ELF>@@8 @ kkНЭЭx $$Std PtdQtdRtdНЭЭ00GNUGNUNTG NyCnAnΡ  ` !P1@R !  19U$zc2|)%MQim B 6xhhD'Uexk$Z[$xg@O_| ^ , F"el ; l@xs4u DO j7CFxF_`jlU 57B.I6Ko[`5y@y:Z#F>iu0q __gmon_start___ITM_deregisterTMCloneTable_ITM_registerTMCloneTable__cxa_finalizecamd_aatmemsetcamd_1camd_2camd_postorderstdoutfflushsqrtcamd_defaultscamd_ordercamd_validSuiteSparse_mallocSuiteSparse_freecamd_preprocesscamd_controlSuiteSparse_configcamd_infocamd_cvalidcamd_l_aatcamd_l1camd_l2camd_l_postordercamd_l_defaultscamd_l_ordercamd_l_validcamd_l_preprocesscamd_l_controlcamd_l_infocamd_l_cvalidlibm.so.6libsuitesparseconfig.so.5libc.so.6libcamd.so.2GLIBC_2.2.5 ui ui ЭحP@@Яد  (0 8 HHٟHtH5%hhhhh%mD%}D%uD%mD%eD%]DH=aHZH9tH֞Ht H=1H5*H)HH?HHHtHHtfD=u+UH=Ht H=Ξ dŞ]wAWAVAUATMUHSHH8|$HLL$ Mt-4nLIfHH9uHD$ Ht$HcLlGpHHD$Ht$(1uD$HAED$E1D$FtF|E9McENc EE9IEsJ4BFD MIcHH A9HA9tHcD9|AuD$AIEE9G4IL;l$MHD$(HuHLD@Ic$;}HcH9HIHI9ul\$9\$t"fD$f+D$*D$*X^L$1E1HcHI9HD$ HtQf@f*L$H*D$Hf*L$@ HMxYfI*HD$ @(H8L[]A\A]A^A_E9AD$G4IL;l$'fALLfHH H*XAED$t ffD$E1*^D$nkE1fDAWHcAVAU)ATUSHxHt$$L$HT$)H|$TIHPt$PI4HL$XHt$0HHt$8HHt$@HHLD$`LL$hL4H|$ H4$HT$HMH$L11fDAHH9uT$,E1fDH\$Dl$(BB\D$\$9LcDHt$Dd$FE9IcL$(HM/IcPAA KcPCEAD$D$HD$DT(H,$HcEHH4A95rfHcƒHIH$\$BIL;l$ H|$LL$ME1H\$ IHKcD;}5DIcHI,HHcED`DeA4IchA(A 9IHII9uHLt$P$$$t$(t$pt$pt$p$$AWD$D$H$H$$CH[]A\A]A^A_1A9D$AD$,\f.AWAVAUATIUSHxH$L$Ht$X$L$HD$H$HL$H$H$H$D$H$HD$0H$D$ HD$HH$HD$(H$H$H$H$G$M9sLl$$1HLAIWM苄$ItHHcA9LH9u胼$$tHT$L H9$Hc$IcHt$H H$HHyHc$H$ H-f1ҸUf.mD‰$$f/$H$ L9NƉHD$0HH$c$LD$1H$LT$(Ht$0Ht$AHt$HA4A4HH9uH$H+$$HHHtH$@*tHH9$@uH$DŽ$4DŽ$LDH1+$ALHI9tIHcHT$(9}$4HT$XH$D HT$HT$HI9u$4$$NM$N!$$O9$ID$L|$`dD$f(f(DdHDŽ$`f(ADŽ$DŽ$<DŽ$DŽ$DŽ$DŽ$0H$Lt$ MI܋$$4Hc$<H$Dl$8Lt$@D$Hc4Ld$PHL$Ld$XLL$`HE1MtE,A9~BDl$1EHZ@Ht$(L\$0Lc>OLEAtMcC Ll$ A9DOED=A MA>A9~dHc4HHPH<Mt D\$E9uEHD$xADAwIE9H$(IcD1$1HcDE,HA9|NMc,NOA;t)߅H|$`LD$XHt7DL$F9 t,HAAA9}H$(D)$8A8A끾)Ƹ+D$puQHD$@D1EHD$L(1A E9L$hWH|$`HtHL$PDT$D9H$$8H݉0HD$@uE$)$)$D$D|$@Hl$PD$D$$H$Ld$Ll$`D+$H9|sIcH$Auٹ11E1Et[L$ETH9}A;$}8H\$(HcALcH$HcLc CC9~ELH9|9~/H$HcIcLD$(H)H4A<LLHHD$ $  $D$HIHD$ L$HHH$7L$fH<$HD$D$ XXL$0HHD$HD$ I4H $LD$LLHI1HHHHHHu@H1H HH9@HHH@uHH9@HHT$8NIHHHT$8<fHLHH*XD$8Y#C8$St$@PRLL$0LLD$HHL$8H|$PH0蛣H|$董H<$舣H|$~LvfI*HHL[]A\A]A^A_WHNH|$BE1HtM|M,HI9H9wLLHH IHHHH$ ffH<$H*HD$XXD$0t HH<$萢H|$膢If.HUHHT$8蚢LHD$ 舢HT$8f HD$H*XD$0I~ fI*XH|$ L$0H|$HLLHt$ L|$0LL$LD$ LM{ XZLt$HLH$jt$@PRH\$HLLL$0HL$8IH|$PH0wH|$mH<$dH\LTH|$ EH|$;H<$2H|$(HIHIHI|H<$D$֠H|$̠D$@USHH?LC H1fɸf.O@HEMD$H H=7AD$fHS f/HtOH=1HS HHt2H=1HS HtHH=1[]H[]fMtHJH kH=fHnAH#HS fHnHtH=HS HSHtH=N1NDAVUSHH0H->LM Mt"L1H=AHFsf[PcXK`f/{Ht$\$d$ L$|$(f/XHU fI~Hff.?9T$f/ICff/Cff/C ff/C(f/C0f/C81f/@- HU fI~HM1H=fHU f.HVH=1HU d$ff/r!HD$H=1HU Cff/rHH=GHU Cff/rHH=]HU C ff/rHH=sHU C(ff/rHH=HU C0ff/rHtnH=HU C8ff/rHtHH=HU C@ff/rHt"H=HU Ht H=1D$(ff/rHU Ht4H=fInff/rHU HtH=D$ff/rHU Ht5H=D$ ff/rHU HtH=D$ff/rHU