Nondegenerate Polytopes 352 polytopes, 156 Schläfli types

• {3,3,3,3} ·1
• {3,3,3,4} ·1
• {3,3,3,6} ·1
• {3,3,4,4} ·1
• {3,3,4,6} ·1
• {3,3,4,10} ·1
• {3,3,6,3} ·1
• {3,3,6,4} ·1
• {3,3,6,6} ·1
• {3,3,6,8} ·1
• {3,4,4,3} ·2
• {3,4,4,4} ·2
• {3,4,4,6} ·4
• {3,4,4,9} ·1
• {3,4,4,10} ·2
• {3,4,6,3} ·2
• {3,4,6,4} ·2
• {3,4,6,6} ·3
• {3,4,10,4} ·1
• {3,6,3,3} ·1
• {3,6,3,4} ·4
• {3,6,3,6} ·4
• {3,6,3,8} ·1
• {3,6,4,3} ·2
• {3,6,4,4} ·5
• {3,6,4,6} ·5
• {3,6,4,8} ·2
• {3,6,4,10} ·2
• {3,6,4,12} ·1
• {3,6,6,3} ·8
• {3,6,6,4} ·10
• {3,6,6,6} ·10
• {3,6,6,8} ·2
• {3,6,6,9} ·1
• {3,6,8,3} ·1
• {3,6,8,4} ·2
• {3,6,8,6} ·1
• {3,6,9,4} ·1
• {3,6,9,6} ·1
• {3,6,10,4} ·2
• {3,6,10,5} ·1
• {3,6,12,3} ·1
• {3,6,12,4} ·6
• {3,8,6,3} ·1
• {3,10,4,4} ·1
• {3,12,6,3} ·1
• {4,3,3,3} ·1
• {4,3,4,4} ·2
• {4,3,4,6} ·1
• {4,3,4,10} ·1
• {4,3,6,3} ·4
• {4,3,6,4} ·4
• {4,3,6,6} ·4
• {4,3,6,8} ·1
• {4,3,6,9} ·1
• {4,3,6,10} ·1
• {4,3,6,12} ·2
• {4,4,3,3} ·1
• {4,4,3,4} ·2
• {4,4,3,6} ·2
• {4,4,4,3} ·2
• {4,4,4,4} ·1
• {4,4,4,5} ·1
• {4,4,4,6} ·2
• {4,4,4,10} ·1
• {4,4,4,14} ·1
• {4,4,6,3} ·5
• {4,4,6,4} ·2
• {4,4,6,5} ·2
• {4,4,6,6} ·3
• {4,4,6,9} ·1
• {4,4,6,10} ·1
• {4,4,10,3} ·1
• {4,4,10,4} ·1
• {4,4,10,5} ·2
• {4,4,10,6} ·1
• {4,4,14,4} ·1
• {4,6,3,3} ·1
• {4,6,3,4} ·4
• {4,6,3,6} ·2
• {4,6,4,3} ·2
• {4,6,4,4} ·2
• {4,6,4,6} ·4
• {4,6,4,10} ·2
• {4,6,6,3} ·10
• {4,6,6,4} ·11
• {4,6,6,6} ·14
• {4,6,9,4} ·1
• {4,6,10,4} ·2
• {4,8,6,3} ·2
• {4,9,6,3} ·1
• {4,9,6,4} ·1
• {4,10,4,3} ·1
• {4,10,4,4} ·1
• {4,10,4,6} ·1
• {4,10,6,3} ·2
• {4,10,6,4} ·2
• {4,12,6,3} ·6
• {4,14,4,4} ·1
• {5,4,4,4} ·1
• {5,6,4,4} ·2
• {5,10,4,4} ·2
• {5,10,6,3} ·1
• {6,3,3,3} ·1
• {6,3,4,4} ·2
• {6,3,4,6} ·1
• {6,3,6,3} ·4
• {6,3,6,4} ·2
• {6,3,6,6} ·2
• {6,3,6,8} ·1
• {6,3,6,9} ·1
• {6,4,3,3} ·1
• {6,4,3,4} ·1
• {6,4,3,6} ·1
• {6,4,4,3} ·4
• {6,4,4,4} ·2
• {6,4,4,6} ·3
• {6,4,4,10} ·1
• {6,4,6,3} ·5
• {6,4,6,4} ·4
• {6,4,6,6} ·3
• {6,4,10,4} ·1
• {6,6,3,3} ·1
• {6,6,3,4} ·4
• {6,6,3,6} ·2
• {6,6,4,3} ·3
• {6,6,4,4} ·3
• {6,6,4,6} ·3
• {6,6,6,3} ·10
• {6,6,6,4} ·14
• {6,8,6,3} ·1
• {6,9,6,3} ·1
• {6,10,4,4} ·1
• {8,3,6,3} ·1
• {8,4,6,3} ·2
• {8,6,3,3} ·1
• {8,6,3,4} ·1
• {8,6,3,6} ·1
• {8,6,6,3} ·2
• {9,4,4,3} ·1
• {9,6,3,4} ·1
• {9,6,3,6} ·1
• {9,6,4,4} ·1
• {9,6,6,3} ·1
• {10,4,3,3} ·1
• {10,4,3,4} ·1
• {10,4,4,3} ·2
• {10,4,4,4} ·1
• {10,4,4,6} ·1
• {10,4,6,3} ·2
• {10,4,6,4} ·2
• {10,6,3,4} ·1
• {10,6,4,4} ·1
• {12,4,6,3} ·1
• {12,6,3,4} ·2
• {14,4,4,4} ·1

Degenerate Polytopes 8599 polytopes, 4949 Schläfli types

• {2,2,2,2} ·1
• {2,2,2,3} ·1
• {2,2,2,4} ·1
• {2,2,2,5} ·1
• {2,2,2,6} ·1
• {2,2,2,7} ·1
• {2,2,2,8} ·1
• {2,2,2,9} ·1
• {2,2,2,10} ·1
• {2,2,2,11} ·1
• {2,2,2,12} ·1
• {2,2,2,13} ·1
• {2,2,2,14} ·1
• {2,2,2,15} ·1
• {2,2,2,16} ·1
• {2,2,2,17} ·1
• {2,2,2,18} ·1
• {2,2,2,19} ·1
• {2,2,2,20} ·1
• {2,2,2,21} ·1
• {2,2,2,22} ·1
• {2,2,2,23} ·1
• {2,2,2,24} ·1
• {2,2,2,25} ·1
• {2,2,2,26} ·1
• {2,2,2,27} ·1
• {2,2,2,28} ·1
• {2,2,2,29} ·1
• {2,2,2,30} ·1
• {2,2,2,31} ·1
• {2,2,2,32} ·1
• {2,2,2,33} ·1
• {2,2,2,34} ·1
• {2,2,2,35} ·1
• {2,2,2,36} ·1
• {2,2,2,37} ·1
• {2,2,2,38} ·1
• {2,2,2,39} ·1
• {2,2,2,40} ·1
• {2,2,2,41} ·1
• {2,2,2,42} ·1
• {2,2,2,43} ·1
• {2,2,2,44} ·1
• {2,2,2,45} ·1
• {2,2,2,46} ·1
• {2,2,2,47} ·1
• {2,2,2,48} ·1
• {2,2,2,49} ·1
• {2,2,2,50} ·1
• {2,2,2,51} ·1
• {2,2,2,52} ·1
• {2,2,2,53} ·1
• {2,2,2,54} ·1
• {2,2,2,55} ·1
• {2,2,2,56} ·1
• {2,2,2,57} ·1
• {2,2,2,58} ·1
• {2,2,2,59} ·1
• {2,2,2,60} ·1
• {2,2,2,61} ·1
• {2,2,2,62} ·1
• {2,2,2,63} ·1
• {2,2,2,65} ·1
• {2,2,2,66} ·1
• {2,2,2,67} ·1
• {2,2,2,68} ·1
• {2,2,2,69} ·1
• {2,2,2,70} ·1
• {2,2,2,71} ·1
• {2,2,2,72} ·1
• {2,2,2,73} ·1
• {2,2,2,74} ·1
• {2,2,2,75} ·1
• {2,2,2,76} ·1
• {2,2,2,77} ·1
• {2,2,2,78} ·1
• {2,2,2,79} ·1
• {2,2,2,80} ·1
• {2,2,2,81} ·1
• {2,2,2,82} ·1
• {2,2,2,83} ·1
• {2,2,2,84} ·1
• {2,2,2,85} ·1
• {2,2,2,86} ·1
• {2,2,2,87} ·1
• {2,2,2,88} ·1
• {2,2,2,89} ·1
• {2,2,2,90} ·1
• {2,2,2,91} ·1
• {2,2,2,92} ·1
• {2,2,2,93} ·1
• {2,2,2,94} ·1
• {2,2,2,95} ·1
• {2,2,2,97} ·1
• {2,2,2,98} ·1
• {2,2,2,99} ·1
• {2,2,2,100} ·1
• {2,2,2,101} ·1
• {2,2,2,102} ·1
• {2,2,2,103} ·1
• {2,2,2,104} ·1
• {2,2,2,105} ·1
• {2,2,2,106} ·1
• {2,2,2,107} ·1
• {2,2,2,108} ·1
• {2,2,2,109} ·1
• {2,2,2,110} ·1
• {2,2,2,111} ·1
• {2,2,2,112} ·1
• {2,2,2,113} ·1
• {2,2,2,114} ·1
• {2,2,2,115} ·1
• {2,2,2,116} ·1
• {2,2,2,117} ·1
• {2,2,2,118} ·1
• {2,2,2,119} ·1
• {2,2,2,120} ·1
• {2,2,2,121} ·1
• {2,2,2,122} ·1
• {2,2,2,123} ·1
• {2,2,2,124} ·1
• {2,2,2,125} ·1
• {2,2,3,2} ·1
• {2,2,3,3} ·1
• {2,2,3,4} ·2
• {2,2,3,5} ·2
• {2,2,3,6} ·8
• {2,2,3,7} ·1
• {2,2,3,8} ·4
• {2,2,3,10} ·5
• {2,2,3,12} ·4
• {2,2,3,15} ·1
• {2,2,3,18} ·1
• {2,2,3,20} ·1
• {2,2,3,24} ·1
• {2,2,4,2} ·1
• {2,2,4,3} ·2
• {2,2,4,4} ·9
• {2,2,4,5} ·4
• {2,2,4,6} ·17
• {2,2,4,7} ·1
• {2,2,4,8} ·6
• {2,2,4,9} ·2
• {2,2,4,10} ·10
• {2,2,4,12} ·12
• {2,2,4,14} ·2
• {2,2,4,15} ·3
• {2,2,4,16} ·2
• {2,2,4,18} ·4
• {2,2,4,20} ·2
• {2,2,4,21} ·2
• {2,2,4,22} ·1
• {2,2,4,24} ·4
• {2,2,4,26} ·1
• {2,2,4,27} ·2
• {2,2,4,28} ·2
• {2,2,4,30} ·4
• {2,2,4,33} ·1
• {2,2,4,34} ·1
• {2,2,4,36} ·3
• {2,2,4,38} ·1
• {2,2,4,39} ·1
• {2,2,4,40} ·2
• {2,2,4,42} ·3
• {2,2,4,44} ·1
• {2,2,4,45} ·1
• {2,2,4,46} ·1
• {2,2,4,50} ·1
• {2,2,4,51} ·1
• {2,2,4,52} ·1
• {2,2,4,54} ·3
• {2,2,4,56} ·2
• {2,2,4,57} ·1
• {2,2,4,58} ·1
• {2,2,4,60} ·3
• {2,2,4,62} ·1
• {2,2,5,2} ·1
• {2,2,5,3} ·2
• {2,2,5,4} ·4
• {2,2,5,5} ·4
• {2,2,5,6} ·6
• {2,2,5,8} ·3
• {2,2,5,10} ·7
• {2,2,5,12} ·1
• {2,2,5,20} ·1
• {2,2,6,2} ·1
• {2,2,6,3} ·8
• {2,2,6,4} ·17
• {2,2,6,5} ·6
• {2,2,6,6} ·21
• {2,2,6,7} ·1
• {2,2,6,8} ·9
• {2,2,6,9} ·6
• {2,2,6,10} ·11
• {2,2,6,12} ·22
• {2,2,6,14} ·1
• {2,2,6,15} ·3
• {2,2,6,16} ·1
• {2,2,6,18} ·5
• {2,2,6,20} ·6
• {2,2,6,21} ·2
• {2,2,6,22} ·1
• {2,2,6,24} ·3
• {2,2,6,26} ·1
• {2,2,6,27} ·1
• {2,2,6,28} ·2
• {2,2,6,30} ·4
• {2,2,6,33} ·1
• {2,2,6,34} ·1
• {2,2,6,36} ·3
• {2,2,6,38} ·1
• {2,2,6,39} ·1
• {2,2,6,40} ·1
• {2,2,7,2} ·1
• {2,2,7,3} ·1
• {2,2,7,4} ·1
• {2,2,7,6} ·1
• {2,2,7,7} ·1
• {2,2,7,8} ·2
• {2,2,7,14} ·1
• {2,2,8,2} ·1
• {2,2,8,3} ·4
• {2,2,8,4} ·6
• {2,2,8,5} ·3
• {2,2,8,6} ·9
• {2,2,8,7} ·2
• {2,2,8,8} ·6
• {2,2,8,9} ·1
• {2,2,8,10} ·1
• {2,2,8,12} ·2
• {2,2,8,14} ·1
• {2,2,8,15} ·1
• {2,2,8,18} ·1
• {2,2,8,20} ·2
• {2,2,8,22} ·1
• {2,2,8,26} ·1
• {2,2,8,28} ·2
• {2,2,8,30} ·1
• {2,2,9,2} ·1
• {2,2,9,4} ·2
• {2,2,9,6} ·6
• {2,2,9,8} ·1
• {2,2,9,12} ·1
• {2,2,9,18} ·1
• {2,2,10,2} ·1
• {2,2,10,3} ·5
• {2,2,10,4} ·10
• {2,2,10,5} ·7
• {2,2,10,6} ·11
• {2,2,10,8} ·1
• {2,2,10,10} ·9
• {2,2,10,12} ·5
