Last login: Thu Aug 17 13:28:34 from fe80::1452:dc77:8b14:3e83%en0 languasc@languasc-pro ~ % cd /Users/languasc/Documents/LANGUASCO/matematica/lavori/\[74\]Moree-Tijdeman80/programs/npqalpha/source_codes_npq_alpha languasc@languasc-pro source_codes_npq_alpha % gp2c-run -pmy_ -g -W npq_alpha_warp9.gp Reading GPRC: /Users/languasc/.gprc GPRC Done. GP/PARI CALCULATOR Version 2.15.4 (released) arm64 running darwin (aarch64/GMP-6.2.1 kernel) 64-bit version compiled: Jul 10 2023, Apple clang version 14.0.3 (clang-1403.0.22.14.1) threading engine: pthread (readline v8.1 enabled, extended help enabled) Copyright (C) 2000-2022 The PARI Group PARI/GP is free software, covered by the GNU General Public License, and comes WITHOUT ANY WARRANTY WHATSOEVER. Type ? for help, \q to quit. Type ?18 for how to get moral (and possibly technical) support. parisizemax = 2048000000, primelimit = 500000, nbthreads = 8 ? npq_alpha(100,2) ********** TIMEBOUND for this computation is : 10080 min, 0 sec, 0 millisec ********** --------- Searching for n_{p,q} (alpha); alpha = 2 with the continued fractions algorithm; left neighbor --------- ************************************* p = 2; q = 3; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,3]-exponents: u = 1, v = 1 n_start has 1 digits Searches terminated with [2,3]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 4 -------------- Last generated element of the sequence = 1 with [2,3]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,3}(2) = 1 -------------- ************************************* p = 2; q = 5; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,5]-exponents: u = 2, v = 3 n_start has 3 digits Searches terminated with [2,5]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 3 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 1 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 1 with [2,5]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,5}(2) = 1 -------------- ************************************* p = 2; q = 7; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,7]-exponents: u = 2, v = 1 n_start has 2 digits Searches terminated with [2,7]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 1 TOTAL number of left neigbors generated = 8 -------------- Last generated element of the sequence = 1 with [2,7]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,7}(2) = 1 -------------- ************************************* p = 2; q = 11; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,11]-exponents: u = 3, v = 2 n_start has 3 digits Searches terminated with [2,11]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 3 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 2 TOTAL number of left neigbors generated = 15 -------------- Last generated element of the sequence = 1 with [2,11]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,11}(2) = 1 -------------- ************************************* p = 2; q = 13; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,13]-exponents: u = 3, v = 1 n_start has 3 digits Searches terminated with [2,13]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 2 TOTAL number of left neigbors generated = 10 -------------- Last generated element of the sequence = 1 with [2,13]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,13}(2) = 1 -------------- ************************************* p = 2; q = 17; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,17]-exponents: u = 4, v = 11 n_start has 15 digits Searches terminated with [2,17]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 5 number of left neigbors generated (trivial first) = 55 number of left neigbors generated (trivial second) = 3 TOTAL number of left neigbors generated = 63 -------------- Last generated element of the sequence = 1 with [2,17]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,17}(2) = 1 -------------- ************************************* p = 2; q = 19; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,19]-exponents: u = 4, v = 4 n_start has 7 digits Searches terminated with [2,19]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 5 number of left neigbors generated (trivial first) = 24 number of left neigbors generated (trivial second) = 3 TOTAL number of left neigbors generated = 32 -------------- Last generated element of the sequence = 1 with [2,19]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,19}(2) = 1 -------------- ************************************* p = 2; q = 23; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,23]-exponents: u = 4, v = 1 n_start has 3 digits Searches terminated with [2,23]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 8 number of left neigbors generated (trivial second) = 3 TOTAL number of left neigbors generated = 13 -------------- Last generated element of the sequence = 1 with [2,23]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,23}(2) = 1 -------------- ************************************* p = 2; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,29]-exponents: u = 4, v = 1 n_start has 3 digits Searches terminated with [2,29]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 9 number of left neigbors generated (trivial second) = 3 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 1 with [2,29]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,29}(2) = 1 -------------- ************************************* p = 2; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,31]-exponents: u = 4, v = 1 n_start has 3 digits Searches terminated with [2,31]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 9 number of left neigbors generated (trivial second) = 3 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 1 with [2,31]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,31}(2) = 1 -------------- ************************************* p = 2; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,37]-exponents: u = 5, v = 4 n_start has 8 digits Searches terminated with [2,37]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 4 number of left neigbors generated (trivial first) = 30 number of left neigbors generated (trivial second) = 4 TOTAL number of left neigbors generated = 38 -------------- Last generated element of the sequence = 1 with [2,37]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,37}(2) = 1 -------------- ************************************* p = 2; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,41]-exponents: u = 5, v = 2 n_start has 5 digits Searches terminated with [2,41]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 3 number of left neigbors generated (trivial first) = 17 number of left neigbors generated (trivial second) = 4 TOTAL number of left neigbors generated = 24 -------------- Last generated element of the sequence = 1 with [2,41]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,41}(2) = 1 -------------- ************************************* p = 2; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,43]-exponents: u = 5, v = 2 n_start has 5 digits Searches terminated with [2,43]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 3 number of left neigbors generated (trivial first) = 17 number of left neigbors generated (trivial second) = 4 TOTAL number of left neigbors generated = 24 -------------- Last generated element of the sequence = 1 with [2,43]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,43}(2) = 1 -------------- ************************************* p = 2; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,47]-exponents: u = 5, v = 1 n_start has 4 digits Searches terminated with [2,47]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 11 number of left neigbors generated (trivial second) = 4 TOTAL number of left neigbors generated = 17 -------------- Last generated element of the sequence = 1 with [2,47]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,47}(2) = 1 -------------- ************************************* p = 2; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,53]-exponents: u = 5, v = 1 n_start has 4 digits Searches terminated with [2,53]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 11 number of left neigbors generated (trivial second) = 4 TOTAL number of left neigbors generated = 17 -------------- Last generated element of the sequence = 1 with [2,53]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,53}(2) = 1 -------------- ************************************* p = 2; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,59]-exponents: u = 5, v = 1 n_start has 4 digits Searches terminated with [2,59]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 4 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 1 with [2,59]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,59}(2) = 1 -------------- ************************************* p = 2; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,61]-exponents: u = 5, v = 1 n_start has 4 digits Searches terminated with [2,61]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 4 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 1 with [2,61]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,61}(2) = 1 -------------- ************************************* p = 2; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,67]-exponents: u = 6, v = 15 n_start has 30 digits Searches terminated with [2,67]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 5 number of left neigbors generated (trivial first) = 107 number of left neigbors generated (trivial second) = 5 TOTAL number of left neigbors generated = 117 -------------- Last generated element of the sequence = 1 with [2,67]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,67}(2) = 1 -------------- ************************************* p = 2; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,71]-exponents: u = 6, v = 6 n_start has 13 digits Searches terminated with [2,71]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 4 number of left neigbors generated (trivial first) = 49 number of left neigbors generated (trivial second) = 5 TOTAL number of left neigbors generated = 58 -------------- Last generated element of the sequence = 1 with [2,71]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,71}(2) = 1 -------------- ************************************* p = 2; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,73]-exponents: u = 6, v = 5 n_start has 12 digits Searches terminated with [2,73]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 4 number of left neigbors generated (trivial first) = 42 number of left neigbors generated (trivial second) = 5 TOTAL number of left neigbors generated = 51 -------------- Last generated element of the sequence = 1 with [2,73]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,73}(2) = 1 -------------- ************************************* p = 2; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,79]-exponents: u = 6, v = 3 n_start has 8 digits Searches terminated with [2,79]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 3 number of left neigbors generated (trivial first) = 29 number of left neigbors generated (trivial second) = 5 TOTAL number of left neigbors generated = 37 -------------- Last generated element of the sequence = 1 with [2,79]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,79}(2) = 1 -------------- ************************************* p = 2; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,83]-exponents: u = 6, v = 2 n_start has 6 digits Searches terminated with [2,83]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 3 number of left neigbors generated (trivial first) = 21 number of left neigbors generated (trivial second) = 5 TOTAL number of left neigbors generated = 29 -------------- Last generated element of the sequence = 1 with [2,83]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,83}(2) = 1 -------------- ************************************* p = 2; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,89]-exponents: u = 6, v = 2 n_start has 6 digits Searches terminated with [2,89]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 3 number of left neigbors generated (trivial first) = 21 number of left neigbors generated (trivial second) = 5 TOTAL number of left neigbors generated = 29 -------------- Last generated element of the sequence = 1 with [2,89]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,89}(2) = 1 -------------- ************************************* p = 2; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [2,97]-exponents: u = 6, v = 1 n_start has 4 digits Searches terminated with [2,97]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 2 number of left neigbors generated (trivial first) = 12 number of left neigbors generated (trivial second) = 5 TOTAL number of left neigbors generated = 19 -------------- Last generated element of the sequence = 1 with [2,97]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{2,97}(2) = 1 -------------- ************************************* p = 3; q = 5; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,5]-exponents: u = 1, v = 2 n_start has 2 digits Searches terminated with [3,5]-exponents: u = 0, v = 0 -------------- number of left neigbors generated (cont_frac) = 5 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 1 TOTAL number of left neigbors generated = 8 -------------- Last generated element of the sequence = 1 with [3,5]-exponents: u = 0; v = 0 n_end has 1 digits -------------- n_{3,5}(2) = 1 -------------- ************************************* p = 3; q = 7; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,7]-exponents: u = 7, v = 1 n_start has 5 digits Searches terminated with [3,7]-exponents: u = 1, v = 1 -------------- number of left neigbors generated (cont_frac) = 15 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 25 -------------- Last generated element of the sequence = 21 with [3,7]-exponents: u = 1; v = 1 n_end has 2 digits -------------- n_{3,7}(2) = 11 -------------- ************************************* p = 3; q = 11; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,11]-exponents: u = 2, v = 5 n_start has 7 digits Searches terminated with [3,11]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 24 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 30 -------------- Last generated element of the sequence = 729 with [3,11]-exponents: u = 6; v = 0 n_end has 3 digits -------------- n_{3,11}(2) = 365 -------------- ************************************* p = 3; q = 13; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,13]-exponents: u = 2, v = 2 n_start has 4 digits Searches terminated with [3,13]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 7 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 9 -------------- Last generated element of the sequence = 81 with [3,13]-exponents: u = 4; v = 0 n_end has 2 digits -------------- n_{3,13}(2) = 41 -------------- ************************************* p = 3; q = 17; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,17]-exponents: u = 5, v = 1 n_start has 4 digits Searches terminated with [3,17]-exponents: u = 2, v = 0 -------------- number of left neigbors generated (cont_frac) = 7 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 9 with [3,17]-exponents: u = 2; v = 0 n_end has 1 digits -------------- n_{3,17}(2) = 5 -------------- ************************************* p = 3; q = 19; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,19]-exponents: u = 8, v = 1 n_start has 6 digits Searches terminated with [3,19]-exponents: u = 2, v = 1 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 9 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 22 -------------- Last generated element of the sequence = 171 with [3,19]-exponents: u = 2; v = 1 n_end has 3 digits -------------- n_{3,19}(2) = 86 -------------- ************************************* p = 3; q = 23; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,23]-exponents: u = 17, v = 1 n_start has 10 digits Searches terminated with [3,23]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 47 number of left neigbors generated (trivial first) = 21 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 68 -------------- Last generated element of the sequence = 4761 with [3,23]-exponents: u = 2; v = 2 n_end has 4 digits -------------- n_{3,23}(2) = 2381 -------------- ************************************* p = 3; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,29]-exponents: u = 3, v = 15 n_start has 24 digits Searches terminated with [3,29]-exponents: u = 18, v = 0 -------------- number of left neigbors generated (cont_frac) = 196 number of left neigbors generated (trivial first) = 30 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 226 -------------- Last generated element of the sequence = 387420489 with [3,29]-exponents: u = 18; v = 0 n_end has 9 digits -------------- n_{3,29}(2) = 193710245 -------------- ************************************* p = 3; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,31]-exponents: u = 3, v = 7 n_start has 12 digits Searches terminated with [3,31]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 53 number of left neigbors generated (trivial first) = 15 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 68 -------------- Last generated element of the sequence = 19683 with [3,31]-exponents: u = 9; v = 0 n_end has 5 digits -------------- n_{3,31}(2) = 9842 -------------- ************************************* p = 3; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,37]-exponents: u = 3, v = 3 n_start has 7 digits Searches terminated with [3,37]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 16 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 22 -------------- Last generated element of the sequence = 729 with [3,37]-exponents: u = 6; v = 0 n_end has 3 digits -------------- n_{3,37}(2) = 365 -------------- ************************************* p = 3; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,41]-exponents: u = 3, v = 2 n_start has 5 digits Searches terminated with [3,41]-exponents: u = 3, v = 0 -------------- number of left neigbors generated (cont_frac) = 9 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 15 -------------- Last generated element of the sequence = 27 with [3,41]-exponents: u = 3; v = 0 n_end has 2 digits -------------- n_{3,41}(2) = 14 -------------- ************************************* p = 3; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,43]-exponents: u = 3, v = 2 n_start has 5 digits Searches terminated with [3,43]-exponents: u = 3, v = 0 -------------- number of left neigbors generated (cont_frac) = 9 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 15 -------------- Last generated element of the sequence = 27 with [3,43]-exponents: u = 3; v = 0 n_end has 2 digits -------------- n_{3,43}(2) = 14 -------------- ************************************* p = 3; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,47]-exponents: u = 7, v = 1 n_start has 6 digits Searches terminated with [3,47]-exponents: u = 3, v = 0 -------------- number of left neigbors generated (cont_frac) = 9 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 27 with [3,47]-exponents: u = 3; v = 0 n_end has 2 digits -------------- n_{3,47}(2) = 14 -------------- ************************************* p = 3; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,53]-exponents: u = 7, v = 1 n_start has 6 digits Searches terminated with [3,53]-exponents: u = 3, v = 0 -------------- number of left neigbors generated (cont_frac) = 9 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 27 with [3,53]-exponents: u = 3; v = 0 n_end has 2 digits -------------- n_{3,53}(2) = 14 -------------- ************************************* p = 3; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,59]-exponents: u = 11, v = 1 n_start has 8 digits Searches terminated with [3,59]-exponents: u = 3, v = 1 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 12 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 29 -------------- Last generated element of the sequence = 1593 with [3,59]-exponents: u = 3; v = 1 n_end has 4 digits -------------- n_{3,59}(2) = 797 -------------- ************************************* p = 3; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,61]-exponents: u = 11, v = 1 n_start has 8 digits Searches terminated with [3,61]-exponents: u = 3, v = 1 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 12 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 29 -------------- Last generated element of the sequence = 1647 with [3,61]-exponents: u = 3; v = 1 n_end has 4 digits -------------- n_{3,61}(2) = 824 -------------- ************************************* p = 3; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,67]-exponents: u = 19, v = 1 n_start has 11 digits Searches terminated with [3,67]-exponents: u = 3, v = 2 -------------- number of left neigbors generated (cont_frac) = 42 number of left neigbors generated (trivial first) = 20 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 62 -------------- Last generated element of the sequence = 121203 with [3,67]-exponents: u = 3; v = 2 n_end has 6 digits -------------- n_{3,67}(2) = 60602 -------------- ************************************* p = 3; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,71]-exponents: u = 31, v = 1 n_start has 17 digits Searches terminated with [3,71]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 107 number of left neigbors generated (trivial first) = 36 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 143 -------------- Last generated element of the sequence = 9663597 with [3,71]-exponents: u = 3; v = 3 n_end has 7 digits -------------- n_{3,71}(2) = 4831799 -------------- ************************************* p = 3; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,73]-exponents: u = 39, v = 1 n_start has 21 digits Searches terminated with [3,73]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 175 number of left neigbors generated (trivial first) = 52 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 227 -------------- Last generated element of the sequence = 10503459 with [3,73]-exponents: u = 3; v = 3 n_end has 8 digits -------------- n_{3,73}(2) = 5251730 -------------- ************************************* p = 3; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,79]-exponents: u = 171, v = 1 n_start has 84 digits Searches terminated with [3,79]-exponents: u = 3, v = 16 -------------- number of left neigbors generated (cont_frac) = 3152 number of left neigbors generated (trivial first) = 212 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 3364 -------------- Last generated element