! #1/20 1400189977 501 20 100644 2084 ` __.SYMDEF SORTEDh hhh"h+h4h#&,&4&<&E&N&H?$H??,H ? [c??3H;HBHJHjry"?+?4?=?F?O?X?a?j?s?|?????????RH??VHg^HggHgpHgyHgHgHgHgHgHgHgHgHgHgHgHgHgHgHgHgHgHgHg HgMsUs^sesns vspppppp=hEh(_chcjac__chcore__chfd__chfdlc__chfdls__chfgrd__chfjac__srchc__srchq__npalf__npchkd__npfd__npfeas__npmrt__npsrch__npcore__npcrsh__npdflt__npfile__npgetr__npiqp__npkey__nploc__npnkey__npopti__npoptn__npoptr__npprt__nprset__npsavr__npsetx__npsol__npupdt__daxpy__dcopy__ddot__dnrm2__drot__dscal__dswap__idamax__dgemv__dger__dsymv__dsyr__dtrmv__dtrsv__mcenv2__mcenvn__mchpar__mcmin__mcout__mcstor__opfile__oplook__opnumb__opscan__optokn__opuppr__dcond__dddiv__ddiv__ddscl__dgrfg__dload__f06aaz__f06baf__f06bcf__f06bmf__f06fjf__f06fqf__f06qff__f06qgf__f06qhf__f06qkf__f06qnf__f06qrf__f06qsf__f06qtf__f06qvf__f06qwf__f06qxf__f06qzf__icopy__idrank__iload__cmprnt__cmqmul__cmr1md__cmrswp__dgeap__dgeapq__dgeqr__dgeqrp__cmalf1__cmalf__cmchk__cmperm__cmtsol__cmwrp__lsadd__lsadds__lsbnds__lschol__lscore__lscrsh__lsdel__lsdflt__lsfeas__lsfile__lsfrmh__lsgetp__lsgset__lskey__lsloc__lsmove__lsmuls__lsnkey__lsopti__lsoptn__lsoptr__lsprt__lssetx__lssol_#1/12 1400179220 501 20 100644 69828 ` chsubs.o  __text__TEXTX__cstring__TEXT |__const__TEXT__bss2__DATA __bss3__DATA0__data__DATA __literal16__TEXT @__literal8__TEXT(`__eh_frame__TEXT  h + PUHSHHxHpHhH`LXLPHEPHEHEHHHPHfHnfHn\fH~HEHUHMXHEHHǸfH~HU0HHEPHHPHfHnfHn\fH~HEHEXHfHnfHnXfH~HEHUHMHEHHǸfH~HEHE(HHEHEHHH@fHnfHnYfH~HPH H@fHnfHnYfHn\fH~HUPHfHnfHn\fH~HEHEXHfHnfHnXfH~HEHUHMHEHHǸfH~HU(HHE8HHEHPHHEHHfHnfHnXfHn\f(HEPHfHnXfH~HpHEXHHEXHfHnfHnYfH~HxHUHxHpHHǸfH~HU8HHE0H%H?HUH?fHnfHnf.fHnf.@@ tHHEHEXHfHnfTf(H?fHnYfH~fHnY}fH~HhHUHhH`HHǸfH~HEHE8HVfHnfTf(H?fHnYHEXHfHnYHEXHfHnYfH~H`HUH`H`HHǸfH~HEHxHHDžhHHDžDžHHHHMHHHHPHHHHMXHHHHMHHHHHM0HHHHMPHHHHMHHHHM(HHHHM8HHHHMHHHHMHHHHHHhHhHEfHnf.,r%HUH?fHnfHnf.rHpHUHMbP?fHnfHnf.HEfHnf.=HEfHnf. t8HEXHHHE0HHHE(HHHE8HHHXHH{GzĿfHnfHnfH~HH@fHnfHn^fH~HtfHH$@fHnfHnYfH~HHEXHHHEXHHfHnfHn^fH~HUXHeWHEXHHHEXHHfHnfHnYfH~HUXHt`HUH?fHnfHnf.rBHEXHHHE0HHHE(HHHE8HHHUH?fHnfHnf.HpHpeHEXHHHEXHHfHnfHnYfH~HUXH*HEfHnf.%?HpHpt)HHUXHHU8HEHHU(HEHHUH?fHnfHnf.rBHEXHHHE0HHHE(HHHE8HHHEfHnf.=HpHpt6HEXHHHEXHHfHnfHn^fH~HUXHHpHEXHH?HUhHH`HfHnQfH~fHnf.z fHnf.tfHnfH~fHnfHnXfH~HE8HfHnfTfH~fHnQfH~fHnf.z fHnf.tfHnfH~fHnfHn^fH~HU`HHE`HHE8HfHnfTf(fHnYfH~HEHE0HHU(HfHnfHn\fH~H?HEHEHUfHnfHnf.fHnf.Ƀ ʅtHEHU@HHEHE@HHU0H`fHnfTf(H?fHnYfHnf.(HEHEHE 9HpHptMHEHE`HHUhHHU0HHU(HHU8HHU@HHEHvH?HUhHHEhHHU`HHHU0HHHU(HHU8HH`HfHnfHnXfH~HU`HfHnfHn^fH~HU@HHEHH?HUhHHEhHHU`HHHU0HHHU(HHHU8HHE`HHE8H~fHnfTf(fHnYfH~H@fHnfHn^H`HfHnfHnXfH~HU`HfHnfHn^XfH~HU@HHx~HHDžHHDž9DžHHHHH5HHH5HHH5HHHHpHHDžH HDž9DžHHHHHuHHM`HHHHM@HHHHHHĨ[]UHAWAVAUATSH8HXHPHHH@L8L0H@HH`H`HHHH HDž(H@HHXHXHHHHHDžH@HHPHPHHHIAHEHHHHHHHHIIIH@HH@H@HHHHHDžH0HH8H8HHIILHH H@HH0H0HHHIAH@HH(H(HHHIAHXHHt)HHtHHuH8~$$t!DžH@ HP~tH~gHHhDžpfH6HDžxDž`HdH`HH`HDžXDžlDždDž`Dž\EHU(HEH8EHHu H8EHHuH8EHEH H?HHEHHH8~&HUHH8H H5HǸH@D8DžhhD9hHHPHHH@EHpHxHHHEHHH?fHnfHn^fH~HEHHEHHEHHEhHHPHEPHfHnf.v2hHHPHEPHH@fHnfHn\fH~HEhHHPHEXHHfHnfHnf.v2hHHPHEXHH@fHnfHn\fH~HEH?HEHEfHnXefH~HH?fHnfHnYǸfHnf.vHHEEDuED9uH8;E|,hHHJ EHHHHHhhHHPHHHhHhfHnf.}kHhfHnf.cQEH8;EEHHPHEHEHHPHE`HHHE HEHHHHE`HfHnfTf(H?fHnXfH~fHnfHnYfH~HcHE0HHHE HHffHnfTf(H?fHnXfH~fHnfHnYfH~HDžpH@fHnfTf(H?fHnXfH~fHnfHnXHE HfHnQfH~fHnf.z fHnf.tfHnfH~fHnYfH~HHUH$@fHnfHnYHfHnYfH~HHHHDžhHHHH@HfHnfHnXfH~HHH8;ELH}HH@H8HdHXHL$HHL$HMhH $LU@MIHMHǸAҋdEHHPHEhHHMLXHHHH@HdLU8MIHǸAҋdhHHHH@HfHnfHnXHfHnXfH~HHH8;ELH}HH@H8HdHXHL$HHL$HMhH $LU@MIHMHǸAҋdEHHPHEhHHMLXHHHH@HdLU8MIHǸAҋdhLLE HHHHHxH|$XHH|$PHH|$HHH|$@HH|$8HH|$0HHH|$(HH|$ HH|$HlH|$HpH|$HtH<$HH8;EhHIH H0EHH HHUxHʋttt``H@PHPhHHJ EHH HH@H{hHHHHHHʋtt tuG\\H@PHPhHHHHH@HHHfHnfTf(HpfHnXfH~HpHHxfHnfHnXfH~HxHfHnf.MvHHEHHHHEfHnfHnf.vHHEHHEtuHHHxfHnfHnf.fHnf.Ƀ ʅtHxHD9uEu }HEfHnf.}vHEHEHHEHxH@fHnfHnYHEfHnY}fH~fHnYpfH~fHnf.vHEHHEH+HxH@fHnfHnYfH~HUfHnY]fH~fHnYpfHnf.vHEHHxfHn^pfH~fHnQfH~fHnf.z fHnf.tfHnfH~fHnfHnXfH~HHxfHnYpfH~fHnQfH~fHnf.z fHnf.tfHnfH~fHnfHnXfH~HHfHnfHnf.z@fHnfHnf.u+HH$@fHnfHnYfH~HHPHq}tgHHhDžpH0HDžYDž`HdH`HH`HHHhDžpH)HDž!Dž`HdH`HHhH`HHH@H`HHHH`HHHH`HHHH`HHH`HEHE(HHfHnfHnf.fHnf.Ƀ ʅtHHU(HhHHHHH@fHnfTf(H?fHnXfH~fHnfHn^fH~HHʋhHHHHH@EfHnfTf(H?fHnXfH~fHnfHn^fH~HHʋhHHHH@HHʋhD9hhu0`\Ѕ'H@*H?fHn^fH~HEH@0Džhh9hHHPHHH@HHEH?HEhHHPHEPHfHnf.vhHEhHcHJHUPHH@fHnfHn\fH~fHnfHnf.fHnf.@@ tHHEhHHPHEXHHfHnfHnf.hHHPHEXHЋhHcHJHUPHfHnfHnf.vhHEhHcHJHUXHH@fHnfHn\fH~fHnfHnf.fHnf.@@ tHHEHEfHnXefH~HH?fHnfHnYøfHnf.vHhHDžfDžPH@THPHHPHPHHPHHHHH HPHHHPH HHHPHPHHHHHHHʋP9PPuLHHHx[A\A]A^A_]UHAWAVAUATSHHHHxHpLhL`HxHHEHEHHHHPHDžXHxHHEHEHHHH@HDžHHxHHEHEHHHH0HDž8HxHHEHEHHHH HDž(HxHHxHxHHHIAHxHHpHpHHHIAHxHHhHhHHHIAHHtHtHuddt(H~tH~gHHDžH fHDžtDžHHHHHDž,DžHpHrH?HXHpHHPHE HH?fHnfHnXfH~HHEHfHnfHnYfH~HHxdH?HE.Hx=HGz?HEH+?HEHx*H?fHn^fH~HEHxDž9_HHpHMPHEHHEfHnYefH~pH?HEȋ9uDžHx0Dž9HHPHE@HfHnf.=pz-fHnf.-upuHHHHUPHOHHPHEXHHpHHEH?HEHHPHE0HfHnf.XvhHEHcHJHU0HHpfHnfHn\fH~fHnfHnf.fHnf.@@ tHHEHHPHE8HHPfHnfHnf.HHPHE8HЋHcHJHU0HfHnfHnf.vhHEHcHJHU8HHpfHnfHn\fH~fHnfHnf.fHnf.@@ tHHEHEfHnX}fH~HH?fHnfHnYŸfHnf.v9HHHHHPHEPHfHnYMfH~HUPH7HHHHHPHEPHfHnYUfH~HUPHʋ9u;H~tH~gHHDžHaHDž(DžHHHHHHUPHuHHxLZHHZHǸfH~HHU`HuXHxLZHHZHǸHM`HUPHHxL aZIH WZHǸDžLH}HHHU`HxHLU(MIHǸAҋHHUHfHnfHn\fH~HHfHnfHn^fH~HHHfHnfHn\fH~kH?HkfHnfTf(H?fHnXfH~fHnfHn^fH~HEH`HfHnf.eLH$Lt}HVHHDžHQ_HDž/DžHHHHHH~gHHDžH_HDž;DžHHHHHH@~hHHDžH^HDž;DžH@HHHHHHHDžHZ^HDž~DžHHHHHHHHHHHHHHEfHnf.-Mir HHtH*EDžDžDžDžDžH H@H@9 HHPHE@HfHnf.5hhzfHnf.=Yh HHPHE@HHHgH?H@HHPHEXHHpDžHhHHEHgfHnfTf(H?fHnXfH~fHnfHnYfH~HH0HxDžHXHEHPHEHHPHE0HfHnf.Xv2HHPHE0HHpfHnfHn\fH~HEHHPHE8HHPfHnfHnf.v2HHPHE8HHpfHnfHn\fH~HEHphffHnfTf(H?fHnXfH~fHnfHnXPHhHfHnQfH~fHnf.z fHnf.tfHnfH~fHnYPfH~HHH$@fHnfHnYfH~HHEfHnXmfH~HH?fHnfHnYƸfHnf.vHoeH?HHHHHpHfHnfHnXfH~HUXHLH}HHHUXHxHLU(MIHǸAҋR HHHHpHfHnfHnXHfHnXfH~HUXHLH}HHHUXHxHLU(MIHǸAҋ LMLhHHH(H,HH|$XHH|$PHH|$HHH|$@HH|$8HH|$0HxH|$(HH|$ H0H|$HH|$HH|$HH<$H()H0HHHHHpHUXHHHfHnfHn\fH~*cH?H@H?fHnfHnXfH~fHnfHn^fH~HEH HEfHnfHnf.rHEH H`HfHnf.MLLtDž OKDžBAD?HHuBHbfHnfTf(HH@fHnf.vLt<<0}tnHHDžWHVHDžrDžHHHHHEL>HHDž]HVHDž5DžHHHHHHHHpHHHHHHHHHHHHHHHHHHHHHHHHHqHHDž`HUHDž5DžHHHHHHHHpHHHHHHHHHHHHHHHHHHHHHHHHcHHHHHH HHHHH9u!HHHHHDžnH>THDžDžHHHHHHHHHHHHHHHHHHHHHHHHDžqHSHDžDžHHHHHHHHHHHHHHHHHHHHHH@HHDžsHRHDžDžH@HHHHHHHHHHHHHHHHHHHHHHDžuHRHDž]DžHHHH HHHHHHHHHHEfHnf.[r HHUHHu@HxLfHHH\HHǸHH[A\A]A^A_]UHAWAVAUATSHHxHpHhH`LXLPHXHHEHEHHHIAHEHHEHEHHHIIIHXHHEHEHHHH@HDžHHXHHEHEHHHH0HDž8HXHHxHxHHHIAHEHHpHpHHIILHH@HXHHhHhHHHIAHxHP~ HtHtHuddt Hh~tH~gHHDžHPHDžuDžHHHHHDžDžHE HWH?HXHE HHPHE@HH?fHnfHnXfH~HHE8HfHnfHnYfH~HHXdH?HE.HX=HGz?HEH+?HEHX*H?fHn^fH~HEHXDž9bHHpHHEHHEfHnYefH~VH?HEȋ9uDžHX0Dž9-HPDž9HHJ 8HHHExHfHnf.5;Vz0fHnf.=,Vu!HHHHH9uxHHPHHHhHHEH?HEHHPHEXHfHnf.XvhHEHcHJHUXHHhfHnfHn\fH~fHnfHnf.fHnf.@@ tHHEHHPHE`HHPfHnfHnf.HHPHE`HЋHcHJHUXHfHnfHnf.vhHEHcHJHU`HHhfHnfHn\fH~fHnfHnf.fHnf.@@ tHHEHEfHnX}fH~HH?fHnfHnYǸfHnf.v?HHHHHPHHfHnYMfH~HH=HHHHHPHHfHnYUfH~HHʋ9uHhHHHDžH(KHDž[DžHHHHHxH}HHXHPD$(H 3@HL$ HHL$H KHL$H @HL$HH $IIH JHH=JHHHXL?HH?HǸHHHHXL ?IH ~?HǸHUPHPH _?H5X?HǸDžLLEPHMHXHPHHH|$HH|$H}pH<$LUHHǸAҋkHPDž9HHpHHPHEpHЋHcHzHUhHfHnfHn\fH~HHfHnfHn^fH~HcHzHHfHnfHn\fH~HH9u?HHPH=HHǸHHPHHOH?HcHJHHOfHnfTf(H?fHnXfH~fHnfHn^fH~HHh9HE0HHfHnfHnf.r}HVHHDž2HGHDž0DžHHHHHH~gHHDž4HGHDž<DžHHHHHH@~hHHDž5H+GHDž<DžH@HHHHHHHDž7HFHDžXDžHHHHHHHHHHHHHHfHnf. jMr HxHHpHHXHPD$HMH $ILPFH IFHH=GFHUPHPH c:H5\:HǸDžDžLLEPHMHXHPHHH|$HH|$H}pH<$LUHHǸAҋeHUPHPH 9H59HǸDžDžDž|DžHH DžDžDžH@ H@DD9HHPH 9H5CHǸEEHHPHHHhHXHEHPHEHHPHEXHfHnf.Xv2HHPHEXHHhfHnfHn\fH~HEHHPHE`HHPfHnfHnf.v2HHPHE`HHhfHnfHn\fH~HEH?HEHEfHnXefH~HH?fHnfHnYǸfHnf.vHHEHPD0DžD9< HE(HHHHHEhHIfHnfTf(H?fHnXfH~fHnfHnYfH~HHIH@H0HHHHfHnf.MIzfHnf.%>Id EHHPHEPHHJ8HHHExHH0H0HH?HHDžHhHfHnfTf(H?fHnXfH~fHnfHnX0HE(HfHnQfH~fHnf.z fHnf.tfHnfH~fHnY0fH~HHH$@fHnfHnYfH~fHnYufH~HH8HpDžHHHHhHfHnfHnXfH~HHLLEPHMHXHPHHH|$HH|$H}pH<$LUHHǸAҋPHHPHEpHHHHHHhHfHnfHnXHfHnXfH~HHLLEPHMHXHPHHH|$HH|$H}pH<$LUHHǸAҋHHPHEpHHHHHHEhL LE(HHHHHH|$XHH|$PHH|$HHH|$@HH|$8HH|$0HpH|$(HH|$ H8H|$HH|$HH|$HH<$HH8H(HHpH(H0fHnfHn\fH~DH?HHH?fHnfHnXfH~fHnfHn^fH~HHHHPHHHE0HfHnfHnf.DDtDž OKDžBAD?||HhoH^uBH0CfHnfTf(HH@fHnf.vDt@@}kHHDžH=HDžzDžHHHHHD\HHDžH+=HDž8DžHHHHHHHHhHHHHHHHHHHHH0HHHH(HHHHHHHHHHHHHHHDžH<HDž8DžHHHHHHHHhHHHHHHHHHHHH0HHHH(HHHHHHHHHHHHcHHHHHH HHHHHED HHDžH:HDž8DžHHHHHHHHHHHH0HHHH(HHHHHHHHHHHHHSHHDžH9HDž8DžHHHHHHHHHHHH0HHHH(HHHHHHHHHHHHcHHHHHH HHHHHHHPHEPD9u}HHPH&+HHǸHHPHH)=H?HHH fHnfHnf.r&HH HHHHhHHʋD9uAHxH fHnf.