%off nat; %k:=mat((2,-1),(-1,2)); %k:=mat((2,-2),(-1,2)); %k:=mat((2,-1),(-2,2)); k:=mat((2,-1),(-3,2)); [2 -1] K := [ ] [-3 2 ] %----------------------------------------------- %------------ KATKI ---------------------------- %----------------------------------------------- %k:=mat((2,-1),(-1,2)); %k:=mat((2,-2),(-1,2)); %k:=mat((2,-1),(-2,2)); %------------ dwu-KATKI ---------------------------- %----om(1)*xp(ii)*xm(jj)*om(1)--------------------- v(1):=b11:=1; *** V declared operator V(1) := B11 := 1 %-----om(2)*xp(ii)*xm(jj)*om(2)-------------------- vv(1):=b22:=1; *** VV declared operator VV(1) := B22 := 1 %----------------------------------------------- %------------ cztero-KATKI ---------------------------- %----om(1)*xp(ii)*xp(jj)*xm(kk)*xm(ll)*om(1)---- v(2):=b1221:= - K(1,2); V(2) := B1221 := 1 %----om(2)*xp(ii)*xp(jj)*xm(kk)*xm(ll)*om(2)---- vv(2):=b2112:= - K(2,1); VV(2) := B2112 := 3 %------------------------------------------------------------ %------------ szescio-KATKI ---------------------------- %----om(1)*xp(i1)*xp(i2)*xp(i3)*xm(j1)*xm(j2)*xm(j3)*om(1)---- v(3):=b121121:= K(1,2)*(K(2,1) + 1); V(3) := B121121 := 2 v(4):=b122221:= 2*K(1,2)*(K(1,2) + 1); V(4) := B122221 := 0 %--- om(2)*xp(i1)*xp(i2)*xp(i3)*xm(j1)*xm(j2)*xm(j3)*om(2)--- vv(3):=b211112:= 2*K(2,1)*(K(2,1) + 1); VV(3) := B211112 := 12 vv(4):=b212212:= K(2,1)*(K(1,2) + 1); VV(4) := B212212 := 0 %---------------------------------------------------------------------------- %------------ osmio-KATKI --------------------------------------------------- %----om(1)*xp(i1)*xp(i2)*xp(i3)*xp(i4) * xm(j1)*xm(j2)*xm(j3)*xm(j4)*om(1)--- v(9):=b12111121 := 2*K(1,2)*( - K(2,1)**2 - 3*K(2,1) - 2); V(9) := B12111121 := 4 v(10):=b12121221 := - 2*K(1,2)*(K(2,1)*K(1,2) + K(2,1) + K(1,2) + 1); V(10) := B12121221 := 0 v(11):=b12122121 := - 2*K(1,2)*(K(2,1)*K(1,2) + K(2,1) + K(1,2) + 1); V(11) := B12122121 := 0 v(12):=b12211221 := 2*K(1,2)*( - 2*K(2,1)*K(1,2) - 2*K(2,1) - K(1,2) - 1); V(12) := B12211221 := 0 v(13):=b12212121 := - 2*K(1,2)*(K(2,1)*K(1,2) + K(2,1) + K(1,2) + 1); V(13) := B12212121 := 0 v(14):=b12222221 := 6*K(1,2)*( - K(1,2)**2 - 3*K(1,2) - 2); V(14) := B12222221 := 0 %-----om(2)*xp(i1)*xp(i2)*xp(i3)*xp(i4) * xm(j1)*xm(j2)*xm(j3)*xm(j4)*om(2)---- vv(9):=b21111112 := 6*K(2,1)*( - K(2,1)**2 - 3*K(2,1) - 2); VV(9) := B21111112 := 36 vv(10):=b21121212 := - 2*K(2,1)*(K(2,1)*K(1,2) + K(2,1) + K(1,2) + 1); VV(10) := B21121212 := 0 vv(11):=b21122112 := 2*K(2,1)*( - 2*K(2,1)*K(1,2) - K(2,1) - 2*K(1,2) - 1); VV(11) := B21122112 := 12 vv(12):=b21211212 := - 2*K(2,1)*(K(2,1)*K(1,2) + K(2,1) + K(1,2) + 1); VV(12) := B21211212 := 0 vv(13):=b21212112 := - 2*K(2,1)*(K(2,1)*K(1,2) + K(2,1) + K(1,2) + 1); VV(13) := B21212112 := 0 vv(14):=b21222212 := 2*K(2,1)*( - K(1,2)**2 - 3*K(1,2) - 2); VV(14) := B21222212 := 0 %---------------------------------------------------------------------------- %------------ dziesiecio-KATKI --------------------------------------------------- %---------om(1)*xp(i1)*xp(i2)*xp(i3)*xp(i4)*xp(i5) % *xm(j1)*xm(j2)*xm(j3)*xm(j4)*xm(j5)*om(1)------- v(15):=b1211111121 := 6*K(1,2)*(K(2,1)**3 + 6*K(2,1)**2 + 11*K(2,1) + 6); V(15) := B1211111121 := 0 v(16):=b1211211221 := 4*K(1,2)*(K(2,1)**2*K(1,2) + K(2,1)**2 + 3*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2) + 2); V(16) := B1211211221 := 0 v(17):=b1211212121 := 4*K(1,2)*(K(2,1)**2*K(1,2) + K(2,1)**2 + 3*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2) + 2); V(17) := B1211212121 := 0 v(18):=b1211221121 := 2*K(1,2)*(3*K(2,1)**2*K(1,2) + 2*K(2,1)**2 + 9*K(2,1)*K(1,2) + 6*K(2,1) + 6*K(1,2) + 4); V(18) := B1211221121 := 4 v(19):=b1212111221 := 8*K(1,2)*(K(2,1)**2*K(1,2) + K(2,1)**2 + 2*K(2,1)*K(1,2) + 2*K(2,1) + K(1,2) + 1); V(19) := B1212111221 := 0 v(20):=b1212112121 := 2*K(1,2)*(3*K(2,1)**2*K(1,2) + 3*K(2,1)**2 + 7*K(2,1)*K(1,2) + 7*K(2,1) + 4*K(1,2) + 4); V(20) := B1212112121 := 0 v(21):=b1212121121 := 4*K(1,2)*(K(2,1)**2*K(1,2) + K(2,1)**2 + 3*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2) + 2); V(21) := B1212121121 := 0 v(22):=b1212212221 := 6*K(1,2)*(K(2,1)*K(1,2)**2 + 3*K(2,1)*K(1,2) + 2*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); V(22) := B1212212221 := 0 v(23):=b1212221221 := 4*K(1,2)*(2*K(2,1)*K(1,2)**2 + 5*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2)**2 + 5*K(1,2) + 3); V(23) := B1212221221 := 0 v(24):=b1212222121 := 4*K(1,2)*(2*K(2,1)*K(1,2)**2 + 5*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2)**2 + 5*K(1,2) + 3); V(24) := B1212222121 := 0 v(25):=b1221111221 := 8*K(1,2)*(2*K(2,1)**2*K(1,2) + 2*K(2,1)**2 + 3*K(2,1)*K(1,2) + 3*K(2,1) + K(1,2) + 1); V(25) := B1221111221 := 0 v(26):=b1221112121 := 8*K(1,2)*(K(2,1)**2*K(1,2) + K(2,1)**2 + 2*K(2,1)*K(1,2) + 