9 9 1536 ## 512 sets of 3MOLS(9) demonstrating every possible parity bacdefghi acdefghib cbafdeigh dhfgaibec efbhidacg fghibacde geibhcdaf higacbefd idecghfba abcdefghi fghaibdce bidecghfa geaihdcbf hdgfbieac chbgfaied dcfbgeaih iaecdhfgb efihacbdg abcdefghi haibdcefg ecahgibdf fieachdgb dghcabfie bfdeighac ihgfbdcea gdbifeach cefghaibd bacdefghi aibcdefgh cbaefdhig egiahcdbf gchfabide feghiabcd hdfgbiaec dfeighcab ihdbcgefa bacdefghi feghaibdc dibcgefah hcfgbaied egaihdcfb afiedchbg ibeachdgf chdbfgeia gdhfibace bacdefghi hgaibdcef acegihdfb cdbfgeaih fhibdgeca gihacbfde efdchaibg iefhacbgd dbgefihac bacdefghi feghaibdc dibcgefah hcfgbaied egaihdcfb afiedchbg ibeachdgf chdbfgeia gdhfibace bacdefghi aibcdefgh cbaefdhig egiahcdbf gchfabide feghiabcd hdfgbiaec dfeighcab ihdbcgefa bacdefghi hgaibdcef acegihdfb cdbfgeaih fhibdgeca gihacbfde efdchaibg iefhacbgd dbgefihac bacdefghi feghaibdc dibcgefah hcfgbaied egaihdcfb afiedchbg ibeachdgf chdbfgeia gdhfibace bacdefghi hgaibdcef acegihdfb cdbfgeaih fhibdgeca gihacbfde efdchaibg iefhacbgd dbgefihac bacdefghi aibcdefgh cbaefdhig egiahcdbf gchfabide feghiabcd hdfgbiaec dfeighcab ihdbcgefa bacegfhdi aibgcedfh cbaihgfed dceafhgib edfhaibgc fedcbaihg gfhdibace hgibdceaf ihgfedcba bfdheaicg aeicgfbhd cgbfaiedh dhcgieabf eagbhdcfi fieadchgb gbfichdea hdaefbgic ichdbgfae bhacfgeid agcdhifeb caebihdfg digfbache ebigdchaf fdhegbaci gcdaefibh heficdbga ifbhaegdc bfdheaicg aeicgfbhd cgbfaiedh dhcgieabf eagbhdcfi fieadchgb gbfichdea hdaefbgic ichdbgfae bacegfhdi aibgcedfh cbaihgfed dceafhgib edfhaibgc fedcbaihg gfhdibace hgibdceaf ihgfedcba bhacfgeid agcdhifeb caebihdfg digfbache ebigdchaf fdhegbaci gcdaefibh heficdbga ifbhaegdc bfdheaicg aeicgfbhd cgbfaiedh dhcgieabf eagbhdcfi fieadchgb gbfichdea hdaefbgic ichdbgfae bhacfgeid agcdhifeb caebihdfg digfbache ebigdchaf fdhegbaci gcdaefibh heficdbga ifbhaegdc bacegfhdi aibgcedfh cbaihgfed dceafhgib edfhaibgc fedcbaihg gfhdibace hgibdceaf ihgfedcba fahcebidg agdibfehc ecahgdbif ghcafidbe bdgfahcei difecahgb ibeghcafd cfibdegah hebdigfca fbdcgaieh adghiecfb hacefibdg giedhbacf dhbiegfac cgabdfhie efiachgbd icfgbdeha behfacdgi gbiafhdce afdbgihec iecfdbagh chgdaefib bghceaidf eibghfcad hceibdgfa fdaeicbhg dafhcgebi fahcebidg agdibfehc ecahgdbif ghcafidbe bdgfahcei difecahgb ibeghcafd cfibdegah hebdigfca gbiafhdce afdbgihec iecfdbagh chgdaefib bghceaidf eibghfcad hceibdgfa fdaeicbhg dafhcgebi fbdcgaieh adghiecfb hacefibdg giedhbacf dhbiegfac cgabdfhie efiachgbd icfgbdeha behfacdgi gbiafhdce afdbgihec iecfdbagh chgdaefib bghceaidf eibghfcad hceibdgfa fdaeicbhg dafhcgebi fahcebidg agdibfehc ecahgdbif ghcafidbe bdgfahcei difecahgb ibeghcafd cfibdegah hebdigfca fbdcgaieh adghiecfb hacefibdg giedhbacf dhbiegfac cgabdfhie efiachgbd icfgbdeha behfacdgi cbdefghia bacdefghi acbfdeigh hdfgbiaec feahidbcg gfhiabcde egiahcdbf ihgbcaefd diecghfab gfhaibdce bacdefghi ibdecghfa egaihdcbf dhgfbieac hcbgfaied cdfbgeaih aiecdhfgb feihacbdg ahibdcefg bacdefghi ceahgibdf ifeachdgb gdhcabfie fbdeighac higfbdcea dgbifeach ecfghaibd gfhaibdce bacdefghi ibdecghfa egaihdcbf dhgfbieac hcbgfaied cdfbgeaih aiecdhfgb feihacbdg cbdefghia bacdefghi acbfdeigh hdfgbiaec feahidbcg gfhiabcde egiahcdbf ihgbcaefd diecghfab ahibdcefg bacdefghi ceahgibdf ifeachdgb gdhcabfie fbdeighac higfbdcea dgbifeach ecfghaibd gfhaibdce bacdefghi ibdecghfa egaihdcbf dhgfbieac hcbgfaied cdfbgeaih aiecdhfgb feihacbdg ahibdcefg bacdefghi ceahgibdf ifeachdgb gdhcabfie fbdeighac higfbdcea dgbifeach ecfghaibd cbdefghia bacdefghi acbfdeigh hdfgbiaec feahidbcg gfhiabcde egiahcdbf ihgbcaefd diecghfab ibacdefgh bacdefghi acbefdhig geibhcdaf cghfbaide efghibacd dhfgaibec fdeighcba hidacgefb efghaibdc abcdefghi idbcgefah chfgbaied geaihdcfb faiedchbg bieachdgf hcdbfgeia dghfibace ghaibdcef abcdefghi caegihdfb dcbfgeaih hfibdgeca ighacbfde fedchaibg eifhacbgd bdgefihac ibagcedfh bacegfhdi acbihgfed cdebfhgia defhbiagc efdcabihg fghdiabce ghiadcebf higfedcab eaicgfbhd fbdheaicg gcbfaiedh hdcgieabf aegbhdcfi ifeadchgb 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