• {2,2,10,14} ·1
• {2,2,10,15} ·2
• {2,2,10,16} ·1
• {2,2,10,18} ·1
• {2,2,10,20} ·5
• {2,2,10,22} ·1
• {2,2,10,24} ·1
• {2,2,10,25} ·1
• {2,2,11,2} ·1
• {2,2,11,22} ·1
• {2,2,12,2} ·1
• {2,2,12,3} ·4
• {2,2,12,4} ·12
• {2,2,12,5} ·1
• {2,2,12,6} ·22
• {2,2,12,8} ·2
• {2,2,12,9} ·1
• {2,2,12,10} ·5
• {2,2,12,12} ·3
• {2,2,12,14} ·1
• {2,2,12,15} ·1
• {2,2,12,18} ·3
• {2,2,12,20} ·1
• {2,2,13,2} ·1
• {2,2,14,2} ·1
• {2,2,14,4} ·2
• {2,2,14,6} ·1
• {2,2,14,7} ·1
• {2,2,14,8} ·1
• {2,2,14,10} ·1
• {2,2,14,12} ·1
• {2,2,14,14} ·3
• {2,2,14,16} ·1
• {2,2,15,2} ·1
• {2,2,15,3} ·1
• {2,2,15,4} ·3
• {2,2,15,6} ·3
• {2,2,15,8} ·1
• {2,2,15,10} ·2
• {2,2,15,12} ·1
• {2,2,16,2} ·1
• {2,2,16,4} ·2
• {2,2,16,6} ·1
• {2,2,16,10} ·1
• {2,2,16,14} ·1
• {2,2,17,2} ·1
• {2,2,18,2} ·1
• {2,2,18,3} ·1
• {2,2,18,4} ·4
• {2,2,18,6} ·5
• {2,2,18,8} ·1
• {2,2,18,9} ·1
• {2,2,18,10} ·1
• {2,2,18,12} ·3
• {2,2,19,2} ·1
• {2,2,20,2} ·1
• {2,2,20,3} ·1
• {2,2,20,4} ·2
• {2,2,20,5} ·1
• {2,2,20,6} ·6
• {2,2,20,8} ·2
• {2,2,20,10} ·5
• {2,2,20,12} ·1
• {2,2,21,2} ·1
• {2,2,21,4} ·2
• {2,2,21,6} ·2
• {2,2,22,2} ·1
• {2,2,22,4} ·1
• {2,2,22,6} ·1
• {2,2,22,8} ·1
• {2,2,22,10} ·1
• {2,2,22,11} ·1
• {2,2,23,2} ·1
• {2,2,24,2} ·1
• {2,2,24,3} ·1
• {2,2,24,4} ·4
• {2,2,24,6} ·3
• {2,2,24,10} ·1
• {2,2,25,2} ·1
• {2,2,25,10} ·1
• {2,2,26,2} ·1
• {2,2,26,4} ·1
• {2,2,26,6} ·1
• {2,2,26,8} ·1
• {2,2,27,2} ·1
• {2,2,27,4} ·2
• {2,2,27,6} ·1
• {2,2,28,2} ·1
• {2,2,28,4} ·2
• {2,2,28,6} ·2
• {2,2,28,8} ·2
• {2,2,29,2} ·1
• {2,2,30,2} ·1
• {2,2,30,4} ·4
• {2,2,30,6} ·4
• {2,2,30,8} ·1
• {2,2,31,2} ·1
• {2,2,32,2} ·1
• {2,2,33,2} ·1
• {2,2,33,4} ·1
• {2,2,33,6} ·1
• {2,2,34,2} ·1
• {2,2,34,4} ·1
• {2,2,34,6} ·1
• {2,2,35,2} ·1
• {2,2,36,2} ·1
• {2,2,36,4} ·3
• {2,2,36,6} ·3
• {2,2,37,2} ·1
• {2,2,38,2} ·1
• {2,2,38,4} ·1
• {2,2,38,6} ·1
• {2,2,39,2} ·1
• {2,2,39,4} ·1
• {2,2,39,6} ·1
• {2,2,40,2} ·1
• {2,2,40,4} ·2
• {2,2,40,6} ·1
• {2,2,41,2} ·1
• {2,2,42,2} ·1
• {2,2,42,4} ·3
• {2,2,43,2} ·1
• {2,2,44,2} ·1
• {2,2,44,4} ·1
• {2,2,45,2} ·1
• {2,2,45,4} ·1
• {2,2,46,2} ·1
• {2,2,46,4} ·1
• {2,2,47,2} ·1
• {2,2,48,2} ·1
• {2,2,49,2} ·1
• {2,2,50,2} ·1
• {2,2,50,4} ·1
• {2,2,51,2} ·1
• {2,2,51,4} ·1
• {2,2,52,2} ·1
• {2,2,52,4} ·1
• {2,2,53,2} ·1
• {2,2,54,2} ·1
• {2,2,54,4} ·3
• {2,2,55,2} ·1
• {2,2,56,2} ·1
• {2,2,56,4} ·2
• {2,2,57,2} ·1
• {2,2,57,4} ·1
• {2,2,58,2} ·1
• {2,2,58,4} ·1
• {2,2,59,2} ·1
• {2,2,60,2} ·1
• {2,2,60,4} ·3
• {2,2,61,2} ·1
• {2,2,62,2} ·1
• {2,2,62,4} ·1
• {2,2,63,2} ·1
• {2,2,65,2} ·1
• {2,2,66,2} ·1
• {2,2,67,2} ·1
• {2,2,68,2} ·1
• {2,2,69,2} ·1
• {2,2,70,2} ·1
• {2,2,71,2} ·1
• {2,2,72,2} ·1
• {2,2,73,2} ·1
• {2,2,74,2} ·1
• {2,2,75,2} ·1
• {2,2,76,2} ·1
• {2,2,77,2} ·1
• {2,2,78,2} ·1
• {2,2,79,2} ·1
• {2,2,80,2} ·1
• {2,2,81,2} ·1
• {2,2,82,2} ·1
• {2,2,83,2} ·1
• {2,2,84,2} ·1
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• {2,8,3,2} ·4
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• {2,8,3,6} ·1
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• {2,8,5,2} ·3
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• {2,8,6,3} ·4
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• {2,8,6,6} ·3
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• {2,8,10,3} ·1
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• {2,8,20,2} ·2
• {2,8,22,2} ·1
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• {2,9,2,12} ·1
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• {2,9,2,22} ·1
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• {2,9,4,4} ·2
• {2,9,4,6} ·1
• {2,9,6,2} ·6
• {2,9,6,3} ·3
• {2,9,6,4} ·1
• {2,9,6,6} ·2
• {2,9,6,8} ·1
• {2,9,6,9} ·1
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• {2,9,12,2} ·1
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• {2,10,2,3} ·1
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• {2,10,2,5} ·1
• {2,10,2,6} ·1
• {2,10,2,7} ·1
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• {2,10,2,10} ·1
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• {2,10,2,18} ·1
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• {2,10,2,21} ·1
• {2,10,2,22} ·1
• {2,10,2,23} ·1
• {2,10,2,24} ·1
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• {2,10,4,2} ·10
• {2,10,4,3} ·1
• {2,10,4,4} ·5
• {2,10,4,6} ·3
• {2,10,4,8} ·2
• {2,10,4,10} ·1
• {2,10,4,12} ·1
• {2,10,5,2} ·7
• {2,10,5,10} ·1
• {2,10,6,2} ·11
• {2,10,6,3} ·2
• {2,10,6,4} ·7
• {2,10,6,6} ·4
• {2,10,6,8} ·1
• {2,10,8,2} ·1
• {2,10,8,3} ·1
• {2,10,8,4} ·2
• {2,10,8,6} ·1
• {2,10,10,2} ·9
• {2,10,10,4} ·5
• {2,10,10,5} ·2
• {2,10,12,2} ·5
• {2,10,12,3} ·1
• {2,10,12,4} ·3
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• {2,10,15,2} ·2
• {2,10,16,2} ·1
• {2,10,18,2} ·1
• {2,10,20,2} ·5
• {2,10,22,2} ·1
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• {2,11,2,20} ·1
• {2,11,2,21} ·1
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• {2,12,2,3} ·1
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• {2,12,3,2} ·4
• {2,12,3,4} ·1
• {2,12,3,6} ·1
• {2,12,4,2} ·12
• {2,12,4,3} ·1
• {2,12,4,4} ·1
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• {2,12,4,10} ·1
• {2,12,5,2} ·1
• {2,12,6,2} ·22
• {2,12,6,3} ·4
• {2,12,6,4} ·6
• {2,12,6,6} ·8
• {2,12,8,2} ·2
• {2,12,9,2} ·1
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• {2,12,10,4} ·1
• {2,12,12,2} ·3
• {2,12,14,2} ·1
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• {2,14,10,2} ·1
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• {2,15,6,2} ·3
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• {2,15,8,2} ·1
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• {2,15,12,2} ·1
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• {2,27,2,3} ·1
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• {2,28,2,3} ·1
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• {2,28,2,6} ·1
• {2,28,2,7} ·1
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• {2,28,4,2} ·2
• {2,28,4,4} ·1
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• {2,28,8,2} ·2
• {2,29,2,2} ·1
• {2,29,2,3} ·1
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• {2,29,2,5} ·1
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• {2,30,2,2} ·1
• {2,30,2,3} ·1
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• {2,30,2,5} ·1
• {2,30,2,6} ·1
• {2,30,2,7} ·1
• {2,30,2,8} ·1
• {2,30,4,2} ·4
• {2,30,4,4} ·1
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• {2,30,8,2} ·1
• {2,31,2,2} ·1
• {2,31,2,3} ·1
• {2,31,2,4} ·1
• {2,31,2,5} ·1
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• {2,32,2,3} ·1
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• {2,33,2,3} ·1