2*K(2,1) + K(1,2) + 1); V(26) := B1221112121 := 0 v(27):=b1221121121 := 4*K(1,2)*(K(2,1)**2*K(1,2) + K(2,1)**2 + 3*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2) + 2); V(27) := B1221121121 := 0 v(28):=b1221212221 := 6*K(1,2)*(2*K(2,1)*K(1,2)**2 + 6*K(2,1)*K(1,2) + 4*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); V(28) := B1221212221 := 0 v(29):=b1221221221 := 4*K(1,2)*(3*K(2,1)*K(1,2)**2 + 8*K(2,1)*K(1,2) + 5*K(2,1) + 2*K(1,2)**2 + 5*K(1,2) + 3); V(29) := B1221221221 := 0 v(30):=b1221222121 := 4*K(1,2)*(2*K(2,1)*K(1,2)**2 + 5*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2)**2 + 5*K(1,2) + 3); V(30) := B1221222121 := 0 v(31):=b1222112221 := 6*K(1,2)*(3*K(2,1)*K(1,2)**2 + 9*K(2,1)*K(1,2) + 6*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); V(31) := B1222112221 := 0 v(32):=b1222121221 := 6*K(1,2)*(2*K(2,1)*K(1,2)**2 + 6*K(2,1)*K(1,2) + 4*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); V(32) := B1222121221 := 0 v(33):=b1222122121 := 6*K(1,2)*(K(2,1)*K(1,2)**2 + 3*K(2,1)*K(1,2) + 2*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); V(33) := B1222122121 := 0 v(34):=b1222222221 := 24*K(1,2)*(K(1,2)**3 + 6*K(1,2)**2 + 11*K(1,2) + 6); V(34) := B1222222221 := 0 %---om(2)*xp(i1)*xp(i2)*xp(i3)*xp(i4)*xp(i5) % *xm(j1)*xm(j2)*xm(j3)*xm(j4)*xm(j5)*om(2)-------- vv(15):=b2111111112 := 24*K(2,1)*(K(2,1)**3 + 6*K(2,1)**2 + 11*K(2,1) + 6); VV(15) := B2111111112 := 0 vv(16):=b2111211212 := 6*K(2,1)*(K(2,1)**2*K(1,2) + K(2,1)**2 + 3*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2) + 2); VV(16) := B2111211212 := 0 vv(17):=b2111212112 := 6*K(2,1)*(2*K(2,1)**2*K(1,2) + K(2,1)**2 + 6*K(2,1)*K(1,2) + 3*K(2,1) + 4*K(1,2) + 2); VV(17) := B2111212112 := 36 vv(18):=b2111221112 := 6*K(2,1)*(3*K(2,1)**2*K(1,2) + K(2,1)**2 + 9*K(2,1)*K(1,2) + 3*K(2,1) + 6*K(1,2) + 2); VV(18) := B2111221112 := 72 vv(19):=b2112111212 := 4*K(2,1)*(2*K(2,1)**2*K(1,2) + 2*K(2,1)**2 + 5*K(2,1)*K(1,2) + 5*K(2,1) + 3*K(1,2) + 3); VV(19) := B2112111212 := 0 vv(20):=b2112112112 := 4*K(2,1)*(3*K(2,1)**2*K(1,2) + 2*K(2,1)**2 + 8*K(2,1)*K(1,2) + 5*K(2,1) + 5*K(1,2) + 3); VV(20) := B2112112112 := 24 vv(21):=b2112121112 := 6*K(2,1)*(2*K(2,1)**2*K(1,2) + K(2,1)**2 + 6*K(2,1)*K(1,2) + 3*K(2,1) + 4*K(1,2) + 2); VV(21) := B2112121112 := 36 vv(22):=b2112212212 := 4*K(2,1)*(K(2,1)*K(1,2)**2 + 3*K(2,1)*K(1,2) + 2*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); VV(22) := B2112212212 := 0 vv(23):=b2112221212 := 8*K(2,1)*(K(2,1)*K(1,2)**2 + 2*K(2,1)*K(1,2) + K(2,1) + K(1,2)**2 + 2*K(1,2) + 1); VV(23) := B2112221212 := 0 vv(24):=b2112222112 := 8*K(2,1)*(2*K(2,1)*K(1,2)**2 + 3*K(2,1)*K(1,2) + K(2,1) + 2*K(1,2)**2 + 3*K(1,2) + 1); VV(24) := B2112222112 := 0 vv(25):=b2121111212 := 4*K(2,1)*(2*K(2,1)**2*K(1,2) + 2*K(2,1)**2 + 5*K(2,1)*K(1,2) + 5*K(2,1) + 3*K(1,2) + 3); VV(25) := B2121111212 := 0 vv(26):=b2121112112 := 4*K(2,1)*(2*K(2,1)**2*K(1,2) + 2*K(2,1)**2 + 5*K(2,1)*K(1,2) + 5*K(2,1) + 3*K(1,2) + 3); VV(26) := B2121112112 := 0 vv(27):=b2121121112 := 6*K(2,1)*(K(2,1)**2*K(1,2) + K(2,1)**2 + 3*K(2,1)*K(1,2) + 3*K(2,1) + 2*K(1,2) + 2); VV(27) := B2121121112 := 0 vv(28):=b2121212212 := 4*K(2,1)*(K(2,1)*K(1,2)**2 + 3*K(2,1)*K(1,2) + 2*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); VV(28) := B2121212212 := 0 vv(29):=b2121221212 := 2*K(2,1)*(3*K(2,1)*K(1,2)**2 + 7*K(2,1)*K(1,2) + 4*K(2,1) + 3*K(1,2)**2 + 7*K(1,2) + 4); VV(29) := B2121221212 := 0 vv(30):=b2121222112 := 8*K(2,1)*(K(2,1)*K(1,2)**2 + 2*K(2,1)*K(1,2) + K(2,1) + K(1,2)**2 + 2*K(1,2) + 1); VV(30) := B2121222112 := 0 vv(31):=b2122112212 := 2*K(2,1)*(3*K(2,1)*K(1,2)**2 + 9*K(2,1)*K(1,2) + 6*K(2,1) + 2*K(1,2)**2 + 6*K(1,2) + 4); VV(31) := B2122112212 := 0 vv(32):=b2122121212 := 4*K(2,1)*(K(2,1)*K(1,2)**2 + 3*K(2,1)*K(1,2) + 2*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); VV(32) := B2122121212 := 0 vv(33):=b2122122112 := 4*K(2,1)*(K(2,1)*K(1,2)**2 + 3*K(2,1)*K(1,2) + 2*K(2,1) + K(1,2)**2 + 3*K(1,2) + 2); VV(33) := B2122122112 := 0 vv(34):=b2122222212 := 6*K(2,1)*(K(1,2)**3 + 6*K(1,2)**2 + 11*K(1,2) + 6); VV(34) := B2122222212 := 0 %---------------------------------------------------------------------------- %------------ dwunastokatki-KATKI --------------------------------------------------- %----------om(1)*xp(1)*xp(i1)*xp(i2)*xp(i3)*xp(i4)*xp(i5) % *xm(j1)*xm(j2)*xm(j3)*xm(j4)*xm(j5)*xm(1)*om(1); v(35):=b121111111121:= 24*K(1,2)*( - K(2,1)**4 - 10*K(2,1)**3 - 35*K(2,1)**2 - 50*K(2,1) - 24); V(35) := B121111111121 := 0 v(36):=b121112111221:= 12*K(1,2)*( - K(2,1)**3*K(1,2) - K(2,1)**3 - 6*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 11*K(2,1)*K(1,2) - 11*K(2,1) - 6*K(1,2) - 6); V(36) := B121112111221 := 0 v(37):=b121112112121:= 12*K(1,2)*( - K(2,1)**3*K(1,2) - K(2,1)**3 - 6*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 11*K(2,1)*K(1,2) - 11*K(2,1) - 6*K(1,2) - 6); V(37) := B121112112121 := 0 v(38):=b121112121121:= 6*K(1,2)*( - 3*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 18*K(2,1)**2*K(1,2) - 12*K(2,1)**2 - 33*K(2,1)*K(1,2) - 22*K(2,1) - 18*K(1,2) - 12); V(38) := B121112121121 := 0 v(39):=b121112211121:= 12*K(1,2)*( - 2*K(2,1)**3*K(1,2) - K(2,1)**3 - 12*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 22*K(2,1)*K(1,2) - 11*K(2,1) - 12*K(1,2) - 6); V(39) := B121112211121 := 0 v(40):=b121121111221:= 12*K(1,2)*( - 2*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 9*K(2,1)**2*K(1,2) - 9*K(2,1)**2 - 13*K(2,1)*K(1,2) - 13*K(2,1) - 6*K(1,2) - 6); V(40) := B121121111221 := 0 v(41):=b121121112121:= 4*K(1,2)*( - 5*K(2,1)**3*K(1,2) - 5*K(2,1)**3 - 24*K(2,1)**2*K(1,2) - 24*K(2,1)**2 - 37*K(2,1)*K(1,2) - 37*K(2,1) - 18*K(1,2) - 18); V(41) := B121121112121 := 0 v(42):=b121121121121:= 2*K(1,2)*( - 10*K(2,1)**3*K(1,2) - 8*K(2,1)**3 - 53*K(2,1)**2*K(1,2) - 42*K(2,1)**2 - 89*K(2,1)*K(1,2) - 70*K(2,1) - 46*K(1,2) - 36); V(42) := B121121121121 := 4 v(43):=b121121211121:= 6*K(1,2)*( - 3*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 18*K(2,1)**2*K(1,2) - 12*K(2,1)**2 - 33*K(2,1)*K(1,2) - 22*K(2,1) - 18*K(1,2) - 12); V(43) := B121121211121 := 0 v(44):=b121122112221:= 12*K(1,2)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 9*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); V(44) := B121122112221 := 0 v(45):=b121122121221:= 8*K(1,2)*( - 2*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 3*K(2,1)**2 - 6*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 9*K(2,1) - 4*K(1,2)**2 - 10*K(1,2) - 6); V(45) := B121122121221 := 0 v(46):=b121122122121:= 8*K(1,2)*( - 2*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 3*K(2,1)**2 - 6*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 9*K(2,1) - 4*K(1,2)**2 - 10*K(1,2) - 6); V(46) := B121122122121 := 0 v(47):=b121122211221:= 24*K(1,2)*( - K(2,1)**2*K(1,2)**2 - 2*K(2,1)**2*K(1,2) - K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 3*K(2,1) - 2*K(1,2)**2 - 4*K(1,2) - 2); V(47) := B121122211221 := 0 v(48):=b121122212121:= 24*K(1,2)*( - K(2,1)**2*K(1,2)**2 - 2*K(2,1)**2*K(1,2) - K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 3*K(2,1) - 2*K(1,2)**2 - 4*K(1,2) - 2); V(48) := B121122212121 := 0 v(49):=b121122221121:= 12*K(1,2)*( - 3*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 9*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 6*K(2,1) - 6*K(1,2)**2 - 10*K(1,2) - 4); V(49) := B121122221121 := 0 v(50):=b121211111221:= 24*K(1,2)*( - 2*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 7*K(2,1)**2*K(1,2) - 7*K(2,1)**2 - 8*K(2,1)*K(1,2) - 8*K(2,1) - 3*K(1,2) - 3); V(50) := B121211111221 := 0 v(51):=b121211112121:= 8*K(1,2)*( - 4*K(2,1)**3*K(1,2) - 4*K(2,1)**3 - 16*K(2,1)**2*K(1,2) - 16*K(2,1)**2 - 21*K(2,1)*K(1,2) - 21*K(2,1) - 9*K(1,2) - 9); V(51) := B121211112121 := 0 v(52):=b121211121121:= 4*K(1,2)*( - 5*K(2,1)**3*K(1,2) - 5*K(2,1)**3 - 24*K(2,1)**2*K(1,2) - 24*K(2,1)**2 - 37*K(2,1)*K(1,2) - 37*K(2,1) - 18*K(1,2) - 18); V(52) := B121211121121 := 0 v(53):=b121211211121:= 12*K(1,2)*( - K(2,1)**3*K(1,2) - K(2,1)**3 - 6*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 11*K(2,1)*K(1,2) - 11*K(2,1) - 6*K(1,2) - 6); V(53) := B121211211121 := 0 v(54):=b121212112221:= 24*K(1,2)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 2*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 4*K(2,1) - K(1,2)**2 - 3*K(1,2) - 2); V(54) := B121212112221 := 0 v(55):=b121212121221:= 4*K(1,2)*( - 7*K(2,1)**2*K(1,2)**2 - 18*K(2,1)**2*K(1,2) - 11*K(2,1)**2 - 15*K(2,1)*K(1,2)**2 - 38*K(2,1)*K(1,2) - 23*K(2,1) - 8*K(1,2)**2 - 20*K(1,2) - 12); V(55) := B121212121221 := 0 v(56):=b121212122121:= 4*K(1,2)*( - 6*K(2,1)**2*K(1,2)**2 - 15*K(2,1)**2*K(1,2) - 9*K(2,1)**2 - 14*K(2,1)*K(1,2)**2 - 35*K(2,1)*K(1,2) - 21*K(2,1) - 8*K(1,2)**2 - 20*K(1,2) - 12); V(56) := B121212122121 := 0 v(57):=b121212211221:= 8*K(1,2)*( - 4*K(2,1)**2*K(1,2)**2 - 9*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 9*K(2,1)*K(1,2)**2 - 20*K(2,1)*K(1,2) - 11*K(2,1) - 5*K(1,2)**2 - 11*K(1,2) - 6); V(57) := B121212211221 := 0 v(58):=b121212212121:= 2*K(1,2)*( - 13*K(2,1)**2*K(1,2)**2 - 29*K(2,1)**2*K(1,2) - 16*K(2,1)**2 - 33*K(2,1)*K(1,2)**2 - 73*K(2,1)*K(1,2) - 40*K(2,1) - 20*K(1,2)**2 - 44*K(1,2) - 24); V(58) := B121212212121 := 0 v(59):=b121212221121:= 24*K(1,2)*( - K(2,1)**2*K(1,2)**2 - 2*K(2,1)**2*K(1,2) - K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 3*K(2,1) - 2*K(1,2)**2 - 4*K(1,2) - 2); V(59) := B121212221121 := 0 v(60):=b121221112221:= 12*K(1,2)*( - 3*K(2,1)**2*K(1,2)**2 - 9*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 