of the sequence = 62143716809594749674965872861467 with [3,79]-exponents: u = 3; v = 16 n_end has 32 digits -------------- n_{3,79}(2) = 31071858404797374837482936430734 -------------- ************************************* p = 3; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,83]-exponents: u = 4, v = 45 n_start has 89 digits Searches terminated with [3,83]-exponents: u = 68, v = 0 -------------- number of left neigbors generated (cont_frac) = 2018 number of left neigbors generated (trivial first) = 116 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 2134 -------------- Last generated element of the sequence = 278128389443693511257285776231761 with [3,83]-exponents: u = 68; v = 0 n_end has 33 digits -------------- n_{3,83}(2) = 139064194721846755628642888115881 -------------- ************************************* p = 3; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,89]-exponents: u = 4, v = 11 n_start has 24 digits Searches terminated with [3,89]-exponents: u = 20, v = 0 -------------- number of left neigbors generated (cont_frac) = 152 number of left neigbors generated (trivial first) = 28 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 180 -------------- Last generated element of the sequence = 3486784401 with [3,89]-exponents: u = 20; v = 0 n_end has 10 digits -------------- n_{3,89}(2) = 1743392201 -------------- ************************************* p = 3; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [3,97]-exponents: u = 4, v = 6 n_start has 14 digits Searches terminated with [3,97]-exponents: u = 12, v = 0 -------------- number of left neigbors generated (cont_frac) = 55 number of left neigbors generated (trivial first) = 16 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 71 -------------- Last generated element of the sequence = 531441 with [3,97]-exponents: u = 12; v = 0 n_end has 6 digits -------------- n_{3,97}(2) = 265721 -------------- ************************************* p = 5; q = 7; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,7]-exponents: u = 1, v = 4 n_start has 5 digits Searches terminated with [5,7]-exponents: u = 3, v = 0 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 13 -------------- Last generated element of the sequence = 125 with [5,7]-exponents: u = 3; v = 0 n_end has 3 digits -------------- n_{5,7}(2) = 63 -------------- ************************************* p = 5; q = 11; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,11]-exponents: u = 73, v = 2 n_start has 54 digits Searches terminated with [5,11]-exponents: u = 2, v = 6 -------------- number of left neigbors generated (cont_frac) = 1763 number of left neigbors generated (trivial first) = 190 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 1953 -------------- Last generated element of the sequence = 44289025 with [5,11]-exponents: u = 2; v = 6 n_end has 8 digits -------------- n_{5,11}(2) = 22144513 -------------- ************************************* p = 5; q = 13; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,13]-exponents: u = 3, v = 5 n_start has 8 digits Searches terminated with [5,13]-exponents: u = 1, v = 1 -------------- number of left neigbors generated (cont_frac) = 25 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 27 -------------- Last generated element of the sequence = 65 with [5,13]-exponents: u = 1; v = 1 n_end has 2 digits -------------- n_{5,13}(2) = 33 -------------- ************************************* p = 5; q = 17; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,17]-exponents: u = 7, v = 1 n_start has 7 digits Searches terminated with [5,17]-exponents: u = 1, v = 2 -------------- number of left neigbors generated (cont_frac) = 14 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 20 -------------- Last generated element of the sequence = 1445 with [5,17]-exponents: u = 1; v = 2 n_end has 4 digits -------------- n_{5,17}(2) = 723 -------------- ************************************* p = 5; q = 19; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,19]-exponents: u = 9, v = 1 n_start has 8 digits Searches terminated with [5,19]-exponents: u = 1, v = 3 -------------- number of left neigbors generated (cont_frac) = 19 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 25 -------------- Last generated element of the sequence = 34295 with [5,19]-exponents: u = 1; v = 3 n_end has 5 digits -------------- n_{5,19}(2) = 17148 -------------- ************************************* p = 5; q = 23; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,23]-exponents: u = 37, v = 1 n_start has 28 digits Searches terminated with [5,23]-exponents: u = 1, v = 10 -------------- number of left neigbors generated (cont_frac) = 264 number of left neigbors generated (trivial first) = 34 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 298 -------------- Last generated element of the sequence = 207132556068245 with [5,23]-exponents: u = 1; v = 10 n_end has 15 digits -------------- n_{5,23}(2) = 103566278034123 -------------- ************************************* p = 5; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,29]-exponents: u = 2, v = 10 n_start has 17 digits Searches terminated with [5,29]-exponents: u = 14, v = 0 -------------- number of left neigbors generated (cont_frac) = 67 number of left neigbors generated (trivial first) = 8 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 75 -------------- Last generated element of the sequence = 6103515625 with [5,29]-exponents: u = 14; v = 0 n_end has 10 digits -------------- n_{5,29}(2) = 3051757813 -------------- ************************************* p = 5; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,31]-exponents: u = 2, v = 7 n_start has 12 digits Searches terminated with [5,31]-exponents: u = 10, v = 0 -------------- number of left neigbors generated (cont_frac) = 38 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 44 -------------- Last generated element of the sequence = 9765625 with [5,31]-exponents: u = 10; v = 0 n_end has 7 digits -------------- n_{5,31}(2) = 4882813 -------------- ************************************* p = 5; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,37]-exponents: u = 2, v = 4 n_start has 8 digits Searches terminated with [5,37]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 21 -------------- Last generated element of the sequence = 15625 with [5,37]-exponents: u = 6; v = 0 n_end has 5 digits -------------- n_{5,37}(2) = 7813 -------------- ************************************* p = 5; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,41]-exponents: u = 2, v = 3 n_start has 7 digits Searches terminated with [5,41]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 12 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 625 with [5,41]-exponents: u = 4; v = 0 n_end has 3 digits -------------- n_{5,41}(2) = 313 -------------- ************************************* p = 5; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,43]-exponents: u = 7, v = 2 n_start has 9 digits Searches terminated with [5,43]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 24 -------------- Last generated element of the sequence = 625 with [5,43]-exponents: u = 4; v = 0 n_end has 3 digits -------------- n_{5,43}(2) = 313 -------------- ************************************* p = 5; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,47]-exponents: u = 7, v = 2 n_start has 9 digits Searches terminated with [5,47]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 24 -------------- Last generated element of the sequence = 625 with [5,47]-exponents: u = 4; v = 0 n_end has 3 digits -------------- n_{5,47}(2) = 313 -------------- ************************************* p = 5; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,53]-exponents: u = 37, v = 2 n_start has 30 digits Searches terminated with [5,53]-exponents: u = 4, v = 2 -------------- number of left neigbors generated (cont_frac) = 273 number of left neigbors generated (trivial first) = 91 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 364 -------------- Last generated element of the sequence = 1755625 with [5,53]-exponents: u = 4; v = 2 n_end has 7 digits -------------- n_{5,53}(2) = 877813 -------------- ************************************* p = 5; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,59]-exponents: u = 5, v = 13 n_start has 27 digits Searches terminated with [5,59]-exponents: u = 7, v = 1 -------------- number of left neigbors generated (cont_frac) = 109 number of left neigbors generated (trivial first) = 53 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 162 -------------- Last generated element of the sequence = 4609375 with [5,59]-exponents: u = 7; v = 1 n_end has 7 digits -------------- n_{5,59}(2) = 2304688 -------------- ************************************* p = 5; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,61]-exponents: u = 5, v = 9 n_start has 20 digits Searches terminated with [5,61]-exponents: u = 7, v = 1 -------------- number of left neigbors generated (cont_frac) = 71 number of left neigbors generated (trivial first) = 33 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 104 -------------- Last generated element of the sequence = 4765625 with [5,61]-exponents: u = 7; v = 1 n_end has 7 digits -------------- n_{5,61}(2) = 2382813 -------------- ************************************* p = 5; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,67]-exponents: u = 5, v = 3 n_start has 9 digits Searches terminated with [5,67]-exponents: u = 2, v = 1 -------------- number of left neigbors generated (cont_frac) = 23 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 26 -------------- Last generated element of the sequence = 1675 with [5,67]-exponents: u = 2; v = 1 n_end has 4 digits -------------- n_{5,67}(2) = 838 -------------- ************************************* p = 5; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,71]-exponents: u = 5, v = 3 n_start has 10 digits Searches terminated with [5,71]-exponents: u = 2, v = 1 -------------- number of left neigbors generated (cont_frac) = 23 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 26 -------------- Last generated element of the sequence = 1775 with [5,71]-exponents: u = 2; v = 1 n_end has 4 digits -------------- n_{5,71}(2) = 888 -------------- ************************************* p = 5; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,73]-exponents: u = 5, v = 3 n_start has 10 digits Searches terminated with [5,73]-exponents: u = 2, v = 1 -------------- number of left neigbors generated (cont_frac) = 23 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 26 -------------- Last generated element of the sequence = 1825 with [5,73]-exponents: u = 2; v = 1 n_end has 4 digits -------------- n_{5,73}(2) = 913 -------------- ************************************* p = 5; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,79]-exponents: u = 8, v = 1 n_start has 8 digits Searches terminated with [5,79]-exponents: u = 2, v = 1 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 9 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 22 -------------- Last generated element of the sequence = 1975 with [5,79]-exponents: u = 2; v = 1 n_end has 4 digits -------------- n_{5,79}(2) = 988 -------------- ************************************* p = 5; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,83]-exponents: u = 8, v = 1 n_start has 8 digits Searches terminated with [5,83]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 172225 with [5,83]-exponents: u = 2; v = 2 n_end has 6 digits -------------- n_{5,83}(2) = 86113 -------------- ************************************* p = 5; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,89]-exponents: u = 11, v = 1 n_start has 10 digits Searches terminated with [5,89]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 20 number of left neigbors generated (trivial first) = 9 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 29 -------------- Last generated element of the sequence = 198025 with [5,89]-exponents: u = 2; v = 2 n_end has 6 digits -------------- n_{5,89}(2) = 99013 -------------- ************************************* p = 5; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [5,97]-exponents: u = 17, v = 1 n_start has 14 digits Searches terminated with [5,97]-exponents: u = 2, v = 3 -------------- number of left neigbors generated (cont_frac) = 42 number of left neigbors generated (trivial first) = 15 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 57 -------------- Last generated element of the sequence = 22816825 with [5,97]-exponents: u = 2; v = 3 n_end has 8 digits -------------- n_{5,97}(2) = 11408413 -------------- ************************************* p = 7; q = 11; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,11]-exponents: u = 1, v = 4 n_start has 6 digits Searches terminated with [7,11]-exponents: u = 3, v = 0 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 13 -------------- Last generated element of the sequence = 343 with [7,11]-exponents: u = 3; v = 0 n_end has 3 digits -------------- n_{7,11}(2) = 172 -------------- ************************************* p = 7; q = 13; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,13]-exponents: u = 1, v = 3 n_start has 5 digits Searches terminated with [7,13]-exponents: u = 3, v = 0 -------------- number of left neigbors generated (cont_frac) = 7 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 8 -------------- Last generated element of the sequence = 343 with [7,13]-exponents: u = 3; v = 0 n_end has 3 digits -------------- n_{7,13}(2) = 172 -------------- ************************************* p = 7; q = 17; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,17]-exponents: u = 16, v = 2 n_start has 16 digits Searches terminated with [7,17]-exponents: u = 2, v = 4 -------------- number of left neigbors generated (cont_frac) = 84 number of left neigbors generated (trivial first) = 28 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 112 -------------- Last generated element of the sequence = 4092529 with [7,17]-exponents: u = 2; v = 4 n_end has 7 digits -------------- n_{7,17}(2) = 2046265 -------------- ************************************* p = 7; q = 19; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,19]-exponents: u = 3, v = 37 n_start has 50 digits Searches terminated with [7,19]-exponents: u = 16, v = 1 -------------- number of left neigbors generated (cont_frac) = 498 number of left neigbors generated (trivial first) = 80 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 578 -------------- Last generated element of the sequence = 631425680822419 with [7,19]-exponents: u = 16; v = 1 n_end has 15 digits -------------- n_{7,19}(2) = 315712840411210 -------------- ************************************* p = 7; q = 23; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,23]-exponents: u = 3, v = 3 n_start has 7 digits Searches terminated with [7,23]-exponents: u = 4, v = 1 -------------- number of left neigbors generated (cont_frac) = 10 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 55223 with [7,23]-exponents: u = 4; v = 1 n_end has 5 digits -------------- n_{7,23}(2) = 27612 -------------- ************************************* p = 7; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,29]-exponents: u = 5, v = 1 n_start has 6 digits Searches terminated with [7,29]-exponents: u = 1, v = 2 -------------- number of left neigbors generated (cont_frac) = 8 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 10 -------------- Last generated element of the sequence = 5887 with [7,29]-exponents: u = 1; v = 2 n_end has 4 digits -------------- n_{7,29}(2) = 2944 -------------- ************************************* p = 7; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,31]-exponents: u = 7, v = 1 n_start has 8 digits Searches terminated with [7,31]-exponents: u = 1, v = 2 -------------- number of left neigbors generated (cont_frac) = 14 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 20 -------------- Last generated element of the sequence = 6727 with [7,31]-exponents: u = 1; v = 2 n_end has 4 digits -------------- n_{7,31}(2) = 3364 -------------- ************************************* p = 7; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,37]-exponents: u = 11, v = 1 n_start has 11 digits Searches terminated with [7,37]-exponents: u = 1, v = 4 -------------- number of left neigbors generated (cont_frac) = 24 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 30 -------------- Last generated element of the sequence = 13119127 with [7,37]-exponents: u = 1; v = 4 n_end has 8 digits -------------- n_{7,37}(2) = 6559564 -------------- ************************************* p = 7; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,41]-exponents: u = 19, v = 1 n_start has 18 digits Searches terminated with [7,41]-exponents: u = 1, v = 7 -------------- number of left neigbors generated (cont_frac) = 57 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 67 -------------- Last generated element of the sequence = 1363279917167 with [7,41]-exponents: u = 1; v = 7 n_end has 13 digits -------------- n_{7,41}(2) = 681639958584 -------------- ************************************* p = 7; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,43]-exponents: u = 27, v = 1 n_start has 25 digits Searches terminated with [7,43]-exponents: u = 1, v = 9 -------------- number of left neigbors generated (cont_frac) = 121 number of left neigbors generated (trivial first) = 18 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 139 -------------- Last generated element of the sequence = 3518148283557901 with [7,43]-exponents: u = 1; v = 9 n_end has 16 digits -------------- n_{7,43}(2) = 1759074141778951 -------------- ************************************* p = 7; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,47]-exponents: u = 91, v = 1 n_start has 79 digits Searches terminated with [7,47]-exponents: u = 1, v = 30 -------------- number of left neigbors generated (cont_frac) = 1232 number of left neigbors generated (trivial first) = 62 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 1294 -------------- Last generated element of the sequence = 1018670614032683487249298975711927097982240885253543 with [7,47]-exponents: u = 1; v = 30 n_end has 52 digits -------------- n_{7,47}(2) = 509335307016341743624649487855963548991120442626772 -------------- ************************************* p = 7; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,53]-exponents: u = 2, v = 24 n_start has 44 digits Searches terminated with [7,53]-exponents: u = 32, v = 0 -------------- number of left neigbors generated (cont_frac) = 313 number of left neigbors generated (trivial first) = 18 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 331 -------------- Last generated element of the sequence = 1104427674243920646305299201 with [7,53]-exponents: u = 32; v = 0 n_end has 28 digits -------------- n_{7,53}(2) = 552213837121960323152649601 -------------- ************************************* p = 7; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,59]-exponents: u = 2, v = 10 n_start has 20 digits Searches terminated with [7,59]-exponents: u = 14, v = 0 -------------- number of left neigbors generated (cont_frac) = 67 number of left neigbors generated (trivial first) = 8 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 75 -------------- Last generated element of the sequence = 678223072849 with [7,59]-exponents: u = 14; v = 0 n_end has 12 digits -------------- n_{7,59}(2) = 339111536425 -------------- ************************************* p = 7; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,61]-exponents: u = 2, v = 8 n_start has 16 digits Searches terminated with [7,61]-exponents: u = 12, v = 0 -------------- number of left neigbors generated (cont_frac) = 45 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 51 -------------- Last generated element of the sequence = 13841287201 with [7,61]-exponents: u = 12; v = 0 n_end has 11 digits -------------- n_{7,61}(2) = 6920643601 -------------- ************************************* p = 7; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,67]-exponents: u = 2, v = 6 n_start has 13 digits Searches terminated with [7,67]-exponents: u = 10, v = 0 -------------- number of left neigbors generated (cont_frac) = 27 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 282475249 with [7,67]-exponents: u = 10; v = 0 n_end has 9 digits -------------- n_{7,67}(2) = 141237625 -------------- ************************************* p = 7; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,71]-exponents: u = 2, v = 5 n_start has 11 digits Searches terminated with [7,71]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 22 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 26 -------------- Last generated element of the sequence = 5764801 with [7,71]-exponents: u = 8; v = 0 n_end has 7 digits -------------- n_{7,71}(2) = 2882401 -------------- ************************************* p = 7; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,73]-exponents: u = 2, v = 4 n_start has 10 digits Searches terminated with [7,73]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 15 -------------- Last generated element of the sequence = 5764801 with [7,73]-exponents: u = 8; v = 0 n_end has 7 digits -------------- n_{7,73}(2) = 2882401 -------------- ************************************* p = 7; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,79]-exponents: u = 2, v = 4 n_start has 10 digits Searches terminated with [7,79]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 21 -------------- Last generated element of the sequence = 117649 with [7,79]-exponents: u = 6; v = 0 n_end has 6 digits -------------- n_{7,79}(2) = 58825 -------------- ************************************* p = 7; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,83]-exponents: u = 2, v = 3 n_start has 8 digits Searches terminated with [7,83]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 10 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 117649 with [7,83]-exponents: u = 6; v = 0 n_end has 6 digits -------------- n_{7,83}(2) = 58825 -------------- ************************************* p = 7; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,89]-exponents: u = 2, v = 3 n_start has 8 digits Searches terminated with [7,89]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 10 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 117649 with [7,89]-exponents: u = 6; v = 0 n_end has 6 digits -------------- n_{7,89}(2) = 58825 -------------- ************************************* p = 7; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [7,97]-exponents: u = 7, v = 2 n_start has 10 digits Searches terminated with [7,97]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 24 -------------- Last generated element of the sequence = 2401 with [7,97]-exponents: u = 4; v = 0 n_end has 4 digits -------------- n_{7,97}(2) = 1201 -------------- ************************************* p = 11; q = 13; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,13]-exponents: u = 1, v = 14 n_start has 17 digits Searches terminated with [11,13]-exponents: u = 11, v = 0 -------------- number of left neigbors generated (cont_frac) = 59 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 63 -------------- Last generated element of the sequence = 285311670611 with [11,13]-exponents: u = 11; v = 0 n_end has 12 digits -------------- n_{11,13}(2) = 142655835306 -------------- ************************************* p = 11; q = 17; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,17]-exponents: u = 1, v = 5 n_start has 8 digits Searches terminated with [11,17]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 14 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 14641 with [11,17]-exponents: u = 4; v = 0 n_end has 5 digits -------------- n_{11,17}(2) = 7321 -------------- ************************************* p = 11; q = 19; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,19]-exponents: u = 1, v = 4 n_start has 7 digits Searches terminated with [11,19]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 9 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 10 -------------- Last generated element of the sequence = 14641 with [11,19]-exponents: u = 4; v = 0 n_end has 5 digits -------------- n_{11,19}(2) = 7321 -------------- ************************************* p = 11; q = 23; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,23]-exponents: u = 13, v = 3 n_start has 18 digits Searches terminated with [11,23]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 70 number of left neigbors generated (trivial first) = 31 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 101 -------------- Last generated element of the sequence = 16194277 with [11,23]-exponents: u = 3; v = 3 n_end has 8 digits -------------- n_{11,23}(2) = 8097139 -------------- ************************************* p = 11; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,29]-exponents: u = 7, v = 2 n_start has 11 digits Searches terminated with [11,29]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 21 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 101761 with [11,29]-exponents: u = 2; v = 2 n_end has 6 digits -------------- n_{11,29}(2) = 50881 -------------- ************************************* p = 11; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,31]-exponents: u = 10, v = 2 n_start has 14 digits Searches terminated with [11,31]-exponents: u = 2, v = 4 -------------- number of left neigbors generated (cont_frac) = 32 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 42 -------------- Last generated element of the sequence = 111746041 with [11,31]-exponents: u = 2; v = 4 n_end has 9 digits -------------- n_{11,31}(2) = 55873021 -------------- ************************************* p = 11; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,37]-exponents: u = 3, v = 85 n_start has 137 digits Searches terminated with [11,37]-exponents: u = 55, v = 1 -------------- number of left neigbors generated (cont_frac) = 2831 number of left neigbors generated (trivial first) = 146 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 2977 -------------- Last generated element of the sequence = 69951882714372898549246039629249831802624146124319807259887 with [11,37]-exponents: u = 55; v = 1 n_end has 59 digits -------------- n_{11,37}(2) = 34975941357186449274623019814624915901312073062159903629944 -------------- ************************************* p = 11; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,41]-exponents: u = 3, v = 9 n_start has 18 digits Searches terminated with [11,41]-exponents: u = 7, v = 1 -------------- number of left neigbors generated (cont_frac) = 51 number of left neigbors generated (trivial first) = 14 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 65 -------------- Last generated element of the sequence = 798974011 with [11,41]-exponents: u = 7; v = 1 n_end has 9 digits -------------- n_{11,41}(2) = 399487006 -------------- ************************************* p = 11; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,43]-exponents: u = 3, v = 7 n_start has 15 digits Searches terminated with [11,43]-exponents: u = 7, v = 1 -------------- number of left neigbors generated (cont_frac) = 33 number of left neigbors generated (trivial first) = 8 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 41 -------------- Last generated element of the sequence = 837948353 with [11,43]-exponents: u = 7; v = 1 n_end has 9 digits -------------- n_{11,43}(2) = 418974177 -------------- ************************************* p = 11; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,47]-exponents: u = 8, v = 3 n_start has 14 digits Searches terminated with [11,47]-exponents: u = 4, v = 1 -------------- number of left neigbors generated (cont_frac) = 30 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 37 -------------- Last generated element of the sequence = 688127 with [11,47]-exponents: u = 4; v = 1 n_end has 6 digits -------------- n_{11,47}(2) = 344064 -------------- ************************************* p = 11; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,53]-exponents: u = 48, v = 3 n_start has 56 digits Searches terminated with [11,53]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 690 number of left neigbors generated (trivial first) = 158 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 848 -------------- Last generated element of the sequence = 115524532321 with [11,53]-exponents: u = 4; v = 4 n_end has 12 digits -------------- n_{11,53}(2) = 57762266161 -------------- ************************************* p = 11; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,59]-exponents: u = 5, v = 7 n_start has 18 digits Searches terminated with [11,59]-exponents: u = 6, v = 2 -------------- number of left neigbors generated (cont_frac) = 44 number of left neigbors generated (trivial first) = 16 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 60 -------------- Last generated element of the sequence = 6166803841 with [11,59]-exponents: u = 6; v = 2 n_end has 10 digits -------------- n_{11,59}(2) = 3083401921 -------------- ************************************* p = 11; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,61]-exponents: u = 5, v = 4 n_start has 13 digits Searches terminated with [11,61]-exponents: u = 1, v = 2 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 40931 with [11,61]-exponents: u = 1; v = 2 n_end has 5 digits -------------- n_{11,61}(2) = 20466 -------------- ************************************* p = 11; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,67]-exponents: u = 7, v = 1 n_start has 10 digits Searches terminated with [11,67]-exponents: u = 1, v = 2 -------------- number of left neigbors generated (cont_frac) = 14 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 20 -------------- Last generated element of the sequence = 49379 with [11,67]-exponents: u = 1; v = 2 n_end has 5 digits -------------- n_{11,67}(2) = 24690 -------------- ************************************* p = 11; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,71]-exponents: u = 7, v = 1 n_start has 10 digits Searches terminated with [11,71]-exponents: u = 1, v = 3 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 13 -------------- Last generated element of the sequence = 3937021 with [11,71]-exponents: u = 1; v = 3 n_end has 7 digits -------------- n_{11,71}(2) = 1968511 -------------- ************************************* p = 11; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,73]-exponents: u = 7, v = 1 n_start has 10 digits Searches terminated with [11,73]-exponents: u = 1, v = 3 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 13 -------------- Last generated element of the sequence = 4279187 with [11,73]-exponents: u = 1; v = 3 n_end has 7 digits -------------- n_{11,73}(2) = 2139594 -------------- ************************************* p = 11; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,79]-exponents: u = 9, v = 1 n_start has 12 digits Searches terminated with [11,79]-exponents: u = 1, v = 3 -------------- number of left neigbors generated (cont_frac) = 19 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 25 -------------- Last generated element of the sequence = 5423429 with [11,79]-exponents: u = 1; v = 3 n_end has 7 digits -------------- n_{11,79}(2) = 2711715 -------------- ************************************* p = 11; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,83]-exponents: u = 11, v = 1 n_start has 14 digits Searches terminated with [11,83]-exponents: u = 1, v = 4 -------------- number of left neigbors generated (cont_frac) = 24 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 30 -------------- Last generated element of the sequence = 522041531 with [11,83]-exponents: u = 1; v = 4 n_end has 9 digits -------------- n_{11,83}(2) = 261020766 -------------- ************************************* p = 11; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,89]-exponents: u = 13, v = 1 n_start has 16 digits Searches terminated with [11,89]-exponents: u = 1, v = 5 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 35 -------------- Last generated element of the sequence = 61424653939 with [11,89]-exponents: u = 1; v = 5 n_end has 11 digits -------------- n_{11,89}(2) = 30712326970 -------------- ************************************* p = 11; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [11,97]-exponents: u = 19, v = 1 n_start has 22 digits Searches terminated with [11,97]-exponents: u = 1, v = 7 -------------- number of left neigbors generated (cont_frac) = 57 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 67 -------------- Last generated element of the sequence = 888781129259243 with [11,97]-exponents: u = 1; v = 7 n_end has 15 digits -------------- n_{11,97}(2) = 444390564629622 -------------- ************************************* p = 13; q = 17; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,17]-exponents: u = 1, v = 9 n_start has 13 digits Searches terminated with [13,17]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 31 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 34 -------------- Last generated element of the sequence = 62748517 with [13,17]-exponents: u = 7; v = 0 n_end has 8 digits -------------- n_{13,17}(2) = 31374259 -------------- ************************************* p = 13; q = 19; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,19]-exponents: u = 1, v = 6 n_start has 9 digits Searches terminated with [13,19]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 19 -------------- Last generated element of the sequence = 371293 with [13,19]-exponents: u = 5; v = 0 n_end has 6 digits -------------- n_{13,19}(2) = 185647 -------------- ************************************* p = 13; q = 23; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,23]-exponents: u = 1, v = 4 n_start has 7 digits Searches terminated with [13,23]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 9 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 10 -------------- Last generated element of the sequence = 28561 with [13,23]-exponents: u = 4; v = 0 n_end has 5 digits -------------- n_{13,23}(2) = 14281 -------------- ************************************* p = 13; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,29]-exponents: u = 21, v = 3 n_start has 28 digits Searches terminated with [13,29]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 172 number of left neigbors generated (trivial first) = 63 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 235 -------------- Last generated element of the sequence = 53582633 with [13,29]-exponents: u = 3; v = 3 n_end has 8 digits -------------- n_{13,29}(2) = 26791317 -------------- ************************************* p = 13; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,31]-exponents: u = 4, v = 59 n_start has 93 digits Searches terminated with [13,31]-exponents: u = 18, v = 2 -------------- number of left neigbors generated (cont_frac) = 968 number of left neigbors generated (trivial first) = 181 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 1149 -------------- Last generated element of the sequence = 108069646080831054796969 with [13,31]-exponents: u = 18; v = 2 n_end has 24 digits -------------- n_{13,31}(2) = 54034823040415527398485 -------------- ************************************* p = 13; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,37]-exponents: u = 7, v = 2 n_start has 11 digits Searches terminated with [13,37]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 21 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 231361 with [13,37]-exponents: u = 2; v = 2 n_end has 6 digits -------------- n_{13,37}(2) = 115681 -------------- ************************************* p = 13; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,41]-exponents: u = 13, v = 2 n_start has 18 digits Searches terminated with [13,41]-exponents: u = 2, v = 4 -------------- number of left neigbors generated (cont_frac) = 55 number of left neigbors generated (trivial first) = 19 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 74 -------------- Last generated element of the sequence = 477553609 with [13,41]-exponents: u = 2; v = 4 n_end has 9 digits -------------- n_{13,41}(2) = 238776805 -------------- ************************************* p = 13; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,43]-exponents: u = 19, v = 2 n_start has 25 digits Searches terminated with [13,43]-exponents: u = 2, v = 6 -------------- number of left neigbors generated (cont_frac) = 107 number of left neigbors generated (trivial first) = 28 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 135 -------------- Last generated element of the sequence = 1068310355281 with [13,43]-exponents: u = 2; v = 6 n_end has 13 digits -------------- n_{13,43}(2) = 534155177641 -------------- ************************************* p = 13; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,47]-exponents: u = 3, v = 469 n_start has 788 digits --- performed 5000 steps in the continued fraction search [13,47]-exponents: u = 546, v = 93 --- performed 10000 steps in the continued fraction search [13,47]-exponents: u = 550, v = 75 --- performed 15000 steps in the continued fraction search [13,47]-exponents: u = 554, v = 57 --- performed 20000 steps in the continued fraction search [13,47]-exponents: u = 558, v = 39 --- performed 25000 steps in the continued fraction search [13,47]-exponents: u = 562, v = 21 --- performed 30000 steps in the continued fraction search [13,47]-exponents: u = 566, v = 3 --- performed 35000 steps in the continued fraction search [13,47]-exponents: u = 244, v = 202 --- performed 40000 steps in the continued fraction search [13,47]-exponents: u = 248, v = 184 --- performed 45000 steps in the continued fraction search [13,47]-exponents: u = 252, v = 166 --- performed 50000 steps in the continued fraction search [13,47]-exponents: u = 256, v = 148 --- performed 55000 steps in the continued fraction search [13,47]-exponents: u = 260, v = 130 --- performed 60000 steps in the continued fraction search [13,47]-exponents: u = 264, v = 112 --- performed 65000 steps in the continued fraction search [13,47]-exponents: u = 268, v = 94 --- performed 70000 steps in the continued fraction search [13,47]-exponents: u = 272, v = 76 --- performed 75000 steps in the continued fraction search [13,47]-exponents: u = 276, v = 58 --- performed 80000 steps in the continued fraction search [13,47]-exponents: u = 280, v = 40 --- Searches terminated with [13,47]-exponents: u = 325, v = 1 -------------- number of left neigbors generated (cont_frac) = 82949 number of left neigbors generated (trivial first) = 758 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 83707 -------------- Last generated element of the sequence = 5054606571510295269269673584257659452032783849451124144958570911918506348042294786655288239132851407019461902382096498962279002261844875132385928064233864232737899278213974822192095333858389540020517914037443536422607955801261427683886857029830242197538624075381830516279217664920766668362707772592552224613773556880312649016269996916239977287729052629525683287571 with [13,47]-exponents: u = 325; v = 1 n_end has 364 digits -------------- n_{13,47}(2) = 2527303285755147634634836792128829726016391924725562072479285455959253174021147393327644119566425703509730951191048249481139501130922437566192964032116932116368949639106987411096047666929194770010258957018721768211303977900630713841943428514915121098769312037690915258139608832460383334181353886296276112306886778440156324508134998458119988643864526314762841643786 -------------- ************************************* p = 13; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,53]-exponents: u = 3, v = 9 n_start has 19 digits Searches terminated with [13,53]-exponents: u = 7, v = 1 -------------- number of left neigbors generated (cont_frac) = 51 number of left neigbors generated (trivial first) = 14 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 65 -------------- Last generated element of the sequence = 3325671401 with [13,53]-exponents: u = 7; v = 1 n_end has 10 digits -------------- n_{13,53}(2) = 1662835701 -------------- ************************************* p = 13; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,59]-exponents: u = 3, v = 5 n_start has 13 digits Searches terminated with [13,59]-exponents: u = 4, v = 1 -------------- number of left neigbors generated (cont_frac) = 22 number of left neigbors generated (trivial first) = 8 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 30 -------------- Last generated element of the sequence = 1685099 with [13,59]-exponents: u = 4; v = 1 n_end has 7 digits -------------- n_{13,59}(2) = 842550 -------------- ************************************* p = 13; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,61]-exponents: u = 8, v = 3 n_start has 15 digits Searches terminated with [13,61]-exponents: u = 4, v = 1 -------------- number of left neigbors generated (cont_frac) = 30 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 37 -------------- Last generated element of the sequence = 1742221 with [13,61]-exponents: u = 4; v = 1 n_end has 7 digits -------------- n_{13,61}(2) = 871111 -------------- ************************************* p = 13; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,67]-exponents: u = 18, v = 3 n_start has 26 digits Searches terminated with [13,67]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 99 number of left neigbors generated (trivial first) = 38 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 137 -------------- Last generated element of the sequence = 575536166881 with [13,67]-exponents: u = 4; v = 4 n_end has 12 digits -------------- n_{13,67}(2) = 287768083441 -------------- ************************************* p = 13; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,71]-exponents: u = 113, v = 3 n_start has 132 digits Searches terminated with [13,71]-exponents: u = 4, v = 13 -------------- number of left neigbors generated (cont_frac) = 3709 number of left neigbors generated (trivial first) = 358 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 4067 -------------- Last generated element of the sequence = 33276063361636396683159061271 with [13,71]-exponents: u = 4; v = 13 n_end has 29 digits -------------- n_{13,71}(2) = 16638031680818198341579530636 -------------- ************************************* p = 13; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,73]-exponents: u = 5, v = 55 n_start has 109 digits Searches terminated with [13,73]-exponents: u = 21, v = 2 -------------- number of left neigbors generated (cont_frac) = 1049 number of left neigbors generated (trivial first) = 211 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 1260 -------------- Last generated element of the sequence = 1316606875432417142721816877 with [13,73]-exponents: u = 21; v = 2 n_end has 28 digits -------------- n_{13,73}(2) = 658303437716208571360908439 -------------- ************************************* p = 13; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,79]-exponents: u = 5, v = 7 n_start has 19 digits Searches terminated with [13,79]-exponents: u = 6, v = 2 -------------- number of left neigbors generated (cont_frac) = 44 number of left neigbors generated (trivial first) = 16 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 60 -------------- Last generated element of the sequence = 30124114969 with [13,79]-exponents: u = 6; v = 2 n_end has 11 digits -------------- n_{13,79}(2) = 15062057485 -------------- ************************************* p = 13; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,83]-exponents: u = 5, v = 4 n_start has 14 digits Searches terminated with [13,83]-exponents: u = 6, v = 2 -------------- number of left neigbors generated (cont_frac) = 16 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 18 -------------- Last generated element of the sequence = 33251887201 with [13,83]-exponents: u = 6; v = 2 n_end has 11 digits -------------- n_{13,83}(2) = 16625943601 -------------- ************************************* p = 13; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,89]-exponents: u = 5, v = 4 n_start has 14 digits Searches terminated with [13,89]-exponents: u = 1, v = 2 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 102973 with [13,89]-exponents: u = 1; v = 2 n_end has 6 digits -------------- n_{13,89}(2) = 51487 -------------- ************************************* p = 13; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [13,97]-exponents: u = 7, v = 1 n_start has 10 digits Searches terminated with [13,97]-exponents: u = 1, v = 3 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 13 -------------- Last generated element of the sequence = 11864749 with [13,97]-exponents: u = 1; v = 3 n_end has 8 digits -------------- n_{13,97}(2) = 5932375 -------------- ************************************* p = 17; q = 19; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,19]-exponents: u = 1, v = 25 n_start has 34 digits