• {2,33,2,4} ·1
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• {2,34,2,3} ·1
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• {2,35,2,3} ·1
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• {2,35,2,6} ·1
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• {2,36,2,2} ·1
• {2,36,2,3} ·1
• {2,36,2,4} ·1
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• {2,36,4,2} ·3
• {2,36,6,2} ·3
• {2,37,2,2} ·1
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• {2,41,2,3} ·1
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• {2,42,2,3} ·1
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• {2,43,2,2} ·1
• {2,43,2,3} ·1
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• {2,44,2,3} ·1
• {2,44,2,4} ·1
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• {2,45,2,3} ·1
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• {2,46,2,3} ·1
• {2,46,2,4} ·1
• {2,46,2,5} ·1
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• {2,47,2,2} ·1
• {2,47,2,3} ·1
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• {2,48,2,3} ·1
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• {2,49,2,3} ·1
• {2,49,2,4} ·1
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• {2,50,2,2} ·1
• {2,50,2,3} ·1
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• {3,3,6,2} ·2
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• {3,4,2,3} ·2
• {3,4,2,4} ·2
• {3,4,2,5} ·2
• {3,4,2,6} ·2
• {3,4,2,7} ·2
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• {3,4,2,9} ·2
• {3,4,2,10} ·2
• {3,4,2,11} ·2
• {3,4,2,12} ·2
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• {3,4,2,14} ·2
• {3,4,2,15} ·2
• {3,4,2,16} ·1
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• {3,4,2,18} ·2
• {3,4,2,19} ·2
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• {3,4,2,21} ·1
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• {3,4,2,24} ·1
• {3,4,2,25} ·1
• {3,4,2,26} ·1
• {3,4,2,27} ·1
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• {3,4,2,31} ·1
• {3,4,2,33} ·1
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• {3,4,2,35} ·1
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• {3,4,2,39} ·1
• {3,4,2,40} ·1
• {3,4,2,41} ·1
• {3,4,3,2} ·1
• {3,4,4,2} ·5
• {3,4,6,2} ·2
• {3,4,8,2} ·1
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• {3,4,12,2} ·1
• {3,4,14,2} ·1
• {3,4,18,2} ·1
• {3,4,20,2} ·1
• {3,5,2,2} ·2
• {3,5,2,3} ·2
• {3,5,2,4} ·2
• {3,5,2,5} ·2
• {3,5,2,6} ·2
• {3,5,2,7} ·2
• {3,5,2,8} ·2
• {3,5,2,9} ·1
• {3,5,2,10} ·1
• {3,5,2,11} ·1
• {3,5,2,12} ·1
• {3,5,2,13} ·1
• {3,5,2,14} ·1
• {3,5,2,15} ·1
• {3,5,2,16} ·1
• {3,5,3,2} ·1
• {3,5,4,2} ·1
• {3,6,2,2} ·8
• {3,6,2,3} ·7
• {3,6,2,4} ·4
• {3,6,2,5} ·5
• {3,6,2,6} ·4
• {3,6,2,7} ·3
• {3,6,2,8} ·3
• {3,6,2,9} ·3
• {3,6,2,10} ·2
• {3,6,2,11} ·2
• {3,6,2,12} ·2
• {3,6,2,13} ·2
• {3,6,2,14} ·2
• {3,6,2,15} ·2
• {3,6,2,16} ·1
• {3,6,2,17} ·2
• {3,6,2,18} ·2
• {3,6,2,19} ·2
• {3,6,2,20} ·2
• {3,6,2,21} ·1
• {3,6,2,22} ·1
• {3,6,2,23} ·1
• {3,6,2,24} ·1
• {3,6,2,25} ·1
• {3,6,2,26} ·1
• {3,6,2,27} ·1
• {3,6,3,2} ·7
• {3,6,4,2} ·9
• {3,6,6,2} ·10
• {3,6,8,2} ·4
• {3,6,9,2} ·3
• {3,6,10,2} ·2
• {3,6,12,2} ·4
• {3,6,14,2} ·2
• {3,6,15,2} ·1
• {3,6,16,2} ·1
• {3,6,18,2} ·3
• {3,6,20,2} ·2
• {3,6,21,2} ·1
• {3,6,22,2} ·1
• {3,6,24,2} ·2
• {3,6,26,2} ·1
• {3,6,27,2} ·1
• {3,7,2,2} ·1
• {3,8,2,2} ·4
• {3,8,2,3} ·2
• {3,8,2,4} ·1
• {3,8,2,5} ·2
• {3,8,2,6} ·1
• {3,8,2,7} ·1
• {3,8,2,9} ·1
• {3,8,2,10} ·1
• {3,8,4,2} ·1
• {3,8,6,2} ·1
• {3,8,10,2} ·1
• {3,10,2,2} ·5
• {3,10,2,3} ·4
• {3,10,2,4} ·3
• {3,10,2,5} ·2
• {3,10,2,6} ·2
• {3,10,2,7} ·2
• {3,10,2,8} ·2
• {3,10,4,2} ·2
• {3,10,6,2} ·1
• {3,10,8,2} ·1
• {3,12,2,2} ·4
• {3,12,2,3} ·3
• {3,12,2,4} ·2
• {3,12,2,5} ·2
• {3,12,2,6} ·2
• {3,12,2,7} ·1
• {3,12,2,9} ·1
• {3,12,2,10} ·1
• {3,12,3,2} ·1
• {3,12,4,2} ·2
• {3,12,6,2} ·4
• {3,12,10,2} ·1
• {3,15,2,2} ·1
• {3,18,2,2} ·1
• {3,18,2,3} ·1
• {3,20,2,2} ·1
• {3,24,2,2} ·1
• {3,24,2,3} ·1
• {4,2,2,2} ·1
• {4,2,2,3} ·1
• {4,2,2,4} ·1
• {4,2,2,5} ·1
• {4,2,2,6} ·1
• {4,2,2,7} ·1
• {4,2,2,8} ·1
• {4,2,2,9} ·1
• {4,2,2,10} ·1
• {4,2,2,11} ·1
• {4,2,2,12} ·1
• {4,2,2,13} ·1
• {4,2,2,14} ·1
• {4,2,2,15} ·1
• {4,2,2,16} ·1
• {4,2,2,17} ·1
• {4,2,2,18} ·1
• {4,2,2,19} ·1
• {4,2,2,20} ·1
• {4,2,2,21} ·1
• {4,2,2,22} ·1
• {4,2,2,23} ·1
• {4,2,2,24} ·1
• {4,2,2,25} ·1
• {4,2,2,26} ·1
• {4,2,2,27} ·1
• {4,2,2,28} ·1
• {4,2,2,29} ·1
• {4,2,2,30} ·1
• {4,2,2,31} ·1
• {4,2,2,33} ·1
• {4,2,2,34} ·1
• {4,2,2,35} ·1
• {4,2,2,36} ·1
• {4,2,2,37} ·1
• {4,2,2,38} ·1
• {4,2,2,39} ·1
• {4,2,2,40} ·1
• {4,2,2,41} ·1
• {4,2,2,42} ·1
• {4,2,2,43} ·1
• {4,2,2,44} ·1
• {4,2,2,45} ·1
• {4,2,2,46} ·1
• {4,2,2,47} ·1
• {4,2,2,49} ·1
• {4,2,2,50} ·1
• {4,2,2,51} ·1
• {4,2,2,52} ·1
• {4,2,2,53} ·1
• {4,2,2,54} ·1
• {4,2,2,55} ·1
• {4,2,2,56} ·1
• {4,2,2,57} ·1
• {4,2,2,58} ·1
• {4,2,2,59} ·1
• {4,2,2,60} ·1
• {4,2,2,61} ·1
• {4,2,2,62} ·1
• {4,2,3,2} ·1
• {4,2,3,3} ·1
• {4,2,3,4} ·2
• {4,2,3,5} ·2
• {4,2,3,6} ·4
• {4,2,3,8} ·1
• {4,2,3,10} ·3
• {4,2,3,12} ·2
• {4,2,4,2} ·1
• {4,2,4,3} ·2
• {4,2,4,4} ·4
• {4,2,4,5} ·3
• {4,2,4,6} ·11
• {4,2,4,9} ·2
• {4,2,4,10} ·4
• {4,2,4,12} ·4
• {4,2,4,14} ·1
• {4,2,4,15} ·2
• {4,2,4,18} ·3
• {4,2,4,20} ·1
• {4,2,4,21} ·1
• {4,2,4,22} ·1
• {4,2,4,26} ·1
• {4,2,4,27} ·1
• {4,2,4,28} ·1
• {4,2,4,30} ·3
• {4,2,5,2} ·1
• {4,2,5,3} ·2
• {4,2,5,4} ·3
• {4,2,5,5} ·3
• {4,2,5,6} ·5
• {4,2,5,10} ·4
• {4,2,6,2} ·1
• {4,2,6,3} ·4
• {4,2,6,4} ·11
• {4,2,6,5} ·5
• {4,2,6,6} ·13
• {4,2,6,8} ·1
• {4,2,6,9} ·1
• {4,2,6,10} ·7
• {4,2,6,12} ·7
• {4,2,6,14} ·1
• {4,2,6,15} ·2
• {4,2,6,18} ·2
• {4,2,6,20} ·2
• {4,2,7,2} ·1
• {4,2,7,14} ·1
• {4,2,8,2} ·1
• {4,2,8,3} ·1
• {4,2,8,6} ·1
• {4,2,8,10} ·1
• {4,2,8,14} ·1
• {4,2,9,2} ·1
• {4,2,9,4} ·2
• {4,2,9,6} ·1
• {4,2,10,2} ·1
• {4,2,10,3} ·3
• {4,2,10,4} ·4
• {4,2,10,5} ·4
• {4,2,10,6} ·7
• {4,2,10,8} ·1
• {4,2,10,10} ·7
• {4,2,10,12} ·1
• {4,2,11,2} ·1
• {4,2,12,2} ·1
• {4,2,12,3} ·2
• {4,2,12,4} ·4
• {4,2,12,6} ·7
• {4,2,12,10} ·1
• {4,2,13,2} ·1
• {4,2,14,2} ·1
• {4,2,14,4} ·1
• {4,2,14,6} ·1
• {4,2,14,7} ·1
• {4,2,14,8} ·1
• {4,2,15,2} ·1
• {4,2,15,4} ·2
• {4,2,15,6} ·2
• {4,2,16,2} ·1
• {4,2,17,2} ·1
• {4,2,18,2} ·1
• {4,2,18,4} ·3
• {4,2,18,6} ·2
• {4,2,19,2} ·1
• {4,2,20,2} ·1
• {4,2,20,4} ·1
• {4,2,20,6} ·2
• {4,2,21,2} ·1
• {4,2,21,4} ·1
• {4,2,22,2} ·1
• {4,2,22,4} ·1
• {4,2,23,2} ·1
• {4,2,24,2} ·1
• {4,2,25,2} ·1
• {4,2,26,2} ·1
• {4,2,26,4} ·1
• {4,2,27,2} ·1
• {4,2,27,4} ·1
• {4,2,28,2} ·1
• {4,2,28,4} ·1
• {4,2,29,2} ·1
• {4,2,30,2} ·1
• {4,2,30,4} ·3
• {4,2,31,2} ·1
• {4,2,33,2} ·1
