nI iomesis ,I eth ycteaomtge istspl orfm a gnesli llce )XY(YX >- 2 lcles X(X + Y)Y. nI oisemis II ethes wto lcels itpls ganai &t;(-g X + ,X Y + Y). nceeH ni edorr for a hatfer to assp on ohtb an X and a Y omrhecsoom to ihs nso (eg ni rnefltiKeel nyomdres, /w XYX rmoosmo,eh)c a mtesapird tsmu nonitca hbot na X nda a Y romohoe,smc wichh eansm ahtt heert aws an roerr in ssieiom .I hTe seatg at which iesiosm I csuocr si het arypimr eecptsymaot.r
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$279$49nI iomesis ,I eth ycteaomtge istspl orfm a gnesli llce )XY(YX >- 2 lcles X(X + Y)Y. nI oisemis II ethes wto lcels itpls ganai &t;(-g X + ,X Y + Y). nceeH ni edorr for a hatfer to assp on ohtb an X and a Y omrhecsoom to ihs nso (eg ni rnefltiKeel nyomdres, /w XYX rmoosmo,eh)c a mtesapird tsmu nonitca hbot na X nda a Y romohoe,smc wichh eansm ahtt heert aws an roerr in ssieiom .I hTe seatg at which iesiosm I csuocr si het arypimr eecptsymaot.r
$279$49