#2e2_1e1p2.disc # # Here are the two factors of the discriminanr in the case of 2-planes # that meet 2 3-planes and 4 4-planes in C^6. It is a polynomial of degree #6 in the # variable x25 and the parameters s, t, u, and v. # # Constant:=4194304: Disc1:= expand((-3*t*v^2-3*s*v^2-3*u*v^2-3*s^2*v-3*u*s^2-3*t*s^2+3*u*t*v+3*u*t*s +5*v^3+5*t^3-3*t^2*v-3*t^2*s+3*t*s*v+3*u*s*v-3*u^2*s-3*u^2*v+5*u^3 -3*t^2*u-3*u^2*t+5*s^3)^2): Disc2:= 1729350*u^9*s^10*t*v^4+1368711*u^4*s^3*t^10*v^7+629748*s^10*u^4*t^6*v^4+5163507 *u^12*s^4*t^4*v^4-1150923*s^9*u^5*t^4*v^6+1289844*u^9*s*t^8*v^6+2286144*u*s^9*t ^11*v^3+629748*u^2*s^8*t^6*v^8-82902*s^5*u^3*t^7*v^9+3609810*s^10*u^4*t^5*v^5-\ 4252209*u^8*s^4*t^7*v^5-2318313*u^3*s^4*t^8*v^9-3608064*u^11*s^4*t^4*v^5-\ 3247776*u^2*s^9*t^11*v^2-1150923*u^8*s^3*t^6*v^7+1010520*u^10*s^7*t^5*v^2-\ 2784051*u^11*s*t^4*v^8-1045386*u^12*s^4*t^2*v^6+1844127*s^5*u*t^10*v^8+1289844* t^9*s^6*u^8*v+1844127*u^5*s^8*t*v^10+1729350*u^4*s^9*t^10*v-1150923*s^7*u^6*t^3 *v^8+1043928*t^10*u^10*v^4+1043928*u^2*s^8*t^12*v^2+3609810*u^7*s^8*t^2*v^7+ 3007110*u^9*s^7*t^4*v^4-3134619*u^7*s*t^6*v^10+3007110*u^4*s^9*t^7*v^4-5467437* u^9*s^2*t^7*v^6+3007110*u^5*s^3*t^8*v^8-1150923*u^3*s^8*t^6*v^7-3134619*u^2*s^6 *t^11*v^5-3608064*u*s^8*t^7*v^8-3134619*u^10*s^6*t^7*v-3247776*u^3*s^10*t*v^10-\ 3247776*u^10*s^3*t*v^10-2082024*u^3*s^5*t^12*v^4+2286144*u^3*s*t^9*v^11-82902*u ^3*s^7*t^5*v^9-2784051*u*s^8*t^4*v^11+1729350*u^2*s^3*t^8*v^11-3608064*u^4*s^4* t^11*v^5-1150923*u^4*s^5*t^9*v^6-1150923*u^6*s^8*t^3*v^7-2082024*u^4*s^5*t^12*v ^3+3609810*u^4*s^5*t^10*v^5+1345005*u^12*s^7*t^4*v-2784051*s^4*u^8*t*v^11+ 629748*u^4*s^6*t^4*v^10-1150923*u^6*s^5*t^9*v^4-734832*u^3*s^8*t^12*v-1045386*s ^12*u^2*t^4*v^6+2286144*u^9*s*t^3*v^11-793881*u*s^12*t^6*v^5-2082024*s^8*t^9*v^ 7-2318313*u^4*s^8*t^3*v^9+629748*u^6*s^8*t^2*v^8-835434*u^12*s^3*t^7*v^2-82902* s^5*u^9*t^3*v^7+1289844*u^6*s*t^9*v^8+8849438*u^6*s^6*t^3*v^9-13939944*u^6*s^7* t^5*v^6-3608064*u^4*s^5*t^11*v^4-3608064*s^5*u^11*t^4*v^4+3007110*s^5*u^3*t^8*v ^8+1844127*t^7*u^4*s^2*v^11+1010520*s^5*u^10*t^2*v^7-13939944*t^5*u^7*s^6*v^6-\ 