Loading "/home/harashita-lab/ogasawara/CompletedCodes/s-spUDCEC.txt" charcteristic of base field K: 19 Compute time Discriminant= 8.200 compute time Cartier-Manin matrix =3.200 compute time Cartier-Manin matrix =0.690 ======================================== Superspecial DCEC's C=V(P,Q), where P,Q in L0[X,Y,Z,W], and Q:=W^2 - q base field L0: Finite field of size 19^4 field K: Finite field of size 19^2 ======================================== P[1]:= Y^2*Z - (X^3 + 12 *X*Z^2 + 14 *Z^3),and -------- q[1]:= 1*X^2 + 0*X*Y + L0.1^5430*X*Z^2 + L0.1^22806*Y^2*Z + 0*Y*Z + L0.1^129234*Z^2; q[2]:= 1*X^2 + 0*X*Y + L0.1^38734*X*Z^2 + L0.1^84708*Y^2*Z + 0*Y*Z + L0.1^26426*Z^2; q[3]:= 1*X^2 + 0*X*Y + L0.1^59006*X*Z^2 + L0.1^724*Y^2*Z + 0*Y*Z + L0.1^71314*Z^2; q[4]:= 1*X^2 + 0*X*Y + L0.1^78554*X*Z^2 + L0.1^13756*Y^2*Z + 0*Y*Z + L0.1^51766*Z^2; q[5]:= 1*X^2 + 0*X*Y + L0.1^84346*X*Z^2 + L0.1^45612*Y^2*Z + 0*Y*Z + L0.1^111134*Z^2; q[6]:= 1*X^2 + 0*X*Y + L0.1^103170*X*Z^2 + L0.1^42354*Y^2*Z + 0*Y*Z + L0.1^109686*Z^2; q[7]:= 1*X^2 + L0.1^539*X*Y + L0.1^108357*X*Z^2 + L0.1^105974*Y^2*Z + L0.1^40550*Y*Z + L0.1^105972*Z^2; q[8]:= 1*X^2 + L0.1^2612*X*Y + L0.1^11664*X*Z^2 + L0.1^113078*Y^2*Z + L0.1^3001*Y*Z + L0.1^8374*Z^2; q[9]:= 1*X^2 + L0.1^3801*X*Y + L0.1^43078*X*Z^2 + L0.1^123442*Y^2*Z + L0.1^116383*Y*Z + L0.1^85794*Z^2; q[10]:= 1*X^2 + L0.1^4416*X*Y + L0.1^9258*X*Z^2 + L0.1^15538*Y^2*Z + L0.1^130037*Y*Z + L0.1^129539*Z^2; q[11]:= 1*X^2 + L0.1^4815*X*Y + L0.1^10170*X*Z^2 + L0.1^8957*Y^2*Z + L0.1^110963*Y*Z + L0.1^93125*Z^2; q[12]:= 1*X^2 + L0.1^5611*X*Y + L0.1^40906*X*Z^2 + L0.1^104980*Y^2*Z + L0.1^70409*Y*Z + L0.1^5068*Z^2; q[13]:= 1*X^2 + L0.1^7059*X*Y + L0.1^36562*X*Z^2 + L0.1^129958*Y^2*Z + L0.1^60997*Y*Z + L0.1^66246*Z^2; q[14]:= 1*X^2 + L0.1^8202*X*Y + L0.1^22886*X*Z^2 + L0.1^21717*Y^2*Z + L0.1^105874*Y*Z + L0.1^104260*Z^2; q[15]:= 1*X^2 + L0.1^8326*X*Y + L0.1^92310*X*Z^2 + L0.1^78554*Y^2*Z + L0.1^125976*Y*Z + L0.1^17014*Z^2; q[16]:= 1*X^2 + L0.1^8400*X*Y + L0.1^44573*X*Z^2 + L0.1^15803*Y^2*Z + L0.1^6361*Y*Z + L0.1^125214*Z^2; q[17]:= 1*X^2 + L0.1^10241*X*Y + L0.1^103983*X*Z^2 + L0.1^58706*Y^2*Z + L0.1^118850*Y*Z + L0.1^58668*Z^2; q[18]:= 1*X^2 + L0.1^11062*X*Y + L0.1^127474*X*Z^2 + L0.1^120554*Y^2*Z + L0.1^89007*Y*Z + L0.1^15171*Z^2; q[19]:= 1*X^2 + L0.1^11122*X*Y + L0.1^21853*X*Z^2 + L0.1^81615*Y^2*Z + L0.1^53617*Y*Z + L0.1^32292*Z^2; q[20]:= 1*X^2 + L0.1^11765*X*Y + L0.1^9050*X*Z^2 + L0.1^27150*Y^2*Z + L0.1^26969*Y*Z + L0.1^58644*Z^2; q[21]:= 1*X^2 + L0.1^11822*X*Y + L0.1^117288*X*Z^2 + L0.1^12216*Y^2*Z + L0.1^54827*Y*Z + L0.1^23414*Z^2; q[22]:= 1*X^2 + L0.1^12872*X*Y + L0.1^40634*X*Z^2 + L0.1^10764*Y^2*Z + L0.1^42063*Y*Z + L0.1^122203*Z^2; q[23]:= 1*X^2 + L0.1^12992*X*Y + L0.1^93063*X*Z^2 + L0.1^13285*Y^2*Z + L0.1^91669*Y*Z + L0.1^105969*Z^2; q[24]:= 1*X^2 + L0.1^14160*X*Y + L0.1^125807*X*Z^2 + L0.1^96857*Y^2*Z + L0.1^103219*Y*Z + L0.1^34026*Z^2; q[25]:= 1*X^2 + L0.1^14661*X*Y + L0.1^35114*X*Z^2 + L0.1^121632*Y^2*Z + L0.1^12489*Y*Z + L0.1^43078*Z^2; q[26]:= 1*X^2 + L0.1^14698*X*Y + L0.1^76246*X*Z^2 + L0.1^75086*Y^2*Z + L0.1^62133*Y*Z + L0.1^27609*Z^2; q[27]:= 1*X^2 + L0.1^15157*X*Y + L0.1^122929*X*Z^2 + L0.1^125676*Y^2*Z + L0.1^2825*Y*Z + L0.1^91317*Z^2; q[28]:= 1*X^2 + L0.1^15838*X*Y + L0.1^24247*X*Z^2 + L0.1^117165*Y^2*Z + L0.1^41323*Y*Z + L0.1^92268*Z^2; q[29]:= 1*X^2 + L0.1^17919*X*Y + L0.1^15566*X*Z^2 + L0.1^95568*Y^2*Z + L0.1^106971*Y*Z + L0.1^36562*Z^2; q[30]:= 1*X^2 + L0.1^18281*X*Y + L0.1^114754*X*Z^2 + L0.1^81812*Y^2*Z + L0.1^120365*Y*Z + L0.1^119098*Z^2; q[31]:= 1*X^2 + L0.1^18622*X*Y + L0.1^15154*X*Z^2 + L0.1^123434*Y^2*Z + L0.1^7647*Y*Z + L0.1^3291*Z^2; q[32]:= 1*X^2 + L0.1^18744*X*Y + L0.1^45582*X*Z^2 + L0.1^34582*Y^2*Z + L0.1^59783*Y*Z + L0.1^115481*Z^2; q[33]:= 1*X^2 + L0.1^19375*X*Y + L0.1^1264*X*Z^2 + L0.1^122085*Y^2*Z + L0.1^91842*Y*Z + L0.1^129024*Z^2; q[34]:= 1*X^2 + L0.1^20432*X*Y + L0.1^73034*X*Z^2 + L0.1^106524*Y^2*Z + L0.1^2463*Y*Z + L0.1^67123*Z^2; q[35]:= 1*X^2 + L0.1^21539*X*Y + L0.1^95206*X*Z^2 + L0.1^120908*Y^2*Z + L0.1^6335*Y*Z + L0.1^47422*Z^2; q[36]:= 1*X^2 + L0.1^22255*X*Y + L0.1^65344*X*Z^2 + L0.1^24525*Y^2*Z + L0.1^118842*Y*Z + L0.1^53424*Z^2; q[37]:= 1*X^2 + L0.1^23349*X*Y + L0.1^8326*X*Z^2 + L0.1^74572*Y^2*Z + L0.1^74029*Y*Z + L0.1^26788*Z^2; q[38]:= 1*X^2 + L0.1^23584*X*Y + L0.1^68578*X*Z^2 + L0.1^69688*Y^2*Z + L0.1^74869*Y*Z + L0.1^919*Z^2; q[39]:= 1*X^2 + L0.1^24438*X*Y + L0.1^69794*X*Z^2 + L0.1^1143*Y^2*Z + L0.1^111886*Y*Z + L0.1^53500*Z^2; q[40]:= 1*X^2 + L0.1^25518*X*Y + L0.1^43874*X*Z^2 + L0.1^21663*Y^2*Z + L0.1^56806*Y*Z + L0.1^26140*Z^2; q[41]:= 1*X^2 + L0.1^25543*X*Y + L0.1^10315*X*Z^2 + L0.1^108775*Y^2*Z + L0.1^86448*Y*Z + L0.1^48857*Z^2; q[42]:= 1*X^2 + L0.1^26325*X*Y + L0.1^62910*X*Z^2 + L0.1^39863*Y^2*Z + L0.1^88337*Y*Z + L0.1^75215*Z^2; q[43]:= 1*X^2 + L0.1^26426*X*Y + L0.1^84708*X*Z^2 + L0.1^16652*Y^2*Z + L0.1^104980*Y*Z + L0.1^74210*Z^2; q[44]:= 1*X^2 + L0.1^27343*X*Y + L0.1^120211*X*Z^2 + L0.1^42084*Y^2*Z + L0.1^53675*Y*Z + L0.1^40863*Z^2; q[45]:= 1*X^2 + L0.1^27874*X*Y + L0.1^59730*X*Z^2 + L0.1^59006*Y^2*Z + L0.1^47784*Y*Z + L0.1^62626*Z^2; q[46]:= 1*X^2 + L0.1^28018*X*Y + L0.1^27286*X*Z^2 + L0.1^129806*Y^2*Z + L0.1^80133*Y*Z + L0.1^62529*Z^2; q[47]:= 1*X^2 + L0.1^28055*X*Y + L0.1^41630*X*Z^2 + L0.1^124890*Y^2*Z + L0.1^56291*Y*Z + L0.1^71676*Z^2; q[48]:= 1*X^2 + L0.1^28058*X*Y + L0.1^13032*X*Z^2 + L0.1^124104*Y^2*Z + L0.1^85193*Y*Z + L0.1^42386*Z^2; q[49]:= 1*X^2 + L0.1^28722*X*Y + L0.1^51686*X*Z^2 + L0.1^20637*Y^2*Z + L0.1^101914*Y*Z + L0.1^105700*Z^2; q[50]:= 1*X^2 + L0.1^29138*X*Y + L0.1^13032*X*Z^2 + L0.1^101784*Y^2*Z + L0.1^64313*Y*Z + L0.1^53906*Z^2; q[51]:= 1*X^2 + L0.1^29197*X*Y + L0.1^65665*X*Z^2 + L0.1^111925*Y^2*Z + L0.1^13512*Y*Z + L0.1^16043*Z^2; q[52]:= 1*X^2 + L0.1^29280*X*Y + L0.1^64967*X*Z^2 + L0.1^39617*Y^2*Z + L0.1^120859*Y*Z + L0.1^33306*Z^2; q[53]:= 1*X^2 + L0.1^29684*X*Y + L0.1^113668*X*Z^2 + L0.1^13756*Y^2*Z + L0.1^65522*Y*Z + L0.1^116202*Z^2; q[54]:= 1*X^2 + L0.1^29865*X*Y + L0.1^81812*X*Z^2 + L0.1^45250*Y^2*Z + L0.1^97921*Y*Z + L0.1^29322*Z^2; q[55]:= 1*X^2 + L0.1^30336*X*Y + L0.1^84138*X*Z^2 + L0.1^5458*Y^2*Z + L0.1^28157*Y*Z + L0.1^109019*Z^2; q[56]:= 1*X^2 + L0.1^30692*X*Y + L0.1^40464*X*Z^2 + L0.1^30998*Y^2*Z + L0.1^40801*Y*Z + L0.1^25654*Z^2; q[57]:= 1*X^2 + L0.1^31663*X*Y + L0.1^129931*X*Z^2 + L0.1^75204*Y^2*Z + L0.1^24155*Y*Z + L0.1^25383*Z^2; q[58]:= 1*X^2 + L0.1^31885*X*Y + L0.1^68656*X*Z^2 + L0.1^75015*Y^2*Z + L0.1^42558*Y*Z + L0.1^102816*Z^2; q[59]:= 1*X^2 + L0.1^32342*X*Y + L0.1^117288*X*Z^2 + L0.1^109416*Y^2*Z + L0.1^49067*Y*Z + L0.1^111974*Z^2; q[60]:= 1*X^2 + L0.1^33123*X*Y + L0.1^17376*X*Z^2 + L0.1^51766*Y^2*Z + L0.1^105161*Y*Z + L0.1^103532*Z^2; q[61]:= 1*X^2 + L0.1^33463*X*Y + L0.1^74755*X*Z^2 + L0.1^41455*Y^2*Z + L0.1^126408*Y*Z + L0.1^44177*Z^2; q[62]:= 1*X^2 + L0.1^35040*X*Y + L0.1^61493*X*Z^2 + L0.1^101123*Y^2*Z + L0.1^80881*Y*Z + L0.1^111534*Z^2; q[63]:= 1*X^2 + L0.1^35536*X*Y + L0.1^51622*X*Z^2 + L0.1^106552*Y^2*Z + L0.1^65671*Y*Z + L0.1^48061*Z^2; q[64]:= 1*X^2 + L0.1^36935*X*Y + L0.1^106204*X*Z^2 + L0.1^47407*Y^2*Z + L0.1^100017*Y*Z + L0.1^76185*Z^2; q[65]:= 1*X^2 + L0.1^37344*X*Y + L0.1^110547*X*Z^2 + L0.1^36836*Y^2*Z + L0.1^38149*Y*Z + L0.1^82992*Z^2; q[66]:= 1*X^2 + L0.1^38408*X*Y + L0.1^11757*X*Z^2 + L0.1^28135*Y^2*Z + L0.1^28831*Y*Z + L0.1^46731*Z^2; q[67]:= 1*X^2 + L0.1^40049*X*Y + L0.1^55511*X*Z^2 + L0.1^119125*Y^2*Z + L0.1^81808*Y*Z + L0.1^31190*Z^2; q[68]:= 1*X^2 + L0.1^40282*X*Y + L0.1^69733*X*Z^2 + L0.1^10695*Y^2*Z + L0.1^3217*Y*Z + L0.1^58932*Z^2; q[69]:= 1*X^2 + L0.1^40895*X*Y + L0.1^25564*X*Z^2 + L0.1^42007*Y^2*Z + L0.1^7497*Y*Z + L0.1^5265*Z^2; q[70]:= 1*X^2 + L0.1^41449*X*Y + L0.1^125614*X*Z^2 + L0.1^39820*Y^2*Z + L0.1^99731*Y*Z + L0.1^96292*Z^2; q[71]:= 1*X^2 + L0.1^42325*X*Y + L0.1^24016*X*Z^2 + L0.1^104175*Y^2*Z + L0.1^115998*Y*Z + L0.1^105696*Z^2; q[72]:= 1*X^2 + L0.1^42716*X*Y + L0.1^74572*X*Z^2 + L0.1^724*Y^2*Z + L0.1^72038*Y*Z + L0.1^122718*Z^2; q[73]:= 1*X^2 + L0.1^42897*X*Y + L0.1^69504*X*Z^2 + L0.1^71314*Y^2*Z + L0.1^108419*Y*Z + L0.1^12308*Z^2; q[74]:= 1*X^2 + L0.1^43024*X*Y + L0.1^126178*X*Z^2 + L0.1^5608*Y^2*Z + L0.1^51469*Y*Z + L0.1^71119*Z^2; q[75]:= 1*X^2 + L0.1^43983*X*Y + L0.1^104618*X*Z^2 + L0.1^84346*Y^2*Z + L0.1^14299*Y*Z + L0.1^95568*Z^2; q[76]:= 1*X^2 + L0.1^44055*X*Y + L0.1^22410*X*Z^2 + L0.1^105797*Y^2*Z + L0.1^49403*Y*Z + L0.1^125885*Z^2; q[77]:= 1*X^2 + L0.1^44171*X*Y + L0.1^12149*X*Z^2 + L0.1^47935*Y^2*Z + L0.1^55672*Y*Z + L0.1^71330*Z^2; q[78]:= 1*X^2 + L0.1^45974*X*Y + L0.1^45612*X*Z^2 + L0.1^55748*Y^2*Z + L0.1^104980*Y*Z + L0.1^106790*Z^2; q[79]:= 1*X^2 + L0.1^46155*X*Y + L0.1^120908*X*Z^2 + L0.1^77830*Y^2*Z + L0.1^36019*Y*Z + L0.1^35838*Z^2; q[80]:= 1*X^2 + L0.1^46691*X*Y + L0.1^85229*X*Z^2 + L0.1^102295*Y^2*Z + L0.1^28312*Y*Z + L0.1^77090*Z^2; q[81]:= 1*X^2 + L0.1^48041*X*Y + L0.1^5703*X*Z^2 + L0.1^81026*Y^2*Z + L0.1^29570*Y*Z + L0.1^67308*Z^2; q[82]:= 1*X^2 + L0.1^48598*X*Y + L0.1^21727*X*Z^2 + L0.1^72885*Y^2*Z + L0.1^126283*Y*Z + L0.1^77148*Z^2; q[83]:= 1*X^2 + L0.1^49088*X*Y + L0.1^120446*X*Z^2 + L0.1^74196*Y^2*Z + L0.1^82437*Y*Z + L0.1^106417*Z^2; q[84]:= 1*X^2 + L0.1^49357*X*Y + L0.1^117145*X*Z^2 + L0.1^5725*Y^2*Z + L0.1^121152*Y*Z + L0.1^57443*Z^2; q[85]:= 1*X^2 + L0.1^49628*X*Y + L0.1^91296*X*Z^2 + L0.1^63362*Y^2*Z + L0.1^57019*Y*Z + L0.1^28786*Z^2; q[86]:= 1*X^2 + L0.1^50165*X*Y + L0.1^63076*X*Z^2 + L0.1^118813*Y^2*Z + L0.1^75843*Y*Z + L0.1^13995*Z^2; q[87]:= 1*X^2 + 14*X*Y + 6*X*Z^2 + 16*Y^2*Z + 7*Y*Z + 5*Z^2; q[88]:= 1*X^2 + L0.1^51368*X*Y + L0.1^74037*X*Z^2 + L0.1^122095*Y^2*Z + L0.1^112711*Y*Z + L0.1^58611*Z^2; q[89]:= 1*X^2 + L0.1^52671*X*Y + L0.1^27874*X*Z^2 + L0.1^113668*Y^2*Z + L0.1^103351*Y*Z + L0.1^118012*Z^2; q[90]:= 1*X^2 + L0.1^53757*X*Y + L0.1^32942*X*Z^2 + L0.1^38734*Y^2*Z + L0.1^11041*Y*Z + L0.1^121632*Z^2; q[91]:= 1*X^2 + L0.1^55104*X*Y + L0.1^34782*X*Z^2 + L0.1^103702*Y^2*Z + L0.1^13703*Y*Z + L0.1^116561*Z^2; q[92]:= 1*X^2 + L0.1^55125*X*Y + L0.1^34830*X*Z^2 + L0.1^55343*Y^2*Z + L0.1^26417*Y*Z + L0.1^46055*Z^2; q[93]:= 1*X^2 + L0.1^57136*X*Y + L0.1^130102*X*Z^2 + L0.1^20872*Y^2*Z + L0.1^119311*Y*Z + L0.1^17461*Z^2; q[94]:= 1*X^2 + L0.1^57329*X*Y + L0.1^100511*X*Z^2 + L0.1^128845*Y^2*Z + L0.1^15208*Y*Z + L0.1^52070*Z^2; q[95]:= 1*X^2 + 9*X*Y + 13*X*Z^2 + 10*Y^2*Z + 4*Y*Z + 14*Z^2; q[96]:= 1*X^2 + L0.1^57936*X*Y + L0.1^15273*X*Z^2 + L0.1^48284*Y^2*Z + L0.1^73231*Y*Z + L0.1^13008*Z^2; q[97]:= 1*X^2 + L0.1^58224*X*Y + L0.1^29547*X*Z^2 + L0.1^5156*Y^2*Z + L0.1^88189*Y*Z + L0.1^116832*Z^2; q[98]:= 1*X^2 + L0.1^60245*X*Y + L0.1^94756*X*Z^2 + L0.1^16213*Y^2*Z + L0.1^77283*Y*Z + L0.1^100035*Z^2; q[99]:= 1*X^2 + L0.1^61868*X*Y + L0.1^117216*X*Z^2 + L0.1^67682*Y^2*Z + L0.1^123619*Y*Z + L0.1^96466*Z^2; q[100]:= 1*X^2 + L0.1^62408*X*Y + L0.1^84446*X*Z^2 + L0.1^69156*Y^2*Z + L0.1^111957*Y*Z + L0.1^102457*Z^2; q[101]:= 1*X^2 + L0.1^63397*X*Y + L0.1^68569*X*Z^2 + L0.1^17676*Y^2*Z + L0.1^42425*Y*Z + L0.1^124797*Z^2; q[102]:= 1*X^2 + L0.1^63696*X*Y + L0.1^40113*X*Z^2 + L0.1^97964*Y^2*Z + L0.1^111751*Y*Z + L0.1^4368*Z^2; q[103]:= 1*X^2 + L0.1^63752*X*Y + L0.1^103503*X*Z^2 + L0.1^104365*Y^2*Z + L0.1^56389*Y*Z + L0.1^71049*Z^2; q[104]:= 1*X^2 + L0.1^64259*X*Y + L0.1^20877*X*Z^2 + L0.1^72854*Y^2*Z + L0.1^42710*Y*Z + L0.1^72132*Z^2; q[105]:= 1*X^2 + L0.1^65699*X*Y + L0.1^108357*X*Z^2 + L0.1^105974*Y^2*Z + L0.1^105710*Y*Z + L0.1^105972*Z^2; q[106]:= 1*X^2 + L0.1^67772*X*Y + L0.1^11664*X*Z^2 + L0.1^113078*Y^2*Z + L0.1^68161*Y*Z + L0.1^8374*Z^2; q[107]:= 1*X^2 + L0.1^68961*X*Y + L0.1^43078*X*Z^2 + L0.1^123442*Y^2*Z + L0.1^51223*Y*Z + L0.1^85794*Z^2; q[108]:= 1*X^2 + L0.1^69576*X*Y + L0.1^9258*X*Z^2 + L0.1^15538*Y^2*Z + L0.1^64877*Y*Z + L0.1^129539*Z^2; q[109]:= 1*X^2 + L0.1^69975*X*Y + L0.1^10170*X*Z^2 + L0.1^8957*Y^2*Z + L0.1^45803*Y*Z + L0.1^93125*Z^2; q[110]:= 1*X^2 + L0.1^70771*X*Y + L0.1^40906*X*Z^2 + L0.1^104980*Y^2*Z + L0.1^5249*Y*Z + L0.1^5068*Z^2; q[111]:= 1*X^2 + L0.1^72219*X*Y + L0.1^36562*X*Z^2 + L0.1^129958*Y^2*Z + L0.1^126157*Y*Z + L0.1^66246*Z^2; q[112]:= 1*X^2 + L0.1^73362*X*Y + L0.1^22886*X*Z^2 + L0.1^21717*Y^2*Z + L0.1^40714*Y*Z + L0.1^104260*Z^2; q[113]:= 1*X^2 + L0.1^73486*X*Y + L0.1^92310*X*Z^2 + L0.1^78554*Y^2*Z + L0.1^60816*Y*Z + L0.1^17014*Z^2; q[114]:= 1*X^2 + L0.1^73560*X*Y + L0.1^44573*X*Z^2 + L0.1^15803*Y^2*Z + L0.1^71521*Y*Z + L0.1^125214*Z^2; q[115]:= 1*X^2 + L0.1^75401*X*Y + L0.1^103983*X*Z^2 + L0.1^58706*Y^2*Z + L0.1^53690*Y*Z + L0.1^58668*Z^2; q[116]:= 1*X^2 + L0.1^76222*X*Y + L0.1^127474*X*Z^2 + L0.1^120554*Y^2*Z + L0.1^23847*Y*Z + L0.1^15171*Z^2; q[117]:= 1*X^2 + L0.1^76282*X*Y + L0.1^21853*X*Z^2 + L0.1^81615*Y^2*Z + L0.1^118777*Y*Z + L0.1^32292*Z^2; q[118]:= 1*X^2 + L0.1^76925*X*Y + L0.1^9050*X*Z^2 + L0.1^27150*Y^2*Z + L0.1^92129*Y*Z + L0.1^58644*Z^2; q[119]:= 1*X^2 + L0.1^76982*X*Y + L0.1^117288*X*Z^2 + L0.1^12216*Y^2*Z + L0.1^119987*Y*Z + L0.1^23414*Z^2; q[120]:= 1*X^2 + L0.1^78032*X*Y + L0.1^40634*X*Z^2 + L0.1^10764*Y^2*Z + L0.1^107223*Y*Z + L0.1^122203*Z^2; q[121]:= 1*X^2 + L0.1^78152*X*Y + L0.1^93063*X*Z^2 + L0.1^13285*Y^2*Z + L0.1^26509*Y*Z + L0.1^105969*Z^2; q[122]:= 1*X^2 + L0.1^79320*X*Y + L0.1^125807*X*Z^2 + L0.1^96857*Y^2*Z + L0.1^38059*Y*Z + L0.1^34026*Z^2; q[123]:= 1*X^2 + L0.1^79821*X*Y + L0.1^35114*X*Z^2 + L0.1^121632*Y^2*Z + L0.1^77649*Y*Z + L0.1^43078*Z^2; q[124]:= 1*X^2 + L0.1^79858*X*Y + L0.1^76246*X*Z^2 + L0.1^75086*Y^2*Z + L0.1^127293*Y*Z + L0.1^27609*Z^2; q[125]:= 1*X^2 + L0.1^80317*X*Y + L0.1^122929*X*Z^2 + L0.1^125676*Y^2*Z + L0.1^67985*Y*Z + L0.1^91317*Z^2; q[126]:= 1*X^2 + L0.1^80998*X*Y + L0.1^24247*X*Z^2 + L0.1^117165*Y^2*Z + L0.1^106483*Y*Z + L0.1^92268*Z^2; q[127]:= 1*X^2 + L0.1^83079*X*Y + L0.1^15566*X*Z^2 + L0.1^95568*Y^2*Z + L0.1^41811*Y*Z + L0.1^36562*Z^2; q[128]:= 1*X^2 + L0.1^83441*X*Y + L0.1^114754*X*Z^2 + L0.1^81812*Y^2*Z + L0.1^55205*Y*Z + L0.1^119098*Z^2; q[129]:= 1*X^2 + L0.1^83782*X*Y + L0.1^15154*X*Z^2 + L0.1^123434*Y^2*Z + L0.1^72807*Y*Z + L0.1^3291*Z^2; q[130]:= 1*X^2 + L0.1^83904*X*Y + L0.1^45582*X*Z^2 + L0.1^34582*Y^2*Z + L0.1^124943*Y*Z + L0.1^115481*Z^2; q[131]:= 1*X^2 + L0.1^84535*X*Y + L0.1^1264*X*Z^2 + L0.1^122085*Y^2*Z + L0.1^26682*Y*Z + L0.1^129024*Z^2; q[132]:= 1*X^2 + L0.1^85592*X*Y + L0.1^73034*X*Z^2 + L0.1^106524*Y^2*Z + L0.1^67623*Y*Z + L0.1^67123*Z^2; q[133]:= 1*X^2 + L0.1^86699*X*Y + L0.1^95206*X*Z^2 + L0.1^120908*Y^2*Z + L0.1^71495*Y*Z + L0.1^47422*Z^2; q[134]:= 1*X^2 + L0.1^87415*X*Y + L0.1^65344*X*Z^2 + L0.1^24525*Y^2*Z + L0.1^53682*Y*Z + L0.1^53424*Z^2; q[135]:= 1*X^2 + L0.1^88509*X*Y + L0.1^8326*X*Z^2 + L0.1^74572*Y^2*Z + L0.1^8869*Y*Z + L0.1^26788*Z^2; q[136]:= 1*X^2 + L0.1^88744*X*Y + L0.1^68578*X*Z^2 + L0.1^69688*Y^2*Z + L0.1^9709*Y*Z + L0.1^919*Z^2; q[137]:= 1*X^2 + L0.1^89598*X*Y + L0.1^69794*X*Z^2 + L0.1^1143*Y^2*Z + L0.1^46726*Y*Z + L0.1^53500*Z^2; q[138]:= 1*X^2 + L0.1^90678*X*Y + L0.1^43874*X*Z^2 + L0.1^21663*Y^2*Z + L0.1^121966*Y*Z + L0.1^26140*Z^2; q[139]:= 1*X^2 + L0.1^90703*X*Y + L0.1^10315*X*Z^2 + L0.1^108775*Y^2*Z + L0.1^21288*Y*Z + L0.1^48857*Z^2; q[140]:= 1*X^2 + L0.1^91485*X*Y + L0.1^62910*X*Z^2 + L0.1^39863*Y^2*Z + L0.1^23177*Y*Z + L0.1^75215*Z^2; q[141]:= 1*X^2 + L0.1^91586*X*Y + L0.1^84708*X*Z^2 + L0.1^16652*Y^2*Z + L0.1^39820*Y*Z + L0.1^74210*Z^2; q[142]:= 1*X^2 + L0.1^92503*X*Y + L0.1^120211*X*Z^2 + L0.1^42084*Y^2*Z + L0.1^118835*Y*Z + L0.1^40863*Z^2; q[143]:= 1*X^2 + L0.1^93034*X*Y + L0.1^59730*X*Z^2 + L0.1^59006*Y^2*Z + L0.1^112944*Y*Z + L0.1^62626*Z^2; q[144]:= 1*X^2 + L0.1^93178*X*Y + L0.1^27286*X*Z^2 + L0.1^129806*Y^2*Z + L0.1^14973*Y*Z + L0.1^62529*Z^2; q[145]:= 1*X^2 + L0.1^93215*X*Y + L0.1^41630*X*Z^2 + L0.1^124890*Y^2*Z + L0.1^121451*Y*Z + L0.1^71676*Z^2; q[146]:= 1*X^2 + L0.1^93218*X*Y + L0.1^13032*X*Z^2 + L0.1^124104*Y^2*Z + L0.1^20033*Y*Z + L0.1^42386*Z^2; q[147]:= 1*X^2 + L0.1^93882*X*Y + L0.1^51686*X*Z^2 + L0.1^20637*Y^2*Z + L0.1^36754*Y*Z + L0.1^105700*Z^2; q[148]:= 1*X^2 + L0.1^94298*X*Y + L0.1^13032*X*Z^2 + L0.1^101784*Y^2*Z + L0.1^129473*Y*Z + L0.1^53906*Z^2; q[149]:= 1*X^2 + L0.1^94357*X*Y + L0.1^65665*X*Z^2 + L0.1^111925*Y^2*Z + L0.1^78672*Y*Z + L0.1^16043*Z^2; q[150]:= 1*X^2 + L0.1^94440*X*Y + L0.1^64967*X*Z^2 + L0.1^39617*Y^2*Z + L0.1^55699*Y*Z + L0.1^33306*Z^2; q[151]:= 1*X^2 + L0.1^94844*X*Y + L0.1^113668*X*Z^2 + L0.1^13756*Y^2*Z + L0.1^362*Y*Z + L0.1^116202*Z^2; q[152]:= 1*X^2 + L0.1^95025*X*Y + L0.1^81812*X*Z^2 + L0.1^45250*Y^2*Z + L0.1^32761*Y*Z + L0.1^29322*Z^2; q[153]:= 1*X^2 + L0.1^95496*X*Y + L0.1^84138*X*Z^2 + L0.1^5458*Y^2*Z + L0.1^93317*Y*Z + L0.1^109019*Z^2; q[154]:= 1*X^2 + L0.1^95852*X*Y + L0.1^40464*X*Z^2 + L0.1^30998*Y^2*Z + L0.1^105961*Y*Z + L0.1^25654*Z^2; q[155]:= 1*X^2 + L0.1^96823*X*Y + L0.1^129931*X*Z^2 + L0.1^75204*Y^2*Z + L0.1^89315*Y*Z + L0.1^25383*Z^2; q[156]:= 1*X^2 + L0.1^97045*X*Y + L0.1^68656*X*Z^2 + L0.1^75015*Y^2*Z + L0.1^107718*Y*Z + L0.1^102816*Z^2; q[157]:= 1*X^2 + L0.1^97502*X*Y + L0.1^117288*X*Z^2 + L0.1^109416*Y^2*Z + L0.1^114227*Y*Z + L0.1^111974*Z^2; q[158]:= 1*X^2 + L0.1^98283*X*Y + L0.1^17376*X*Z^2 + L0.1^51766*Y^2*Z + L0.1^40001*Y*Z + L0.1^103532*Z^2; q[159]:= 1*X^2 + L0.1^98623*X*Y + L0.1^74755*X*Z^2 + L0.1^41455*Y^2*Z + L0.1^61248*Y*Z + L0.1^44177*Z^2; q[160]:= 1*X^2 + L0.1^100200*X*Y + L0.1^61493*X*Z^2 + L0.1^101123*Y^2*Z + L0.1^15721*Y*Z + L0.1^111534*Z^2; q[161]:= 1*X^2 + L0.1^100696*X*Y + L0.1^51622*X*Z^2 + L0.1^106552*Y^2*Z + L0.1^511*Y*Z + L0.1^48061*Z^2; q[162]:= 1*X^2 + L0.1^102095*X*Y + L0.1^106204*X*Z^2 + L0.1^47407*Y^2*Z + L0.1^34857*Y*Z + L0.1^76185*Z^2; q[163]:= 1*X^2 + L0.1^102504*X*Y + L0.1^110547*X*Z^2 + L0.1^36836*Y^2*Z + L0.1^103309*Y*Z + L0.1^82992*Z^2; q[164]:= 1*X^2 + L0.1^103568*X*Y + L0.1^11757*X*Z^2 + L0.1^28135*Y^2*Z + L0.1^93991*Y*Z + L0.1^46731*Z^2; q[165]:= 1*X^2 + L0.1^105209*X*Y + L0.1^55511*X*Z^2 + L0.1^119125*Y^2*Z + L0.1^16648*Y*Z + L0.1^31190*Z^2; q[166]:= 1*X^2 + L0.1^105442*X*Y + L0.1^69733*X*Z^2 + L0.1^10695*Y^2*Z + L0.1^68377*Y*Z + L0.1^58932*Z^2; q[167]:= 1*X^2 + L0.1^106055*X*Y + L0.1^25564*X*Z^2 + L0.1^42007*Y^2*Z + L0.1^72657*Y*Z + L0.1^5265*Z^2; q[168]:= 1*X^2 + L0.1^106609*X*Y + L0.1^125614*X*Z^2 + L0.1^39820*Y^2*Z + L0.1^34571*Y*Z + L0.1^96292*Z^2; q[169]:= 1*X^2 + L0.1^107485*X*Y + L0.1^24016*X*Z^2 + L0.1^104175*Y^2*Z + L0.1^50838*Y*Z + L0.1^105696*Z^2; q[170]:= 1*X^2 + L0.1^107876*X*Y + L0.1^74572*X*Z^2 + L0.1^724*Y^2*Z + L0.1^6878*Y*Z + L0.1^122718*Z^2; q[171]:= 1*X^2 + L0.1^108057*X*Y + L0.1^69504*X*Z^2 + L0.1^71314*Y^2*Z + L0.1^43259*Y*Z + L0.1^12308*Z^2; q[172]:= 1*X^2 + L0.1^108184*X*Y + L0.1^126178*X*Z^2 + L0.1^5608*Y^2*Z + L0.1^116629*Y*Z + L0.1^71119*Z^2; q[173]:= 1*X^2 + L0.1^109143*X*Y + L0.1^104618*X*Z^2 + L0.1^84346*Y^2*Z + L0.1^79459*Y*Z + L0.1^95568*Z^2; q[174]:= 1*X^2 + L0.1^109215*X*Y + L0.1^22410*X*Z^2 + L0.1^105797*Y^2*Z + L0.1^114563*Y*Z + L0.1^125885*Z^2; q[175]:= 1*X^2 + L0.1^109331*X*Y + L0.1^12149*X*Z^2 + L0.1^47935*Y^2*Z + L0.1^120832*Y*Z + L0.1^71330*Z^2; q[176]:= 1*X^2 + L0.1^111134*X*Y + L0.1^45612*X*Z^2 + L0.1^55748*Y^2*Z + L0.1^39820*Y*Z + L0.1^106790*Z^2; q[177]:= 1*X^2 + L0.1^111315*X*Y + L0.1^120908*X*Z^2 + L0.1^77830*Y^2*Z + L0.1^101179*Y*Z + L0.1^35838*Z^2; q[178]:= 1*X^2 + L0.1^111851*X*Y + L0.1^85229*X*Z^2 + L0.1^102295*Y^2*Z + L0.1^93472*Y*Z + L0.1^77090*Z^2; q[179]:= 1*X^2 + L0.1^113201*X*Y + L0.1^5703*X*Z^2 + L0.1^81026*Y^2*Z + L0.1^94730*Y*Z + L0.1^67308*Z^2; q[180]:= 1*X^2 + L0.1^113758*X*Y + L0.1^21727*X*Z^2 + L0.1^72885*Y^2*Z + L0.1^61123*Y*Z + L0.1^77148*Z^2; q[181]:= 1*X^2 + L0.1^114248*X*Y + L0.1^120446*X*Z^2 + L0.1^74196*Y^2*Z + L0.1^17277*Y*Z + L0.1^106417*Z^2; q[182]:= 1*X^2 + L0.1^114517*X*Y + L0.1^117145*X*Z^2 + L0.1^5725*Y^2*Z + L0.1^55992*Y*Z + L0.1^57443*Z^2; q[183]:= 1*X^2 + L0.1^114788*X*Y + L0.1^91296*X*Z^2 + L0.1^63362*Y^2*Z + L0.1^122179*Y*Z + L0.1^28786*Z^2; q[184]:= 1*X^2 + L0.1^115325*X*Y + L0.1^63076*X*Z^2 + L0.1^118813*Y^2*Z + L0.1^10683*Y*Z + L0.1^13995*Z^2; q[185]:= 1*X^2 + 5*X*Y + 6*X*Z^2 + 16*Y^2*Z + 12*Y*Z + 5*Z^2; q[186]:= 1*X^2 + L0.1^116528*X*Y + L0.1^74037*X*Z^2 + L0.1^122095*Y^2*Z + L0.1^47551*Y*Z + L0.1^58611*Z^2; q[187]:= 1*X^2 + L0.1^117831*X*Y + L0.1^27874*X*Z^2 + L0.1^113668*Y^2*Z + L0.1^38191*Y*Z + L0.1^118012*Z^2; q[188]:= 1*X^2 + L0.1^118917*X*Y + L0.1^32942*X*Z^2 + L0.1^38734*Y^2*Z + L0.1^76201*Y*Z + L0.1^121632*Z^2; q[189]:= 1*X^2 + L0.1^120264*X*Y + L0.1^34782*X*Z^2 + L0.1^103702*Y^2*Z + L0.1^78863*Y*Z + L0.1^116561*Z^2; q[190]:= 1*X^2 + L0.1^120285*X*Y + L0.1^34830*X*Z^2 + L0.1^55343*Y^2*Z + L0.1^91577*Y*Z + L0.1^46055*Z^2; q[191]:= 1*X^2 + L0.1^122296*X*Y + L0.1^130102*X*Z^2 + L0.1^20872*Y^2*Z + L0.1^54151*Y*Z + L0.1^17461*Z^2; q[192]:= 1*X^2 + L0.1^122489*X*Y + L0.1^100511*X*Z^2 + L0.1^128845*Y^2*Z + L0.1^80368*Y*Z + L0.1^52070*Z^2; q[193]:= 1*X^2 + 10*X*Y + 13*X*Z^2 + 10*Y^2*Z + 15*Y*Z + 14*Z^2; q[194]:= 1*X^2 + L0.1^123096*X*Y + L0.1^15273*X*Z^2 + L0.1^48284*Y^2*Z + L0.1^8071*Y*Z + L0.1^13008*Z^2; q[195]:= 1*X^2 + L0.1^123384*X*Y + L0.1^29547*X*Z^2 + L0.1^5156*Y^2*Z + L0.1^23029*Y*Z + L0.1^116832*Z^2; q[196]:= 1*X^2 + L0.1^125405*X*Y + L0.1^94756*X*Z^2 + L0.1^16213*Y^2*Z + L0.1^12123*Y*Z + L0.1^100035*Z^2; q[197]:= 1*X^2 + L0.1^127028*X*Y + L0.1^117216*X*Z^2 + L0.1^67682*Y^2*Z + L0.1^58459*Y*Z + L0.1^96466*Z^2; q[198]:= 1*X^2 + L0.1^127568*X*Y + L0.1^84446*X*Z^2 + L0.1^69156*Y^2*Z + L0.1^46797*Y*Z + L0.1^102457*Z^2; q[199]:= 1*X^2 + L0.1^128557*X*Y + L0.1^68569*X*Z^2 + L0.1^17676*Y^2*Z + L0.1^107585*Y*Z + L0.1^124797*Z^2; q[200]:= 1*X^2 + L0.1^128856*X*Y + L0.1^40113*X*Z^2 + L0.1^97964*Y^2*Z + L0.1^46591*Y*Z + L0.1^4368*Z^2; q[201]:= 1*X^2 + L0.1^128912*X*Y + L0.1^103503*X*Z^2 + L0.1^104365*Y^2*Z + L0.1^121549*Y*Z + L0.1^71049*Z^2; q[202]:= 1*X^2 + L0.1^129419*X*Y + L0.1^20877*X*Z^2 + L0.1^72854*Y^2*Z + L0.1^107870*Y*Z + L0.1^72132*Z^2; q[203]:= 0*X^2 + 1*X*Y + 16*X*Z^2 + 0*Y^2*Z + 0*Y*Z + 4*Z^2; q[204]:= 0*X^2 + 1*X*Y + 3*X*Z^2 + 0*Y^2*Z + 0*Y*Z + 15*Z^2; -------- number of superspecial DCEC for P[ 1 ]: 204 Especially, below No. of q defines UDCEC among them: [ 7, 8, 10, 11, 14, 15, 16, 17, 18, 19, 21, 22, 23, 24, 26, 27, 28, 31, 32, 33, 34, 36, 38, 39, 40, 41, 42, 43, 44, 45, 46, 48, 49, 50, 51, 52, 53, 55, 56, 57, 58, 59, 61, 62, 63, 64, 65, 66, 67, 68, 69, 71, 72, 74, 76, 77, 78, 80, 81, 82, 83, 84, 85, 86, 87, 88, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 108, 109, 112, 113, 114, 115, 116, 117, 119, 120, 121, 122, 124, 125, 126, 129, 130, 131, 132, 134, 136, 137, 138, 139, 140, 141, 142, 143, 144, 146, 147, 148, 149, 150, 151, 153, 154, 155, 156, 157, 159, 160, 161, 162, 163, 164, 165, 166, 167, 169, 170, 172, 174, 175, 176, 178, 179, 180, 181, 182, 183, 184, 185, 186, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204 ] number of superspecial UDCEC for P[ 1 ]: 162 ---------------------------------------- P[2]:= Y^2*Z - (X^3 + 1 *X*Z^2 + 0 *Z^3),and -------- q[1]:= 1*X^2 + 0*X*Y + L0.1^3620*X*Z^2 + L0.1^61540*Y^2*Z + 0*Y*Z + 15*Z^2; q[2]:= 1*X^2 + 0*X*Y + L0.1^47060*X*Z^2 + L0.1^104980*Y^2*Z + 0*Y*Z + 12*Z^2; q[3]:= 1*X^2 + 0*X*Y + L0.1^68780*X*Z^2 + L0.1^126700*Y^2*Z + 0*Y*Z + 15*Z^2; q[4]:= 1*X^2 + 0*X*Y + L0.1^112220*X*Z^2 + L0.1^39820*Y^2*Z + 0*Y*Z + 12*Z^2; q[5]:= 1*X^2 + L0.1^98*X*Y + L0.1^7046*X*Z^2 + L0.1^86421*Y^2*Z + L0.1^655*Y*Z + L0.1^87666*Z^2; q[6]:= 1*X^2 + L0.1^181*X*Y + L0.1^97740*X*Z^2 + L0.1^22082*Y^2*Z + L0.1^123261*Y*Z + L0.1^4706*Z^2; q[7]:= 1*X^2 + L0.1^778*X*Y + L0.1^27977*X*Z^2 + L0.1^85711*Y^2*Z + L0.1^32988*Y*Z + L0.1^54817*Z^2; q[8]:= 1*X^2 + L0.1^1068*X*Y + L0.1^24691*X*Z^2 + L0.1^53742*Y^2*Z + L0.1^106835*Y*Z + L0.1^114090*Z^2; q[9]:= 1*X^2 + L0.1^1862*X*Y + L0.1^3554*X*Z^2 + L0.1^78159*Y^2*Z + L0.1^12445*Y*Z + L0.1^101814*Z^2; q[10]:= 1*X^2 + L0.1^2715*X*Y + L0.1^85432*X*Z^2 + L0.1^30046*Y^2*Z + L0.1^74753*Y*Z + L0.1^60816*Z^2; q[11]:= 1*X^2 + L0.1^2735*X*Y + L0.1^10969*X*Z^2 + L0.1^32643*Y^2*Z + L0.1^21318*Y*Z + L0.1^50654*Z^2; q[12]:= 1*X^2 + L0.1^2798*X*Y + L0.1^2366*X*Z^2 + L0.1^116661*Y^2*Z + L0.1^8395*Y*Z + L0.1^109986*Z^2; q[13]:= 1*X^2 + L0.1^3439*X*Y + L0.1^32580*X*Z^2 + L0.1^28598*Y^2*Z + L0.1^126519*Y*Z + L0.1^89414*Z^2; q[14]:= 1*X^2 + L0.1^4783*X*Y + L0.1^83197*X*Z^2 + L0.1^80453*Y^2*Z + L0.1^55677*Y*Z + L0.1^29138*Z^2; q[15]:= 1*X^2 + L0.1^4985*X*Y + L0.1^65595*X*Z^2 + L0.1^121630*Y^2*Z + L0.1^89052*Y*Z + L0.1^108358*Z^2; q[16]:= 1*X^2 + L0.1^7555*X*Y + L0.1^126015*X*Z^2 + L0.1^89945*Y^2*Z + L0.1^28768*Y*Z + L0.1^104624*Z^2; q[17]:= 1*X^2 + L0.1^7569*X*Y + L0.1^12924*X*Z^2 + L0.1^35906*Y^2*Z + L0.1^80425*Y*Z + L0.1^50434*Z^2; q[18]:= 1*X^2 + L0.1^7685*X*Y + L0.1^26715*X*Z^2 + L0.1^55750*Y^2*Z + L0.1^56472*Y*Z + L0.1^21238*Z^2; q[19]:= 1*X^2 + L0.1^9935*X*Y + L0.1^50209*X*Z^2 + L0.1^55323*Y^2*Z + L0.1^72078*Y*Z + L0.1^41294*Z^2; q[20]:= 1*X^2 + L0.1^10002*X*Y + L0.1^105956*X*Z^2 + L0.1^10522*Y^2*Z + L0.1^39602*Y*Z + L0.1^75225*Z^2; q[21]:= 1*X^2 + L0.1^10860*X*Y + 4*X*Z^2 + 16*Y^2*Z + L0.1^126700*Y*Z + 4*Z^2; q[22]:= 1*X^2 + L0.1^12670*X*Y + L0.1^32580*X*Z^2 + L0.1^90500*Y^2*Z + 0*Y*Z + 15*Z^2; q[23]:= 1*X^2 + L0.1^13225*X*Y + L0.1^48525*X*Z^2 + L0.1^14795*Y^2*Z + L0.1^25312*Y*Z + L0.1^33056*Z^2; q[24]:= 1*X^2 + L0.1^13491*X*Y + L0.1^115236*X*Z^2 + L0.1^30614*Y^2*Z + L0.1^94555*Y*Z + L0.1^46006*Z^2; q[25]:= 1*X^2 + L0.1^13575*X*Y + L0.1^78554*X*Z^2 + L0.1^68056*Y^2*Z + L0.1^6335*Y*Z + L0.1^96654*Z^2; q[26]:= 1*X^2 + 4*X*Y + 11*X*Z^2 + 15*Y^2*Z + 9*Y*Z + 0*Z^2; q[27]:= 1*X^2 + L0.1^14661*X*Y + L0.1^125252*X*Z^2 + L0.1^73124*Y^2*Z + L0.1^74753*Y*Z + L0.1^51404*Z^2; q[28]:= 1*X^2 + L0.1^14782*X*Y + L0.1^10283*X*Z^2 + L0.1^64669*Y^2*Z + L0.1^105492*Y*Z + L0.1^129283*Z^2; q[29]:= 1*X^2 + L0.1^15385*X*Y + L0.1^55386*X*Z^2 + L0.1^33304*Y^2*Z + L0.1^116021*Y*Z + L0.1^41630*Z^2; q[30]:= 1*X^2 + L0.1^15695*X*Y + L0.1^116625*X*Z^2 + L0.1^16690*Y^2*Z + L0.1^30408*Y*Z + L0.1^12562*Z^2; q[31]:= 1*X^2 + L0.1^15831*X*Y + L0.1^93276*X*Z^2 + L0.1^39614*Y^2*Z + L0.1^23095*Y*Z + L0.1^57526*Z^2; q[32]:= 1*X^2 + L0.1^17109*X*Y + L0.1^56341*X*Z^2 + L0.1^46982*Y^2*Z + L0.1^71815*Y*Z + L0.1^59026*Z^2; q[33]:= 1*X^2 + L0.1^17545*X*Y + L0.1^54645*X*Z^2 + L0.1^128195*Y^2*Z + L0.1^80392*Y*Z + L0.1^74096*Z^2; q[34]:= 1*X^2 + L0.1^17919*X*Y + L0.1^34028*X*Z^2 + L0.1^86156*Y^2*Z + L0.1^117107*Y*Z + L0.1^64436*Z^2; q[35]:= 1*X^2 + L0.1^18729*X*Y + L0.1^74341*X*Z^2 + L0.1^84062*Y^2*Z + L0.1^24115*Y*Z + L0.1^66226*Z^2; q[36]:= 1*X^2 + L0.1^19005*X*Y + L0.1^124528*X*Z^2 + L0.1^114754*Y^2*Z + L0.1^19367*Y*Z + L0.1^112944*Z^2; q[37]:= 1*X^2 + L0.1^19385*X*Y + L0.1^12931*X*Z^2 + L0.1^33777*Y^2*Z + L0.1^46662*Y*Z + L0.1^50186*Z^2; q[38]:= 1*X^2 + L0.1^20218*X*Y + L0.1^65057*X*Z^2 + L0.1^55831*Y^2*Z + L0.1^49548*Y*Z + L0.1^110617*Z^2; q[39]:= 1*X^2 + L0.1^20292*X*Y + L0.1^78169*X*Z^2 + L0.1^108858*Y^2*Z + L0.1^75065*Y*Z + L0.1^82590*Z^2; q[40]:= 1*X^2 + L0.1^20295*X*Y + L0.1^6397*X*Z^2 + L0.1^123978*Y^2*Z + L0.1^32876*Y*Z + L0.1^6868*Z^2; q[41]:= 1*X^2 + L0.1^20453*X*Y + 5*X*Z^2 + L0.1^60816*Y^2*Z + L0.1^36019*Y*Z + 10*Z^2; q[42]:= 1*X^2 + L0.1^20582*X*Y + L0.1^110114*X*Z^2 + L0.1^66279*Y^2*Z + L0.1^61765*Y*Z + L0.1^4614*Z^2; q[43]:= 1*X^2 + L0.1^21645*X*Y + L0.1^89503*X*Z^2 + L0.1^27102*Y^2*Z + L0.1^42884*Y*Z + L0.1^62092*Z^2; q[44]:= 1*X^2 + 8*X*Y + 10*X*Z^2 + 0*Y^2*Z + 17*Y*Z + 0*Z^2; q[45]:= 1*X^2 + L0.1^22818*X*Y + L0.1^22724*X*Z^2 + L0.1^38278*Y^2*Z + L0.1^75818*Y*Z + L0.1^31395*Z^2; q[46]:= 1*X^2 + L0.1^23215*X*Y + L0.1^74895*X*Z^2 + L0.1^85625*Y^2*Z + L0.1^57388*Y*Z + L0.1^106784*Z^2; q[47]:= 1*X^2 + L0.1^25717*X*Y + L0.1^16903*X*Z^2 + L0.1^95087*Y^2*Z + L0.1^80463*Y*Z + L0.1^32342*Z^2; q[48]:= 1*X^2 + L0.1^25762*X*Y + L0.1^128363*X*Z^2 + L0.1^83389*Y^2*Z + L0.1^126912*Y*Z + L0.1^16603*Z^2; q[49]:= 1*X^2 + L0.1^25865*X*Y + L0.1^106891*X*Z^2 + L0.1^73737*Y^2*Z + L0.1^98862*Y*Z + L0.1^2666*Z^2; q[50]:= 1*X^2 + L0.1^26922*X*Y + L0.1^66356*X*Z^2 + L0.1^19162*Y^2*Z + L0.1^26282*Y*Z + L0.1^49665*Z^2; q[51]:= 1*X^2 + L0.1^27138*X*Y + L0.1^123524*X*Z^2 + L0.1^4438*Y^2*Z + L0.1^3098*Y*Z + L0.1^126075*Z^2; q[52]:= 1*X^2 + L0.1^27168*X*Y + L0.1^116851*X*Z^2 + L0.1^48342*Y^2*Z + L0.1^90455*Y*Z + L0.1^5370*Z^2; q[53]:= 1*X^2 + L0.1^27225*X*Y + L0.1^56383*X*Z^2 + L0.1^74982*Y^2*Z + L0.1^70784*Y*Z + L0.1^172*Z^2; q[54]:= 1*X^2 + L0.1^27336*X*Y + L0.1^73139*X*Z^2 + L0.1^32840*Y^2*Z + L0.1^35474*Y*Z + L0.1^18107*Z^2; q[55]:= 1*X^2 + L0.1^27492*X*Y + L0.1^69889*X*Z^2 + L0.1^71418*Y^2*Z + L0.1^122225*Y*Z + L0.1^102030*Z^2; q[56]:= 1*X^2 + L0.1^28269*X*Y + L0.1^39204*X*Z^2 + L0.1^125546*Y^2*Z + L0.1^69805*Y*Z + L0.1^92194*Z^2; q[57]:= 1*X^2 + L0.1^28575*X*Y + L0.1^93877*X*Z^2 + L0.1^56298*Y^2*Z + L0.1^9116*Y*Z + L0.1^3268*Z^2; q[58]:= 1*X^2 + 16*X*Y + 6*X*Z^2 + 4*Y^2*Z + 7*Y*Z + 14*Z^2; q[59]:= 1*X^2 + L0.1^29136*X*Y + L0.1^78539*X*Z^2 + L0.1^126440*Y^2*Z + L0.1^99914*Y*Z + L0.1^20627*Z^2; q[60]:= 1*X^2 + L0.1^29555*X*Y + L0.1^73425*X*Z^2 + L0.1^95530*Y^2*Z + L0.1^62988*Y*Z + L0.1^104002*Z^2; q[61]:= 1*X^2 + L0.1^29865*X*Y + L0.1^124166*X*Z^2 + L0.1^55024*Y^2*Z + L0.1^87785*Y*Z + L0.1^11946*Z^2; q[62]:= 1*X^2 + L0.1^30051*X*Y + L0.1^109279*X*Z^2 + L0.1^33338*Y^2*Z + L0.1^2065*Y*Z + L0.1^85414*Z^2; q[63]:= 1*X^2 + L0.1^30227*X*Y + 14*X*Z^2 + L0.1^47784*Y^2*Z + L0.1^181*Y*Z + 10*Z^2; q[64]:= 1*X^2 + L0.1^30684*X*Y + L0.1^21281*X*Z^2 + L0.1^37520*Y^2*Z + L0.1^120146*Y*Z + L0.1^83393*Z^2; q[65]:= 1*X^2 + L0.1^30770*X*Y + 0*X*Z^2 + L0.1^112220*Y^2*Z + L0.1^77830*Y*Z + 1*Z^2; q[66]:= 1*X^2 + L0.1^31117*X*Y + L0.1^107263*X*Z^2 + L0.1^52247*Y^2*Z + L0.1^116103*Y*Z + L0.1^76982*Z^2; q[67]:= 1*X^2 + L0.1^31675*X*Y + L0.1^9774*X*Z^2 + L0.1^111496*Y^2*Z + L0.1^119279*Y*Z + L0.1^9050*Z^2; q[68]:= 1*X^2 + L0.1^31851*X*Y + L0.1^93079*X*Z^2 + L0.1^45578*Y^2*Z + L0.1^93865*Y*Z + L0.1^78934*Z^2; q[69]:= 1*X^2 + L0.1^32304*X*Y + L0.1^58721*X*Z^2 + L0.1^56600*Y^2*Z + L0.1^73886*Y*Z + L0.1^953*Z^2; q[70]:= 1*X^2 + L0.1^32503*X*Y + L0.1^60517*X*Z^2 + L0.1^112493*Y^2*Z + L0.1^30117*Y*Z + L0.1^93218*Z^2; q[71]:= 1*X^2 + L0.1^32678*X*Y + L0.1^72206*X*Z^2 + L0.1^21261*Y^2*Z + L0.1^98395*Y*Z + L0.1^87666*Z^2; q[72]:= 1*X^2 + L0.1^32761*X*Y + L0.1^32580*X*Z^2 + L0.1^87242*Y^2*Z + L0.1^90681*Y*Z + L0.1^4706*Z^2; q[73]:= 1*X^2 + L0.1^33358*X*Y + L0.1^93137*X*Z^2 + L0.1^20551*Y^2*Z + L0.1^408*Y*Z + L0.1^54817*Z^2; q[74]:= 1*X^2 + L0.1^33648*X*Y + L0.1^89851*X*Z^2 + L0.1^118902*Y^2*Z + L0.1^74255*Y*Z + L0.1^114090*Z^2; q[75]:= 1*X^2 + L0.1^34442*X*Y + L0.1^68714*X*Z^2 + L0.1^12999*Y^2*Z + L0.1^110185*Y*Z + L0.1^101814*Z^2; q[76]:= 1*X^2 + L0.1^35295*X*Y + L0.1^20272*X*Z^2 + L0.1^95206*Y^2*Z + L0.1^42173*Y*Z + L0.1^60816*Z^2; q[77]:= 1*X^2 + L0.1^35315*X*Y + L0.1^76129*X*Z^2 + L0.1^97803*Y^2*Z + L0.1^119058*Y*Z + L0.1^50654*Z^2; q[78]:= 1*X^2 + L0.1^35378*X*Y + L0.1^67526*X*Z^2 + L0.1^51501*Y^2*Z + L0.1^106135*Y*Z + L0.1^109986*Z^2; q[79]:= 1*X^2 + L0.1^36019*X*Y + L0.1^97740*X*Z^2 + L0.1^93758*Y^2*Z + L0.1^93939*Y*Z + L0.1^89414*Z^2; q[80]:= 1*X^2 + L0.1^37363*X*Y + L0.1^18037*X*Z^2 + L0.1^15293*Y^2*Z + L0.1^23097*Y*Z + L0.1^29138*Z^2; q[81]:= 1*X^2 + L0.1^37565*X*Y + L0.1^435*X*Z^2 + L0.1^56470*Y^2*Z + L0.1^56472*Y*Z + L0.1^108358*Z^2; q[82]:= 1*X^2 + L0.1^40135*X*Y + L0.1^60855*X*Z^2 + L0.1^24785*Y^2*Z + L0.1^126508*Y*Z + L0.1^104624*Z^2; q[83]:= 1*X^2 + L0.1^40149*X*Y + L0.1^78084*X*Z^2 + L0.1^101066*Y^2*Z + L0.1^47845*Y*Z + L0.1^50434*Z^2; q[84]:= 1*X^2 + L0.1^40265*X*Y + L0.1^91875*X*Z^2 + L0.1^120910*Y^2*Z + L0.1^23892*Y*Z + L0.1^21238*Z^2; q[85]:= 1*X^2 + L0.1^42515*X*Y + L0.1^115369*X*Z^2 + L0.1^120483*Y^2*Z + L0.1^39498*Y*Z + L0.1^41294*Z^2; q[86]:= 1*X^2 + L0.1^42582*X*Y + L0.1^40796*X*Z^2 + L0.1^75682*Y^2*Z + L0.1^7022*Y*Z + L0.1^75225*Z^2; q[87]:= 1*X^2 + 7*X*Y + 15*X*Z^2 + 3*Y^2*Z + 3*Y*Z + 4*Z^2; q[88]:= 1*X^2 + L0.1^45250*X*Y + L0.1^97740*X*Z^2 + L0.1^25340*Y^2*Z + 0*Y*Z + 15*Z^2; q[89]:= 1*X^2 + L0.1^45805*X*Y + L0.1^113685*X*Z^2 + L0.1^79955*Y^2*Z + L0.1^123052*Y*Z + L0.1^33056*Z^2; q[90]:= 1*X^2 + L0.1^46071*X*Y + L0.1^50076*X*Z^2 + L0.1^95774*Y^2*Z + L0.1^61975*Y*Z + L0.1^46006*Z^2; q[91]:= 1*X^2 + L0.1^46155*X*Y + L0.1^13394*X*Z^2 + L0.1^2896*Y^2*Z + L0.1^104075*Y*Z + L0.1^96654*Z^2; q[92]:= 1*X^2 + L0.1^47060*X*Y + 8*X*Z^2 + 4*Y^2*Z + L0.1^25340*Y*Z + 0*Z^2; q[93]:= 1*X^2 + L0.1^47241*X*Y + L0.1^60092*X*Z^2 + L0.1^7964*Y^2*Z + L0.1^42173*Y*Z + L0.1^51404*Z^2; q[94]:= 1*X^2 + L0.1^47362*X*Y + L0.1^75443*X*Z^2 + L0.1^129829*Y^2*Z + L0.1^72912*Y*Z + L0.1^129283*Z^2; q[95]:= 1*X^2 + L0.1^47965*X*Y + L0.1^120546*X*Z^2 + L0.1^98464*Y^2*Z + L0.1^83441*Y*Z + L0.1^41630*Z^2; q[96]:= 1*X^2 + L0.1^48275*X*Y + L0.1^51465*X*Z^2 + L0.1^81850*Y^2*Z + L0.1^128148*Y*Z + L0.1^12562*Z^2; q[97]:= 1*X^2 + L0.1^48411*X*Y + L0.1^28116*X*Z^2 + L0.1^104774*Y^2*Z + L0.1^120835*Y*Z + L0.1^57526*Z^2; q[98]:= 1*X^2 + L0.1^49689*X*Y + L0.1^121501*X*Z^2 + L0.1^112142*Y^2*Z + L0.1^39235*Y*Z + L0.1^59026*Z^2; q[99]:= 1*X^2 + L0.1^50125*X*Y + L0.1^119805*X*Z^2 + L0.1^63035*Y^2*Z + L0.1^47812*Y*Z + L0.1^74096*Z^2; q[100]:= 1*X^2 + L0.1^50499*X*Y + L0.1^99188*X*Z^2 + L0.1^20996*Y^2*Z + L0.1^84527*Y*Z + L0.1^64436*Z^2; q[101]:= 1*X^2 + L0.1^51309*X*Y + L0.1^9181*X*Z^2 + L0.1^18902*Y^2*Z + L0.1^121855*Y*Z + L0.1^66226*Z^2; q[102]:= 1*X^2 + L0.1^51585*X*Y + L0.1^59368*X*Z^2 + L0.1^49594*Y^2*Z + L0.1^117107*Y*Z + L0.1^112944*Z^2; q[103]:= 1*X^2 + L0.1^51965*X*Y + L0.1^78091*X*Z^2 + L0.1^98937*Y^2*Z + L0.1^14082*Y*Z + L0.1^50186*Z^2; q[104]:= 1*X^2 + L0.1^52798*X*Y + L0.1^130217*X*Z^2 + L0.1^120991*Y^2*Z + L0.1^16968*Y*Z + L0.1^110617*Z^2; q[105]:= 1*X^2 + L0.1^52872*X*Y + L0.1^13009*X*Z^2 + L0.1^43698*Y^2*Z + L0.1^42485*Y*Z + L0.1^82590*Z^2; q[106]:= 1*X^2 + L0.1^52875*X*Y + L0.1^71557*X*Z^2 + L0.1^58818*Y^2*Z + L0.1^296*Y*Z + L0.1^6868*Z^2; q[107]:= 1*X^2 + L0.1^53033*X*Y + 14*X*Z^2 + L0.1^125976*Y^2*Z + L0.1^3439*Y*Z + 10*Z^2; q[108]:= 1*X^2 + L0.1^53162*X*Y + L0.1^44954*X*Z^2 + L0.1^1119*Y^2*Z + L0.1^29185*Y*Z + L0.1^4614*Z^2; q[109]:= 1*X^2 + L0.1^54225*X*Y + L0.1^24343*X*Z^2 + L0.1^92262*Y^2*Z + L0.1^10304*Y*Z + L0.1^62092*Z^2; q[110]:= 1*X^2 + L0.1^54300*X*Y + 9*X*Z^2 + 0*Y^2*Z + L0.1^39820*Y*Z + 0*Z^2; q[111]:= 1*X^2 + L0.1^55398*X*Y + L0.1^87884*X*Z^2 + L0.1^103438*Y^2*Z + L0.1^43238*Y*Z + L0.1^31395*Z^2; q[112]:= 1*X^2 + L0.1^55795*X*Y + L0.1^9735*X*Z^2 + L0.1^20465*Y^2*Z + L0.1^24808*Y*Z + L0.1^106784*Z^2; q[113]:= 1*X^2 + L0.1^58297*X*Y + L0.1^82063*X*Z^2 + L0.1^29927*Y^2*Z + L0.1^47883*Y*Z + L0.1^32342*Z^2; q[114]:= 1*X^2 + L0.1^58342*X*Y + L0.1^63203*X*Z^2 + L0.1^18229*Y^2*Z + L0.1^94332*Y*Z + L0.1^16603*Z^2; q[115]:= 1*X^2 + L0.1^58445*X*Y + L0.1^41731*X*Z^2 + L0.1^8577*Y^2*Z + L0.1^66282*Y*Z + L0.1^2666*Z^2; q[116]:= 1*X^2 + L0.1^59502*X*Y + L0.1^1196*X*Z^2 + L0.1^84322*Y^2*Z + L0.1^124022*Y*Z + L0.1^49665*Z^2; q[117]:= 1*X^2 + L0.1^59718*X*Y + L0.1^58364*X*Z^2 + L0.1^69598*Y^2*Z + L0.1^100838*Y*Z + L0.1^126075*Z^2; q[118]:= 1*X^2 + L0.1^59748*X*Y + L0.1^51691*X*Z^2 + L0.1^113502*Y^2*Z + L0.1^57875*Y*Z + L0.1^5370*Z^2; q[119]:= 1*X^2 + L0.1^59805*X*Y + L0.1^121543*X*Z^2 + L0.1^9822*Y^2*Z + L0.1^38204*Y*Z + L0.1^172*Z^2; q[120]:= 1*X^2 + L0.1^59916*X*Y + L0.1^7979*X*Z^2 + L0.1^98000*Y^2*Z + L0.1^2894*Y*Z + L0.1^18107*Z^2; q[121]:= 1*X^2 + L0.1^60072*X*Y + L0.1^4729*X*Z^2 + L0.1^6258*Y^2*Z + L0.1^89645*Y*Z + L0.1^102030*Z^2; q[122]:= 1*X^2 + L0.1^60849*X*Y + L0.1^104364*X*Z^2 + L0.1^60386*Y^2*Z + L0.1^37225*Y*Z + L0.1^92194*Z^2; q[123]:= 1*X^2 + L0.1^61155*X*Y + L0.1^28717*X*Z^2 + L0.1^121458*Y^2*Z + L0.1^106856*Y*Z + L0.1^3268*Z^2; q[124]:= 1*X^2 + L0.1^61540*X*Y + 13*X*Z^2 + 15*Y^2*Z + L0.1^10860*Y*Z + 14*Z^2; q[125]:= 1*X^2 + L0.1^61716*X*Y + L0.1^13379*X*Z^2 + L0.1^61280*Y^2*Z + L0.1^67334*Y*Z + L0.1^20627*Z^2; q[126]:= 1*X^2 + L0.1^62135*X*Y + L0.1^8265*X*Z^2 + L0.1^30370*Y^2*Z + L0.1^30408*Y*Z + L0.1^104002*Z^2; q[127]:= 1*X^2 + L0.1^62445*X*Y + L0.1^59006*X*Z^2 + L0.1^120184*Y^2*Z + L0.1^55205*Y*Z + L0.1^11946*Z^2; q[128]:= 1*X^2 + L0.1^62631*X*Y + L0.1^44119*X*Z^2 + L0.1^98498*Y^2*Z + L0.1^99805*Y*Z + L0.1^85414*Z^2; q[129]:= 1*X^2 + L0.1^62807*X*Y + 5*X*Z^2 + L0.1^112944*Y^2*Z + L0.1^97921*Y*Z + 10*Z^2; q[130]:= 1*X^2 + L0.1^63264*X*Y + L0.1^86441*X*Z^2 + L0.1^102680*Y^2*Z + L0.1^87566*Y*Z + L0.1^83393*Z^2; q[131]:= 1*X^2 + L0.1^63350*X*Y + 0*X*Z^2 + L0.1^47060*Y^2*Z + L0.1^45250*Y*Z + 1*Z^2; q[132]:= 1*X^2 + L0.1^63697*X*Y + L0.1^42103*X*Z^2 + L0.1^117407*Y^2*Z + L0.1^83523*Y*Z + L0.1^76982*Z^2; q[133]:= 1*X^2 + L0.1^64255*X*Y + L0.1^74934*X*Z^2 + L0.1^46336*Y^2*Z + L0.1^86699*Y*Z + L0.1^9050*Z^2; q[134]:= 1*X^2 + L0.1^64431*X*Y + L0.1^27919*X*Z^2 + L0.1^110738*Y^2*Z + L0.1^61285*Y*Z + L0.1^78934*Z^2; q[135]:= 1*X^2 + L0.1^64884*X*Y + L0.1^123881*X*Z^2 + L0.1^121760*Y^2*Z + L0.1^41306*Y*Z + L0.1^953*Z^2; q[136]:= 1*X^2 + L0.1^65083*X*Y + L0.1^125677*X*Z^2 + L0.1^47333*Y^2*Z + L0.1^127857*Y*Z + L0.1^93218*Z^2; q[137]:= 1*X^2 + L0.1^65258*X*Y + L0.1^7046*X*Z^2 + L0.1^86421*Y^2*Z + L0.1^65815*Y*Z + L0.1^87666*Z^2; q[138]:= 1*X^2 + L0.1^65341*X*Y + L0.1^97740*X*Z^2 + L0.1^22082*Y^2*Z + L0.1^58101*Y*Z + L0.1^4706*Z^2; q[139]:= 1*X^2 + L0.1^65938*X*Y + L0.1^27977*X*Z^2 + L0.1^85711*Y^2*Z + L0.1^98148*Y*Z + L0.1^54817*Z^2; q[140]:= 1*X^2 + L0.1^66228*X*Y + L0.1^24691*X*Z^2 + L0.1^53742*Y^2*Z + L0.1^41675*Y*Z + L0.1^114090*Z^2; q[141]:= 1*X^2 + L0.1^67022*X*Y + L0.1^3554*X*Z^2 + L0.1^78159*Y^2*Z + L0.1^77605*Y*Z + L0.1^101814*Z^2; q[142]:= 1*X^2 + L0.1^67875*X*Y + L0.1^85432*X*Z^2 + L0.1^30046*Y^2*Z + L0.1^9593*Y*Z + L0.1^60816*Z^2; q[143]:= 1*X^2 + L0.1^67895*X*Y + L0.1^10969*X*Z^2 + L0.1^32643*Y^2*Z + L0.1^86478*Y*Z + L0.1^50654*Z^2; q[144]:= 1*X^2 + L0.1^67958*X*Y + L0.1^2366*X*Z^2 + L0.1^116661*Y^2*Z + L0.1^73555*Y*Z + L0.1^109986*Z^2; q[145]:= 1*X^2 + L0.1^68599*X*Y + L0.1^32580*X*Z^2 + L0.1^28598*Y^2*Z + L0.1^61359*Y*Z + L0.1^89414*Z^2; q[146]:= 1*X^2 + L0.1^69943*X*Y + L0.1^83197*X*Z^2 + L0.1^80453*Y^2*Z + L0.1^120837*Y*Z + L0.1^29138*Z^2; q[147]:= 1*X^2 + L0.1^70145*X*Y + L0.1^65595*X*Z^2 + L0.1^121630*Y^2*Z + L0.1^23892*Y*Z + L0.1^108358*Z^2; q[148]:= 1*X^2 + L0.1^72715*X*Y + L0.1^126015*X*Z^2 + L0.1^89945*Y^2*Z + L0.1^93928*Y*Z + L0.1^104624*Z^2; q[149]:= 1*X^2 + L0.1^72729*X*Y + L0.1^12924*X*Z^2 + L0.1^35906*Y^2*Z + L0.1^15265*Y*Z + L0.1^50434*Z^2; q[150]:= 1*X^2 + L0.1^72845*X*Y + L0.1^26715*X*Z^2 + L0.1^55750*Y^2*Z + L0.1^121632*Y*Z + L0.1^21238*Z^2; q[151]:= 1*X^2 + L0.1^75095*X*Y + L0.1^50209*X*Z^2 + L0.1^55323*Y^2*Z + L0.1^6918*Y*Z + L0.1^41294*Z^2; q[152]:= 1*X^2 + L0.1^75162*X*Y + L0.1^105956*X*Z^2 + L0.1^10522*Y^2*Z + L0.1^104762*Y*Z + L0.1^75225*Z^2; q[153]:= 1*X^2 + L0.1^76020*X*Y + 4*X*Z^2 + 16*Y^2*Z + L0.1^61540*Y*Z + 4*Z^2; q[154]:= 1*X^2 + L0.1^77830*X*Y + L0.1^32580*X*Z^2 + L0.1^90500*Y^2*Z + 0*Y*Z + 15*Z^2; q[155]:= 1*X^2 + L0.1^78385*X*Y + L0.1^48525*X*Z^2 + L0.1^14795*Y^2*Z + L0.1^90472*Y*Z + L0.1^33056*Z^2; q[156]:= 1*X^2 + L0.1^78651*X*Y + L0.1^115236*X*Z^2 + L0.1^30614*Y^2*Z + L0.1^29395*Y*Z + L0.1^46006*Z^2; q[157]:= 1*X^2 + L0.1^78735*X*Y + L0.1^78554*X*Z^2 + L0.1^68056*Y^2*Z + L0.1^71495*Y*Z + L0.1^96654*Z^2; q[158]:= 1*X^2 + 15*X*Y + 11*X*Z^2 + 15*Y^2*Z + 10*Y*Z + 0*Z^2; q[159]:= 1*X^2 + L0.1^79821*X*Y + L0.1^125252*X*Z^2 + L0.1^73124*Y^2*Z + L0.1^9593*Y*Z + L0.1^51404*Z^2; q[160]:= 1*X^2 + L0.1^79942*X*Y + L0.1^10283*X*Z^2 + L0.1^64669*Y^2*Z + L0.1^40332*Y*Z + L0.1^129283*Z^2; q[161]:= 1*X^2 + L0.1^80545*X*Y + L0.1^55386*X*Z^2 + L0.1^33304*Y^2*Z + L0.1^50861*Y*Z + L0.1^41630*Z^2; q[162]:= 1*X^2 + L0.1^80855*X*Y + L0.1^116625*X*Z^2 + L0.1^16690*Y^2*Z + L0.1^95568*Y*Z + L0.1^12562*Z^2; q[163]:= 1*X^2 + L0.1^80991*X*Y + L0.1^93276*X*Z^2 + L0.1^39614*Y^2*Z + L0.1^88255*Y*Z + L0.1^57526*Z^2; q[164]:= 1*X^2 + L0.1^82269*X*Y + L0.1^56341*X*Z^2 + L0.1^46982*Y^2*Z + L0.1^6655*Y*Z + L0.1^59026*Z^2; q[165]:= 1*X^2 + L0.1^82705*X*Y + L0.1^54645*X*Z^2 + L0.1^128195*Y^2*Z + L0.1^15232*Y*Z + L0.1^74096*Z^2; q[166]:= 1*X^2 + L0.1^83079*X*Y + L0.1^34028*X*Z^2 + L0.1^86156*Y^2*Z + L0.1^51947*Y*Z + L0.1^64436*Z^2; q[167]:= 1*X^2 + L0.1^83889*X*Y + L0.1^74341*X*Z^2 + L0.1^84062*Y^2*Z + L0.1^89275*Y*Z + L0.1^66226*Z^2; q[168]:= 1*X^2 + L0.1^84165*X*Y + L0.1^124528*X*Z^2 + L0.1^114754*Y^2*Z + L0.1^84527*Y*Z + L0.1^112944*Z^2; q[169]:= 1*X^2 + L0.1^84545*X*Y + L0.1^12931*X*Z^2 + L0.1^33777*Y^2*Z + L0.1^111822*Y*Z + L0.1^50186*Z^2; q[170]:= 1*X^2 + L0.1^85378*X*Y + L0.1^65057*X*Z^2 + L0.1^55831*Y^2*Z + L0.1^114708*Y*Z + L0.1^110617*Z^2; q[171]:= 1*X^2 + L0.1^85452*X*Y + L0.1^78169*X*Z^2 + L0.1^108858*Y^2*Z + L0.1^9905*Y*Z + L0.1^82590*Z^2; q[172]:= 1*X^2 + L0.1^85455*X*Y + L0.1^6397*X*Z^2 + L0.1^123978*Y^2*Z + L0.1^98036*Y*Z + L0.1^6868*Z^2; q[173]:= 1*X^2 + L0.1^85613*X*Y + 5*X*Z^2 + L0.1^60816*Y^2*Z + L0.1^101179*Y*Z + 10*Z^2; q[174]:= 1*X^2 + L0.1^85742*X*Y + L0.1^110114*X*Z^2 + L0.1^66279*Y^2*Z + L0.1^126925*Y*Z + L0.1^4614*Z^2; q[175]:= 1*X^2 + L0.1^86805*X*Y + L0.1^89503*X*Z^2 + L0.1^27102*Y^2*Z + L0.1^108044*Y*Z + L0.1^62092*Z^2; q[176]:= 1*X^2 + 11*X*Y + 10*X*Z^2 + 0*Y^2*Z + 2*Y*Z + 0*Z^2; q[177]:= 1*X^2 + L0.1^87978*X*Y + L0.1^22724*X*Z^2 + L0.1^38278*Y^2*Z + L0.1^10658*Y*Z + L0.1^31395*Z^2; q[178]:= 1*X^2 + L0.1^88375*X*Y + L0.1^74895*X*Z^2 + L0.1^85625*Y^2*Z + L0.1^122548*Y*Z + L0.1^106784*Z^2; q[179]:= 1*X^2 + L0.1^90877*X*Y + L0.1^16903*X*Z^2 + L0.1^95087*Y^2*Z + L0.1^15303*Y*Z + L0.1^32342*Z^2; q[180]:= 1*X^2 + L0.1^90922*X*Y + L0.1^128363*X*Z^2 + L0.1^83389*Y^2*Z + L0.1^61752*Y*Z + L0.1^16603*Z^2; q[181]:= 1*X^2 + L0.1^91025*X*Y + L0.1^106891*X*Z^2 + L0.1^73737*Y^2*Z + L0.1^33702*Y*Z + L0.1^2666*Z^2; q[182]:= 1*X^2 + L0.1^92082*X*Y + L0.1^66356*X*Z^2 + L0.1^19162*Y^2*Z + L0.1^91442*Y*Z + L0.1^49665*Z^2; q[183]:= 1*X^2 + L0.1^92298*X*Y + L0.1^123524*X*Z^2 + L0.1^4438*Y^2*Z + L0.1^68258*Y*Z + L0.1^126075*Z^2; q[184]:= 1*X^2 + L0.1^92328*X*Y + L0.1^116851*X*Z^2 + L0.1^48342*Y^2*Z + L0.1^25295*Y*Z + L0.1^5370*Z^2; q[185]:= 1*X^2 + L0.1^92385*X*Y + L0.1^56383*X*Z^2 + L0.1^74982*Y^2*Z + L0.1^5624*Y*Z + L0.1^172*Z^2; q[186]:= 1*X^2 + L0.1^92496*X*Y + L0.1^73139*X*Z^2 + L0.1^32840*Y^2*Z + L0.1^100634*Y*Z + L0.1^18107*Z^2; q[187]:= 1*X^2 + L0.1^92652*X*Y + L0.1^69889*X*Z^2 + L0.1^71418*Y^2*Z + L0.1^57065*Y*Z + L0.1^102030*Z^2; q[188]:= 1*X^2 + L0.1^93429*X*Y + L0.1^39204*X*Z^2 + L0.1^125546*Y^2*Z + L0.1^4645*Y*Z + L0.1^92194*Z^2; q[189]:= 1*X^2 + L0.1^93735*X*Y + L0.1^93877*X*Z^2 + L0.1^56298*Y^2*Z + L0.1^74276*Y*Z + L0.1^3268*Z^2; q[190]:= 1*X^2 + 3*X*Y + 6*X*Z^2 + 4*Y^2*Z + 12*Y*Z + 14*Z^2; q[191]:= 1*X^2 + L0.1^94296*X*Y + L0.1^78539*X*Z^2 + L0.1^126440*Y^2*Z + L0.1^34754*Y*Z + L0.1^20627*Z^2; q[192]:= 1*X^2 + L0.1^94715*X*Y + L0.1^73425*X*Z^2 + L0.1^95530*Y^2*Z + L0.1^128148*Y*Z + L0.1^104002*Z^2; q[193]:= 1*X^2 + L0.1^95025*X*Y + L0.1^124166*X*Z^2 + L0.1^55024*Y^2*Z + L0.1^22625*Y*Z + L0.1^11946*Z^2; q[194]:= 1*X^2 + L0.1^95211*X*Y + L0.1^109279*X*Z^2 + L0.1^33338*Y^2*Z + L0.1^67225*Y*Z + L0.1^85414*Z^2; q[195]:= 1*X^2 + L0.1^95387*X*Y + 14*X*Z^2 + L0.1^47784*Y^2*Z + L0.1^65341*Y*Z + 10*Z^2; q[196]:= 1*X^2 + L0.1^95844*X*Y + L0.1^21281*X*Z^2 + L0.1^37520*Y^2*Z + L0.1^54986*Y*Z + L0.1^83393*Z^2; q[197]:= 1*X^2 + L0.1^95930*X*Y + 0*X*Z^2 + L0.1^112220*Y^2*Z + L0.1^12670*Y*Z + 1*Z^2; q[198]:= 1*X^2 + L0.1^96277*X*Y + L0.1^107263*X*Z^2 + L0.1^52247*Y^2*Z + L0.1^50943*Y*Z + L0.1^76982*Z^2; q[199]:= 1*X^2 + L0.1^96835*X*Y + L0.1^9774*X*Z^2 + L0.1^111496*Y^2*Z + L0.1^54119*Y*Z + L0.1^9050*Z^2; q[200]:= 1*X^2 + L0.1^97011*X*Y + L0.1^93079*X*Z^2 + L0.1^45578*Y^2*Z + L0.1^28705*Y*Z + L0.1^78934*Z^2; q[201]:= 1*X^2 + L0.1^97464*X*Y + L0.1^58721*X*Z^2 + L0.1^56600*Y^2*Z + L0.1^8726*Y*Z + L0.1^953*Z^2; q[202]:= 1*X^2 + L0.1^97663*X*Y + L0.1^60517*X*Z^2 + L0.1^112493*Y^2*Z + L0.1^95277*Y*Z + L0.1^93218*Z^2; q[203]:= 1*X^2 + L0.1^97838*X*Y + L0.1^72206*X*Z^2 + L0.1^21261*Y^2*Z + L0.1^33235*Y*Z + L0.1^87666*Z^2; q[204]:= 1*X^2 + L0.1^97921*X*Y + L0.1^32580*X*Z^2 + L0.1^87242*Y^2*Z + L0.1^25521*Y*Z + L0.1^4706*Z^2; q[205]:= 1*X^2 + L0.1^98518*X*Y + L0.1^93137*X*Z^2 + L0.1^20551*Y^2*Z + L0.1^65568*Y*Z + L0.1^54817*Z^2; q[206]:= 1*X^2 + L0.1^98808*X*Y + L0.1^89851*X*Z^2 + L0.1^118902*Y^2*Z + L0.1^9095*Y*Z + L0.1^114090*Z^2; q[207]:= 1*X^2 + L0.1^99602*X*Y + L0.1^68714*X*Z^2 + L0.1^12999*Y^2*Z + L0.1^45025*Y*Z + L0.1^101814*Z^2; q[208]:= 1*X^2 + L0.1^100455*X*Y + L0.1^20272*X*Z^2 + L0.1^95206*Y^2*Z + L0.1^107333*Y*Z + L0.1^60816*Z^2; q[209]:= 1*X^2 + L0.1^100475*X*Y + L0.1^76129*X*Z^2 + L0.1^97803*Y^2*Z + L0.1^53898*Y*Z + L0.1^50654*Z^2; q[210]:= 1*X^2 + L0.1^100538*X*Y + L0.1^67526*X*Z^2 + L0.1^51501*Y^2*Z + L0.1^40975*Y*Z + L0.1^109986*Z^2; q[211]:= 1*X^2 + L0.1^101179*X*Y + L0.1^97740*X*Z^2 + L0.1^93758*Y^2*Z + L0.1^28779*Y*Z + L0.1^89414*Z^2; q[212]:= 1*X^2 + L0.1^102523*X*Y + L0.1^18037*X*Z^2 + L0.1^15293*Y^2*Z + L0.1^88257*Y*Z + L0.1^29138*Z^2; q[213]:= 1*X^2 + L0.1^102725*X*Y + L0.1^435*X*Z^2 + L0.1^56470*Y^2*Z + L0.1^121632*Y*Z + L0.1^108358*Z^2; q[214]:= 1*X^2 + L0.1^105295*X*Y + L0.1^60855*X*Z^2 + L0.1^24785*Y^2*Z + L0.1^61348*Y*Z + L0.1^104624*Z^2; q[215]:= 1*X^2 + L0.1^105309*X*Y + L0.1^78084*X*Z^2 + L0.1^101066*Y^2*Z + L0.1^113005*Y*Z + L0.1^50434*Z^2; q[216]:= 1*X^2 + L0.1^105425*X*Y + L0.1^91875*X*Z^2 + L0.1^120910*Y^2*Z + L0.1^89052*Y*Z + L0.1^21238*Z^2; q[217]:= 1*X^2 + L0.1^107675*X*Y + L0.1^115369*X*Z^2 + L0.1^120483*Y^2*Z + L0.1^104658*Y*Z + L0.1^41294*Z^2; q[218]:= 1*X^2 + L0.1^107742*X*Y + L0.1^40796*X*Z^2 + L0.1^75682*Y^2*Z + L0.1^72182*Y*Z + L0.1^75225*Z^2; q[219]:= 1*X^2 + 12*X*Y + 15*X*Z^2 + 3*Y^2*Z + 16*Y*Z + 4*Z^2; q[220]:= 1*X^2 + L0.1^110410*X*Y + L0.1^97740*X*Z^2 + L0.1^25340*Y^2*Z + 0*Y*Z + 15*Z^2; q[221]:= 1*X^2 + L0.1^110965*X*Y + L0.1^113685*X*Z^2 + L0.1^79955*Y^2*Z + L0.1^57892*Y*Z + L0.1^33056*Z^2; q[222]:= 1*X^2 + L0.1^111231*X*Y + L0.1^50076*X*Z^2 + L0.1^95774*Y^2*Z + L0.1^127135*Y*Z + L0.1^46006*Z^2; q[223]:= 1*X^2 + L0.1^111315*X*Y + L0.1^13394*X*Z^2 + L0.1^2896*Y^2*Z + L0.1^38915*Y*Z + L0.1^96654*Z^2; q[224]:= 1*X^2 + L0.1^112220*X*Y + 8*X*Z^2 + 4*Y^2*Z + L0.1^90500*Y*Z + 0*Z^2; q[225]:= 1*X^2 + L0.1^112401*X*Y + L0.1^60092*X*Z^2 + L0.1^7964*Y^2*Z + L0.1^107333*Y*Z + L0.1^51404*Z^2; q[226]:= 1*X^2 + L0.1^112522*X*Y + L0.1^75443*X*Z^2 + L0.1^129829*Y^2*Z + L0.1^7752*Y*Z + L0.1^129283*Z^2; q[227]:= 1*X^2 + L0.1^113125*X*Y + L0.1^120546*X*Z^2 + L0.1^98464*Y^2*Z + L0.1^18281*Y*Z + L0.1^41630*Z^2; q[228]:= 1*X^2 + L0.1^113435*X*Y + L0.1^51465*X*Z^2 + L0.1^81850*Y^2*Z + L0.1^62988*Y*Z + L0.1^12562*Z^2; q[229]:= 1*X^2 + L0.1^113571*X*Y + L0.1^28116*X*Z^2 + L0.1^104774*Y^2*Z + L0.1^55675*Y*Z + L0.1^57526*Z^2; q[230]:= 1*X^2 + L0.1^114849*X*Y + L0.1^121501*X*Z^2 + L0.1^112142*Y^2*Z + L0.1^104395*Y*Z + L0.1^59026*Z^2; q[231]:= 1*X^2 + L0.1^115285*X*Y + L0.1^119805*X*Z^2 + L0.1^63035*Y^2*Z + L0.1^112972*Y*Z + L0.1^74096*Z^2; q[232]:= 1*X^2 + L0.1^115659*X*Y + L0.1^99188*X*Z^2 + L0.1^20996*Y^2*Z + L0.1^19367*Y*Z + L0.1^64436*Z^2; q[233]:= 1*X^2 + L0.1^116469*X*Y + L0.1^9181*X*Z^2 + L0.1^18902*Y^2*Z + L0.1^56695*Y*Z + L0.1^66226*Z^2; q[234]:= 1*X^2 + L0.1^116745*X*Y + L0.1^59368*X*Z^2 + L0.1^49594*Y^2*Z + L0.1^51947*Y*Z + L0.1^112944*Z^2; q[235]:= 1*X^2 + L0.1^117125*X*Y + L0.1^78091*X*Z^2 + L0.1^98937*Y^2*Z + L0.1^79242*Y*Z + L0.1^50186*Z^2; q[236]:= 1*X^2 + L0.1^117958*X*Y + L0.1^130217*X*Z^2 + L0.1^120991*Y^2*Z + L0.1^82128*Y*Z + L0.1^110617*Z^2; q[237]:= 1*X^2 + L0.1^118032*X*Y + L0.1^13009*X*Z^2 + L0.1^43698*Y^2*Z + L0.1^107645*Y*Z + L0.1^82590*Z^2; q[238]:= 1*X^2 + L0.1^118035*X*Y + L0.1^71557*X*Z^2 + L0.1^58818*Y^2*Z + L0.1^65456*Y*Z + L0.1^6868*Z^2; q[239]:= 1*X^2 + L0.1^118193*X*Y + 14*X*Z^2 + L0.1^125976*Y^2*Z + L0.1^68599*Y*Z + 10*Z^2; q[240]:= 1*X^2 + L0.1^118322*X*Y + L0.1^44954*X*Z^2 + L0.1^1119*Y^2*Z + L0.1^94345*Y*Z + L0.1^4614*Z^2; q[241]:= 1*X^2 + L0.1^119385*X*Y + L0.1^24343*X*Z^2 + L0.1^92262*Y^2*Z + L0.1^75464*Y*Z + L0.1^62092*Z^2; q[242]:= 1*X^2 + L0.1^119460*X*Y + 9*X*Z^2 + 0*Y^2*Z + L0.1^104980*Y*Z + 0*Z^2; q[243]:= 1*X^2 + L0.1^120558*X*Y + L0.1^87884*X*Z^2 + L0.1^103438*Y^2*Z + L0.1^108398*Y*Z + L0.1^31395*Z^2; q[244]:= 1*X^2 + L0.1^120955*X*Y + L0.1^9735*X*Z^2 + L0.1^20465*Y^2*Z + L0.1^89968*Y*Z + L0.1^106784*Z^2; q[245]:= 1*X^2 + L0.1^123457*X*Y + L0.1^82063*X*Z^2 + L0.1^29927*Y^2*Z + L0.1^113043*Y*Z + L0.1^32342*Z^2; q[246]:= 1*X^2 + L0.1^123502*X*Y + L0.1^63203*X*Z^2 + L0.1^18229*Y^2*Z + L0.1^29172*Y*Z + L0.1^16603*Z^2; q[247]:= 1*X^2 + L0.1^123605*X*Y + L0.1^41731*X*Z^2 + L0.1^8577*Y^2*Z + L0.1^1122*Y*Z + L0.1^2666*Z^2; q[248]:= 1*X^2 + L0.1^124662*X*Y + L0.1^1196*X*Z^2 + L0.1^84322*Y^2*Z + L0.1^58862*Y*Z + L0.1^49665*Z^2; q[249]:= 1*X^2 + L0.1^124878*X*Y + L0.1^58364*X*Z^2 + L0.1^69598*Y^2*Z + L0.1^35678*Y*Z + L0.1^126075*Z^2; q[250]:= 1*X^2 + L0.1^124908*X*Y + L0.1^51691*X*Z^2 + L0.1^113502*Y^2*Z + L0.1^123035*Y*Z + L0.1^5370*Z^2; q[251]:= 1*X^2 + L0.1^124965*X*Y + L0.1^121543*X*Z^2 + L0.1^9822*Y^2*Z + L0.1^103364*Y*Z + L0.1^172*Z^2; q[252]:= 1*X^2 + L0.1^125076*X*Y + L0.1^7979*X*Z^2 + L0.1^98000*Y^2*Z + L0.1^68054*Y*Z + L0.1^18107*Z^2; q[253]:= 1*X^2 + L0.1^125232*X*Y + L0.1^4729*X*Z^2 + L0.1^6258*Y^2*Z + L0.1^24485*Y*Z + L0.1^102030*Z^2; q[254]:= 1*X^2 + L0.1^126009*X*Y + L0.1^104364*X*Z^2 + L0.1^60386*Y^2*Z + L0.1^102385*Y*Z + L0.1^92194*Z^2; q[255]:= 1*X^2 + L0.1^126315*X*Y + L0.1^28717*X*Z^2 + L0.1^121458*Y^2*Z + L0.1^41696*Y*Z + L0.1^3268*Z^2; q[256]:= 1*X^2 + L0.1^126700*X*Y + 13*X*Z^2 + 15*Y^2*Z + L0.1^76020*Y*Z + 14*Z^2; q[257]:= 1*X^2 + L0.1^126876*X*Y + L0.1^13379*X*Z^2 + L0.1^61280*Y^2*Z + L0.1^2174*Y*Z + L0.1^20627*Z^2; q[258]:= 1*X^2 + L0.1^127295*X*Y + L0.1^8265*X*Z^2 + L0.1^30370*Y^2*Z + L0.1^95568*Y*Z + L0.1^104002*Z^2; q[259]:= 1*X^2 + L0.1^127605*X*Y + L0.1^59006*X*Z^2 + L0.1^120184*Y^2*Z + L0.1^120365*Y*Z + L0.1^11946*Z^2; q[260]:= 1*X^2 + L0.1^127791*X*Y + L0.1^44119*X*Z^2 + L0.1^98498*Y^2*Z + L0.1^34645*Y*Z + L0.1^85414*Z^2; q[261]:= 1*X^2 + L0.1^127967*X*Y + 5*X*Z^2 + L0.1^112944*Y^2*Z + L0.1^32761*Y*Z + 10*Z^2; q[262]:= 1*X^2 + L0.1^128424*X*Y + L0.1^86441*X*Z^2 + L0.1^102680*Y^2*Z + L0.1^22406*Y*Z + L0.1^83393*Z^2; q[263]:= 1*X^2 + L0.1^128510*X*Y + 0*X*Z^2 + L0.1^47060*Y^2*Z + L0.1^110410*Y*Z + 1*Z^2; q[264]:= 1*X^2 + L0.1^128857*X*Y + L0.1^42103*X*Z^2 + L0.1^117407*Y^2*Z + L0.1^18363*Y*Z + L0.1^76982*Z^2; q[265]:= 1*X^2 + L0.1^129415*X*Y + L0.1^74934*X*Z^2 + L0.1^46336*Y^2*Z + L0.1^21539*Y*Z + L0.1^9050*Z^2; q[266]:= 1*X^2 + L0.1^129591*X*Y + L0.1^27919*X*Z^2 + L0.1^110738*Y^2*Z + L0.1^126445*Y*Z + L0.1^78934*Z^2; q[267]:= 1*X^2 + L0.1^130044*X*Y + L0.1^123881*X*Z^2 + L0.1^121760*Y^2*Z + L0.1^106466*Y*Z + L0.1^953*Z^2; q[268]:= 1*X^2 + L0.1^130243*X*Y + L0.1^125677*X*Z^2 + L0.1^47333*Y^2*Z + L0.1^62697*Y*Z + L0.1^93218*Z^2; q[269]:= 0*X^2 + 1*X*Y + 0*X*Z^2 + 0*Y^2*Z + 9*Y*Z + 0*Z^2; q[270]:= 0*X^2 + 1*X*Y + 0*X*Z^2 + 0*Y^2*Z + 10*Y*Z + 0*Z^2; -------- number of superspecial DCEC for P[ 2 ]: 270 Especially, below No. of q defines UDCEC among them: [ 5, 6, 7, 8, 9, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 28, 30, 31, 32, 33, 35, 37, 38, 39, 40, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 64, 65, 66, 68, 69, 70, 71, 72, 73, 74, 75, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 94, 96, 97, 98, 99, 101, 103, 104, 105, 106, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 130, 131, 132, 134, 135, 136, 137, 138, 139, 140, 141, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 160, 162, 163, 164, 165, 167, 169, 170, 171, 172, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 196, 197, 198, 200, 201, 202, 203, 204, 205, 206, 207, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 226, 228, 229, 230, 231, 233, 235, 236, 237, 238, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 262, 263, 264, 266, 267, 268, 269, 270 ] number of superspecial UDCEC for P[ 2 ]: 234 ---------------------------------------- ======================================== The total number of superspecial DCEC : 474 The total number of superspecial UDCEC: 396 compute time variety=456.820 compute time QuotientTest=6229.670 compute time Total=6694.060