10*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); V(60) := B121221112221 := 0 v(61):=b121221121221:= 6*K(1,2)*( - 6*K(2,1)**2*K(1,2)**2 - 16*K(2,1)**2*K(1,2) - 10*K(2,1)**2 - 11*K(2,1)*K(1,2)**2 - 29*K(2,1)*K(1,2) - 18*K(2,1) - 5*K(1,2)**2 - 13*K(1,2) - 8); V(61) := B121221121221 := 0 v(62):=b121221122121:= 6*K(1,2)*( - 5*K(2,1)**2*K(1,2)**2 - 13*K(2,1)**2*K(1,2) - 8*K(2,1)**2 - 10*K(2,1)*K(1,2)**2 - 26*K(2,1)*K(1,2) - 16*K(2,1) - 5*K(1,2)**2 - 13*K(1,2) - 8); V(62) := B121221122121 := 0 v(63):=b121221211221:= 16*K(1,2)*( - 2*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 3*K(2,1)**2 - 4*K(2,1)*K(1,2)**2 - 10*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**2 - 5*K(1,2) - 3); V(63) := B121221211221 := 0 v(64):=b121221212121:= 4*K(1,2)*( - 6*K(2,1)**2*K(1,2)**2 - 15*K(2,1)**2*K(1,2) - 9*K(2,1)**2 - 14*K(2,1)*K(1,2)**2 - 35*K(2,1)*K(1,2) - 21*K(2,1) - 8*K(1,2)**2 - 20*K(1,2) - 12); V(64) := B121221212121 := 0 v(65):=b121221221121:= 8*K(1,2)*( - 2*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 3*K(2,1)**2 - 6*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 9*K(2,1) - 4*K(1,2)**2 - 10*K(1,2) - 6); V(65) := B121221221121 := 0 v(66):=b121222122221:= 24*K(1,2)*( - K(2,1)*K(1,2)**3 - 6*K(2,1)*K(1,2)**2 - 11*K(2,1)*K(1,2) - 6*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); V(66) := B121222122221 := 0 v(67):=b121222212221:= 36*K(1,2)*( - K(2,1)*K(1,2)**3 - 5*K(2,1)*K(1,2)**2 - 8*K(2,1)*K(1,2) - 4*K(2,1) - K(1,2)**3 - 5*K(1,2)**2 - 8*K(1,2) - 4); V(67) := B121222212221 := 0 v(68):=b121222221221:= 24*K(1,2)*( - 2*K(2,1)*K(1,2)**3 - 9*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**3 - 9*K(1,2)**2 - 13*K(1,2) - 6); V(68) := B121222221221 := 0 v(69):=b121222222121:= 24*K(1,2)*( - 2*K(2,1)*K(1,2)**3 - 9*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**3 - 9*K(1,2)**2 - 13*K(1,2) - 6); V(69) := B121222222121 := 0 v(70):=b122111111221:= 24*K(1,2)*( - 4*K(2,1)**3*K(1,2) - 4*K(2,1)**3 - 12*K(2,1)**2*K(1,2) - 12*K(2,1)**2 - 11*K(2,1)*K(1,2) - 11*K(2,1) - 3*K(1,2) - 3); V(70) := B122111111221 := 0 v(71):=b122111112121:= 24*K(1,2)*( - 2*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 7*K(2,1)**2*K(1,2) - 7*K(2,1)**2 - 8*K(2,1)*K(1,2) - 8*K(2,1) - 3*K(1,2) - 3); V(71) := B122111112121 := 0 v(72):=b122111121121:= 12*K(1,2)*( - 2*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 9*K(2,1)**2*K(1,2) - 9*K(2,1)**2 - 13*K(2,1)*K(1,2) - 13*K(2,1) - 6*K(1,2) - 6); V(72) := B122111121121 := 0 v(73):=b122111211121:= 12*K(1,2)*( - K(2,1)**3*K(1,2) - K(2,1)**3 - 6*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 11*K(2,1)*K(1,2) - 11*K(2,1) - 6*K(1,2) - 6); V(73) := B122111211121 := 0 v(74):=b122112112221:= 24*K(1,2)*( - 2*K(2,1)**2*K(1,2)**2 - 6*K(2,1)**2*K(1,2) - 4*K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 9*K(2,1)*K(1,2) - 6*K(2,1) - K(1,2)**2 - 3*K(1,2) - 2); V(74) := B122112112221 := 0 v(75):=b122112121221:= 16*K(1,2)*( - 3*K(2,1)**2*K(1,2)**2 - 8*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 8*K(2,1) - 2*K(1,2)**2 - 5*K(1,2) - 3); V(75) := B122112121221 := 0 v(76):=b122112122121:= 16*K(1,2)*( - 2*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 3*K(2,1)**2 - 4*K(2,1)*K(1,2)**2 - 10*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**2 - 5*K(1,2) - 3); V(76) := B122112122121 := 0 v(77):=b122112211221:= 8*K(1,2)*( - 7*K(2,1)**2*K(1,2)**2 - 16*K(2,1)**2*K(1,2) - 9*K(2,1)**2 - 12*K(2,1)*K(1,2)**2 - 27*K(2,1)*K(1,2) - 15*K(2,1) - 5*K(1,2)**2 - 11*K(1,2) - 6); V(77) := B122112211221 := 0 v(78):=b122112212121:= 8*K(1,2)*( - 4*K(2,1)**2*K(1,2)**2 - 9*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 9*K(2,1)*K(1,2)**2 - 20*K(2,1)*K(1,2) - 11*K(2,1) - 5*K(1,2)**2 - 11*K(1,2) - 6); V(78) := B122112212121 := 0 v(79):=b122112221121:= 24*K(1,2)*( - K(2,1)**2*K(1,2)**2 - 2*K(2,1)**2*K(1,2) - K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 3*K(2,1) - 2*K(1,2)**2 - 4*K(1,2) - 2); V(79) := B122112221121 := 0 v(80):=b122121112221:= 12*K(1,2)*( - 6*K(2,1)**2*K(1,2)**2 - 18*K(2,1)**2*K(1,2) - 12*K(2,1)**2 - 7*K(2,1)*K(1,2)**2 - 21*K(2,1)*K(1,2) - 14*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); V(80) := B122121112221 := 0 v(81):=b122121121221:= 6*K(1,2)*( - 10*K(2,1)**2*K(1,2)**2 - 28*K(2,1)**2*K(1,2) - 18*K(2,1)**2 - 14*K(2,1)*K(1,2)**2 - 38*K(2,1)*K(1,2) - 24*K(2,1) - 5*K(1,2)**2 - 13*K(1,2) - 8); V(81) := B122121121221 := 0 v(82):=b122121122121:= 6*K(1,2)*( - 6*K(2,1)**2*K(1,2)**2 - 16*K(2,1)**2*K(1,2) - 10*K(2,1)**2 - 11*K(2,1)*K(1,2)**2 - 29*K(2,1)*K(1,2) - 18*K(2,1) - 5*K(1,2)**2 - 13*K(1,2) - 8); V(82) := B122121122121 := 0 v(83):=b122121211221:= 16*K(1,2)*( - 3*K(2,1)**2*K(1,2)**2 - 8*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 8*K(2,1) - 