Pref::echo(FALSE):Pref::prompt(FALSE):
vars:=[a,b,c,d,e,f,g,h]:
polys:=[a+e,
a+b+c+d+e+f+g+h,
a*b+b*c+c*d+d*e+e*f+f*g+a*h+g*h,
a*b*c+b*c*d+c*d*e+d*e*f+a*b*h+a*g*h+f*g*h,
a*b*c*d+b*c*d*e+c*d*e*f+d*e*f*g+a*b*c*h+a*b*g*h+a*f*g*h+e*f*g*h,
a*b*c*d*e+b*c*d*e*f+c*d*e*f*g+a*b*c*d*h+a*b*c*g*h+a*b*f*g*h+a*e*f*g*h+d*e*f*g*h,
a*b*c*d*e*f+b*c*d*e*f*g+a*b*c*d*e*h+a*b*c*d*g*h+a*b*c*f*g*h+a*b*e*f*g*h+a*d*e*f*g*h+c*d*e*f*g*h,
a*b*c*d*e*f*g+a*b*c*d*e*f*h+a*b*c*d*e*g*h+a*b*c*d*f*g*h+a*b*c*e*f*g*h+a*b*d*e*f*g*h+a*c*d*e*f*g*h+b*c*d*e*f*g*h,
a*b^2*c^3*d^2+a*b^2*c^2*d^2*f+a*b*c^3*d^2*f+a*b*c^2*d^2*f^2+a*b^2*c^3*d*g+a*b^2*c^2*d^2*g+a*b*c^3*d^2*g+a*b^2*c^2*d*f*g+a*b*c^3*d*f*g+a*b^2*c*d^2*f*g+2*a*b*c^2*d^2*f*g+a*c^3*d^2*f*g+a*b*c^2*d*f^2*g+a*b*c*d^2*f^2*g+a*c^2*d^2*f^2*g+a*b^2*c^2*d*g^2+a*b*c^3*d*g^2+a*b*c^2*d^2*g^2+a*b^2*c*d*f*g^2+2*a*b*c^2*d*f*g^2+a*c^3*d*f*g^2+a*b*c*d^2*f*g^2+a*c^2*d^2*f*g^2+a*b*c*d*f^2*g^2+a*c^2*d*f^2*g^2+a*c*d^2*f^2*g^2+a*b*c^2*d*g^3+a*b*c*d*f*g^3+a*c^2*d*f*g^3+a*c*d*f^2*g^3+a*b^2*c^3*d*h+a*b^2*c^2*d^2*h+a*b^2*c^2*d*f*h+a*b*c^3*d*f*h+a*b^2*c*d^2*f*h+a*b*c^2*d^2*f*h+a*b*c^2*d*f^2*h+a*b*c*d^2*f^2*h+a*b^2*c^3*g*h+2*a*b^2*c^2*d*g*h+a*b*c^3*d*g*h+a*b^2*c*d^2*g*h+a*b*c^2*d^2*g*h+a*b^2*c^2*f*g*h+a*b*c^3*f*g*h+2*a*b^2*c*d*f*g*h+3*a*b*c^2*d*f*g*h+a*c^3*d*f*g*h+a*b^2*d^2*f*g*h+2*a*b*c*d^2*f*g*h+a*c^2*d^2*f*g*h+a*b*c^2*f^2*g*h+2*a*b*c*d*f^2*g*h+a*c^2*d*f^2*g*h+a*b*d^2*f^2*g*h+a*c*d^2*f^2*g*h+a*b^2*c^2*g^2*h+a*b*c^3*g^2*h+a*b^2*c*d*g^2*h+2*a*b*c^2*d*g^2*h+a*b*c*d^2*g^2*h+a*b^2*c*f*g^2*h+2*a*b*c^2*f*g^2*h+a*c^3*f*g^2*h+a*b^2*d*f*g^2*h+3*a*b*c*d*f*g^2*h+2*a*c^2*d*f*g^2*h+a*b*d^2*f*g^2*h+a*c*d^2*f*g^2*h+a*b*c*f^2*g^2*h+a*c^2*f^2*g^2*h+a*b*d*f^2*g^2*h+2*a*c*d*f^2*g^2*h+a*d^2*f^2*g^2*h+a*b*c^2*g^3*h+a*b*c*d*g^3*h+a*b*c*f*g^3*h+a*c^2*f*g^3*h+a*b*d*f*g^3*h+a*c*d*f*g^3*h+a*c*f^2*g^3*h+a*d*f^2*g^3*h+a*b^2*c^2*d*h^2+a*b^2*c*d*f*h^2+a*b*c^2*d*f*h^2+a*b*c*d*f^2*h^2+a*b^2*c^2*g*h^2+a*b^2*c*d*g*h^2+a*b*c^2*d*g*h^2+a*b^2*c*f*g*h^2+a*b*c^2*f*g*h^2+a*b^2*d*f*g*h^2+2*a*b*c*d*f*g*h^2+a*c^2*d*f*g*h^2+a*b*c*f^2*g*h^2+a*b*d*f^2*g*h^2+a*c*d*f^2*g*h^2+a*b^2*c*g^2*h^2+a*b*c^2*g^2*h^2+a*b*c*d*g^2*h^2+a*b^2*f*g^2*h^2+2*a*b*c*f*g^2*h^2+a*c^2*f*g^2*h^2+a*b*d*f*g^2*h^2+a*c*d*f*g^2*h^2+a*b*f^2*g^2*h^2+a*c*f^2*g^2*h^2+a*d*f^2*g^2*h^2+a*b*c*g^3*h^2+a*b*f*g^3*h^2+a*c*f*g^3*h^2+a*f^2*g^3*h^2-1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Bjoerk_8\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z,r]:
polys:=[x*y+z^2-1,
x^2+y^2+z^2-r^2,
x*y*z-x^2-y^2-z+1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Bronstein-86\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[r,t,x,y,z]:
polys:=[-r*t+x,
-r^2+z,
-r*t^2+y]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Buchberger-87\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[b,c2,c3,a,b3,b2,a32,b1]:
polys:=[-b-a+b3+b2+b1,
-2*b^2+2*b*a+2*c3*b3+2*c2*b2-b-1,
3*b^3-3*b^2*a+3*c3^2*b3+3*c2^2*b2+3*b^2+4*b-a,
6*b^3-6*b^2*a+6*c2*b3*a32+6*b^2-3*b*a+4*b-a,
-12*b^4+12*b^3*a+12*c2^2*b3*a32-18*b^3+12*b^2*a-14*b^2+8*b*a-b-1,
-8*b^4+8*b^3*a+8*c2*c3*b3*a32-12*b^3+4*b^2*a-14*b^2+4*b*a-3*b-1,
-4*b^4+4*b^3*a+4*c3^3*b3+4*c2^3*b2-6*b^3-10*b^2+4*b*a-b-1,
24*b^4-24*b^3*a+36*b^3-24*b^2*a+26*b^2-8*b*a+7*b+1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Butcher\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z,t]:
polys:=[2*y*z*t+x*t^2-x-2*z,
y^2*z+2*x*y*t-2*x-z,
-x*z^3+4*y*z^2*t+4*x*z*t^2+2*y*t^3+4*x*z+4*z^2-10*y*t-10*t^2+2,
-x^3*z+4*x*y^2*z+4*x^2*y*t+2*y^3*t+4*x^2-10*y^2+4*x*z-10*y*t+2]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Caprasse\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[b,c,d,e]:
polys:=[-4*b^2*c^2+4*b^2*c*d-3*b^2*d^2+22*c*e-22*d*e+261,
-15*b^2*c^3*e+15*b^2*c^2*d*e-81*b^2*c^2+216*b^2*c*d-162*b^2*d^2+40*c^2*e^2-80*c*d*e^2+40*d^2*e^2+1008*c*e-1008*d*e+5184,
6*b^4*c^3+21*b^4*c^2*d+15*b^4*c*d^2+9*b^4*d^3-8*b^2*c^2*e-28*b^2*c*d*e+36*b^2*d^2*e-144*b^2*c-648*b^2*d-120,
9*b^4*c^4+30*b^4*c^3*d+39*b^4*c^2*d^2+18*b^4*c*d^3-24*b^2*c^3*e-16*b^2*c^2*d*e+16*b^2*c*d^2*e+24*b^2*d^3*e-432*b^2*c^2-720*b^2*c*d-432*b^2*d^2+16*c^2*e^2-32*c*d*e^2+16*d^2*e^2+576*c*e-576*d*e-240*c+5184]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cassou\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[t,x,y,z]:
polys:=[-x^3*y^2+2*x^2*y^2*z-x^2*y*z^2-144*x^2*y^2-207*x^2*y*z+288*x*y^2*z+78*x*y*z^2+x*z^3-3456*x^2*y-5184*x*y^2-9504*x*y*z-432*x*z^2-248832*x*y+62208*x*z-2985984*x,
-t^2*x^3*z+5*t^2*x^2*z^2+32*t^2*x^3-72*t^2*x^2*z-6*t*x^3*z-87*t^2*x*z^2-t^2*z^3+2592*t^2*x*z-432*t*x^2*z-8*x^3*z+864*t^2*z^2-414*t*x*z^2-186624*t^2*z-20736*t*x*z-1728*x^2*z+3456*t*z^2-1492992*t*z-124416*x*z-2985984*z,
t^3*y^3-t^3*y^2*z+72*t^3*y^2+4*t^2*y^3+71*t^3*y*z-2*t^2*y^2*z+1728*t^3*y+288*t^2*y^2-464*t^3*z+360*t^2*y*z+6*t^2*z^2+13824*t^3+6912*t^2*y-4320*t^2*z+432*t*y*z+8*t*z^2+55296*t^2-13824*t*z+z^2-13824*z,
t^3*x^2*y-2*t^3*x*y^2+t^3*y^3-24*t^3*x*y+8*t^2*x^2*y+24*t^3*y^2-12*t^2*x*y^2+4*t^2*y^3+128*t^3*x-160*t^2*x*y+20*t*x^2*y+96*t^2*y^2-20*t*x*y^2+2304*t^2*x+96*t*x*y+16*x^2*y+13824*t*x+1152*x*y+27648*x]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cohn_2\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,x8,x9,x10,u,v]:
polys:=[-2142757034*u^20-116087764*u^19*v-1869470124*u^18*v^2-155324914*u^17*v^3-8936987*u^16*v^4-1982275856*u^15*v^5-1275373743*u^14*v^6-387346491*u^13*v^7-350322227*u^12*v^8-841148365*u^11*v^9-1960709859*u^10*v^10-1760281936*u^9*v^11-771151432*u^8*v^12-1186452551*u^7*v^13-1244316437*u^6*v^14-971899228*u^5*v^15-1476153275*u^4*v^16-213975407*u^3*v^17-1139901474*u^2*v^18-1626276121*u*v^19-653468858*v^20+x8,
-2130794395*u^20-1239036029*u^19*v-1884661237*u^18*v^2-1605908235*u^17*v^3-1350573793*u^16*v^4-76065818*u^15*v^5-1605894428*u^14*v^6-1789366143*u^13*v^7-1987231011*u^12*v^8-1875335928*u^11*v^9-1784639529*u^10*v^10-2103318776*u^9*v^11-1597322404*u^8*v^12-1939964443*u^7*v^13-2112255763*u^6*v^14-1432114613*u^5*v^15-1067854538*u^4*v^16-352118606*u^3*v^17-1782436840*u^2*v^18-1909002904*u*v^19-165344818*v^20+x9,
-1892066601*u^20-1376710097*u^19*v-927612902*u^18*v^2-1330573317*u^17*v^3-603570492*u^16*v^4-1687926652*u^15*v^5-660260756*u^14*v^6-959997301*u^13*v^7-485560280*u^12*v^8-402724286*u^11*v^9-593209441*u^10*v^10-1194953865*u^9*v^11-894429689*u^8*v^12-364228444*u^7*v^13-1947346619*u^6*v^14-221558440*u^5*v^15-270744729*u^4*v^16-1063958031*u^3*v^17-1633108117*u^2*v^18-2114738097*u*v^19-2007905771*v^20+x5,
-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-1780695788*u^20-709393584*u^19*v-491705403*u^18*v^2-1918502651*u^17*v^3-752392754*u^16*v^4-1474612399*u^15*v^5-2053999932*u^14*v^6-1264095060*u^13*v^7-1411549676*u^12*v^8-1843993368*u^11*v^9-943947739*u^10*v^10-1984210012*u^9*v^11-855636226*u^8*v^12-1749698586*u^7*v^13-1469348094*u^6*v^14-1956297539*u^5*v^15-1036140795*u^4*v^16-463480570*u^3*v^17-2040651434*u^2*v^18-1975960378*u*v^19-317097467*v^20+x4,
-1573363368*u^20-1409959708*u^19*v-2077486715*u^18*v^2-1373226340*u^17*v^3-1631518149*u^16*v^4-200747796*u^15*v^5-289700723*u^14*v^6-1117142618*u^13*v^7-168002245*u^12*v^8-150122846*u^11*v^9-439493451*u^10*v^10-990892921*u^9*v^11-1760243555*u^8*v^12-1231192379*u^7*v^13-1622597488*u^6*v^14-111537764*u^5*v^15-338888228*u^4*v^16-2147469841*u^3*v^17-438792350*u^2*v^18-1911165193*u*v^19-269441500*v^20+x7,
-1469834481*u^20-822890675*u^19*v-1610120709*u^18*v^2-791698927*u^17*v^3-631704567*u^16*v^4-498777856*u^15*v^5-1255179497*u^14*v^6-524872353*u^13*v^7-327254586*u^12*v^8-1572276965*u^11*v^9-269455306*u^10*v^10-1703964683*u^9*v^11-352406219*u^8*v^12-1600028624*u^7*v^13-160051528*u^6*v^14-2040332871*u^5*v^15-112805732*u^4*v^16-1120048829*u^3*v^17-378409503*u^2*v^18-515530019*u*v^19-1713258270*v^20+x6,
-1395235128*u^20-532670688*u^19*v-1351797369*u^18*v^2-492067917*u^17*v^3-1504569917*u^16*v^4-680466996*u^15*v^5-706043324*u^14*v^6-496987743*u^13*v^7-159259470*u^12*v^8-1359512183*u^11*v^9-480298490*u^10*v^10-1398295499*u^9*v^11-1096689772*u^8*v^12-2086206725*u^7*v^13-601385644*u^6*v^14-1172755590*u^5*v^15-1544617505*u^4*v^16-243268139*u^3*v^17-1012502954*u^2*v^18-1272469786*u*v^19-2027907669*v^20+x10,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve10_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,x8,x9,x10,u,v]:
polys:=[-2114738097*u^30-2007905771*u^29*v-1469834481*u^28*v^2-822890675*u^27*v^3-1610120709*u^26*v^4-791698927*u^25*v^5-631704567*u^24*v^6-498777856*u^23*v^7-1255179497*u^22*v^8-524872353*u^21*v^9-327254586*u^20*v^10-1572276965*u^19*v^11-269455306*u^18*v^12-1703964683*u^17*v^13-352406219*u^16*v^14-1600028624*u^15*v^15-160051528*u^14*v^16-2040332871*u^13*v^17-112805732*u^12*v^18-1120048829*u^11*v^19-378409503*u^10*v^20-515530019*u^9*v^21-1713258270*u^8*v^22-1573363368*u^7*v^23-1409959708*u^6*v^24-2077486715*u^5*v^25-1373226340*u^4*v^26-1631518149*u^3*v^27-200747796*u^2*v^28-289700723*u*v^29-1117142618*v^30+x4,
