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@E$F뫋@pxGH#<$8<$HE$KF,$$t$T$ l$U$8$U|$,U}$t$(w+9wuG D$,FD$(F$E$E>D$4yR$B%Az7 $\E$KE$:EV~QUU>w+9w U0GF@n$D݋Ul$ÐD$(D$D$$$Q)Ð<\$,|$4l$8t$0@Bl$@|$DD$E7vDVv0|$,$ ID$D$$;\$,t$0|$4l$8<É<$ĉ,$밐\$t$|$t$ H LLaLL\$t$|$ËF1$zt ֋F$btV1 t$EuˋF$҉$uV1눐,\$|$$t$ l$(D$0(Y9}tD$04 w\)wwwwYwwF$u,F$u9|1\$t$ |$$l$(,øV t$I.uߋF$뱉$.uŋVԐUWVS{Ll$`?t$dE%?T$(D$^?8w D$8l$D$D$$$9+3L$4D$8%L$ D$T$$T0븋|$8ND$8D$0$D$0 Ed$<L$<@D$0ptl$6$,$DUWVSV|$$%9ljD$dDً$ ;|$d~t$dD$`D69D$`pD$\t$`TT$X%9HT$P}D%9}։9|DT$`DD$XD$L$`D$,$$T$,Tt$PT$TT$`%9HT$L}D%9}։9|DT$`DD$TD$L$`DD$,$$TL$, $D$$t$`T$ D$DD$D$+DT$`$L$Lt$\9L$`|$dD$`D?9D$`T$lt$hljT$Dt$H$zD$HT$D$D$$T$t$ D$L$`DD$D$+Ƌ%~$T$-v4$n-ua $4$D$[*$ƉD$D$hL$$%*D$h$D$lT$t$$*D$lt$`D$h$D$lD9t$`|[^_]Ë$4$D$$D$)$Ƌ$T$ D$D$ht$$)$D$h$L$ D$D$lt$$)VD$D$t$`D$D$HL$D$ DD$D$)$L$`D$DD$D$)UWVSk\/$$L$pD$HD$|(Fr%t$xD$xD$@DL$tt$xD$$|$q($t3$$D$,$&$<$D$t$w%Nj$<$D$I%Nj$H$$|$D$D$4L$ $ &l$,$$T$@l$t$ L$T$$$t$<$t$'|$ŋD$8$'l$$'Ƌ$$$4$D$|$$$$t$b'ŋ$D$D$L$I'L$HD$LT$8/l$$'|$xt$tD$LD$D$4$&L$xl$tD\[^_]Ë$4$D$#i$<$D$#$D$NjD$4L$$$l$,$t$@l$ T$t$$R#$&$4$D$B#$<$t$LD$&#$D$NjD$4L$$$$L$@t$,t$ T$L$$"$r&UWVPD$hL$ll$`D$LD$pL$HD$D$D$tD$@|$dD$xt$|L$<L$= %ldsubresall, dr = %ldsubresallsubresext, dr = %ldinexact computation in subresextsubresextRgX_extgcd, dr = %ldinexact computation in RgX_extgcdresultantducos, degpol Q = %ldsylvestermatrixnot the same variables in sylvestermatrixpolresultantsrgcdsrgcd: dr = %ld discsrreduceddiscsmithpoldiscreducednon-monic polynomial in poldiscreducedsturmpolsturm, dr = %ldnot a squarefree polynomial in sturmginvmodnewtonpolymatratliftpolratliftnfgcdnfgcd: p=%d lifting to prec %ldbuilding treeMultiLift: bad args ### K = %d, %Z combinations .|T found factor %Z remaining modular factor(s): %ld *LLL_cmbfLLL_cmbf: chk_factors failed* Time LLL: %ld * Time Check Factor: %ld LLL_cmbf: rank decrease for this block of tracesLLL_cmbf: (a,b) =%4ld,%4ld; r =%3ld -->%3ld, time = %ld LLL_cmbf: %ld potential factors (tmax = %ld, bmin = %ld) DDF: wrong numbers of factorsTime setup: %ld Total Time: %ld =========== splitting mod p = %ldfactorsroots...tried prime %3ld (%-3ld %s). 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