2*K(1,2)**2 - 5*K(1,2) - 3); V(83) := B122121211221 := 0 v(84):=b122121212121:= 4*K(1,2)*( - 7*K(2,1)**2*K(1,2)**2 - 18*K(2,1)**2*K(1,2) - 11*K(2,1)**2 - 15*K(2,1)*K(1,2)**2 - 38*K(2,1)*K(1,2) - 23*K(2,1) - 8*K(1,2)**2 - 20*K(1,2) - 12); V(84) := B122121212121 := 0 v(85):=b122121221121:= 8*K(1,2)*( - 2*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 3*K(2,1)**2 - 6*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 9*K(2,1) - 4*K(1,2)**2 - 10*K(1,2) - 6); V(85) := B122121221121 := 0 v(86):=b122122122221:= 24*K(1,2)*( - 2*K(2,1)*K(1,2)**3 - 12*K(2,1)*K(1,2)**2 - 22*K(2,1)*K(1,2) - 12*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); V(86) := B122122122221 := 0 v(87):=b122122212221:= 12*K(1,2)*( - 5*K(2,1)*K(1,2)**3 - 26*K(2,1)*K(1,2)**2 - 43*K(2,1)*K(1,2) - 22*K(2,1) - 3*K(1,2)**3 - 15*K(1,2)**2 - 24*K(1,2) - 12); V(87) := B122122212221 := 0 v(88):=b122122221221:= 8*K(1,2)*( - 8*K(2,1)*K(1,2)**3 - 38*K(2,1)*K(1,2)**2 - 58*K(2,1)*K(1,2) - 28*K(2,1) - 6*K(1,2)**3 - 27*K(1,2)**2 - 39*K(1,2) - 18); V(88) := B122122221221 := 0 v(89):=b122122222121:= 24*K(1,2)*( - 2*K(2,1)*K(1,2)**3 - 9*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**3 - 9*K(1,2)**2 - 13*K(1,2) - 6); V(89) := B122122222121 := 0 v(90):=b122211112221:= 12*K(1,2)*( - 9*K(2,1)**2*K(1,2)**2 - 27*K(2,1)**2*K(1,2) - 18*K(2,1)**2 - 9*K(2,1)*K(1,2)**2 - 27*K(2,1)*K(1,2) - 18*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); V(90) := B122211112221 := 0 v(91):=b122211121221:= 12*K(1,2)*( - 6*K(2,1)**2*K(1,2)**2 - 18*K(2,1)**2*K(1,2) - 12*K(2,1)**2 - 7*K(2,1)*K(1,2)**2 - 21*K(2,1)*K(1,2) - 14*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); V(91) := B122211121221 := 0 v(92):=b122211122121:= 12*K(1,2)*( - 3*K(2,1)**2*K(1,2)**2 - 9*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 10*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); V(92) := B122211122121 := 0 v(93):=b122211211221:= 24*K(1,2)*( - 2*K(2,1)**2*K(1,2)**2 - 6*K(2,1)**2*K(1,2) - 4*K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 9*K(2,1)*K(1,2) - 6*K(2,1) - K(1,2)**2 - 3*K(1,2) - 2); V(93) := B122211211221 := 0 v(94):=b122211212121:= 24*K(1,2)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 2*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 4*K(2,1) - K(1,2)**2 - 3*K(1,2) - 2); V(94) := B122211212121 := 0 v(95):=b122211221121:= 12*K(1,2)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 9*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); V(95) := B122211221121 := 0 v(96):=b122212122221:= 24*K(1,2)*( - 3*K(2,1)*K(1,2)**3 - 18*K(2,1)*K(1,2)**2 - 33*K(2,1)*K(1,2) - 18*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); V(96) := B122212122221 := 0 v(97):=b122212212221:= 6*K(1,2)*( - 12*K(2,1)*K(1,2)**3 - 66*K(2,1)*K(1,2)**2 - 114*K(2,1)*K(1,2) - 60*K(2,1) - 5*K(1,2)**3 - 27*K(1,2)**2 - 46*K(1,2) - 24); V(97) := B122212212221 := 0 v(98):=b122212221221:= 12*K(1,2)*( - 5*K(2,1)*K(1,2)**3 - 26*K(2,1)*K(1,2)**2 - 43*K(2,1)*K(1,2) - 22*K(2,1) - 3*K(1,2)**3 - 15*K(1,2)**2 - 24*K(1,2) - 12); V(98) := B122212221221 := 0 v(99):=b122212222121:= 36*K(1,2)*( - K(2,1)*K(1,2)**3 - 5*K(2,1)*K(1,2)**2 - 8*K(2,1)*K(1,2) - 4*K(2,1) - K(1,2)**3 - 5*K(1,2)**2 - 8*K(1,2) - 4); V(99) := B122212222121 := 0 v(100):=b122221122221:= 24*K(1,2)*( - 4*K(2,1)*K(1,2)**3 - 24*K(2,1)*K(1,2)**2 - 44*K(2,1)*K(1,2) - 24*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); V(100) := B122221122221 := 0 v(101):=b122221212221:= 24*K(1,2)*( - 3*K(2,1)*K(1,2)**3 - 18*K(2,1)*K(1,2)**2 - 33*K(2,1)*K(1,2) - 18*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); V(101) := B122221212221 := 0 v(102):=b122221221221:= 24*K(1,2)*( - 2*K(2,1)*K(1,2)**3 - 12*K(2,1)*K(1,2)**2 - 22*K(2,1)*K(1,2) - 12*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); V(102) := B122221221221 := 0 v(103):=b122221222121:= 24*K(1,2)*( - K(2,1)*K(1,2)**3 - 6*K(2,1)*K(1,2)**2 - 11*K(2,1)*K(1,2) - 6*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); V(103) := B122221222121 := 0 v(104):=b122222222221:= 120*K(1,2)*( - K(1,2)**4 - 10*K(1,2)**3 - 35*K(1,2)**2 - 50*K(1,2) - 24); V(104) := B122222222221 := 0 %-------om(2)*xp(2)*xp(i1)*xp(i2)*xp(i3)*xp(i4)*xp(i5) % *xm(j1)*xm(j2)*xm(j3)*xm(j4)*xm(j5)*xm(2)*om(2) vv(35):=b211111111112 := 120*K(2,1)*( - K(2,1)**4 - 10*K(2,1)**3 - 35*K(2,1)**2 - 50*K(2,1) - 24); VV(35) := B211111111112 := 0 vv(36):=b211112111212 := 24*K(2,1)*( - K(2,1)**3*K(1,2) - K(2,1)**3 - 6*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 11*K(2,1)*K(1,2) - 11*K(2,1) - 6*K(1,2) - 6); VV(36) := B211112111212 := 0 vv(37):=b211112112112 := 24*K(2,1)*( - 2*K(2,1)**3*K(1,2) - K(2,1)**3 - 12*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 22*K(2,1)*K(1,2) - 11*K(2,1) - 12*K(1,2) - 6); VV(37) := B211112112112 := 0 vv(38):=b211112121112 := 24*K(2,1)*( - 3*K(2,1)**3*K(1,2) - K(2,1)**3 - 18*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 33*K(2,1)*K(1,2) - 11*K(2,1) - 18*K(1,2) - 6); VV(38) := B211112121112 := 0 vv(39):=b211112211112 := 24*K(2,1)*( - 4*K(2,1)**3*K(1,2) - K(2,1)**3 - 24*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 44*K(2,1)*K(1,2) - 11*K(2,1) - 24*K(1,2) - 6); VV(39) := B211112211112 := 0 vv(40):=b211121111212 := 36*K(2,1)*( - K(2,1)**3*K(1,2) - K(2,1)**3 - 5*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 8*K(2,1)*K(1,2) - 8*K(2,1) - 4*K(1,2) - 4); VV(40) := B211121111212 := 0 vv(41):=b211121112112 := 12*K(2,1)*( - 5*K(2,1)**3*K(1,2) - 3*K(2,1)**3 - 26*K(2,1)**2*K(1,2) - 15*K(2,1)**2 - 43*K(2,1)*K(1,2) - 24*K(2,1) - 22*K(1,2) - 12); VV(41) := B211121112112 := 72 vv(42):=b211121121112 := 6*K(2,1)*( - 12*K(2,1)**3*K(1,2) - 5*K(2,1)**3 - 66*K(2,1)**2*K(1,2) - 27*K(2,1)**2 - 114*K(2,1)*K(1,2) - 46*K(2,1) - 60*K(1,2) - 24); VV(42) := B211121121112 := 108 vv(43):=b211121211112 := 24*K(2,1)*( - 3*K(2,1)**3*K(1,2) - K(2,1)**3 - 18*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 33*K(2,1)*K(1,2) - 11*K(2,1) - 18*K(1,2) - 6); VV(43) := B211121211112 := 0 vv(44):=b211122112212 := 12*K(2,1)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 9*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); VV(44) := B211122112212 := 0 vv(45):=b211122121212 := 24*K(2,1)*( - K(2,1)**2*K(1,2)**2 - 2*K(2,1)**2*K(1,2) - K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 3*K(2,1) - 2*K(1,2)**2 - 4*K(1,2) - 2); VV(45) := B211122121212 := 0 vv(46):=b211122122112 := 24*K(2,1)*( - 2*K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - K(2,1)**2 - 6*K(2,1)*K(1,2)**2 - 9*K(2,1)*K(1,2) - 3*K(2,1) - 4*K(1,2)**2 - 6*K(1,2) - 2); VV(46) := B211122122112 := 0 vv(47):=b211122211212 := 12*K(2,1)*( - 3*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 9*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 6*K(2,1) - 6*K(1,2)**2 - 10*K(1,2) - 4); VV(47) := B211122211212 := 0 vv(48):=b211122212112 := 12*K(2,1)*( - 6*K(2,1)**2*K(1,2)**2 - 7*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 18*K(2,1)*K(1,2)**2 - 21*K(2,1)*K(1,2) - 6*K(2,1) - 12*K(1,2)**2 - 14*K(1,2) - 4); VV(48) := B211122212112 := 72 vv(49):=b211122221112 := 12*K(2,1)*( - 9*K(2,1)**2*K(1,2)**2 - 9*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 27*K(2,1)*K(1,2)**2 - 27*K(2,1)*K(1,2) - 6*K(2,1) - 18*K(1,2)**2 - 18*K(1,2) - 4); VV(49) := B211122221112 := 144 vv(50):=b211211111212 := 24*K(2,1)*( - 2*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 9*K(2,1)**2*K(1,2) - 9*K(2,1)**2 - 13*K(2,1)*K(1,2) - 13*K(2,1) - 6*K(1,2) - 6); VV(50) := B211211111212 := 0 vv(51):=b211211112112 := 8*K(2,1)*( - 8*K(2,1)**3*K(1,2) - 6*K(2,1)**3 - 38*K(2,1)**2*K(1,2) - 27*K(2,1)**2 - 58*K(2,1)*K(1,2) - 39*K(2,1) - 28*K(1,2) - 18); VV(51) := B211211112112 := 48 vv(52):=b211211121112 := 12*K(2,1)*( - 5*K(2,1)**3*K(1,2) - 3*K(2,1)**3 - 26*K(2,1)**2*K(1,2) - 15*K(2,1)**2 - 43*K(2,1)*K(1,2) - 24*K(2,1) - 22*K(1,2) - 12); VV(52) := B211211121112 := 72 vv(53):=b211211211112 := 24*K(2,1)*( - 2*K(2,1)**3*K(1,2) - K(2,1)**3 - 12*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 22*K(2,1)*K(1,2) - 11*K(2,1) - 12*K(1,2) - 6); VV(53) := B211211211112 := 0 vv(54):=b211212112212 := 8*K(2,1)*( - 2*K(2,1)**2*K(1,2)**2 - 6*K(2,1)**2*K(1,2) - 4*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 10*K(2,1) - 3*K(1,2)**2 - 9*K(1,2) - 6); VV(54) := B211212112212 := 0 vv(55):=b211212121212 := 4*K(2,1)*( - 7*K(2,1)**2*K(1,2)**2 - 15*K(2,1)**2*K(1,2) - 8*K(2,1)**2 - 18*K(2,1)*K(1,2)**2 - 38*K(2,1)*K(1,2) - 20*K(2,1) - 11*K(1,2)**2 - 23*K(1,2) - 12); VV(55) := B211212121212 := 0 vv(56):=b211212122112 := 16*K(2,1)*( - 3*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 8*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 5*K(2,1) - 5*K(1,2)**2 - 8*K(1,2) - 3); VV(56) := B211212122112 := 0 vv(57):=b211212211212 := 6*K(2,1)*( - 6*K(2,1)**2*K(1,2)**2 - 11*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 16*K(2,1)*K(1,2)**2 - 29*K(2,1)*K(1,2) - 13*K(2,1) - 10*K(1,2)**2 - 18*K(1,2) - 8); VV(57) := B211212211212 := 0 vv(58):=b211212212112 := 6*K(2,1)*( - 10*K(2,1)**2*K(1,2)**2 - 14*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 28*K(2,1)*K(1,2)**2 - 38*K(2,1)*K(1,2) - 13*K(2,1) - 18*K(1,2)**2 - 24*K(1,2) - 8); VV(58) := B211212212112 := 36 vv(59):=b211212221112 := 12*K(2,1)*( - 6*K(2,1)**2*K(1,2)**2 - 7*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 18*K(2,1)*K(1,2)**2 - 21*K(2,1)*K(1,2) - 6*K(2,1) - 12*K(1,2)**2 - 14*K(1,2) - 4); VV(59) := B211212221112 := 72 vv(60):=b211221112212 := 24*K(2,1)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 