-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1,
-1139901474*u^30-1626276121*u^29*v-653468858*u^28*v^2-2130794395*u^27*v^3-1239036029*u^26*v^4-1884661237*u^25*v^5-1605908235*u^24*v^6-1350573793*u^23*v^7-76065818*u^22*v^8-1605894428*u^21*v^9-1789366143*u^20*v^10-1987231011*u^19*v^11-1875335928*u^18*v^12-1784639529*u^17*v^13-2103318776*u^16*v^14-1597322404*u^15*v^15-1939964443*u^14*v^16-2112255763*u^13*v^17-1432114613*u^12*v^18-1067854538*u^11*v^19-352118606*u^10*v^20-1782436840*u^9*v^21-1909002904*u^8*v^22-165344818*u^7*v^23-1395235128*u^6*v^24-532670688*u^5*v^25-1351797369*u^4*v^26-492067917*u^3*v^27-1504569917*u^2*v^28-680466996*u*v^29-706043324*v^30+x6,
-995706887*u^30-1823089412*u^29*v-1065103348*u^28*v^2-625032172*u^27*v^3-387451659*u^26*v^4-1469262009*u^25*v^5-1562402336*u^24*v^6-298625210*u^23*v^7-1295166342*u^22*v^8-1057467587*u^21*v^9-1799878206*u^20*v^10-1555319301*u^19*v^11-382697713*u^18*v^12-476667372*u^17*v^13-1070575321*u^16*v^14-260401255*u^15*v^15-296864819*u^14*v^16-774044599*u^13*v^17-697517721*u^12*v^18-2001229904*u^11*v^19-1950955939*u^10*v^20-1335939811*u^9*v^21-1797073940*u^8*v^22-1756915667*u^7*v^23-1065311705*u^6*v^24-719346228*u^5*v^25-846811127*u^4*v^26-1414829150*u^3*v^27-1307565984*u^2*v^28-555996658*u*v^29-324763920*v^30+x10,
-889023311*u^30-1494613810*u^29*v-1447267605*u^28*v^2-1369321801*u^27*v^3-745425661*u^26*v^4-396473730*u^25*v^5-1308044878*u^24*v^6-1346811305*u^23*v^7-1569229320*u^22*v^8-705178736*u^21*v^9-1590079444*u^20*v^10-434248626*u^19*v^11-1977648522*u^18*v^12-1470503465*u^17*v^13-1402586708*u^16*v^14-552473416*u^15*v^15-1143408282*u^14*v^16-188213258*u^13*v^17-559412924*u^12*v^18-1884167637*u^11*v^19-1473442062*u^10*v^20-201305624*u^9*v^21-238962600*u^8*v^22-776532036*u^7*v^23-1238433452*u^6*v^24-1273911899*u^5*v^25-1431419379*u^4*v^26-620145550*u^3*v^27-1665947468*u^2*v^28-619290071*u*v^29-707900973*v^30+x8,
-496987743*u^30-159259470*u^29*v-1359512183*u^28*v^2-480298490*u^27*v^3-1398295499*u^26*v^4-1096689772*u^25*v^5-2086206725*u^24*v^6-601385644*u^23*v^7-1172755590*u^22*v^8-1544617505*u^21*v^9-243268139*u^20*v^10-1012502954*u^19*v^11-1272469786*u^18*v^12-2027907669*u^17*v^13-968338082*u^16*v^14-722308542*u^15*v^15-1820388464*u^14*v^16-933110197*u^13*v^17-6939507*u^12*v^18-740759355*u^11*v^19-1285228804*u^10*v^20-1789376348*u^9*v^21-502278611*u^8*v^22-1450573622*u^7*v^23-1037127828*u^6*v^24-1034949299*u^5*v^25-654887343*u^4*v^26-1529195746*u^3*v^27-392035568*u^2*v^28-1335354340*u*v^29-87755422*v^30+x7,
-407487131*u^30-2113903881*u^29*v-7684930*u^28*v^2-1776808933*u^27*v^3-711845894*u^26*v^4-404158660*u^25*v^5-937370163*u^24*v^6-2058657199*u^23*v^7-1973387981*u^22*v^8-1642548899*u^21*v^9-1501252996*u^20*v^10-260152959*u^19*v^11-1472713773*u^18*v^12-824272813*u^17*v^13-1662739668*u^16*v^14-2025187190*u^15*v^15-1967681095*u^14*v^16-1850952926*u^13*v^17-437116466*u^12*v^18-1704365084*u^11*v^19-1176911340*u^10*v^20-638422090*u^9*v^21-1943327684*u^8*v^22-1953443376*u^7*v^23-1876855542*u^6*v^24-1069755936*u^5*v^25-1237379107*u^4*v^26-349517445*u^3*v^27-588219756*u^2*v^28-1856669179*u*v^29-1057418418*v^30+x9,
-168002245*u^30-150122846*u^29*v-439493451*u^28*v^2-990892921*u^27*v^3-1760243555*u^26*v^4-1231192379*u^25*v^5-1622597488*u^24*v^6-111537764*u^23*v^7-338888228*u^22*v^8-2147469841*u^21*v^9-438792350*u^20*v^10-1911165193*u^19*v^11-269441500*u^18*v^12-2142757034*u^17*v^13-116087764*u^16*v^14-1869470124*u^15*v^15-155324914*u^14*v^16-8936987*u^13*v^17-1982275856*u^12*v^18-1275373743*u^11*v^19-387346491*u^10*v^20-350322227*u^9*v^21-841148365*u^8*v^22-1960709859*u^7*v^23-1760281936*u^6*v^24-771151432*u^5*v^25-1186452551*u^4*v^26-1244316437*u^3*v^27-971899228*u^2*v^28-1476153275*u*v^29-213975407*v^30+x5]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve10_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,x8,x9,x10,x11,x12,x13,x14,x15,u,v]:
polys:=[-2142757034*u^20-116087764*u^19*v-1869470124*u^18*v^2-155324914*u^17*v^3-8936987*u^16*v^4-1982275856*u^15*v^5-1275373743*u^14*v^6-387346491*u^13*v^7-350322227*u^12*v^8-841148365*u^11*v^9-1960709859*u^10*v^10-1760281936*u^9*v^11-771151432*u^8*v^12-1186452551*u^7*v^13-1244316437*u^6*v^14-971899228*u^5*v^15-1476153275*u^4*v^16-213975407*u^3*v^17-1139901474*u^2*v^18-1626276121*u*v^19-653468858*v^20+x8,
-2130794395*u^20-1239036029*u^19*v-1884661237*u^18*v^2-1605908235*u^17*v^3-1350573793*u^16*v^4-76065818*u^15*v^5-1605894428*u^14*v^6-1789366143*u^13*v^7-1987231011*u^12*v^8-1875335928*u^11*v^9-1784639529*u^10*v^10-2103318776*u^9*v^11-1597322404*u^8*v^12-1939964443*u^7*v^13-2112255763*u^6*v^14-1432114613*u^5*v^15-1067854538*u^4*v^16-352118606*u^3*v^17-1782436840*u^2*v^18-1909002904*u*v^19-165344818*v^20+x9,
-2025187190*u^20-1967681095*u^19*v-1850952926*u^18*v^2-437116466*u^17*v^3-1704365084*u^16*v^4-1176911340*u^15*v^5-638422090*u^14*v^6-1943327684*u^13*v^7-1953443376*u^12*v^8-1876855542*u^11*v^9-1069755936*u^10*v^10-1237379107*u^9*v^11-349517445*u^8*v^12-588219756*u^7*v^13-1856669179*u^6*v^14-1057418418*u^5*v^15-995706887*u^4*v^16-1823089412*u^3*v^17-1065103348*u^2*v^18-625032172*u*v^19-387451659*v^20+x14,
-1892066601*u^20-1376710097*u^19*v-927612902*u^18*v^2-1330573317*u^17*v^3-603570492*u^16*v^4-1687926652*u^15*v^5-660260756*u^14*v^6-959997301*u^13*v^7-485560280*u^12*v^8-402724286*u^11*v^9-593209441*u^10*v^10-1194953865*u^9*v^11-894429689*u^8*v^12-364228444*u^7*v^13-1947346619*u^6*v^14-221558440*u^5*v^15-270744729*u^4*v^16-1063958031*u^3*v^17-1633108117*u^2*v^18-2114738097*u*v^19-2007905771*v^20+x5,
-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-1780695788*u^20-709393584*u^19*v-491705403*u^18*v^2-1918502651*u^17*v^3-752392754*u^16*v^4-1474612399*u^15*v^5-2053999932*u^14*v^6-1264095060*u^13*v^7-1411549676*u^12*v^8-1843993368*u^11*v^9-943947739*u^10*v^10-1984210012*u^9*v^11-855636226*u^8*v^12-1749698586*u^7*v^13-1469348094*u^6*v^14-1956297539*u^5*v^15-1036140795*u^4*v^16-463480570*u^3*v^17-2040651434*u^2*v^18-1975960378*u*v^19-317097467*v^20+x4,
-1573363368*u^20-1409959708*u^19*v-2077486715*u^18*v^2-1373226340*u^17*v^3-1631518149*u^16*v^4-200747796*u^15*v^5-289700723*u^14*v^6-1117142618*u^13*v^7-168002245*u^12*v^8-150122846*u^11*v^9-439493451*u^10*v^10-990892921*u^9*v^11-1760243555*u^8*v^12-1231192379*u^7*v^13-1622597488*u^6*v^14-111537764*u^5*v^15-338888228*u^4*v^16-2147469841*u^3*v^17-438792350*u^2*v^18-1911165193*u*v^19-269441500*v^20+x7,
-1469834481*u^20-822890675*u^19*v-1610120709*u^18*v^2-791698927*u^17*v^3-631704567*u^16*v^4-498777856*u^15*v^5-1255179497*u^14*v^6-524872353*u^13*v^7-327254586*u^12*v^8-1572276965*u^11*v^9-269455306*u^10*v^10-1703964683*u^9*v^11-352406219*u^8*v^12-1600028624*u^7*v^13-160051528*u^6*v^14-2040332871*u^5*v^15-112805732*u^4*v^16-1120048829*u^3*v^17-378409503*u^2*v^18-515530019*u*v^19-1713258270*v^20+x6,
-1469262009*u^20-1562402336*u^19*v-298625210*u^18*v^2-1295166342*u^17*v^3-1057467587*u^16*v^4-1799878206*u^15*v^5-1555319301*u^14*v^6-382697713*u^13*v^7-476667372*u^12*v^8-1070575321*u^11*v^9-260401255*u^10*v^10-296864819*u^9*v^11-774044599*u^8*v^12-697517721*u^7*v^13-2001229904*u^6*v^14-1950955939*u^5*v^15-1335939811*u^4*v^16-1797073940*u^3*v^17-1756915667*u^2*v^18-1065311705*u*v^19-719346228*v^20+x15,
-1395235128*u^20-532670688*u^19*v-1351797369*u^18*v^2-492067917*u^17*v^3-1504569917*u^16*v^4-680466996*u^15*v^5-706043324*u^14*v^6-496987743*u^13*v^7-159259470*u^12*v^8-1359512183*u^11*v^9-480298490*u^10*v^10-1398295499*u^9*v^11-1096689772*u^8*v^12-2086206725*u^7*v^13-601385644*u^6*v^14-1172755590*u^5*v^15-1544617505*u^4*v^16-243268139*u^3*v^17-1012502954*u^2*v^18-1272469786*u*v^19-2027907669*v^20+x10,
-1273911899*u^20-1431419379*u^19*v-620145550*u^18*v^2-1665947468*u^17*v^3-619290071*u^16*v^4-707900973*u^15*v^5-407487131*u^14*v^6-2113903881*u^13*v^7-7684930*u^12*v^8-1776808933*u^11*v^9-711845894*u^10*v^10-404158660*u^9*v^11-937370163*u^8*v^12-2058657199*u^7*v^13-1973387981*u^6*v^14-1642548899*u^5*v^15-1501252996*u^4*v^16-260152959*u^3*v^17-1472713773*u^2*v^18-824272813*u*v^19-1662739668*v^20+x13,
-968338082*u^20-722308542*u^19*v-1820388464*u^18*v^2-933110197*u^17*v^3-6939507*u^16*v^4-740759355*u^15*v^5-1285228804*u^14*v^6-1789376348*u^13*v^7-502278611*u^12*v^8-1450573622*u^11*v^9-1037127828*u^10*v^10-1034949299*u^9*v^11-654887343*u^8*v^12-1529195746*u^7*v^13-392035568*u^6*v^14-1335354340*u^5*v^15-87755422*u^4*v^16-889023311*u^3*v^17-1494613810*u^2*v^18-1447267605*u*v^19-1369321801*v^20+x11,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-745425661*u^20-396473730*u^19*v-1308044878*u^18*v^2-1346811305*u^17*v^3-1569229320*u^16*v^4-705178736*u^15*v^5-1590079444*u^14*v^6-434248626*u^13*v^7-1977648522*u^12*v^8-1470503465*u^11*v^9-1402586708*u^10*v^10-552473416*u^9*v^11-1143408282*u^8*v^12-188213258*u^7*v^13-559412924*u^6*v^14-1884167637*u^5*v^15-1473442062*u^4*v^16-201305624*u^3*v^17-238962600*u^2*v^18-776532036*u*v^19-1238433452*v^20+x12,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve15_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,x8,x9,x10,x11,x12,x13,x14,x15,u,v]:
polys:=[-2114738097*u^30-2007905771*u^29*v-1469834481*u^28*v^2-822890675*u^27*v^3-1610120709*u^26*v^4-791698927*u^25*v^5-631704567*u^24*v^6-498777856*u^23*v^7-1255179497*u^22*v^8-524872353*u^21*v^9-327254586*u^20*v^10-1572276965*u^19*v^11-269455306*u^18*v^12-1703964683*u^17*v^13-352406219*u^16*v^14-1600028624*u^15*v^15-160051528*u^14*v^16-2040332871*u^13*v^17-112805732*u^12*v^18-1120048829*u^11*v^19-378409503*u^10*v^20-515530019*u^9*v^21-1713258270*u^8*v^22-1573363368*u^7*v^23-1409959708*u^6*v^24-2077486715*u^5*v^25-1373226340*u^4*v^26-1631518149*u^3*v^27-200747796*u^2*v^28-289700723*u*v^29-1117142618*v^30+x4,
-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1,
-1139901474*u^30-1626276121*u^29*v-653468858*u^28*v^2-2130794395*u^27*v^3-1239036029*u^26*v^4-1884661237*u^25*v^5-1605908235*u^24*v^6-1350573793*u^23*v^7-76065818*u^22*v^8-1605894428*u^21*v^9-1789366143*u^20*v^10-1987231011*u^19*v^11-1875335928*u^18*v^12-1784639529*u^17*v^13-2103318776*u^16*v^14-1597322404*u^15*v^15-1939964443*u^14*v^16-2112255763*u^13*v^17-1432114613*u^12*v^18-1067854538*u^11*v^19-352118606*u^10*v^20-1782436840*u^9*v^21-1909002904*u^8*v^22-165344818*u^7*v^23-1395235128*u^6*v^24-532670688*u^5*v^25-1351797369*u^4*v^26-492067917*u^3*v^27-1504569917*u^2*v^28-680466996*u*v^29-706043324*v^30+x6,
-1137949908*u^30-1277849958*u^29*v-777210498*u^28*v^2-653448036*u^27*v^3-1908518808*u^26*v^4-1023457753*u^25*v^5-364686248*u^24*v^6-1309383303*u^23*v^7-1129033333*u^22*v^8-1329132133*u^21*v^9-1280321648*u^20*v^10-501772890*u^19*v^11-1781999754*u^18*v^12-150517567*u^17*v^13-212251746*u^16*v^14-1983690368*u^15*v^15-364319529*u^14*v^16-1034514500*u^13*v^17-484238046*u^12*v^18-1775473788*u^11*v^19-624549797*u^10*v^20-767066249*u^9*v^21-1886086990*u^8*v^22-739273303*u^7*v^23-1750003033*u^6*v^24-1415505363*u^5*v^25-78012497*u^4*v^26-552910253*u^3*v^27-1671294892*u^2*v^28-1344247686*u*v^29-1795519125*v^30+x13,
-995706887*u^30-1823089412*u^29*v-1065103348*u^28*v^2-625032172*u^27*v^3-387451659*u^26*v^4-1469262009*u^25*v^5-1562402336*u^24*v^6-298625210*u^23*v^7-1295166342*u^22*v^8-1057467587*u^21*v^9-1799878206*u^20*v^10-1555319301*u^19*v^11-382697713*u^18*v^12-476667372*u^17*v^13-1070575321*u^16*v^14-260401255*u^15*v^15-296864819*u^14*v^16-774044599*u^13*v^17-697517721*u^12*v^18-2001229904*u^11*v^19-1950955939*u^10*v^20-1335939811*u^9*v^21-1797073940*u^8*v^22-1756915667*u^7*v^23-1065311705*u^6*v^24-719346228*u^5*v^25-846811127*u^4*v^26-1414829150*u^3*v^27-1307565984*u^2*v^28-555996658*u*v^29-324763920*v^30+x10,
-889023311*u^30-1494613810*u^29*v-1447267605*u^28*v^2-1369321801*u^27*v^3-745425661*u^26*v^4-396473730*u^25*v^5-1308044878*u^24*v^6-1346811305*u^23*v^7-1569229320*u^22*v^8-705178736*u^21*v^9-1590079444*u^20*v^10-434248626*u^19*v^11-1977648522*u^18*v^12-1470503465*u^17*v^13-1402586708*u^16*v^14-552473416*u^15*v^15-1143408282*u^14*v^16-188213258*u^13*v^17-559412924*u^12*v^18-1884167637*u^11*v^19-1473442062*u^10*v^20-201305624*u^9*v^21-238962600*u^8*v^22-776532036*u^7*v^23-1238433452*u^6*v^24-1273911899*u^5*v^25-1431419379*u^4*v^26-620145550*u^3*v^27-1665947468*u^2*v^28-619290071*u*v^29-707900973*v^30+x8,
-882160379*u^30-11614769*u^29*v-1682085273*u^28*v^2-1662981776*u^27*v^3-630668850*u^26*v^4-246247255*u^25*v^5-1858721860*u^24*v^6-1548348142*u^23*v^7-105575579*u^22*v^8-964445884*u^21*v^9-2118421993*u^20*v^10-1520223205*u^19*v^11-452867621*u^18*v^12-1017679567*u^17*v^13-1857962504*u^16*v^14-201690613*u^15*v^15-213801961*u^14*v^16-822262754*u^13*v^17-648031326*u^12*v^18-1411154259*u^11*v^19-1737518944*u^10*v^20-282828202*u^9*v^21-110613202*u^8*v^22-114723506*u^7*v^23-982936784*u^6*v^24-1676902021*u^5*v^25-1486222842*u^4*v^26-950390868*u^3*v^27-255789528*u^2*v^28-1266235189*u*v^29-1242608872*v^30+x12,
-661761152*u^30-474613996*u^29*v-425245975*u^28*v^2-1315209188*u^27*v^3-235649157*u^26*v^4-1448703729*u^25*v^5-1679895436*u^24*v^6-1545032460*u^23*v^7-430253414*u^22*v^8-861543921*u^21*v^9-677870460*u^20*v^10-932026304*u^19*v^11-496060028*u^18*v^12-828388027*u^17*v^13-1144278050*u^16*v^14-332266748*u^15*v^15-1192707556*u^14*v^16-31308902*u^13*v^17-816504794*u^12*v^18-820697697*u^11*v^19-655858699*u^10*v^20-1583571043*u^9*v^21-559301039*u^8*v^22-1395132002*u^7*v^23-1186090428*u^6*v^24-1974806403*u^5*v^25-1473144500*u^4*v^26-1739000681*u^3*v^27-1498617647*u^2*v^28-669908538*u*v^29-1387036159*v^30+x14,
-496987743*u^30-159259470*u^29*v-1359512183*u^28*v^2-480298490*u^27*v^3-1398295499*u^26*v^4-1096689772*u^25*v^5-2086206725*u^24*v^6-601385644*u^23*v^7-1172755590*u^22*v^8-1544617505*u^21*v^9-243268139*u^20*v^10-1012502954*u^19*v^11-1272469786*u^18*v^12-2027907669*u^17*v^13-968338082*u^16*v^14-722308542*u^15*v^15-1820388464*u^14*v^16-933110197*u^13*v^17-6939507*u^12*v^18-740759355*u^11*v^19-1285228804*u^10*v^20-1789376348*u^9*v^21-502278611*u^8*v^22-1450573622*u^7*v^23-1037127828*u^6*v^24-1034949299*u^5*v^25-654887343*u^4*v^26-1529195746*u^3*v^27-392035568*u^2*v^28-1335354340*u*v^29-87755422*v^30+x7,
-407487131*u^30-2113903881*u^29*v-7684930*u^28*v^2-1776808933*u^27*v^3-711845894*u^26*v^4-404158660*u^25*v^5-937370163*u^24*v^6-2058657199*u^23*v^7-1973387981*u^22*v^8-1642548899*u^21*v^9-1501252996*u^20*v^10-260152959*u^19*v^11-1472713773*u^18*v^12-824272813*u^17*v^13-1662739668*u^16*v^14-2025187190*u^15*v^15-1967681095*u^14*v^16-1850952926*u^13*v^17-437116466*u^12*v^18-1704365084*u^11*v^19-1176911340*u^10*v^20-638422090*u^9*v^21-1943327684*u^8*v^22-1953443376*u^7*v^23-1876855542*u^6*v^24-1069755936*u^5*v^25-1237379107*u^4*v^26-349517445*u^3*v^27-588219756*u^2*v^28-1856669179*u*v^29-1057418418*v^30+x9,
-168002245*u^30-150122846*u^29*v-439493451*u^28*v^2-990892921*u^27*v^3-1760243555*u^26*v^4-1231192379*u^25*v^5-1622597488*u^24*v^6-111537764*u^23*v^7-338888228*u^22*v^8-2147469841*u^21*v^9-438792350*u^20*v^10-1911165193*u^19*v^11-269441500*u^18*v^12-2142757034*u^17*v^13-116087764*u^16*v^14-1869470124*u^15*v^15-155324914*u^14*v^16-8936987*u^13*v^17-1982275856*u^12*v^18-1275373743*u^11*v^19-387346491*u^10*v^20-350322227*u^9*v^21-841148365*u^8*v^22-1960709859*u^7*v^23-1760281936*u^6*v^24-771151432*u^5*v^25-1186452551*u^4*v^26-1244316437*u^3*v^27-971899228*u^2*v^28-1476153275*u*v^29-213975407*v^30+x5,
-155789224*u^30-231602422*u^29*v-1389867269*u^28*v^2-780821396*u^27*v^3-619054081*u^26*v^4-711645630*u^25*v^5-195740084*u^24*v^6-917679292*u^23*v^7-2006811972*u^22*v^8-1253207672*u^21*v^9-570073850*u^20*v^10-1414647625*u^19*v^11-1635905385*u^18*v^12-1046741222*u^17*v^13-337739299*u^16*v^14-1896306640*u^15*v^15-1343606042*u^14*v^16-1111783898*u^13*v^17-446340713*u^12*v^18-1197352298*u^11*v^19-915256190*u^10*v^20-1782280524*u^9*v^21-846942590*u^8*v^22-524688209*u^7*v^23-700108581*u^6*v^24-1566288819*u^5*v^25-1371499336*u^4*v^26-2114937732*u^3*v^27-726371155*u^2*v^28-1927495994*u*v^29-292218004*v^30+x11,
-12895151*u^30-1144522535*u^29*v-1812282134*u^28*v^2-1328104339*u^27*v^3-1380171692*u^26*v^4-1113502215*u^25*v^5-860516127*u^24*v^6-777720504*u^23*v^7-1543755629*u^22*v^8-1722060049*u^21*v^9-1455590964*u^20*v^10-328298285*u^19*v^11-70636429*u^18*v^12-136495343*u^17*v^13-1472576335*u^16*v^14-402903177*u^15*v^15-1329202900*u^14*v^16-1503885238*u^13*v^17-1219407971*u^12*v^18-2416949*u^11*v^19-12260289*u^10*v^20-655495367*u^9*v^21-561717988*u^8*v^22-1407392292*u^7*v^23-1841585795*u^6*v^24-389040743*u^5*v^25-733053144*u^4*v^26-1433102829*u^3*v^27-1887658390*u^2*v^28-1402961682*u*v^29-672655340*v^30+x15]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve15_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,u,v]:
polys:=[-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve3_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,u,v]:
polys:=[-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve3_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,u,v]:
polys:=[-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-1780695788*u^20-709393584*u^19*v-491705403*u^18*v^2-1918502651*u^17*v^3-752392754*u^16*v^4-1474612399*u^15*v^5-2053999932*u^14*v^6-1264095060*u^13*v^7-1411549676*u^12*v^8-1843993368*u^11*v^9-943947739*u^10*v^10-1984210012*u^9*v^11-855636226*u^8*v^12-1749698586*u^7*v^13-1469348094*u^6*v^14-1956297539*u^5*v^15-1036140795*u^4*v^16-463480570*u^3*v^17-2040651434*u^2*v^18-1975960378*u*v^19-317097467*v^20+x4,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve4_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,u,v]:
polys:=[-2114738097*u^30-2007905771*u^29*v-1469834481*u^28*v^2-822890675*u^27*v^3-1610120709*u^26*v^4-791698927*u^25*v^5-631704567*u^24*v^6-498777856*u^23*v^7-1255179497*u^22*v^8-524872353*u^21*v^9-327254586*u^20*v^10-1572276965*u^19*v^11-269455306*u^18*v^12-1703964683*u^17*v^13-352406219*u^16*v^14-1600028624*u^15*v^15-160051528*u^14*v^16-2040332871*u^13*v^17-112805732*u^12*v^18-1120048829*u^11*v^19-378409503*u^10*v^20-515530019*u^9*v^21-1713258270*u^8*v^22-1573363368*u^7*v^23-1409959708*u^6*v^24-2077486715*u^5*v^25-1373226340*u^4*v^26-1631518149*u^3*v^27-200747796*u^2*v^28-289700723*u*v^29-1117142618*v^30+x4,
-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve4_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,u,v]:
polys:=[-1892066601*u^20-1376710097*u^19*v-927612902*u^18*v^2-1330573317*u^17*v^3-603570492*u^16*v^4-1687926652*u^15*v^5-660260756*u^14*v^6-959997301*u^13*v^7-485560280*u^12*v^8-402724286*u^11*v^9-593209441*u^10*v^10-1194953865*u^9*v^11-894429689*u^8*v^12-364228444*u^7*v^13-1947346619*u^6*v^14-221558440*u^5*v^15-270744729*u^4*v^16-1063958031*u^3*v^17-1633108117*u^2*v^18-2114738097*u*v^19-2007905771*v^20+x5,
-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-1780695788*u^20-709393584*u^19*v-491705403*u^18*v^2-1918502651*u^17*v^3-752392754*u^16*v^4-1474612399*u^15*v^5-2053999932*u^14*v^6-1264095060*u^13*v^7-1411549676*u^12*v^8-1843993368*u^11*v^9-943947739*u^10*v^10-1984210012*u^9*v^11-855636226*u^8*v^12-1749698586*u^7*v^13-1469348094*u^6*v^14-1956297539*u^5*v^15-1036140795*u^4*v^16-463480570*u^3*v^17-2040651434*u^2*v^18-1975960378*u*v^19-317097467*v^20+x4,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve5_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,u,v]:
polys:=[-2114738097*u^30-2007905771*u^29*v-1469834481*u^28*v^2-822890675*u^27*v^3-1610120709*u^26*v^4-791698927*u^25*v^5-631704567*u^24*v^6-498777856*u^23*v^7-1255179497*u^22*v^8-524872353*u^21*v^9-327254586*u^20*v^10-1572276965*u^19*v^11-269455306*u^18*v^12-1703964683*u^17*v^13-352406219*u^16*v^14-1600028624*u^15*v^15-160051528*u^14*v^16-2040332871*u^13*v^17-112805732*u^12*v^18-1120048829*u^11*v^19-378409503*u^10*v^20-515530019*u^9*v^21-1713258270*u^8*v^22-1573363368*u^7*v^23-1409959708*u^6*v^24-2077486715*u^5*v^25-1373226340*u^4*v^26-1631518149*u^3*v^27-200747796*u^2*v^28-289700723*u*v^29-1117142618*v^30+x4,
-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1,
-168002245*u^30-150122846*u^29*v-439493451*u^28*v^2-990892921*u^27*v^3-1760243555*u^26*v^4-1231192379*u^25*v^5-1622597488*u^24*v^6-111537764*u^23*v^7-338888228*u^22*v^8-2147469841*u^21*v^9-438792350*u^20*v^10-1911165193*u^19*v^11-269441500*u^18*v^12-2142757034*u^17*v^13-116087764*u^16*v^14-1869470124*u^15*v^15-155324914*u^14*v^16-8936987*u^13*v^17-1982275856*u^12*v^18-1275373743*u^11*v^19-387346491*u^10*v^20-350322227*u^9*v^21-841148365*u^8*v^22-1960709859*u^7*v^23-1760281936*u^6*v^24-771151432*u^5*v^25-1186452551*u^4*v^26-1244316437*u^3*v^27-971899228*u^2*v^28-1476153275*u*v^29-213975407*v^30+x5]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve5_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,u,v]:
polys:=[-1892066601*u^20-1376710097*u^19*v-927612902*u^18*v^2-1330573317*u^17*v^3-603570492*u^16*v^4-1687926652*u^15*v^5-660260756*u^14*v^6-959997301*u^13*v^7-485560280*u^12*v^8-402724286*u^11*v^9-593209441*u^10*v^10-1194953865*u^9*v^11-894429689*u^8*v^12-364228444*u^7*v^13-1947346619*u^6*v^14-221558440*u^5*v^15-270744729*u^4*v^16-1063958031*u^3*v^17-1633108117*u^2*v^18-2114738097*u*v^19-2007905771*v^20+x5,
-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-1780695788*u^20-709393584*u^19*v-491705403*u^18*v^2-1918502651*u^17*v^3-752392754*u^16*v^4-1474612399*u^15*v^5-2053999932*u^14*v^6-1264095060*u^13*v^7-1411549676*u^12*v^8-1843993368*u^11*v^9-943947739*u^10*v^10-1984210012*u^9*v^11-855636226*u^8*v^12-1749698586*u^7*v^13-1469348094*u^6*v^14-1956297539*u^5*v^15-1036140795*u^4*v^16-463480570*u^3*v^17-2040651434*u^2*v^18-1975960378*u*v^19-317097467*v^20+x4,
-1469834481*u^20-822890675*u^19*v-1610120709*u^18*v^2-791698927*u^17*v^3-631704567*u^16*v^4-498777856*u^15*v^5-1255179497*u^14*v^6-524872353*u^13*v^7-327254586*u^12*v^8-1572276965*u^11*v^9-269455306*u^10*v^10-1703964683*u^9*v^11-352406219*u^8*v^12-1600028624*u^7*v^13-160051528*u^6*v^14-2040332871*u^5*v^15-112805732*u^4*v^16-1120048829*u^3*v^17-378409503*u^2*v^18-515530019*u*v^19-1713258270*v^20+x6,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve6_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,u,v]:
polys:=[-2114738097*u^30-2007905771*u^29*v-1469834481*u^28*v^2-822890675*u^27*v^3-1610120709*u^26*v^4-791698927*u^25*v^5-631704567*u^24*v^6-498777856*u^23*v^7-1255179497*u^22*v^8-524872353*u^21*v^9-327254586*u^20*v^10-1572276965*u^19*v^11-269455306*u^18*v^12-1703964683*u^17*v^13-352406219*u^16*v^14-1600028624*u^15*v^15-160051528*u^14*v^16-2040332871*u^13*v^17-112805732*u^12*v^18-1120048829*u^11*v^19-378409503*u^10*v^20-515530019*u^9*v^21-1713258270*u^8*v^22-1573363368*u^7*v^23-1409959708*u^6*v^24-2077486715*u^5*v^25-1373226340*u^4*v^26-1631518149*u^3*v^27-200747796*u^2*v^28-289700723*u*v^29-1117142618*v^30+x4,
-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1,
-1139901474*u^30-1626276121*u^29*v-653468858*u^28*v^2-2130794395*u^27*v^3-1239036029*u^26*v^4-1884661237*u^25*v^5-1605908235*u^24*v^6-1350573793*u^23*v^7-76065818*u^22*v^8-1605894428*u^21*v^9-1789366143*u^20*v^10-1987231011*u^19*v^11-1875335928*u^18*v^12-1784639529*u^17*v^13-2103318776*u^16*v^14-1597322404*u^15*v^15-1939964443*u^14*v^16-2112255763*u^13*v^17-1432114613*u^12*v^18-1067854538*u^11*v^19-352118606*u^10*v^20-1782436840*u^9*v^21-1909002904*u^8*v^22-165344818*u^7*v^23-1395235128*u^6*v^24-532670688*u^5*v^25-1351797369*u^4*v^26-492067917*u^3*v^27-1504569917*u^2*v^28-680466996*u*v^29-706043324*v^30+x6,
-168002245*u^30-150122846*u^29*v-439493451*u^28*v^2-990892921*u^27*v^3-1760243555*u^26*v^4-1231192379*u^25*v^5-1622597488*u^24*v^6-111537764*u^23*v^7-338888228*u^22*v^8-2147469841*u^21*v^9-438792350*u^20*v^10-1911165193*u^19*v^11-269441500*u^18*v^12-2142757034*u^17*v^13-116087764*u^16*v^14-1869470124*u^15*v^15-155324914*u^14*v^16-8936987*u^13*v^17-1982275856*u^12*v^18-1275373743*u^11*v^19-387346491*u^10*v^20-350322227*u^9*v^21-841148365*u^8*v^22-1960709859*u^7*v^23-1760281936*u^6*v^24-771151432*u^5*v^25-1186452551*u^4*v^26-1244316437*u^3*v^27-971899228*u^2*v^28-1476153275*u*v^29-213975407*v^30+x5]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve6_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,u,v]:
polys:=[-1892066601*u^20-1376710097*u^19*v-927612902*u^18*v^2-1330573317*u^17*v^3-603570492*u^16*v^4-1687926652*u^15*v^5-660260756*u^14*v^6-959997301*u^13*v^7-485560280*u^12*v^8-402724286*u^11*v^9-593209441*u^10*v^10-1194953865*u^9*v^11-894429689*u^8*v^12-364228444*u^7*v^13-1947346619*u^6*v^14-221558440*u^5*v^15-270744729*u^4*v^16-1063958031*u^3*v^17-1633108117*u^2*v^18-2114738097*u*v^19-2007905771*v^20+x5,
-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-1780695788*u^20-709393584*u^19*v-491705403*u^18*v^2-1918502651*u^17*v^3-752392754*u^16*v^4-1474612399*u^15*v^5-2053999932*u^14*v^6-1264095060*u^13*v^7-1411549676*u^12*v^8-1843993368*u^11*v^9-943947739*u^10*v^10-1984210012*u^9*v^11-855636226*u^8*v^12-1749698586*u^7*v^13-1469348094*u^6*v^14-1956297539*u^5*v^15-1036140795*u^4*v^16-463480570*u^3*v^17-2040651434*u^2*v^18-1975960378*u*v^19-317097467*v^20+x4,
-1573363368*u^20-1409959708*u^19*v-2077486715*u^18*v^2-1373226340*u^17*v^3-1631518149*u^16*v^4-200747796*u^15*v^5-289700723*u^14*v^6-1117142618*u^13*v^7-168002245*u^12*v^8-150122846*u^11*v^9-439493451*u^10*v^10-990892921*u^9*v^11-1760243555*u^8*v^12-1231192379*u^7*v^13-1622597488*u^6*v^14-111537764*u^5*v^15-338888228*u^4*v^16-2147469841*u^3*v^17-438792350*u^2*v^18-1911165193*u*v^19-269441500*v^20+x7,
-1469834481*u^20-822890675*u^19*v-1610120709*u^18*v^2-791698927*u^17*v^3-631704567*u^16*v^4-498777856*u^15*v^5-1255179497*u^14*v^6-524872353*u^13*v^7-327254586*u^12*v^8-1572276965*u^11*v^9-269455306*u^10*v^10-1703964683*u^9*v^11-352406219*u^8*v^12-1600028624*u^7*v^13-160051528*u^6*v^14-2040332871*u^5*v^15-112805732*u^4*v^16-1120048829*u^3*v^17-378409503*u^2*v^18-515530019*u*v^19-1713258270*v^20+x6,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve7_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,u,v]:
polys:=[-2114738097*u^30-2007905771*u^29*v-1469834481*u^28*v^2-822890675*u^27*v^3-1610120709*u^26*v^4-791698927*u^25*v^5-631704567*u^24*v^6-498777856*u^23*v^7-1255179497*u^22*v^8-524872353*u^21*v^9-327254586*u^20*v^10-1572276965*u^19*v^11-269455306*u^18*v^12-1703964683*u^17*v^13-352406219*u^16*v^14-1600028624*u^15*v^15-160051528*u^14*v^16-2040332871*u^13*v^17-112805732*u^12*v^18-1120048829*u^11*v^19-378409503*u^10*v^20-515530019*u^9*v^21-1713258270*u^8*v^22-1573363368*u^7*v^23-1409959708*u^6*v^24-2077486715*u^5*v^25-1373226340*u^4*v^26-1631518149*u^3*v^27-200747796*u^2*v^28-289700723*u*v^29-1117142618*v^30+x4,
