X$$__text__TEXTq&f__data__DATAqM__cstring__TEXTd \__literal8__TEXT"%__const__DATA# %__picsymbolstub2__TEXT #%20__la_sym_ptr2__DATA# &3__textcoal_nt__TEXT$& @4 4 P3USt} t1E U f.ztE ,EEEEȉE} Eut$_#EEЋEЉ$5#u$<#E8EЋEEЋEEEċE;E}EEċEĉEEEE;E~EEEEEЋEԋEEMUЃ MUЃ EUԉЃ EE EEEЃxXtEEEE܋EЋ@pMEЋЃE؃}ED$ED$$"E@D$$!E@D$$!H$!EЃxXu\$!EЃxXuHt$!E@0D$$s!E@8D$$W!OEЃxXuF4$>!E@0D$t$"!E@8D$$!$ E@ D$$ E@(D$4$ E؉D$t$ ERP,$d$]M"^f(D$$i EЋD$$N EЋRP,$d$]M"^f(D$4$ EЋD$t$EЋD$$EЋD$$EЋD$4$EЋD$t$EЋD$$dEЋD$$IEЋD$4$.EЋD$t$ED$$EЋD$$E@@D$4$E@HD$t$E@PD$$D$E$DE}u$_E[EЃEЃt}~$4$#}~t$ }~$D$D$ED$ D$EЋD$E$w}~$}~$D$ED$ ED$EЋ@tD$E$ tE$EZ}~$>D$ED$ ED$EЋ@xD$E$tE$EED$ED$EЉ$Iu%E$S$EED$ED$EЉ$u"E$ $E}~! $cD$D$ED$ D$EЋD$E$E$}~2 $ H $EẼt[]UVSpEEEEEEEE܋EE؋EE̋EEE}~s$yE EE;E|}~EEUЍE̋EUЍE؋EUEB`EUЃEUEB`EUЍEЃ(~EE}u$E(}~ED$$}~ED$$EE;E|UЍEE}~ED$$I} EE f.uz&EED$$$$EELf.w5EELf(fWD$($ZEELf.zt0$\%EEDD$7$5E;E~ E;E} E}~$}u } u} ~?$E(ELE\EEE;E|!}~EEUЍE̋EEEȃ}t EEUЍEЃ(~EE}u$OE(}~ED$$.UЍE܋E}}~+ED$UЍE D$S$E}u2}~,E;E}$}xUЍE ;EuEEEԃ}u EUЍ4M E(UЍE 1UЍE؋Eă}y EUĉЃEEUEB`E}}%EUE;Pp~ Ee}~h}~EĉD$s$UEB`EEE;E|-E‰Ѝ U E EEEɃ}~ED$$T}t}~$:}~$&EE;E|tUЍE E}~ED$$}Ef.uzED$$$$EHf.w,EHf(fWD$($NHEHf.zt0$"E@D$7$E;E~ E;E} Eq}~$E}u } u} ~?$E(EE}~$EEp[^]ÐUWVS|EEEEEEE@|EЋEE̋EEEEă}~.$E EE}~CEE;E|2U܉Ѝ4} MU܉Ѝ7E܃ă}~ED$ED$$}EEE;E}5}~EĉEUЍEEUЍE̋E}y EEE}tEUЃEEEEUEB`E}~%EUE;Pp~ EIEE;E|wU܉ЍE Eԃ}~EԉD$$n}Ef.uzED$$.$EHf.w,EHf(fWD$$HEHf.zt$E@D$$E;E~ E;E} E }~ $^E}u } u} ~$8E(E܃|UȍEȃ(~EĉE}uh$E(}~}~ED$$}}EE}~ED$$UЃUE;Pp~ E UEB`EEE;E|U܉Ѝ U E؋ E؃E܃΃}~}~ED$ $ UE)}y EUЍEЋE}t}~ED$ED$.$}x E;E E0E‰Ѝ u UЍE EUЍ U E }~ED$N$=E(EE}y}~EĉEUЍEEUЍE̋EUEB`EUЃEUEB`EUȍEȃ(~EĉE}uh$E(}~ED$Z$h}~ED$$MEE;E|U܉ЍEEԃ}~EԉD$g$ } E܉E f.uz&E܉ED$$ $ E܉ELf.w5E܉ELf(fWD$$Q ZE܉ELf.zt$ %E܉EDD$$ E;E~ E;E} Eq}~ $ }u } u} ~$ E(E܃OE(aEĉE}~ $p EE|[^_]Numeric object: ERROR: LU factors invalid n_row: %d n_col: %d relative pivot tolerance used: %g relative symmetric pivot tolerance used: %g matrix scaled: noyes (divided each row by sum abs value in each row) minimum sum (abs (rows of A)): %.5e maximum sum (abs (rows of A)): %.5eyes (divided each row by max abs value in each row) minimum max (abs (rows of A)): %.5e maximum max (abs (rows of A)): %.5e initial allocation parameter used: %g frontal matrix allocation parameter used: %g final total size of Numeric object (Units): %d final total size of Numeric object (MBytes): %.1f peak size of variable-size part (Units): %d peak size of variable-size part (MBytes): %.1f largest actual frontal matrix size: %d memory defragmentations: %d memory reallocations: %d costly memory reallocations: %d entries in compressed pattern (L and U): %d number of nonzeros in L (excl diag): %d number of entries stored in L (excl diag): %d number of nonzeros in U (excl diag): %d number of entries stored in U (excl diag): %d factorization floating-point operations: %g number of nonzeros on diagonal of U: %d min abs. value on diagonal of U: %.5e max abs. value on diagonal of U: %.5e reciprocal condition number estimate: %.2e ERROR: out of memory to check Numeric object Scale factors applied via multiplication Scale factors applied via division Scale factors, Rs: Scale factors, Rs: (not present) P: row Q: column ERROR: L factor invalid ERROR: U factor invalid diagonal of U: Numeric object: OK L in Numeric object, in column-oriented compressed-pattern form: Diagonal entries are all equal to 1.0 (not stored) ... column %d: length %d. row %d : (%g (0 - %gi) + 0i) + %gi) ... remove row %d at position %d. add %d entries. length %d. Start of Lchain. U in Numeric object, in row-oriented compressed-pattern form: Diagonal is stored separately. row %d: length %d. End of Uchain. col %d : row %d: length %d. End of Uchain. remove %d entries. add column %d at position %d. length %d. row %d: col %d : 0A⍀P⍀P⍀P⍀P|wo⍀oPc^Z⍀ZPJEE⍀EP1,0⍀0P-#F#_#x#####$Ë$[Sr%,!rr$!r!r"rzr!r^#r;"r$!r  !r"r"r~v rc["rB: r"r"r"r,$c"rT"r r,!rmer;3$!r!r"r!r#r"r!r !rt"r]UJ"rNF "r!rn LD,!$!!"}u!a#G"91!)! !"  !    !w o r!  `!  @!  | t   ,!    $!o g !S ": 2 ! # "  !  ! " z !> 6 #    RJ`  T > h`- KC =.   m^3+    @ ld UB: & @    @ z g_ LD 1)@    @ " }u bZ B"  @     @ tl XP <4 h T      }ld  $#$# $#$# ####~ y s##k##e ` Z#p#R#p#L G A#W#9#W#3 . (#># #>#  #%##%#      d4$ $eqL_umfpack_zi_report_numeric___i686.get_pc_thunk.bx___i686.get_pc_thunk.axdyld_stub_binding_helper_umf_i_free_umf_i_report_perm_umfzi_report_vector_umf_i_malloc_umfzi_valid_numeric_printf_report_L_report_U