SINGULAR                             /
 A Computer Algebra System for Polynomial Computations   /   version 2-0-0
                                                       0<
     by: G.-M. Greuel, G. Pfister, H. Schoenemann        \   February 2001
FB Mathematik der Universitaet, D-67653 Kaiserslautern    \
// ** loaded /usr/people/wiss/theobald/software/Singular/2-0-0/LIB/primdec.lib (1.98.2.1,2001/03/29)
// ** loaded /usr/people/wiss/theobald/software/Singular/2-0-0/LIB/matrix.lib (1.26,2001/01/18)
// ** loaded /usr/people/wiss/theobald/software/Singular/2-0-0/LIB/ring.lib (1.17,2001/01/16)
// ** loaded /usr/people/wiss/theobald/software/Singular/2-0-0/LIB/inout.lib (1.21,2001/01/16)
// ** loaded /usr/people/wiss/theobald/software/Singular/2-0-0/LIB/random.lib (1.16,2001/01/16)
// ** loaded /usr/people/wiss/theobald/software/Singular/2-0-0/LIB/poly.lib (1.33,2001/01/16)
// ** loaded /usr/people/wiss/theobald/software/Singular/2-0-0/LIB/elim.lib (1.14,2001/01/16)
// ** loaded /usr/people/wiss/theobald/software/Singular/2-0-0/LIB/general.lib (1.38.2.1,2001/04/24)
4 8
3 20
3 10
2 24
[1]:
   _[1]=(2s)*k+(s+1)*l
   _[2]=(s)*h-l
   _[3]=f+g
   _[4]=d+(s)*g
   _[5]=c-g
   _[6]=2*b+(s+1)*e
   _[7]=a+(-s)*e
   _[8]=(-2s)*g2+(s+1)*el
[2]:
   _[1]=(-2s)*k+(s+1)*l
   _[2]=(s)*h-l
   _[3]=f-g
   _[4]=d+(s)*g
   _[5]=c+g
   _[6]=2*b+(s+1)*e
   _[7]=a+(-s)*e
   _[8]=(-2s)*g2+(s+1)*el
[3]:
   _[1]=(-2s)*k+(s+1)*l
   _[2]=(s)*h-l
   _[3]=f-g
   _[4]=d+(-s)*g
   _[5]=c-g
   _[6]=2*b+(-s-1)*e
   _[7]=a+(-s)*e
   _[8]=(-2s)*g2+(s+1)*el
[4]:
   _[1]=(2s)*k+(s+1)*l
   _[2]=(s)*h-l
   _[3]=f+g
   _[4]=d+(-s)*g
   _[5]=c+g
   _[6]=2*b+(-s-1)*e
   _[7]=a+(-s)*e
   _[8]=(-2s)*g2+(s+1)*el
[5]:
   _[1]=(2s)*k+(s-1)*l
   _[2]=(s)*h+l
   _[3]=f+g
   _[4]=d+(-s)*g
   _[5]=c-g
   _[6]=2*b+(-s+1)*e
   _[7]=a+(s)*e
   _[8]=(-2s)*g2+(s-1)*el
[6]:
   _[1]=(-2s)*k+(s-1)*l
   _[2]=(s)*h+l
   _[3]=f-g
   _[4]=d+(-s)*g
   _[5]=c+g
   _[6]=2*b+(-s+1)*e
   _[7]=a+(s)*e
   _[8]=(-2s)*g2+(s-1)*el
[7]:
   _[1]=(2s)*k+(-s+1)*l
   _[2]=(s)*h+l
   _[3]=f-g
   _[4]=d+(s)*g
   _[5]=c-g
   _[6]=2*b+(s-1)*e
   _[7]=a+(s)*e
   _[8]=(-2s)*g2+(s-1)*el
[8]:
   _[1]=(-2s)*k+(-s+1)*l
   _[2]=(s)*h+l
   _[3]=f+g
   _[4]=d+(s)*g
   _[5]=c+g
   _[6]=2*b+(s-1)*e
   _[7]=a+(s)*e
   _[8]=(-2s)*g2+(s-1)*el
[9]:
   _[1]=k
   _[2]=h+l
   _[3]=g
   _[4]=f
   _[5]=c
   _[6]=b
   _[7]=a+e
   _[8]=d2+(-s2+1)*el
[10]:
   _[1]=k
   _[2]=h+l
   _[3]=g
   _[4]=f
   _[5]=d
   _[6]=b
   _[7]=a+(s2)*e
   _[8]=c2+(-s2+1)*el
[11]:
   _[1]=k
   _[2]=(s2)*h+l
   _[3]=f
   _[4]=d
   _[5]=c
   _[6]=b
   _[7]=a+e
   _[8]=(-s2)*g2+(s2-1)*el
[12]:
   _[1]=k
   _[2]=(s2)*h+l
   _[3]=g
   _[4]=d
   _[5]=c
   _[6]=b
   _[7]=a+(s2)*e
   _[8]=(s2)*f2+(-s2+1)*el
79
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