-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1,
-1139901474*u^30-1626276121*u^29*v-653468858*u^28*v^2-2130794395*u^27*v^3-1239036029*u^26*v^4-1884661237*u^25*v^5-1605908235*u^24*v^6-1350573793*u^23*v^7-76065818*u^22*v^8-1605894428*u^21*v^9-1789366143*u^20*v^10-1987231011*u^19*v^11-1875335928*u^18*v^12-1784639529*u^17*v^13-2103318776*u^16*v^14-1597322404*u^15*v^15-1939964443*u^14*v^16-2112255763*u^13*v^17-1432114613*u^12*v^18-1067854538*u^11*v^19-352118606*u^10*v^20-1782436840*u^9*v^21-1909002904*u^8*v^22-165344818*u^7*v^23-1395235128*u^6*v^24-532670688*u^5*v^25-1351797369*u^4*v^26-492067917*u^3*v^27-1504569917*u^2*v^28-680466996*u*v^29-706043324*v^30+x6,
-496987743*u^30-159259470*u^29*v-1359512183*u^28*v^2-480298490*u^27*v^3-1398295499*u^26*v^4-1096689772*u^25*v^5-2086206725*u^24*v^6-601385644*u^23*v^7-1172755590*u^22*v^8-1544617505*u^21*v^9-243268139*u^20*v^10-1012502954*u^19*v^11-1272469786*u^18*v^12-2027907669*u^17*v^13-968338082*u^16*v^14-722308542*u^15*v^15-1820388464*u^14*v^16-933110197*u^13*v^17-6939507*u^12*v^18-740759355*u^11*v^19-1285228804*u^10*v^20-1789376348*u^9*v^21-502278611*u^8*v^22-1450573622*u^7*v^23-1037127828*u^6*v^24-1034949299*u^5*v^25-654887343*u^4*v^26-1529195746*u^3*v^27-392035568*u^2*v^28-1335354340*u*v^29-87755422*v^30+x7,
-168002245*u^30-150122846*u^29*v-439493451*u^28*v^2-990892921*u^27*v^3-1760243555*u^26*v^4-1231192379*u^25*v^5-1622597488*u^24*v^6-111537764*u^23*v^7-338888228*u^22*v^8-2147469841*u^21*v^9-438792350*u^20*v^10-1911165193*u^19*v^11-269441500*u^18*v^12-2142757034*u^17*v^13-116087764*u^16*v^14-1869470124*u^15*v^15-155324914*u^14*v^16-8936987*u^13*v^17-1982275856*u^12*v^18-1275373743*u^11*v^19-387346491*u^10*v^20-350322227*u^9*v^21-841148365*u^8*v^22-1960709859*u^7*v^23-1760281936*u^6*v^24-771151432*u^5*v^25-1186452551*u^4*v^26-1244316437*u^3*v^27-971899228*u^2*v^28-1476153275*u*v^29-213975407*v^30+x5]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve7_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,x8,u,v]:
polys:=[-2142757034*u^20-116087764*u^19*v-1869470124*u^18*v^2-155324914*u^17*v^3-8936987*u^16*v^4-1982275856*u^15*v^5-1275373743*u^14*v^6-387346491*u^13*v^7-350322227*u^12*v^8-841148365*u^11*v^9-1960709859*u^10*v^10-1760281936*u^9*v^11-771151432*u^8*v^12-1186452551*u^7*v^13-1244316437*u^6*v^14-971899228*u^5*v^15-1476153275*u^4*v^16-213975407*u^3*v^17-1139901474*u^2*v^18-1626276121*u*v^19-653468858*v^20+x8,
-1892066601*u^20-1376710097*u^19*v-927612902*u^18*v^2-1330573317*u^17*v^3-603570492*u^16*v^4-1687926652*u^15*v^5-660260756*u^14*v^6-959997301*u^13*v^7-485560280*u^12*v^8-402724286*u^11*v^9-593209441*u^10*v^10-1194953865*u^9*v^11-894429689*u^8*v^12-364228444*u^7*v^13-1947346619*u^6*v^14-221558440*u^5*v^15-270744729*u^4*v^16-1063958031*u^3*v^17-1633108117*u^2*v^18-2114738097*u*v^19-2007905771*v^20+x5,
-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-1780695788*u^20-709393584*u^19*v-491705403*u^18*v^2-1918502651*u^17*v^3-752392754*u^16*v^4-1474612399*u^15*v^5-2053999932*u^14*v^6-1264095060*u^13*v^7-1411549676*u^12*v^8-1843993368*u^11*v^9-943947739*u^10*v^10-1984210012*u^9*v^11-855636226*u^8*v^12-1749698586*u^7*v^13-1469348094*u^6*v^14-1956297539*u^5*v^15-1036140795*u^4*v^16-463480570*u^3*v^17-2040651434*u^2*v^18-1975960378*u*v^19-317097467*v^20+x4,
-1573363368*u^20-1409959708*u^19*v-2077486715*u^18*v^2-1373226340*u^17*v^3-1631518149*u^16*v^4-200747796*u^15*v^5-289700723*u^14*v^6-1117142618*u^13*v^7-168002245*u^12*v^8-150122846*u^11*v^9-439493451*u^10*v^10-990892921*u^9*v^11-1760243555*u^8*v^12-1231192379*u^7*v^13-1622597488*u^6*v^14-111537764*u^5*v^15-338888228*u^4*v^16-2147469841*u^3*v^17-438792350*u^2*v^18-1911165193*u*v^19-269441500*v^20+x7,
-1469834481*u^20-822890675*u^19*v-1610120709*u^18*v^2-791698927*u^17*v^3-631704567*u^16*v^4-498777856*u^15*v^5-1255179497*u^14*v^6-524872353*u^13*v^7-327254586*u^12*v^8-1572276965*u^11*v^9-269455306*u^10*v^10-1703964683*u^9*v^11-352406219*u^8*v^12-1600028624*u^7*v^13-160051528*u^6*v^14-2040332871*u^5*v^15-112805732*u^4*v^16-1120048829*u^3*v^17-378409503*u^2*v^18-515530019*u*v^19-1713258270*v^20+x6,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve8_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,x8,u,v]:
polys:=[-2114738097*u^30-2007905771*u^29*v-1469834481*u^28*v^2-822890675*u^27*v^3-1610120709*u^26*v^4-791698927*u^25*v^5-631704567*u^24*v^6-498777856*u^23*v^7-1255179497*u^22*v^8-524872353*u^21*v^9-327254586*u^20*v^10-1572276965*u^19*v^11-269455306*u^18*v^12-1703964683*u^17*v^13-352406219*u^16*v^14-1600028624*u^15*v^15-160051528*u^14*v^16-2040332871*u^13*v^17-112805732*u^12*v^18-1120048829*u^11*v^19-378409503*u^10*v^20-515530019*u^9*v^21-1713258270*u^8*v^22-1573363368*u^7*v^23-1409959708*u^6*v^24-2077486715*u^5*v^25-1373226340*u^4*v^26-1631518149*u^3*v^27-200747796*u^2*v^28-289700723*u*v^29-1117142618*v^30+x4,
-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1,
-1139901474*u^30-1626276121*u^29*v-653468858*u^28*v^2-2130794395*u^27*v^3-1239036029*u^26*v^4-1884661237*u^25*v^5-1605908235*u^24*v^6-1350573793*u^23*v^7-76065818*u^22*v^8-1605894428*u^21*v^9-1789366143*u^20*v^10-1987231011*u^19*v^11-1875335928*u^18*v^12-1784639529*u^17*v^13-2103318776*u^16*v^14-1597322404*u^15*v^15-1939964443*u^14*v^16-2112255763*u^13*v^17-1432114613*u^12*v^18-1067854538*u^11*v^19-352118606*u^10*v^20-1782436840*u^9*v^21-1909002904*u^8*v^22-165344818*u^7*v^23-1395235128*u^6*v^24-532670688*u^5*v^25-1351797369*u^4*v^26-492067917*u^3*v^27-1504569917*u^2*v^28-680466996*u*v^29-706043324*v^30+x6,
-889023311*u^30-1494613810*u^29*v-1447267605*u^28*v^2-1369321801*u^27*v^3-745425661*u^26*v^4-396473730*u^25*v^5-1308044878*u^24*v^6-1346811305*u^23*v^7-1569229320*u^22*v^8-705178736*u^21*v^9-1590079444*u^20*v^10-434248626*u^19*v^11-1977648522*u^18*v^12-1470503465*u^17*v^13-1402586708*u^16*v^14-552473416*u^15*v^15-1143408282*u^14*v^16-188213258*u^13*v^17-559412924*u^12*v^18-1884167637*u^11*v^19-1473442062*u^10*v^20-201305624*u^9*v^21-238962600*u^8*v^22-776532036*u^7*v^23-1238433452*u^6*v^24-1273911899*u^5*v^25-1431419379*u^4*v^26-620145550*u^3*v^27-1665947468*u^2*v^28-619290071*u*v^29-707900973*v^30+x8,
-496987743*u^30-159259470*u^29*v-1359512183*u^28*v^2-480298490*u^27*v^3-1398295499*u^26*v^4-1096689772*u^25*v^5-2086206725*u^24*v^6-601385644*u^23*v^7-1172755590*u^22*v^8-1544617505*u^21*v^9-243268139*u^20*v^10-1012502954*u^19*v^11-1272469786*u^18*v^12-2027907669*u^17*v^13-968338082*u^16*v^14-722308542*u^15*v^15-1820388464*u^14*v^16-933110197*u^13*v^17-6939507*u^12*v^18-740759355*u^11*v^19-1285228804*u^10*v^20-1789376348*u^9*v^21-502278611*u^8*v^22-1450573622*u^7*v^23-1037127828*u^6*v^24-1034949299*u^5*v^25-654887343*u^4*v^26-1529195746*u^3*v^27-392035568*u^2*v^28-1335354340*u*v^29-87755422*v^30+x7,
-168002245*u^30-150122846*u^29*v-439493451*u^28*v^2-990892921*u^27*v^3-1760243555*u^26*v^4-1231192379*u^25*v^5-1622597488*u^24*v^6-111537764*u^23*v^7-338888228*u^22*v^8-2147469841*u^21*v^9-438792350*u^20*v^10-1911165193*u^19*v^11-269441500*u^18*v^12-2142757034*u^17*v^13-116087764*u^16*v^14-1869470124*u^15*v^15-155324914*u^14*v^16-8936987*u^13*v^17-1982275856*u^12*v^18-1275373743*u^11*v^19-387346491*u^10*v^20-350322227*u^9*v^21-841148365*u^8*v^22-1960709859*u^7*v^23-1760281936*u^6*v^24-771151432*u^5*v^25-1186452551*u^4*v^26-1244316437*u^3*v^27-971899228*u^2*v^28-1476153275*u*v^29-213975407*v^30+x5]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve8_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,x8,x9,u,v]:
polys:=[-2142757034*u^20-116087764*u^19*v-1869470124*u^18*v^2-155324914*u^17*v^3-8936987*u^16*v^4-1982275856*u^15*v^5-1275373743*u^14*v^6-387346491*u^13*v^7-350322227*u^12*v^8-841148365*u^11*v^9-1960709859*u^10*v^10-1760281936*u^9*v^11-771151432*u^8*v^12-1186452551*u^7*v^13-1244316437*u^6*v^14-971899228*u^5*v^15-1476153275*u^4*v^16-213975407*u^3*v^17-1139901474*u^2*v^18-1626276121*u*v^19-653468858*v^20+x8,
-2130794395*u^20-1239036029*u^19*v-1884661237*u^18*v^2-1605908235*u^17*v^3-1350573793*u^16*v^4-76065818*u^15*v^5-1605894428*u^14*v^6-1789366143*u^13*v^7-1987231011*u^12*v^8-1875335928*u^11*v^9-1784639529*u^10*v^10-2103318776*u^9*v^11-1597322404*u^8*v^12-1939964443*u^7*v^13-2112255763*u^6*v^14-1432114613*u^5*v^15-1067854538*u^4*v^16-352118606*u^3*v^17-1782436840*u^2*v^18-1909002904*u*v^19-165344818*v^20+x9,
-1892066601*u^20-1376710097*u^19*v-927612902*u^18*v^2-1330573317*u^17*v^3-603570492*u^16*v^4-1687926652*u^15*v^5-660260756*u^14*v^6-959997301*u^13*v^7-485560280*u^12*v^8-402724286*u^11*v^9-593209441*u^10*v^10-1194953865*u^9*v^11-894429689*u^8*v^12-364228444*u^7*v^13-1947346619*u^6*v^14-221558440*u^5*v^15-270744729*u^4*v^16-1063958031*u^3*v^17-1633108117*u^2*v^18-2114738097*u*v^19-2007905771*v^20+x5,