Searches terminated with [17,19]-exponents: u = 20, v = 0 -------------- number of left neigbors generated (cont_frac) = 146 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 152 -------------- Last generated element of the sequence = 4064231406647572522401601 with [17,19]-exponents: u = 20; v = 0 n_end has 25 digits -------------- n_{17,19}(2) = 2032115703323786261200801 -------------- ************************************* p = 17; q = 23; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,23]-exponents: u = 1, v = 9 n_start has 14 digits Searches terminated with [17,23]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 26 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 28 -------------- Last generated element of the sequence = 6975757441 with [17,23]-exponents: u = 8; v = 0 n_end has 10 digits -------------- n_{17,23}(2) = 3487878721 -------------- ************************************* p = 17; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,29]-exponents: u = 1, v = 5 n_start has 9 digits Searches terminated with [17,29]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 1419857 with [17,29]-exponents: u = 5; v = 0 n_end has 7 digits -------------- n_{17,29}(2) = 709929 -------------- ************************************* p = 17; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,31]-exponents: u = 1, v = 4 n_start has 8 digits Searches terminated with [17,31]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 9 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 10 -------------- Last generated element of the sequence = 83521 with [17,31]-exponents: u = 4; v = 0 n_end has 5 digits -------------- n_{17,31}(2) = 41761 -------------- ************************************* p = 17; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,37]-exponents: u = 5, v = 7 n_start has 18 digits Searches terminated with [17,37]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 49 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 51 -------------- Last generated element of the sequence = 248858189 with [17,37]-exponents: u = 3; v = 3 n_end has 9 digits -------------- n_{17,37}(2) = 124429095 -------------- ************************************* p = 17; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,41]-exponents: u = 17, v = 3 n_start has 26 digits Searches terminated with [17,41]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 115 number of left neigbors generated (trivial first) = 47 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 162 -------------- Last generated element of the sequence = 338608873 with [17,41]-exponents: u = 3; v = 3 n_end has 9 digits -------------- n_{17,41}(2) = 169304437 -------------- ************************************* p = 17; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,43]-exponents: u = 73, v = 3 n_start has 95 digits Searches terminated with [17,43]-exponents: u = 3, v = 15 -------------- number of left neigbors generated (cont_frac) = 1877 number of left neigbors generated (trivial first) = 207 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 2084 -------------- Last generated element of the sequence = 15608946707165356166984990291 with [17,43]-exponents: u = 3; v = 15 n_end has 29 digits -------------- n_{17,43}(2) = 7804473353582678083492495146 -------------- ************************************* p = 17; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,47]-exponents: u = 4, v = 11 n_start has 24 digits Searches terminated with [17,47]-exponents: u = 6, v = 2 -------------- number of left neigbors generated (cont_frac) = 69 number of left neigbors generated (trivial first) = 25 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 94 -------------- Last generated element of the sequence = 53319889921 with [17,47]-exponents: u = 6; v = 2 n_end has 11 digits -------------- n_{17,47}(2) = 26659944961 -------------- ************************************* p = 17; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,53]-exponents: u = 7, v = 2 n_start has 13 digits Searches terminated with [17,53]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 21 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 811801 with [17,53]-exponents: u = 2; v = 2 n_end has 6 digits -------------- n_{17,53}(2) = 405901 -------------- ************************************* p = 17; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,59]-exponents: u = 10, v = 2 n_start has 16 digits Searches terminated with [17,59]-exponents: u = 2, v = 4 -------------- number of left neigbors generated (cont_frac) = 32 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 42 -------------- Last generated element of the sequence = 3501917329 with [17,59]-exponents: u = 2; v = 4 n_end has 10 digits -------------- n_{17,59}(2) = 1750958665 -------------- ************************************* p = 17; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,61]-exponents: u = 13, v = 2 n_start has 20 digits Searches terminated with [17,61]-exponents: u = 2, v = 6 -------------- number of left neigbors generated (cont_frac) = 43 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 53 -------------- Last generated element of the sequence = 14889388190329 with [17,61]-exponents: u = 2; v = 6 n_end has 14 digits -------------- n_{17,61}(2) = 7444694095165 -------------- ************************************* p = 17; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,67]-exponents: u = 46, v = 2 n_start has 61 digits Searches terminated with [17,67]-exponents: u = 2, v = 16 -------------- number of left neigbors generated (cont_frac) = 542 number of left neigbors generated (trivial first) = 64 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 606 -------------- Last generated element of the sequence = 47653487080554563654875565632609 with [17,67]-exponents: u = 2; v = 16 n_end has 32 digits -------------- n_{17,67}(2) = 23826743540277281827437782816305 -------------- ************************************* p = 17; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,71]-exponents: u = 3, v = 109 n_start has 206 digits Searches terminated with [17,71]-exponents: u = 85, v = 1 -------------- number of left neigbors generated (cont_frac) = 4669 number of left neigbors generated (trivial first) = 158 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 4827 -------------- Last generated element of the sequence = 27505317715320827735320209935604335545057282884143452325975465133115343249873090215755430155132043032950647 with [17,71]-exponents: u = 85; v = 1 n_end has 107 digits -------------- n_{17,71}(2) = 13752658857660413867660104967802167772528641442071726162987732566557671624936545107877715077566021516475324 -------------- ************************************* p = 17; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,73]-exponents: u = 3, v = 33 n_start has 66 digits Searches terminated with [17,73]-exponents: u = 28, v = 1 -------------- number of left neigbors generated (cont_frac) = 470 number of left neigbors generated (trivial first) = 44 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 514 -------------- Last generated element of the sequence = 2069629750811342164804297837722601993 with [17,73]-exponents: u = 28; v = 1 n_end has 37 digits -------------- n_{17,73}(2) = 1034814875405671082402148918861300997 -------------- ************************************* p = 17; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,79]-exponents: u = 3, v = 11 n_start has 25 digits Searches terminated with [17,79]-exponents: u = 10, v = 1 -------------- number of left neigbors generated (cont_frac) = 68 number of left neigbors generated (trivial first) = 14 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 82 -------------- Last generated element of the sequence = 159263518135471 with [17,79]-exponents: u = 10; v = 1 n_end has 15 digits -------------- n_{17,79}(2) = 79631759067736 -------------- ************************************* p = 17; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,83]-exponents: u = 3, v = 7 n_start has 18 digits Searches terminated with [17,83]-exponents: u = 7, v = 1 -------------- number of left neigbors generated (cont_frac) = 33 number of left neigbors generated (trivial first) = 8 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 41 -------------- Last generated element of the sequence = 34058109859 with [17,83]-exponents: u = 7; v = 1 n_end has 11 digits -------------- n_{17,83}(2) = 17029054930 -------------- ************************************* p = 17; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,89]-exponents: u = 3, v = 5 n_start has 14 digits Searches terminated with [17,89]-exponents: u = 7, v = 1 -------------- number of left neigbors generated (cont_frac) = 15 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 17 -------------- Last generated element of the sequence = 36520141897 with [17,89]-exponents: u = 7; v = 1 n_end has 11 digits -------------- n_{17,89}(2) = 18260070949 -------------- ************************************* p = 17; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [17,97]-exponents: u = 8, v = 3 n_start has 16 digits Searches terminated with [17,97]-exponents: u = 4, v = 1 -------------- number of left neigbors generated (cont_frac) = 30 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 37 -------------- Last generated element of the sequence = 8101537 with [17,97]-exponents: u = 4; v = 1 n_end has 7 digits -------------- n_{17,97}(2) = 4050769 -------------- ************************************* p = 19; q = 23; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,23]-exponents: u = 1, v = 15 n_start has 22 digits Searches terminated with [19,23]-exponents: u = 12, v = 0 -------------- number of left neigbors generated (cont_frac) = 64 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 68 -------------- Last generated element of the sequence = 2213314919066161 with [19,23]-exponents: u = 12; v = 0 n_end has 16 digits -------------- n_{19,23}(2) = 1106657459533081 -------------- ************************************* p = 19; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,29]-exponents: u = 1, v = 6 n_start has 11 digits Searches terminated with [19,29]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 47045881 with [19,29]-exponents: u = 6; v = 0 n_end has 8 digits -------------- n_{19,29}(2) = 23522941 -------------- ************************************* p = 19; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,31]-exponents: u = 1, v = 6 n_start has 11 digits Searches terminated with [19,31]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 19 -------------- Last generated element of the sequence = 2476099 with [19,31]-exponents: u = 5; v = 0 n_end has 7 digits -------------- n_{19,31}(2) = 1238050 -------------- ************************************* p = 19; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,37]-exponents: u = 11, v = 4 n_start has 21 digits Searches terminated with [19,37]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 49 number of left neigbors generated (trivial first) = 11 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 60 -------------- Last generated element of the sequence = 130321 with [19,37]-exponents: u = 4; v = 0 n_end has 6 digits -------------- n_{19,37}(2) = 65161 -------------- ************************************* p = 19; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,41]-exponents: u = 5, v = 19 n_start has 38 digits Searches terminated with [19,41]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 157 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 159 -------------- Last generated element of the sequence = 472729139 with [19,41]-exponents: u = 3; v = 3 n_end has 9 digits -------------- n_{19,41}(2) = 236364570 -------------- ************************************* p = 19; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,43]-exponents: u = 5, v = 7 n_start has 18 digits Searches terminated with [19,43]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 49 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 51 -------------- Last generated element of the sequence = 545338513 with [19,43]-exponents: u = 3; v = 3 n_end has 9 digits -------------- n_{19,43}(2) = 272669257 -------------- ************************************* p = 19; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,47]-exponents: u = 13, v = 3 n_start has 22 digits Searches terminated with [19,47]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 70 number of left neigbors generated (trivial first) = 31 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 101 -------------- Last generated element of the sequence = 712121957 with [19,47]-exponents: u = 3; v = 3 n_end has 9 digits -------------- n_{19,47}(2) = 356060979 -------------- ************************************* p = 19; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,53]-exponents: u = 4, v = 20 n_start has 40 digits Searches terminated with [19,53]-exponents: u = 10, v = 2 -------------- number of left neigbors generated (cont_frac) = 176 number of left neigbors generated (trivial first) = 49 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 225 -------------- Last generated element of the sequence = 17222165118163009 with [19,53]-exponents: u = 10; v = 2 n_end has 17 digits -------------- n_{19,53}(2) = 8611082559081505 -------------- ************************************* p = 19; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,59]-exponents: u = 4, v = 5 n_start has 14 digits Searches terminated with [19,59]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 30 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 32 -------------- Last generated element of the sequence = 1256641 with [19,59]-exponents: u = 2; v = 2 n_end has 7 digits -------------- n_{19,59}(2) = 628321 -------------- ************************************* p = 19; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,61]-exponents: u = 4, v = 5 n_start has 15 digits Searches terminated with [19,61]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 30 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 32 -------------- Last generated element of the sequence = 1343281 with [19,61]-exponents: u = 2; v = 2 n_end has 7 digits -------------- n_{19,61}(2) = 671641 -------------- ************************************* p = 19; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,67]-exponents: u = 7, v = 2 n_start has 13 digits Searches terminated with [19,67]-exponents: u = 2, v = 4 -------------- number of left neigbors generated (cont_frac) = 14 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 7274554681 with [19,67]-exponents: u = 2; v = 4 n_end has 10 digits -------------- n_{19,67}(2) = 3637277341 -------------- ************************************* p = 19; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,71]-exponents: u = 13, v = 2 n_start has 21 digits Searches terminated with [19,71]-exponents: u = 2, v = 6 -------------- number of left neigbors generated (cont_frac) = 43 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 53 -------------- Last generated element of the sequence = 46244202495481 with [19,71]-exponents: u = 2; v = 6 n_end has 14 digits -------------- n_{19,71}(2) = 23122101247741 -------------- ************************************* p = 19; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,73]-exponents: u = 16, v = 2 n_start has 25 digits Searches terminated with [19,73]-exponents: u = 2, v = 6 -------------- number of left neigbors generated (cont_frac) = 72 number of left neigbors generated (trivial first) = 19 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 91 -------------- Last generated element of the sequence = 54631655690329 with [19,73]-exponents: u = 2; v = 6 n_end has 14 digits -------------- n_{19,73}(2) = 27315827845165 -------------- ************************************* p = 19; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,79]-exponents: u = 46, v = 2 n_start has 63 digits Searches terminated with [19,79]-exponents: u = 2, v = 16 -------------- number of left neigbors generated (cont_frac) = 542 number of left neigbors generated (trivial first) = 64 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 606 -------------- Last generated element of the sequence = 830884509935692764172691855666281 with [19,79]-exponents: u = 2; v = 16 n_end has 33 digits -------------- n_{19,79}(2) = 415442254967846382086345927833141 -------------- ************************************* p = 19; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,83]-exponents: u = 3, v = 673 n_start has 1296 digits --- performed 5000 steps in the continued fraction search [19,83]-exponents: u = 577, v = 282 --- performed 10000 steps in the continued fraction search [19,83]-exponents: u = 485, v = 334 --- performed 15000 steps in the continued fraction search [19,83]-exponents: u = 932, v = 27 --- performed 20000 steps in the continued fraction search [19,83]-exponents: u = 840, v = 79 --- performed 25000 steps in the continued fraction search [19,83]-exponents: u = 748, v = 131 --- performed 30000 steps in the continued fraction search [19,83]-exponents: u = 656, v = 183 --- performed 35000 steps in the continued fraction search [19,83]-exponents: u = 564, v = 235 --- performed 40000 steps in the continued fraction search [19,83]-exponents: u = 472, v = 287 --- performed 45000 steps in the continued fraction search [19,83]-exponents: u = 380, v = 339 --- performed 50000 steps in the continued fraction search [19,83]-exponents: u = 827, v = 32 --- performed 55000 steps in the continued fraction search [19,83]-exponents: u = 735, v = 84 --- performed 60000 steps in the continued fraction search [19,83]-exponents: u = 643, v = 136 --- performed 65000 steps in the continued fraction search [19,83]-exponents: u = 551, v = 188 --- performed 70000 steps in the continued fraction search [19,83]-exponents: u = 459, v = 240 --- performed 75000 steps in the continued fraction search [19,83]-exponents: u = 367, v = 292 --- performed 80000 steps in the continued fraction search [19,83]-exponents: u = 275, v = 344 --- performed 85000 steps in the continued fraction search [19,83]-exponents: u = 722, v = 37 --- performed 90000 steps in the continued fraction search [19,83]-exponents: u = 630, v = 89 --- performed 95000 steps in the continued fraction search [19,83]-exponents: u = 538, v = 141 --- performed 100000 steps in the continued fraction search [19,83]-exponents: u = 446, v = 193 --- performed 105000 steps in the continued fraction search [19,83]-exponents: u = 354, v = 245 --- performed 110000 steps in the continued fraction search [19,83]-exponents: u = 262, v = 297 --- performed 115000 steps in the continued fraction search [19,83]-exponents: u = 170, v = 349 --- performed 120000 steps in the continued fraction search [19,83]-exponents: u = 617, v = 42 --- performed 125000 steps in the continued fraction search [19,83]-exponents: u = 525, v = 94 --- performed 130000 steps in the continued fraction search [19,83]-exponents: u = 433, v = 146 --- performed 135000 steps in the continued fraction search [19,83]-exponents: u = 341, v = 198 --- performed 140000 steps in the continued fraction search [19,83]-exponents: u = 249, v = 250 --- performed 145000 steps in the continued fraction search [19,83]-exponents: u = 157, v = 302 --- performed 150000 steps in the continued fraction search [19,83]-exponents: u = 65, v = 354 --- performed 155000 steps in the continued fraction search [19,83]-exponents: u = 512, v = 47 --- performed 160000 steps in the continued fraction search [19,83]-exponents: u = 420, v = 99 --- performed 165000 steps in the continued fraction search [19,83]-exponents: u = 328, v = 151 --- performed 170000 steps in the continued fraction search [19,83]-exponents: u = 236, v = 203 --- Searches terminated with [19,83]-exponents: u = 538, v = 1 -------------- number of left neigbors generated (cont_frac) = 170460 number of left neigbors generated (trivial first) = 944 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 171404 -------------- Last generated element of the sequence = 773598118833826225467200063844448709241926919514663700516305070007477048334230138993367316285856014664394602481926272819338523469509108270217096701485663886638429538327452367084130492404043081111086544013760107687328266877392595566281221443730730277109120264446619335678609842787181280505061252440497238211519665937975100544586138337137883328031377143716873050562631443499788676493152571243733800976522754953422989288109279254650484200228651986760781781441547320448866835979994003325209577826875122964420322698416247857433739022240856285691958462973621994945360103289424691815013743465195156458862736285985678731026511688948655219639043999897361888148173025235859168472953878110115861442603 with [19,83]-exponents: u = 538; v = 1 n_end has 690 digits -------------- n_{19,83}(2) = 386799059416913112733600031922224354620963459757331850258152535003738524167115069496683658142928007332197301240963136409669261734754554135108548350742831943319214769163726183542065246202021540555543272006880053843664133438696297783140610721865365138554560132223309667839304921393590640252530626220248619105759832968987550272293069168568941664015688571858436525281315721749894338246576285621866900488261377476711494644054639627325242100114325993380390890720773660224433417989997001662604788913437561482210161349208123928716869511120428142845979231486810997472680051644712345907506871732597578229431368142992839365513255844474327609819521999948680944074086512617929584236476939055057930721302 -------------- ************************************* p = 19; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,89]-exponents: u = 3, v = 19 n_start has 41 digits Searches terminated with [19,89]-exponents: u = 16, v = 1 -------------- number of left neigbors generated (cont_frac) = 174 number of left neigbors generated (trivial first) = 26 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 200 -------------- Last generated element of the sequence = 25671285807518283923609 with [19,89]-exponents: u = 16; v = 1 n_end has 23 digits -------------- n_{19,89}(2) = 12835642903759141961805 -------------- ************************************* p = 19; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [19,97]-exponents: u = 3, v = 9 n_start has 22 digits Searches terminated with [19,97]-exponents: u = 7, v = 1 -------------- number of left neigbors generated (cont_frac) = 51 number of left neigbors generated (trivial first) = 14 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 65 -------------- Last generated