48,74,77,87,102,123} S = {3,30,47,50,53,68,89,104,119} S = {3,30,47,50,53,72,87,102,123} S = {3,30,47,50,57,68,91,106,119} S = {3,30,47,50,57,72,85,100,123} S = {3,30,48,61,68,73,83,103,106} S = {3,30,48,61,69,72,83,102,107} S = {3,30,48,61,84,89,108,119,122} S = {3,30,48,61,85,88,108,118,123} S = {3,30,52,57,64,77,83,103,106} S = {3,30,52,57,69,72,83,98,111} S = {3,30,52,57,80,93,108,119,122} S = {3,30,52,57,85,88,108,114,127} S = {3,30,53,56,64,77,83,102,107} S = {3,30,53,56,68,73,83,98,111} S = {3,30,53,56,80,93,108,118,123} S = {3,30,53,56,84,89,108,114,127} S = {3,31,36,56,72,84,109,110,115} S = {3,31,36,56,72,84,111,113,114} S = {3,31,36,56,72,85,86,111,115} S = {3,31,36,56,72,85,105,110,114} S = {3,31,36,56,72,86,106,109,113} S = {3,31,36,56,73,74,84,111,115} S = {3,31,36,56,73,78,82,107,117} S = {3,31,36,56,73,78,85,111,114} S = {3,31,36,56,73,82,85,110,115} S = {3,31,36,56,73,84,110,114,117} S = {3,31,36,56,74,77,81,107,118} S = {3,31,36,56,74,77,86,111,113} S = {3,31,36,56,74,81,86,109,115} S = {3,31,36,56,74,84,109,113,118} S = {3,31,36,56,76,80,105,106,119} S = {3,31,36,56,76,80,107,117,118} S = {3,31,36,56,76,81,82,107,119} S = {3,31,36,56,76,81,106,109,118} S = {3,31,36,56,76,82,105,110,117} S = {3,31,36,56,77,78,80,107,119} S = {3,31,36,56,77,80,106,113,118} S = {3,31,36,56,77,81,86,106,119} S = {3,31,36,56,78,80,105,114,117} S = {3,31,36,56,78,82,85,105,119} S = {3,31,36,57,58,72,84,111,115} S = {3,31,36,57,58,76,80,107,119} S = {3,31,36,57,72,84,101,110,114} S = {3,31,36,57,73,85,90,111,115} S = {3,31,36,57,76,80,101,106,118} S = {3,31,36,57,77,81,90,107,119} S = {3,31,36,58,72,84,102,109,113} S = {3,31,36,58,74,86,89,111,115} S = {3,31,36,58,76,80,102,105,117} S = {3,31,36,58,78,82,89,107,119} S = {3,31,37,38,56,72,84,111,115} S = {3,31,37,38,56,76,80,107,119} S = {3,31,37,42,54,70,88,111,115} S = {3,31,37,42,54,76,80,103,121} S = {3,31,37,42,57,73,84,111,115} S = {3,31,37,42,57,76,80,107,118} S = {3,31,37,46,50,70,88,107,119} S = {3,31,37,46,50,72,84,103,121} S = {3,31,37,46,57,72,84,111,114} S = {3,31,37,46,57,77,80,107,119} S = {3,31,37,50,57,72,84,110,115} S = {3,31,37,50,57,76,81,107,119} S = {3,31,37,54,57,72,85,111,115} S = {3,31,37,54,57,76,80,106,119} S = {3,31,37,56,70,73,85,111,115} S = {3,31,37,56,70,77,81,107,119} S = {3,31,37,56,72,84,110,114,121} S = {3,31,37,56,76,80,106,118,121} S = {3,31,38,41,53,69,88,111,115} S = {3,31,38,41,53,76,80,103,122} S = {3,31,38,41,58,74,84,111,115} S = {3,31,38,41,58,76,80,107,117} S = {3,31,38,45,49,69,88,107,119} S = {3,31,38,45,49,72,84,103,122} S = {3,31,38,45,58,72,84,111,113} S = {3,31,38,45,58,78,80,107,119} S = {3,31,38,49,58,72,84,109,115} S = {3,31,38,49,58,76,82,107,119} S = {3,31,38,53,58,72,86,111,115} S = {3,31,38,53,58,76,80,105,119} S = {3,31,38,56,69,74,86,111,115} S = {3,31,38,56,69,78,82,107,119} S = {3,31,38,56,72,84,109,113,122} S = {3,31,38,56,76,80,105,117,122} S = {3,31,40,52,68,88,109,110,115} S = {3,31,40,52,68,88,111,113,114} S = {3,31,40,52,68,89,90,111,115} S = {3,31,40,52,68,89,101,110,114} S = {3,31,40,52,68,90,102,109,113} S = {3,31,40,52,69,70,88,111,115} S = {3,31,40,52,69,78,82,103,121} S = {3,31,40,52,69,78,89,111,114} S = {3,31,40,52,69,82,89,110,115} S = {3,31,40,52,69,88,110,114,121} S = {3,31,40,52,70,77,81,103,122} S = {3,31,40,52,70,77,90,111,113} S = {3,31,40,52,70,81,90,109,115} S = {3,31,40,52,70,88,109,113,122} S = {3,31,40,52,76,80,101,102,123} S = {3,31,40,52,76,80,103,121,122} S = {3,31,40,52,76,81,82,103,123} S = {3,31,40,52,76,81,102,109,122} S = {3,31,40,52,76,82,101,110,121} S = {3,31,40,52,77,78,80,103,123} S = {3,31,40,52,77,80,102,113,122} S = {3,31,40,52,77,81,90,102,123} S = {3,31,40,52,78,80,101,114,121} S = {3,31,40,52,78,82,89,101,123} S = {3,31,40,53,54,68,88,111,115} S = {3,31,40,53,54,76,80,103,123} S = {3,31,40,53,68,88,105,110,114} S = {3,31,40,53,69,86,89,111,115} S = {3,31,40,53,76,80,102,105,122} S = {3,31,40,53,77,81,86,103,123} S = {3,31,40,54,68,88,106,109,113} S = {3,31,40,54,70,85,90,111,115} S = {3,31,40,54,76,80,101,106,121} S = {3,31,40,54,78,82,85,103,123} S = {3,31,41,42,52,68,88,111,115} S = {3,31,41,42,52,76,80,103,123} S = {3,31,41,46,50,68,88,107,117} S = {3,31,41,46,50,74,84,103,123} S = {3,31,41,46,53,68,88,111,114} S = {3,31,41,46,53,77,80,103,123} S = {3,31,41,50,53,68,88,110,115} S = {3,31,41,50,53,76,81,103,123} S = {3,31,41,52,68,88,110,114,117} S = {3,31,41,52,69,74,89,111,115} S = {3,31,41,52,74,77,81,103,123} S = {3,31,41,52,76,80,102,117,122} S = {3,31,41,53,58,68,89,111,115} S = {3,31,41,53,58,76,80,102,123} S = {3,31,42,45,49,68,88,107,118} S = {3,31,42,45,49,73,84,103,123} S = {3,31,42,45,54,68,88,111,113} S = {3,31,42,45,54,78,80,103,123} S = {3,31,42,49,54,68,88,109,115} S = {3,31,42,49,54,76,82,103,123} S = {3,31,42,52,68,88,109,113,118} S = {3,31,42,52,70,73,90,111,115} S = {3,31,42,52,73,78,82,103,123} S = {3,31,42,52,76,80,101,118,121} S = {3,31,42,54,57,68,90,111,115} S = {3,31,42,54,57,76,80,101,123} S = {3,31,44,48,68,88,105,106,119} S = {3,31,44,48,68,88,107,117,118} S = {3,31,44,48,68,89,90,107,119} S = {3,31,44,48,68,89,101,106,118} S = {3,31,44,48,68,90,102,105,117} S = {3,31,44,48,69,70,88,107,119} S = {3,31,44,48,69,74,86,103,121} S = {3,31,44,48,69,74,89,107,118} S = {3,31,44,48,69,86,89,106,119} S = {3,31,44,48,69,88,106,118,121} S = {3,31,44,48,70,73,85,103,122} S = {3,31,44,48,70,73,90,107,117} S = {3,31,44,48,70,85,90,105,119} S = {3,31,44,48,70,88,105,117,122} S = {3,31,44,48,72,84,101,102,123} S = {3,31,44,48,72,84,103,121,122} S = {3,31,44,48,72,85,86,103,123} S = {3,31,44,48,72,85,102,105,122} S = {3,31,44,48,72,86,101,106,121} S = {3,31,44,48,73,74,84,103,123} S = {3,31,44,48,73,84,102,117,122} S = {3,31,44,48,73,85,90,102,123} S = {3,31,44,48,74,84,101,118,121} S = {3,31,44,48,74,86,89,101,123} S = {3,31,44,49,50,68,88,107,119} S = {3,31,44,49,50,72,84,103,123} S = {3,31,44,49,68,88,106,109,118} S = {3,31,44,49,69,82,89,107,119} S = {3,31,44,49,72,84,102,109,122} S = {3,31,44,49,73,82,85,103,123} S = {3,31,44,50,68,88,105,110,117} S = {3,31,44,50,70,81,90,107,119} S = {3,31,44,50,72,84,101,110,121} S = {3,31,44,50,74,81,86,103,123} S = {3,31,45,46,48,68,88,107,119} S = {3,31,45,46,48,72,84,103,123} S = {3,31,45,48,68,88,106,113,118} S = {3,31,45,48,69,78,89,107,119} S = {3,31,45,48,72,84,102,113,122} S = {3,31,45,48,73,78,85,103,123} S = {3,31,45,49,54,68,88,106,119} S = {3,31,45,49,54,72,85,103,123} S = {3,31,45,49,58,68,89,107,119} S = {3,31,45,49,58,72,84,102,123} S = {3,31,46,48,68,88,105,114,117} S = {3,31,46,48,70,77,90,107,119} S = {3,31,46,48,72,84,101,114,121} S = {3,31,46,48,74,77,86,103,123} S = {3,31,46,50,53,68,88,105,119} S = {3,31,46,50,53,72,86,103,123} S = {3,31,46,50,57,68,90,107,119} S = {3,31,46,50,57,72,84,101,123} S = {3,32,45,54,59,78,85,88,99} S = {3,32,45,54,59,92,103,106,113} S = {3,32,45,55,58,78,84,89,99} S = {3,32,45,55,58,92,102,107,113} S = {3,32,46,53,59,77,86,88,99} S = {3,32,46,53,59,92,103,105,114} S = {3,32,46,55,57,77,84,90,99} S = {3,32,46,55,57,92,101,107,114} S = {3,32,47,53,58,76,86,89,99} S = {3,32,47,53,58,92,102,105,115} S = {3,32,47,54,57,76,85,90,99} S = {3,32,47,54,57,92,101,106,115} S = {3,36,41,50,63,78,85,88,99} S = {3,36,41,50,63,92,103,106,113} S = {3,36,41,55,58,78,80,93,99} S = {3,36,41,55,58,92,98,111,113} S = {3,36,42,49,63,77,86,88,99} S = {3,36,42,49,63,92,103,105,114} S = {3,36,42,55,57,77,80,94,99} S = {3,36,42,55,57,92,97,111,114} S = {3,36,47,49,58,72,86,93,99} S = {3,36,47,49,58,92,98,105,119} S = {3,36,47,50,57,72,85,94,99} S = {3,36,47,50,57,92,97,106,119} S = {3,36,56,63,73,78,82,85,99} S = {3,36,56,63,74,77,81,86,99} S = {3,36,56,63,92,105,110,114,117} S = {3,36,56,63,92,106,109,113,118} S = {3,36,57,62,72,79,82,85,99} S = {3,36,57,62,74,77,80,87,99} S = {3,36,57,62,92,104,111,114,117} S = {3,36,57,62,92,106,109,112,119} S = {3,36,58,61,72,79,81,86,99} S = {3,36,58,61,73,78,80,87,99} S = {3,36,58,61,92,104,111,113,118} S = {3,36,58,61,92,105,110,112,119} S = {3,37,40,50,63,78,84,89,99} S = {3,37,40,50,63,92,102,107,113} S = {3,37,40,54,59,78,80,93,99} S = {3,37,40,54,59,92,98,111,113} S = {3,37,42,48,63,76,86,89,99} S = {3,37,42,48,63,92,102,105,115} S = {3,37,42,54,57,76,80,95,99} S = {3,37,42,54,57,92,96,111,115} S = {3,37,46,48,59,72,86,93,99} S = {3,37,46,48,59,92,98,105,119} S = {3,37,46,50,57,72,84,95,99} S = {3,37,46,50,57,92,96,107,119} S = {3,38,40,49,63,77,84,90,99} S = {3,38,40,49,63,92,101,107,114} S = {3,38,40,53,59,77,80,94,99} S = {3,38,40,53,59,92,97,111,114} S = {3,38,41,48,63,76,85,90,99} S = {3,38,41,48,63,92,101,106,115} S = {3,38,41,53,58,76,80,95,99} S = {3,38,41,53,58,92,96,111,115} S = {3,38,45,48,59,72,85,94,99} S = {3,38,45,48,59,92,97,106,119} S = {3,38,45,49,58,72,84,95,99} S = {3,38,45,49,58,92,96,107,119} S = {3,40,47,49,54,68,90,93,99} S = {3,40,47,49,54,92,98,101,123} S = {3,40,47,50,53,68,89,94,99} S = {3,40,47,50,53,92,97,102,123} S = {3,40,52,63,69,78,82,89,99} S = {3,40,52,63,70,77,81,90,99} S = {3,40,52,63,92,101,110,114,121} S = {3,40,52,63,92,102,109,113,122} S = {3,40,53,62,68,79,82,89,99} S = {3,40,53,62,70,77,80,91,99} S = {3,40,53,62,92,100,111,114,121} S = {3,40,53,62,92,102,109,112,123} S = {3,40,54,61,68,79,81,90,99} S = {3,40,54,61,69,78,80,91,99} S = {3,40,54,61,92,100,111,113,122} S = {3,40,54,61,92,101,110,112,123} S = {3,41,46,48,55,68,90,93,99} S = {3,41,46,48,55,92,98,101,123} S = {3,41,46,50,53,68,88,95,99} S = {3,41,46,50,53,92,96,103,123} S = {3,42,45,48,55,68,89,94,99} S = {3,42,45,48,55,92,97,102,123} S = {3,42,45,49,54,68,88,95,99} S = {3,42,45,49,54,92,96,103,123} S = {3,44,48,63,69,74,86,89,99} S = {3,44,48,63,70,73,85,90,99} S = {3,44,48,63,92,101,106,118,121} S = {3,44,48,63,92,102,105,117,122} S = {3,44,53,58,64,79,86,89,99} S = {3,44,53,58,70,73,80,95,99} S = {3,44,53,58,92,96,111,118,121} S = {3,44,53,58,92,102,105,112,127} S = {3,44,54,57,64,79,85,90,99} S = {3,44,54,57,69,74,80,95,99} S = {3,44,54,57,92,96,111,117,122} S = {3,44,54,57,92,101,106,112,127} S = {3,45,48,62,68,74,87,89,99} S = {3,45,48,62,70,72,85,91,99} S = {3,45,48,62,92,100,106,119,121} S = {3,45,48,62,92,102,104,117,123} S = {3,45,52,58,64,78,87,89,99} S = {3,45,52,58,70,72,81,95,99} S = {3,45,52,58,92,96,110,119,121} S = {3,45,52,58,92,102,104,113,127} S = {3,45,54,56,64,78,85,91,99} S = {3,45,54,56,68,74,81,95,99} S = {3,45,54,56,92,96,110,117,123} S = {3,45,54,56,92,100,106,113,127} S = {3,46,48,61,68,73,87,90,99} S = {3,46,48,61,69,72,86,91,99} S = {3,46,48,61,92,100,105,119,122} S = {3,46,48,61,92,101,104,118,123} S = {3,46,52,57,64,77,87,90,99} S = {3,46,52,57,69,72,82,95,99} S = {3,46,52,57,92,96,109,119,122} S = {3,46,52,57,92,101,104,114,127} S = {3,46,53,56,64,77,86,91,99} S = {3,46,53,56,68,73,82,95,99} S = {3,46,53,56,92,96,109,118,123} S = {3,46,53,56,92,100,105,114,127} S = {3,60,64,77,86,91,103,106,113} S = {3,60,64,77,87,90,102,107,113} S = {3,60,64,78,85,91,103,105,114} S = {3,60,64,78,87,89,101,107,114} S = {3,60,64,79,85,90,102,105,115} S = {3,60,64,79,86,89,101,106,115} S = {3,60,68,73,82,95,103,106,113} S = {3,60,68,73,87,90,98,111,113} S = {3,60,68,74,81,95,103,105,114} S = {3,60,68,74,87,89,97,111,114} S = {3,60,68,79,81,90,98,105,119} S = {3,60,68,79,82,89,97,106,119} S = {3,60,68,88,95,105,110,114,117} S = {3,60,68,88,95,106,109,113,118} S = {3,60,68,89,94,104,111,114,117} S = {3,60,68,89,94,106,109,112,119} S = {3,60,68,90,93,104,111,113,118} S = {3,60,68,90,93,105,110,112,119} S = {3,60,69,72,82,95,102,107,113} S = {3,60,69,72,86,91,98,111,113} S = {3,60,69,74,80,95,102,105,115} S = {3,60,69,74,86,89,96,111,115} S = {3,60,69,78,80,91,98,105,119} S = {3,60,69,78,82,89,96,107,119} S = {3,60,70,72,81,95,101,107,114} S = {3,60,70,72,85,91,97,111,114} S = {3,60,70,73,80,95,101,106,115} S = {3,60,70,73,85,90,96,111,115} S = {3,60,70,77,80,91,97,106,119} S = {3,60,70,77,81,90,96,107,119} S = {3,60,72,79,81,86,98,101,123} S = {3,60,72,79,82,85,97,102,123} S = {3,60,72,84,95,101,110,114,121} S = {3,60,72,84,95,102,109,113,122} S = {3,60,72,85,94,100,111,114,121} S = {3,60,72,85,94,102,109,112,123} S = {3,60,72,86,93,100,111,113,122} S = {3,60,72,86,93,101,110,112,123} S = {3,60,73,78,80,87,98,101,123} S = {3,60,73,78,82,85,96,103,123} S = {3,60,74,77,80,87,97,102,123} S = {3,60,74,77,81,86,96,103,123} S = {3,60,76,80,95,101,106,118,121} S = {3,60,76,80,95,102,105,117,122} S = {3,60,76,85,90,96,111,118,121} S = {3,60,76,85,90,102,105,112,127} S = {3,60,76,86,89,96,111,117,122} S = {3,60,76,86,89,101,106,112,127} S = {3,60,77,80,94,100,106,119,121} S = {3,60,77,80,94,102,104,117,123} S = {3,60,77,84,90,96,110,119,121} S = {3,60,77,84,90,102,104,113,127} S = {3,60,77,86,88,96,110,117,123} S = {3,60,77,86,88,100,106,113,127} S = {3,60,78,80,93,100,105,119,122} S = {3,60,78,80,93,101,104,118,123} S = {3,60,78,84,89,96,109,119,122} S = {3,60,78,84,89,101,104,114,127} S = {3,60,78,85,88,96,109,118,123} S = {3,60,78,85,88,100,105,114,127} S = {4,7,9,49,62,82,93,101,106} S = {4,7,9,49,62,85,90,98,109} S = {4,7,9,50,61,81,94,101,106} S = {4,7,9,50,61,85,90,97,110} S = {4,7,9,53,58,81,94,98,109} S = {4,7,9,53,58,82,93,97,110} S = {4,7,10,49,62,82,93,102,105} S = {4,7,10,49,62,86,89,98,109} S = {4,7,10,50,61,81,94,102,105} S = {4,7,10,50,61,86,89,97,110} S = {4,7,10,54,57,81,94,98,109} S = {4,7,10,54,57,82,93,97,110} S = {4,7,17,41,62,74,93,101,114} S = {4,7,17,41,62,77,90,98,117} S = {4,7,17,42,61,73,94,101,114} S = {4,7,17,42,61,77,90,97,118} S = {4,7,17,45,58,73,94,98,117} S = {4,7,17,45,58,74,93,97,118} S = {4,7,18,41,62,74,93,102,113} S = {4,7,18,41,62,78,89,98,117} S = {4,7,18,42,61,73,94,102,113} S = {4,7,18,42,61,78,89,97,118} S = {4,7,18,46,57,73,94,98,117} S = {4,7,18,46,57,74,93,97,118} S = {4,7,25,33,62,74,85,109,114} S = {4,7,25,33,62,77,82,106,117} S = {4,7,25,34,62,74,86,109,113} S = {4,7,25,34,62,78,82,105,117} S = {4,7,25,42,53,65,94,109,114} S = {4,7,25,42,53,77,82,97,126} S = {4,7,25,42,54,66,94,109,113} S = {4,7,25,42,54,78,82,97,125} S = {4,7,25,45,50,65,94,106,117} S = {4,7,25,45,50,74,85,97,126} S = {4,7,25,46,50,66,94,105,117} S = {4,7,25,46,50,74,86,97,125} S = {4,7,26,33,61,73,85,110,114} S = {4,7,26,33,61,77,81,106,118} S = {4,7,26,34,61,73,86,110,113} S = {4,7,26,34,61,78,81,105,118} S = {4,7,26,41,53,65,93,110,114} S = {4,7,26,41,53,77,81,98,126} S = {4,7,26,41,54,66,93,110,113} S = {4,7,26,41,54,78,81,98,125} S = {4,7,26,45,49,65,93,106,118} S = {4,7,26,45,49,73,85,98,126} S = {4,7,26,46,49,66,93,105,118} S = {4,7,26,46,49,73,86,98,125} S = {4,7,29,33,58,73,82,110,117} S = {4,7,29,33,58,74,81,109,118} S = {4,7,29,41,50,65,90,110,117} S = {4,7,29,41,50,74,81,101,126} S = {4,7,29,42,49,65,90,109,118} S = {4,7,29,42,49,73,82,101,126} S = {4,7,30,34,57,73,82,110,117} S = {4,7,30,34,57,74,81,109,118} S = {4,7,30,41,50,66,89,110,117} S = {4,7,30,41,50,74,81,102,125} S = {4,7,30,42,49,66,89,109,118} S = {4,7,30,42,49,73,82,102,125} S = {4,8,15,49,62,82,93,99,108} S = {4,8,15,49,62,83,92,98,109} S = {4,8,15,50,61,81,94,99,108} S = {4,8,15,50,61,83,92,97,110} S = {4,8,15,51,60,81,94,98,109} S = {4,8,15,51,60,82,93,97,110} S = {4,8,17,34,63,67,94,109,112} S = {4,8,17,34,63,79,82,97,124} S = {4,8,17,35,62,66,95,109,112} S = {4,8,17,35,62,79,82,96,125} S = {4,8,17,47,50,66,95,97,124} S = {4,8,17,47,50,67,94,96,125} S = {4,8,18,33,63,67,93,110,112} S = {4,8,18,33,63,79,81,98,124} S = {4,8,18,35,61,65,95,110,112} S = {4,8,18,35,61,79,81,96,126} S = {4,8,18,47,49,65,95,98,124} S = {4,8,18,47,49,67,93,96,126} S = {4,8,19,33,62,66,93,111,112} S = {4,8,19,33,62,79,80,98,125} S = {4,8,19,34,61,65,94,111,112} S = {4,8,19,34,61,79,80,97,126} S = {4,8,19,45,62,78,93,99,112} S = {4,8,19,45,62,79,92,98,113} S = {4,8,19,46,61,77,94,99,112} S = {4,8,19,46,61,79,92,97,114} S = {4,8,19,47,48,65,94,98,125} S = {4,8,19,47,48,66,93,97,126} S = {4,8,19,47,60,77,94,98,113} S = {4,8,19,47,60,78,93,97,114} S = {4,8,29,35,62,78,83,109,112} S = {4,8,29,35,62,79,82,108,113} S = {4,8,29,46,51,67,94,109,112} S = {4,8,29,46,51,79,82,97,124} S = {4,8,29,47,50,67,94,108,113} S = {4,8,29,47,50,78,83,97,124} S = {4,8,30,35,61,77,83,110,112} S = {4,8,30,35,61,79,81,108,114} S = {4,8,30,45,51,67,93,110,112} S = {4,8,30,45,51,79,81,98,124} S = {4,8,30,47,49,67,93,108,114} S = {4,8,30,47,49,77,83,98,124} S = {4,8,31,33,50,66,81,111,124} S = {4,8,31,33,50,67,80,110,125} S = {4,8,31,34,49,65,82,111,124} S = {4,8,31,34,49,67,80,109,126} S = {4,8,31,35,48,65,82,110,125} S = {4,8,31,35,48,66,81,109,126} S = {4,8,31,35,60,77,82,110,113} S = {4,8,31,35,60,78,81,109,114} S = {4,8,31,45,50,67,92,110,113} S = {4,8,31,45,50,78,81,99,124} S = {4,8,31,46,49,67,92,109,114} S = {4,8,31,46,49,77,82,99,124} S = {4,9,10,48,63,83,92,103,104} S = {4,9,10,48,63,87,88,99,108} S = {4,9,10,51,60,80,95,103,104} S = {4,9,10,51,60,87,88,96,111} S = {4,9,10,55,56,80,95,99,108} S = {4,9,10,55,56,83,92,96,111} S = {4,9,14,50,61,83,92,103,104} S = {4,9,14,50,61,87,88,99,108} S = {4,9,14,51,60,82,93,103,104} S = {4,9,14,51,60,87,88,98,109} S = {4,9,14,55,56,82,93,99,108} S = {4,9,14,55,56,83,92,98,109} S = {4,9,15,50,61,83,92,101,106} S = {4,9,15,50,61,85,90,99,108} S = {4,9,15,51,60,82,93,101,106} S = {4,9,15,51,60,85,90,98,109} S = {4,9,15,53,58,82,93,99,108} S = {4,9,15,53,58,83,92,98,109} S = {4,9,16,34,63,67,94,104,117} S = {4,9,16,34,63,74,87,97,124} S = {4,9,16,35,62,66,95,104,117} S = {4,9,16,35,62,74,87,96,125} S = {4,9,16,42,55,66,95,97,124} S = {4,9,16,42,55,67,94,96,125} S = {4,9,17,34,63,67,94,101,120} S = {4,9,17,34,63,71,90,97,124} S = {4,9,17,35,62,66,95,101,120} S = {4,9,17,35,62,71,90,96,125} S = {4,9,17,39,58,66,95,97,124} S = {4,9,17,39,58,67,94,96,125} S = {4,9,18,31,35,46,53,71,120} S = {4,9,18,31,35,46,56,74,117} S = {4,9,18,31,35,53,56,81,110} S = {4,9,18,31,35,67,110,117,120} S = {4,9,18,31,35,71,74,81,124} S = {4,9,18,31,39,42,49,67,124} S = {4,9,18,31,39,42,60,78,113} S = {4,9,18,31,39,49,60,85,106} S = {4,9,18,31,39,67,78,85,120} S = {4,9,18,31,39,71,106,113,124} S = {4,9,18,31,42,49,60,88,103} S = {4,9,18,31,42,67,78,88,117} S = {4,9,18,31,42,74,103,113,124} S = {4,9,18,31,46,53,56,92,99} S = {4,9,18,31,46,71,74,92,113} S = {4,9,18,31,46,78,99,117,120} S = {4,9,18,31,49,67,85,88,110} S = {4,9,18,31,49,81,103,106,124} S = {4,9,18,31,53,71,81,92,106} S = {4,9,18,31,53,85,99,110,120} S = {4,9,18,31,56,74,81,92,103} S = {4,9,18,31,56,88,99,110,117} S = {4,9,18,31,60,78,85,88,99} S = {4,9,18,31,60,92,103,106,113} S = {4,9,18,32,63,67,88,110,117} S = {4,9,18,32,63,74,81,103,124} S = {4,9,18,33,63,67,85,110,120} S = {4,9,18,33,63,71,81,106,124} S = {4,9,18,34,63,67,78,117,120} S = {4,9,18,34,63,71,74,113,124} S = {4,9,18,35,46,53,56,95,96} S = {4,9,18,35,46,66,95,117,120} S = {4,9,18,35,46,71,74,96,125} S = {4,9,18,35,53,65,95,110,120} S = {4,9,18,35,53,71,81,96,126} S = {4,9,18,35,56,64,95,110,117} S = {4,9,18,35,56,74,81,96,127} S = {4,9,18,39,42,49,60,95,96} S = {4,9,18,39,42,66,95,113,124} S = {4,9,18,39,42,67,78,96,125} S = {4,9,18,39,49,65,95,106,124} S = {4,9,18,39,49,67,85,96,126} S = {4,9,18,40,63,74,92,103,113} S = {4,9,18,40,63,78,88,99,117} S = {4,9,18,42,49,64,95,103,124} S = {4,9,18,42,49,67,88,96,127} S = {4,9,18,42,60,72,95,103,113} S = {4,9,18,42,60,78,88,96,119} S = {4,9,18,46,56,72,95,99,117} S = {4,9,18,46,56,74,92,96,119} S = {4,9,18,48,63,81,92,103,106} S = {4,9,18,48,63,85,88,99,110} S = {4,9,18,49,60,80,95,103,106} S = {4,9,18,49,60,85,88,96,111} S = {4,9,18,53,56,80,95,99,110} S = {4,9,18,53,56,81,92,96,111} S = {4,9,18,63,67,78,85,88,96} S = {4,9,18,63,71,74,81,92,96} S = {4,9,18,63,95,99,110,117,120} S = {4,9,18,63,95,103,106,113,124} S = {4,9,19,30,34,47,53,71,120} S = {4,9,19,30,34,47,56,74,117} S = {4,9,19,30,34,53,56,80,111} S = {4,9,19,30,34,66,111,117,120} S = {4,9,19,30,34,71,74,80,125} S = {4,9,19,30,39,42,48,66,125} S = {4,9,19,30,39,42,61,79,112} S = {4,9,19,30,39,48,61,85,106} S = {4,9,19,30,39,66,79,85,120} S = {4,9,19,30,39,71,106,112,125} S = {4,9,19,30,42,48,61,88,103} S = {4,9,19,30,42,66,79,88,117} S = {4,9,19,30,42,74,103,112,125} S = {4,9,19,30,47,53,56,93,98} S = {4,9,19,30,47,71,74,93,112} S = {4,9,19,30,47,79,98,117,120} S = {4,9,19,30,48,66,85,88,111} S = {4,9,19,30,48,80,103,106,125} S = {4,9,19,30,53,71,80,93,106} S = {4,9,19,30,53,85,98,111,120} S = {4,9,19,30,56,74,80,93,103} S = {4,9,19,30,56,88,98,111,117} S = {4,9,19,30,61,79,85,88,98} S = {4,9,19,30,61,93,103,106,112} S = {4,9,19,32,62,66,88,111,117} S = {4,9,19,32,62,74,80,103,125} S = {4,9,19,33,62,66,85,111,120} S = {4,9,19,33,62,71,80,106,125} S = {4,9,19,34,47,53,56,94,97} S = {4,9,19,34,47,67,94,117,120} S = {4,9,19,34,47,71,74,97,124} S = {4,9,19,34,53,65,94,111,120} S = {4,9,19,34,53,71,80,97,126} S = {4,9,19,34,56,64,94,111,117} S = {4,9,19,34,56,74,80,97,127} S = {4,9,19,35,62,66,79,117,120} S = {4,9,19,35,62,71,74,112,125} S = {4,9,19,37,62,71,93,106,112} S = {4,9,19,37,62,79,85,98,120} S = {4,9,19,39,42,48,61,94,97} S = {4,9,19,39,42,66,79,97,124} S = {4,9,19,39,42,67,94,112,125} S = {4,9,19,39,48,65,94,106,125} S = {4,9,19,39,48,66,85,97,126} S = {4,9,19,39,61,69,94,106,112} S = {4,9,19,39,61,79,85,97,122} S = {4,9,19,42,48,64,94,103,125} S = {4,9,19,42,48,66,88,97,127} S = {4,9,19,47,53,69,94,98,120} S = {4,9,19,47,53,71,93,97,122} S = {4,9,19,48,61,81,94,103,106} S = {4,9,19,48,61,85,88,97,110} S = {4,9,19,49,62,80,93,103,106} S = {4,9,19,49,62,85,88,98,111} S = {4,9,19,53,56,80,93,97,110} S = {4,9,19,53,56,81,94,98,111} S = {4,9,19,62,66,79,85,88,97} S = {4,9,19,62,71,74,80,93,97} S = {4,9,19,62,94,98,111,117,120} S = {4,9,19,62,94,103,106,112,125} S = {4,9,21,35,62,71,90,109,112} S = {4,9,21,35,62,79,82,101,120} S = {4,9,21,39,58,67,94,109,112} S = {4,9,21,39,58,79,82,97,124} S = {4,9,21,47,50,67,94,101,120} S = {4,9,21,47,50,71,90,97,124} S = {4,9,23,26,34,47,49,67,124} S = {4,9,23,26,34,47,60,78,113} S = {4,9,23,26,34,49,60,80,111} S = {4,9,23,26,34,66,111,113,124} S = {4,9,23,26,34,67,78,80,125} S = {4,9,23,26,35,46,48,66,125} S = {4,9,23,26,35,46,61,79,112} S = {4,9,23,26,35,48,61,81,110} S = {4,9,23,26,35,66,79,81,124} S = {4,9,23,26,35,67,110,112,125} S = {4,9,23,26,46,48,61,92,99} S = {4,9,23,26,46,66,79,92,113} S = {4,9,23,26,46,78,99,112,125} S = {4,9,23,26,47,49,60,93,98} S = {4,9,23,26,47,67,78,93,112} S = {4,9,23,26,47,79,98,113,124} S = {4,9,23,26,48,66,81,92,111} S = {4,9,23,26,48,80,99,110,125} S = {4,9,23,26,49,67,80,93,110} S = {4,9,23,26,49,81,98,111,124} S = {4,9,23,26,60,78,80,93,99} S = {4,9,23,26,60,92,98,111,113} S = {4,9,23,26,61,79,81,92,98} S = {4,9,23,26,61,93,99,110,112} S = {4,9,23,33,58,66,81,111,124} S = {4,9,23,33,58,67,80,110,125} S = {4,9,23,34,47,49,60,90,101} S = {4,9,23,34,47,67,78,101,120} S = {4,9,23,34,47,71,90,113,124} S = {4,9,23,34,49,65,90,111,124} S = {4,9,23,34,49,67,80,101,126} S = {4,9,23,35,46,48,61,90,101} S = {4,9,23,35,46,66,79,101,120} S = {4,9,23,35,46,71,90,112,125} S = {4,9,23,35,48,65,90,110,125} S = {4,9,23,35,48,66,81,101,126} S = {4,9,23,35,61,69,90,110,112} S = {4,9,23,35,61,79,81,101,122} S = {4,9,23,37,58,67,93,110,112} S = {4,9,23,37,58,79,81,98,124} S = {4,9,23,39,58,66,79,113,124} S = {4,9,23,39,58,67,78,112,125} S = {4,9,23,45,58,78,93,99,112} S = {4,9,23,45,58,79,92,98,113} S = {4,9,23,46,61,77,90,99,112} S = {4,9,23,46,61,79,92,101,114} S = {4,9,23,47,49,67,93,101,122} S = {4,9,23,47,49,69,90,98,124} S = {4,9,23,47,60,77,90,98,113} S = {4,9,23,47,60,78,93,101,114} S = {4,9,23,48,61,81,92,101,106} S = {4,9,23,48,61,85,90,99,110} S = {4,9,23,49,60,80,93,101,106} S = {4,9,23,49,60,85,90,98,111} S = {4,9,23,53,58,80,93,99,110} S = {4,9,23,53,58,81,92,98,111} S = {4,9,23,58,66,79,81,92,101} S = {4,9,23,58,67,78,80,93,101} S = {4,9,23,58,90,98,111,113,124} S = {4,9,23,58,90,99,110,112,125} S = {4,9,24,34,63,74,87,108,113} S = {4,9,24,34,63,78,83,104,117} S = {4,9,24,42,55,66,95,108,113} S = {4,9,24,42,55,78,83,96,125} S = {4,9,24,46,51,66,95,104,117} S = {4,9,24,46,51,74,87,96,125} S = {4,9,26,32,55,66,81,111,124} S = {4,9,26,32,55,67,80,110,125} S = {4,9,26,34,47,49,60,87,104} S = {4,9,26,34,47,67,78,104,117} S = {4,9,26,34,47,74,87,113,124} S = {4,9,26,34,49,64,87,111,124} S = {4,9,26,34,49,67,80,104,127} S = {4,9,26,34,60,72,87,111,113} S = {4,9,26,34,60,78,80,104,119} S = {4,9,26,35,46,48,61,87,104} S = {4,9,26,35,46,66,79,104,117} S = {4,9,26,35,46,74,87,112,125} S = {4,9,26,35,48,64,87,110,125} S = {4,9,26,35,48,66,81,104,127} S = {4,9,26,40,55,66,92,111,113} S = {4,9,26,40,55,78,80,99,125} S = {4,9,26,42,55,66,79,113,124} S = {4,9,26,42,55,67,78,112,125} S = {4,9,26,44,55,78,93,99,112} S = {4,9,26,44,55,79,92,98,113} S = {4,9,26,46,48,66,92,104,119} S = {4,9,26,46,48,72,87,99,125} S = {4,9,26,46,61,76,87,99,112} S = {4,9,26,46,61,79,92,104,115} S = {4,9,26,47,60,76,87,98,113} S = {4,9,26,47,60,78,93,104,115} S = {4,9,26,48,61,81,92,103,104} S = {4,9,26,48,61,87,88,99,110} S = {4,9,26,49,60,80,93,103,104} S = {4,9,26,49,60,87,88,98,111} S = {4,9,26,55,56,80,93,99,110} S = {4,9,26,55,56,81,92,98,111} S = {4,9,26,55,66,79,81,92,104} S = {4,9,26,55,67,78,80,93,104} S = {4,9,26,55,87,98,111,113,124} S = {4,9,26,55,87,99,110,112,125} S = {4,9,28,42,55,78,83,109,112} S = {4,9,28,42,55,79,82,108,113} S = {4,9,28,46,51,74,87,109,112} S = {4,9,28,46,51,79,82,104,117} S = {4,9,28,47,50,74,87,108,113} S = {4,9,28,47,50,78,83,104,117} S = {4,9,29,39,58,78,83,109,112} S = {4,9,29,39,58,79,82,108,113} S = {4,9,29,46,51,71,90,109,112} S = {4,9,29,46,51,79,82,101,120} S = {4,9,29,47,50,71,90,108,113} S = {4,9,29,47,50,78,83,101,120} S = {4,9,30,34,47,53,56,83,108} S = {4,9,30,34,47,71,74,108,113} S = {4,9,30,34,47,78,83,117,120} S = {4,9,30,34,56,72,83,111,117} S = {4,9,30,34,56,74,80,108,119} S = {4,9,30,39,42,48,61,83,108} S = {4,9,30,39,42,66,79,108,113} S = {4,9,30,39,42,78,83,112,125} S = {4,9,30,39,61,77,83,106,112} S = {4,9,30,39,61,79,85,108,114} S = {4,9,30,40,51,66,88,111,117} S = {4,9,30,40,51,74,80,103,125} S = {4,9,30,42,48,66,88,108,119} S = {4,9,30,42,48,72,83,103,125} S = {4,9,30,42,61,76,83,103,112} S = {4,9,30,42,61,79,88,108,115} S = {4,9,30,44,51,74,93,103,112} S = {4,9,30,44,51,79,88,98,117} S = {4,9,30,45,51,71,93,106,112} S = {4,9,30,45,51,79,85,98,120} S = {4,9,30,46,51,66,79,117,120} S = {4,9,30,46,51,71,74,112,125} S = {4,9,30,47,53,71,93,108,114} S = {4,9,30,47,53,77,83,98,120} S = {4,9,30,47,56,74,93,108,115} S = {4,9,30,47,56,76,83,98,117} S = {4,9,30,48,61,83,92,103,106} S = {4,9,30,48,61,85,88,99,108} S = {4,9,30,51,60,80,93,103,106} S = {4,9,30,51,60,85,88,98,111} S = {4,9,30,51,66,79,85,88,108} S = {4,9,30,51,71,74,80,93,108} S = {4,9,30,51,83,98,111,117,120} S = {4,9,30,51,83,103,106,112,125} S = {4,9,30,53,56,80,93,99,108} S = {4,9,30,53,56,83,92,98,111} S = {4,9,31,35,46,53,56,82,109} S = {4,9,31,35,46,71,74,109,112} S = {4,9,31,35,46,79,82,117,120} S = {4,9,31,35,53,69,82,110,120} S = {4,9,31,35,53,71,81,109,122} S = {4,9,31,37,50,67,85,110,120} S = {4,9,31,37,50,71,81,106,124} S = {4,9,31,39,42,49,60,82,109} S = {4,9,31,39,42,67,78,109,112} S = {4,9,31,39,42,79,82,113,124} S = {4,9,31,39,49,67,85,109,122} S = {4,9,31,39,49,69,82,106,124} S = {4,9,31,39,60,77,82,106,113} S = {4,9,31,39,60,78,85,109,114} S = {4,9,31,42,60,76,82,103,113} S = {4,9,31,42,60,78,88,109,115} S = {4,9,31,44,50,74,92,103,113} S = {4,9,31,44,50,78,88,99,117} S = {4,9,31,45,50,71,92,106,113} S = {4,9,31,45,50,78,85,99,120} S = {4,9,31,46,53,71,92,109,114} S = {4,9,31,46,53,77,82,99,120} S = {4,9,31,46,56,74,92,109,115} S = {4,9,31,46,56,76,82,99,117} S = {4,9,31,47,50,67,78,117,120} S = {4,9,31,47,50,71,74,113,124} S = {4,9,31,49,60,82,93,103,106} S = {4,9,31,49,60,85,88,98,109} S = {4,9,31,50,61,81,92,103,106} S = {4,9,31,50,61,85,88,99,110} S = {4,9,31,50,67,78,85,88,109} S = {4,9,31,50,71,74,81,92,109} S = {4,9,31,50,82,99,110,117,120} S = {4,9,31,50,82,103,106,113,124} S = {4,9,31,53,56,81,92,98,109} S = {4,9,31,53,56,82,93,99,110} S = {4,9,34,47,49,67,94,101,104} S = {4,9,34,47,49,87,90,97,124} S = {4,9,34,47,53,71,90,97,108} S = {4,9,34,47,53,83,94,101,120} S = {4,9,34,47,56,74,87,97,108} S = {4,9,34,47,56,83,94,104,117} S = {4,9,34,47,60,78,83,101,104} S = {4,9,34,47,60,87,90,108,113} S = {4,9,34,48,63,83,94,101,104} S = {4,9,34,48,63,87,90,97,108} S = {4,9,34,49,60,80,95,101,104} S = {4,9,34,49,60,87,90,96,111} S = {4,9,34,53,56,80,95,97,108} S = {4,9,34,53,56,83,94,96,111} S = {4,9,34,63,67,78,80,101,104} S = {4,9,34,63,71,74,80,97,108} S = {4,9,34,63,83,94,111,117,120} S = {4,9,34,63,87,90,111,113,124} S = {4,9,35,46,48,66,95,101,104} S = {4,9,35,46,48,87,90,96,125} S = {4,9,35,46,53,71,90,96,109} S = {4,9,35,46,53,82,95,101,120} S = {4,9,35,46,56,74,87,96,109} S = {4,9,35,46,56,82,95,104,117} S = {4,9,35,46,61,79,82,101,104} S = {4,9,35,46,61,87,90,109,112} S = {4,9,35,48,61,81,94,101,104} S = {4,9,35,48,61,87,90,97,110} S = {4,9,35,49,62,82,95,101,104} S = {4,9,35,49,62,87,90,96,109} S = {4,9,35,53,56,81,94,96,109} S = {4,9,35,53,56,82,95,97,110} S = {4,9,35,62,66,79,81,101,104} S = {4,9,35,62,71,74,81,96,109} S = {4,9,35,62,82,95,110,117,120} S = {4,9,35,62,87,90,110,112,125} S = {4,9,39,42,48,66,95,97,108} S = {4,9,39,42,48,83,94,96,125} S = {4,9,39,42,49,67,94,96,109} S = {4,9,39,42,49,82,95,97,124} S = {4,9,39,42,60,78,83,96,109} S = {4,9,39,42,60,82,95,108,113} S = {4,9,39,42,61,79,82,97,108} S = {4,9,39,42,61,83,94,109,112} S = {4,9,39,48,61,83,94,101,106} S = {4,9,39,48,61,85,90,97,108} S = {4,9,39,49,60,82,95,101,106} S = {4,9,39,49,60,85,90,96,109} S = {4,9,39,53,58,82,95,97,108} S = {4,9,39,53,58,83,94,96,109} S = {4,9,39,58,66,79,85,97,108} S = {4,9,39,58,67,78,85,96,109} S = {4,9,39,58,82,95,106,113,124} S = {4,9,39,58,83,94,106,112,125} S = {4,9,42,48,61,83,94,103,104} S = {4,9,42,48,61,87,88,97,108} S = {4,9,42,49,60,82,95,103,104} S = {4,9,42,49,60,87,88,96,109} S = {4,9,42,55,56,82,95,97,108} S = {4,9,42,55,56,83,94,96,109} S = {4,9,42,55,66,79,88,97,108} S = {4,9,42,55,67,78,88,96,109} S = {4,9,42,55,82,95,103,113,124} S = {4,9,42,55,83,94,103,112,125} S = {4,9,46,48,61,83,92,101,104} S = {4,9,46,48,61,87,90,99,108} S = {4,9,46,51,60,82,95,101,104} S = {4,9,46,51,60,87,90,96,109} S = {4,9,46,51,66,79,92,101,104} S = {4,9,46,51,71,74,92,96,109} S = {4,9,46,51,82,95,99,117,120} S = {4,9,46,51,87,90,99,112,125} S = {4,9,46,53,56,82,95,99,108} S = {4,9,46,53,56,83,92,96,109} S = {4,9,47,49,60,82,93,101,104} S = {4,9,47,49,60,87,90,98,109} S = {4,9,47,50,61,83,94,101,104} S = {4,9,47,50,61,87,90,97,108} S = {4,9,47,50,67,78,93,101,104} S = {4,9,47,50,71,74,93,97,108} S = {4,9,47,50,83,94,98,117,120} S = {4,9,47,50,87,90,98,113,124} S = {4,9,47,53,56,82,93,97,108} S = {4,9,47,53,56,83,94,98,109} S = {4,9,48,63,66,81,92,101,104} S = {4,9,48,63,66,85,88,97,108} S = {4,9,48,63,83,94,103,106,125} S = {4,9,48,63,87,90,99,110,125} S = {4,9,49,62,67,80,93,101,104} S = {4,9,49,62,67,85,88,96,109} S = {4,9,49,62,82,95,103,106,124} S = {4,9,49,62,87,90,98,111,124} S = {4,9,50,61,79,81,92,101,104} S = {4,9,50,61,79,85,88,97,108} S = {4,9,50,61,83,94,103,106,112} S = {4,9,50,61,87,90,99,110,112} S = {4,9,50,63,67,78,85,101,120} S = {4,9,50,63,67,78,88,104,117} S = {4,9,50,63,67,81,94,101,104} S = {4,9,50,63,67,85,88,97,110} S = {4,9,50,63,67,94,110,117,120} S = {4,9,50,63,71,74,81,97,124} S = {4,9,50,63,71,74,92,108,113} S = {4,9,50,63,71,81,92,101,106} S = {4,9,50,63,71,85,90,97,108} S = {4,9,50,63,71,90,106,113,124} S = {4,9,50,63,74,81,92,103,104} S = {4,9,50,63,74,87,88,97,108} S = {4,9,50,63,74,87,103,113,124} S = {4,9,50,63,78,83,92,101,104} S = {4,9,50,63,78,83,99,117,120} S = {4,9,50,63,78,85,88,99,108} S = {4,9,50,63,81,94,103,106,124} S = {4,9,50,63,83,92,103,106,113} S = {4,9,50,63,83,94,101,106,120} S = {4,9,50,63,83,94,103,104,117} S = {4,9,50,63,85,90,99,110,120} S = {4,9,50,63,87,88,99,110,117} S = {4,9,50,63,87,90,97,110,124} S = {4,9,50,63,87,90,99,108,113} S = {4,9,51,60,78,80,93,101,104} S = {4,9,51,60,78,85,88,96,109} S = {4,9,51,60,82,95,103,106,113} S = {4,9,51,60,87,90,98,111,113} S = {4,9,51,62,66,79,85,101,120} S = {4,9,51,62,66,79,88,104,117} S = {4,9,51,62,66,80,95,101,104} S = {4,9,51,62,66,85,88,96,111} S = {4,9,51,62,66,95,111,117,120} S = {4,9,51,62,71,74,80,96,125} S = {4,9,51,62,71,74,93,109,112} S = {4,9,51,62,71,80,93,101,106} S = {4,9,51,62,71,85,90,96,109} S = {4,9,51,62,71,90,106,112,125} S = {4,9,51,62,74,80,93,103,104} S = {4,9,51,62,74,87,88,96,109} S = {4,9,51,62,74,87,103,112,125} S = {4,9,51,62,79,82,93,101,104} S = {4,9,51,62,79,82,98,117,120} S = {4,9,51,62,79,85,88,98,109} S = {4,9,51,62,80,95,103,106,125} S = {4,9,51,62,82,93,103,106,112} S = {4,9,51,62,82,95,101,106,120} S = {4,9,51,62,82,95,103,104,117} S = {4,9,51,62,85,90,98,111,120} S = {4,9,51,62,87,88,98,111,117} S = {4,9,51,62,87,90,96,111,125} S = {4,9,51,62,87,90,98,109,112} S = {4,9,53,58,71,80,93,97,108} S = {4,9,53,58,71,81,92,96,109} S = {4,9,53,58,82,95,99,110,120} S = {4,9,53,58,83,94,98,111,120} S = {4,9,55,56,74,80,93,97,108} S = {4,9,55,56,74,81,92,96,109} S = {4,9,55,56,82,95,99,110,117} S = {4,9,55,56,83,94,98,111,117} S = {4,9,55,58,66,79,81,97,124} S = {4,9,55,58,66,79,92,108,113} S = {4,9,55,58,66,80,95,97,108} S = {4,9,55,58,66,81,92,96,111} S = {4,9,55,58,66,95,111,113,124} S = {4,9,55,58,67,78,80,96,125} S = {4,9,55,58,67,78,93,109,112} S = {4,9,55,58,67,80,93,97,110} S = {4,9,55,58,67,81,94,96,109} S = {4,9,55,58,67,94,110,112,125} S = {4,9,55,58,78,80,93,99,108} S = {4,9,55,58,78,83,92,96,109} S = {4,9,55,58,78,83,99,112,125} S = {4,9,55,58,79,81,92,98,109} S = {4,9,55,58,79,82,93,97,108} S = {4,9,55,58,79,82,98,113,124} S = {4,9,55,58,80,95,99,110,125} S = {4,9,55,58,81,94,98,111,124} S = {4,9,55,58,82,93,99,110,112} S = {4,9,55,58,82,95,97,110,124} S = {4,9,55,58,82,95,99,108,113} S = {4,9,55,58,83,92,98,111,113} S = {4,9,55,58,83,94,96,111,125} S = {4,9,55,58,83,94,98,109,112} S = {4,10,13,49,62,83,92,103,104} S = {4,10,13,49,62,87,88,99,108} S = {4,10,13,51,60,81,94,103,104} S = {4,10,13,51,60,87,88,97,110} S = {4,10,13,55,56,81,94,99,108} S = {4,10,13,55,56,83,92,97,110} S = {4,10,15,49,62,83,92,102,105} S = {4,10,15,49,62,86,89,99,108} S = {4,10,15,51,60,81,94,102,105} S = {4,10,15,51,60,86,89,97,110} S = {4,10,15,54,57,81,94,99,108} S = {4,10,15,54,57,83,92,97,110} S = {4,10,16,33,63,67,93,104,118} S = {4,10,16,33,63,73,87,98,124} S = {4,10,16,35,61,65,95,104,118} S = {4,10,16,35,61,73,87,96,126} S = {4,10,16,41,55,65,95,98,124} S = {4,10,16,41,55,67,93,96,126} S = {4,10,17,31,35,45,54,71,120} S = {4,10,17,31,35,45,56,73,118} S = {4,10,17,31,35,54,56,82,109} S = {4,10,17,31,35,67,109,118,120} S = {4,10,17,31,35,71,73,82,124} S = {4,10,17,31,39,41,50,67,124} S = {4,10,17,31,39,41,60,77,114} S = {4,10,17,31,39,50,60,86,105} S = {4,10,17,31,39,67,77,86,120} S = {4,10,17,31,39,71,105,114,124} S = {4,10,17,31,41,50,60,88,103} S = {4,10,17,31,41,67,77,88,118} S = {4,10,17,31,41,73,103,114,124} S = {4,10,17,31,45,54,56,92,99} S = {4,10,17,31,45,71,73,92,114} S = {4,10,17,31,45,77,99,118,120} S = {4,10,17,31,50,67,86,88,109} S = {4,10,17,31,50,82,103,105,124} S = {4,10,17,31,54,71,82,92,105} S = {4,10,17,31,54,86,99,109,120} S = {4,10,17,31,56,73,82,92,103} S = {4,10,17,31,56,88,99,109,118} S = {4,10,17,31,60,77,86,88,99} S = {4,10,17,31,60,92,103,105,114} S = {4,10,17,32,63,67,88,109,118} S = {4,10,17,32,63,73,82,103,124} S = {4,10,17,33,63,67,77,118,120} S = {4,10,17,33,63,71,73,114,124} S = {4,10,17,34,63,67,86,109,120} S = {4,10,17,34,63,71,82,105,124} S = {4,10,17,35,45,54,56,95,96} S = {4,10,17,35,45,65,95,118,120} S = {4,10,17,35,45,71,73,96,126} S = {4,10,17,35,54,66,95,109,120} S = {4,10,17,35,54,71,82,96,125} S = {4,10,17,35,56,64,95,109,118} S = {4,10,17,35,56,73,82,96,127} S = {4,10,17,39,41,50,60,95,96} S = {4,10,17,39,41,65,95,114,124} S = {4,10,17,39,41,67,77,96,126} S = {4,10,17,39,50,66,95,105,124} S = {4,10,17,39,50,67,86,96,125} S = {4,10,17,40,63,73,92,103,114} S = {4,10,17,40,63,77,88,99,118} S = {4,10,17,41,50,64,95,103,124} S = {4,10,17,41,50,67,88,96,127} S = {4,10,17,41,60,72,95,103,114} S = {4,10,17,41,60,77,88,96,119} S = {4,10,17,45,56,72,95,99,118} S = {4,10,17,45,56,73,92,96,119} S = {4,10,17,48,63,82,92,103,105} S = {4,10,17,48,63,86,88,99,109} S = {4,10,17,50,60,80,95,103,105} S = {4,10,17,50,60,86,88,96,111} S = {4,10,17,54,56,80,95,99,109} S = {4,10,17,54,56,82,92,96,111} S = {4,10,17,63,67,77,86,88,96} S = {4,10,17,63,71,73,82,92,96} S = {4,10,17,63,95,99,109,118,120} S = {4,10,17,63,95,103,105,114,124} S = {4,10,18,33,63,67,93,102,120} S = {4,10,18,33,63,71,89,98,124} S = {4,10,18,35,61,65,95,102,120} S = {4,10,18,35,61,71,89,96,126} S = {4,10,18,39,57,65,95,98,124} S = {4,10,18,39,57,67,93,96,126} S = {4,10,19,29,33,47,54,71,120} S = {4,10,19,29,33,47,56,73,118} S = {4,10,19,29,33,54,56,80,111} S = {4,10,19,29,33,65,111,118,120} S = {4,10,19,29,33,71,73,80,126} S = {4,10,19,29,39,41,48,65,126} S = {4,10,19,29,39,41,62,79,112} S = {4,10,19,29,39,48,62,86,105} S = {4,10,19,29,39,65,79,86,120} S = {4,10,19,29,39,71,105,112,126} S = {4,10,19,29,41,48,62,88,103} S = {4,10,19,29,41,65,79,88,118} S = {4,10,19,29,41,73,103,112,126} S = {4,10,19,29,47,54,56,94,97} S = {4,10,19,29,47,71,73,94,112} S = {4,10,19,29,47,79,97,118,120} S = {4,10,19,29,48,65,86,88,111} S = {4,10,19,29,48,80,103,105,126} S = {4,10,19,29,54,71,80,94,105} S = {4,10,19,29,54,86,97,111,120} S = {4,10,19,29,56,73,80,94,103} S = {4,10,19,29,56,88,97,111,118} S = {4,10,19,29,62,79,86,88,97} S = {4,10,19,29,62,94,103,105,112} S = {4,10,19,32,61,65,88,111,118} S = {4,10,19,32,61,73,80,103,126} S = {4,10,19,33,47,54,56,93,98} S = {4,10,19,33,47,67,93,118,120} S = {4,10,19,33,47,71,73,98,124} S = {4,10,19,33,54,66,93,111,120} S = {4,10,19,33,54,71,80,98,125} S = {4,10,19,33,56,64,93,111,118} S = {4,10,19,33,56,73,80,98,127} S = {4,10,19,34,61,65,86,111,120} S = {4,10,19,34,61,71,80,105,126} S = {4,10,19,35,61,65,79,118,120} S = {4,10,19,35,61,71,73,112,126} S = {4,10,19,38,61,71,94,105,112} S = {4,10,19,38,61,79,86,97,120} S = {4,10,19,39,41,48,62,93,98} S = {4,10,19,39,41,65,79,98,124} S = {4,10,19,39,41,67,93,112,126} S = {4,10,19,39,48,65,86,98,125} S = {4,10,19,39,48,66,93,105,126} S = {4,10,19,39,62,70,93,105,112} S = {4,10,19,39,62,79,86,98,121} S = {4,10,19,41,48,64,93,103,126} S = {4,10,19,41,48,65,88,98,127} S = {4,10,19,47,54,70,93,97,120} S = {4,10,19,47,54,71,94,98,121} S = {4,10,19,48,62,82,93,103,105} S = {4,10,19,48,62,86,88,98,109} S = {4,10,19,50,61,80,94,103,105} S = {4,10,19,50,61,86,88,97,111} S = {4,10,19,54,56,80,94,98,109} S = {4,10,19,54,56,82,93,97,111} S = {4,10,19,61,65,79,86,88,98} S = {4,10,19,61,71,73,80,94,98} S = {4,10,19,61,93,97,111,118,120} S = {4,10,19,61,93,103,105,112,126} S = {4,10,22,35,61,71,89,110,112} S = {4,10,22,35,61,79,81,102,120} S = {4,10,22,39,57,67,93,110,112} S = {4,10,22,39,57,79,81,98,124} S = {4,10,22,47,49,67,93,102,120} S = {4,10,22,47,49,71,89,98,124} S = {4,10,23,25,33,47,50,67,124} S = {4,10,23,25,33,47,60,77,114} S = {4,10,23,25,33,50,60,80,111} S = {4,10,23,25,33,65,111,114,124} S = {4,10,23,25,33,67,77,80,126} S = {4,10,23,25,35,45,48,65,126} S = {4,10,23,25,35,45,62,79,112} S = {4,10,23,25,35,48,62,82,109} S = {4,10,23,25,35,65,79,82,124} S = {4,10,23,25,35,67,109,112,126} S = {4,10,23,25,45,48,62,92,99} S = {4,10,23,25,45,65,79,92,114} S = {4,10,23,25,45,77,99,112,126} S = {4,10,23,25,47,50,60,94,97} S = {4,10,23,25,47,67,77,94,112} S = {4,10,23,25,47,79,97,114,124} S = {4,10,23,25,48,65,82,92,111} S = {4,10,23,25,48,80,99,109,126} S = {4,10,23,25,50,67,80,94,109} S = {4,10,23,25,50,82,97,111,124} S = {4,10,23,25,60,77,80,94,99} S = {4,10,23,25,60,92,97,111,114} S = {4,10,23,25,62,79,82,92,97} S = {4,10,23,25,62,94,99,109,112} S = {4,10,23,33,47,50,60,89,102} S = {4,10,23,33,47,67,77,102,120} S = {4,10,23,33,47,71,89,114,124} S = {4,10,23,33,50,66,89,111,124} S = {4,10,23,33,50,67,80,102,125} S = {4,10,23,34,57,65,82,111,124} S = {4,10,23,34,57,67,80,109,126} S = {4,10,23,35,45,48,62,89,102} S = {4,10,23,35,45,65,79,102,120} S = {4,10,23,35,45,71,89,112,126} S = {4,10,23,35,48,65,82,102,125} S = {4,10,23,35,48,66,89,109,126} S = {4,10,23,35,62,70,89,109,112} S = {4,10,23,35,62,79,82,102,121} S = {4,10,23,38,57,67,94,109,112} S = {4,10,23,38,57,79,82,97,124} S = {4,10,23,39,57,65,79,114,124} S = {4,10,23,39,57,67,77,112,126} S = {4,10,23,45,62,78,89,99,112} S = {4,10,23,45,62,79,92,102,113} S = {4,10,23,46,57,77,94,99,112} S = {4,10,23,46,57,79,92,97,114} S = {4,10,23,47,50,67,94,102,121} S = {4,10,23,47,50,70,89,97,124} S = {4,10,23,47,60,77,94,102,113} S = {4,10,23,47,60,78,89,97,114} S = {4,10,23,48,62,82,92,102,105} S = {4,10,23,48,62,86,89,99,109} S = {4,10,23,50,60,80,94,102,105} S = {4,10,23,50,60,86,89,97,111} S = {4,10,23,54,57,80,94,99,109} S = {4,10,23,54,57,82,92,97,111} S = {4,10,23,57,65,79,82,92,102} S = {4,10,23,57,67,77,80,94,102} S = {4,10,23,57,89,97,111,114,124} S = {4,10,23,57,89,99,109,112,126} S = {4,10,24,33,63,73,87,108,114} S = {4,10,24,33,63,77,83,104,118} S = {4,10,24,41,55,65,95,108,114} S = {4,10,24,41,55,77,83,96,126} S = {4,10,24,45,51,65,95,104,118} S = {4,10,24,45,51,73,87,96,126} S = {4,10,25,32,55,65,82,111,124} S = {4,10,25,32,55,67,80,109,126} S = {4,10,25,33,47,50,60,87,104} S = {4,10,25,33,47,67,77,104,118} S = {4,10,25,33,47,73,87,114,124} S = {4,10,25,33,50,64,87,111,124} S = {4,10,25,33,50,67,80,104,127} S = {4,10,25,33,60,72,87,111,114} S = {4,10,25,33,60,77,80,104,119} S = {4,10,25,35,45,48,62,87,104} S = {4,10,25,35,45,65,79,104,118} S = {4,10,25,35,45,73,87,112,126} S = {4,10,25,35,48,64,87,109,126} S = {4,10,25,35,48,65,82,104,127} S = {4,10,25,40,55,65,92,111,114} S = {4,10,25,40,55,77,80,99,126} S = {4,10,25,41,55,65,79,114,124} S = {4,10,25,41,55,67,77,112,126} S = {4,10,25,44,55,77,94,99,112} S = {4,10,25,44,55,79,92,97,114} S = {4,10,25,45,48,65,92,104,119} S = {4,10,25,45,48,72,87,99,126} S = {4,10,25,45,62,76,87,99,112} S = {4,10,25,45,62,79,92,104,115} S = {4,10,25,47,60,76,87,97,114} S = {4,10,25,47,60,77,94,104,115} S = {4,10,25,48,62,82,92,103,104} S = {4,10,25,48,62,87,88,99,109} S = {4,10,25,50,60,80,94,103,104} S = {4,10,25,50,60,87,88,97,111} S = {4,10,25,55,56,80,94,99,109} S = {4,10,25,55,56,82,92,97,111} S = {4,10,25,55,65,79,82,92,104} S = {4,10,25,55,67,77,80,94,104} S = {4,10,25,55,87,97,111,114,124} S = {4,10,25,55,87,99,109,112,126} S = {4,10,28,41,55,77,83,110,112} S = {4,10,28,41,55,79,81,108,114} S = {4,10,28,45,51,73,87,110,112} S = {4,10,28,45,51,79,81,104,118} S = {4,10,28,47,49,73,87,108,114} S = {4,10,28,47,49,77,83,104,118} S = {4,10,29,33,47,54,56,83,108} S = {4,10,29,33,47,71,73,108,114} S = {4,10,29,33,47,77,83,118,120} S = {4,10,29,33,56,72,83,111,118} S = {4,10,29,33,56,73,80,108,119} S = {4,10,29,39,41,48,62,83,108} S = {4,10,29,39,41,65,79,108,114} S = {4,10,29,39,41,77,83,112,126} S = {4,10,29,39,62,78,83,105,112} S = {4,10,29,39,62,79,86,108,113} S = {4,10,29,40,51,65,88,111,118} S = {4,10,29,40,51,73,80,103,126} S = {4,10,29,41,48,65,88,108,119} S = {4,10,29,41,48,72,83,103,126} S = {4,10,29,41,62,76,83,103,112} S = {4,10,29,41,62,79,88,108,115} S = {4,10,29,44,51,73,94,103,112} S = {4,10,29,44,51,79,88,97,118} S = {4,10,29,45,51,65,79,118,120} S = {4,10,29,45,51,71,73,112,126} S = {4,10,29,46,51,71,94,105,112} S = {4,10,29,46,51,79,86,97,120} S = {4,10,29,47,54,71,94,108,113} S = {4,10