-1827336327*u^20-572660336*u^19*v-1159126505*u^18*v^2-805750846*u^17*v^3-1632621729*u^16*v^4-1100661313*u^15*v^5-1433925857*u^14*v^6-1141616124*u^13*v^7-84353895*u^12*v^8-939819582*u^11*v^9-2001100545*u^10*v^10-1998898814*u^9*v^11-1548233367*u^8*v^12-610515434*u^7*v^13-1585990364*u^6*v^14-1374344043*u^5*v^15-760313750*u^4*v^16-1477171087*u^3*v^17-356426808*u^2*v^18-945117276*u*v^19-1889947178*v^20+x3,
-1804289383*u^20-846930886*u^19*v-1681692777*u^18*v^2-1714636915*u^17*v^3-1957747793*u^16*v^4-424238335*u^15*v^5-719885386*u^14*v^6-1649760492*u^13*v^7-596516649*u^12*v^8-1189641421*u^11*v^9-1025202362*u^10*v^10-1350490027*u^9*v^11-783368690*u^8*v^12-1102520059*u^7*v^13-2044897763*u^6*v^14-1967513926*u^5*v^15-1365180540*u^4*v^16-1540383426*u^3*v^17-304089172*u^2*v^18-1303455736*u*v^19-35005211*v^20+x0,
-1780695788*u^20-709393584*u^19*v-491705403*u^18*v^2-1918502651*u^17*v^3-752392754*u^16*v^4-1474612399*u^15*v^5-2053999932*u^14*v^6-1264095060*u^13*v^7-1411549676*u^12*v^8-1843993368*u^11*v^9-943947739*u^10*v^10-1984210012*u^9*v^11-855636226*u^8*v^12-1749698586*u^7*v^13-1469348094*u^6*v^14-1956297539*u^5*v^15-1036140795*u^4*v^16-463480570*u^3*v^17-2040651434*u^2*v^18-1975960378*u*v^19-317097467*v^20+x4,
-1573363368*u^20-1409959708*u^19*v-2077486715*u^18*v^2-1373226340*u^17*v^3-1631518149*u^16*v^4-200747796*u^15*v^5-289700723*u^14*v^6-1117142618*u^13*v^7-168002245*u^12*v^8-150122846*u^11*v^9-439493451*u^10*v^10-990892921*u^9*v^11-1760243555*u^8*v^12-1231192379*u^7*v^13-1622597488*u^6*v^14-111537764*u^5*v^15-338888228*u^4*v^16-2147469841*u^3*v^17-438792350*u^2*v^18-1911165193*u*v^19-269441500*v^20+x7,
-1469834481*u^20-822890675*u^19*v-1610120709*u^18*v^2-791698927*u^17*v^3-631704567*u^16*v^4-498777856*u^15*v^5-1255179497*u^14*v^6-524872353*u^13*v^7-327254586*u^12*v^8-1572276965*u^11*v^9-269455306*u^10*v^10-1703964683*u^9*v^11-352406219*u^8*v^12-1600028624*u^7*v^13-160051528*u^6*v^14-2040332871*u^5*v^15-112805732*u^4*v^16-1120048829*u^3*v^17-378409503*u^2*v^18-515530019*u*v^19-1713258270*v^20+x6,
-859484421*u^20-1914544919*u^19*v-608413784*u^18*v^2-756898537*u^17*v^3-1734575198*u^16*v^4-1973594324*u^15*v^5-149798315*u^14*v^6-2038664370*u^13*v^7-1129566413*u^12*v^8-184803526*u^11*v^9-412776091*u^10*v^10-1424268980*u^9*v^11-1911759956*u^8*v^12-749241873*u^7*v^13-137806862*u^6*v^14-42999170*u^5*v^15-982906996*u^4*v^16-135497281*u^3*v^17-511702305*u^2*v^18-2084420925*u*v^19-1937477084*v^20+x2,
-521595368*u^20-294702567*u^19*v-1726956429*u^18*v^2-336465782*u^17*v^3-861021530*u^16*v^4-278722862*u^15*v^5-233665123*u^14*v^6-2145174067*u^13*v^7-468703135*u^12*v^8-1101513929*u^11*v^9-1801979802*u^10*v^10-1315634022*u^9*v^11-635723058*u^8*v^12-1369133069*u^7*v^13-1125898167*u^6*v^14-1059961393*u^5*v^15-2089018456*u^4*v^16-628175011*u^3*v^17-1656478042*u^2*v^18-1131176229*u*v^19-1653377373*v^20+x1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve9_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,x8,x9,u,v]:
polys:=[-2114738097*u^30-2007905771*u^29*v-1469834481*u^28*v^2-822890675*u^27*v^3-1610120709*u^26*v^4-791698927*u^25*v^5-631704567*u^24*v^6-498777856*u^23*v^7-1255179497*u^22*v^8-524872353*u^21*v^9-327254586*u^20*v^10-1572276965*u^19*v^11-269455306*u^18*v^12-1703964683*u^17*v^13-352406219*u^16*v^14-1600028624*u^15*v^15-160051528*u^14*v^16-2040332871*u^13*v^17-112805732*u^12*v^18-1120048829*u^11*v^19-378409503*u^10*v^20-515530019*u^9*v^21-1713258270*u^8*v^22-1573363368*u^7*v^23-1409959708*u^6*v^24-2077486715*u^5*v^25-1373226340*u^4*v^26-1631518149*u^3*v^27-200747796*u^2*v^28-289700723*u*v^29-1117142618*v^30+x4,
-1937477084*u^30-1827336327*u^29*v-572660336*u^28*v^2-1159126505*u^27*v^3-805750846*u^26*v^4-1632621729*u^25*v^5-1100661313*u^24*v^6-1433925857*u^23*v^7-1141616124*u^22*v^8-84353895*u^21*v^9-939819582*u^20*v^10-2001100545*u^19*v^11-1998898814*u^18*v^12-1548233367*u^17*v^13-610515434*u^16*v^14-1585990364*u^15*v^15-1374344043*u^14*v^16-760313750*u^13*v^17-1477171087*u^12*v^18-356426808*u^11*v^19-945117276*u^10*v^20-1889947178*u^9*v^21-1780695788*u^8*v^22-709393584*u^7*v^23-491705403*u^6*v^24-1918502651*u^5*v^25-752392754*u^4*v^26-1474612399*u^3*v^27-2053999932*u^2*v^28-1264095060*u*v^29-1411549676*v^30+x2,
-1843993368*u^30-943947739*u^29*v-1984210012*u^28*v^2-855636226*u^27*v^3-1749698586*u^26*v^4-1469348094*u^25*v^5-1956297539*u^24*v^6-1036140795*u^23*v^7-463480570*u^22*v^8-2040651434*u^21*v^9-1975960378*u^20*v^10-317097467*u^19*v^11-1892066601*u^18*v^12-1376710097*u^17*v^13-927612902*u^16*v^14-1330573317*u^15*v^15-603570492*u^14*v^16-1687926652*u^13*v^17-660260756*u^12*v^18-959997301*u^11*v^19-485560280*u^10*v^20-402724286*u^9*v^21-593209441*u^8*v^22-1194953865*u^7*v^23-894429689*u^6*v^24-364228444*u^5*v^25-1947346619*u^4*v^26-221558440*u^3*v^27-270744729*u^2*v^28-1063958031*u*v^29-1633108117*v^30+x3,
-1804289383*u^30-846930886*u^29*v-1681692777*u^28*v^2-1714636915*u^27*v^3-1957747793*u^26*v^4-424238335*u^25*v^5-719885386*u^24*v^6-1649760492*u^23*v^7-596516649*u^22*v^8-1189641421*u^21*v^9-1025202362*u^20*v^10-1350490027*u^19*v^11-783368690*u^18*v^12-1102520059*u^17*v^13-2044897763*u^16*v^14-1967513926*u^15*v^15-1365180540*u^14*v^16-1540383426*u^13*v^17-304089172*u^12*v^18-1303455736*u^11*v^19-35005211*u^10*v^20-521595368*u^9*v^21-294702567*u^8*v^22-1726956429*u^7*v^23-336465782*u^6*v^24-861021530*u^5*v^25-278722862*u^4*v^26-233665123*u^3*v^27-2145174067*u^2*v^28-468703135*u*v^29-1101513929*v^30+x0,
-1801979802*u^30-1315634022*u^29*v-635723058*u^28*v^2-1369133069*u^27*v^3-1125898167*u^26*v^4-1059961393*u^25*v^5-2089018456*u^24*v^6-628175011*u^23*v^7-1656478042*u^22*v^8-1131176229*u^21*v^9-1653377373*u^20*v^10-859484421*u^19*v^11-1914544919*u^18*v^12-608413784*u^17*v^13-756898537*u^16*v^14-1734575198*u^15*v^15-1973594324*u^14*v^16-149798315*u^13*v^17-2038664370*u^12*v^18-1129566413*u^11*v^19-184803526*u^10*v^20-412776091*u^9*v^21-1424268980*u^8*v^22-1911759956*u^7*v^23-749241873*u^6*v^24-137806862*u^5*v^25-42999170*u^4*v^26-982906996*u^3*v^27-135497281*u^2*v^28-511702305*u*v^29-2084420925*v^30+x1,
-1139901474*u^30-1626276121*u^29*v-653468858*u^28*v^2-2130794395*u^27*v^3-1239036029*u^26*v^4-1884661237*u^25*v^5-1605908235*u^24*v^6-1350573793*u^23*v^7-76065818*u^22*v^8-1605894428*u^21*v^9-1789366143*u^20*v^10-1987231011*u^19*v^11-1875335928*u^18*v^12-1784639529*u^17*v^13-2103318776*u^16*v^14-1597322404*u^15*v^15-1939964443*u^14*v^16-2112255763*u^13*v^17-1432114613*u^12*v^18-1067854538*u^11*v^19-352118606*u^10*v^20-1782436840*u^9*v^21-1909002904*u^8*v^22-165344818*u^7*v^23-1395235128*u^6*v^24-532670688*u^5*v^25-1351797369*u^4*v^26-492067917*u^3*v^27-1504569917*u^2*v^28-680466996*u*v^29-706043324*v^30+x6,
-889023311*u^30-1494613810*u^29*v-1447267605*u^28*v^2-1369321801*u^27*v^3-745425661*u^26*v^4-396473730*u^25*v^5-1308044878*u^24*v^6-1346811305*u^23*v^7-1569229320*u^22*v^8-705178736*u^21*v^9-1590079444*u^20*v^10-434248626*u^19*v^11-1977648522*u^18*v^12-1470503465*u^17*v^13-1402586708*u^16*v^14-552473416*u^15*v^15-1143408282*u^14*v^16-188213258*u^13*v^17-559412924*u^12*v^18-1884167637*u^11*v^19-1473442062*u^10*v^20-201305624*u^9*v^21-238962600*u^8*v^22-776532036*u^7*v^23-1238433452*u^6*v^24-1273911899*u^5*v^25-1431419379*u^4*v^26-620145550*u^3*v^27-1665947468*u^2*v^28-619290071*u*v^29-707900973*v^30+x8,
-496987743*u^30-159259470*u^29*v-1359512183*u^28*v^2-480298490*u^27*v^3-1398295499*u^26*v^4-1096689772*u^25*v^5-2086206725*u^24*v^6-601385644*u^23*v^7-1172755590*u^22*v^8-1544617505*u^21*v^9-243268139*u^20*v^10-1012502954*u^19*v^11-1272469786*u^18*v^12-2027907669*u^17*v^13-968338082*u^16*v^14-722308542*u^15*v^15-1820388464*u^14*v^16-933110197*u^13*v^17-6939507*u^12*v^18-740759355*u^11*v^19-1285228804*u^10*v^20-1789376348*u^9*v^21-502278611*u^8*v^22-1450573622*u^7*v^23-1037127828*u^6*v^24-1034949299*u^5*v^25-654887343*u^4*v^26-1529195746*u^3*v^27-392035568*u^2*v^28-1335354340*u*v^29-87755422*v^30+x7,
-407487131*u^30-2113903881*u^29*v-7684930*u^28*v^2-1776808933*u^27*v^3-711845894*u^26*v^4-404158660*u^25*v^5-937370163*u^24*v^6-2058657199*u^23*v^7-1973387981*u^22*v^8-1642548899*u^21*v^9-1501252996*u^20*v^10-260152959*u^19*v^11-1472713773*u^18*v^12-824272813*u^17*v^13-1662739668*u^16*v^14-2025187190*u^15*v^15-1967681095*u^14*v^16-1850952926*u^13*v^17-437116466*u^12*v^18-1704365084*u^11*v^19-1176911340*u^10*v^20-638422090*u^9*v^21-1943327684*u^8*v^22-1953443376*u^7*v^23-1876855542*u^6*v^24-1069755936*u^5*v^25-1237379107*u^4*v^26-349517445*u^3*v^27-588219756*u^2*v^28-1856669179*u*v^29-1057418418*v^30+x9,