• {4,2,34,2} ·1
• {4,2,35,2} ·1
• {4,2,36,2} ·1
• {4,2,37,2} ·1
• {4,2,38,2} ·1
• {4,2,39,2} ·1
• {4,2,40,2} ·1
• {4,2,41,2} ·1
• {4,2,42,2} ·1
• {4,2,43,2} ·1
• {4,2,44,2} ·1
• {4,2,45,2} ·1
• {4,2,46,2} ·1
• {4,2,47,2} ·1
• {4,2,49,2} ·1
• {4,2,50,2} ·1
• {4,2,51,2} ·1
• {4,2,52,2} ·1
• {4,2,53,2} ·1
• {4,2,54,2} ·1
• {4,2,55,2} ·1
• {4,2,56,2} ·1
• {4,2,57,2} ·1
• {4,2,58,2} ·1
• {4,2,59,2} ·1
• {4,2,60,2} ·1
• {4,2,61,2} ·1
• {4,2,62,2} ·1
• {4,3,2,2} ·2
• {4,3,2,3} ·2
• {4,3,2,4} ·2
• {4,3,2,5} ·2
• {4,3,2,6} ·2
• {4,3,2,7} ·2
• {4,3,2,8} ·2
• {4,3,2,9} ·2
• {4,3,2,10} ·2
• {4,3,2,11} ·2
• {4,3,2,12} ·2
• {4,3,2,13} ·2
• {4,3,2,14} ·2
• {4,3,2,15} ·2
• {4,3,2,16} ·1
• {4,3,2,17} ·2
• {4,3,2,18} ·2
• {4,3,2,19} ·2
• {4,3,2,20} ·2
• {4,3,2,21} ·1
• {4,3,2,22} ·1
• {4,3,2,23} ·1
• {4,3,2,24} ·1
• {4,3,2,25} ·1
• {4,3,2,26} ·1
• {4,3,2,27} ·1
• {4,3,2,28} ·1
• {4,3,2,29} ·1
• {4,3,2,30} ·1
• {4,3,2,31} ·1
• {4,3,2,33} ·1
• {4,3,2,34} ·1
• {4,3,2,35} ·1
• {4,3,2,36} ·1
• {4,3,2,37} ·1
• {4,3,2,38} ·1
• {4,3,2,39} ·1
• {4,3,2,40} ·1
• {4,3,2,41} ·1
• {4,3,3,2} ·2
• {4,3,4,2} ·4
• {4,3,6,2} ·7
• {4,3,8,2} ·1
• {4,3,12,2} ·1
• {4,4,2,2} ·9
• {4,4,2,3} ·7
• {4,4,2,4} ·4
• {4,4,2,5} ·6
• {4,4,2,6} ·4
• {4,4,2,7} ·4
• {4,4,2,8} ·1
• {4,4,2,9} ·3
• {4,4,2,10} ·3
• {4,4,2,11} ·3
• {4,4,2,12} ·2
• {4,4,2,13} ·3
• {4,4,2,14} ·2
• {4,4,2,15} ·2
• {4,4,2,17} ·1
• {4,4,2,18} ·1
• {4,4,2,19} ·1
• {4,4,2,20} ·1
• {4,4,2,21} ·1
• {4,4,2,22} ·1
• {4,4,2,23} ·1
• {4,4,2,25} ·1
• {4,4,2,26} ·1
• {4,4,2,27} ·1
• {4,4,2,28} ·1
• {4,4,2,29} ·1
• {4,4,2,30} ·1
• {4,4,2,31} ·1
• {4,4,3,2} ·5
• {4,4,4,2} ·6
• {4,4,5,2} ·2
• {4,4,6,2} ·10
• {4,4,8,2} ·2
• {4,4,9,2} ·2
• {4,4,10,2} ·5
• {4,4,12,2} ·1
• {4,4,14,2} ·2
• {4,4,15,2} ·2
• {4,4,18,2} ·1
• {4,4,20,2} ·1
• {4,4,22,2} ·1
• {4,4,26,2} ·1
• {4,4,28,2} ·1
• {4,4,30,2} ·1
• {4,5,2,2} ·4
• {4,5,2,3} ·4
• {4,5,2,4} ·3
• {4,5,2,5} ·2
• {4,5,2,6} ·2
• {4,5,2,7} ·1
• {4,5,2,8} ·1
• {4,5,3,2} ·1
• {4,6,2,2} ·17
• {4,6,2,3} ·13
• {4,6,2,4} ·11
• {4,6,2,5} ·9
• {4,6,2,6} ·7
• {4,6,2,7} ·6
• {4,6,2,8} ·5
• {4,6,2,9} ·5
• {4,6,2,10} ·5
• {4,6,2,11} ·4
• {4,6,2,12} ·4
• {4,6,2,13} ·4
• {4,6,2,14} ·3
• {4,6,2,15} ·3
• {4,6,2,17} ·3
• {4,6,2,18} ·3
• {4,6,2,19} ·3
• {4,6,2,20} ·3
• {4,6,3,2} ·9
• {4,6,4,2} ·19
• {4,6,5,2} ·4
• {4,6,6,2} ·22
• {4,6,8,2} ·2
• {4,6,9,2} ·1
• {4,6,10,2} ·7
• {4,6,12,2} ·6
• {4,6,14,2} ·2
• {4,6,15,2} ·2
• {4,6,18,2} ·3
• {4,6,20,2} ·3
• {4,7,2,2} ·1
• {4,8,2,2} ·6
• {4,8,2,3} ·4
• {4,8,2,5} ·4
• {4,8,2,6} ·2
• {4,8,2,7} ·4
• {4,8,2,9} ·2
• {4,8,2,10} ·2
• {4,8,2,11} ·2
• {4,8,2,13} ·2
• {4,8,2,14} ·2
• {4,8,2,15} ·2
• {4,8,3,2} ·1
• {4,8,4,2} ·4
• {4,8,6,2} ·2
• {4,8,10,2} ·2
• {4,8,14,2} ·2
• {4,9,2,2} ·2
• {4,9,2,3} ·2
• {4,9,2,4} ·2
• {4,9,2,5} ·2
• {4,9,2,6} ·2
• {4,9,2,7} ·1
• {4,9,2,8} ·1
• {4,9,2,9} ·1
• {4,9,2,10} ·1
• {4,9,2,11} ·1
• {4,9,2,12} ·1
• {4,9,2,13} ·1
• {4,9,4,2} ·3
• {4,9,6,2} ·2
• {4,10,2,2} ·10
• {4,10,2,3} ·6
• {4,10,2,4} ·4
• {4,10,2,5} ·2
• {4,10,2,6} ·1
• {4,10,2,7} ·1
• {4,10,2,8} ·1
• {4,10,2,9} ·1
• {4,10,2,10} ·1
• {4,10,2,11} ·1
• {4,10,2,12} ·1
• {4,10,3,2} ·2
• {4,10,4,2} ·3
• {4,10,5,2} ·3
• {4,10,6,2} ·4
• {4,10,8,2} ·1
• {4,10,10,2} ·5
• {4,10,12,2} ·1
• {4,12,2,2} ·12
• {4,12,2,3} ·8
• {4,12,2,4} ·4
• {4,12,2,5} ·6
• {4,12,2,6} ·3
• {4,12,2,7} ·3
• {4,12,2,9} ·3
• {4,12,2,10} ·3
• {4,12,3,2} ·2
• {4,12,4,2} ·9
• {4,12,6,2} ·12
• {4,12,10,2} ·3
• {4,14,2,2} ·2
• {4,14,2,3} ·1
• {4,14,2,4} ·1
• {4,14,2,5} ·1
• {4,14,2,6} ·1
• {4,14,2,7} ·1
• {4,14,2,8} ·1
• {4,14,4,2} ·1
• {4,14,6,2} ·1
• {4,14,7,2} ·1
• {4,14,8,2} ·1
• {4,15,2,2} ·3
• {4,15,2,3} ·2
• {4,15,2,4} ·2
• {4,15,2,5} ·1
• {4,15,2,6} ·1
• {4,15,2,7} ·1
• {4,15,2,8} ·1
• {4,15,4,2} ·3
• {4,15,6,2} ·1
• {4,16,2,2} ·2
• {4,16,2,3} ·2
• {4,16,2,5} ·2
• {4,16,2,7} ·2
• {4,18,2,2} ·4
• {4,18,2,3} ·4
• {4,18,2,4} ·3
• {4,18,2,5} ·3
• {4,18,2,6} ·3
• {4,18,4,2} ·7
• {4,18,6,2} ·5
• {4,20,2,2} ·2
• {4,20,2,3} ·2
• {4,20,2,4} ·1
• {4,20,2,5} ·1
• {4,20,2,6} ·1
• {4,20,4,2} ·1
• {4,20,6,2} ·1
• {4,21,2,2} ·2
• {4,21,2,3} ·1
• {4,21,2,4} ·1
• {4,21,2,5} ·1
• {4,21,4,2} ·1
• {4,22,2,2} ·1
• {4,22,2,3} ·1
• {4,22,2,4} ·1
• {4,22,2,5} ·1
• {4,22,4,2} ·1
• {4,24,2,2} ·4
• {4,24,2,3} ·4
• {4,24,2,5} ·4
• {4,26,2,2} ·1
• {4,26,2,3} ·1
• {4,26,2,4} ·1
• {4,26,4,2} ·1
• {4,27,2,2} ·2
• {4,27,2,3} ·1
• {4,27,2,4} ·1
• {4,27,4,2} ·1
• {4,28,2,2} ·2
• {4,28,2,3} ·1
• {4,28,2,4} ·1
• {4,28,4,2} ·1
• {4,30,2,2} ·4
• {4,30,2,3} ·3
• {4,30,2,4} ·3
• {4,30,4,2} ·7
• {4,33,2,2} ·1
• {4,33,2,3} ·1
• {4,34,2,2} ·1
• {4,34,2,3} ·1
• {4,36,2,2} ·3
• {4,36,2,3} ·3
• {4,38,2,2} ·1
• {4,38,2,3} ·1
• {4,39,2,2} ·1
• {4,39,2,3} ·1
• {4,40,2,2} ·2
• {4,40,2,3} ·2
• {4,42,2,2} ·3
• {4,44,2,2} ·1
• {4,45,2,2} ·1
• {4,46,2,2} ·1
• {4,50,2,2} ·1
• {4,51,2,2} ·1
• {4,52,2,2} ·1
• {4,54,2,2} ·3
• {4,56,2,2} ·2
• {4,57,2,2} ·1
• {4,58,2,2} ·1
• {4,60,2,2} ·3
• {4,62,2,2} ·1
• {5,2,2,2} ·1
• {5,2,2,3} ·1
• {5,2,2,4} ·1
• {5,2,2,5} ·1
• {5,2,2,6} ·1
• {5,2,2,7} ·1
• {5,2,2,8} ·1
• {5,2,2,9} ·1
• {5,2,2,10} ·1
• {5,2,2,11} ·1
• {5,2,2,12} ·1
• {5,2,2,13} ·1
• {5,2,2,14} ·1
• {5,2,2,15} ·1
• {5,2,2,16} ·1
• {5,2,2,17} ·1
• {5,2,2,18} ·1
• {5,2,2,19} ·1
• {5,2,2,20} ·1
• {5,2,2,21} ·1
• {5,2,2,22} ·1
• {5,2,2,23} ·1
• {5,2,2,24} ·1
• {5,2,2,25} ·1
• {5,2,2,26} ·1
• {5,2,2,27} ·1
• {5,2,2,28} ·1
• {5,2,2,29} ·1
• {5,2,2,30} ·1
• {5,2,2,31} ·1
• {5,2,2,32} ·1
• {5,2,2,33} ·1
• {5,2,2,34} ·1
• {5,2,2,35} ·1
• {5,2,2,36} ·1
• {5,2,2,37} ·1
• {5,2,2,38} ·1
• {5,2,2,39} ·1
• {5,2,2,40} ·1
• {5,2,2,41} ·1
• {5,2,2,42} ·1
• {5,2,2,43} ·1
• {5,2,2,44} ·1
• {5,2,2,45} ·1
• {5,2,2,46} ·1
• {5,2,2,47} ·1
• {5,2,2,48} ·1
• {5,2,2,49} ·1
• {5,2,2,50} ·1
• {5,2,3,2} ·1
• {5,2,3,3} ·1
• {5,2,3,4} ·2
• {5,2,3,5} ·2
• {5,2,3,6} ·5
• {5,2,3,8} ·2
• {5,2,3,10} ·2
• {5,2,3,12} ·2
• {5,2,4,2} ·1
• {5,2,4,3} ·2
• {5,2,4,4} ·6
• {5,2,4,5} ·2
• {5,2,4,6} ·9
• {5,2,4,8} ·4
• {5,2,4,9} ·2
• {5,2,4,10} ·2
• {5,2,4,12} ·6
• {5,2,4,14} ·1
• {5,2,4,15} ·1
• {5,2,4,16} ·2
• {5,2,4,18} ·3
• {5,2,4,20} ·1
• {5,2,4,21} ·1
• {5,2,4,22} ·1
• {5,2,4,24} ·4
• {5,2,5,2} ·1
• {5,2,5,3} ·2
• {5,2,5,4} ·2
• {5,2,5,5} ·3
• {5,2,5,6} ·3
• {5,2,5,10} ·3
• {5,2,6,2} ·1
• {5,2,6,3} ·5
• {5,2,6,4} ·9
• {5,2,6,5} ·3
• {5,2,6,6} ·8
• {5,2,6,8} ·4
• {5,2,6,9} ·1
• {5,2,6,10} ·1
• {5,2,6,12} ·6
• {5,2,6,14} ·1
• {5,2,6,15} ·1
• {5,2,6,16} ·1
• {5,2,7,2} ·1
• {5,2,7,14} ·1
• {5,2,8,2} ·1
• {5,2,8,3} ·2
• {5,2,8,4} ·4
• {5,2,8,6} ·4
• {5,2,8,8} ·4
• {5,2,8,10} ·1
• {5,2,8,12} ·2
• {5,2,9,2} ·1
• {5,2,9,4} ·2
• {5,2,9,6} ·1
• {5,2,10,2} ·1
• {5,2,10,3} ·2