=<r HxHh`HAHHDžH 7HDžSDžHHHH`HHHHH|HHHDžH6HDžDžHHHHHHHHHHHHHHHHHHHHHHHHDžHg6HDžDžHHHH|HHHHHHHHHHHHHHHHHH@HHDžHv5HDžDžH@HHH|HHHHHHHHHHHHHHHHHHHHDžH55HDžgDžHHHH HHHHHHHHHHHHHHHMxHXHPD$HuH4$ILEHH=I1HxH[A\A]A^A_]UHAWAVAUATSHHXHPHHH@L8L0H0HHEHEHHHIAHEHHEHEHHIILHH(H0HHEHEHHHIAH0HHEHEHHHHHDžH0HHxHxHHHHHDžHEHHpHpHHIIMIH8HHhHhHHHHHDžH0HH`H`HHHHHDžH8HHXHXHHHHHDžH8HHPHPHHHHHDžH8HHHHHHHHHHDžHXHtHtHuDDtH~gHHhDžpTHM(HDžtDž`HdH`HH`HDž Dž`HE HJ4H?H8HE HH0HE@HH?fHnfHnXfH~HHE8HfHnfHnYfH~HH0dH?HE.H0=HGz?HEH+?HEH0*H?fHn^fH~HEH0Dž9bHHpHHEHHEfHnYefH~ 3H?HEȋ9uDžhH00Dž94H8Dž9HIH(H HHHEpHfHnf.52z0fHnf.=2u!HHHHH9uqhhHHPHHHHHHEH?HEHHPHEPHfHnf.8vhHEHcHJHUPHHHfHnfHn\fH~fHnfHnf.fHnf.@@ tHHEHHPHEXHH0fHnfHnf.HHPHEXHЋHcHJHUPHfHnfHnf.vhHEHcHJHUXHHHfHnfHn\fH~fHnfHnf.fHnf.@@ tHHEHEfHnX}fH~HH?fHnfHnYǸfHnf.v?HHHHHPHHfHnYMfH~HH=HHHHHPHHfHnYUfH~HHʋ9uhu}HHHhDžpH'HDž[Dž`HdH`HH`HTH}HuxH0H8D$(H HL$ HHL$H y'HL$H }HL$HH $IIH @'HH=>'HHH0L0HH&HǸHHHH0L IH HǸDžlLMhLHMH0H8HlH`H|$H}xH<$LUHHǸAҋlH8Dž9HHpHHPHEhHЋHcHzHU`HfHnfHn\fH~HHfHnfHn^fH~HcHzHHfHnfHn\fH~HH򋅤9u?HH8HHHǸHHPHH,H?HcHJHHg,fHnfTf(H?fHnXfH~fHnfHn^fH~HHHJH9HE0HHfHnfHnf.r}HVHHhDžpH(HDž/Dž`HdH`HH`HH~gHHhDžpHw(HDž;Dž`HdH`HH`HH@~hHHhDžpH(HDž;Dž`H@dH`HH`HHHHhDžpH#HDžXDž`HdH`HHH`HHHH`HHH`HHfHnf. )r HXHoHPHuxH0H8D$HMH $IL"H "HH="Dž`DžlLMhLHMH0H8HlH`H|$H}xH<$LUHHǸAҋlDžDžhDž\DždHHDžDžDžlH@H@9uHH8H H5 HǸEEHHPHHHHH8HEH0HEHHPHEPHfHnf.8v2HHPHEPHHHfHnfHn\fH~HEHHPHEXHH0fHnfHnf.v2HHPHEXHHHfHnfHn\fH~HEH?HEHEfHnXefH~HH?fHnfHnYǸfHnf.vHHEH8D DžD9 HE(HHHHHE`H&fHnfTf(H?fHnXfH~fHnfHnYfH~HHIJ0HHHExHfHnf.C&zfHnf.%4&% hhEHIH(H0HHHEpHHH%H?H(DžHH%fHnfTf(H?fHnXfH~fHnfHnXHE(HfHnQfH~fHnf.z fHnf.tfHnfH~fHnYfH~HHH$@fHnfHnYfH~fHnYufH~HHHPDžHHHHHHfHnfHnXfH~HHLMhLHMH0H8HlH`H|$H}xH<$LUHHǸAҋl)HHPHEhHHHHHHHHfHnfHnXHfHnXfH~HHLMhLHMH0H8HlH`H|$H}xH<$LUHHǸAҋlqHHPHEhHHHHHHE`L LE(HHHH HH|$XHH|$PHH|$HHH|$@HH|$8HH|$0HPH|$(HH|$ HH|$HH|$HH|$HH<$HHHHHpHHfHnfHn\fH~"H?H(H?fHnfHnXfH~fHnfHn^fH~HH򋅤HHPHHHE0HfHnfHnf.$$tDžp OKddDžpBAD?\\HHoH^uBH!fHnfTf(HH@fHnf.v$t }kHHhDžp H=HDžzDž`HdH`HH`H$\HHhDžp HIHDž8Dž`HdH`HHH`HHHHH`HHHH`HHHH`HHHH`HHHH`HHHpH`HHHH`HHH`HHHhDžp$ H%HDž8Dž`HdH`HHH`HHHHH`HHHH`HHHH`HHHH`HHHH`HHHpH`HHHH`HHHcHHHHHH H`HHH`HE$ HHhDžp+ HHDž8Dž`HdH`HHH`HHHH`HHHH`HHHH`HHHpH`HHHH`HHH`HSHHhDžp/ HHDž8Dž`HdH`HHH`HHHH`HHHH`HHHH`HHHpH`HHHH`HHHcHHHHHH H`HHH`HD9u }HH8H[HHǸHHPHH^H?HHHfHnfHnf.r&HHHHHHHHHʋ9uHXHfHnf.=r HXHH`hHAHHhDžpL HCHDžSDž`HdH`HH@H`HHH`H\HHHhDžpP HHDžDž`HdH`HHdH`HHHhH`HHHH`HHHH`HHH`HHHHhDžpS HHDžDž`HdH`HH\H`HHHhH`HHHH`HHHH`HHH`HH@HHhDžpU HHDžDž`H@dH`HH\H`HHHhH`HHHH`HHHH`HHH`HHHHhDžpW HkHDžgDž`HdH`HHH`HHHH`HHHH`HHH`HH}xHMpH0H8D$HuH4$ILEHH=lHXHĈ[A\A]A^A_]chsubs.f(/ ' //chcore// Itn ', i3, ' fx h ', 5x, 1p, 2d16.6 / ' //chcore// f1 fdest ', 5x, 1p, 2d16.6 / ' //chcore// f2 fdest2 ', 5x, 1p, 2d16.6 / ' //chcore// cdest sdest ', 5x, 1p, 2d16.6 / ' //chcore// fdcerr sdcerr ', 5x, 1p, 2d16.6)( ' //chcore// ce1big ce2big te2big', 5x, 3l2 )( ' //chcore// inform hopt errbnd', i5, 1p, 2d16.6)(//' Computation of the finite-difference intervals' / ' ----------------------------------------------' )(//' j x(j) Forward dx(j) Central dx(j) ', ' Error est.' /)( i5, 1p, e10.2, e16.6, 2e16.6 )(/ i5, ' constant constraint gradient elements assigned.')(/ i5, ' constant objective gradient elements assigned.')(//' All missing Jacobian elements are constants. ', ' Derivative level increased to ', i4 )(//' All missing objective gradients are constants. ', ' Derivative level increased to ', i4 )(' XXX ', i4,'-th difference interval ', 1p, e10.2, ' replaced by ', e10.2 )(' XXX ', i4,'-th central-difference interval ', 1p, e10.2, ' replaced by ', e10.2 )(/ I5, ' constant objective gradient elements assigned.')(' XXX ', i4,'-th difference interval ', 1pe10.2, ' replaced by ', 1pe10.2 )(' XXX ', i4,'-th central-difference interval ', 1pe10.2, ' replaced by ', 1pe10.2 )(/ i5, ' constant objective gradient elements assigned.')(//' All missing constraint Jacobian elements', ' are constants. Derivative level increased to ', i4 )(//' All missing objective Jacobian elements', ' are constants. Derivative level increased to ', i4 )(' XXX ', i4,'-th difference interval ', 1p, e10.2, ' replaced by ', e10.2 )(' XXX ', i4,'-th central-difference interval ', 1p, e10.2, ' replaced by ', e10.2 )(/// ' Verification of the objective gradients.' / ' ----------------------------------------' )(/ ' No gradient elements assigned.' )(/ ' The objective gradients seem to be ok.')(/ ' XXX The objective gradients seem to be incorrect.')(/ ' Directional derivative of the objective', 1p, e18.8/ ' Difference approximation ', 1p, e18.8 )(// 4x, 'j', 4x, 'x(j)', 5x, 'dx(j)', 11x, 'g(j)', 9x, ' Difference approxn Itns' /)( i5, 1p, 2e10.2, 2e18.8, 2x, a4, i6 )( i5, 1p, 2e10.2, 2e18.8, 2x, a4, i6, 2x, a18 )(/ i7, ' Objective gradients out of the', i6, ' set in cols', i6, ' through', i6, ' seem to be ok.')(/ ' XXX There seem to be', i6, ' incorrect objective gradients out of the', i6, ' set in cols', i6, ' through', i6 )(/ ' The largest relative error was', 1p, e12.2, ' in element', i6 /)(/// ' Verification of the constraint gradients.' / ' -----------------------------------------' )(/ ' Every column contains a constant or', ' missing element.')?Normal(/ ' The constraint Jacobian seems to be ok.')(/ ' XXX The constraint Jacobian seems to be incorrect.')(/ ' The largest relative error was', 1p, e12.2, ' in row', i5 /)General(// ' Column x(j) dx(j) Row ', ' Jacobian Value Difference Approxn Itns' )(/ i7, 1p, 2e10.2, i5, 2e18.8, 2x, a4, i6 )(/ i7, 1p, 2e10.2, i5, 2e18.8, 2x, a4, i6, 2x, a18)( 7x, 10x, 1p, e10.2, i5, 2e18.8, 2x, a4, i6 )( 7x, 10x, 1p, e10.2, i5, 2e18.8, 2x, a4, i6, 2x, a18)( ' All', i6, ' assigned Jacobian elements are', ' constant.' )(/ i7, ' constraint Jacobian elements out of the', i6, ' set in cols', i6, ' through', i6, ' seem to be ok.')(/ ' XXX There seem to be', i6, ' incorrect Jacobian elements out of the', i6, ' set in cols', i6, ' through', i6 )(/ ' The largest relative error was', 1p, e12.2, ' in row', i5, ', column', i5 /)(/ ' The objective Jacobian seems to be ok.')(/ ' XXX The objective Jacobian seems to be incorrect.')(/ i7, ' Objective Jacobian elements out of the', i6, ' set in cols', i6, ' through', i6, ' seem to be ok.')(/ ' XXX There seem to be', i6, ' incorrect objective Jacobian elements out of the', i6, ' set in cols', i6, ' through', i6 ) Constant? Linear or odd? Too nonlinear? Small derivative? Constant? Linear or odd? Too nonlinear? small derivative? Constant? Linear or odd? Too nonlinear? Small derivative? MbP??@?zRx 41 $ <T$ # <h  <( ' & <    <T" " <h" " !-s-d-F-(- -&=&=--t-V-8--&=&=---d-F-(-&=&=---o-Q-3-&=&=---s&=Q9(&=>#- -- |-^-@-"----&=wk-\->- -----&=oW7-(- ----x-Z-<---&=--v-X-:------&=kS?-0-&='=[&=3-*- -yr4)=$)=]"-SIB)=ϼ----m&=K3"&=- -&=һ&=--&=]E8&=,--&=̺&=&=5#-۹-xnK->4-۷÷--s&=Q9(&=J;b?-0-&=߱ұ&=)=)=)=!---|-^-@-)&=ޭ&=׭-ȭ---n-P-8&=&=-֬---|-^-G&=% &=--ë---i-R&=0&=-ު--&=o^&=)sN#->-Ҩ- -|-^-@-"---ϧ&=-z-\->- ---Ʀ-&=uU-F-+ --ҥ---x-Z-<--&=ͤ---v-X-:----£-&=q]-N-7&='=y&=Q-*-r -e^)=)=$-$-"-ۙԙ)=r^-O-1--&=ژ˜&=--&=aI;&=4-%-&=ԗǗ&=--&=s[J&=Ֆ#-{$- -ܔ--|rUI1--ޓ&=&=--v&=T</&=)=)=Ս)=-ًȋ---}-f&=D,%---ڊ---&=dL:&=3-$---ʉ--&=s[J&=>-/---Ո--&=~fU&=--҇ --y-[-=----̆&=-w-Y-;----Å--&=lT9-*-&=ل'=}Y&=r-=*-4~~s~d~~)= ~)=})=})=}~}-o}-Q}-3}-}&=|||&=|-|-|&=|i|[|&=T|-E|-.|&= |{{&={-{-{&={{{j{&=zzz- zzy-yyy-yy{y-ly-Uy&=3yyy&=WvHvutt-qt-Zt&=8t tt&=s)=s)=s)=q'=q-q-q'=q-Kq--q-q&=ppp&=p-p-p'=p-_p-Ap-*p&=poo&=Ro'=?o-0o-$o'=o-n-n-n&=nknYn&=Rn-Cn-7n'=$n-m-m-m&=mmnm&= m(=l-l-l-l&=llol&=l(=k-k-k-k&=kkok&=k(=j-j-j-j&=jojHj-9j-j-j&=iii&=#i(=i(=ggff|f(=of(=_dPd9b$-,b%b^!^]-]-]-e]-G]-)]- ]-\&=\\\-\-\&=k\S\<\&=[*-C[*-XX(=X(=W(=W(=fW-kS*-RR,RRO'=tO$-gO`O'O~N-oN-XN&=6NNN&=M(=J'=J-J-J'=xJ-EJ-'J-J&=III&=I-I-I'=I-\I->I-'I&=IHH&=UH'=BH-3H-'H'=H-G-G-G&=GqG_G&=XG-IG-=G'=*G-F-F-F&=FFwF&=F(= F-E-E-E&=EE{E&=#E(=E- E-D-D&=DDD&=D(=D(= CBw>>=-=-w=-Y=-;=-=-<-<&=<<<-<-<&=_<G<0<&=;*-\;;(=:(=:-^8*-77t7a75x5-i5-R5&=055 5&=4(=2'=2-2-2'=2-r2-T2-<2&=221&=1-1-1'=1-1-h1-Q1&=/111&=y0'=f0-W0-K0'=80-0-/-/&=///&=y/-j/-^/'=K/-/-.-.&=...