-168002245*u^30-150122846*u^29*v-439493451*u^28*v^2-990892921*u^27*v^3-1760243555*u^26*v^4-1231192379*u^25*v^5-1622597488*u^24*v^6-111537764*u^23*v^7-338888228*u^22*v^8-2147469841*u^21*v^9-438792350*u^20*v^10-1911165193*u^19*v^11-269441500*u^18*v^12-2142757034*u^17*v^13-116087764*u^16*v^14-1869470124*u^15*v^15-155324914*u^14*v^16-8936987*u^13*v^17-1982275856*u^12*v^18-1275373743*u^11*v^19-387346491*u^10*v^20-350322227*u^9*v^21-841148365*u^8*v^22-1960709859*u^7*v^23-1760281936*u^6*v^24-771151432*u^5*v^25-1186452551*u^4*v^26-1244316437*u^3*v^27-971899228*u^2*v^28-1476153275*u*v^29-213975407*v^30+x5]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.curve9_30\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,u,v]:
polys:=[-2141212441*u^18-u^17*v-415300096*u^16*v^2-1819963768*u^14*v^4-747362984*u^12*v^6-305615925*u^10*v^8-1318282235*u^8*v^10-317175725*u^6*v^12-1341016260*u^4*v^14-1065740006*u^2*v^16-1488210857*v^18+x7,
-2041080935*u^18-u^17*v-1923811728*u^16*v^2-1316683514*u^14*v^4-1423086832*u^12*v^6-53090528*u^10*v^8-662094901*u^8*v^10-986264585*u^6*v^12-1042343892*u^4*v^14-1027231109*u^2*v^16-123489845*v^18+x5,
-2009694141*u^18-u^17*v-377489681*u^16*v^2-1677366103*u^14*v^4-1999089867*u^12*v^6-617549795*u^10*v^8-190349043*u^8*v^10-215299402*u^6*v^12-775384826*u^4*v^14-185373925*u^2*v^16-1207301898*v^18+x6,
-1768143021*u^18-u^17*v-1535290225*u^16*v^2-1807873307*u^14*v^4-1033140246*u^12*v^6-963662197*u^10*v^8-1145084505*u^8*v^10-249139303*u^6*v^12-1601222392*u^4*v^14-841330414*u^2*v^16-146139516*v^18+x1,
-1497742220*u^18-u^17*v-1553876257*u^16*v^2-2136879373*u^14*v^4-240060114*u^12*v^6-660466588*u^10*v^8-363693183*u^8*v^10-157835031*u^6*v^12-2142508530*u^4*v^14-992002496*u^2*v^16-1365827614*v^18+x3,
-752776596*u^18-u^17*v-1587436413*u^16*v^2-1529489544*u^14*v^4-276762448*u^12*v^6-1492895035*u^10*v^8-1710661401*u^8*v^10-989253363*u^6*v^12-365136207*u^4*v^14-1284708908*u^2*v^16-967350249*v^18+x2,
-269167349*u^18-u^17*v-1169529124*u^16*v^2-889801541*u^14*v^4-1254073978*u^12*v^6-374297457*u^10*v^8-2065258565*u^8*v^10-1482041942*u^6*v^12-628309313*u^4*v^14-1207992583*u^2*v^16-234901288*v^18+x0,
-229926170*u^18-u^17*v-612661869*u^16*v^2-753634191*u^14*v^4-2037799477*u^12*v^6-1645802115*u^10*v^8-1717296388*u^8*v^10-1035400335*u^6*v^12-1894941419*u^4*v^14-1171035132*u^2*v^16-1876730749*v^18+x4]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.scurve7_18\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,u,v]:
polys:=[-1645802115*u^20-u^19*v-1717296388*u^18*v^2-1035400335*u^16*v^4-1894941419*u^14*v^6-1171035132*u^12*v^8-1876730749*u^10*v^10-2041080935*u^8*v^12-1923811728*u^6*v^14-1316683514*u^4*v^16-1423086832*u^2*v^18-53090528*v^20+x4,
-1535290225*u^20-u^19*v-1807873307*u^18*v^2-1033140246*u^16*v^4-963662197*u^14*v^6-1145084505*u^12*v^8-249139303*u^10*v^10-1601222392*u^8*v^12-841330414*u^6*v^14-146139516*u^4*v^16-752776596*u^2*v^18-1587436413*v^20+x1,
-1529489544*u^20-u^19*v-276762448*u^18*v^2-1492895035*u^16*v^4-1710661401*u^14*v^6-989253363*u^12*v^8-365136207*u^10*v^10-1284708908*u^8*v^12-967350249*u^6*v^14-1497742220*u^4*v^16-1553876257*u^2*v^18-2136879373*v^20+x2,
-1341016260*u^20-u^19*v-1065740006*u^18*v^2-1488210857*u^16*v^4-1070263361*u^14*v^6-959337294*u^12*v^8-1264538938*u^10*v^10-239463228*u^8*v^12-234940478*u^6*v^14-1317629466*u^4*v^16-901558129*u^2*v^18-1221205063*v^20+x7,
-662094901*u^20-u^19*v-986264585*u^18*v^2-1042343892*u^16*v^4-1027231109*u^14*v^6-123489845*u^12*v^8-2009694141*u^10*v^10-377489681*u^8*v^12-1677366103*u^6*v^14-1999089867*u^4*v^16-617549795*u^2*v^18-190349043*v^20+x5,
-269167349*u^20-u^19*v-1169529124*u^18*v^2-889801541*u^16*v^4-1254073978*u^14*v^6-374297457*u^12*v^8-2065258565*u^10*v^10-1482041942*u^8*v^12-628309313*u^6*v^14-1207992583*u^4*v^16-234901288*u^2*v^18-1768143021*v^20+x0,
-240060114*u^20-u^19*v-660466588*u^18*v^2-363693183*u^16*v^4-157835031*u^14*v^6-2142508530*u^12*v^8-992002496*u^10*v^10-1365827614*u^8*v^12-229926170*u^6*v^14-612661869*u^4*v^16-753634191*u^2*v^18-2037799477*v^20+x3,
-215299402*u^20-u^19*v-775384826*u^18*v^2-185373925*u^16*v^4-1207301898*u^14*v^6-2141212441*u^12*v^8-415300096*u^10*v^10-1819963768*u^8*v^12-747362984*u^6*v^14-305615925*u^4*v^16-1318282235*u^2*v^18-317175725*v^20+x6]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.scurve7_20\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,u,v]:
polys:=[-2009694141*u^22-u^21*v-377489681*u^20*v^2-1677366103*u^18*v^4-1999089867*u^16*v^6-617549795*u^14*v^8-190349043*u^12*v^10-215299402*u^10*v^12-775384826*u^8*v^14-185373925*u^6*v^16-1207301898*u^4*v^18-2141212441*u^2*v^20-415300096*v^22+x5,
-1819963768*u^22-u^21*v-747362984*u^20*v^2-305615925*u^18*v^4-1318282235*u^16*v^6-317175725*u^14*v^8-1341016260*u^12*v^10-1065740006*u^10*v^12-1488210857*u^8*v^14-1070263361*u^6*v^16-959337294*u^4*v^18-1264538938*u^2*v^20-239463228*v^22+x6,
-1807873307*u^22-u^21*v-1033140246*u^20*v^2-963662197*u^18*v^4-1145084505*u^16*v^6-249139303*u^14*v^8-1601222392*u^12*v^10-841330414*u^10*v^12-146139516*u^8*v^14-752776596*u^6*v^16-1587436413*u^4*v^18-1529489544*u^2*v^20-276762448*v^22+x1,
-1492895035*u^22-u^21*v-1710661401*u^20*v^2-989253363*u^18*v^4-365136207*u^16*v^6-1284708908*u^14*v^8-967350249*u^12*v^10-1497742220*u^10*v^12-1553876257*u^8*v^14-2136879373*u^6*v^16-240060114*u^4*v^18-660466588*u^2*v^20-363693183*v^22+x2,
-1171035132*u^22-u^21*v-1876730749*u^20*v^2-2041080935*u^18*v^4-1923811728*u^16*v^6-1316683514*u^14*v^8-1423086832*u^12*v^10-53090528*u^10*v^12-662094901*u^8*v^14-986264585*u^6*v^16-1042343892*u^4*v^18-1027231109*u^2*v^20-123489845*v^22+x4,
-269167349*u^22-u^21*v-1169529124*u^20*v^2-889801541*u^18*v^4-1254073978*u^16*v^6-374297457*u^14*v^8-2065258565*u^12*v^10-1482041942*u^10*v^12-628309313*u^8*v^14-1207992583*u^6*v^16-234901288*u^4*v^18-1768143021*u^2*v^20-1535290225*v^22+x0,
-234940478*u^22-u^21*v-1317629466*u^20*v^2-901558129*u^18*v^4-1221205063*u^16*v^6-212489710*u^14*v^8-1928789238*u^12*v^10-1344694909*u^10*v^12-74700204*u^8*v^14-158795272*u^6*v^16-874577364*u^4*v^18-2073790071*u^2*v^20-776345067*v^22+x7,
-157835031*u^22-u^21*v-2142508530*u^20*v^2-992002496*u^18*v^4-1365827614*u^16*v^6-229926170*u^14*v^8-612661869*u^12*v^10-753634191*u^10*v^12-2037799477*u^8*v^14-1645802115*u^6*v^16-1717296388*u^4*v^18-1035400335*u^2*v^20-1894941419*v^22+x3]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.scurve7_22\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,u,v]:
polys:=[-1365827614*u^24-u^23*v-229926170*u^22*v^2-612661869*u^20*v^4-753634191*u^18*v^6-2037799477*u^16*v^8-1645802115*u^14*v^10-1717296388*u^12*v^12-1035400335*u^10*v^14-1894941419*u^8*v^16-1171035132*u^6*v^18-1876730749*u^4*v^20-2041080935*u^2*v^22-1923811728*v^24+x3,
-1316683514*u^24-u^23*v-1423086832*u^22*v^2-53090528*u^20*v^4-662094901*u^18*v^6-986264585*u^16*v^8-1042343892*u^14*v^10-1027231109*u^12*v^12-123489845*u^10*v^14-2009694141*u^8*v^16-377489681*u^6*v^18-1677366103*u^4*v^20-1999089867*u^2*v^22-617549795*v^24+x4,
-1065740006*u^24-u^23*v-1488210857*u^22*v^2-1070263361*u^20*v^4-959337294*u^18*v^6-1264538938*u^16*v^8-239463228*u^14*v^10-234940478*u^12*v^12-1317629466*u^10*v^14-901558129*u^8*v^16-1221205063*u^6*v^18-212489710*u^4*v^20-1928789238*u^2*v^22-1344694909*v^24+x6,
-1033140246*u^24-u^23*v-963662197*u^22*v^2-1145084505*u^20*v^4-249139303*u^18*v^6-1601222392*u^16*v^8-841330414*u^14*v^10-146139516*u^12*v^12-752776596*u^10*v^14-1587436413*u^8*v^16-1529489544*u^6*v^18-276762448*u^4*v^20-1492895035*u^2*v^22-1710661401*v^24+x1,
-989253363*u^24-u^23*v-365136207*u^22*v^2-1284708908*u^20*v^4-967350249*u^18*v^6-1497742220*u^16*v^8-1553876257*u^14*v^10-2136879373*u^12*v^12-240060114*u^10*v^14-660466588*u^8*v^16-363693183*u^6*v^18-157835031*u^4*v^20-2142508530*u^2*v^22-992002496*v^24+x2,
-269167349*u^24-u^23*v-1169529124*u^22*v^2-889801541*u^20*v^4-1254073978*u^18*v^6-374297457*u^16*v^8-2065258565*u^14*v^10-1482041942*u^12*v^12-628309313*u^10*v^14-1207992583*u^8*v^16-234901288*u^6*v^18-1768143021*u^4*v^20-1535290225*u^2*v^22-1807873307*v^24+x0,
-190349043*u^24-u^23*v-215299402*u^22*v^2-775384826*u^20*v^4-185373925*u^18*v^6-1207301898*u^16*v^8-2141212441*u^14*v^10-415300096*u^12*v^12-1819963768*u^10*v^14-747362984*u^8*v^16-305615925*u^6*v^18-1318282235*u^4*v^20-317175725*u^2*v^22-1341016260*v^24+x5,
-74700204*u^24-u^23*v-158795272*u^22*v^2-874577364*u^20*v^4-2073790071*u^18*v^6-776345067*u^16*v^8-1064926407*u^14*v^10-141605825*u^12*v^12-1551729894*u^10*v^14-1250300332*u^8*v^16-1348907723*u^6*v^18-1545458687*u^4*v^20-1665600428*u^2*v^22-1021387843*v^24+x7]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.scurve7_24\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x0,x1,x2,x3,x4,x5,x6,x7,u,v]:
polys:=[-2141212441*u^26-u^25*v-415300096*u^24*v^2-1819963768*u^22*v^4-747362984*u^20*v^6-305615925*u^18*v^8-1318282235*u^16*v^10-317175725*u^14*v^12-1341016260*u^12*v^14-1065740006*u^10*v^16-1488210857*u^8*v^18-1070263361*u^6*v^20-959337294*u^4*v^22-1264538938*u^2*v^24-239463228*v^26+x5,