Ht4H=1Chff/rHU HtH=Kl$ff/|$f/t$ f/r|d$f/rpHU Htgf(Xf(cXXH0Y[]YH=A^YXXXXXf(fH0[]A^f.0 z&u$H H= 1HU f. zNuLHH= 1HU f. zVuTL$ff/f. HH=c 1HU Hf. T$ff/OCf/SfCff/J1lfDC f/-C(f1f/Cf/C f1f/7Cf/l@HtSH=| 1HU Pf.pz.u,L$ff/_Cf/c@d$ff/3Cf/7L$ff/Cf/T$f/Cf/@HUSHHxyIHtqHHtiH<xbH:u\Htd1E11AMLI9|@~/HHHHx$H9~H9MNHI9uHH9t IIL[]E1ILHt+H~&1fHxHH9tHH9|1fDf.AWAVAUATUSHLt$PH\HIHMHMII9s II9E1LHL$H$H$LHL$1HDHH9~3HTLDHHI4H9>tIH>HI9uHGI9tH뱐H11 HHIHpHTH9u1DH4HI4IHH9u1fHDHH9~@HTLTHHI4H9tLLMHLKLHHL9uHAH9t HHH[]A\A]A^A_1@IIHI9uHH?$@?@@May 4, 2016 no rows treated as dense camd version %d.%d, %s: approximate minimum degree ordering: dense row parameter: %g (rows with more than max (%g * sqrt (n), 16) entries are considered "dense", and placed last in output permutation) aggressive absorption: yes aggressive absorption: no size of CAMD integer: %d status: OK out of memory invalid matrix OK, but jumbled unknown CAMD version %d.%d.%d, %s, results: n, dimension of A: %.20g nz, number of nonzeros in A: %.20g symmetry of A: %.4f number of nonzeros on diagonal: %.20g nonzeros in pattern of A+A' (excl. diagonal): %.20g # dense rows/columns of A+A': %.20g memory used, in bytes: %.20g # of memory compactions: %.20g The following approximate statistics are for a subsequent factorization of A(P,P) + A(P,P)'. They are slight upper bounds if there are no dense rows/columns in A+A', and become looser if dense rows/columns exist. nonzeros in L (excluding diagonal): %.20g nonzeros in L (including diagonal): %.20g # divide operations for LDL' or LU: %.20g # multiply-subtract operations for LDL': %.20g # multiply-subtract operations for LU: %.20g max nz. in any column of L (incl. diagonal): %.20g chol flop count for real A, sqrt counted as 1 flop: %.20g LDL' flop count for real A: %.20g LDL' flop count for complex A: %.20g LU flop count for real A (with no pivoting): %.20g LU flop count for complex A (with no pivoting): %.20g "@ @;80H8xh80h8x HX8dXxzRx $@`FJ w?:*3$"Dx\pPLthFBB B(D0D8Gp; 8D0A(B BBBA |FEI D(D0A8D4GGGGDDDDGGBs8A0A(B BBBA|DFBB B(D0A8GwHXB 8A0A(B BBBA  8A0A(D BBBE uEox7FBE E(A0C8GgADAB` 8A0A(B BBBH BL[AROBDABc4(ZEAD0 OAL D AAJ DP FAA GPB  EFMg D  AABH ,KKK fDBADȷFd\FBB B(A0A8D` 8A0A(B BBBA j8A0A(B BBBLxFBE E(D0D8G` 8D0A(B BBBA |(FJE E(K0A8DGGGGDDDDGGAt8A0A(B BBBA|xFBE B(D0A8GH[A 8A0A(B BBBA  8A0A(E BBBE uEo4(7LPlFBE E(A0D8G&eADAA`{ 8D0A(B BBBH ^M[AUMBDAAc4([EAD0 OAJ D AAJ DP FAA GPB  EFMg D  AABH (dNA AA EFHFBB B(A0A8DPu 8A0A(B BBBA P  zЭحo  x8 `  o ooo0@P`p@4e5447094ec579a44307b26e41c96e85cea10d.debug]#f.shstrtab.note.gnu.property.note.gnu.build-id.gnu.hash.dynsym.dynstr.gnu.version.gnu.version_r.rela.dyn.rela.plt.init.plt.got.plt.sec.text.fini.rodata.eh_frame_hdr.eh_frame.init_array.fini_array.dynamic.got.plt.data.bss.gnu_debuglink  $1o; 0CKoDXo @g` ` qB8 8 x{v  `Pjzz ЭНح؝ЯП0@@@HHH4|