&=1.(=%.-.----&=---&=,-(=%----,-,&=,,,&=,,(=,-,-+-+&=++o+-`+-B+-++&= +**&=Q*(=D*(=:)')((=((=&& %$-$$W!  -r -T -6 - ---&=-u-^&=<$ &=z*-*-(=(=(=(=t-*-6iOt'=$---&=&=r(="-----&=t\-M-E2-*- - &=        U G &    <   W *-  *- v h ; *     lG9 zUG 1  %-l^PB-' a-R-7-------z-_-A-&-&=-F.-w\---- ^X ^X ^ ^ ^X ^X ^ rv@  5=1D3Krio.P  >X`OF _chcore__ddiv__sol1cm___gfortran_st_write__gfortran_transfer_integer_write__gfortran_transfer_real_write__gfortran_st_write_done_pow_sqrt__gfortran_transfer_logical_write_chfd__sol4np__iload__sol4cm__chfdlc__chfdls__chfgrd__sol5np__ddot__dcopy__daxpy___gfortran_transfer_character_write_chcjac__dgemv__idamax__f06qhf__dload__f06qff__chfjac_LC5_te2big.1924_ce2big.1910_ce1big.1909_hsave.1916_fdsave.1915_cdsave.1908_sdsave.1923_rho.1921_oldh.1918_result.2938_result.3186_result.3485EH_frame1#1/12 1400179220 501 20 100644 22876 ` srsubs.o xA@__text__TEXT:C__cstring__TEXT: =__const__TEXT(:(=__bss2__DATA@<__bss3__DATAA__literal16__TEXT @ C__eh_frame__TEXT@@@CXT hxT+(W$ P##%UHSHHhH`HXHPLHL@EEDžxHPHhHhHEHUpHHE HHE`HfHnfHnf.sHE0HfHnfHnf.rEHXU܉HXdHE HHEPHfHnfHnf.HEPHHUXH HU HfHnfHnYfHnXfH~HHHE HHfHnfHnXfH~HH@HHEPHHpHEhHHH``HHxDžH8HDžDžpHEtHpHHM0HpHHHMPHpHHHM HpHHHM8HpHHHMXHpHHHM(HpHHHpH5HHpH:H`HHxDžH|7HDž:DžpHEtHpHHMhHpHHHM@HpHHHMHHpHHHpHHEPHEtpHEPHHUXH HU HfHnfHnYfHnXfH~HHE HHUpHfHnfHn\HfHnXfH~HHE@HHUxHfHnfHn\fH~[;fHnfTHE(HfHnf.EEtMHEHH#;fHnfTf(HH ;H?fHnf.HP+HE@HHExHfHnfHnf.HPHPHExHHHE@HHUxHHHHHEHHHHHEhHHUpHHHfHnfHn\fH~HHHfHnfHn\fH~HHfHnfHn\fH~HHfHnfHnf.vHHfHnfHnf.w;HfHnfHnf.v&HHfHnfHnf.vHEHHfHnfHnf.rHHHfHnfHnf.rHH"HHtHHHE@HHHEHHHHEPHHUXH HUpHfHnfHnYfHnXfH~HpHEpHHfHnfHnXfH~HhHEpHHfHnfHnXfH~H`HHl7fHnfTf(HE8HfHnf.|HEH@9EHHfHnfHn\HpfHnfHnXfH~fHnf.xxHpH$@fHnfHn^fH~HpHpHUPHHw6fHnfTf(HE(HfHnf.sHE`HHpfHnfHnf.rx}uxu |tHXH`HHxDžtH0HDž{DžpHEtHpHHhHpHHH`HpHHHHfHnfHn\fH~HXHXHpHHHpHpHHHpH5HHpH5HHpHuHHpH5HHpH5HHMHpHHHPHpHHH|HpHHHxHpHHHMpHpHHHMxHpHHHHpHHHEpHHfHnfHnXfH~HPHPHpHHHpH5HHpH5HHpHHXM HHfHnfHnXfH~HH?fHnfHnYfH~HEHEHEЋEHHHEHHHfHnfHn\fH~HEH`HHxDžH.HDžDžpHEtHpHHpHH`tdHHxDžHK.HDžDžpHEtHpHHpHEHExHHfHnfHn\fH~HH@fHnfHnYfH~HfHnfHn^HHfHnXHfHnXfH~HEHE0H?HEHH0fHnfTfH~fHnQfH~fHnf.z fHnf.tfHnfH~HH0fHnfTfH~fHnQfH~fHnf.z fHnf.tfHnfH~fHnfHnYfH~HEHfHnfHnf.vHHfHnfHnf.wCHfHnfHnf.HHfHnfHnf.HEfHnXUfH~HEfHnf.mzfHnf.uuHEYHEfHn^]fH~fHnfHnYHEfHn^efH~fHnfHnYXfH~fHnQfH~fHnf.z fHnf.tfHnfH~fHnYmfH~HEHEfHnf.uHEfHnXufH~fHnQfH~fHnf.z fHnf.tfHnfH~HHEfHn\}fH~fHnQfH~fHnf.z fHnf.tfHnfH~fHnfHnYfH~HEE}HfHnfHnf.vHE-H?HEHHfHn\]fH~fHn\efH~HEHHHfHnfHn\fH~fHn\ufH~fHn\}fH~HEHHEHHEHHfHnfHnYfH~-H?HHHEHEpHHfHnfHnXHE HfHnf.#HH@fHnfHnYfH~HHx,H?HEHHfHnfHn\fH~HEHEHUfHnfHnf.HUH@fHnfHnYHEHUfHnfHn^H?fHnXfH~fHnYfH~H&@fHnfHn^fH~HHUfHnQfH~fHnf.z fHnf.tfHnfH~HH?fHnfHnY8HUfHnQfH~fHnf.z fHnf.tfHnfH~fHnY8fH~HHfHnfHnf.vH*H?HH`HHxDžH4'HDž1DžpHEtHpHHpH5HHMHpHHHMHpHHHpHHfHnfHnf.r HHEHfHnfHnf.HHE HEHH`tHHxDžHH&HDž1DžpHEtHpHHpH5HHpH ~OHH@fHnfHn^fH~HHHUfHnfHnYfH~HEH?HfHnf.ezfHnf.mfHnf.uvHEo(H?HEfHnf.}vHEI(H?HEHfHnYufH~HUfHnYEfHnf.CHfHnYEHEfHnY}fH~fHnf.HfHnYMfH~'H?HpfHnYEfHnf.r9HEfHn^UfH~HHfHnfHnYfH~H HH`tHHxDžH"$HDž1DžpHEtHpHHpH5HHpHHXHEpHHfHnfHnXfH~HUhHu )-# %-&-(-)-s)-X)-=)-")-)-%-jYM3%ef&-W%-! "    ] V ? #     b&-S)-K 8%-  pY&z L E !  &-)- %-x d D 9  &-)-)-)- %-hP D<   *-*-j    ^ 3 !     C"*-*-1*-5*-*-H- &-%-S;"&-%-   #   &- )-  )-  )- v )-X )-= )-" (- (- (- (- (-  (- w '-_ '-W D '-< ) )- )-   )- )- %-S ;   R    \    wq j ]W P 4 $  PE?          `! &-)-)-)-%-X@#&-(- )-)-)-)-)-r)-W%-!     TJ@60X"^X$ "^ #:@@@@@@@AAA  A-(A80AA8AJ@AS@_@l@y@@@@AHAPAXA`AhApAxAAAA@@u ^w<_srchc___gfortran_st_write__gfortran_transfer_real_write__gfortran_transfer_logical_write__gfortran_st_write_done__gfortran_transfer_integer_write_sqrt_srchq_LC2_moved.1918_braktd.1907_crampd.1909_extrap.1912_wset.1932_nsamea.1919_nsameb.1920_tolmax.1929_a.1901_b.1905_factor.1913_xtry.1934_fw.1916_gw.1917_xw.1935_moved.2044_braktd.2030_crampd.2032_extrap.2036_vset.2058_wset.2059_nsamea.2045_nsameb.2046_tolmax.2055_a.2025_b.2028_fa.2037_factor.2038_xtry.2062_xw.2064_fv.2040_xv.2063_fw.2041EH_frame1 #1/20 1400179220 501 20 100644 22108 ` npcomsubs.o (FF__text__TEXTAHI#__const__TEXTA`D__cstring__TEXTD xG__literal16__TEXTD G__literal8__TEXTEG__eh_frame__TEXTEG`R hR#TX PUHAWAVAUATSHHH(H HHLLHHHEHEHHHIAHHHEHEHHIIMIHHHEHEHHHHHDžHHHEHEHHHHHDžHHHEHEHHHHHDžHHHxHxHHHHHDžHHHpHpHHHIAHHHhHhHHHIIIHHH`H`HHHHHDžH Dž@DžDHEHBH?HXHEHHPHU(HHD ED9eEHHPHHHHEH@HE9UEHIJ 8EHHHHfHnf..Bz)fHnf.%BuEHHHHEHEEHHHHEH9UEu끃}:EHHPHHfHnf.-AefHnf.5ARHXHEHPHEEHHPHEPHfHnf.Xv'EHHPHEPHfHn\HfH~HEEHHPHEXHHPfHnfHnf.v'EHHPHEXHfHn\HfH~HEH(t6H@ u HEHHENEHHPHHHE4H@ u HE HHEEHHPHHHEHHZ@fHnfTf(H?fHnXfH~HHEfHnfHnYfH~HEHE(HHUfHnfHnf.fHnf.Ƀ ʅtHEHU(HHEfHnXufH~HH?fHnfHnY¸fHnf.vHE{?H?HEȋEHHHHHfHnX}fH~HHʃ}~dLLEHHHHHDH@H|$HH|$H}hH<$LU8HǸAҋDEHHPHHfHnf.%>z\fHnf.->uML@HH8HHHDLU@MIHǸAҋDiH(EHHHHHfHnXMfH~fHnXUfH~HHʃ}LLEHHHHHDH@H|$HH|$H}pH<$LU8HǸAҋDH0E9uEHHPHEHEHHJ(EHH<EHHPHEhHH@fHnfHnYfH~؋UHcHJHU`H H@fHnfHnYfHn\fH~UHcHJHUpHfHnfHn\fH~HHEfHnfHnXfH~fHnfHn^fH~HUxH9uEuEHHPHHfHnf.%<8fHnf.-u<%L@HH0HHHDLU@MIHǸAҋD EHHpH8H@fHnfHnYfH~HU0H H@fHnfHnYfHn\fH~H0fHnfHn\fH~HHEfHnfHnXfH~fHnfHn^fH~HH'}HE9MEHHPHEHucEHHJ(EHH4EHHPHEhHЋUHcHzHU`HfHnfHn\fH~fHn^}fH~HUxH9MEurEHHPHHfHnf.-:zSfHnf.5:uDEHHHH8HU0HfHnfHn\fH~fHn^UfH~HHʋEHHHHHHHD9eEutDH HH[A\A]A^A_]UHAUATH}HuHUHMLELMHEHHEHEHHHIAHEHHEHEHHHIAHEHHUHEHEHEHE;EHEHHUHfHnfHnf.HE;E|=EHHPHEhHHEEHHPHEXHHEH?HEHEHE;E|nHEU)‰ЉEEHHPHE8HHEEHHPHE0HHEEHHPHE(HH?fHnfHnXfH~HEPHEU)HE)‰ЉEEHHPHE`HHEEHHPHEPHHEH?HEHHEHH@fHnYEHE HfHnYfH~7H?fHnf.eHE7H?HEEHHPHE@HHUHq7fHnfWf(fHnf.EHHPHE@HHEfHnfHn\fH~HEHH@fHnYEHE HfHnYHEfHnf.vLEHHPHEHHHEHfHnfHnf.v$EHHPHEHHfHn\mfH~HEHEкfHnfHnf.vHE8HH?fHnfHnYfH~HUHHHEHHHU8HHpH([A\A]A^A_]General(//' All Jacobian elements have been set. ', ' Derivative level increased to ', i4 )(//' The user sets ', i6, ' out of', i6, ' Jacobian elements.' / ' Each iteration, ', i6, ' Jacobian elements will be estimated numerically.' )(//' All objective gradient elements have been set. ', ' Derivative level increased to ', i4 )(//' The user sets ', i6, ' out of', i6, ' objective gradient elements.' / ' Each iteration, ', i6, ' gradient elements will be estimated numerically.' )?nnpcomsubs.fzRx <   <\   <`  <   4  <TK 6 :A--A&AAA-@@@-@@@-@@c@-V@L@,@-@@?-???-?y?->==R=-E=;=<-<<Z<=N<-A<7<<-<<;-;;O;-B;8;;-;;::-:::-::w:k:S:9-998-88X8=L8-?8588- 887-777-777y7-l7b76-666-66u6-h6^6>6-16'65-555-55^5-T55-544-44j4-]4S43!-3=3"-2=2-11;00.=.=s..- ..-=$,=+=+-++t+-g+]+G+-:+0++=*=*=*=*-e*=[*=K*->*4**-**)=)=)=)=)=x)=R)=D)=2)=&)-)(=t( -$(=p'=I'=5' '-&-&&%-%%_%$-$$V$-I$?$#-###=P#-@#""-"F"!^!zs-P=>=) -== -== -==} -n -b=O -4 - =-==} -n -P-9===g=Z=QB--tm% - - = - --=mUD=' - --==@====T-J--{qj== =k B !  =l ] t.aV= =ZG=X^X ^ ^^`^` ^ HDME "t#`,Nb8@<+4E (x0(_npfd__sol4np__npalf__sol4cm__npchkd__f06qhf__iload__f06qff__sol1cm___gfortran_st_write__gfortran_transfer_integer_write__gfortran_st_write_done_dload__dcopy__sol5np__chcjac__chfgrd__chfd__npfeas__idamax__dnrm2__npmrt__solmch__ddot__ddiv__sol6np__sqrt_ddscl__npsrch__srchq__srchc__daxpy__dgemv_LC12EH_frame1#1/20 1400179221 501 20 100644 119668 ` npsolsubs.o x||__text__TEXTU__const__TEXTUX__cstring__TEXTps pv__data__DATAsv__literal8__TEXTx{__literal16__TEXTx {__eh_frame__TEXT0xh0{$ hn P QUHSHhHHcHȺHcHGvHHEHHH;HcHHEHHHcúHH)HcHMHȾ HHUHE$AHIHHHPHHpHHHEH UHƿuH@HEH THƿuH@H@_HHHHDž HkTHDž DžHHHHH5+THHH5$THHHHHHHDž HSHDž DžHHHHMHHHHHHHh[]UHSH8HHHHLDHIAHAH SE}u E EE}8H*HHH H@ f@ @ ?