3134619*u^6*s^5*t^11*v^2-4252209*s^5*u^4*t^7*v^8-793881*s^7*u^11*t^6+1844127*u^ 4*s^7*t^11*v^2+4613904*t^2*s^10*u^2*v^10+2380914*u^6*s*t^11*v^6-1150923*u^3*s^7 *t^8*v^6-3247776*u^3*t^10*s*v^10+2738124*u^3*s^12*t^6*v^3-5467437*t^7*u^2*s^9*v ^6+3007110*u^8*s^8*t^3*v^5+1368711*s^5*u^9*t^2*v^8+1368711*u^7*s^10*t^3*v^4+ 1010520*u^7*s^10*t^5*v^2-4252209*s^5*u^8*t^7*v^4+4613904*u^10*s^10*t^2*v^2+ 2130924*u^4*s^8*t^4*v^8+4550152*t^3*s^3*u^9*v^9-154584*t^3*s^10*u^8*v^3+1010520 *t^2*s^10*u^7*v^5-3134619*s^5*u^2*t^6*v^11-1150923*s^6*u^8*t^7*v^3+1844127*t^2* s^11*u^4*v^7-3134619*t^2*s^11*u^5*v^6-3608064*t^8*s*u^8*v^7-5467437*t^2*s^7*u^6 *v^9+3609810*t^2*s^7*u^8*v^7+5272452*u^7*s*t^7*v^9-1045386*u^6*s^12*t^4*v^2-\ 3134619*u^11*s^2*t^6*v^5-154584*u^3*s^8*t^10*v^3+1729350*u^10*s^4*t*v^9-2082024 *u^12*s^3*t^4*v^5+9815304*t^5*s^7*u^5*v^7-1160019*s^10*u^8*t^2*v^4+371790*t^11* s*u^5*v^7-2318313*t^8*s^3*u^4*v^9+5272452*u^9*t^7*s*v^7+3007110*u^3*s^8*t^5*v^8 -6551568*u^3*s^7*t^7*v^7-1160019*s^8*u^4*t^10*v^2-3134619*s^6*u^7*t^10*v+ 2380914*s^11*u^6*t*v^6-3134619*u^10*s*t^6*v^7-835434*s^12*u^3*t^7*v^2-2784051*u ^11*s^4*t^8*v+4613904*u^2*t^10*s^2*v^10-734832*u^3*t^12*s*v^8+4550152*t^9*s^9*u ^3*v^3+1729350*t^4*s*u^9*v^10+1368711*t^9*s^2*u^8*v^5-1074204*t^9*s^3*u^10*v^2+ 9815304*s^5*u^7*t^7*v^5+1729350*t^3*s^11*u^2*v^8+1368711*t^8*s^9*u^2*v^5-793881 *t^5*s*u^12*v^6-154584*t^8*s^3*u^3*v^10-1160019*t^10*s^8*u^2*v^4-1045386*u^12*s ^6*t^4*v^2+1729350*t^4*s^9*u^10*v+5272452*u^7*s^9*t^7*v+1844127*u^4*s^11*t^7*v^ 2+2130924*u^8*s^4*t^4*v^8-3247776*s*u^10*t^10*v^3+629748*u^4*s^6*t^10*v^4-\ 1160019*s^10*u^8*t^4*v^2-154584*u^9*s^4*t^2*v^9+371790*s*u^5*t^7*v^11-3134619*u ^6*s^11*t^2*v^5+53856888*u^6*s^6*t^6*v^6-82902*u^7*s^9*t^5*v^3-4252209*u^5*s^4* t^7*v^8+1844127*u^7*s^4*t^2*v^11-835434*u^7*s^2*t^12*v^3-1150923*u^4*s^6*t^9*v^ 5+629748*u^6*s^4*t^4*v^10-835434*u^12*s^2*t^7*v^3-3608064*u^11*s^4*t^5*v^4-\ 3635280*u^7*s^3*t^3*v^11-4774065*u^6*s^4*t^6*v^8-1150923*t^4*s^9*u^6*v^5-\ 1150923*s^6*u^4*t^5*v^9-2082024*u^12*s^4*t^3*v^5-3247776*u^3*s^10*t^10*v+ 4550152*u^9*s^3*t^9*v^3+1010520*u^7*s^2*t^5*v^10+1010520*t^5*u^2*s^10*v^7+ 