2*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 4*K(2,1) - K(1,2)**2 - 3*K(1,2) - 2); VV(60) := B211221112212 := 0 vv(61):=b211221121212 := 8*K(2,1)*( - 4*K(2,1)**2*K(1,2)**2 - 9*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 9*K(2,1)*K(1,2)**2 - 20*K(2,1)*K(1,2) - 11*K(2,1) - 5*K(1,2)**2 - 11*K(1,2) - 6); VV(61) := B211221121212 := 0 vv(62):=b211221122112 := 8*K(2,1)*( - 7*K(2,1)**2*K(1,2)**2 - 12*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 16*K(2,1)*K(1,2)**2 - 27*K(2,1)*K(1,2) - 11*K(2,1) - 9*K(1,2)**2 - 15*K(1,2) - 6); VV(62) := B211221122112 := 0 vv(63):=b211221211212 := 16*K(2,1)*( - 2*K(2,1)**2*K(1,2)**2 - 4*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 10*K(2,1)*K(1,2) - 5*K(2,1) - 3*K(1,2)**2 - 6*K(1,2) - 3); VV(63) := B211221211212 := 0 vv(64):=b211221212112 := 16*K(2,1)*( - 3*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 8*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 5*K(2,1) - 5*K(1,2)**2 - 8*K(1,2) - 3); VV(64) := B211221212112 := 0 vv(65):=b211221221112 := 24*K(2,1)*( - 2*K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - K(2,1)**2 - 6*K(2,1)*K(1,2)**2 - 9*K(2,1)*K(1,2) - 3*K(2,1) - 4*K(1,2)**2 - 6*K(1,2) - 2); VV(65) := B211221221112 := 0 vv(66):=b211222122212 := 12*K(2,1)*( - K(2,1)*K(1,2)**3 - 6*K(2,1)*K(1,2)**2 - 11*K(2,1)*K(1,2) - 6*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); VV(66) := B211222122212 := 0 vv(67):=b211222212212 := 12*K(2,1)*( - 2*K(2,1)*K(1,2)**3 - 9*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**3 - 9*K(1,2)**2 - 13*K(1,2) - 6); VV(67) := B211222212212 := 0 vv(68):=b211222221212 := 24*K(2,1)*( - 2*K(2,1)*K(1,2)**3 - 7*K(2,1)*K(1,2)**2 - 8*K(2,1)*K(1,2) - 3*K(2,1) - 2*K(1,2)**3 - 7*K(1,2)**2 - 8*K(1,2) - 3); VV(68) := B211222221212 := 0 vv(69):=b211222222112 := 24*K(2,1)*( - 4*K(2,1)*K(1,2)**3 - 12*K(2,1)*K(1,2)**2 - 11*K(2,1)*K(1,2) - 3*K(2,1) - 4*K(1,2)**3 - 12*K(1,2)**2 - 11*K(1,2) - 3); VV(69) := B211222222112 := 0 vv(70):=b212111111212 := 24*K(2,1)*( - 2*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 9*K(2,1)**2*K(1,2) - 9*K(2,1)**2 - 13*K(2,1)*K(1,2) - 13*K(2,1) - 6*K(1,2) - 6); VV(70) := B212111111212 := 0 vv(71):=b212111112112 := 24*K(2,1)*( - 2*K(2,1)**3*K(1,2) - 2*K(2,1)**3 - 9*K(2,1)**2*K(1,2) - 9*K(2,1)**2 - 13*K(2,1)*K(1,2) - 13*K(2,1) - 6*K(1,2) - 6); VV(71) := B212111112112 := 0 vv(72):=b212111121112 := 36*K(2,1)*( - K(2,1)**3*K(1,2) - K(2,1)**3 - 5*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 8*K(2,1)*K(1,2) - 8*K(2,1) - 4*K(1,2) - 4); VV(72) := B212111121112 := 0 vv(73):=b212111211112 := 24*K(2,1)*( - K(2,1)**3*K(1,2) - K(2,1)**3 - 6*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 11*K(2,1)*K(1,2) - 11*K(2,1) - 6*K(1,2) - 6); VV(73) := B212111211112 := 0 vv(74):=b212112112212 := 8*K(2,1)*( - 2*K(2,1)**2*K(1,2)**2 - 6*K(2,1)**2*K(1,2) - 4*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 10*K(2,1) - 3*K(1,2)**2 - 9*K(1,2) - 6); VV(74) := B212112112212 := 0 vv(75):=b212112121212 := 4*K(2,1)*( - 6*K(2,1)**2*K(1,2)**2 - 14*K(2,1)**2*K(1,2) - 8*K(2,1)**2 - 15*K(2,1)*K(1,2)**2 - 35*K(2,1)*K(1,2) - 20*K(2,1) - 9*K(1,2)**2 - 21*K(1,2) - 12); VV(75) := B212112121212 := 0 vv(76):=b212112122112 := 16*K(2,1)*( - 2*K(2,1)**2*K(1,2)**2 - 4*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 10*K(2,1)*K(1,2) - 5*K(2,1) - 3*K(1,2)**2 - 6*K(1,2) - 3); VV(76) := B212112122112 := 0 vv(77):=b212112211212 := 6*K(2,1)*( - 5*K(2,1)**2*K(1,2)**2 - 10*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 13*K(2,1)*K(1,2)**2 - 26*K(2,1)*K(1,2) - 13*K(2,1) - 8*K(1,2)**2 - 16*K(1,2) - 8); VV(77) := B212112211212 := 0 vv(78):=b212112212112 := 6*K(2,1)*( - 6*K(2,1)**2*K(1,2)**2 - 11*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 16*K(2,1)*K(1,2)**2 - 29*K(2,1)*K(1,2) - 13*K(2,1) - 10*K(1,2)**2 - 18*K(1,2) - 8); VV(78) := B212112212112 := 0 vv(79):=b212112221112 := 12*K(2,1)*( - 3*K(2,1)**2*K(1,2)**2 - 5*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 9*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 6*K(2,1) - 6*K(1,2)**2 - 10*K(1,2) - 4); VV(79) := B212112221112 := 0 vv(80):=b212121112212 := 24*K(2,1)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 2*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 4*K(2,1) - K(1,2)**2 - 3*K(1,2) - 2); VV(80) := B212121112212 := 0 vv(81):=b212121121212 := 2*K(2,1)*( - 13*K(2,1)**2*K(1,2)**2 - 33*K(2,1)**2*K(1,2) - 20*K(2,1)**2 - 29*K(2,1)*K(1,2)**2 - 73*K(2,1)*K(1,2) - 44*K(2,1) - 16*K(1,2)**2 - 40*K(1,2) - 24); VV(81) := B212121121212 := 0 vv(82):=b212121122112 := 8*K(2,1)*( - 4*K(2,1)**2*K(1,2)**2 - 9*K(2,1)**2*K(1,2) - 5*K(2,1)**2 - 9*K(2,1)*K(1,2)**2 - 20*K(2,1)*K(1,2) - 11*K(2,1) - 5*K(1,2)**2 - 11*K(1,2) - 6); VV(82) := B212121122112 := 0 vv(83):=b212121211212 := 4*K(2,1)*( - 6*K(2,1)**2*K(1,2)**2 - 14*K(2,1)**2*K(1,2) - 8*K(2,1)**2 - 15*K(2,1)*K(1,2)**2 - 35*K(2,1)*K(1,2) - 20*K(2,1) - 9*K(1,2)**2 - 21*K(1,2) - 12); VV(83) := B212121211212 := 0 vv(84):=b212121212112 := 4*K(2,1)*( - 7*K(2,1)**2*K(1,2)**2 - 15*K(2,1)**2*K(1,2) - 8*K(2,1)**2 - 18*K(2,1)*K(1,2)**2 - 38*K(2,1)*K(1,2) - 20*K(2,1) - 11*K(1,2)**2 - 23*K(1,2) - 12); VV(84) := B212121212112 := 0 vv(85):=b212121221112 := 24*K(2,1)*( - K(2,1)**2*K(1,2)**2 - 2*K(2,1)**2*K(1,2) - K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 3*K(2,1) - 2*K(1,2)**2 - 4*K(1,2) - 2); VV(85) := B212121221112 := 0 vv(86):=b212122122212 := 12*K(2,1)*( - K(2,1)*K(1,2)**3 - 6*K(2,1)*K(1,2)**2 - 11*K(2,1)*K(1,2) - 6*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); VV(86) := B212122122212 := 0 vv(87):=b212122212212 := 4*K(2,1)*( - 5*K(2,1)*K(1,2)**3 - 24*K(2,1)*K(1,2)**2 - 37*K(2,1)*K(1,2) - 18*K(2,1) - 5*K(1,2)**3 - 24*K(1,2)**2 - 37*K(1,2) - 18); VV(87) := B212122212212 := 0 vv(88):=b212122221212 := 8*K(2,1)*( - 4*K(2,1)*K(1,2)**3 - 16*K(2,1)*K(1,2)**2 - 21*K(2,1)*K(1,2) - 9*K(2,1) - 4*K(1,2)**3 - 16*K(1,2)**2 - 21*K(1,2) - 9); VV(88) := B212122221212 := 0 vv(89):=b212122222112 := 24*K(2,1)*( - 2*K(2,1)*K(1,2)**3 - 7*K(2,1)*K(1,2)**2 - 8*K(2,1)*K(1,2) - 3*K(2,1) - 2*K(1,2)**3 - 7*K(1,2)**2 - 8*K(1,2) - 3); VV(89) := B212122222112 := 0 vv(90):=b212211112212 := 12*K(2,1)*( - 3*K(2,1)**2*K(1,2)**2 - 9*K(2,1)**2*K(1,2) - 6*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 10*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); VV(90) := B212211112212 := 0 vv(91):=b212211121212 := 24*K(2,1)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 2*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 4*K(2,1) - K(1,2)**2 - 3*K(1,2) - 2); VV(91) := B212211121212 := 0 vv(92):=b212211122112 := 24*K(2,1)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 2*K(2,1)*K(1,2)**2 - 6*K(2,1)*K(1,2) - 4*K(2,1) - K(1,2)**2 - 3*K(1,2) - 2); VV(92) := B212211122112 := 0 vv(93):=b212211211212 := 8*K(2,1)*( - 2*K(2,1)**2*K(1,2)**2 - 6*K(2,1)**2*K(1,2) - 4*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 10*K(2,1) - 3*K(1,2)**2 - 9*K(1,2) - 6); VV(93) := B212211211212 := 0 vv(94):=b212211212112 := 8*K(2,1)*( - 2*K(2,1)**2*K(1,2)**2 - 6*K(2,1)**2*K(1,2) - 4*K(2,1)**2 - 5*K(2,1)*K(1,2)**2 - 15*K(2,1)*K(1,2) - 10*K(2,1) - 3*K(1,2)**2 - 9*K(1,2) - 6); VV(94) := B212211212112 := 0 vv(95):=b212211221112 := 12*K(2,1)*( - K(2,1)**2*K(1,2)**2 - 3*K(2,1)**2*K(1,2) - 2*K(2,1)**2 - 3*K(2,1)*K(1,2)**2 - 9*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**2 - 6*K(1,2) - 4); VV(95) := B212211221112 := 0 vv(96):=b212212122212 := 6*K(2,1)*( - 3*K(2,1)*K(1,2)**3 - 18*K(2,1)*K(1,2)**2 - 33*K(2,1)*K(1,2) - 18*K(2,1) - 2*K(1,2)**3 - 12*K(1,2)**2 - 22*K(1,2) - 12); VV(96) := B212212122212 := 0 vv(97):=b212212212212 := 2*K(2,1)*( - 10*K(2,1)*K(1,2)**3 - 53*K(2,1)*K(1,2)**2 - 89*K(2,1)*K(1,2) - 46*K(2,1) - 8*K(1,2)**3 - 42*K(1,2)**2 - 70*K(1,2) - 36); VV(97) := B212212212212 := 0 vv(98):=b212212221212 := 4*K(2,1)*( - 5*K(2,1)*K(1,2)**3 - 24*K(2,1)*K(1,2)**2 - 37*K(2,1)*K(1,2) - 18*K(2,1) - 5*K(1,2)**3 - 24*K(1,2)**2 - 37*K(1,2) - 18); VV(98) := B212212221212 := 0 vv(99):=b212212222112 := 12*K(2,1)*( - 2*K(2,1)*K(1,2)**3 - 9*K(2,1)*K(1,2)**2 - 13*K(2,1)*K(1,2) - 6*K(2,1) - 2*K(1,2)**3 - 9*K(1,2)**2 - 13*K(1,2) - 6); VV(99) := B212212222112 := 0 vv(100):=b212221122212 := 12*K(2,1)*( - 2*K(2,1)*K(1,2)**3 - 12*K(2,1)*K(1,2)**2 - 22*K(2,1)*K(1,2) - 12*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); VV(100) := B212221122212 := 0 vv(101):=b212221212212 := 6*K(2,1)*( - 3*K(2,1)*K(1,2)**3 - 18*K(2,1)*K(1,2)**2 - 33*K(2,1)*K(1,2) - 18*K(2,1) - 2*K(1,2)**3 - 12*K(1,2)**2 - 22*K(1,2) - 12); VV(101) := B212221212212 := 0 vv(102):=b212221221212 := 12*K(2,1)*( - K(2,1)*K(1,2)**3 - 6*K(2,1)*K(1,2)**2 - 11*K(2,1)*K(1,2) - 6*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); VV(102) := B212221221212 := 0 vv(103):=b212221222112 := 12*K(2,1)*( - K(2,1)*K(1,2)**3 - 6*K(2,1)*K(1,2)**2 - 11*K(2,1)*K(1,2) - 6*K(2,1) - K(1,2)**3 - 6*K(1,2)**2 - 11*K(1,2) - 6); VV(103) := B212221222112 := 0 vv(104):=b212222222212 := 24*K(2,1)*( - K(1,2)**4 - 10*K(1,2)**3 - 35*K(1,2)**2 - 50*K(1,2) - 24); VV(104) := B212222222212 := 0 for ii:=1:104 do if v(ii) neq 0 then write("v(",ii,") =" ,v(ii)); v(1) =1 v(2) =1 v(3) =2 v(5) =V(5) v(6) =V(6) v(7) =V(7) v(8) =V(8) v(9) =4 v(18) =4 v(42) =4 for ii:=1:104 do if vv(ii) neq 0 then write("vv(",ii,") =" ,vv(ii)); vv(1) =1 vv(2) =3 vv(3) =12 vv(5) =VV(5) vv(6) =VV(6) vv(7) =VV(7) vv(8) =VV(8) vv(9) =36 vv(11) =12 vv(17) =36 vv(18) =72 vv(20) =24 vv(21) =36 vv(41) =72 vv(42) =108 vv(48) =72 vv(49) =144 vv(51) =48 vv(52) =72 vv(58) =36 vv(59) =72 shut kkatki;