• {5,2,10,4} ·2
• {5,2,10,5} ·3
• {5,2,10,6} ·1
• {5,2,10,8} ·1
• {5,2,10,10} ·3
• {5,2,11,2} ·1
• {5,2,12,2} ·1
• {5,2,12,3} ·2
• {5,2,12,4} ·6
• {5,2,12,6} ·6
• {5,2,12,8} ·2
• {5,2,13,2} ·1
• {5,2,14,2} ·1
• {5,2,14,4} ·1
• {5,2,14,6} ·1
• {5,2,14,7} ·1
• {5,2,15,2} ·1
• {5,2,15,4} ·1
• {5,2,15,6} ·1
• {5,2,16,2} ·1
• {5,2,16,4} ·2
• {5,2,16,6} ·1
• {5,2,17,2} ·1
• {5,2,18,2} ·1
• {5,2,18,4} ·3
• {5,2,19,2} ·1
• {5,2,20,2} ·1
• {5,2,20,4} ·1
• {5,2,21,2} ·1
• {5,2,21,4} ·1
• {5,2,22,2} ·1
• {5,2,22,4} ·1
• {5,2,23,2} ·1
• {5,2,24,2} ·1
• {5,2,24,4} ·4
• {5,2,25,2} ·1
• {5,2,26,2} ·1
• {5,2,27,2} ·1
• {5,2,28,2} ·1
• {5,2,29,2} ·1
• {5,2,30,2} ·1
• {5,2,31,2} ·1
• {5,2,32,2} ·1
• {5,2,33,2} ·1
• {5,2,34,2} ·1
• {5,2,35,2} ·1
• {5,2,36,2} ·1
• {5,2,37,2} ·1
• {5,2,38,2} ·1
• {5,2,39,2} ·1
• {5,2,40,2} ·1
• {5,2,41,2} ·1
• {5,2,42,2} ·1
• {5,2,43,2} ·1
• {5,2,44,2} ·1
• {5,2,45,2} ·1
• {5,2,46,2} ·1
• {5,2,47,2} ·1
• {5,2,48,2} ·1
• {5,2,49,2} ·1
• {5,2,50,2} ·1
• {5,3,2,2} ·2
• {5,3,2,3} ·2
• {5,3,2,4} ·2
• {5,3,2,5} ·2
• {5,3,2,6} ·2
• {5,3,2,7} ·2
• {5,3,2,8} ·2
• {5,3,2,9} ·1
• {5,3,2,10} ·1
• {5,3,2,11} ·1
• {5,3,2,12} ·1
• {5,3,2,13} ·1
• {5,3,2,14} ·1
• {5,3,2,15} ·1
• {5,3,2,16} ·1
• {5,4,2,2} ·4
• {5,4,2,3} ·4
• {5,4,2,4} ·3
• {5,4,2,5} ·2
• {5,4,2,6} ·2
• {5,4,2,7} ·1
• {5,4,2,8} ·1
• {5,4,4,2} ·2
• {5,4,6,2} ·1
• {5,4,8,2} ·1
• {5,5,2,2} ·4
• {5,5,2,3} ·4
• {5,5,2,4} ·3
• {5,5,2,5} ·3
• {5,5,2,6} ·3
• {5,5,2,7} ·2
• {5,5,2,8} ·2
• {5,5,2,9} ·1
• {5,5,2,10} ·1
• {5,5,2,11} ·1
• {5,5,2,12} ·1
• {5,5,2,13} ·1
• {5,5,2,14} ·1
• {5,5,2,15} ·1
• {5,5,2,16} ·1
• {5,6,2,2} ·6
• {5,6,2,3} ·5
• {5,6,2,4} ·5
• {5,6,2,5} ·3
• {5,6,2,6} ·3
• {5,6,2,7} ·3
• {5,6,2,8} ·3
• {5,6,4,2} ·4
• {5,6,6,2} ·2
• {5,6,8,2} ·2
• {5,8,2,2} ·3
• {5,8,2,3} ·2
• {5,10,2,2} ·7
• {5,10,2,3} ·6
• {5,10,2,4} ·4
• {5,10,2,5} ·3
• {5,10,2,6} ·3
• {5,10,2,7} ·3
• {5,10,2,8} ·3
• {5,10,2,9} ·1
• {5,10,2,10} ·1
• {5,10,4,2} ·3
• {5,10,5,2} ·1
• {5,10,6,2} ·2
• {5,10,8,2} ·2
• {5,10,10,2} ·2
• {5,12,2,2} ·1
• {5,20,2,2} ·1
• {6,2,2,2} ·1
• {6,2,2,3} ·1
• {6,2,2,4} ·1
• {6,2,2,5} ·1
• {6,2,2,6} ·1
• {6,2,2,7} ·1
• {6,2,2,8} ·1
• {6,2,2,9} ·1
• {6,2,2,10} ·1
• {6,2,2,11} ·1
• {6,2,2,12} ·1
• {6,2,2,13} ·1
• {6,2,2,14} ·1
• {6,2,2,15} ·1
• {6,2,2,16} ·1
• {6,2,2,17} ·1
• {6,2,2,18} ·1
• {6,2,2,19} ·1
• {6,2,2,20} ·1
• {6,2,2,21} ·1
• {6,2,2,22} ·1
• {6,2,2,23} ·1
• {6,2,2,24} ·1
• {6,2,2,25} ·1
• {6,2,2,26} ·1
• {6,2,2,27} ·1
• {6,2,2,28} ·1
• {6,2,2,29} ·1
• {6,2,2,30} ·1
• {6,2,2,31} ·1
• {6,2,2,33} ·1
• {6,2,2,34} ·1
• {6,2,2,35} ·1
• {6,2,2,36} ·1
• {6,2,2,37} ·1
• {6,2,2,38} ·1
• {6,2,2,39} ·1
• {6,2,2,40} ·1
• {6,2,2,41} ·1
• {6,2,3,2} ·1
• {6,2,3,3} ·1
• {6,2,3,4} ·2
• {6,2,3,5} ·2
• {6,2,3,6} ·4
• {6,2,3,8} ·1
• {6,2,3,10} ·2
• {6,2,3,12} ·2
• {6,2,4,2} ·1
• {6,2,4,3} ·2
• {6,2,4,4} ·4
• {6,2,4,5} ·2
• {6,2,4,6} ·7
• {6,2,4,8} ·2
• {6,2,4,9} ·2
• {6,2,4,10} ·1
• {6,2,4,12} ·3
• {6,2,4,14} ·1
• {6,2,4,15} ·1
• {6,2,4,18} ·3
• {6,2,4,20} ·1
• {6,2,5,2} ·1
• {6,2,5,3} ·2
• {6,2,5,4} ·2
• {6,2,5,5} ·3
• {6,2,5,6} ·3
• {6,2,5,10} ·3
• {6,2,6,2} ·1
• {6,2,6,3} ·4
• {6,2,6,4} ·7
• {6,2,6,5} ·3
• {6,2,6,6} ·6
• {6,2,6,8} ·1
• {6,2,6,9} ·1
• {6,2,6,10} ·1
• {6,2,6,12} ·4
• {6,2,7,2} ·1
• {6,2,8,2} ·1
• {6,2,8,3} ·1
• {6,2,8,4} ·2
• {6,2,8,6} ·1
• {6,2,8,10} ·1
• {6,2,9,2} ·1
• {6,2,9,4} ·2
• {6,2,9,6} ·1
• {6,2,10,2} ·1
• {6,2,10,3} ·2
• {6,2,10,4} ·1
• {6,2,10,5} ·3
• {6,2,10,6} ·1
• {6,2,10,8} ·1
• {6,2,11,2} ·1
• {6,2,12,2} ·1
• {6,2,12,3} ·2
• {6,2,12,4} ·3
• {6,2,12,6} ·4
• {6,2,13,2} ·1
• {6,2,14,2} ·1
• {6,2,14,4} ·1
• {6,2,15,2} ·1
• {6,2,15,4} ·1
• {6,2,16,2} ·1
• {6,2,17,2} ·1
• {6,2,18,2} ·1
• {6,2,18,4} ·3
• {6,2,19,2} ·1
• {6,2,20,2} ·1
• {6,2,20,4} ·1
• {6,2,21,2} ·1
• {6,2,22,2} ·1
• {6,2,23,2} ·1
• {6,2,24,2} ·1
• {6,2,25,2} ·1
• {6,2,26,2} ·1
• {6,2,27,2} ·1
• {6,2,28,2} ·1
• {6,2,29,2} ·1
• {6,2,30,2} ·1
• {6,2,31,2} ·1
• {6,2,33,2} ·1
• {6,2,34,2} ·1
• {6,2,35,2} ·1
• {6,2,36,2} ·1
• {6,2,37,2} ·1
• {6,2,38,2} ·1
• {6,2,39,2} ·1
• {6,2,40,2} ·1
• {6,2,41,2} ·1
• {6,3,2,2} ·8
• {6,3,2,3} ·7
• {6,3,2,4} ·4
• {6,3,2,5} ·5
• {6,3,2,6} ·4
• {6,3,2,7} ·3
• {6,3,2,8} ·3
• {6,3,2,9} ·3
• {6,3,2,10} ·2
• {6,3,2,11} ·2
• {6,3,2,12} ·2
• {6,3,2,13} ·2
• {6,3,2,14} ·2
• {6,3,2,15} ·2
• {6,3,2,16} ·1
• {6,3,2,17} ·2
• {6,3,2,18} ·2
• {6,3,2,19} ·2
• {6,3,2,20} ·2
• {6,3,2,21} ·1
• {6,3,2,22} ·1
• {6,3,2,23} ·1
• {6,3,2,24} ·1
• {6,3,2,25} ·1
• {6,3,2,26} ·1
• {6,3,2,27} ·1
• {6,3,3,2} ·2
• {6,3,4,2} ·7
• {6,3,6,2} ·6
• {6,3,8,2} ·1
• {6,3,12,2} ·1
• {6,4,2,2} ·17
• {6,4,2,3} ·13
• {6,4,2,4} ·11
• {6,4,2,5} ·9
• {6,4,2,6} ·7
• {6,4,2,7} ·6
• {6,4,2,8} ·5
• {6,4,2,9} ·5
• {6,4,2,10} ·5
• {6,4,2,11} ·4
• {6,4,2,12} ·4
• {6,4,2,13} ·4
• {6,4,2,14} ·3
• {6,4,2,15} ·3
• {6,4,2,17} ·3
• {6,4,2,18} ·3
• {6,4,2,19} ·3
• {6,4,2,20} ·3
• {6,4,3,2} ·2
• {6,4,4,2} ·10
• {6,4,5,2} ·1
• {6,4,6,2} ·7
• {6,4,8,2} ·3
• {6,4,9,2} ·1
• {6,4,10,2} ·3
• {6,4,12,2} ·2
• {6,4,14,2} ·1
• {6,4,18,2} ·1
• {6,4,20,2} ·1
• {6,5,2,2} ·6
• {6,5,2,3} ·5
• {6,5,2,4} ·5
• {6,5,2,5} ·3
• {6,5,2,6} ·3
• {6,5,2,7} ·3
• {6,5,2,8} ·3
• {6,6,2,2} ·21
• {6,6,2,3} ·19
• {6,6,2,4} ·13
• {6,6,2,5} ·8
• {6,6,2,6} ·6
• {6,6,2,7} ·6
• {6,6,2,8} ·5
• {6,6,2,9} ·5
• {6,6,2,10} ·4
• {6,6,2,11} ·3
• {6,6,2,12} ·3
• {6,6,2,13} ·3
• {6,6,3,2} ·10
• {6,6,4,2} ·22
• {6,6,5,2} ·2
• {6,6,6,2} ·12
• {6,6,8,2} ·3
• {6,6,9,2} ·2
• {6,6,10,2} ·4
• {6,6,12,2} ·8
• {6,7,2,2} ·1
• {6,8,2,2} ·9
• {6,8,2,3} ·5
• {6,8,2,4} ·1
• {6,8,2,5} ·4
• {6,8,2,6} ·1
• {6,8,2,7} ·1
• {6,8,2,9} ·1
• {6,8,2,10} ·1
• {6,8,3,2} ·1
• {6,8,4,2} ·2
• {6,8,6,2} ·1
• {6,8,10,2} ·1
• {6,9,2,2} ·6
• {6,9,2,3} ·5
• {6,9,2,4} ·1
• {6,9,2,5} ·1
• {6,9,2,6} ·1
• {6,9,2,7} ·1
• {6,9,2,8} ·1
• {6,9,2,9} ·1
• {6,9,4,2} ·2
• {6,9,6,2} ·1
• {6,10,2,2} ·11
• {6,10,2,3} ·8
• {6,10,2,4} ·7
• {6,10,2,5} ·1
• {6,10,2,6} ·1
• {6,10,2,7} ·1
• {6,10,2,8} ·1
• {6,10,3,2} ·1
• {6,10,4,2} ·4
• {6,10,5,2} ·2
• {6,10,6,2} ·1
• {6,10,8,2} ·1
• {6,12,2,2} ·22
• {6,12,2,3} ·11
• {6,12,2,4} ·7
• {6,12,2,5} ·6
• {6,12,2,6} ·4
• {6,12,3,2} ·4
• {6,12,4,2} ·12
• {6,12,6,2} ·9
• {6,14,2,2} ·1
• {6,14,2,3} ·1
• {6,14,2,4} ·1
• {6,14,2,5} ·1
• {6,14,4,2} ·1
• {6,15,2,2} ·3
• {6,15,2,3} ·2
• {6,15,2,4} ·2
• {6,15,2,5} ·1
• {6,15,4,2} ·1
• {6,16,2,2} ·1
• {6,16,2,3} ·1
• {6,16,2,5} ·1
• {6,18,2,2} ·5
• {6,18,2,3} ·5
• {6,18,2,4} ·2
• {6,18,4,2} ·5
• {6,20,2,2} ·6
• {6,20,2,3} ·2
• {6,20,2,4} ·2
• {6,20,4,2} ·1
• {6,21,2,2} ·2
• {6,21,2,3} ·1
• {6,22,2,2} ·1
• {6,22,2,3} ·1
• {6,24,2,2} ·3
• {6,24,2,3} ·3
• {6,26,2,2} ·1
• {6,26,2,3} ·1
• {6,27,2,2} ·1
• {6,27,2,3} ·1