#E }IEHHuHAHǸHHHHHHHEHUHHHEHUHH &RHƿ"HH QHƿj"HH QHƿB"HH jQHƿ"HH QHƿ!EEE9E}[EtQEEHHPHHH HHHHHǸE띃}HHDž HH`DžhHDž@DžHPHHDžP DžPHHHMHHHHH HEHUH$AIHH5PH5H=+PHUHE$AIHHOH5H=OE}5EHH O HƿuHEHHHH O HƿuHǀHH lO HƿuHEHH(~HH =O HƿuHEfHn,H;HH O HƿuHEHHHH N HƿHHHHǸHE}EHHPHHEHHHHHHHʋEHHPHHEHHHHHHHʃ}E kHH M HƿuHEfHn,HHH M HƿuHEHHHH M Hƿu&HEHHHEHH?HH FM HƿuHEHHE}EHH M HƿuLHǀHEH L HƿHǀHH L HƿuHǀKHH |L HƿHEH cL Hƿu/HUHwJ?fHnfHnYfH~HHHEH L HƿuHEHHEHHHDž HKHHDžP-DžHHHHMHHHHHHHHDž H5KHHDžP-DžHHHHMHHHHHjHH J HƿHEfHn,ĉE܋E܅E܃HHDž HEH`DžhHDž@DžHnJHHDžP DžPHHEHHHHHH HHHHH\HHHDž HIHHDžP2DžHHHHMHHHHHHHHDž HDIHHDžP2DžHHHHMHHHHH1HH I HƿuHEfHn,HPxHH H HƿuHEHHHH H HƿHEH JG HƿuHEfHn,HHEH KG HƿuHEHHHEH H HƿuHEHHEHHHDž HGHHDžP-DžHHHHMHHHHHH>HHDž HFHHDžP-DžHHHHMHHHHHHH F HƿuHEHHHH F HƿuHEHHGHH ^F HƿuHEfHn,HE}EHH F HƿHEH E HƿuHEfHn,HPxHEH E HƿuHEfHn,HHEH E HƿuHEHH EHHHDž! HIDHHDžP-DžHHHHMHHHHHHDHHDž" HCHHDžP-DžHHHHMHHHHHHH 2D HƿHEH C HƿuHEfHn,HP|HEH C HƿuHEfHn,HHEH C HƿuHEHH EHHHDž) HEBHHDžP-DžHHHHMHHHHHH@HHDž* HAHHDžP-DžHHHHMHHHHHHH :B HƿRHEH {@ HƿuHEfHn,HHEH |@ HƿuHEHHHEH A HƿuHEfHn,HHEH A HƿuHEfHn,HHEH UA HƿuHEfHn,HEgHHHDž3 H?HHDžP-DžHHHHMHHHHHHHHDž4 H5?HHDžP-DžHHHHMHHHHH?HH ? HƿuHEHH E}-EHH L? HƿHEH {? HƿuHEfHn,HHEH P? HƿuHEfHn,HE HHHDžC H=HHDžP-DžHHHHMHHHHHH HHDžD H=HHDžP-DžHHHHMHHHHHV HH = HƿuDHEH = Hƿ HEfHn,H HH = HƿiHEH = HƿuHEHHE HHHDžK H;HHDžP-DžHHHHMHHHHHH HHDžL H;HHDžP-DžHHHHMHHHHH] HH < HƿHEfHn,ĉE܋E܅E܃HHDžR HEH`DžhHDž@DžHH9HHDžP DžPHHEHHHHHH HHHHHO HHHDžT H9HHDžP2DžHHHHMHHHHHHHHDžU H.9HHDžP2DžHHHHMHHHHH$HH 9 HƿuHEH 9 HƿuHEfHn,HHEH 9 HƿHEfHn,HHH s9 HƿHEH 7 HƿuHEfHn,HHEH 8 HƿuHEfHn,HP|EHHHDž^ H7HHDžP-DžHHHHMHHHHHH7HHDž_ Hr6HHDžP-DžHHHHMHHHHHHH 5 HƿuHEHHuHH s7 HƿHEH 5 HƿuHEfHn,HHEH w6 HƿuHEfHn,HEHHHDžg H4HHDžP-DžHHHHMHHHHHH(HHDžh Hc4HHDžP-DžHHHHMHHHHHHH 5 HƿuHEfHn,HbHH x5 HƿuHEHH'HH 4 HƿuHEfHn,HHH 5 HƿVHEH !4 HƿuHǀHEH =2 HƿuHǀHEH k2 HƿuHǀHEH W4 HƿuHǀHEH 14 HƿuHǀHEH K3 HƿuHEfHn,HE|HǀfHH 3 HƿuHǀ,HHHDž{ H^3HHDžP-DžHHHHHHHHHHHHDž| H2HHDžP-DžHHHHHHHHHH8[]UHHH@HH@HHpHHǸE}EHHHHHHHʋEHHPHHEHHHHHHHʋEHHPHH}EuoHtH@H@PHPUHAWAVAUATSHhHHHHLLHHHEHEHHHIAHHHHHEHEHHHIAHHHEHEHHHIAHHHEHEHHIILHHxHHHEHEHHHIIIHE H~H@ u E H@ EHHDž0H/HDžDžHEHHHM HHHHHuHHMHHHHH HHHHHHHHHD(EED9-HHDž2H.HDžDžHEHHHMHHHEHHHHE0H HHHEHHHHE(H HHHEHHHHE`H HHHHHED9UUuHPHHD,UED9HHDž6H-HDžDžHEHHHMHHHEHHHHE(H HHHHHED9UUu3H}EHHЍPHHHD,UED91HHDž<He,HDžDžHEHHHMHHHEHHHHE(H HHHEHHHHEHH HHHEHHHHEXH HHHHHEED9UUuHHDž@HP+HDžDžHEHHHH HHHH HqHHH HqHHH HqHHH Hq HHHHMHED(EED93HED0EED9HHDžIH!*HDžDžHEHHHMHHHHMHHHEHIHxH0EHHHHEhH HHHHHED9UUuED9UUuHD EED9)DmEED9HHDžPH(HDžDžHEHHHMHHHHMHHHEHHJ8EHHHHEPH HHHHHED9UUu ED9UUuH#EHEE9HHDžZH'HDžDžHEHHHMHHHEHHHHE8H HHHEHHHHE@H HHHHHE9UUuHHHDž_H&HDž7DžHHHHMHHHHM HHHHHHEH9t=HHDž`DžHEHHHh[A\A]A^A_]UHAWAVAUATSHHHHHLLHE HHEHEHHHIAH(HHEHEHHHIAHHHEHEHHHIAHEXHHxHxHHHHpHpHHHHHDžHE HHhHhHHHHHDžHE HH`H`HHHHHDžHE@HHXHXHHEHHHPHPHHHHHHHHHHHHDžHHH@H@HHHHHDžHHH8H8HHHHpHDžxHEPHH0H0HHE HH(H(HHHH`HDžhHH@0H HH@8HH@H@H@ H@H@ H@$H@(H@,H@0H@4H@8H@H@H@ H@H@H@H@H@(H@,H@0H@4H@8H@HH5>SHu9]Eu‹]E9]NEHcHH HHHu9]EuHHHHDžHhHDž DžHHH]E9]>HH5-RHu9]Eu‹]E9]>HH5hHu9]EuHHH@HHDžHgHDž DžH@HH]E9]>HH5QHu9]Eu‹]E9]NEHcHH HHHu9]EuHHHHDžHfHDž DžH@HH]E9]>HH5PHu9]Eu‹]E9]>HH5eHu9]EuHHHbHLHHDžHZ\HDž DžHHHHHHHDžHeHDž DžHHHHHHHHHHHH HHHHH HHHHHHHH HHHH H HHHcHHHHH HHHHH HHHH HHHH HHHHHHDžH]HDž 8DžHHHHHHHHH H HHH HHHH HHHH HHHMHHHHH HHHH HHHH HHHH HHHH HHHH HqHHHHHDžHc^HDž DžHHHHH HqxHHH HHHH Hq|HHH HHHH HHHH HHHH HHHHHH@ ulHHDžH^HDž ,DžHHHHH6H@ HHDžH^HDž lDžHHHHH HHHH HHHHvH@ ugHHDžHE^HDž +DžHHHHHHX[]UHAWAVAUATSHHHHHLLHHHHHEHEHHHIAHHHEHEHHHHHDžHHHHHEHEHHHHpHDžxHHHHHEHEHHHH`HDžhHHHHHEHEHHHHPHDžXHHHEHEHHHH@HDžHHHHEHEHHHIAHHHEHEHHHHxHxHHHHpHpHHHIAHHHhHhHHIIMIָHH@H`HH@HXH`HQ?fHnfHnfH~HHHHXHBH`H?fHnfHnfH~HHBH`H?fHnfHnfH~HHBH?fHn^`fH~HHH*fH~fHnQfH~fHnf.z fHnf.tfHnfH~HPDž<HE8HHHA(H HHt1HtHuH~LHHLt HHHЉHЉDžHDžDH+D@HH9}к9~‰HH>HǸH LHPHHHHHH  HHHHH4HHHHHHHHHHHHpHHHHH<H`HHHHL<,HHHHL$HHHHHHHHHLHHHHLLL HHdH$H$HH$HH$HpH$HEpH$H`H$L$L$HEXH$H$L$HEPH$HE H$HEHD$xHHD$pHEhHD$hHxHD$`HHD$XHHHD$PHHHD$HHHHD$@HHHD$8LT$0HE0HD$(HE(HD$ HHD$HHD$HHD$HPH$HHHHdt/d~ HE8dy dHE8$DžH0EHE9]jEHL`K.EHHHHEH HHHHǸfH~HJE9]Eu떋0HHHHH4HHIHHH|:HǸHHHHH4HhHpHIHH.:HǸHHHHH‹HHH HH4HL9HH9HǸHhH?fHnfHn^fH~HHHHHHHHH a9HǸDžHHHHL HHHHH<HHHHL4HHHHL LHHHHL\$hH|$`HH|$XH} H|$PH}H|$HLT$@H}H|$8H=HH|$0H=HH|$(LL$ H}HH|$HH|$HH|$H=HH<$MH=IHǸDžDžHHPH?fHnfHn^fH~HY@fHnfHnf.fHnf.Ƀ ʅt HY@HHbH@ HE@EHE9E.UHcHrHM̉ E9E҃EuҋHuxHHD$HH $IL.7H 77HH=KHHPHBDžHHHHHHHH R6H56HǸH$HHHHHH 6HH5o6HHH~bHHHHH‹HHH HE`H4HL5HH}5HǸH@ HHBHH?HBHH?HBHHHHHHH 4H5m5HǸHHHHL$HHHHH HHHHLHHHHL HHHHL $HHHHLHHHHH‹HHH HH<HHHE8L$H$L\$xLT$pLL$hLD$`HT$XHUxHT$PHUHT$HHHT$@H|$8HUHHT$0HHRHT$(HHT$ HHT$HHR HT$HHT$HH$IIHHJHHRHHHx -H@9tDžHE8 BHH@HHHHHL,HHHHL$ HHHHHHHHHL HHHHL$HHHHL HHHHH HHHHL4HHHHH<H@HU8HL$L$H$L$L$L$H$HMxH$HMH$HHL$xLD$pH|$hHMHHL$`H HIHL$XHHL$PHHL$HH HI HL$@HHL$8HHL$0HHL$(HHL$ HHL$H HIHL$H HIHL$HH $H IIH `0HHHx HHDžLHHHHL< HHHHL4HHHHH HHHHL,HHHHL$$HHHHH(HHHHL HHHHLHHHHL HHHHL4HHHHH<HHHLL$L$H$HH$L$HMxH$L$H$L$L$HM H$HMH$L$HMHL$xHHL$pHHL$hHHL$`HXHL$XLD$PH|$HHMHHL$@H HIHL$8HHL$0HHL$(H HI HL$ HHL$HHL$H HIHL$HH $H LIH IHHHR HǸDž\H@xHP|HPxHHHHHHHHHLHHHHLHHHHL 4HHHHLHHLH H<DŽ$DŽ$ HH$HH$HuxH$H$L$L$HuH$Hu H$HuH$HH$HH$HH$HH$HH$HHt$xLL$pLD$hHuHHt$`HHt$XHHt$PHHt$HHHt$@H5HvHt$8HHt$0H5HvHt$(H5Ht$ HHt$HHt$H\Ht$H`H4$IH5LF HH=#@HPx~HE8HH~gHHDžH?HDž+DžHHHHHH@THHDžHE?HDž+DžH@HHHHHHHHg)HHǸfH~HHHHHHH<HHHD$(H (HL$ H|$H ^)HL$H (HL$HH $ILEH $)HH=")HVHHMxHHD$$IIHHH5=H==fH~HHBHHHuxHH LAH HIHǸHHHHpHHxfH~HHHHfHnfHnf.wNHPHY@fHnfHnYHH@fHnYHH@fHnf.wH~gHHDžH<HDž4DžHHHHHH@~hHHDžHR<HDž4DžH@HHHH$HHHHL HHHHL HHHHH‹ HHH HLHHH HH<HHH HH4HHLT$0LL$(HT$ HUxHT$LD$H|$H4$IHLB HHJHHRHHHx HHHHH HHL %IH $H5%HǸHHHHH HH$HHǸfH~HH ~BH`H$@fHnfHnYfH~fHnf.>HHH ~ HHHHHL< HHHHH HHHHL4HHHHL,HHHHL$HHHHH,HHHHLHHHHLHHHHL HHHHLHH HHdL$H$HH$L$L$HMpH$L$H$L$HMXH$L$L$HMPH$HM H$HMHL$xHHL$pHMhHL$hHxHL$`HHL$XH HHL$PH HHL$HH HHL$@H HHL$8LD$0HM0HL$(HM(HL$ HHL$HHL$HHL$HPH $IIH HH5HHǸdt/d~ HE8dy dHE8z HHHHH‹HHH HH4HL HH HǸ HHHHH<HHHHH4 HHHHH HHHHHHH|$Ht$HL$H$HLJ HLB HHJHHRHH=HHHHHL,HHHHL$HHHHHHHHHLHHHHL4HHHHL LH}@HU8H H<DŽ$ HH$HH$HH$HH$HMxH$HMpH$L$L$HM`H$HMXH$H$HMPH$HM H$HMH$L$HMH$HM0H$HM(H$HH$HxH$HMhHL$xLT$pLL$hHMHHL$`HHL$XH HL$PHHL$HHHL$@HHL$8HPHL$0H HIHL$(H HIHL$ H HL$HHL$HHL$HH $MIHHHR HH~eHHHHH<HHHD$HTH $IIHMHH=4HHHHL LHHHHH}PH|$@H} H|$8H}H|$0H=HH|$(H=HH|$ LL$H}HH|$H=HH|$H=HH<$H=IHHHHHL4HHHHL,HHHHL$HHHHHHHHHLHHHHL4HHHHL LH}@HU8H H<DŽ$ HH$HH$HH$HH$HMxH$HMpH$L$L$HM`H$HMXH$L$HMPH$HM H$HMH$H$L$HM0H$HM(H$HH$HxH$HMhHL$xLT$pLL$hHMHHL$`HHL$XH HL$PHHL$HHTHL$@HHL$8HPHL$0H HIHL$(H HIHL$ H HL$HHL$HHL$HH $MIHHHR HH}HH@x9^HHHHH4HHHHHHHHHLHHHHLHHHHL HHHHLHHHHHt$XHHt$PH\$HHuxHt$@L\$8LT$0LL$(LD$ HuHHt$Hu@Ht$H5HHt$H5HvH4$H5LN IHHHx HHHHHL HHHHH<HHHHH‹HHH HH4HHD$0LD$(H|$ HT$HUxHT$Ht$HH$HLJ IHHHPHHp H=|,H8 H"HE8ygHHDž|H/,HDž9DžHHHHHHE8ugHHDž}H+HDž9DžHHHHHHE8ugHHDž~H+HDžlDžHHHHHHE8ugHHDžH+HDžUDžHHHHHHE8ugHHDžH+HDžUDžHHHHHHE8ugHHDžH+HDž;DžHHHHHHE8ugHHDžHd+HDž;DžHHHHHHE8ugHHDžH2+HDž;DžHHHHHHE8 HHDžH*HDžhDžHHHHHHHHHH@+HE8yhHHDžH'HDž9DžH@HHHHHE8uhHHDžH'HDž9DžH@HHHHHE8uhHHDžH'HDžlDžH@HHHHHE8uhHHDžH'HDžUDžH@HHHHHE8uhHHDžHx'HDžUDžH@HHHHHE8uhHHDžH]'HDž;DžH@HHHHHE8uhHHDžH*'HDž;DžH@HHHHHE8uhHHDžH&HDž;DžH@HHHHHE8 HHDžH&HDžhDžH@HHHHHHHHHE8HE8-HHHDžHf&HDž0DžHHHHMhHHHHHH@HHDžH%HDž0DžH@HHHMhHHHHHp3HHHDžHZ%HDž0DžHHHHHHHHHH@HHDžH$HDž0DžH@HHHHHHHH.HHHDžHW$HDž0DžHHHHHHHHHH@HHDžH#HDž0DžH@HHHHHHHHLB HHHxH0 HHH=KL HHH HHH=L HHHxH HHH=L HHH HHH=HE8H~hHHHHH4LEXHPHHD$HH $MIHHH=X HHHHH4HUpHLHHHǸH[A\A]A^A_]UHH H}HuHMHEHH$IHIHHJHHRH5HǸHUHATSH`HHHHHHDž HEHDžHDžDžH HDžDžPHHHHHHHHE식HcHGvHHEHHH;HcHHEHHHcúHH)HcHMHȾ HED`ED)I؅tsHcHw"HcHMAD$HHHEHHHHUAD$HH HEHHHcHPAD$HMHHȾ HHEHHH`[A\]UHATSH`HHHHHHDž HEHDžHDžDžHHDž DžPHHHHHHHHE식HcHGvHHEHHH;HcHHEHHHcúHH)HcHMHȾ HED`ED)I؅tsHcHw"HcHMAD$HHHEHHHHUAD$HH HEHHHcHPAD$HMHHȾ HHEHHH`[A\]LISTNOLIST(// a / a /) Optional Parameters -------------------( 6x, a )* BEGINEND(bn, e16.0)+CENTRAL COLD CONDITION CONSTRAINTS CRASH DEFAULTS DERIVATIVE DIFFERENCE FEASIBILITY FUNCTION HESSIAN NO HOT INFINITE BOUND STEP (' XXX Second keyword not recognized: ', a)IPRMLS (bn, i16)(' XXX The parm subscript is out of range:', i10)ITERATIONS LINE LINEAR SEARCH LINESEARCH LOWER LOAD MAJOR PRINT OPTIMALITY MINOR NONLINEAR JACOBIAN OBJECTIVE VARIABLES FILE LEVEL PROBLEM NUMBER ROW TOLERANCE RPRMLS SAVE RUN FREQUENCY START STOP SUMMARY UPPER VERIFY YES GRADIENTS WARM (' XXX Keyword not recognized: ', a)(2i8, 1x, 2i2, 1x, l1 )(2i8, 1x, i2, 1p, 2e24.14 )( i8, 1x, i2 )( i8, 1x, i2, 1p, 2e24.14 )( 1p, 4e24.14, 1x, l1 )(2i8, 1x, 1p, e24.14 )( i8, 1x, 1p, 2e24.14 )( ' Current run saved on file', I4, ' Itn = ', I7 )( ' Minor itn', i6, '. Central-differences computed. ', ' QP re-solved.' )General?N(/ ' Exit NP phase. Inform = ', i2, ' Majits = ', i4, ' nfun = ', i4, ' ngrad = ', i4 )Column iterchangesT(/// ' Major iteration', i5 / ' ====================' )(// ' Majr Minr Step Fun Merit function', ' Norm gZ Violtn nZ Bnd Lin Nln', ' Penalty CondHz Cond T Conv' )(// ' Majr Minr Step Fun Objective', ' Norm gZ nZ Bnd Lin CondHz Cond T Conv' )( 2i5, 