Start 11:
{0,1,2,3}{4,5,6,7}{8,9,10}
{0,4,2,8}{1,9,6,10}{3,5,7}
-------------------------------------------------------
disjoint system (51,121,154):
{0,5,1,7}{2,9,3,10}{4,6,8}
{0,9,4,10}{2,5,8,7}{1,3,6}
{1,4,3,8}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (52,119,128):
{0,5,1,7}{2,9,4,10}{3,6,8}
{0,9,3,10}{2,5,8,7}{1,4,6}
{1,3,4,8}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (54,117,137):
{0,5,2,6}{3,9,7,10}{1,4,8}
{0,9,2,10}{1,5,8,7}{3,4,6}
{1,3,8,6}{4,9,5,10}{0,2,7}
------------------------------------------------
disjoint system (55,117,160):
{0,5,2,6}{4,9,7,10}{1,3,8}
{0,9,2,10}{1,5,8,7}{3,4,6}
{1,4,8,6}{3,9,5,10}{0,2,7}
------------------------------------------------
disjoint system (56,85,129):
{0,5,2,7}{3,9,4,10}{1,6,8}
{0,6,2,9}{1,5,10,7}{3,4,8}
{1,3,6,4}{5,8,7,9}{0,2,10}
------------------------------------------------
disjoint system (56,86,177):
{0,5,2,7}{3,9,4,10}{1,6,8}
{0,6,2,9}{5,8,7,10}{1,3,4}
{1,5,9,7}{3,6,4,8}{0,2,10}
------------------------------------------------
disjoint system (56,88,130):
{0,5,2,7}{3,9,4,10}{1,6,8}
{0,6,2,10}{1,5,9,7}{3,4,8}
{1,3,6,4}{5,8,7,10}{0,2,9}
------------------------------------------------
disjoint system (56,89,181):
{0,5,2,7}{3,9,4,10}{1,6,8}
{0,6,2,10}{5,8,7,9}{1,3,4}
{1,5,10,7}{3,6,4,8}{0,2,9}
------------------------------------------------
disjoint system (56,117,133):
{0,5,2,7}{3,9,4,10}{1,6,8}
{0,9,2,10}{1,5,8,7}{3,4,6}
{1,3,8,4}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (59,114,133):
{0,5,2,9}{1,6,8,7}{3,4,10}
{0,7,2,10}{3,6,4,9}{1,5,8}
{1,3,8,4}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (60,113,133):
{0,5,2,9}{3,6,4,10}{1,7,8}
{0,7,2,10}{1,5,8,6}{3,4,9}
{1,3,8,4}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (65,108,133):
{0,5,2,10}{1,6,8,7}{3,4,9}
{0,7,2,9}{3,6,4,10}{1,5,8}
{1,3,8,4}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (66,107,133):
{0,5,2,10}{3,6,4,9}{1,7,8}
{0,7,2,9}{1,5,8,6}{3,4,10}
{1,3,8,4}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (72,120,128):
{0,5,8,7}{2,9,3,10}{1,4,6}
{0,9,4,10}{1,5,2,7}{3,6,8}
{1,3,4,8}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (73,118,154):
{0,5,8,7}{2,9,4,10}{1,3,6}
{0,9,3,10}{1,5,2,7}{4,6,8}
{1,4,3,8}{5,9,7,10}{0,2,6}
------------------------------------------------
disjoint system (82,117,138):
{0,6,2,7}{3,9,5,10}{1,4,8}
{0,9,2,10}{1,5,8,7}{3,4,6}
{1,3,8,6}{4,9,7,10}{0,2,5}
------------------------------------------------
disjoint system (83,117,161):
{0,6,2,7}{4,9,5,10}{1,3,8}
{0,9,2,10}{1,5,8,7}{3,4,6}
{1,4,8,6}{3,9,7,10}{0,2,5}
------------------------------------------------
Generated 17 disjoint systems