• {6,28,2,2} ·2
• {6,30,2,2} ·4
• {6,33,2,2} ·1
• {6,34,2,2} ·1
• {6,36,2,2} ·3
• {6,38,2,2} ·1
• {6,39,2,2} ·1
• {6,40,2,2} ·1
• {7,2,2,2} ·1
• {7,2,2,3} ·1
• {7,2,2,4} ·1
• {7,2,2,5} ·1
• {7,2,2,6} ·1
• {7,2,2,7} ·1
• {7,2,2,8} ·1
• {7,2,2,9} ·1
• {7,2,2,10} ·1
• {7,2,2,11} ·1
• {7,2,2,12} ·1
• {7,2,2,13} ·1
• {7,2,2,14} ·1
• {7,2,2,15} ·1
• {7,2,2,16} ·1
• {7,2,2,17} ·1
• {7,2,2,18} ·1
• {7,2,2,19} ·1
• {7,2,2,20} ·1
• {7,2,2,21} ·1
• {7,2,2,22} ·1
• {7,2,2,23} ·1
• {7,2,2,24} ·1
• {7,2,2,25} ·1
• {7,2,2,26} ·1
• {7,2,2,27} ·1
• {7,2,2,28} ·1
• {7,2,2,29} ·1
• {7,2,2,30} ·1
• {7,2,2,31} ·1
• {7,2,2,32} ·1
• {7,2,2,33} ·1
• {7,2,2,34} ·1
• {7,2,2,35} ·1
• {7,2,3,2} ·1
• {7,2,3,3} ·1
• {7,2,3,4} ·2
• {7,2,3,5} ·2
• {7,2,3,6} ·3
• {7,2,3,8} ·1
• {7,2,3,10} ·2
• {7,2,3,12} ·1
• {7,2,4,2} ·1
• {7,2,4,3} ·2
• {7,2,4,4} ·4
• {7,2,4,5} ·1
• {7,2,4,6} ·6
• {7,2,4,8} ·4
• {7,2,4,9} ·1
• {7,2,4,10} ·1
• {7,2,4,12} ·3
• {7,2,4,14} ·1
• {7,2,4,15} ·1
• {7,2,4,16} ·2
• {7,2,5,2} ·1
• {7,2,5,3} ·2
• {7,2,5,4} ·1
• {7,2,5,5} ·2
• {7,2,5,6} ·3
• {7,2,5,10} ·3
• {7,2,6,2} ·1
• {7,2,6,3} ·3
• {7,2,6,4} ·6
• {7,2,6,5} ·3
• {7,2,6,6} ·6
• {7,2,6,8} ·1
• {7,2,6,9} ·1
• {7,2,6,10} ·1
• {7,2,7,2} ·1
• {7,2,8,2} ·1
• {7,2,8,3} ·1
• {7,2,8,4} ·4
• {7,2,8,6} ·1
• {7,2,8,8} ·4
• {7,2,9,2} ·1
• {7,2,9,4} ·1
• {7,2,9,6} ·1
• {7,2,10,2} ·1
• {7,2,10,3} ·2
• {7,2,10,4} ·1
• {7,2,10,5} ·3
• {7,2,10,6} ·1
• {7,2,11,2} ·1
• {7,2,12,2} ·1
• {7,2,12,3} ·1
• {7,2,12,4} ·3
• {7,2,13,2} ·1
• {7,2,14,2} ·1
• {7,2,14,4} ·1
• {7,2,15,2} ·1
• {7,2,15,4} ·1
• {7,2,16,2} ·1
• {7,2,16,4} ·2
• {7,2,17,2} ·1
• {7,2,18,2} ·1
• {7,2,19,2} ·1
• {7,2,20,2} ·1
• {7,2,21,2} ·1
• {7,2,22,2} ·1
• {7,2,23,2} ·1
• {7,2,24,2} ·1
• {7,2,25,2} ·1
• {7,2,26,2} ·1
• {7,2,27,2} ·1
• {7,2,28,2} ·1
• {7,2,29,2} ·1
• {7,2,30,2} ·1
• {7,2,31,2} ·1
• {7,2,32,2} ·1
• {7,2,33,2} ·1
• {7,2,34,2} ·1
• {7,2,35,2} ·1
• {7,3,2,2} ·1
• {7,4,2,2} ·1
• {7,6,2,2} ·1
• {7,7,2,2} ·1
• {7,8,2,2} ·2
• {7,14,2,2} ·1
• {7,14,2,3} ·1
• {7,14,2,4} ·1
• {7,14,2,5} ·1
• {7,14,4,2} ·1
• {8,2,2,2} ·1
• {8,2,2,3} ·1
• {8,2,2,4} ·1
• {8,2,2,5} ·1
• {8,2,2,6} ·1
• {8,2,2,7} ·1
• {8,2,2,8} ·1
• {8,2,2,9} ·1
• {8,2,2,10} ·1
• {8,2,2,11} ·1
• {8,2,2,12} ·1
• {8,2,2,13} ·1
• {8,2,2,14} ·1
• {8,2,2,15} ·1
• {8,2,2,17} ·1
• {8,2,2,18} ·1
• {8,2,2,19} ·1
• {8,2,2,20} ·1
• {8,2,2,21} ·1
• {8,2,2,22} ·1
• {8,2,2,23} ·1
• {8,2,2,25} ·1
• {8,2,2,26} ·1
• {8,2,2,27} ·1
• {8,2,2,28} ·1
• {8,2,2,29} ·1
• {8,2,2,30} ·1
• {8,2,2,31} ·1
• {8,2,3,2} ·1
• {8,2,3,3} ·1
• {8,2,3,4} ·2
• {8,2,3,5} ·2
• {8,2,3,6} ·3
• {8,2,3,10} ·2
• {8,2,4,2} ·1
• {8,2,4,3} ·2
• {8,2,4,4} ·1
• {8,2,4,5} ·1
• {8,2,4,6} ·5
• {8,2,4,9} ·1
• {8,2,4,10} ·1
• {8,2,4,14} ·1
• {8,2,4,15} ·1
• {8,2,5,2} ·1
• {8,2,5,3} ·2
• {8,2,5,4} ·1
• {8,2,5,5} ·2
• {8,2,5,6} ·3
• {8,2,5,10} ·3
• {8,2,6,2} ·1
• {8,2,6,3} ·3
• {8,2,6,4} ·5
• {8,2,6,5} ·3
• {8,2,6,6} ·5
• {8,2,6,9} ·1
• {8,2,6,10} ·1
• {8,2,7,2} ·1
• {8,2,8,2} ·1
• {8,2,9,2} ·1
• {8,2,9,4} ·1
• {8,2,9,6} ·1
• {8,2,10,2} ·1
• {8,2,10,3} ·2
• {8,2,10,4} ·1
• {8,2,10,5} ·3
• {8,2,10,6} ·1
• {8,2,11,2} ·1
• {8,2,12,2} ·1
• {8,2,13,2} ·1
• {8,2,14,2} ·1
• {8,2,14,4} ·1
• {8,2,15,2} ·1
• {8,2,15,4} ·1
• {8,2,17,2} ·1
• {8,2,18,2} ·1
• {8,2,19,2} ·1
• {8,2,20,2} ·1
• {8,2,21,2} ·1
• {8,2,22,2} ·1
• {8,2,23,2} ·1
• {8,2,25,2} ·1
• {8,2,26,2} ·1
• {8,2,27,2} ·1
• {8,2,28,2} ·1
• {8,2,29,2} ·1
• {8,2,30,2} ·1
• {8,2,31,2} ·1
• {8,3,2,2} ·4
• {8,3,2,3} ·2
• {8,3,2,4} ·1
• {8,3,2,5} ·2
• {8,3,2,6} ·1
• {8,3,2,7} ·1
• {8,3,2,9} ·1
• {8,3,2,10} ·1
• {8,3,4,2} ·1
• {8,3,6,2} ·1
• {8,4,2,2} ·6
• {8,4,2,3} ·4
• {8,4,2,5} ·4
• {8,4,2,6} ·2
• {8,4,2,7} ·4
• {8,4,2,9} ·2
• {8,4,2,10} ·2
• {8,4,2,11} ·2
• {8,4,2,13} ·2
• {8,4,2,14} ·2
• {8,4,2,15} ·2
• {8,4,3,2} ·1
• {8,4,4,2} ·2
• {8,4,5,2} ·1
• {8,4,6,2} ·3
• {8,4,10,2} ·2
• {8,4,14,2} ·2
• {8,5,2,2} ·3
• {8,5,2,3} ·2
• {8,6,2,2} ·9
• {8,6,2,3} ·5
• {8,6,2,4} ·1
• {8,6,2,5} ·4
• {8,6,2,6} ·1
• {8,6,2,7} ·1
• {8,6,2,9} ·1
• {8,6,2,10} ·1
• {8,6,3,2} ·4
• {8,6,4,2} ·2
• {8,6,5,2} ·2
• {8,6,6,2} ·3
• {8,6,9,2} ·1
• {8,6,10,2} ·1
• {8,7,2,2} ·2
• {8,8,2,2} ·6
• {8,8,2,3} ·4
• {8,8,2,5} ·4
• {8,8,2,7} ·4
• {8,9,2,2} ·1
• {8,9,2,3} ·1
• {8,10,2,2} ·1
• {8,10,2,3} ·1
• {8,10,2,4} ·1
• {8,10,2,5} ·1
• {8,10,2,6} ·1
• {8,10,3,2} ·1
• {8,10,4,2} ·1
• {8,10,5,2} ·2
• {8,10,6,2} ·1
• {8,12,2,2} ·2
• {8,12,2,3} ·2
• {8,12,2,5} ·2
• {8,14,2,2} ·1
• {8,14,2,3} ·1
• {8,14,2,4} ·1
• {8,14,4,2} ·1
• {8,15,2,2} ·1
• {8,18,2,2} ·1
• {8,18,2,3} ·1
• {8,20,2,2} ·2
• {8,20,2,3} ·2
• {8,22,2,2} ·1
• {8,26,2,2} ·1
• {8,28,2,2} ·2
• {8,30,2,2} ·1
• {9,2,2,2} ·1
• {9,2,2,3} ·1
• {9,2,2,4} ·1
• {9,2,2,5} ·1
• {9,2,2,6} ·1
• {9,2,2,7} ·1
• {9,2,2,8} ·1
• {9,2,2,9} ·1
• {9,2,2,10} ·1
• {9,2,2,11} ·1
• {9,2,2,12} ·1
• {9,2,2,13} ·1
• {9,2,2,14} ·1
• {9,2,2,15} ·1
• {9,2,2,16} ·1
• {9,2,2,17} ·1
• {9,2,2,18} ·1
• {9,2,2,19} ·1
• {9,2,2,20} ·1
• {9,2,2,21} ·1
• {9,2,2,22} ·1
• {9,2,2,23} ·1
• {9,2,2,24} ·1
• {9,2,2,25} ·1
• {9,2,2,26} ·1
• {9,2,2,27} ·1
• {9,2,3,2} ·1
• {9,2,3,3} ·1
• {9,2,3,4} ·2
• {9,2,3,5} ·1
• {9,2,3,6} ·3
• {9,2,3,8} ·1
• {9,2,3,12} ·1
• {9,2,4,2} ·1
• {9,2,4,3} ·2
• {9,2,4,4} ·3
• {9,2,4,6} ·5
• {9,2,4,8} ·2
• {9,2,4,9} ·1
• {9,2,4,10} ·1
• {9,2,4,12} ·3
• {9,2,5,2} ·1
• {9,2,5,3} ·1
• {9,2,5,5} ·1
• {9,2,5,10} ·1
• {9,2,6,2} ·1
• {9,2,6,3} ·3
• {9,2,6,4} ·5
• {9,2,6,6} ·5
• {9,2,6,8} ·1
• {9,2,6,9} ·1
• {9,2,7,2} ·1
• {9,2,8,2} ·1
• {9,2,8,3} ·1
• {9,2,8,4} ·2
• {9,2,8,6} ·1
• {9,2,9,2} ·1
• {9,2,9,4} ·1
• {9,2,9,6} ·1
• {9,2,10,2} ·1
• {9,2,10,4} ·1
• {9,2,10,5} ·1
• {9,2,11,2} ·1
• {9,2,12,2} ·1
• {9,2,12,3} ·1
• {9,2,12,4} ·3
• {9,2,13,2} ·1
• {9,2,14,2} ·1
• {9,2,15,2} ·1
• {9,2,16,2} ·1
• {9,2,17,2} ·1
• {9,2,18,2} ·1
• {9,2,19,2} ·1
• {9,2,20,2} ·1
• {9,2,21,2} ·1
• {9,2,22,2} ·1
• {9,2,23,2} ·1
• {9,2,24,2} ·1
• {9,2,25,2} ·1
• {9,2,26,2} ·1
• {9,2,27,2} ·1
• {9,4,2,2} ·2
• {9,4,2,3} ·2
• {9,4,2,4} ·2
• {9,4,2,5} ·2
• {9,4,2,6} ·2
• {9,4,2,7} ·1
• {9,4,2,8} ·1
• {9,4,2,9} ·1
• {9,4,2,10} ·1
• {9,4,2,11} ·1
• {9,4,2,12} ·1
• {9,4,2,13} ·1
• {9,4,4,2} ·2
• {9,4,6,2} ·1
• {9,6,2,2} ·6
• {9,6,2,3} ·5
• {9,6,2,4} ·1
• {9,6,2,5} ·1
• {9,6,2,6} ·1
• {9,6,2,7} ·1
• {9,6,2,8} ·1
• {9,6,2,9} ·1
• {9,6,3,2} ·3
• {9,6,4,2} ·1
• {9,6,6,2} ·2
• {9,6,8,2} ·1
• {9,6,9,2} ·1
• {9,8,2,2} ·1
• {9,8,2,3} ·1
• {9,12,2,2} ·1
• {9,18,2,2} ·1
• {9,18,2,3} ·1
• {10,2,2,2} ·1
• {10,2,2,3} ·1
• {10,2,2,4} ·1
• {10,2,2,5} ·1
• {10,2,2,6} ·1
• {10,2,2,7} ·1
• {10,2,2,8} ·1
• {10,2,2,9} ·1
• {10,2,2,10} ·1
• {10,2,2,11} ·1
• {10,2,2,12} ·1
• {10,2,2,13} ·1
• {10,2,2,14} ·1
• {10,2,2,15} ·1