1p, e8.1, i5, e16.8, 2e8.1, 4i5, e8.1, 2e7.0, 1x, l1, 1x, 2l1, a5 )( 2i5, 1p, e8.1, i5, e16.8, e8.1, 3i5, 2e7.0, 1x, l1, 1x, 2l1, a5 )(// ' Majr Minr Step Fun Merit function', ' Norm gZ Violtn nZ Penalty Conv' )(// ' Majr Minr Step Fun Objective', ' Norm gZ nZ Conv' )( 2i5, 1p, e8.1, i5, e16.8, 2e8.1, i5, e8.1, 1x, l1, 1x, 2l1, a5 )( 2i5, 1p, e8.1, i5, e16.8, e8.1, i5, 1x, l1, 1x, 2l1, a5 )(/ ' Nonlinear objective value = ', 1p, e15.6 )(/ ' Nonlinear objective value = ', 1p, e15.6, ' Norm of', ' the nonlinear constraint violations = ', e15.6 )(/ ' Values of the constraints and their predicted status' / ' ----------------------------------------------------')(/ ' Variables '/ (1x, 5(1p, e15.6, i4)))(/ ' General linear constraints '/ (1x, 5(1p, e15.6, i4)))(/ ' Nonlinear constraints '/ (1x, 5(1p, e15.6, i4)))(/ ' Diagonals of T = ' / (1p, 5e15.6))(/ ' Diagonals of R = ' / (1p, 5e15.6))( ' ==================================================', '======================================='///)( 1x, 32a4 / ' Start of major itn', i4)(/ 1x, 16a4 / ' Start of major itn', i4)QP subproblemU(/ ' OLD RUN to be loaded from file', i4)(/ ' Exit NPSOL - The OLD RUN file dimensions do not', ' match this problem.' )(/ ' Number of variables loaded = ', i5, ' Itn = ', i8)( //' Parameters' / ' ----------' )( / ' Linear constraints.....', i10 , 2x, ' Linear feasibility.....', 1p, e10.2, 2x, 1x, a4, ' start.............' / ' Variables..............', i10, 2x, ' Infinite bound size....', e10.2, 2x, ' Crash tolerance........', e10.2 / ' Step limit.............', e10.2, 2x, ' Infinite step size.....', e10.2, 2x, ' Hessian................', 7x, a3 )( / ' Nonlinear constraints..', i10, 2x, ' Optimality tolerance...', 1p, e10.2, 2x, ' Function precision.....', e10.2 / ' Nonlinear Jacobian vars', i10, 2x, ' Nonlinear feasibility..', 1p, e10.2, 2x, ' Unit round-off.........', 1p, e10.2 / ' Nonlinear objectiv vars', i10, 2x, ' Line search tolerance..', 1p, e10.2, 2x, ' Print file.............', i10 / ' Derivative level.......', i10, 2x, ' Verify level...........', i10, 2x, ' Summary file...........', i10)( / ' Major iterations limit.', i10, 2x, ' Major print level......', i10 / ' Minor iterations limit.', i10, 2x, ' Minor print level......', i10 / ' RUN loaded from file...', i10, 2x, ' RUN to be saved on file', i10, 2x, ' Save frequency.........', i10)(/ ' Difference intervals to be computed.' )(/ ' Difference interval....', 1p, e10.2, 2x, ' Central diffce interval', e10.2 )(/ ' User-supplied difference intervals.' )(///// (80a1) )(80a1 //)=( / ' Linear constraints.....', i10, 2x, 1x, a4,' start.............', 12x, ' Crash tolerance........', e10.2 / ' Variables..............', i10, 2x, ' Infinite bound size....', 1p, e10.2, 2x, ' Minor Optimality tol...', 1p, e10.2 / ' Hessian................', 7x, a3, 2x, ' Infinite step size.....', 1p, e10.2, 2x, ' Linear feasibility tol.', 1p, e10.2 /36x, ' Step limit.............', 1p, e10.2 )Upper-triangularFP problem(/ ' The linear constraints are feasible.')UpperFrobenius norm( ' XXX Bad initial Hessian, R refactorized.' )Hessian(/ ' Exit NPSOL - User requested termination.' )(/ ' Exit NPSOL - Optimal solution found.' )(/ ' Exit NPSOL - Optimal solution found, ', ' but not to the requested accuracy.' )(/ ' Exit NPSOL - No feasible point for the linear', ' constraints.')(/ ' Exit NPSOL - No feasible point for the nonlinear', ' constraints.')(/ ' Exit NPSOL - Too many major iterations. ')(/ ' Exit NPSOL - Current point cannot be improved upon. ')(/ ' Exit NPSOL - Large errors found in the derivatives. ')(/ ' Exit NPSOL - ', i10, ' errors found in the input', ' parameters. Problem abandoned.')(/ ' Final nonlinear objective value =', g16.7 )(/ ' Minimum sum of infeasibilities =', g16.7 )(/ ' Final sum of infeasibilities =', g16.7 )(i16)(1p, e16.8)npsolsubs.fBEGIN CENTRAL COLD CONDITION CONSTRAINTS CRASH DEFAULTS DERIVATIVE DIFFERENCE END FEASIBILITY FUNCTION HESSIAN HOT INFINITE IPRMLS ITERATIONS ITERS:ITERATIONSITNS :ITERATIONSLINE LINEAR LINESEARCH:LINE LIST LOAD LOWER MAJOR MINOR NOLIST NONLINEAR OPTIMALITY PRINT PROBLEM ROW RPRMLS SAVE START STEP STOP SUMMARY UPPER VARIABLES VERIFY WARM BOUND CONSTRAINTS FEASIBILITY FILE FREQUENCY GRADIENTS ITERATIONS ITERS:ITERATIONSITNS :ITERATIONSJACOBIAN LEVEL NO NO. :NUMBERNUMBER OBJECTIVE OPTIMALITY PRINT RUN SEARCH STEP TOLERANCE VARIABLES YES ----coldwarmhot noyescoldwarmhot noyesNPSOL --- Version 5.0-2 Sept 1995zRx 4  4T$ $ 4pJ E <8   <9 8 <D   <xH  3 <80  <= ( <D( ' <x)   <8> ) 4  4<u h <t^C IC 4Hn i <   <,   U-UR-UQ-yUQ--UR- UQ-TQ-T"-T*-T!-fT$TS-SR-SQ-SQ-8SR-SQ-RQ-R"-R&-R!-qR/RQk=Q[-Q`=Q`=Qk=Qk=QQ-uQ3-hQ^Q-QA-#QP3-PPY=PPY=yPrPD-hP^PX=WPLPX=EP>P3-4P*PM=#PPM=PPD-OOL=OOL=OO"-O*-O!-O`=lOTOBO`=;O"-,O*-O!-N`=NNN`=N"-N*-sN!-[N`=9N!NN`=N"-M*-M!-M`=MMyM`=^M"-OM*-4M!-M`=LLL`=L"-L*-L!-L`=fLNL=L`= L"-K&-K!-K`=KKvK"-gK!-OK`=-KKK"-J!-J`=JJJ"-J!-iJ`=GJ/JJ"-J!-I`=III"-I!-I`=aIII7I"-(I!-I`=HHH"-H!-H`={HcHRH"-CH!-+H`= HGG`=G"-G&-G!-G`=hGPG:G"-+G!-G`=FFF"-F!-F`=FhFVF"-GF!-0F`=FEE"-E!-E`=EErE"-cE!-LE`=*EEE"-D!-D`=DDD"-D!-hD`=FD.DD"-D!-C`=CCC`=CX=CK-|CqCc=fCc=UCd=BL=B-wBc=fBd=WBc=DBX=AX= AX=@X=@ -@c=@c=@c=@c=0> -%>c=>c=>c==M==M=n=A-d=< -<c=<c=<c=<c=C:--9:+:c= :c=:d= :c=n93-a9W98T-8X=8X=R8M=?8Y=,8Y=8Y=5h=5X=5h=5X=5X=n5:-^5151-$5554-4c=4c=4c=4d=3"-3!-3`=r3Z3L3`=E3"-63!-3`=222`=2i=2i=i2i=V24-H2i==2i=,22-2i=2i=1i=1B-11{1L=t17-j1`1B161%10:-00X=0"-y0!-a0`=?0'00`=0"-/!-/`=///`=/L=c/L=\/I-R/D/c=/c=.c=.c=-L=,L=,L=,N-,c=,c=,c=,c=`,d=8,d=)L=)G-)c=))c=)c=)c=8)d=)d=k'c=\'c=K'c=$'c='H-'c=&c=&c=&d=&d=4%9-'% %$j=$j=$j=$j=$3-$$=$9-,$X=%$$#X=#9-##x#i=q#C-g#]#V#"c="L=7"e="J- "c=!c=!M=!M= ;- ] 3-P F 2-2-g=8:-T-rX=dX= M=Y=Y=Y=h=X=kX=d3-WM:-Y=f=ym-DY=6f=/9-Y=Y=9-M=MM=--!c= d=X=i=m-~Y=pM=EY=%+-X=L={M=b=b=b=b=b=b=b=vb=fb=Vb=Fb=6b=&b=b=b=a=a=a=a=a=a=a=a=wa=ga=Xa=Q-d=d=d=d=d=sd=ed=f=f=mL=<X=*X=X= -  m-j=^e=R_-.e="_-e=e=_-l=l=O-"-!- `=   f= "- *- Y=v *-g Y=T !-= `=   f= "- !- `=  v f=` X=Y "-J &-; X=( &- X= &- X= &- L= &- L= &- X= &-u X=b !-K `=)   "- &- `= &- X= &- X= &- `=z *-k Y=X &-I X=6 *- *- Y= &- X= *- Y= *- Y= &-u !-^ `=< $  "- *-Y=*-M=*-M=$-tL=m*-^M=K*-<M=)&- *-M=$-L=&-!-{`=YA:"-+!-`=L=`="-z$-r-$-%!-`="-x$-$-!-`=`="-T$-L$-!-`="-S$-$-!-`={j`=5X=+h=X=h=X=h=X=h=X=L=Y=hY=FY=8e=&X=e=Y=Y=Y=_-Y={Y=]Y=OY=7Y=Y=Y=Y=Y=M=M=[M=.M=M=M=Y=_-Y=Y=oY=\f=Nf=&Y=Y=f=Y=f=Y=f=}Y=re=JY=(Y=M=e=M=M=M=e=M=bM=JM="M=M=L=L=X=X=L=X=X=yX=lX=[X=JX=9X=,X=X=X=X=X=X=X=X=X=X=X=uX=hX=NX=4X=&X=X= X=X=X=X=X=X=X=X=iL=UL=DX=0X=&L=L=X=X=L=L=L=~X=lX=[X=JL=8L='L=`= `=`=P-`=`=P-`=`=3-Y=Y=zsD-i^X=WMX=F?3-5'M= M=D-L=L=k=-l=b=|b=ob=bb=b=b=b=b=b=b=b=b=b=b=ub=eb=Rb=Bb=5b=(b=b=b=b=b=b=b=b=a=a=a=a=a=a=a=a=a=a=a=a=a=a=a=d=d=d=d="-!-`=s`=g"-X!-A`=f="-*-Y=*-Y=!-`=cK8f=,"-!-`=f=X="-&-X=p&-aX=N&-?X=,&-L= &-L=&-X=&-X=!-`=qYR"-C&-7`=$&-X=&-X=&-`=*-Y=&-X=~*-c*-TY=A&-2X=*-Y=*-Y=&-!-`=le"-V$-;"L=*- M=*-Y=*-M=*-M=&-u$-ZCL=<*--M=&-!-`="-!-~`=\D5l= X=`="-&-&-!-`=o^`=/- )-)-%--X=hP$f=f=f="-!-`=`=-)-%-%--yX=W?-)-y%-^%-C-(X=-'-xj=e)-Yj=F)-:j=')-j=)-j=-X=|"-m!-V`=4`=-)-s)-C%-%--X=/"- !- `=`=t-e%-5%--X="-p!-Y`=7`=-)-%-`%-0%--X=-'-a%-Vf=C%-7f=$%- %--X="-&-tX=a!-J`=(`=X=7-s^ :---7-k_N%=- O;-B;3-#7-$5- 9-i3-\R/-5-9-9-9-j=v:-f4-sj=7-ykX=aNB1X=X=X=lX=\=-RKD6X= 3-X=o7-e[>2:---d=5-5-U7-K=X=3 X=X=aX=CX=3=-)" X=3-X=];-PI7>--&Ѿ1-ľ>-yrkK3-ս--˽d=39-&1-T;-G@n-[X=?d=d=F-yѷI-Ƿ-ԵX=d=d=G-d=hd=s)2-g=׮g=g=4g= :-A-Ĭe=e=2-ѫ;-ī`"-&-$-!-`=]E3`=,"-&-ۥ$-ӥ!-`=zbQ`=<L=äM=M=fa=Va=Fa=6a=&a=a=a=a=W"-H!-1`=`=ա"-*-R!-;`="-Ƞ*-!-l`=J2+3-"-v&-6*-!-֞`="-R&-*-ѝ!-`=k"-6&-*-!-`=le"-V!-?`="-*-ԛ*-!-`=}eU:-E."-*-!-`=Ț`=u`=h`=a"-R$-4(-(-(-֙&-*-*-|&-^*-@&-"&-!-`=͘"-$-|(-Z(-<(-*-j=חj=З&-*-*-v*-X&-:*-&-&-!-˖`=y`=r"-c!-K`=)"-!-`=Y`=G`==`=0`=)"-$-(-ڔ(-(-*-*-b&-G&-&-*-ד*-&-*-}&-_&-D!--`= "-ؒ$-(-(-z(-\*->*- *-j=ّj=ґ&-&-&-h&-J*-,*-*-&-Ґ*-&-&-{!-d`=B*`= "-!-`=Ï"-!-|`=ZB`=Վ`="-ٍ&-!-`=m\`=7.-*];-P;-ى;-Ji=!m-i=i=<:-,:-om-m-1-݆ֆ̆3-}1-pi_C--9݅7-ӅɅc3-VL.;-!1-˄6-3-[7-QG);-׃Ѓ3-1-yrhL6-?53- Qj=>4-}:-m9-|i={?-{@-{ {m-z9- z9-yyy9-x9-xxIxi==xwm-wrwE-%wi=qv<-dvZvgu8-]ut9-tt}qiqppo m,-lX=lM=Vl0-ok"-`k&-Ek&-*k&- k&-j!-j`=jjj`=wjX=5jX=i-id=hi=xhi=8hi=%h4-hi= hi=g2-gi=gi=g-gd=ad1-PdFd d3-cclc:-\cGc--=c/cd=b3-bb/b5-"bba7-aaaaa`5-```U-x`M=e`Y=R`Y=^3-^^H^A->^U]F-H]A]\"-\&-\!