element of the sequence = 86705558683 with [19,97]-exponents: u = 7; v = 1 n_end has 11 digits -------------- n_{19,97}(2) = 43352779342 -------------- ************************************* p = 23; q = 29; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,29]-exponents: u = 1, v = 13 n_start has 21 digits Searches terminated with [23,29]-exponents: u = 11, v = 0 -------------- number of left neigbors generated (cont_frac) = 47 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 50 -------------- Last generated element of the sequence = 952809757913927 with [23,29]-exponents: u = 11; v = 0 n_end has 15 digits -------------- n_{23,29}(2) = 476404878956964 -------------- ************************************* p = 23; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,31]-exponents: u = 1, v = 10 n_start has 17 digits Searches terminated with [23,31]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 1801152661463 with [23,31]-exponents: u = 9; v = 0 n_end has 13 digits -------------- n_{23,31}(2) = 900576330732 -------------- ************************************* p = 23; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,37]-exponents: u = 1, v = 6 n_start has 11 digits Searches terminated with [23,37]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 148035889 with [23,37]-exponents: u = 6; v = 0 n_end has 9 digits -------------- n_{23,37}(2) = 74017945 -------------- ************************************* p = 23; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,41]-exponents: u = 1, v = 5 n_start has 10 digits Searches terminated with [23,41]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 6436343 with [23,41]-exponents: u = 5; v = 0 n_end has 7 digits -------------- n_{23,41}(2) = 3218172 -------------- ************************************* p = 23; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,43]-exponents: u = 1, v = 5 n_start has 10 digits Searches terminated with [23,43]-exponents: u = 4, v = 0 -------------- number of left neigbors generated (cont_frac) = 14 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 279841 with [23,43]-exponents: u = 4; v = 0 n_end has 6 digits -------------- n_{23,43}(2) = 139921 -------------- ************************************* p = 23; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,47]-exponents: u = 11, v = 4 n_start has 22 digits Searches terminated with [23,47]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 57 number of left neigbors generated (trivial first) = 21 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 78 -------------- Last generated element of the sequence = 1365534810721 with [23,47]-exponents: u = 4; v = 4 n_end has 13 digits -------------- n_{23,47}(2) = 682767405361 -------------- ************************************* p = 23; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,53]-exponents: u = 5, v = 15 n_start has 33 digits Searches terminated with [23,53]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 121 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 123 -------------- Last generated element of the sequence = 1811386459 with [23,53]-exponents: u = 3; v = 3 n_end has 10 digits -------------- n_{23,53}(2) = 905693230 -------------- ************************************* p = 23; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,59]-exponents: u = 13, v = 3 n_start has 24 digits Searches terminated with [23,59]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 70 number of left neigbors generated (trivial first) = 31 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 101 -------------- Last generated element of the sequence = 2498846293 with [23,59]-exponents: u = 3; v = 3 n_end has 10 digits -------------- n_{23,59}(2) = 1249423147 -------------- ************************************* p = 23; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,61]-exponents: u = 17, v = 3 n_start has 29 digits Searches terminated with [23,61]-exponents: u = 3, v = 6 -------------- number of left neigbors generated (cont_frac) = 101 number of left neigbors generated (trivial first) = 31 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 132 -------------- Last generated element of the sequence = 626848394850287 with [23,61]-exponents: u = 3; v = 6 n_end has 15 digits -------------- n_{23,61}(2) = 313424197425144 -------------- ************************************* p = 23; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,67]-exponents: u = 4, v = 41 n_start has 81 digits Searches terminated with [23,67]-exponents: u = 22, v = 2 -------------- number of left neigbors generated (cont_frac) = 637 number of left neigbors generated (trivial first) = 97 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 734 -------------- Last generated element of the sequence = 4075322645709446831400858379805881 with [23,67]-exponents: u = 22; v = 2 n_end has 34 digits -------------- n_{23,67}(2) = 2037661322854723415700429189902941 -------------- ************************************* p = 23; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,71]-exponents: u = 4, v = 11 n_start has 26 digits Searches terminated with [23,71]-exponents: u = 6, v = 2 -------------- number of left neigbors generated (cont_frac) = 69 number of left neigbors generated (trivial first) = 25 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 94 -------------- Last generated element of the sequence = 746248916449 with [23,71]-exponents: u = 6; v = 2 n_end has 12 digits -------------- n_{23,71}(2) = 373124458225 -------------- ************************************* p = 23; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,73]-exponents: u = 4, v = 8 n_start has 21 digits Searches terminated with [23,73]-exponents: u = 6, v = 2 -------------- number of left neigbors generated (cont_frac) = 43 number of left neigbors generated (trivial first) = 13 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 56 -------------- Last generated element of the sequence = 788883252481 with [23,73]-exponents: u = 6; v = 2 n_end has 12 digits -------------- n_{23,73}(2) = 394441626241 -------------- ************************************* p = 23; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,79]-exponents: u = 4, v = 5 n_start has 15 digits Searches terminated with [23,79]-exponents: u = 2, v = 2 -------------- number of left neigbors generated (cont_frac) = 30 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 32 -------------- Last generated element of the sequence = 3301489 with [23,79]-exponents: u = 2; v = 2 n_end has 7 digits -------------- n_{23,79}(2) = 1650745 -------------- ************************************* p = 23; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,83]-exponents: u = 7, v = 2 n_start has 14 digits Searches terminated with [23,83]-exponents: u = 2, v = 4 -------------- number of left neigbors generated (cont_frac) = 14 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 25105451809 with [23,83]-exponents: u = 2; v = 4 n_end has 11 digits -------------- n_{23,83}(2) = 12552725905 -------------- ************************************* p = 23; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,89]-exponents: u = 10, v = 2 n_start has 18 digits Searches terminated with [23,89]-exponents: u = 2, v = 4 -------------- number of left neigbors generated (cont_frac) = 32 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 42 -------------- Last generated element of the sequence = 33190645489 with [23,89]-exponents: u = 2; v = 4 n_end has 11 digits -------------- n_{23,89}(2) = 16595322745 -------------- ************************************* p = 23; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [23,97]-exponents: u = 16, v = 2 n_start has 26 digits Searches terminated with [23,97]-exponents: u = 2, v = 6 -------------- number of left neigbors generated (cont_frac) = 72 number of left neigbors generated (trivial first) = 19 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 91 -------------- Last generated element of the sequence = 440642190607441 with [23,97]-exponents: u = 2; v = 6 n_end has 15 digits -------------- n_{23,97}(2) = 220321095303721 -------------- ************************************* p = 29; q = 31; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,31]-exponents: u = 1, v = 50 n_start has 77 digits Searches terminated with [29,31]-exponents: u = 41, v = 0 -------------- number of left neigbors generated (cont_frac) = 461 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 471 -------------- Last generated element of the sequence = 908485319620418693071190220095272672648773093786320077783229 with [29,31]-exponents: u = 41; v = 0 n_end has 60 digits -------------- n_{29,31}(2) = 454242659810209346535595110047636336324386546893160038891615 -------------- ************************************* p = 29; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,37]-exponents: u = 1, v = 13 n_start has 22 digits Searches terminated with [29,37]-exponents: u = 11, v = 0 -------------- number of left neigbors generated (cont_frac) = 47 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 50 -------------- Last generated element of the sequence = 12200509765705829 with [29,37]-exponents: u = 11; v = 0 n_end has 17 digits -------------- n_{29,37}(2) = 6100254882852915 -------------- ************************************* p = 29; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,41]-exponents: u = 1, v = 9 n_start has 16 digits Searches terminated with [29,41]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 26 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 28 -------------- Last generated element of the sequence = 500246412961 with [29,41]-exponents: u = 8; v = 0 n_end has 12 digits -------------- n_{29,41}(2) = 250123206481 -------------- ************************************* p = 29; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,43]-exponents: u = 1, v = 8 n_start has 15 digits Searches terminated with [29,43]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 23 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 25 -------------- Last generated element of the sequence = 17249876309 with [29,43]-exponents: u = 7; v = 0 n_end has 11 digits -------------- n_{29,43}(2) = 8624938155 -------------- ************************************* p = 29; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,47]-exponents: u = 1, v = 6 n_start has 12 digits Searches terminated with [29,47]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 594823321 with [29,47]-exponents: u = 6; v = 0 n_end has 9 digits -------------- n_{29,47}(2) = 297411661 -------------- ************************************* p = 29; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,53]-exponents: u = 1, v = 5 n_start has 11 digits Searches terminated with [29,53]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 20511149 with [29,53]-exponents: u = 5; v = 0 n_end has 8 digits -------------- n_{29,53}(2) = 10255575 -------------- ************************************* p = 29; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,59]-exponents: u = 6, v = 4 n_start has 16 digits Searches terminated with [29,59]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 19 -------------- Last generated element of the sequence = 8570379205441 with [29,59]-exponents: u = 4; v = 4 n_end has 13 digits -------------- n_{29,59}(2) = 4285189602721 -------------- ************************************* p = 29; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,61]-exponents: u = 6, v = 4 n_start has 16 digits Searches terminated with [29,61]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 19 -------------- Last generated element of the sequence = 9792900268321 with [29,61]-exponents: u = 4; v = 4 n_end has 13 digits -------------- n_{29,61}(2) = 4896450134161 -------------- ************************************* p = 29; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,67]-exponents: u = 236, v = 4 n_start has 353 digits --- performed 5000 steps in the continued fraction search [29,67]-exponents: u = 148, v = 52 --- performed 10000 steps in the continued fraction search [29,67]-exponents: u = 43, v = 110 --- performed 15000 steps in the continued fraction search [29,67]-exponents: u = 19, v = 97 --- performed 20000 steps in the continued fraction search [29,67]-exponents: u = 67, v = 11 --- Searches terminated with [29,67]-exponents: u = 4, v = 36 -------------- number of left neigbors generated (cont_frac) = 21527 number of left neigbors generated (trivial first) = 946 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 22473 -------------- Last generated element of the sequence = 387511761825771962535041343709119587315266739953554975964012581273632161 with [29,67]-exponents: u = 4; v = 36 n_end has 72 digits -------------- n_{29,67}(2) = 193755880912885981267520671854559793657633369976777487982006290636816081 -------------- ************************************* p = 29; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,71]-exponents: u = 5, v = 15 n_start has 36 digits Searches terminated with [29,71]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 121 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 123 -------------- Last generated element of the sequence = 8729091379 with [29,71]-exponents: u = 3; v = 3 n_end has 10 digits -------------- n_{29,71}(2) = 4364545690 -------------- ************************************* p = 29; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,73]-exponents: u = 5, v = 7 n_start has 21 digits Searches terminated with [29,73]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 49 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 51 -------------- Last generated element of the sequence = 9487735613 with [29,73]-exponents: u = 3; v = 3 n_end has 10 digits -------------- n_{29,73}(2) = 4743867807 -------------- ************************************* p = 29; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,79]-exponents: u = 9, v = 3 n_start has 19 digits Searches terminated with [29,79]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 37 number of left neigbors generated (trivial first) = 15 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 52 -------------- Last generated element of the sequence = 12024728171 with [29,79]-exponents: u = 3; v = 3 n_end has 11 digits -------------- n_{29,79}(2) = 6012364086 -------------- ************************************* p = 29; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,83]-exponents: u = 17, v = 3 n_start has 31 digits Searches terminated with [29,83]-exponents: u = 3, v = 6 -------------- number of left neigbors generated (cont_frac) = 101 number of left neigbors generated (trivial first) = 31 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 132 -------------- Last generated element of the sequence = 7973748766096541 with [29,83]-exponents: u = 3; v = 6 n_end has 16 digits -------------- n_{29,83}(2) = 3986874383048271 -------------- ************************************* p = 29; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,89]-exponents: u = 1369, v = 3 n_start has 2008 digits --- performed 5000 steps in the continued fraction search [29,89]-exponents: u = 539, v = 622 --- performed 10000 steps in the continued fraction search [29,89]-exponents: u = 962, v = 301 --- performed 15000 steps in the continued fraction search [29,89]-exponents: u = 1309, v = 37 --- performed 20000 steps in the continued fraction search [29,89]-exponents: u = 231, v = 842 --- performed 25000 steps in the continued fraction search [29,89]-exponents: u = 434, v = 686 --- performed 30000 steps in the continued fraction search [29,89]-exponents: u = 561, v = 587 --- performed 35000 steps in the continued fraction search [29,89]-exponents: u = 612, v = 545 --- performed 40000 steps in the continued fraction search [29,89]-exponents: u = 591, v = 557 --- performed 45000 steps in the continued fraction search [29,89]-exponents: u = 494, v = 626 --- performed 50000 steps in the continued fraction search [29,89]-exponents: u = 321, v = 752 --- performed 55000 steps in the continued fraction search [29,89]-exponents: u = 72, v = 935 --- performed 60000 steps in the continued fraction search [29,89]-exponents: u = 1060, v = 190 --- performed 65000 steps in the continued fraction search [29,89]-exponents: u = 659, v = 487 --- performed 70000 steps in the continued fraction search [29,89]-exponents: u = 182, v = 841 --- performed 75000 steps in the continued fraction search [29,89]-exponents: u = 922, v = 282 --- performed 80000 steps in the continued fraction search [29,89]-exponents: u = 289, v = 753 --- performed 85000 steps in the continued fraction search [29,89]-exponents: u = 865, v = 317 --- performed 90000 steps in the continued fraction search [29,89]-exponents: u = 76, v = 905 --- performed 95000 steps in the continued fraction search [29,89]-exponents: u = 488, v = 592 --- performed 100000 steps in the continued fraction search [29,89]-exponents: u = 812, v = 345 --- performed 105000 steps in the continued fraction search [29,89]-exponents: u = 1052, v = 161 --- performed 110000 steps in the continued fraction search [29,89]-exponents: u = 1208, v = 40 --- performed 115000 steps in the continued fraction search [29,89]-exponents: u = 27, v = 922 --- performed 120000 steps in the continued fraction search [29,89]-exponents: u = 15, v = 927 --- performed 125000 steps in the continued fraction search [29,89]-exponents: u = 1160, v = 64 --- performed 130000 steps in the continued fraction search [29,89]-exponents: u = 972, v = 201 --- performed 135000 steps in the continued fraction search [29,89]-exponents: u = 700, v = 401 --- performed 140000 steps in the continued fraction search [29,89]-exponents: u = 344, v = 664 --- performed 145000 steps in the continued fraction search [29,89]-exponents: u = 1121, v = 77 --- performed 150000 steps in the continued fraction search [29,89]-exponents: u = 589, v = 472 --- performed 155000 steps in the continued fraction search [29,89]-exponents: u = 1178, v = 26 --- performed 160000 steps in the continued fraction search [29,89]-exponents: u = 470, v = 553 --- performed 165000 steps in the continued fraction search [29,89]-exponents: u = 871, v = 248 --- performed 170000 steps in the continued fraction search [29,89]-exponents: u = 1176, v = 15 --- performed 175000 steps in the continued fraction search [29,89]-exponents: u = 200, v = 743 --- performed 180000 steps in the continued fraction search [29,89]-exponents: u = 321, v = 648 --- performed 185000 steps in the continued fraction search [29,89]-exponents: u = 346, v = 625 --- performed 190000 steps in the continued fraction search [29,89]-exponents: u = 271, v = 677 --- performed 195000 steps in the continued fraction search [29,89]-exponents: u = 100, v = 801 --- performed 200000 steps in the continued fraction search [29,89]-exponents: u = 994, v = 126 --- performed 205000 steps in the continued fraction search [29,89]-exponents: u = 627, v = 397 --- performed 210000 steps in the continued fraction search [29,89]-exponents: u = 160, v = 743 --- performed 215000 steps in the continued fraction search [29,89]-exponents: u = 742, v = 302 --- performed 220000 steps in the continued fraction search [29,89]-exponents: u = 79, v = 795 --- performed 225000 steps in the continued fraction search [29,89]-exponents: u = 449, v = 513 --- performed 230000 steps in the continued fraction search [29,89]-exponents: u = 711, v = 312 --- performed 235000 steps in the continued fraction search [29,89]-exponents: u = 865, v = 192 --- --- performed 1000 steps in the first trivial search [29,89]-exponents: u = 1118, v = 2 --- performed 240000 steps in the continued fraction search [29,89]-exponents: u = 911, v = 153 --- performed 245000 steps in the continued fraction search [29,89]-exponents: u = 849, v = 195 --- performed 250000 steps in the continued fraction search [29,89]-exponents: u = 679, v = 318 --- performed 255000 steps in the continued fraction search [29,89]-exponents: u = 401, v = 522 --- performed 260000 steps in the continued fraction search [29,89]-exponents: u = 15, v = 807 --- performed 265000 steps in the continued fraction search [29,89]-exponents: u = 602, v = 362 --- performed 270000 steps in the continued fraction search [29,89]-exponents: u = 1069, v = 7 --- performed 275000 steps in the continued fraction search [29,89]-exponents: u = 347, v = 544 --- performed 280000 steps in the continued fraction search [29,89]-exponents: u = 578, v = 366 --- performed 285000 steps in the continued fraction search [29,89]-exponents: u = 689, v = 278 --- performed 290000 steps in the continued fraction search [29,89]-exponents: u = 680, v = 280 --- performed 295000 steps in the continued fraction search [29,89]-exponents: u = 551, v = 372 --- performed 300000 steps in the continued fraction search [29,89]-exponents: u = 302, v = 554 --- performed 305000 steps in the continued fraction search [29,89]-exponents: u = 962, v = 54 --- performed 310000 steps in the continued fraction search [29,89]-exponents: u = 465, v = 422 --- performed 315000 steps in the continued fraction search [29,89]-exponents: u = 865, v = 117 --- performed 320000 steps in the continued fraction search [29,89]-exponents: u = 120, v = 671 --- performed 325000 steps in the continued fraction search [29,89]-exponents: u = 260, v = 561 --- performed 330000 steps in the continued fraction search [29,89]-exponents: u = 268, v = 550 --- performed 335000 steps in the continued fraction search [29,89]-exponents: u = 140, v = 641 --- performed 340000 steps in the continued fraction search [29,89]-exponents: u = 865, v = 92 --- performed 345000 steps in the continued fraction search [29,89]-exponents: u = 465, v = 387 --- performed 350000 steps in the continued fraction search [29,89]-exponents: u = 902, v = 54 --- performed 355000 steps in the continued fraction search [29,89]-exponents: u = 230, v = 553 --- performed 360000 steps in the continued fraction search [29,89]-exponents: u = 379, v = 436 --- performed 365000 steps in the continued fraction search [29,89]-exponents: u = 380, v = 430 --- performed 370000 steps in the continued fraction search [29,89]-exponents: u = 237, v = 532 --- performed 375000 steps in the continued fraction search [29,89]-exponents: u = 879, v = 45 --- performed 380000 steps in the continued fraction search [29,89]-exponents: u = 432, v = 375 --- performed 385000 steps in the continued fraction search [29,89]-exponents: u = 762, v = 122 --- performed 390000 steps in the continued fraction search [29,89]-exponents: u = 15, v = 677 --- performed 395000 steps in the continued fraction search [29,89]-exponents: u = 29, v = 661 --- performed 400000 steps in the continued fraction search [29,89]-exponents: u = 776, v = 95 --- performed 405000 steps in the continued fraction search [29,89]-exponents: u = 462, v = 325 --- performed 410000 steps in the continued fraction search [29,89]-exponents: u = 865, v = 17 --- performed 415000 steps in the continued fraction search [29,89]-exponents: u = 219, v = 496 --- performed 420000 steps in the continued fraction search [29,89]-exponents: u = 278, v = 446 --- performed 2000 steps in the first trivial search [29,89]-exponents: u = 868, v = 2 --- performed 425000 steps in the continued fraction search [29,89]-exponents: u = 161, v = 528 --- performed 430000 steps in the continued fraction search [29,89]-exponents: u = 721, v = 102 --- performed 435000 steps in the continued fraction search [29,89]-exponents: u = 244, v = 454 --- performed 440000 steps in the continued fraction search [29,89]-exponents: u = 428, v = 310 --- performed 445000 steps in the continued fraction search [29,89]-exponents: u = 420, v = 310 --- performed 450000 steps in the continued fraction search [29,89]-exponents: u = 220, v = 454 --- performed 455000 steps in the continued fraction search [29,89]-exponents: u = 641, v = 132 --- performed 460000 steps in the continued fraction search [29,89]-exponents: u = 49, v = 570 --- performed 465000 steps in the continued fraction search [29,89]-exponents: u = 62, v = 554 --- performed 470000 steps in the continued fraction search [29,89]-exponents: u = 652, v = 105 --- performed 475000 steps in the continued fraction search [29,89]-exponents: u = 241, v = 407 --- performed 480000 steps in the continued fraction search [29,89]-exponents: u = 391, v = 288 --- performed 485000 steps in the continued fraction search [29,89]-exponents: u = 317, v = 337 --- performed 490000 steps in the continued fraction search [29,89]-exponents: u = 15, v = 557 --- performed 495000 steps in the continued fraction search [29,89]-exponents: u = 234, v = 386 --- performed 500000 steps in the continued fraction search [29,89]-exponents: u = 209, v = 398 --- performed 505000 steps in the continued fraction search [29,89]-exponents: u = 669, v = 46 --- performed 510000 steps in the continued fraction search [29,89]-exponents: u = 148, v = 430 --- performed 515000 steps in the continued fraction search [29,89]-exponents: u = 92, v = 465 --- performed 520000 steps in the continued fraction search [29,89]-exponents: u = 477, v = 169 --- performed 525000 steps in the continued fraction search [29,89]-exponents: u = 578, v = 86 --- performed 530000 steps in the continued fraction search [29,89]-exponents: u = 399, v = 213 --- performed 535000 steps in the continued fraction search [29,89]-exponents: u = 609, v = 48 --- performed 540000 steps in the continued fraction search [29,89]-exponents: u = 519, v = 108 --- performed 545000 steps in the continued fraction search [29,89]-exponents: u = 129, v = 393 --- performed 550000 steps in the continued fraction search [29,89]-exponents: u = 76, v = 425 --- performed 555000 steps in the continued fraction search [29,89]-exponents: u = 332, v = 225 --- performed 560000 steps in the continued fraction search [29,89]-exponents: u = 248, v = 280 --- performed 3000 steps in the first trivial search [29,89]-exponents: u = 618, v = 2 --- performed 565000 steps in the continued fraction search [29,89]-exponents: u = 429, v = 136 --- performed 570000 steps in the continued fraction search [29,89]-exponents: u = 246, v = 265 --- performed 575000 steps in the continued fraction search [29,89]-exponents: u = 280, v = 231 --- performed 580000 steps in the continued fraction search [29,89]-exponents: u = 507, v = 52 --- performed 585000 steps in the continued fraction search [29,89]-exponents: u = 322, v = 182 --- performed 590000 steps in the continued fraction search [29,89]-exponents: u = 278, v = 206 --- performed 595000 steps in the continued fraction search [29,89]-exponents: u = 339, v = 151 --- performed 600000 steps in the continued fraction search [29,89]-exponents: u = 465, v = 47 --- Searches terminated with [29,89]-exponents: u = 3, v = 393 -------------- number of left neigbors generated (cont_frac) = 600377 number of left neigbors generated (trivial first) = 3375 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 603752 -------------- Last generated element of the sequence = 314388466355830045652379427498107377984475341328971419087072172672518329976789747026424039303997314410820750799245873871463061036216694939996325688362088779441647834744796216186680181865320429042500604144896593486607418450585287807015751470288606647463352515922773769061583929129456490481245481817298633690256137328880463574336060022440618086930179685435515373758808365614977462029378012434996008872975639988515976558417582308282042795990430027925146961770813715339457519298936554310910323225537774699985297824785128697652170659584450073823329257466840984228895954953103371552945413520905734480185447824839563871345510082874014835350062870442402257732880888359113850933778482532576543358262960693803004401353099297114673038897879897364750533029324472024248568127202385341 with [29,89]-exponents: u = 3; v = 393 n_end has 771 digits -------------- n_{29,89}(2) = 157194233177915022826189713749053688992237670664485709543536086336259164988394873513212019651998657205410375399622936935731530518108347469998162844181044389720823917372398108093340090932660214521250302072448296743303709225292643903507875735144303323731676257961386884530791964564728245240622740908649316845128068664440231787168030011220309043465089842717757686879404182807488731014689006217498004436487819994257988279208791154141021397995215013962573480885406857669728759649468277155455161612768887349992648912392564348826085329792225036911664628733420492114447977476551685776472706760452867240092723912419781935672755041437007417675031435221201128866440444179556925466889241266288271679131480346901502200676549648557336519448939948682375266514662236012124284063601192671 -------------- ************************************* p = 29; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [29,97]-exponents: u = 4, v = 11 n_start has 28 digits Searches terminated with [29,97]-exponents: u = 10, v = 2 -------------- number of left neigbors generated (cont_frac) = 62 number of left neigbors generated (trivial first) = 13 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 75 -------------- Last generated element of the sequence = 3958434358121591209 with [29,97]-exponents: u = 10; v = 2 n_end has 19 digits -------------- n_{29,97}(2) = 1979217179060795605 -------------- ************************************* p = 31; q = 37; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,37]-exponents: u = 1, v = 19 n_start has 32 digits Searches terminated with [31,37]-exponents: u = 16, v = 0 -------------- number of left neigbors generated (cont_frac) = 84 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 88 -------------- Last generated element of the sequence = 727423121747185263828481 with [31,37]-exponents: u = 16; v = 0 n_end has 24 digits -------------- n_{31,37}(2) = 363711560873592631914241 -------------- ************************************* p = 31; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,41]-exponents: u = 1, v = 12 n_start has 21 digits Searches terminated with [31,41]-exponents: u = 10, v = 0 -------------- number of left neigbors generated (cont_frac) = 43 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 46 -------------- Last generated element of the sequence = 819628286980801 with [31,41]-exponents: u = 10; v = 0 n_end has 15 digits -------------- n_{31,41}(2) = 409814143490401 -------------- ************************************* p = 31; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,43]-exponents: u = 1, v = 10 n_start has 18 digits Searches terminated with [31,43]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 26439622160671 with [31,43]-exponents: u = 9; v = 0 n_end has 14 digits -------------- n_{31,43}(2) = 13219811080336 -------------- ************************************* p = 31; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,47]-exponents: u = 1, v = 8 n_start has 15 digits Searches terminated with [31,47]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 23 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 25 -------------- Last generated element of the sequence = 27512614111 with [31,47]-exponents: u = 7; v = 0 n_end has 11 digits -------------- n_{31,47}(2) = 13756307056 -------------- ************************************* p = 31; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,53]-exponents: u = 1, v = 6 n_start has 12 digits Searches terminated with [31,53]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 887503681 with [31,53]-exponents: u = 6; v = 0 n_end has 9 digits -------------- n_{31,53}(2) = 443751841 -------------- ************************************* p = 31; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,59]-exponents: u = 1, v = 5 n_start has 11 digits Searches terminated with [31,59]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 28629151 with [31,59]-exponents: u = 5; v = 0 n_end has 8 digits -------------- n_{31,59}(2) = 14314576 -------------- ************************************* p = 31; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,61]-exponents: u = 1, v = 5 n_start has 11 digits Searches terminated with [31,61]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 11 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 12 -------------- Last generated element of the sequence = 28629151 with [31,61]-exponents: u = 5; v = 0 n_end has 8 digits -------------- n_{31,61}(2) = 14314576 -------------- ************************************* p = 31; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,67]-exponents: u = 11, v = 4 n_start has 24 digits Searches terminated with [31,67]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 57 number of left neigbors generated (trivial first) = 21 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 78 -------------- Last generated element of the sequence = 18609983417041 with [31,67]-exponents: u = 4; v = 4 n_end has 14 digits -------------- n_{31,67}(2) = 9304991708521 -------------- ************************************* p = 31; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,71]-exponents: u = 31, v = 4 n_start has 54 digits Searches terminated with [31,71]-exponents: u = 4, v = 8 -------------- number of left neigbors generated (cont_frac) = 368 number of left neigbors generated (trivial first) = 96 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 464 -------------- Last generated element of the sequence = 596366946929616444481 with [31,71]-exponents: u = 4; v = 8 n_end has 21 digits -------------- n_{31,71}(2) = 298183473464808222241 -------------- ************************************* p = 31; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,73]-exponents: u = 526, v = 4 n_start has 792 digits --- performed 5000 steps in the continued fraction search [31,73]-exponents: u = 38, v = 385 --- performed 10000 steps in the continued fraction search [31,73]-exponents: u = 423, v = 67 --- performed 15000 steps in the continued fraction search [31,73]-exponents: u = 188, v = 245 --- performed 20000 steps in the continued fraction search [31,73]-exponents: u = 275, v = 165 --- performed 25000 steps in the continued fraction search [31,73]-exponents: u = 153, v = 252 --- performed 30000 steps in the continued fraction search [31,73]-exponents: u = 228, v = 181 --- performed 35000 steps in the continued fraction search [31,73]-exponents: u = 410, v = 24 --- performed 40000 steps in the continued fraction search [31,73]-exponents: u = 208, v = 174 --- performed 45000 steps in the continued fraction search [31,73]-exponents: u = 379, v = 25 --- performed 50000 steps in the continued fraction search [31,73]-exponents: u = 6, v = 311 --- performed 55000 steps in the continued fraction search [31,73]-exponents: u = 172, v = 165 --- performed 60000 steps in the continued fraction search [31,73]-exponents: u = 311, v = 40 --- performed 65000 steps in the continued fraction search [31,73]-exponents: u = 278, v = 52 --- --- performed 1000 steps in the first trivial search [31,73]-exponents: u = 328, v = 0 --- performed 70000 steps in the continued fraction search [31,73]-exponents: u = 224, v = 80 --- performed 75000 steps in the continued fraction search [31,73]-exponents: u = 220, v = 67 --- performed 80000 steps in the continued fraction search [31,73]-exponents: u = 247, v = 28 --- performed 85000 steps in the continued fraction search [31,73]-exponents: u = 156, v = 82 --- performed 90000 steps in the continued fraction search [31,73]-exponents: u = 140, v = 74 --- performed 95000 steps in the continued fraction search [31,73]-exponents: u = 22, v = 145 --- performed 100000 steps in the continued fraction search [31,73]-exponents: u = 126, v = 34 --- performed 2000 steps in the first trivial search [31,73]-exponents: u = 128, v = 0 --- performed 105000 steps in the continued fraction search [31,73]-exponents: u = 108, v = 13 --- Searches terminated with [31,73]-exponents: u = 4, v = 84 -------------- number of left neigbors generated (cont_frac) = 106379 number of left neigbors generated (trivial first) = 2096 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 108475 -------------- Last generated element of the sequence = 3051876994511598873897096168002093689972628285593575166840987345435385336520245372264537729820567793141041214073782445254031360567816211072357941496123704263923361 with [31,73]-exponents: u = 4; v = 84 n_end has 163 digits -------------- n_{31,73}(2) = 1525938497255799436948548084001046844986314142796787583420493672717692668260122686132268864910283896570520607036891222627015680283908105536178970748061852131961681 -------------- ************************************* p = 31; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,79]-exponents: u = 5, v = 11 n_start has 29 digits Searches terminated with [31,79]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 85 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 87 -------------- Last generated element of the sequence = 14688124849 with [31,79]-exponents: u = 3; v = 3 n_end has 11 digits -------------- n_{31,79}(2) = 7344062425 -------------- ************************************* p = 31; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,83]-exponents: u = 9, v = 3 n_start has 20 digits Searches terminated with [31,83]-exponents: u = 3, v = 3 -------------- number of left neigbors generated (cont_frac) = 37 number of left neigbors generated (trivial first) = 15 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 52 -------------- Last generated element of the sequence = 17034106517 with [31,83]-exponents: u = 3; v = 3 n_end has 11 digits -------------- n_{31,83}(2) = 8517053259 -------------- ************************************* p = 31; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,89]-exponents: u = 13, v = 3 n_start has 26 digits Searches terminated with [31,89]-exponents: u = 3, v = 6 -------------- number of left neigbors generated (cont_frac) = 56 number of left neigbors generated (trivial first) = 15 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 71 -------------- Last generated element of the sequence = 14805569639019151 with [31,89]-exponents: u = 3; v = 6 n_end has 17 digits -------------- n_{31,89}(2) = 7402784819509576 -------------- ************************************* p = 31; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [31,97]-exponents: u = 385, v = 3 n_start has 581 digits --- performed 5000 steps in the continued fraction search [31,97]-exponents: u = 346, v = 19 --- performed 10000 steps in the continued fraction search [31,97]-exponents: u = 25, v = 246 --- performed 15000 steps in the continued fraction search [31,97]-exponents: u = 16, v = 238 --- performed 20000 steps in the continued fraction search [31,97]-exponents: u = 83, v = 172 --- performed 25000 steps in the continued fraction search [31,97]-exponents: u = 255, v = 26 --- performed 30000 steps in the continued fraction search [31,97]-exponents: u = 196, v = 52 --- performed 35000 steps in the continued fraction search [31,97]-exponents: u = 8, v = 173 --- performed 40000 steps in the continued fraction search [31,97]-exponents: u = 156, v = 39 --- performed 45000 steps in the continued fraction search [31,97]-exponents: u = 43, v = 97 --- Searches terminated with [31,97]-exponents: u = 3, v = 114 -------------- number of left neigbors generated (cont_frac) = 47081 number of left neigbors generated (trivial first) = 927 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 48008 -------------- Last generated element of the sequence = 924831871266229113008499993071411174462738743535706572338113287326235995973018938073777431052337407493111787380261358131607904525882947220541278360266947526020962329859680707981895938499278627603477358744160540794908952279950757279 with [31,97]-exponents: u = 3; v = 114 n_end has 231 digits -------------- n_{31,97}(2) = 462415935633114556504249996535705587231369371767853286169056643663117997986509469036888715526168703746555893690130679065803952262941473610270639180133473763010481164929840353990947969249639313801738679372080270397454476139975378640 -------------- ************************************* p = 37; q = 41; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,41]-exponents: u = 1, v = 35 n_start has 59 digits Searches terminated with [37,41]-exponents: u = 29, v = 0 -------------- number of left neigbors generated (cont_frac) = 239 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 246 -------------- Last generated element of the sequence = 3005038205702535458113125346465519808987378677 with [37,41]-exponents: u = 29; v = 0 n_end has 46 digits -------------- n_{37,41}(2) = 1502519102851267729056562673232759904493689339 -------------- ************************************* p = 37; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,43]-exponents: u = 1, v = 24 n_start has 41 digits Searches terminated with [37,43]-exponents: u = 20, v = 0 -------------- number of left neigbors generated (cont_frac) = 125 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 130 -------------- Last generated element of the sequence = 23122483666661158726686253786801 with [37,43]-exponents: u = 20; v = 0 n_end has 32 digits -------------- n_{37,43}(2) = 11561241833330579363343126893401 -------------- ************************************* p = 37; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,47]-exponents: u = 1, v = 15 n_start has 27 digits Searches terminated with [37,47]-exponents: u = 13, v = 0 -------------- number of left neigbors generated (cont_frac) = 55 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 58 -------------- Last generated element of the sequence = 243569224216081305397 with [37,47]-exponents: u = 13; v = 0 n_end has 21 digits -------------- n_{37,47}(2) = 121784612108040652699 -------------- ************************************* p = 37; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,53]-exponents: u = 1, v = 10 n_start has 19 digits Searches terminated with [37,53]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 129961739795077 with [37,53]-exponents: u = 9; v = 0 n_end has 15 digits -------------- n_{37,53}(2) = 64980869897539 -------------- ************************************* p = 37; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,59]-exponents: u = 1, v = 7 n_start has 14 digits Searches terminated with [37,59]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 15 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 94931877133 with [37,59]-exponents: u = 7; v = 0 n_end has 11 digits -------------- n_{37,59}(2) = 47465938567 -------------- ************************************* p = 37; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,61]-exponents: u = 1, v = 7 n_start has 15 digits Searches terminated with [37,61]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 20 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 22 -------------- Last generated element of the sequence = 2565726409 with [37,61]-exponents: u = 6; v = 0 n_end has 10 digits -------------- n_{37,61}(2) = 1282863205 -------------- ************************************* p = 37; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,67]-exponents: u = 1, v = 6 n_start has 13 digits Searches terminated with [37,67]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 19 -------------- Last generated element of the sequence = 69343957 with [37,67]-exponents: u = 5; v = 0 n_end has 8 digits -------------- n_{37,67}(2) = 34671979 -------------- ************************************* p = 37; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,71]-exponents: u = 7, v = 5 n_start has 21 digits Searches terminated with [37,71]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 41 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 48 -------------- Last generated element of the sequence = 69343957 with [37,71]-exponents: u = 5; v = 0 n_end has 8 digits -------------- n_{37,71}(2) = 34671979 -------------- ************************************* p = 37; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,73]-exponents: u = 19, v = 5 n_start has 40 digits Searches terminated with [37,73]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 101 number of left neigbors generated (trivial first) = 19 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 120 -------------- Last generated element of the sequence = 69343957 with [37,73]-exponents: u = 5; v = 0 n_end has 8 digits -------------- n_{37,73}(2) = 34671979 -------------- ************************************* p = 37; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,79]-exponents: u = 6, v = 19 n_start has 46 digits Searches terminated with [37,79]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 182 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 184 -------------- Last generated element of the sequence = 72998722757041 with [37,79]-exponents: u = 4; v = 4 n_end has 14 digits -------------- n_{37,79}(2) = 36499361378521 -------------- ************************************* p = 37; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,83]-exponents: u = 11, v = 4 n_start has 25 digits Searches terminated with [37,83]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 57 number of left neigbors generated (trivial first) = 21 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 78 -------------- Last generated element of the sequence = 88944534343681 with [37,83]-exponents: u = 4; v = 4 n_end has 14 digits -------------- n_{37,83}(2) = 44472267171841 -------------- ************************************* p = 37; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,89]-exponents: u = 41, v = 4 n_start has 73 digits Searches terminated with [37,89]-exponents: u = 4, v = 8 -------------- number of left neigbors generated (cont_frac) = 656 number of left neigbors generated (trivial first) = 146 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 802 -------------- Last generated element of the sequence = 7377801212683417829041 with [37,89]-exponents: u = 4; v = 8 n_end has 22 digits -------------- n_{37,89}(2) = 3688900606341708914521 -------------- ************************************* p = 37; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [37,97]-exponents: u = 5, v = 11 n_start has 30 digits Searches terminated with [37,97]-exponents: u = 8, v = 3 -------------- number of left neigbors generated (cont_frac) = 70 number of left neigbors generated (trivial first) = 19 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 89 -------------- Last generated element of the sequence = 3205745160648440833 with [37,97]-exponents: u = 8; v = 3 n_end has 19 digits -------------- n_{37,97}(2) = 1602872580324220417 -------------- ************************************* p = 41; q = 43; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,43]-exponents: u = 1, v = 77 n_start has 128 digits Searches terminated with [41,43]-exponents: u = 64, v = 0 -------------- number of left neigbors generated (cont_frac) = 974 number of left neigbors generated (trivial first) = 14 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 988 -------------- Last generated element of the sequence = 16525965054224229836186278655106620199924768865813137314166732326916347228274400480084130733500669084161 with [41,43]-exponents: u = 64; v = 0 n_end has 104 digits -------------- n_{41,43}(2) = 8262982527112114918093139327553310099962384432906568657083366163458173614137200240042065366750334542081 -------------- ************************************* p = 41; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,47]-exponents: u = 1, v = 27 n_start has 47 digits Searches terminated with [41,47]-exponents: u = 23, v = 0 -------------- number of left neigbors generated (cont_frac) = 143 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 148 -------------- Last generated element of the sequence = 12417343769139486882278320020632149721 with [41,47]-exponents: u = 23; v = 0 n_end has 38 digits -------------- n_{41,47}(2) = 6208671884569743441139160010316074861 -------------- ************************************* p = 41; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,53]-exponents: u = 1, v = 14 n_start has 26 digits Searches terminated with [41,53]-exponents: u = 12, v = 0 -------------- number of left neigbors generated (cont_frac) = 51 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 54 -------------- Last generated element of the sequence = 22563490300366186081 with [41,53]-exponents: u = 12; v = 0 n_end has 20 digits -------------- n_{41,53}(2) = 11281745150183093041 -------------- ************************************* p = 41; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,59]-exponents: u = 1, v = 10 n_start has 20 digits Searches terminated with [41,59]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 327381934393961 with [41,59]-exponents: u = 9; v = 0 n_end has 15 digits -------------- n_{41,59}(2) = 163690967196981 -------------- ************************************* p = 41; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,61]-exponents: u = 1, v = 9 n_start has 18 digits Searches terminated with [41,61]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 26 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 28 -------------- Last generated element of the sequence = 7984925229121 with [41,61]-exponents: u = 8; v = 0 n_end has 13 digits -------------- n_{41,61}(2) = 3992462614561 -------------- ************************************* p = 41; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,67]-exponents: u = 1, v = 7 n_start has 15 digits Searches terminated with [41,67]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 15 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 194754273881 with [41,67]-exponents: u = 7; v = 0 n_end has 12 digits -------------- n_{41,67}(2) = 97377136941 -------------- ************************************* p = 41; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,71]-exponents: u = 1, v = 6 n_start has 13 digits Searches terminated with [41,71]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 4750104241 with [41,71]-exponents: u = 6; v = 0 n_end has 10 digits -------------- n_{41,71}(2) = 2375052121 -------------- ************************************* p = 41; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,73]-exponents: u = 1, v = 6 n_start has 13 digits Searches terminated with [41,73]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 4750104241 with [41,73]-exponents: u = 6; v = 0 n_end has 10 digits -------------- n_{41,73}(2) = 2375052121 -------------- ************************************* p = 41; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,79]-exponents: u = 7, v = 5 n_start has 21 digits Searches terminated with [41,79]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 41 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 48 -------------- Last generated element of the sequence = 115856201 with [41,79]-exponents: u = 5; v = 0 n_end has 9 digits -------------- n_{41,79}(2) = 57928101 -------------- ************************************* p = 41; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,83]-exponents: u = 19, v = 5 n_start has 41 digits Searches terminated with [41,83]-exponents: u = 5, v = 5 -------------- number of left neigbors generated (cont_frac) = 161 number of left neigbors generated (trivial first) = 64 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 225 -------------- Last generated element of the sequence = 456362284482577243 with [41,83]-exponents: u = 5; v = 5 n_end has 18 digits -------------- n_{41,83}(2) = 228181142241288622 -------------- ************************************* p = 41; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,89]-exponents: u = 6, v = 19 n_start has 47 digits Searches terminated with [41,89]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 182 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 184 -------------- Last generated element of the sequence = 177294577670401 with [41,89]-exponents: u = 4; v = 4 n_end has 15 digits -------------- n_{41,89}(2) = 88647288835201 -------------- ************************************* p = 41; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [41,97]-exponents: u = 16, v = 4 n_start has 34 digits Searches terminated with [41,97]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 111 number of left neigbors generated (trivial first) = 46 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 157 -------------- Last generated element of the sequence = 250162589607841 with [41,97]-exponents: u = 4; v = 4 n_end has 15 digits -------------- n_{41,97}(2) = 125081294803921 -------------- ************************************* p = 43; q = 47; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,47]-exponents: u = 1, v = 42 n_start has 72 digits Searches terminated with [43,47]-exponents: u = 35, v = 0 -------------- number of left neigbors generated (cont_frac) = 323 number of left neigbors generated (trivial first) = 8 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 331 -------------- Last generated element of the sequence = 1483870309808728944293459867559015029179679627633326572307 with [43,47]-exponents: u = 35; v = 0 n_end has 58 digits -------------- n_{43,47}(2) = 741935154904364472146729933779507514589839813816663286154 -------------- ************************************* p = 43; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,53]-exponents: u = 1, v = 17 n_start has 31 digits Searches terminated with [43,53]-exponents: u = 15, v = 0 -------------- number of left neigbors generated (cont_frac) = 63 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 66 -------------- Last generated element of the sequence = 3177070365797955661914307 with [43,53]-exponents: u = 15; v = 0 n_end has 25 digits -------------- n_{43,53}(2) = 1588535182898977830957154 -------------- ************************************* p = 43; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,59]-exponents: u = 1, v = 11 n_start has 22 digits Searches terminated with [43,59]-exponents: u = 10, v = 0 -------------- number of left neigbors generated (cont_frac) = 32 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 34 -------------- Last generated element of the sequence = 21611482313284249 with [43,59]-exponents: u = 10; v = 0 n_end has 17 digits -------------- n_{43,59}(2) = 10805741156642125 -------------- ************************************* p = 43; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,61]-exponents: u = 1, v = 10 n_start has 20 digits Searches terminated with [43,61]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 502592611936843 with [43,61]-exponents: u = 9; v = 0 n_end has 15 digits -------------- n_{43,61}(2) = 251296305968422 -------------- ************************************* p = 43; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,67]-exponents: u = 1, v = 8 n_start has 17 digits Searches terminated with [43,67]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 23 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 25 -------------- Last generated element of the sequence = 271818611107 with [43,67]-exponents: u = 7; v = 0 n_end has 12 digits -------------- n_{43,67}(2) = 135909305554 -------------- ************************************* p = 43; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,71]-exponents: u = 1, v = 7 n_start has 15 digits Searches terminated with [43,71]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 15 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 271818611107 with [43,71]-exponents: u = 7; v = 0 n_end has 12 digits -------------- n_{43,71}(2) = 135909305554 -------------- ************************************* p = 43; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,73]-exponents: u = 1, v = 7 n_start has 15 digits Searches terminated with [43,73]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 20 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 22 -------------- Last generated element of the sequence = 6321363049 with [43,73]-exponents: u = 6; v = 0 n_end has 10 digits -------------- n_{43,73}(2) = 3160681525 -------------- ************************************* p = 43; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,79]-exponents: u = 1, v = 6 n_start has 14 digits Searches terminated with [43,79]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 6321363049 with [43,79]-exponents: u = 6; v = 0 n_end has 10 digits -------------- n_{43,79}(2) = 3160681525 -------------- ************************************* p = 43; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,83]-exponents: u = 7, v = 5 n_start has 22 digits Searches terminated with [43,83]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 41 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 48 -------------- Last generated element of the sequence = 147008443 with [43,83]-exponents: u = 5; v = 0 n_end has 9 digits -------------- n_{43,83}(2) = 73504222 -------------- ************************************* p = 43; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,89]-exponents: u = 31, v = 5 n_start has 61 digits Searches terminated with [43,89]-exponents: u = 5, v = 5 -------------- number of left neigbors generated (cont_frac) = 411 number of left neigbors generated (trivial first) = 136 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 547 -------------- Last generated element of the sequence = 820903885216927907 with [43,89]-exponents: u = 5; v = 5 n_end has 18 digits -------------- n_{43,89}(2) = 410451942608463954 -------------- ************************************* p = 43; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [43,97]-exponents: u = 6, v = 9 n_start has 28 digits Searches terminated with [43,97]-exponents: u = 4, v = 4 -------------- number of left neigbors generated (cont_frac) = 72 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 74 -------------- Last generated element of the sequence = 302663994412081 with [43,97]-exponents: u = 4; v = 4 n_end has 15 digits -------------- n_{43,97}(2) = 151331997206041 -------------- ************************************* p = 47; q = 53; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,53]-exponents: u = 1, v = 32 n_start has 57 digits Searches terminated with [47,53]-exponents: u = 27, v = 0 -------------- number of left neigbors generated (cont_frac) = 195 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 201 -------------- Last generated element of the sequence = 1401658336141707503910224923615778912162651663 with [47,53]-exponents: u = 27; v = 0 n_end has 46 digits -------------- n_{47,53}(2) = 700829168070853751955112461807889456081325832 -------------- ************************************* p = 47; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,59]-exponents: u = 1, v = 16 n_start has 31 digits Searches terminated with [47,59]-exponents: u = 14, v = 0 -------------- number of left neigbors generated (cont_frac) = 59 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 62 -------------- Last generated element of the sequence = 256666986187667409334369 with [47,59]-exponents: u = 14; v = 0 n_end has 24 digits -------------- n_{47,59}(2) = 128333493093833704667185 -------------- ************************************* p = 47; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,61]-exponents: u = 1, v = 14 n_start has 27 digits Searches terminated with [47,61]-exponents: u = 13, v = 0 -------------- number of left neigbors generated (cont_frac) = 41 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 43 -------------- Last generated element of the sequence = 5460999706120583177327 with [47,61]-exponents: u = 13; v = 0 n_end has 22 digits -------------- n_{47,61}(2) = 2730499853060291588664 -------------- ************************************* p = 47; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,67]-exponents: u = 1, v = 10 n_start has 20 digits Searches terminated with [47,67]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 29 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 31 -------------- Last generated element of the sequence = 1119130473102767 with [47,67]-exponents: u = 9; v = 0 n_end has 16 digits -------------- n_{47,67}(2) = 559565236551384 -------------- ************************************* p = 47; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,71]-exponents: u = 1, v = 9 n_start has 19 digits Searches terminated with [47,71]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 26 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 28 -------------- Last generated element of the sequence = 23811286661761 with [47,71]-exponents: u = 8; v = 0 n_end has 14 digits -------------- n_{47,71}(2) = 11905643330881 -------------- ************************************* p = 47; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,73]-exponents: u = 1, v = 8 n_start has 17 digits Searches terminated with [47,73]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 18 -------------- Last generated element of the sequence = 23811286661761 with [47,73]-exponents: u = 8; v = 0 n_end has 14 digits -------------- n_{47,73}(2) = 11905643330881 -------------- ************************************* p = 47; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,79]-exponents: u = 1, v = 7 n_start has 15 digits Searches terminated with [47,79]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 15 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 506623120463 with [47,79]-exponents: u = 7; v = 0 n_end has 12 digits -------------- n_{47,79}(2) = 253311560232 -------------- ************************************* p = 47; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,83]-exponents: u = 1, v = 6 n_start has 14 digits Searches terminated with [47,83]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 10779215329 with [47,83]-exponents: u = 6; v = 0 n_end has 11 digits -------------- n_{47,83}(2) = 5389607665 -------------- ************************************* p = 47; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,89]-exponents: u = 1, v = 6 n_start has 14 digits Searches terminated with [47,89]-exponents: u = 5, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 19 -------------- Last generated element of the sequence = 229345007 with [47,89]-exponents: u = 5; v = 0 n_end has 9 digits -------------- n_{47,89}(2) = 114672504 -------------- ************************************* p = 47; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [47,97]-exponents: u = 19, v = 5 n_start has 42 digits Searches terminated with [47,97]-exponents: u = 5, v = 5 -------------- number of left neigbors generated (cont_frac) = 161 number of left neigbors generated (trivial first) = 64 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 225 -------------- Last generated element of the sequence = 1969463611353046799 with [47,97]-exponents: u = 5; v = 5 n_end has 19 digits -------------- n_{47,97}(2) = 984731805676523400 -------------- ************************************* p = 53; q = 59; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,59]-exponents: u = 1, v = 37 n_start has 68 digits Searches terminated with [53,59]-exponents: u = 31, v = 0 -------------- number of left neigbors generated (cont_frac) = 255 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 262 -------------- Last generated element of the sequence = 283499278281258657725525680568509306972713148562602397 with [53,59]-exponents: u = 31; v = 0 n_end has 54 digits -------------- n_{53,59}(2) = 141749639140629328862762840284254653486356574281301199 -------------- ************************************* p = 53; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,61]-exponents: u = 1, v = 28 n_start has 52 digits Searches terminated with [53,61]-exponents: u = 24, v = 0 -------------- number of left neigbors generated (cont_frac) = 149 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 154 -------------- Last generated element of the sequence = 241335311011519234780052665404754645838881 with [53,61]-exponents: u = 24; v = 0 n_end has 42 digits -------------- n_{53,61}(2) = 120667655505759617390026332702377322919441 -------------- ************************************* p = 53; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,67]-exponents: u = 1, v = 16 n_start has 31 digits Searches terminated with [53,67]-exponents: u = 14, v = 0 -------------- number of left neigbors generated (cont_frac) = 59 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 62 -------------- Last generated element of the sequence = 1379946262057143768386569 with [53,67]-exponents: u = 14; v = 0 n_end has 25 digits -------------- n_{53,67}(2) = 689973131028571884193285 -------------- ************************************* p = 53; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,71]-exponents: u = 1, v = 13 n_start has 26 digits Searches terminated with [53,71]-exponents: u = 12, v = 0 -------------- number of left neigbors generated (cont_frac) = 38 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 40 -------------- Last generated element of the sequence = 491258904256726154641 with [53,71]-exponents: u = 12; v = 0 n_end has 21 digits -------------- n_{53,71}(2) = 245629452128363077321 -------------- ************************************* p = 53; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,73]-exponents: u = 1, v = 12 n_start has 25 digits Searches terminated with [53,73]-exponents: u = 11, v = 0 -------------- number of left neigbors generated (cont_frac) = 35 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 37 -------------- Last generated element of the sequence = 9269035929372191597 with [53,73]-exponents: u = 11; v = 0 n_end has 19 digits -------------- n_{53,73}(2) = 4634517964686095799 -------------- ************************************* p = 53; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,79]-exponents: u = 1, v = 9 n_start has 19 digits Searches terminated with [53,79]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 19 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 20 -------------- Last generated element of the sequence = 3299763591802133 with [53,79]-exponents: u = 9; v = 0 n_end has 16 digits -------------- n_{53,79}(2) = 1649881795901067 -------------- ************************************* p = 53; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,83]-exponents: u = 1, v = 8 n_start has 18 digits Searches terminated with [53,83]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 18 -------------- Last generated element of the sequence = 62259690411361 with [53,83]-exponents: u = 8; v = 0 n_end has 14 digits -------------- n_{53,83}(2) = 31129845205681 -------------- ************************************* p = 53; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,89]-exponents: u = 1, v = 7 n_start has 16 digits Searches terminated with [53,89]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 15 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 16 -------------- Last generated element of the sequence = 1174711139837 with [53,89]-exponents: u = 7; v = 0 n_end has 13 digits -------------- n_{53,89}(2) = 587355569919 -------------- ************************************* p = 53; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [53,97]-exponents: u = 1, v = 6 n_start has 14 digits Searches terminated with [53,97]-exponents: u = 6, v = 0 -------------- number of left neigbors generated (cont_frac) = 13 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 14 -------------- Last generated element of the sequence = 22164361129 with [53,97]-exponents: u = 6; v = 0 n_end has 11 digits -------------- n_{53,97}(2) = 11082180565 -------------- ************************************* p = 59; q = 61; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [59,61]-exponents: u = 1, v = 122 n_start has 220 digits Searches terminated with [59,61]-exponents: u = 102, v = 0 -------------- number of