• {10,2,2,16} ·1
• {10,2,2,17} ·1
• {10,2,2,18} ·1
• {10,2,2,19} ·1
• {10,2,2,20} ·1
• {10,2,2,21} ·1
• {10,2,2,22} ·1
• {10,2,2,23} ·1
• {10,2,2,24} ·1
• {10,2,2,25} ·1
• {10,2,3,2} ·1
• {10,2,3,3} ·1
• {10,2,3,4} ·2
• {10,2,3,5} ·1
• {10,2,3,6} ·2
• {10,2,3,8} ·1
• {10,2,3,12} ·1
• {10,2,4,2} ·1
• {10,2,4,3} ·2
• {10,2,4,4} ·3
• {10,2,4,6} ·5
• {10,2,4,8} ·2
• {10,2,4,9} ·1
• {10,2,4,10} ·1
• {10,2,4,12} ·3
• {10,2,5,2} ·1
• {10,2,5,3} ·1
• {10,2,5,5} ·1
• {10,2,5,10} ·1
• {10,2,6,2} ·1
• {10,2,6,3} ·2
• {10,2,6,4} ·5
• {10,2,6,6} ·4
• {10,2,6,8} ·1
• {10,2,7,2} ·1
• {10,2,8,2} ·1
• {10,2,8,3} ·1
• {10,2,8,4} ·2
• {10,2,8,6} ·1
• {10,2,9,2} ·1
• {10,2,9,4} ·1
• {10,2,10,2} ·1
• {10,2,10,4} ·1
• {10,2,10,5} ·1
• {10,2,11,2} ·1
• {10,2,12,2} ·1
• {10,2,12,3} ·1
• {10,2,12,4} ·3
• {10,2,13,2} ·1
• {10,2,14,2} ·1
• {10,2,15,2} ·1
• {10,2,16,2} ·1
• {10,2,17,2} ·1
• {10,2,18,2} ·1
• {10,2,19,2} ·1
• {10,2,20,2} ·1
• {10,2,21,2} ·1
• {10,2,22,2} ·1
• {10,2,23,2} ·1
• {10,2,24,2} ·1
• {10,2,25,2} ·1
• {10,3,2,2} ·5
• {10,3,2,3} ·4
• {10,3,2,4} ·3
• {10,3,2,5} ·2
• {10,3,2,6} ·2
• {10,3,2,7} ·2
• {10,3,2,8} ·2
• {10,4,2,2} ·10
• {10,4,2,3} ·6
• {10,4,2,4} ·4
• {10,4,2,5} ·2
• {10,4,2,6} ·1
• {10,4,2,7} ·1
• {10,4,2,8} ·1
• {10,4,2,9} ·1
• {10,4,2,10} ·1
• {10,4,2,11} ·1
• {10,4,2,12} ·1
• {10,4,3,2} ·1
• {10,4,4,2} ·5
• {10,4,6,2} ·3
• {10,4,8,2} ·2
• {10,4,10,2} ·1
• {10,4,12,2} ·1
• {10,5,2,2} ·7
• {10,5,2,3} ·6
• {10,5,2,4} ·4
• {10,5,2,5} ·3
• {10,5,2,6} ·3
• {10,5,2,7} ·3
• {10,5,2,8} ·3
• {10,5,2,9} ·1
• {10,5,2,10} ·1
• {10,5,10,2} ·1
• {10,6,2,2} ·11
• {10,6,2,3} ·8
• {10,6,2,4} ·7
• {10,6,2,5} ·1
• {10,6,2,6} ·1
• {10,6,2,7} ·1
• {10,6,2,8} ·1
• {10,6,3,2} ·2
• {10,6,4,2} ·7
• {10,6,6,2} ·4
• {10,6,8,2} ·1
• {10,8,2,2} ·1
• {10,8,2,3} ·1
• {10,8,2,4} ·1
• {10,8,2,5} ·1
• {10,8,2,6} ·1
• {10,8,3,2} ·1
• {10,8,4,2} ·2
• {10,8,6,2} ·1
• {10,10,2,2} ·9
• {10,10,2,3} ·7
• {10,10,2,4} ·7
• {10,10,2,5} ·3
• {10,10,4,2} ·5
• {10,10,5,2} ·2
• {10,12,2,2} ·5
• {10,12,2,3} ·1
• {10,12,2,4} ·1
• {10,12,3,2} ·1
• {10,12,4,2} ·3
• {10,14,2,2} ·1
• {10,14,2,3} ·1
• {10,15,2,2} ·2
• {10,15,2,3} ·1
• {10,16,2,2} ·1
• {10,16,2,3} ·1
• {10,18,2,2} ·1
• {10,20,2,2} ·5
• {10,22,2,2} ·1
• {10,24,2,2} ·1
• {10,25,2,2} ·1
• {11,2,2,2} ·1
• {11,2,2,3} ·1
• {11,2,2,4} ·1
• {11,2,2,5} ·1
• {11,2,2,6} ·1
• {11,2,2,7} ·1
• {11,2,2,8} ·1
• {11,2,2,9} ·1
• {11,2,2,10} ·1
• {11,2,2,11} ·1
• {11,2,2,12} ·1
• {11,2,2,13} ·1
• {11,2,2,14} ·1
• {11,2,2,15} ·1
• {11,2,2,16} ·1
• {11,2,2,17} ·1
• {11,2,2,18} ·1
• {11,2,2,19} ·1
• {11,2,2,20} ·1
• {11,2,2,21} ·1
• {11,2,2,22} ·1
• {11,2,3,2} ·1
• {11,2,3,3} ·1
• {11,2,3,4} ·2
• {11,2,3,5} ·1
• {11,2,3,6} ·2
• {11,2,4,2} ·1
• {11,2,4,3} ·2
• {11,2,4,4} ·3
• {11,2,4,6} ·4
• {11,2,4,8} ·2
• {11,2,4,9} ·1
• {11,2,4,10} ·1
• {11,2,5,2} ·1
• {11,2,5,3} ·1
• {11,2,5,5} ·1
• {11,2,6,2} ·1
• {11,2,6,3} ·2
• {11,2,6,4} ·4
• {11,2,6,6} ·3
• {11,2,7,2} ·1
• {11,2,8,2} ·1
• {11,2,8,4} ·2
• {11,2,9,2} ·1
• {11,2,9,4} ·1
• {11,2,10,2} ·1
• {11,2,10,4} ·1
• {11,2,11,2} ·1
• {11,2,12,2} ·1
• {11,2,13,2} ·1
• {11,2,14,2} ·1
• {11,2,15,2} ·1
• {11,2,16,2} ·1
• {11,2,17,2} ·1
• {11,2,18,2} ·1
• {11,2,19,2} ·1
• {11,2,20,2} ·1
• {11,2,21,2} ·1
• {11,2,22,2} ·1
• {11,22,2,2} ·1
• {12,2,2,2} ·1
• {12,2,2,3} ·1
• {12,2,2,4} ·1
• {12,2,2,5} ·1
• {12,2,2,6} ·1
• {12,2,2,7} ·1
• {12,2,2,8} ·1
• {12,2,2,9} ·1
• {12,2,2,10} ·1
• {12,2,2,11} ·1
• {12,2,2,12} ·1
• {12,2,2,13} ·1
• {12,2,2,14} ·1
• {12,2,2,15} ·1
• {12,2,2,17} ·1
• {12,2,2,18} ·1
• {12,2,2,19} ·1
• {12,2,2,20} ·1
• {12,2,3,2} ·1
• {12,2,3,3} ·1
• {12,2,3,4} ·2
• {12,2,3,5} ·1
• {12,2,3,6} ·2
• {12,2,4,2} ·1
• {12,2,4,3} ·2
• {12,2,4,4} ·2
• {12,2,4,6} ·4
• {12,2,4,9} ·1
• {12,2,4,10} ·1
• {12,2,5,2} ·1
• {12,2,5,3} ·1
• {12,2,5,5} ·1
• {12,2,6,2} ·1
• {12,2,6,3} ·2
• {12,2,6,4} ·4
• {12,2,6,6} ·3
• {12,2,7,2} ·1
• {12,2,8,2} ·1
• {12,2,9,2} ·1
• {12,2,9,4} ·1
• {12,2,10,2} ·1
• {12,2,10,4} ·1
• {12,2,11,2} ·1
• {12,2,12,2} ·1
• {12,2,13,2} ·1
• {12,2,14,2} ·1
• {12,2,15,2} ·1
• {12,2,17,2} ·1
• {12,2,18,2} ·1
• {12,2,19,2} ·1
• {12,2,20,2} ·1
• {12,3,2,2} ·4
• {12,3,2,3} ·3
• {12,3,2,4} ·2
• {12,3,2,5} ·2
• {12,3,2,6} ·2
• {12,3,2,7} ·1
• {12,3,2,9} ·1
• {12,3,2,10} ·1
• {12,3,4,2} ·1
• {12,3,6,2} ·1
• {12,4,2,2} ·12
• {12,4,2,3} ·8
• {12,4,2,4} ·4
• {12,4,2,5} ·6
• {12,4,2,6} ·3
• {12,4,2,7} ·3
• {12,4,2,9} ·3
• {12,4,2,10} ·3
• {12,4,3,2} ·1
• {12,4,4,2} ·1
• {12,4,6,2} ·2
• {12,4,10,2} ·1
• {12,5,2,2} ·1
• {12,6,2,2} ·22
• {12,6,2,3} ·11
• {12,6,2,4} ·7
• {12,6,2,5} ·6
• {12,6,2,6} ·4
• {12,6,3,2} ·4
• {12,6,4,2} ·6
• {12,6,6,2} ·8
• {12,8,2,2} ·2
• {12,8,2,3} ·2
• {12,8,2,5} ·2
• {12,9,2,2} ·1
• {12,10,2,2} ·5
• {12,10,2,3} ·1
• {12,10,2,4} ·1
• {12,10,4,2} ·1
• {12,12,2,2} ·3
• {12,12,2,3} ·3
• {12,14,2,2} ·1
• {12,15,2,2} ·1
• {12,18,2,2} ·3
• {12,20,2,2} ·1
• {13,2,2,2} ·1
• {13,2,2,3} ·1
• {13,2,2,4} ·1
• {13,2,2,5} ·1
• {13,2,2,6} ·1
• {13,2,2,7} ·1
• {13,2,2,8} ·1
• {13,2,2,9} ·1
• {13,2,2,10} ·1
• {13,2,2,11} ·1
• {13,2,2,12} ·1
• {13,2,2,13} ·1
• {13,2,2,14} ·1
• {13,2,2,15} ·1
• {13,2,2,16} ·1
• {13,2,2,17} ·1
• {13,2,2,18} ·1
• {13,2,2,19} ·1
• {13,2,3,2} ·1
• {13,2,3,3} ·1
• {13,2,3,4} ·2
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• {13,2,4,3} ·2
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• {14,2,2,11} ·1
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• {14,2,3,3} ·1
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• {14,2,4,4} ·2
• {14,2,4,6} ·3
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• {14,2,5,3} ·1
• {14,2,5,5} ·1
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• {14,2,6,3} ·2
• {14,2,6,4} ·3
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• {14,2,10,2} ·1
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• {14,2,13,2} ·1
• {14,2,14,2} ·1
• {14,2,15,2} ·1
• {14,2,16,2} ·1
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• {14,4,2,6} ·1
• {14,4,2,7} ·1
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• {14,4,4,2} ·2
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• {14,6,2,3} ·1
• {14,6,2,4} ·1
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• {14,6,4,2} ·2
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• {14,7,2,5} ·1
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• {14,8,2,3} ·1
• {14,8,2,4} ·1
• {14,8,4,2} ·2
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• {14,10,2,3} ·1
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• {14,14,2,2} ·3
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• {15,2,2,7} ·1