-\`=x\`\O\`=9\X=%\f=[Z-[Y=ZY=V4-KVY=U4-Te=TS-}TM=ZS4-ISM=R3-RR~R3-qRgRR3-RRQ3-QQPQ3-CQ9QPX=P-PX=PL=yPd=NW-M5- MMKe=J4-J2-I4-Ii=Ii=I2-Ii=Ii=LI4->Ig=3Ig=Ig=/HHV-HM=HG"-9G&-G!-G`=FFF`=FX=Ff=FY=EEE:-EfE:-VED:-DD:-DD-?--??d=J?3-=?3?>U->M=>Y=>Y==f=<-<d=<X=;X=X;5-K;A;:3-:::m-E:m-:Y=9X=9X=9X=8b=8b=8b=8b=8b=8b=8b=t8b=d8b=T8b=D8b=48b=$8b=8b=8b=7b=7b=7b=7b=7b=7b=7b=7b=t7a=d7a=T7a=D7a=47a=$7a=7a=7a=6a=6a=6a=6l=6l=4 -33`=3"-3&-3&-r3!-[3`=93!33`=2"-2*-2*-}2&-b2!-,221f=1"-1*-N1&-31&-1!-00S0"-D0*-0&-/&-/!-/}/./"-/(-/j=/*-.j=.*-.j=.*-.j=.*-.j=.!-O.7.."--*--*--&-o-&-T-!---,"-s,&-C,&-(,!-+++"-u+*-E+&-+&-*&-*!-*|*X*"-I*(-+*&- *f= *&-)&-)&-)!-)q)d)f=M)f=@)f=(k='k='k='k=''X='Y=h'L=F'M=%'P-'`= '`=&k=&k=&&k=&&"-&$-&!-L&4&&"- &$-%!-%%w%L=l%-Z%=%X=%%X= %-$$X=$-$$X=$-$$X=w$-e$P$X=E$-3$$X=$-$#-##L=#-##M=p#-^#1#-# #"-"$-"!-""y""-j"$-O"!-"!!X=!-!!X=!-p!]!-K!1!Y="!-! "- $- !-  j "-[ $-@ !- X=-X=v-dQ-?&X= -X=--"-z&-_!-&"-&-!-{]-N)-3M=-u-cP"-A$-&!-"-$-!-ZBY= --L=-|-jW"-H$--!-"-$-!-aI X=---kY=\-J:"-+$-!-"-$-}!-D,X=-X=-X=u-cQY=B-0X=--"-$-!-ZB*"-$-!-M=v-dSL=;-)L=--"-$-!-V>&"-$-!-Y=r-`OX=7-%X=--X=-pYM=J-8!Y=-"-$-!-rZ"-K$-0!-Y=-M=s-aPL=8-&-Y=-X=-s"-d&-I!-  "- &- !-} e G -8 %- L= -  _ -M : "-+ $- !-   "- $-} !-D ,  M= -  M= - ~ -l O L=D -2  L= -  L= -  Y= -r [ Y=I M=: -(  Y=-X=-oY=TX=2M=L=P--M=-v]L=E-3Y= -L=-Y=-]\-SLE#\- -)--B,]-Q---~h-V@-.-Q-^-#- "-$-w!-``=>&`=k="-$-$-!-`=kZ`=Ik=7k=)k=- k=--`=`=k=-R-kQ-PQ-0 ^0 ^ ^x ^x@ ^@  ^ ^ ^H ^H ^ ^ ^H ^H  ^  ^ ^X ^X ^ PpsTs_@vjwvwwwwww0x4"m,QM6&>QGSMr (T.|>XlLhDBv%o-2U:nf) K]#)2; =]C 5- P4 fv ($ x_npoptn__memmove_memset_npnkey__sol7np__sol1cm__npkey___gfortran_compare_string__gfortran_st_write__gfortran_transfer_character_write__gfortran_st_write_done__gfortran_string_index_optokn__opnumb___gfortran_st_read__gfortran_transfer_real__gfortran_st_read_done_oplook__nppar2__lspar1__lspar2__mcout__nppar1___gfortran_transfer_integer__gfortran_transfer_integer_write_npsavr__sol4np___gfortran_transfer_logical_write__gfortran_transfer_real_write_sol6np___gfortran_st_rewind_npcore__solmch__sol1ls__sol1np__sqrt_dcopy__ddot__sol3cm__npfd__cmqmul__npiqp__dnrm2__npfeas__sol5cm__ddiv__sol6cm__dcond__sol4cm__npmrt__npprt__npalf__npsrch__iload__f06qff__dgemv__daxpy__npupdt__nprset__cmwrp__cmprnt__npcrsh__dload__dgeqrp__dswap__idrank__f06fjf__f06bmf__ddscl__dscal__cmr1md__lsadds__npsetx__lscore__dtrsv__dtrmv__cmtsol__npgetr___gfortran_transfer_logical_nploc__npdflt__icopy__pow_sol5np__npsol__mchpar__cmchk__sol1sv__npchkd__lscrsh__f06qhf__lsbnds__lssetx__f06qgf__lsfrmh__npfile__opfile__npopti__npoptr_LC2_keys.2054_ties.2063_first.2332_line.3990_icrsh.4631_chess.4627_icrsh.5002_chess.4997_title.5498EH_frame1#1/12 1400179219 501 20 100644 7996 ` blas1.o 8xx__text__TEXTw8 __literal16__TEXT @__eh_frame__TEXT` h  \ P UHSH}HuHUHMLELMHEHEHfHnfHnf.zfHnfHnf.HEȋHE9HEȋHEPHEȋƒHUȋ Ey!)‰Љʉۺ~s˺UHcHzHUH2UHcLBHUJfHnfHnYċUHcHrHUHfHnXfH~HuHMƒtHEx EHE)HEƒEHEȋHEPHEȋƒHUȋ Ey!)‰Љʉۺ~|˺UHcHzHUH2UHcLBHUJfHnfHnYŋUHcHrHUHfHnXfH~HuHHUUMƒtHE)HEȋƒEHEE9M{EHHpHEHEHHxHEHfHnfHnYƋEHHPHEHfHnXfH~HUHHEȋEHEE9MEu[]UHSH}HuHUHMLEHEHEЋHE9HEHEPHEƒHU EyZ)‰Љʉۺ~>˺UHcHzUHcHrHUHHuHMƒtDHEЋx EHE)HEЋƒEHEHEPHEƒHU Eyc)‰Љʉۺ~GϺUHcHzUHcHrHUHHuHHUЋUMƒtwHE)HEƒEHEE9EIUHcHrUHcHJHUHHMHHUUHUЋU9E҃Eu[]UHSH}HuHUHMLEHEHEЋaHEHE9HEHEЋPHEƒHU Ey~)‰Љʉۺ~b˺UHcHrHUH4UHcHzHUHfHnfHnYHUfHnXfH~HUMƒtHEx EHEЋ)HEƒEHEHEЋPHEƒHU Ey!)‰Љʉۺ~kϺUHcHrHUH4UHcHzHUHfHnfHnYHUfHnXfH~HUHUUMƒtHEЋ)HEƒEHEЋE9MkEHHPHEHЋEHHpHEHfHnfHnYHEfHnXfH~HEHEEHEE9MEuHEHEHEfHn[]UHH@H}HuHUHE؋HEHE؋uHEHH?HE\HEH?HEH}HMHUHuHEIHǸHUHEHHǸfH~HEHEHEHEfHnUHSH}HuHUHMHEjHEHfHnfHnf.fHnfHnf.u}HEPHEȋƒHUȋ EyM)‰Љʉۺ~1˺UHcHzHuкHMƒtHEHHfHnfHnf.HfHnfHnf.HEPHEȋƒHUȋ Eyg)‰Љʉۺ~K˺UHcHzUHcHrHUHH?HuHMƒtHEHH?fHnfHnf.zH?fHnfHnf.HEPHEȋƒHUȋ Eyt)‰Љʉߺ~X˺UHcHzHUH2UHcLBHUJfHnfHnYfH~HuHMƒt[]UHSH}HuHUHMLEHEЋHEHE9HEHEЋPHEƒHU Ey!)‰Љʉۺ~j˺UHcHrHUHHUUHcHzUHcHrHUHHuHUHcHzHuHUHMƒtHEx EHEЋ)HEƒEHEHEЋPHEƒHU Ey!)‰Љʉۺ~s˺UHcHrHUHHUUHcHzUHcHrHUHHuHUHcHzHuHUHHUUMƒtHEЋ)HEƒEHEЋE9EuUHcHJHUHHUUHcHrUHcHJHUHHMHUHcHrHMHUHHUUHUU9E҃Eu[]UHSH}HuHUHMLELMHEЋ HEHfHnfHnf.zUfHnfHnf.u@HEHH?fHnfHnf.zH?fHnfHnf.u? HEHfHnfHnf.fHnfHnf.HEHH?fHnfHnf.H?fHnfHnf.HEHE9HEHEЋPHEƒHU Ey!)‰Љʉۺ~w˺UHcHrHUH3 H?HUUHcHzUHcHrHUHHuHUHcHzHuHUHMƒtHEx EHEЋ)HEƒEHEHEЋPHEƒHU Ey!)‰Љʉۺ˺UHcHrHUH+ H?HUUHcHzUHcHrHUHHuHUHcHzHuHUHHUUMƒtHEЋ)HEƒEHEЋE9U~EHHHHEHH?HEEHHpEHHHHEHHMHEHHpHMHEHHEEHEE9UEuHEHfHnfHnf.fHnfHnf.HEHHfHnfHnf.HfHnfHnf.HEHE9HEHEЋPHEƒHU Ey!)‰Љʉۺ~w˺UHcHrHUHHUUHcHzUHcHrHUHH?HuHUHcHzHuHUHMƒtHEx EHEЋ)HEƒEHEHEЋPHEƒHU Ey!)‰Љʉۺ˺UHcHrHUHHUUHcHzUHcHrHUHH?HuHUHcHzHuHUHHUUMƒtHEЋ)HEƒEHEЋE9U~EHHHHEHHEEHHpEHHHHEH@H?HMHEHHpHMHEHHEEHEE9UEuHEHE9EHE7HEЋPHEƒHU Ey!)‰Љʉۺ˺UHcHrHUHHUUHcHzHUH2UHcLBHUJfHnfHnYHUHfHnYEXfH~HuHUHcHzHUH2UHcLBHUJfHnfHnYfH~HuH6fHnYEfHn\fH~HuHMƒt)HEx EHEЋ)HEƒEHE@HEЋPHEƒHU Ey! )‰Љʉۺ˺UHcHrHUHHUUHcHzHUH2UHcLBHUJfHnfHnYHUHfHnYEXfH~HuHUHcHzHUH2UHcLBHUJfHnfHnYfH~HuH6fHnYEfHn\fH~HuHHUUMƒt HEЋ)HEƒEHEЋE9MEHHPHEHHEEHHpHEHEHHxHEHfHnfHnYHEHfHnYEXfH~HUHEHHpHEHEHHxHEHfHnfHnYfH~HUHfHnYEfHn\fH~HUHHEEHEE9MEu[]UHH}HuHUHE؋EHE؋HEHH?HEEHE؋E9UnHEȋEEHHHHEHiH?fHnf.Mv(EHHHHEH?H?HEEE9UEuEEEE]zRx 4  4T  4p  48  4  44  4l   4X  =LaY Y -A -^p^p8^8^^^X^X ^ R B 2y: I) _daxpy__dcopy__ddot__dnrm2__f06fjf__f06bmf__dscal__dswap__drot__idamax_EH_frame1 #1/12 1400179219 501 20 100644 16260 ` blas2.o 80<0<__text__TEXTy:= __const__TEXTy:N9<__eh_frame__TEXT:h<P> h>0?D PUHHpH}HuHUHMLELMHEHHEHEȺHHHHHEHM NtEHM nt9HM Tt-HM tt!HM CtHM ct EnHM y E[HM y EHHu69~Hu69} E$HM u EHM0 uE Mąt"HEĺ HH=W9HM tvHM tlHMH fHnfHnf.zUfHnfHnf.u@HM H H?fHnfHnf.zH?fHnfHnf.uHM Nt HM nuHM MHM MHM MHM MHM ~ E+uHM ΃MHM0 ~ E+uHM0 ΃MHM H H?fHnfHnf.zH?fHnfHnf.HM0 HM H fHnfHnf.zUfHnfHnf.u@ME9M,uHcLFH}(J49M@@EuK}E9}QMHcLAHM H1MHcLIHM(J fHnfHnYfH~Hu(J 9}ɃEuMMHM H fHnfHnf.z[fHnfHnf.uFME9M5uHcLFH}(J4Hu06u9M@@Eui}E9}ZMHcLAHM H1MHcLIHM(J fHnfHnYfH~Hu(J HM0 M9}ɃEuHMH fHnfHnf.zfHnfHnf.uHM NtHM n~MMHM0 -HM9E9}MHcHqHMH fHnfHnf.zfHnfHnf.HMH1MHcLAHMJ fHnfHnYfH~HMHMDED9EoMHcLIMHcHqHM(H4MHcHLMHcIHMJ fHnYEfHnXfH~Hu(J D9EɃEuHM M9}ɃEu7HM9E9}!MHcHqHMH fHnfHnf.zfHnfHnf.HMH1MHcLAHMJ fHnfHnYfH~HMЋMMHMDED9ExMHcLIMHcHqHM(H4MHcHLMHcIHMJ fHnYEfHnXfH~Hu(J HM0 MD9EɃEuHM M9}ɃEu%MMHM HM9E9}HMHMDED9EiMHcHH4MHcHHMH4MHcLIHMJ fHnfHnYHMfHnXfH~HMD9EɃEu뗋MHcLAMHcHqHM(H4HMH fHnYEfHnXfH~Hu(J HM0 M9}ɃEu HM9E9}HMЋMMHMDED9ErMHcHH4MHcHHMH4MHcLIHMJ fHnfHnYHMfHnXfH~HMHM MD9EɃEu뎋MHcLAMHcHqHM(H4HMH fHnYEfHnXfH~Hu(J HM0 M9}ɃEu UHH`H}HuHUHMLELMHE HHEHEHHHHHEHMȋ y E[HM y EHHM u E5HM u E"Huȋ69~Hu 69}E Mԅt"HEԺ HH=h0>HMȋ t;HM t1HMH fHnfHnf.zfHnfHnf.uHM ~ EHM )HM ΃MHM ;HM9E9} MHcHqHMH fHnfHnf.zfHnfHnf.HMH1MHcLAHMJ fHnfHnYfH~HMHMDED9E}MHcHH4MHcL MHcHH4MHcHHMH4MHcLQHMJ fHnYEfHnXfH~HuJ D9EɃEuHM M9}ɃEu{HM ~ EHMȋ )HM ΃MHM9E9}6MHcHqHMH fHnfHnf.zfHnfHnf.HMH1MHcLAHMJ fHnfHnYfH~HM؋MMHMDED9EMHcHH4MHcL MHcHH4MHcHHMH4MHcLQHMJ fHnYEfHnXfH~HuJ HM MD9EɃEuwHM M9}ɃEuUHHpH}HuHUHMLELMHEHHEHEкHHHHHEHM Ut-HM ut!HM LtHM lt E[HM y EHHu69~Hu69} E$HM u EHM( uE Mąt"HEĺ HH=/,4 HM tlHMH fHnfHnf.zUfHnfHnf.u@HMH H?fHnfHnf.zH?fHnfHnf.u HM ~ EHM )HM ΃MHM( ~ EHM )HM( ΃MHMH H?fHnfHnf.zH?fHnfHnf.HM( HMH fHnfHnf.zXfHnfHnf.uCHM E9M,uHcLFH} J49M@@EuTHM9E9}QMHcLAHMH1MHcLIHM J fHnfHnYfH~Hu J 9}ɃEuMMHMH fHnfHnf.z^fHnfHnf.uIHM E9M5uHcLFH} J4Hu(6u9M@@EulHM9E9}ZMHcLAHMH1MHcLIHM J fHnfHnYfH~Hu J HM( M9}ɃEuHMH fHnfHnf.zfHnfHnf.uHM UtHM uHM HM( HM9E9}HMH1MHcLAHMJ fHnfHnYfH~HMȹHM؋MDAED9EMHcLIMHcHqHM H4MHcHLMHcIHMJ fHnYEfHnXfH~Hu J ΋MHcHH4MHcHHMH4MHcLIHMJ fHnfHnYHMfHnXfH~HMD9EɃEu9MHcLAMHcHqHM H4MHcHL MHcIHMJ fHnYEfHnXHMH fHnYEXfH~Hu J 9}ɃEubMMMMHM9E9}HMH1MHcLAHMJ fHnfHnYfH~HMȹHM؋MMMMMDAED9EMHcLIMHcHqHM H4MHcHLMHcIHMJ fHnYEfHnXfH~Hu J ΋MHcHH4MHcHHMH4MHcLIHMJ fHnfHnYHMfHnXfH~HMHM MHM( MD9EɃEu'MHcLAMHcHqHM H4MHcHL MHcIHMJ fHnYEfHnXHMH fHnYEXfH~Hu J HM MHM( M9}ɃEu2'HM HM( HM9E9}HMH1MHcLAHMJ fHnfHnYfH~HMȹHM؋MHcLAMHcHqHM H4MHcHL MHcIHMJ fHnYEfHnXfH~Hu J ƋMqHMDuD9EMHcLIMHcHqHM H4MHcHLMHcIHMJ fHnYEfHnXfH~Hu J ΋MHcHH4MHcHHMH4MHcLIHMJ fHnfHnYHMfHnXfH~HMD9EɃEu9MHcLAMHcHqHM H4HMH fHnYEfHnXfH~Hu J 9}ɃEu2 MMMMHM9E9}HMH1MHcLAHMJ fHnfHnYfH~HMȹHM؋MHcLAMHcHqHM H4MHcHL MHcIHMJ fHnYEfHnXfH~Hu J ƋMMMMMqHMDuD9EHM MHM( MMHcLIMHcHqHM H4MHcHLMHcIHMJ fHnYEfHnXfH~Hu J ΋MHcHH4MHcHHMH4MHcLIHMJ fHnfHnYHMfHnXfH~HMD9EɃEu'MHcLAMHcHqHM H4HMH fHnYEfHnXfH~Hu J HM MHM( M9}ɃEuUHH`H}HuHUHMLELMHEHHEHEHHHHHEHM Ut-HM ut!HM LtHM lt EHHM y E5HM u E"Hu69~Hu69}EMԅt"HEԺ HH= HM t1HMH fHnfHnf.zfHnfHnf.uyHM HM )HM ΃MHM tEHM UtHM uHM /HM9E9}MHcHqHMH fHnfHnf.zfHnfHnf.HMH1MHcLAHMJ fHnfHnYfH~HMDEED9E}MHcHH4MHcL MHcHH4MHcHHMH4MHcLQHMJ fHnYEfHnXfH~HuJ D9EɃEu9}ɃEuOMMHM9E9}3MHcHqHMH fHnfHnf.zfHnfHnf.HMH1MHcLAHMJ fHnfHnYfH~HM؋MMDEED9EMHcHH4MHcL MHcHH4MHcHHMH4MHcLQHMJ fHnYEfHnXfH~HuJ HM MD9EɃEuwHM M9}ɃEuHM 1HM9E9}MHcHqHMH fHnfHnf.zfHnfHnf.HMH1MHcLAHMJ fHnfHnYfH~HM؋MHuDMD9E}MHcHH4MHcL MHcHH4MHcHHMH4MHcLQHMJ fHnYEfHnXfH~HuJ D9EɃEu9}ɃEuQMMHM9E9}5MHcHqHMH fHnfHnf.zfHnfHnf.HMH1MHcLAHMJ fHnfHnYfH~HM؋MMMHuDMD9EMHcHH4MHcL MHcHH4MHcHHMH4MHcLQHMJ fHnYEfHnXfH~HuJ HM MD9EɃEuwHM M9}ɃEuUHH`H}HuHUHMLELMHEHHEHEغHHHHHEHM Ut0HM ut$HM LtHM lt EHM NtHHM nt-rbS:!