left neigbors generated (cont_frac) = 2265 number of left neigbors generated (trivial first) = 21 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 2286 -------------- Last generated element of the sequence = 4235504890165812621341591646825706265563896836306063339032049738711044606667768184237217997614419750234919047863820951200402867643111204670000177457911181613719132495506825871337481 with [59,61]-exponents: u = 102; v = 0 n_end has 181 digits -------------- n_{59,61}(2) = 2117752445082906310670795823412853132781948418153031669516024869355522303333884092118608998807209875117459523931910475600201433821555602335000088728955590806859566247753412935668741 -------------- ************************************* p = 59; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [59,67]-exponents: u = 1, v = 32 n_start has 61 digits Searches terminated with [59,67]-exponents: u = 27, v = 0 -------------- number of left neigbors generated (cont_frac) = 195 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 201 -------------- Last generated element of the sequence = 650136148848108447796154006775601164047070538019 with [59,67]-exponents: u = 27; v = 0 n_end has 48 digits -------------- n_{59,67}(2) = 325068074424054223898077003387800582023535269010 -------------- ************************************* p = 59; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [59,71]-exponents: u = 1, v = 22 n_start has 43 digits Searches terminated with [59,71]-exponents: u = 19, v = 0 -------------- number of left neigbors generated (cont_frac) = 99 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 103 -------------- Last generated element of the sequence = 4427802296687944448870629796529539 with [59,71]-exponents: u = 19; v = 0 n_end has 34 digits -------------- n_{59,71}(2) = 2213901148343972224435314898264770 -------------- ************************************* p = 59; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [59,73]-exponents: u = 1, v = 19 n_start has 38 digits Searches terminated with [59,73]-exponents: u = 16, v = 0 -------------- number of left neigbors generated (cont_frac) = 84 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 88 -------------- Last generated element of the sequence = 21559177407076402401757871041 with [59,73]-exponents: u = 16; v = 0 n_end has 29 digits -------------- n_{59,73}(2) = 10779588703538201200878935521 -------------- ************************************* p = 59; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [59,79]-exponents: u = 1, v = 13 n_start has 27 digits Searches terminated with [59,79]-exponents: u = 12, v = 0 -------------- number of left neigbors generated (cont_frac) = 38 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 40 -------------- Last generated element of the sequence = 1779197418239532716881 with [59,79]-exponents: u = 12; v = 0 n_end has 22 digits -------------- n_{59,79}(2) = 889598709119766358441 -------------- ************************************* p = 59; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [59,83]-exponents: u = 1, v = 11 n_start has 23 digits Searches terminated with [59,83]-exponents: u = 10, v = 0 -------------- number of left neigbors generated (cont_frac) = 32 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 34 -------------- Last generated element of the sequence = 511116753300641401 with [59,83]-exponents: u = 10; v = 0 n_end has 18 digits -------------- n_{59,83}(2) = 255558376650320701 -------------- ************************************* p = 59; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [59,89]-exponents: u = 1, v = 9 n_start has 20 digits Searches terminated with [59,89]-exponents: u = 9, v = 0 -------------- number of left neigbors generated (cont_frac) = 19 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 20 -------------- Last generated element of the sequence = 8662995818654939 with [59,89]-exponents: u = 9; v = 0 n_end has 16 digits -------------- n_{59,89}(2) = 4331497909327470 -------------- ************************************* p = 59; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [59,97]-exponents: u = 1, v = 8 n_start has 18 digits Searches terminated with [59,97]-exponents: u = 7, v = 0 -------------- number of left neigbors generated (cont_frac) = 23 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 25 -------------- Last generated element of the sequence = 2488651484819 with [59,97]-exponents: u = 7; v = 0 n_end has 13 digits -------------- n_{59,97}(2) = 1244325742410 -------------- ************************************* p = 61; q = 67; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [61,67]-exponents: u = 1, v = 43 n_start has 81 digits Searches terminated with [61,67]-exponents: u = 37, v = 0 -------------- number of left neigbors generated (cont_frac) = 303 number of left neigbors generated (trivial first) = 7 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 310 -------------- Last generated element of the sequence = 1140785245133792616459552368536071392807825497489589915543355119821 with [61,67]-exponents: u = 37; v = 0 n_end has 67 digits -------------- n_{61,67}(2) = 570392622566896308229776184268035696403912748744794957771677559911 -------------- ************************************* p = 61; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [61,71]-exponents: u = 1, v = 27 n_start has 52 digits Searches terminated with [61,71]-exponents: u = 23, v = 0 -------------- number of left neigbors generated (cont_frac) = 143 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 148 -------------- Last generated element of the sequence = 115501122579584388592138579457905758648181 with [61,71]-exponents: u = 23; v = 0 n_end has 42 digits -------------- n_{61,71}(2) = 57750561289792194296069289728952879324091 -------------- ************************************* p = 61; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [61,73]-exponents: u = 1, v = 22 n_start has 43 digits Searches terminated with [61,73]-exponents: u = 20, v = 0 -------------- number of left neigbors generated (cont_frac) = 83 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 86 -------------- Last generated element of the sequence = 508858109619679129936596364708525201 with [61,73]-exponents: u = 20; v = 0 n_end has 36 digits -------------- n_{61,73}(2) = 254429054809839564968298182354262601 -------------- ************************************* p = 61; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [61,79]-exponents: u = 1, v = 15 n_start has 31 digits Searches terminated with [61,79]-exponents: u = 14, v = 0 -------------- number of left neigbors generated (cont_frac) = 44 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 46 -------------- Last generated element of the sequence = 9876832533361318095112441 with [61,79]-exponents: u = 14; v = 0 n_end has 25 digits -------------- n_{61,79}(2) = 4938416266680659047556221 -------------- ************************************* p = 61; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [61,83]-exponents: u = 1, v = 13 n_start has 27 digits Searches terminated with [61,83]-exponents: u = 12, v = 0 -------------- number of left neigbors generated (cont_frac) = 38 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 40 -------------- Last generated element of the sequence = 2654348974297586158321 with [61,83]-exponents: u = 12; v = 0 n_end has 22 digits -------------- n_{61,83}(2) = 1327174487148793079161 -------------- ************************************* p = 61; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [61,89]-exponents: u = 1, v = 10 n_start has 22 digits Searches terminated with [61,89]-exponents: u = 10, v = 0 -------------- number of left neigbors generated (cont_frac) = 21 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 22 -------------- Last generated element of the sequence = 713342911662882601 with [61,89]-exponents: u = 10; v = 0 n_end has 18 digits -------------- n_{61,89}(2) = 356671455831441301 -------------- ************************************* p = 61; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [61,97]-exponents: u = 1, v = 8 n_start has 18 digits Searches terminated with [61,97]-exponents: u = 8, v = 0 -------------- number of left neigbors generated (cont_frac) = 17 number of left neigbors generated (trivial first) = 1 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 18 -------------- Last generated element of the sequence = 191707312997281 with [61,97]-exponents: u = 8; v = 0 n_end has 15 digits -------------- n_{61,97}(2) = 95853656498641 -------------- ************************************* p = 67; q = 71; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [67,71]-exponents: u = 1, v = 72 n_start has 136 digits Searches terminated with [67,71]-exponents: u = 61, v = 0 -------------- number of left neigbors generated (cont_frac) = 805 number of left neigbors generated (trivial first) = 12 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 817 -------------- Last generated element of the sequence = 2457892954872624931972535315028355090789600880704628819274921868118678221978276450049415236187397189459198659667 with [67,71]-exponents: u = 61; v = 0 n_end has 112 digits -------------- n_{67,71}(2) = 1228946477436312465986267657514177545394800440352314409637460934059339110989138225024707618093698594729599329834 -------------- ************************************* p = 67; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [67,73]-exponents: u = 1, v = 49 n_start has 94 digits Searches terminated with [67,73]-exponents: u = 41, v = 0 -------------- number of left neigbors generated (cont_frac) = 419 number of left neigbors generated (trivial first) = 9 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 428 -------------- Last generated element of the sequence = 739719233089505990229092376897865006553011250144333846029788605153268386467 with [67,73]-exponents: u = 41; v = 0 n_end has 75 digits -------------- n_{67,73}(2) = 369859616544752995114546188448932503276505625072166923014894302576634193234 -------------- ************************************* p = 67; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [67,79]-exponents: u = 1, v = 25 n_start has 50 digits Searches terminated with [67,79]-exponents: u = 22, v = 0 -------------- number of left neigbors generated (cont_frac) = 114 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 118 -------------- Last generated element of the sequence = 14915769363385151583217201855136979828889 with [67,79]-exponents: u = 22; v = 0 n_end has 41 digits -------------- n_{67,79}(2) = 7457884681692575791608600927568489914445 -------------- ************************************* p = 67; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [67,83]-exponents: u = 1, v = 19 n_start has 39 digits Searches terminated with [67,83]-exponents: u = 17, v = 0 -------------- number of left neigbors generated (cont_frac) = 71 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 74 -------------- Last generated element of the sequence = 11047694236668359048016134593027 with [67,83]-exponents: u = 17; v = 0 n_end has 32 digits -------------- n_{67,83}(2) = 5523847118334179524008067296514 -------------- ************************************* p = 67; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [67,89]-exponents: u = 1, v = 14 n_start has 30 digits Searches terminated with [67,89]-exponents: u = 13, v = 0 -------------- number of left neigbors generated (cont_frac) = 41 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 43 -------------- Last generated element of the sequence = 548242166610401428685587 with [67,89]-exponents: u = 13; v = 0 n_end has 24 digits -------------- n_{67,89}(2) = 274121083305200714342794 -------------- ************************************* p = 67; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [67,97]-exponents: u = 1, v = 11 n_start has 24 digits Searches terminated with [67,97]-exponents: u = 10, v = 0 -------------- number of left neigbors generated (cont_frac) = 32 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 34 -------------- Last generated element of the sequence = 1822837804551761449 with [67,97]-exponents: u = 10; v = 0 n_end has 19 digits -------------- n_{67,97}(2) = 911418902275880725 -------------- ************************************* p = 71; q = 73; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [71,73]-exponents: u = 1, v = 153 n_start has 287 digits Searches terminated with [71,73]-exponents: u = 129, v = 0 -------------- number of left neigbors generated (cont_frac) = 3379 number of left neigbors generated (trivial first) = 25 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 3404 -------------- Last generated element of the sequence = 64912298094554213288861047629947717493211267228519828612530550958781518690576219444759159741498068589338884286969040461976708274569302521238177089979905726612068988273470104831916977181779029243078679920722733512917209328665961685518095431 with [71,73]-exponents: u = 129; v = 0 n_end has 239 digits -------------- n_{71,73}(2) = 32456149047277106644430523814973858746605633614259914306265275479390759345288109722379579870749034294669442143484520230988354137284651260619088544989952863306034494136735052415958488590889514621539339960361366756458604664332980842759047716 -------------- ************************************* p = 71; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [71,79]-exponents: u = 1, v = 39 n_start has 76 digits Searches terminated with [71,79]-exponents: u = 34, v = 0 -------------- number of left neigbors generated (cont_frac) = 244 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 250 -------------- Last generated element of the sequence = 876564456148583685580741416193317498080031692578600918378223281 with [71,79]-exponents: u = 34; v = 0 n_end has 63 digits -------------- n_{71,79}(2) = 438282228074291842790370708096658749040015846289300459189111641 -------------- ************************************* p = 71; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [71,83]-exponents: u = 1, v = 27 n_start has 54 digits Searches terminated with [71,83]-exponents: u = 23, v = 0 -------------- number of left neigbors generated (cont_frac) = 143 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 148 -------------- Last generated element of the sequence = 3792643488006829893221399440992214604544311 with [71,83]-exponents: u = 23; v = 0 n_end has 43 digits -------------- n_{71,83}(2) = 1896321744003414946610699720496107302272156 -------------- ************************************* p = 71; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [71,89]-exponents: u = 1, v = 18 n_start has 37 digits Searches terminated with [71,89]-exponents: u = 16, v = 0 -------------- number of left neigbors generated (cont_frac) = 67 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 70 -------------- Last generated element of the sequence = 416997623116370028124580469121 with [71,89]-exponents: u = 16; v = 0 n_end has 30 digits -------------- n_{71,89}(2) = 208498811558185014062290234561 -------------- ************************************* p = 71; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [71,97]-exponents: u = 1, v = 13 n_start has 28 digits Searches terminated with [71,97]-exponents: u = 12, v = 0 -------------- number of left neigbors generated (cont_frac) = 38 number of left neigbors generated (trivial first) = 2 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 40 -------------- Last generated element of the sequence = 16409682740640811134241 with [71,97]-exponents: u = 12; v = 0 n_end has 23 digits -------------- n_{71,97}(2) = 8204841370320405567121 -------------- ************************************* p = 73; q = 79; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [73,79]-exponents: u = 1, v = 54 n_start has 105 digits Searches terminated with [73,79]-exponents: u = 46, v = 0 -------------- number of left neigbors generated (cont_frac) = 469 number of left neigbors generated (trivial first) = 9 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 478 -------------- Last generated element of the sequence = 51623989710956626672276924739249822635749819885414874544311864669886145994953633747889 with [73,79]-exponents: u = 46; v = 0 n_end has 86 digits -------------- n_{73,79}(2) = 25811994855478313336138462369624911317874909942707437272155932334943072997476816873945 -------------- ************************************* p = 73; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [73,83]-exponents: u = 1, v = 33 n_start has 66 digits Searches terminated with [73,83]-exponents: u = 29, v = 0 -------------- number of left neigbors generated (cont_frac) = 179 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 184 -------------- Last generated element of the sequence = 1087333937993221761900800818695849044548297631860441513 with [73,83]-exponents: u = 29; v = 0 n_end has 55 digits -------------- n_{73,83}(2) = 543666968996610880950400409347924522274148815930220757 -------------- ************************************* p = 73; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [73,89]-exponents: u = 1, v = 21 n_start has 43 digits Searches terminated with [73,89]-exponents: u = 19, v = 0 -------------- number of left neigbors generated (cont_frac) = 79 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 82 -------------- Last generated element of the sequence = 253008051673084825898093498732416537 with [73,89]-exponents: u = 19; v = 0 n_end has 36 digits -------------- n_{73,89}(2) = 126504025836542412949046749366208269 -------------- ************************************* p = 73; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [73,97]-exponents: u = 1, v = 15 n_start has 32 digits Searches terminated with [73,97]-exponents: u = 13, v = 0 -------------- number of left neigbors generated (cont_frac) = 55 number of left neigbors generated (trivial first) = 3 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 58 -------------- Last generated element of the sequence = 1671849507393788885941033 with [73,97]-exponents: u = 13; v = 0 n_end has 25 digits -------------- n_{73,97}(2) = 835924753696894442970517 -------------- ************************************* p = 79; q = 83; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [79,83]-exponents: u = 1, v = 88 n_start has 171 digits Searches terminated with [79,83]-exponents: u = 75, v = 0 -------------- number of left neigbors generated (cont_frac) = 1139 number of left neigbors generated (trivial first) = 14 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 1153 -------------- Last generated element of the sequence = 20990938043775851439417448947505313228195646128129681380558157857717982976638054816708023215852013862777685275996388137890494337254055675045999 with [79,83]-exponents: u = 75; v = 0 n_end has 143 digits -------------- n_{79,83}(2) = 10495469021887925719708724473752656614097823064064840690279078928858991488319027408354011607926006931388842637998194068945247168627027837523000 -------------- ************************************* p = 79; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [79,89]-exponents: u = 1, v = 36 n_start has 73 digits Searches terminated with [79,89]-exponents: u = 31, v = 0 -------------- number of left neigbors generated (cont_frac) = 223 number of left neigbors generated (trivial first) = 6 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 229 -------------- Last generated element of the sequence = 67056337603290601886197526121457857721058929367575392866479 with [79,89]-exponents: u = 31; v = 0 n_end has 59 digits -------------- n_{79,89}(2) = 33528168801645300943098763060728928860529464683787696433240 -------------- ************************************* p = 79; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [79,97]-exponents: u = 1, v = 21 n_start has 44 digits Searches terminated with [79,97]-exponents: u = 18, v = 0 -------------- number of left neigbors generated (cont_frac) = 94 number of left neigbors generated (trivial first) = 4 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 98 -------------- Last generated element of the sequence = 14364405059580771582276370834385761 with [79,97]-exponents: u = 18; v = 0 n_end has 35 digits -------------- n_{79,97}(2) = 7182202529790385791138185417192881 -------------- ************************************* p = 83; q = 89; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [83,89]-exponents: u = 1, v = 63 n_start has 125 digits Searches terminated with [83,89]-exponents: u = 54, v = 0 -------------- number of left neigbors generated (cont_frac) = 604 number of left neigbors generated (trivial first) = 10 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 614 -------------- Last generated element of the sequence = 42679270570465710040456855513448246842178247448163261633421206787733841396034957296003416588301708303929 with [83,89]-exponents: u = 54; v = 0 n_end has 104 digits -------------- n_{83,89}(2) = 21339635285232855020228427756724123421089123724081630816710603393866920698017478648001708294150854151965 -------------- ************************************* p = 83; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [83,97]-exponents: u = 1, v = 28 n_start has 58 digits Searches terminated with [83,97]-exponents: u = 24, v = 0 -------------- number of left neigbors generated (cont_frac) = 149 number of left neigbors generated (trivial first) = 5 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 154 -------------- Last generated element of the sequence = 11425473754371035063280217037137346730160045921 with [83,97]-exponents: u = 24; v = 0 n_end has 47 digits -------------- n_{83,97}(2) = 5712736877185517531640108518568673365080022961 -------------- ************************************* p = 89; q = 97; n = p^u*q^v; u,v >= 0 -------------- Searches starting with [89,97]-exponents: u = 1, v = 52 n_start has 106 digits Searches terminated with [89,97]-exponents: u = 45, v = 0 -------------- number of left neigbors generated (cont_frac) = 413 number of left neigbors generated (trivial first) = 8 number of left neigbors generated (trivial second) = 0 TOTAL number of left neigbors generated = 421 -------------- Last generated element of the sequence = 5278983432532964757288775688474865115065412211545081783600102880716531908000481333645049 with [89,97]-exponents: u = 45; v = 0 n_end has 88 digits -------------- n_{89,97}(2) = 2639491716266482378644387844237432557532706105772540891800051440358265954000240666822525 -------------- ************************************* npqalpha computation time (output time included): 0 min, 16 sec, 945 millisec ****** END PROGRAM ******** ?