-1551729894*u^26-u^25*v-1250300332*u^24*v^2-1348907723*u^22*v^4-1545458687*u^20*v^6-1665600428*u^18*v^8-1021387843*u^16*v^10-145338023*u^14*v^12-1971216354*u^12*v^14-192186431*u^10*v^16-462513748*u^8*v^18-1164748966*u^6*v^20-1257926437*u^4*v^22-1950724606*u^2*v^24-87528680*v^26+x7,
-1284708908*u^26-u^25*v-967350249*u^24*v^2-1497742220*u^22*v^4-1553876257*u^20*v^6-2136879373*u^18*v^8-240060114*u^16*v^10-660466588*u^14*v^12-363693183*u^12*v^14-157835031*u^10*v^16-2142508530*u^8*v^18-992002496*u^6*v^20-1365827614*u^4*v^22-229926170*u^2*v^24-612661869*v^26+x2,
-986264585*u^26-u^25*v-1042343892*u^24*v^2-1027231109*u^22*v^4-123489845*u^20*v^6-2009694141*u^18*v^8-377489681*u^16*v^10-1677366103*u^14*v^12-1999089867*u^12*v^14-617549795*u^10*v^16-190349043*u^8*v^18-215299402*u^6*v^20-775384826*u^4*v^22-185373925*u^2*v^24-1207301898*v^26+x4,
-963662197*u^26-u^25*v-1145084505*u^24*v^2-249139303*u^22*v^4-1601222392*u^20*v^6-841330414*u^18*v^8-146139516*u^16*v^10-752776596*u^14*v^12-1587436413*u^12*v^14-1529489544*u^10*v^16-276762448*u^8*v^18-1492895035*u^6*v^20-1710661401*u^4*v^22-989253363*u^2*v^24-365136207*v^26+x1,
-753634191*u^26-u^25*v-2037799477*u^24*v^2-1645802115*u^22*v^4-1717296388*u^20*v^6-1035400335*u^18*v^8-1894941419*u^16*v^10-1171035132*u^14*v^12-1876730749*u^12*v^14-2041080935*u^10*v^16-1923811728*u^8*v^18-1316683514*u^6*v^20-1423086832*u^4*v^22-53090528*u^2*v^24-662094901*v^26+x3,
-269167349*u^26-u^25*v-1169529124*u^24*v^2-889801541*u^22*v^4-1254073978*u^20*v^6-374297457*u^18*v^8-2065258565*u^16*v^10-1482041942*u^14*v^12-628309313*u^12*v^14-1207992583*u^10*v^16-234901288*u^8*v^18-1768143021*u^6*v^20-1535290225*u^4*v^22-1807873307*u^2*v^24-1033140246*v^26+x0,
-234940478*u^26-u^25*v-1317629466*u^24*v^2-901558129*u^22*v^4-1221205063*u^20*v^6-212489710*u^18*v^8-1928789238*u^16*v^10-1344694909*u^14*v^12-74700204*u^12*v^14-158795272*u^10*v^16-874577364*u^8*v^18-2073790071*u^6*v^20-776345067*u^4*v^22-1064926407*u^2*v^24-141605825*v^26+x6]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Curves.scurve7_26\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[w,x,y,z]:
polys:=[w+x+y+z,
w*x+x*y+w*z+y*z,
w*x*y+w*x*z+w*y*z+x*y*z,
w*x*y*z-1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cyclic_4\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[v,w,x,y,z]:
polys:=[v+w+x+y+z,
v*w+w*x+x*y+v*z+y*z,
v*w*x+w*x*y+v*w*z+v*y*z+x*y*z,
v*w*x*y+v*w*x*z+v*w*y*z+v*x*y*z+w*x*y*z,
v*w*x*y*z-1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cyclic_5\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[v,w,x,y,z]:
polys:=[v+w+x+y+z,
v*w+w*x+x*y+v*z+y*z,
v*w*x+w*x*y+v*w*z+v*y*z+x*y*z,
v*w*x*z+v*w*y*z+v*x*y*z+w*x*y*z+w*x*y,
v*w*x*y*z-1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cyclic_5_1\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x1,x2,x3,x4,x5,x6]:
polys:=[x1+x2+x3+x4+x5+x6,
x1*x2+x2*x3+x3*x4+x4*x5+x1*x6+x5*x6,
x1*x2*x3+x2*x3*x4+x3*x4*x5+x1*x2*x6+x1*x5*x6+x4*x5*x6,
x1*x2*x3*x4+x2*x3*x4*x5+x1*x2*x3*x6+x1*x2*x5*x6+x1*x4*x5*x6+x3*x4*x5*x6,
x1*x2*x3*x4*x5+x1*x2*x3*x4*x6+x1*x2*x3*x5*x6+x1*x2*x4*x5*x6+x1*x3*x4*x5*x6+x2*x3*x4*x5*x6,
x1*x2*x3*x4*x5*x6-1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cyclic_6\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x1,x2,x3,x4,x5,x6,x7]:
polys:=[x1+x2+x3+x4+x5+x6+x7,
x1*x2+x2*x3+x3*x4+x4*x5+x5*x6+x1*x7+x6*x7,
x1*x2*x3+x2*x3*x4+x3*x4*x5+x4*x5*x6+x1*x2*x7+x1*x6*x7+x5*x6*x7,
x1*x2*x3*x4+x2*x3*x4*x5+x3*x4*x5*x6+x1*x2*x3*x7+x1*x2*x6*x7+x1*x5*x6*x7+x4*x5*x6*x7,
x1*x2*x3*x4*x5+x2*x3*x4*x5*x6+x1*x2*x3*x4*x7+x1*x2*x3*x6*x7+x1*x2*x5*x6*x7+x1*x4*x5*x6*x7+x3*x4*x5*x6*x7,
x1*x2*x3*x4*x5*x6+x1*x2*x3*x4*x5*x7+x1*x2*x3*x4*x6*x7+x1*x2*x3*x5*x6*x7+x1*x2*x4*x5*x6*x7+x1*x3*x4*x5*x6*x7+x2*x3*x4*x5*x6*x7,
x1*x2*x3*x4*x5*x6*x7-1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cyclic_7\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[a,b,c]:
polys:=[a^2*b*c+a*b^2*c+a*b*c^2+a*b*c+a*b+a*c+b*c,
a^2*b^2*c+a*b^2*c^2+a^2*b*c+a*b*c+b*c+a+c,
a^2*b^2*c^2+a^2*b^2*c+a*b^2*c+a*b*c+a*c+c+1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cyclic_7_1\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x1,x2,x3,x4,x5,x6,x7,x8]:
polys:=[x1+x2+x3+x4+x5+x6+x7+x8,
x1*x2+x2*x3+x3*x4+x4*x5+x5*x6+x6*x7+x1*x8+x7*x8,
x1*x2*x3+x2*x3*x4+x3*x4*x5+x4*x5*x6+x5*x6*x7+x1*x2*x8+x1*x7*x8+x6*x7*x8,
x1*x2*x3*x4+x2*x3*x4*x5+x3*x4*x5*x6+x4*x5*x6*x7+x1*x2*x3*x8+x1*x2*x7*x8+x1*x6*x7*x8+x5*x6*x7*x8,
x1*x2*x3*x4*x5+x2*x3*x4*x5*x6+x3*x4*x5*x6*x7+x1*x2*x3*x4*x8+x1*x2*x3*x7*x8+x1*x2*x6*x7*x8+x1*x5*x6*x7*x8+x4*x5*x6*x7*x8,
x1*x2*x3*x4*x5*x6+x2*x3*x4*x5*x6*x7+x1*x2*x3*x4*x5*x8+x1*x2*x3*x4*x7*x8+x1*x2*x3*x6*x7*x8+x1*x2*x5*x6*x7*x8+x1*x4*x5*x6*x7*x8+x3*x4*x5*x6*x7*x8,
x1*x2*x3*x4*x5*x6*x7+x1*x2*x3*x4*x5*x6*x8+x1*x2*x3*x4*x5*x7*x8+x1*x2*x3*x4*x6*x7*x8+x1*x2*x3*x5*x6*x7*x8+x1*x2*x4*x5*x6*x7*x8+x1*x3*x4*x5*x6*x7*x8+x2*x3*x4*x5*x6*x7*x8,
x1*x2*x3*x4*x5*x6*x7*x8-1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cyclic_8\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[y1,y2,y3,y4,y5,y6,y7,y8,y9]:
polys:=[y1+y2+y3+y4+y5+y6+y7+y8+y9,
y1*y2+y2*y3+y3*y4+y4*y5+y5*y6+y6*y7+y7*y8+y1*y9+y8*y9,
y1*y2*y3+y2*y3*y4+y3*y4*y5+y4*y5*y6+y5*y6*y7+y6*y7*y8+y1*y2*y9+y1*y8*y9+y7*y8*y9,
y1*y2*y3*y4+y2*y3*y4*y5+y3*y4*y5*y6+y4*y5*y6*y7+y5*y6*y7*y8+y1*y2*y3*y9+y1*y2*y8*y9+y1*y7*y8*y9+y6*y7*y8*y9,
y1*y2*y3*y4*y5+y2*y3*y4*y5*y6+y3*y4*y5*y6*y7+y4*y5*y6*y7*y8+y1*y2*y3*y4*y9+y1*y2*y3*y8*y9+y1*y2*y7*y8*y9+y1*y6*y7*y8*y9+y5*y6*y7*y8*y9,
y1*y2*y3*y4*y5*y6+y2*y3*y4*y5*y6*y7+y3*y4*y5*y6*y7*y8+y1*y2*y3*y4*y5*y9+y1*y2*y3*y4*y8*y9+y1*y2*y3*y7*y8*y9+y1*y2*y6*y7*y8*y9+y1*y5*y6*y7*y8*y9+y4*y5*y6*y7*y8*y9,
y1*y2*y3*y4*y5*y6*y7+y2*y3*y4*y5*y6*y7*y8+y1*y2*y3*y4*y5*y6*y9+y1*y2*y3*y4*y5*y8*y9+y1*y2*y3*y4*y7*y8*y9+y1*y2*y3*y6*y7*y8*y9+y1*y2*y5*y6*y7*y8*y9+y1*y4*y5*y6*y7*y8*y9+y3*y4*y5*y6*y7*y8*y9,
y1*y2*y3*y4*y5*y6*y7*y8+y1*y2*y3*y4*y5*y6*y7*y9+y1*y2*y3*y4*y5*y6*y8*y9+y1*y2*y3*y4*y5*y7*y8*y9+y1*y2*y3*y4*y6*y7*y8*y9+y1*y2*y3*y5*y6*y7*y8*y9+y1*y2*y4*y5*y6*y7*y8*y9+y1*y3*y4*y5*y6*y7*y8*y9+y2*y3*y4*y5*y6*y7*y8*y9,
y1*y2*y3*y4*y5*y6*y7*y8*y9-1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Cyclic_9\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z]:
polys:=[5*x^2+8*x*y+9*y^2+4*x*z-6*y*z-z^2+8*x+2*y-7*z+5,
8*x^2-2*x*y+3*y^2-6*x*z-7*y*z+10*z^2+3*x+10*y-8*z-4,
10*x^2-2*x*y+9*y^2+6*x*z-y*z-2*z^2-6*x-4*y+5*z-9]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-86a\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,a,b,c,d,e,f,g,h,k]:
polys:=[x^2*b+4*x*y*d+y^2*g+2*x*e+y*h+k,
x^2*a+x*y*b+y^2*d+x*c+y*e+f]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-86b\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z,a,b,c,d,e,f,g,h,k]:
polys:=[y^2+x*z*b+y*e+h,
x*y*c+z^2+z*f+k,
x^2+y*z*a+x*d+g]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-86c\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z,a,b,c,g,h,k]:
polys:=[y^2+x*z*b+h,
x*y*c+z^2+k,
x^2+y*z*a+g]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-86c_1\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z,d,e,f]:
polys:=[y^2+x*z+y*e+1,
x*y+z^2+z*f+1,
x^2+y*z+x*d+1]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-86c_2\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z,w,c1,c2,c3,c4,d1,d2,d3,d4]:
polys:=[x^2*d4+9*x*y+y^2*c4-3*y*z-2*z^2-6*x*w+4*y*w+10*z*w+2*w^2+3*x+8*y+3*z+9*w-7,
x^2*d3+7*x*y+y^2*c3-9*x*z-2*y*z+10*z^2+3*x*w-2*y*w+8*z*w+10*w^2-2*x-3*y-9*z-2*w-9,
x^2*d2-8*x*y+y^2*c2-4*x*z-2*y*z-5*z^2-8*x*w+y*w+10*z*w+6*w^2-9*x+7*y-2*z-6*w+9,
x^2*d1-4*x*y+y^2*c1-2*x*z+2*y*z-3*z^2+5*x*w+6*y*w+7*z*w-10*w^2-9*x-3*y-10*z+8*w+4]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-87\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z,w]:
polys:=[-8*x*y-4*x*z-2*y*z-5*z^2-8*x*w+y*w+10*z*w+6*w^2-9*x+7*y-2*z-6*w+9,
-4*x*y-2*x*z+2*y*z-3*z^2+5*x*w+6*y*w+7*z*w-10*w^2-9*x-3*y-10*z+8*w+4,
7*x*y-9*x*z-2*y*z+10*z^2+3*x*w-2*y*w+8*z*w+10*w^2-2*x-3*y-9*z-2*w-9,
9*x*y-3*y*z-2*z^2-6*x*w+4*y*w+10*z*w+2*w^2+3*x+8*y+3*z+9*w-7]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-87_1\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z,w]:
polys:=[-5*x^2-8*x*y+6*y^2-4*x*z-2*y*z-5*z^2-8*x*w+y*w+10*z*w+6*w^2-9*x+7*y-2*z-6*w+9,
-3*x^2+9*x*y-6*y^2-3*y*z-2*z^2-6*x*w+4*y*w+10*z*w+2*w^2+3*x+8*y+3*z+9*w-7,
-x^2-4*x*y-8*y^2-2*x*z+2*y*z-3*z^2+5*x*w+6*y*w+7*z*w-10*w^2-9*x-3*y-10*z+8*w+4,
6*x^2+7*x*y-3*y^2-9*x*z-2*y*z+10*z^2+3*x*w-2*y*w+8*z*w+10*w^2-2*x-3*y-9*z-2*w-9]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-87_2\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
vars:=[x,y,z]:
polys:=[18*y^2+x*z+y*z+18*z^2+18*x+2*y+18*z+14,
x*y+5*y^2+y*z+10*z^2+17*x+4*y+6*z+4,
x^2+2*y^2+17*z^2+4*x+11*y+10*z+2]:
dlist:=sort(map(polys,degree)):
llist:=sort(map(polys,nops)):
print(NoNL,"<Result id=\"Czapor-91\" dlist=\"".expr2text(dlist)
       ."\" llist=\"".expr2text(llist)."\"/>");
quit;