---=n\=U-F->+-==smXPxpS,-! ----a- ---|u>08 ^8 ^ ^ ^X ^X ^ lhptx|'3 c '8nL/x_mcenvn__mcenv2____powidf2_mcstor__mcmin__sol1cm___gfortran_st_write__gfortran_transfer_integer_write__gfortran_st_write_done_mchpar__solmch__sqrt_mcout_LC4_first.1896_lt.1906_lbeta.1901_leps.1903_lemin.1902_iwarn.1900_lrmin.1904_first.1995_lbeta.1996_lt.1998_lrnd.1997_first.2026EH_frame1#1/12 1400179219 501 20 100644 9716 ` opsubs.o@ `__text__TEXTG`(t__const__TEXTH__cstring__TEXT ^__data__DATA:p__eh_frame__TEXTPx" h(#$` P UHH}HuHUHMDEEHIAE HEEEHEЋEEHUȋ9}ЉEMEHUЉ HUЋ9HUЋHcHUHUU xU:kU,^U=QMU8AHEЋEHU HU9HUHcHUHUU t+U:t"U,tU=tMU8MHEHUȉ HUȋ9|qHUȋHcHUHUU t,U:t#U,tU=tMU8tHUȋ9HMȋ qHMȉ1uHEȋPHEȉzHU9HM qHM1uHEHEȉEHUЋ9HMЋ qHMЉ1u HDždDž`HHdH`HHXH`HHH`HH0aHHhDžpgH HDždDž`HPdH`HHXH`HHH`HHHHHhDžphHy HDždDž`HHdH`HHXH`HHH`HH04HPHHhDžplH5 HDž Dž`HPdH`HHMH`HHHH`HHHHHhDžpmH HDž Dž`HHdH`HHMH`HHHH`HH0UHAWAVAUATSHHxHpHhH`LXDTEHH@HDžHHxHHEHEHHH‹THcIATHcڋTHcIAIALILIH LIHHHpHEHXEE~EHMHUHuH`DEHEiUE)‰ЃUE)‰ЃIAIcHv*EHcH`H HEHHGIcԋEHcH`HHEHHIcĺH)IcHMHȾ HUE)‰ЃEHhtHEHUHEHU.|EHEHH H8@ f@ @ EEEHHHHHEH }IE¸}IEHuHXukHXỦEEHXHHHHHEH<THMHUHEAHE;Eu#HxEE؉HXFEHHHHHEH4}IEHUHѺyHx;E~HX*EEHXHHHHHEH<THMHUHEAHEUE)‰ЃUE)‰ЃIAIcHv=HXHHUHcHHHEH HEHHZIcHXHHMHcHHHEHHEHHIcĺH)IcHMHȾ HHX:HXDTDeEIcIcH9r4IcHXHHHHHEHH`HHWIcHXHHHHHEHH`HHIcIcH)IcH`HȾ HHĘ[A\A]A^A_]UHH}ȉuċMHcHȺEEEEEEEĉEEEHUȋEHEE0xE9EWE', A //' XXX Continuing to look for OPTIONS file...')NOLIST(// a / a /) Optional Parameters -------------------(6x, a )END( 6x, a )LIST(//' XXX End-of-file encountered while processing', ' an OPTIONS file on unit', I6)(//' XXX End-of-file encountered while looking for', ' an OPTIONS file on unit', I6)(// 6x, a)opsubs.fabcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZzRx 4] X <T   4h  40   <X C 4D* % ---9---e- --, --c-<---- -N6-- -y-j-L --- -}eL-=- --- -P8 -  - q -b -G -   - - -X @ 1 -  - - - - { V -G -? , -$  -  u -c  - - -  ) - -- -x-i-N-0 - - -~k -Y8- -- -l---D - -----H^H^^^ X^X ^ >H0RVPM,5 ]$3V5i-_opscan__optokn__memmove_memset_opuppr__memcpy__gfortran_string_index_opfile___gfortran_st_read__gfortran_transfer_character__gfortran_st_read_done__gfortran_compare_string__gfortran_st_write__gfortran_transfer_integer_write__gfortran_transfer_character_write__gfortran_st_write_done_oplook__opnumb__low.1976_upp.1977LC1EH_frame1#1/20 1400179219 501 20 100644 40396 ` f06subs.o x@__text__TEXT__cstring__TEXT __const__TEXT d __data__DATA__bss3__DATAH__literal16__TEXT0__eh_frame__TEXTЈ(Ћ6 hp2( P+UHH0H}HuHUHMЋt.HH@HHH@(HHEHfHnfHnf.z7fHnfHnf.u"HUH?HHUиH0HEHfHnfHnf.zEfHnfHnf.u0HUظHHUH?HHEHHUHHEHH?HEHEHuH?HEHEHUfHnfHnf.fHnf.Ƀ ʅtHEHfHnfHnf.r"HUH?HHUиH.HEfHnf.uHfHnYMfH~fHnf.}r"HUH?HHUиHHEfHn^UfH~fHnfHnYH?fHnXfH~fHnQfH~fHnf.z fHnf.tfHnfH~HHEfHnfHnYfH~HEHfHnYmfH~fHnf.}r0HUظHHUH?HHEHHUHHEfHn^ufH~fHnfHnYH?fHnXfH~fHnQfH~fHnf.z fHnf.tfHnfH~fHnYMfH~HEHEHfHnfHnf.vHE+H?HEHEHfHn^UfH~HUHHEHfHn^]fH~HUHHUHEHHUHUHH0H}HuЋtHH@0HHEHfHnQfH~fHnf.z fHnf.tfHnfH~HEHEHHfHn^MfH~fHnfHnf.vHEHfHnYUfH~HE HHEHEHEHEfHnUHSH}HuHUHMLEHEHEPHEЋƒHUЋ Ey!g)‰ЉʉۺGϺUHcHrHUHfHnfHnf.zfHnfHnf.UHcHrHUHH?HUHUH2HUfHnfHnf.vdHUHfHn^MfH~fHnfHnYHUHfHnYf(H?fHnXfH~HuHHuHUHHHUH2HUfHnfHn^fH~fHnfHnYHUHfHnXfH~HuHMƒt[]UHHPHHHHDž@HEH0Dž8PHDžDžH<HDž ]DžPHHHH HHHHHHHHUHH0H}HuHU؋HH@HHfHnQfH~fHnf.z fHnf.tfHnfH~HHH?fHnfHn^fH~HHEHH?HEHfHnf.uv$HUH?HHEHHUHHHEfHnfHnf.vUH?fHn^]fH~HUHHEH! fHnfTfVfH~HUHHEfHnfHnYH?fHnXfH~fHnQfH~fHnf.z fHnf.tfHnfH~HH?fHnfHn^fH~HUHHEHHEHfHnfHnYfH~HUHUHH}HuHUHEHfHnfHnf.zmfHnfHnf.uXHEHEHfHnfHnf.z$fHnfHnf.uHEwHEht.HH@ HHH@0HHEHfHnfHnf.zafHnfHnf.uLHEHH~ ~fHnfHnfTfTfVfH~HEHEHEH}H?HEHEH?fHnfHnf.rrHEHEH}H?HfHnYEfHnf.r*HEHHUHfHnfHn^fH~HEHE HEH(}fHnfTf(HfHnYufH~fHnf.r4HEHEHHUHfHnfHn^fH~HEHEHHEHEHfHnfHnf.vHEHfHnfHnf.w8HEHfHnfHnf.v1HEHfHnfHnf.vHEE|H?HEHEHEHEfHn]UHSH}HuHUHMHEHE؋tzHEPHEȋƒHUȋ EyM)‰Љʉۺ~1˺UHcHzHU؋2HUЉ4MƒtvHEPHEȋƒHUȋ EyK)‰Љʉߺ~/˺UHcHrHUMƒt[]UHSH}HuHUHMHE%HEHfHnfHnf.zfHnfHnf.t|HEPHEȋƒHUȋ EyO)‰Љʉۺ~3˺UHcHzHUHHuHMƒtxHEPHEȋƒHUȋ EyM)‰Љʉۺ~1κUHcHzHuкHMƒt[]UHSHHH}HuHUHMLEHE؋HEȋu:HEt0HE1)ЉEHuHMHUHEHǸcHEȋHE9HEȋHE؋PHEȋƒHUȋ Ey)‰Љʉۺ~c˺UHcHzUHcHrHUH4UHcLBHUJfHnfHnYfH~HuHMƒtHEx EHE؋)HEƒEHEȋHE؋PHEȋƒHUȋ Ey!)‰Љʉۺ~l˺UHcHzUHcHrHUH4UHcLBHUJfHnfHnYfH~HuHHUUMƒtHE؋)HEȋƒEHE؋E9MkEHHpEHHPHEHЋEHHxHEHfHnfHnYfH~HUHHEȋEHEE9MEuHH[]UHSHXH}HuHUHMLEHEȋHEubHEtXHEHH?fHnfHn^fH~HEHE1)ЉEHMHUHuHEHǸdHEHE9HEHEȋPHEƒHU Ey)‰Љʉۺ~c˺UHcHzUHcHrHUHuHcLFHuJ4fHnfHn^fH~HuHMƒtHEx EHEȋ)HEƒEHEHEȋPHEƒHU Ey!)‰Љʉۺ~l˺UHcHzUHcHrHUHuHcLFHuJ4fHnfHn^fH~HuHHUUMƒtHEȋ)HEƒEHEȋE9MlEHHpEHHPHEHЋUHcHzHUHfHnfHn^fH~HUHHEEHEE9MEuHX[]UHSH}HuHUHMLEHEHEЋHE9HEHEPHEƒHU EyX)‰Љʉۺ~<˺UHcHzUHcHrHU؋4HUȉ4Mƒt@HEЋx EHE)HEЋƒEHEHEPHEƒHU Eya)‰Љʉۺ~EϺUHcHzUHcHrHU؋4HUȉ4HUЋUMƒtuHE)HEƒEHEE9EGUHcHrUHcHJHU؋ HUȉ HUUHUЋU9E҃Eu[]UHSH}HuHUHMLEHEHUȸHHUHaHEHpqH?HUHHEHHUHHEЋHUJHUЋуHMЋ Ey!9Ɖ)Ɖʉۺ9)‰Љ˺HEHuHcH~HuH4pH?fHnfHnf.@@fHnf.AEAD DžtHHuHHEHuHcH~HuH4ppH?fHnfHnf.@@fHnf.AEAD DžtHHuHMЃt+[]UHH}HuHUHMEHE؋ EHEHfHnfHnf.vHH@HE HEHHEEHHPHEHoH?HEHE؋;EEHHPHEHiofHnfTf(HEfHnYUfH~fHnf.rjHEUHcHJHUHoH?fHnfHnf.fHnf.@@ tHHEEHEȋEAEEE]UHSHHH}HuHUHMLELMHEȋHEM9}0HM ;M+MHcHH4HM HcHHMH HMMHcHqHMH4MHcHLMHcIHMJ fHnfHnYfH~HMMHcLAMHcHqHMH4MHcHL MHcIHMJ fHnfHnYfH~d*H?HuJ HM 9M}MqHMDuD9EMHcHH4MHcHHMH HMЋMHcHH4MHcL MHcHqHMH fHnYefH~uHcLVHuJ4fHnYEfHn\fH~HuJ ΋MHcHqHMH fHnYMMHcHqHMH fHnYEXfH~HMD9EɃmuMHcHH4HM HcLHuHMJ 9}ɃmuHM RtHM rHM Hu6DFMD9EMHcHqHMH H?fHnfHnf.zZH?fHnfHnf.u@MHcHqHMH fHnfHnf.zfHnfHnf.MHcHqHMH HMMHcHqHMH HM؋}E9} MHcHH4MHcHHMH HMЋMHcHH4MHcL HMfHnYufH~uHcHLuHcIHuJ4fHnYEfHn\fH~HuJ ΋MHcHH4MHcL HMfHnYMЋMHcHH4MHcHHMH fHnYEXfH~HuJ 9}ɃEuMHcHyMHcHH4MHcHHMH fHnYUfH~HuH MHcHH4MHcH<MHcHH4MHcHHMH fHnY]fH~HuH D9EɃEu{]UHH}HuHUHMLELMHEHHEHEHHHHHHM Hu69}~ HM1HM 9~HM1HM 9~8HM LtHM lHM Hu>M9}jMHcHH4HM HcHHMH HMHM qHMDuD9EMHcHH4MHcHHMH HMȋMHcHH4MHcL MHcHqHMH fHnYMMHcHqHMH fHnYEXfH~HuJ ΋MHcHqHMH fHnYUfH~ыuHcLNHuJ4fHnYEfHn\fH~HMD9EɃmuMHcHH4HM HcLHuHMJ 9}ɃmuHM qHM9u9}MHcHqHMH4MHcHLMHcIHMJ fHnfHnYfH~#H?HMMHcHH4MHcLMHcHqHMH4MHcHL MHcIHMJ fHnfHnYfH~HuJ ƋMqHMDuD9EMHcHH4MHcHHMH HMȋMHcHH4MHcL MHcHqHMH fHnYMMHcHqHMH fHnYEXfH~HuJ ΋MHcHqHMH fHnYufH~uHcLNHuJ4fHnYEfHn\fH~HMD9EɃmuMHcLAHuHMJ 9}ɃmuHM RtHM rtHM qHM9u9}YMHcHqHMH HM؋MHcHqHMH HMH?fHnf.ez <x]  O <8   <V   H 4D  4|  4H  <   !-dH^[-V VU-4U[OOO-%M-HH-G-8-8-a8-Y87-76-66-6v5-n5,432*21/.-,+'/-'X'$'1-&&1-&1-%[%G%/-!%$1-###-E##"1-"X"1-"!1-U!   Z F &   z0=o e - -B--"--~30=,,Y/-X/-g   t       @ 5 0=. # 0=   1-X ! 1-0=rU,-F.