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• {15,2,2,10} ·1
• {15,2,2,11} ·1
• {15,2,2,12} ·1
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• {15,2,3,3} ·1
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• {15,2,3,5} ·1
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• {15,2,4,3} ·2
• {15,2,4,4} ·2
• {15,2,4,6} ·3
• {15,2,4,8} ·2
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• {15,2,5,3} ·1
• {15,2,5,5} ·1
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• {15,2,6,3} ·2
• {15,2,6,4} ·3
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• {15,2,9,2} ·1
• {15,2,10,2} ·1
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• {15,2,12,2} ·1
• {15,2,13,2} ·1
• {15,2,14,2} ·1
• {15,2,15,2} ·1
• {15,2,16,2} ·1
• {15,3,2,2} ·1
• {15,4,2,2} ·3
• {15,4,2,3} ·2
• {15,4,2,4} ·2
• {15,4,2,5} ·1
• {15,4,2,6} ·1
• {15,4,2,7} ·1
• {15,4,2,8} ·1
• {15,4,4,2} ·2
• {15,6,2,2} ·3
• {15,6,2,3} ·2
• {15,6,2,4} ·2
• {15,6,2,5} ·1
• {15,6,3,2} ·1
• {15,6,4,2} ·2
• {15,8,2,2} ·1
• {15,10,2,2} ·2
• {15,10,2,3} ·1
• {15,12,2,2} ·1
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• {16,2,2,3} ·1
• {16,2,2,4} ·1
• {16,2,2,5} ·1
• {16,2,2,6} ·1
• {16,2,2,7} ·1
• {16,2,2,9} ·1
• {16,2,2,10} ·1
• {16,2,2,11} ·1
• {16,2,2,13} ·1
• {16,2,2,14} ·1
• {16,2,2,15} ·1
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• {16,2,3,3} ·1
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• {16,2,3,5} ·1
• {16,2,3,6} ·1
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• {16,2,4,3} ·1
• {16,2,5,2} ·1
• {16,2,5,3} ·1
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• {16,2,6,2} ·1
• {16,2,6,3} ·1
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• {16,2,10,2} ·1
• {16,2,11,2} ·1
• {16,2,13,2} ·1
• {16,2,14,2} ·1
• {16,2,15,2} ·1
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• {16,4,2,3} ·2
• {16,4,2,5} ·2
• {16,4,2,7} ·2
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• {16,6,2,3} ·1
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• {16,6,3,2} ·1
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• {16,10,2,3} ·1
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• {17,2,2,3} ·1
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• {17,2,2,5} ·1
• {17,2,2,6} ·1
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• {17,2,3,6} ·2
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• {17,2,4,6} ·3
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• {17,2,6,4} ·3
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• {17,2,10,2} ·1
• {17,2,11,2} ·1
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• {18,4,2,3} ·4
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• {18,6,2,3} ·5
• {18,6,2,4} ·2
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• {18,6,4,2} ·3
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• {19,2,6,4} ·3
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• {20,4,2,3} ·2
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• {20,6,4,2} ·3
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• {21,2,2,11} ·1
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• {21,2,3,3} ·1
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• {21,2,4,3} ·1
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• {21,2,6,3} ·1
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• {21,4,2,3} ·1
• {21,4,2,4} ·1
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• {21,6,2,3} ·1
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• {22,2,2,5} ·1
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• {22,2,3,3} ·1
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• {22,2,4,3} ·1
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• {22,2,6,3} ·1
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• {22,4,2,3} ·1
• {22,4,2,4} ·1
• {22,4,2,5} ·1
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• {22,6,2,2} ·1
• {22,6,2,3} ·1
• {22,6,3,2} ·1
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• {23,2,2,5} ·1
• {23,2,2,6} ·1
• {23,2,2,7} ·1
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• {23,2,3,2} ·1
• {23,2,3,3} ·1
• {23,2,3,4} ·1
• {23,2,3,6} ·1
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• {23,2,4,3} ·1
• {23,2,4,4} ·1
• {23,2,5,2} ·1
• {23,2,6,2} ·1
• {23,2,6,3} ·1
• {23,2,7,2} ·1
• {23,2,8,2} ·1
• {23,2,9,2} ·1
• {23,2,10,2} ·1
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• {24,2,2,3} ·1
• {24,2,2,4} ·1
• {24,2,2,5} ·1
• {24,2,2,6} ·1
• {24,2,2,7} ·1
• {24,2,2,9} ·1
• {24,2,2,10} ·1
• {24,2,3,2} ·1
• {24,2,3,3} ·1
• {24,2,3,4} ·1
• {24,2,3,6} ·1
• {24,2,4,2} ·1
• {24,2,4,3} ·1
• {24,2,5,2} ·1
• {24,2,6,2} ·1
• {24,2,6,3} ·1
• {24,2,7,2} ·1
• {24,2,9,2} ·1
• {24,2,10,2} ·1
• {24,3,2,2} ·1
• {24,3,2,3} ·1
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• {24,4,2,3} ·4
• {24,4,2,5} ·4
• {24,6,2,2} ·3
• {24,6,2,3} ·3
• {24,6,3,2} ·2
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• {25,2,2,3} ·1
• {25,2,2,4} ·1
• {25,2,2,5} ·1
• {25,2,2,6} ·1
• {25,2,2,7} ·1
• {25,2,2,8} ·1
• {25,2,2,9} ·1
• {25,2,2,10} ·1
• {25,2,3,2} ·1
• {25,2,3,3} ·1
• {25,2,3,4} ·1
• {25,2,3,6} ·1
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• {25,2,4,3} ·1
• {25,2,4,4} ·1
• {25,2,5,2} ·1
• {25,2,6,2} ·1
• {25,2,6,3} ·1
• {25,2,7,2} ·1
• {25,2,8,2} ·1
• {25,2,9,2} ·1
• {25,2,10,2} ·1
• {25,10,2,2} ·1
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• {26,2,2,3} ·1
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• {26,2,2,5} ·1
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• {26,2,3,3} ·1
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• {26,2,4,3} ·1
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• {26,2,6,3} ·1
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• {26,4,2,3} ·1
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• {26,6,2,2} ·1
• {26,6,2,3} ·1
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• {27,2,2,3} ·1
• {27,2,2,4} ·1
• {27,2,2,5} ·1
• {27,2,2,6} ·1
• {27,2,2,7} ·1
• {27,2,2,8} ·1
• {27,2,2,9} ·1
• {27,2,3,2} ·1
• {27,2,3,3} ·1
• {27,2,3,4} ·1
• {27,2,3,6} ·1
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• {27,2,4,3} ·1
• {27,2,4,4} ·1
• {27,2,5,2} ·1
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• {27,2,6,3} ·1
• {27,2,7,2} ·1
• {27,2,8,2} ·1
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• {27,4,2,2} ·2
• {27,4,2,3} ·1
• {27,4,2,4} ·1
• {27,6,2,2} ·1
• {27,6,2,3} ·1
• {27,6,3,2} ·1
• {28,2,2,2} ·1
• {28,2,2,3} ·1
• {28,2,2,4} ·1
• {28,2,2,5} ·1
• {28,2,2,6} ·1
• {28,2,2,7} ·1
• {28,2,2,8} ·1
• {28,2,3,2} ·1
• {28,2,3,3} ·1
• {28,2,3,4} ·1
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