629748*u^8*s^8*t^6*v^2-1160019*t^8*u^2*s^4*v^10-1150923*u^7*s^3*t^6*v^8-1160019 *t^4*u^2*s^8*v^10+1844127*u^11*s^7*t^2*v^4+6506766*u^2*s^6*t^10*v^6+1729350*u^ 11*s^2*t^8*v^3+1368711*u^9*s^2*t^8*v^5+5272452*u^7*s^9*t*v^7+5163507*u^4*s^12*t ^4*v^4-5467437*u^2*s^6*t^9*v^7+5272452*u^5*s^11*t^5*v^3-5467437*u^3*s^10*t^5*v^ 6+3609810*s^5*u^5*t^10*v^4-3635280*u^3*s^11*t^3*v^7-154584*t^10*u^3*s^3*v^8-\ 154584*u^2*s^9*t^9*v^4-793881*u^12*s^6*t^5*v-734832*u^8*s^3*t^12*v+2738124*u^12 *s^6*t^3*v^3-1045386*u^2*s^12*t^6*v^4-5467437*t^2*u^7*s^6*v^9+3609810*u^5*s^10* t^5*v^4+1368711*u^5*s^8*t^9*v^2-2784051*s^11*u^4*t^8*v+1010520*s^5*u^2*t^7*v^10 -1045386*u^6*s^12*t^2*v^4+8351940*u^5*s^6*t^5*v^8-5467437*u^5*s^6*t^10*v^3-\ 1150923*u^5*s^6*t^4*v^9+3609810*u^5*s^4*t^5*v^10+1368711*u^7*s^3*t^10*v^4+ 1844127*u^7*s^11*t^4*v^2-6551568*u^7*s^7*t^7*v^3-793881*u^12*s*t^6*v^5+1844127* s*t^5*u^10*v^8+2738124*s^3*u^12*t^3*v^6+2380914*u^6*s*t^6*v^11+371790*u^11*s*t^ 7*v^5-5467437*s^3*u^5*t^6*v^10+1289844*u^6*s*t^8*v^9+371790*u^7*s^5*t*v^11+ 1289844*u*s^9*t^6*v^8-1045386*u^4*s^12*t^2*v^6+1844127*u^11*s^2*t^4*v^7+1729350 *u^2*s^3*t^11*v^8-3134619*u^6*s*t^7*v^10+629748*u^10*s^4*t^4*v^6-1150923*u^5*s^ 6*t^9*v^4-82902*u^7*s^3*t^9*v^5-154584*u^8*s^3*t^10*v^3-4774065*u^8*s^6*t^4*v^6 -3608064*u^8*s^7*t^8*v+1368711*u^3*s^4*t^10*v^7+1345005*u^4*s^7*t^12*v-793881*u ^6*s^12*t*v^5+1729350*u^11*s^3*t^8*v^2-4774065*u^6*s^4*t^8*v^6-1074204*u^9*s^2* t^3*v^10-3635280*u^3*s^3*t^7*v^11+1010520*u^2*s^10*t^7*v^5+1844127*u*s^10*t^5*v ^8-4774065*u^4*s^6*t^8*v^6+1844127*s*t^8*u^5*v^10+1289844*u^6*s^8*t*v^9-2082024 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649539*u^7*s^5*t^12+236196*u^8*s^4*t^12-2082024*u^8*s^7*t^9+1345005*u^11*s^8*t^ 5-1045386*u^10*s^6*t^8+1043928*u^4*s^10*t^10+5163507*s^8*u^8*t^8-1045386*s^10*u ^6*t^8+2738124*u^9*s^9*t^6-734832*u^4*s^11*t^9-793881*s^6*t^11*v^7+1043928*s^10 *t^4*v^10-649539*t^5*s^7*v^12-649539*t^7*s^5*v^12-649539*u^7*s^5*v^12+885735*t^ 6*s^6*v^12-649539*u^5*t^7*v^12+885735*u^6*s^6*v^12+236196*u^12*t^4*v^8: nops(Disc1); nops(Disc2); quit;