-(-- +-_H1-0=A1-`1-o'LA0=:/0=$^'^&^%H^H$^#^"^!P^P ^^^h^h0^0^^)^P^P(^^^p^p*8^8^^^X^X ^ u (08Јs  +|\" '*9$<-1B6tE?JHuRQ\Znbc!jl' 4Hl x_f06baf__solmch__sqrt_f06bmf__f06fjf__f06aaz___gfortran_st_write__gfortran_transfer_character_write__gfortran_transfer_integer_write__gfortran_st_write_done_f06bcf__ddiv__iload__dload__ddscl__dscal__dddiv__icopy__dcond__idrank__f06fqf__dgrfg__f06qff__f06qgf__f06qhf__f06qkf__f06qnf__f06qrf__f06qsf__f06qtf__f06qvf__f06qwf__f06qxf__f06qzf__first.1891_eps.1890_rtmin.1892_first.1915_flmax.1916LC4_first.1965_eps.1964_rteps.1967_rrteps.1966_first.1983_flmin.1985_flmax.1984_first.2261_eps.2260EH_frame1#1/12 1400179219 501 20 100644 10228 ` cmsubs.o (HH__text__TEXT __cstring__TEXT Q__const__TEXTJ`__data__DATA__literal16__TEXT __eh_frame__TEXT0% hH%&0 PUHAWAVAUATSHXHHHHLLHHHEHEHHHHHDžHHHEHEHHHHHDžHHHEHEHHHHHDžHHHEHEHHHIAHHHEHEHHHIAHHHEHEHHHIAHtH Ht HHDž,HH(Dž0DžHHHHH5HHHHvariableHHHЉEHE9] EHHPHE HHpEHHPHE(HHhEHHPHE0HHEHHPHE@HHH;E|Ẻ{E;EHU)‰ЉJHHDž;HH(Dž0DžHHHHH5HHHHlincon HEU)‰ЉHHDžAHH(Dž0DžHHHHH5wHHHHnlncon HEHHPHEEEHHHHH HHHEHHPHE8HHEHHpfHnfHn\fH~HEHhHfHnfHn\fH~HxHE/fHnfTf(Hx H?fHnf.vIHEHHHH?HpfHnfHnf.rJHxH:HxHHHHhfHnfHnf.r HEHƅg HE}H?fHnf.uw HE`H?fHnf.xvƅgI}u2H fHnfTf(HEfHnf.rƅgD}~2HfHnfTf(HEfHnf.rƅgAHHDž^HH@DžHfHDž DžHH(Dž0-DžPHHHHHHHHHHHgHHHHHHHHHHHHpHHHHhHHHHHHHHHHHHHHt3EHHHHHEH HHHHHHH?HpfHnfHnf.r&HH&H NoH0Hne HpHHHhfHnfHnf.r&HH6H NoH0Hne HpHpfHnfHnf.z;fHnfHnf.u&HH&H H0H. HHHhfHnfHnf.z;fHnfHnf.u&HH6H H0H. Hx}t1HfHnfHnf.z;fHnfHnf.u&HHFH HH. HpHHJH?HpfHnfHnf.rmHHHhfHnfHnf.rLHHFH H8H HHHHVH H0H HxHfHnfHnf.z;fHnfHnf.u&HHVH HH. HpHHDžvHH(Dž0DžHHHHHfHHHH9]EuHX[A\A]A^A_]UHAWAVAUATSHHxHpHhH`LXLPHpHHEHEHHHIAHpHHEHEHHHIAHXHHEHEHHHIIIHpHHEHEHHHIAHpH`)‰ЉEEH`EHxtHxu HhEHxtHxtHxuHhE̋E̋U)‰ЃEHxH`~&HU(H`H H5HǸHx~lE~eH`HHHHE(HH`HHH HEH4HEL9HH/HǸEHPtXEHHHHE(H‹EHHH HEH4HELHHHǸE̋U)‰ЃEEHHHHEH<EHHLHHHE LHXHUH`D$(H HHL$ HM(HL$H CHL$H 'HL$H<$IH $HH="HUHpH H5 HǸH`E9EKUHcHJHUUUHcHrUHcHJHU(HHMH9E҃EuHx EE9EaH` UHcHJHUUUHcHrH` UHcHJHU(HHMH9E҃EuHxtHxupEE9EaH` UHcHJHUUH` UHcHrUHcHJHUHHM(H9E҃EuH`H`E9EKUHcHJHUUUHcHrUHcHJHUHHM(H9E҃Eu뵋EHPtXEHHHHEH‹EHHH HE(H4HEL HH HǸE̋U)‰ЃEEHHHHEH<EHHLHHHE LHXHUH`D$(H  HL$ H|$H  HL$H HL$HM(H $IH HH= EHxtHxueH`HHHHEHH`HHH HE(H4HEL_ HHU HǸHĸ[A\A]A^A_]UHAWAVAUATSHH}HuHxHpLhL`HEHHEHEȺHHHHPHDžXHEHHEHEHHHIAHEHHEHEHHHIAHEHHEHEHHpHHEHEHHHIIIHEHHEHEHHHIAHhHx9}ЉEHxEEEHHHHE H Hu HED$ D$HU8HT$HU0H$L IHH5H=HE~xHMHED$8 D$0D$(HUHT$ HUHT$HU8HT$HU0HT$HUH$L -IHH:H5AH=@H}8Hu0HUHED$HpHL$HMH $IIHHHH=EH`9}ЉEEHHHHE H4HM8HU(HEL tIH jHǸH`E)‰ЃEEHHJ EHHHHEH<EHHHHE(H‹EHHH HE H4HpHEIIH HǸH}8Hu0HUHED$HpHL$HMH $IIHHHH=HE~xHMHED$8D$0D$(HUHT$ HUHT$HU8HT$HU0HT$HUH$L IHHDH53H=2H[A\A]A^A_]UHAVAUATSHH}HuHUHMLxLpHEHHEHEغHHHIIIHEHHEHEкHHHIAHEHHEHEȺHHHIAHEHHEHEHHxHU9}ЉEHpHHLHHHEHHxHHLHH HEH4HELHHHǸHpHU9}ЉEHxE9VUHx)‰ЃEHxHHHHE(H4HxHHHHE H HpHHJ HxHHHHEH<HpHHJ EHHHHEHHED$ D$Ht$H $L IHHH5H=HEHxEHuHMHED$8 D$0D$(HUHT$ HUHT$HU(HT$HU HT$HUH$IIHH%H5,H=+HxHHHHpHHJ EHHHEHHU(HʋUHx)‰ЉEHpHHJ HxHHHHEHHEH hH5iHǸHxELE(H} HMHUHED$HuHt$HuH4$MIHH=6LE(H} HMHxHED$HuHt$HuH4$MIHH=HE~{HxHMHED$8D$0D$(HUHT$ HUHT$HU(HT$HU HT$HUH$IIHHyH5hH=gHİ[A\A]A^]cmsubs.f(// 1x, a15, 2x, 'State', 6x, 'Value', 7x, 'Lower bound', 5x, 'Upper bound', 3x, 'Lagr multiplier', 4x, ' Slack' / )Variable Linear constrntNonlin constrnt( 1x, a8, i6, 3x, a1, 1x, a2, 4g16.7, g16.4 )(a)?nTBackwardsFixedBottomLeftForwards--++FRLLULEQTFzRx <d  O <\&  <`N 9 <   -|u--h-[T-4-*# --@-6, -_ -RH--2-(!t -g]-1 -$--t -   -   -  7 -( - - =   ,-- - - -q -S -5 - - - --N$&o-T-  --=e-V -N;-$=- --=zL=^^`^` ^ &0d K'm d _cmprnt__sol1cm___gfortran_st_write__gfortran_transfer_character_write__gfortran_st_write_done_memmove__gfortran_transfer_integer_write__gfortran_transfer_real_write_cmqmul__dload__dcopy__dgemv__cmr1md__f06fqf__f06qxf__f06qwf__daxpy__f06qsf__cmrswp__dswap_LC0_lstate.1938EH_frame1#1/12 1400179219 501 20 100644 8348 ` qrsubs.o __text__TEXT>.__const__TEXT@0P__literal16__TEXTp__eh_frame__TEXT hP l PUHAUATSHH}HuHUHMLELMHEHHEHEкHHHIIIHEuHEHEHE9|HExHEHE9}HEHEEHEHU9}AED9mHE+E܉EEHHHHEH EHHJ E܃HHHHEH‹EHHJ4 EHHH4HEHHEILH HǸEHHPHEHкfHnfHnf.IHE;E:E܍PHE9uHE+E܃EċEHHJ EHHHEHHEȋEHHJ EHH EHHPHEHHUHHE+E܃EHE+E܉EE܃HHHHELEHHJ EHHHHEH<E܃HHJ EHHHHELHuHUHED$( H HL$ LD$H HL$H HL$H<$IMH sHH=qHE+E܃EHE+E܉EE܃HHJ EHHHHEH<E܃HHHHELEHHJ EHHHHEH HuHEHUHT$H|$HH$MLHHǸEHHJ EHH HUHEHD9mEuHEHE9uHEHHHHUHHEHĘ[A\A]]UHAWAVAUATSHHhH`HXHPLHL@HHHHEHEHHHIIIH`HX9}ЅuHE Hh@? P UHH HHHHHHHEHEHHHIAH~#H~HH9~ EMEHHUU9~UHcHJHUH U9(H U9MU9tUHcHJUH4U9ҋMMuHHUU9UHcHJHډU}xPUUUHcHrHM UUUHcHJHډU}ċMU9U9ҋMMut}tHUHEHHHDžH.HHDžP<DžHHHHMHHHHMHHHHHEHHHDžH.HHDžP<DžHHHHMHHHHHHHEE9IEHHpEHHHH1)HE9MMuUHAWAVAUATHXHhH`HXHPLHL@HE8HHEHEHHHH0HDž8HE0HHEHEHHHH HDž(HE0HHEHEHHHHHDžHE8HHEHEHHHIAHE8HHEHEHHHIAHE8HHEHEHHHIAHhEH@HEHXHHUHHU HHhtHXHHU HHE8E9MAEHHPHE(E}HE0;E|:EHHPHExHHEЋEHHPHEpHHEH?HElHE0U)‰ЉEEHHPHEPHHEЋEHHPHEHHHE؋EHHPHE@HH?fHnfHnXfH~HEH`tHE/H?HEHE /fHnfTf(HH@fHnYMHHHfHnYfH~fHnf.rHHxfHnf.}y}oHEs.H?HpEHHPHEXHHPHD.H?fHnfHnf.EHHPHEXHHEfHnfHn\ċEHHPHEhHfHnXfH~HxHXHfHnYpfH~Hx-fHnfTf(fHnf.vTHEHfHnYpfH~fHnf.xv,HxfHn^pfH~HUHH@Ủ},EHHPHE`HHEfHnfHn\fH~UHcHrHUhHfHnfHn\fH~HxHXHfHnYpfH~Hx,fHnfTf(fHnf.Hht(HE HfHnYpfH~fHnf.xw.}tVHE HfHnYpHxfHnf.w.HxfHn^pfH~HU HHEỦKFHEغfHnfHnf.w(}EHHPHE`HHPHfHnfHnf.EHHPHE`HfHn\EЋEHHPHEhHfHnXfH~HxHXHfHnYefH~Hx`+fHnfTf(fHnf.vNHEHfHnYufH~fHnf.xv)HxfHn^}fH~HUHH@Ủ}EHHPHEXHfHn\MfH~ȋUHcHrHUhHfHnfHn\fH~HxHXHfHnY]fH~Hx|*fHnfTf(fHnf.wHht%HE HfHnYmfH~fHnf.xw+}tMHE HfHnYEHxfHnf.w(HxfHn^ufH~HU HHEỦ9MEuHXA\A]A^A_]UHAWAVAUATHHHHHLLHEHHEHEHHHHHDžHEHHxHxHHHHHDžHEHHpHpHHHHHDžHEHHhHhHHHIAHHH`H`HHHIAHHHXHXHHHIAHDž L(LEHHM@HU8H HHH|$hHH|$`H}xH|$XH}pH|$PH}hH|$HH}`H|$@H}XH|$8H}PH|$0H}H|$(HH|$ HH|$HH|$HH|$H$H<$H(T$PHE8HHEظHEHt HE8HHEиHEȸHEHEHEEEHLHEE9MEHHPHHHXH;E|@EHHPHHHEEHHPHHHEH?HE{HU)‰ЉDDHHPHE`HHEDHHPHEXHHEDHHPHEPHH?fHnfHnXfH~HEHE%fHnfTf(HH@fHnYMHEHHfHnYfH~fHnf.rHH8+fHnf.e*HHE[%H?H0EHHPHEhHHU@H/%H?fHnfHnf.EHHPHEhHHEfHnfHn\fH~H8HfHnY0fH~fHnf.8sE;THEfHnYEHEHHfHnYH0fHnf.vlHEHHfHnY}fH~HH0fHnfHn^fH~HEH8fHn^0fH~HE؋E(HEHEEHEHHPHEpHHEfHnfHn\fH~H8Ht(HfHnY0fH~fHnf.8s>Lt&HfHnY0H8fHnf.sE;PHEfHnYEHEHHfHnYH0fHnf.wHEHHfHnYufH~HH0fHnfHn^fH~HEH0H?fHnfHnf.rH8fHn^0fH~HERHE8HfHnY0fH~fHnf.8vH8fHn^0fH~HE HE8HHEЋE$HEHEEHEfHnfHnf.wHEHHPHEpHHE@HfHnfHnf.EHHPHEpHfHn\efH~H8HfHnYmfH~fHnf.8sE;THEfHnYEHEHHfHnYHEfHnf.vfHEHHfHnYufH~HHEfHnfHn^fH~HEH8fHn^MfH~HE؋E(HEHEEHEHHPHEhHfHn\UfH~H8Ht%HfHnY]fH~fHnf.8s;Lt#HfHnYEH8fHnf.sE;PHEfHnYEHEHHfHnYHEfHnf.wHEHHfHnYefH~HHEfHnfHn^fH~HEHEH?fHnfHnf.rH8fHn^ufH~HELHE8HfHnY}fH~fHnf.8vH8fHn^MfH~HE HE8HHEЋE$HEHEE9MEulHE~$~,,tCHEfHnf.Uw,Lt*HfHnf.]rHEfHnf.er,,tDHU HEHHHU(H$HHU0HEHHUHU HEHHHU(H(HHU0HEHHUHE HfHnfHnf. L(LEHHM@HU8H HHH|$hHH|$`H}xH|$XH}pH|$PH}hH|$HH}`H|$@H}XH|$8H}PH|$0H}H|$(HH|$ HH|$HH|$HH|$H$H<$HHE HQH?HfHnfHnf.fHnf.Ƀ ʅtHH?HU HHuHE8HHU HHE8HHU(HHE HHU8HfHnfHnf.r HHĠA\A]A^A_]UHAWAVAUATSHHHHxHpLhL`HE HHEHEHHHHPHDžXHE HE(HE0HHEHEHHHH@HDžHHE HE(HE0HHEHEHHHIAHE HE(HE0HHEHEHHHIAHE HE(HE0HHEHEHHHIAHHEHh9HEH`9EEhHPHH:HHDžHHDžDžHHHHhHHHH`HHHHHuHHMHHHHHHHDžHHDž2DžHHHHHHHHHDžH'HDžDžHHHHhHHHH`HHHHHuHHMHHHHHHpDž|H|HU HE@H5SH|H~gHHDžHHDžWDžHHHHHHPHHE HE(HE0Džtt9tHHPHE`HHEtHHPHEhHHEHUHEfHnfHnf.wSHEHUfHnfHnf.zBfHnfHnf.u2HE%fHnfTf(HEXHfHnf.vEEHPHHE HE(‹t9}'tHE )HE()‰ЉpEBHE t9}tHE )‰ЉpEtpEHHEHHEHUfHnfHnf.fHnfHnf.HHDžH%HDžDžHHHtHHHHHEPH HHHHMHHHHMXHHHHHHHDžHHDž{DžHHHtHHHHHEPH HHHHMHHHHMHHHHHHEHUfHnfHnf. fHnfHnf.HHDžHmHDžDžHHHEHHPHHHHH HHHHpHHHHMHHHHMXHHHHHHHDžHHDž{DžHHHEHHPHHHHH HHHHpHHHHMHHHHMHHHHHt9ttuHxoHE HE(HE0Džtt9;tHHPHE8xx|xEEHPHHHHDžHHDžVDžHHHHtHHHHxHHHHHt9ttuHHE0E9MHE HE(‹EЉttHHPHE8xtHHPHEpHHEȋxuHE5xuotHHPHE`HHEXHH?fHnfHnf.r DžxfHnf.uwxHExuctHHPHEhHHUXHfHnfHnf.r DžxHEȺfHnfHnf.w xuXHEMxuBtHHPHE`HЋtHHpHEhHfHnfHnf.v DžxtHHpxHE8tHHpHUpHEH9MEu"HĘ[A\A]A^A_]UHAUATSHxH}HuHUHMLxHEHHEHEкHHHIAHEHHEHEȺHHHIIIHEEHE^HED(ED9mAE܋U)‰ЉEEHHPHxHЋUHcHJ "UHcHHUHfHnfHn^fH~HEEHHHHxHEHʋEEEfHnf.ezfHnf.mHE' H?HEE܃HHHHxH EHHJ E܃HHHHEHHuHEL IH HǸD9mEu]HED(ED9mEE܋U)‰ЉEEHHPHxHЋUHcHJ "UHcHHUHfHnfHn^fH~HEEHHHHxHEHʋEEEfHnf.}zfHnf.]HE H?HEE܃HHHHxH E܃HHJ EHHHHEH<HUHuHEL ZIHHHǸD9mEuHEHEEEE9E|U܋M)щʉUUHcHJHxHHUUHcHrUHcHJHxHHxHUHcHrHxHUH9E҃EuHx[A\A]]UHAWAVAUATSHXHHHHLLHHHEHEHHHIAHHHEHEHHHIAHHHEHEHHHIAHHHEHEHHHHHDžHHHEHEHHHHHDžHHHEHEHHHHHDžHHHEHEHHHHHDžHHHxHxHHIIMIHHHpHpHHHHHDžHHHhHhHHHHHDžHHH`H`HHHHHDžHH)‰Љ\HHЉXHH)‰ЉTHUHHH H5HǸH\E9UH;E|EHHHHE HȉEH;E}EċTHHHHE EȋEHHpEHHHHE`HHMHH9UEusHE9]2EHHPHE0HHHEHHPHE8HH@H;E|EHHPHEhHHEE;XgHU)‰Љ -& - - -==b --={ -  w=cNQ -B -' -== - - -m -V=4 =X^X^^^X^X ^ 0P55bt |&*I' k _cmperm__sol1cm___gfortran_st_write__gfortran_transfer_integer_write__gfortran_st_write_done_cmalf1__sol4cm__cmalf__cmchk___gfortran_transfer_character_write__gfortran_transfer_real_write_cmtsol__daxpy__cmwrp__dload__ddot_LC0_id.2251EH_frame1#1/20 1400179220 501 20 100644 96140 ` lssolsubs.o x88__text__TEXT;__const__TEXT__cstring__TEXT. 1__data__DATA.1__literal8__TEXT25__literal16__TEXT2 5__eh_frame__TEXT25`k0 hle0sD P #BUHSHhHHcHȺHcHGvHHEHHH;HcHHEHHHcúHH)HcHMHȾ HHUHE$AHIHHHPHHpHHHEH HƿuH@HEH HƿuH@H@_HHHHDžQHCHDž DžHHHHH5HHH5HHHHHHHDžUHHDž DžHHHHMHHHHHHHh[]UHSH8HHHHLDHIAHAH E}u E EE}8H*HHH H@ f@ @ CE }IEHHuHAHǸHHHHHHHEHUHHHEHUHH HƿHH HƿnHH fHƿFHH BHƿHH dHƿEEE9E}[EtQEEHHPHHH HHHHHǸE띃}HHDž HH`DžhHDž@DžHHHDžP DžPHHHMHHHHH HEHUH$AIHH H5H=HUHE$AIHHH5H=E}EEHH  HƿuHǀHH s HƿuHEfHn,HHH < HƿuHEHHHH  HƿHHHHǸHE}"EHHPHHEHHHHHHHʃ}EHH ` HƿHEH G HƿuHEfHn,HPxHEH  HƿuHEHHE/HHHDž HHHDžP-DžHHHHMHHHHHHHHDž H5HHDžP-DžHHHHMHHHHHE}EHH  HƿuLHǀHEH  Hƿ&HǀHH  HƿuHǀHH Q HƿHEH 8 Hƿu/HUHwJ?fHnfHnYfH~HHHEH  HƿuHEHHE HHHDž- H(HHDžP-DžHHHHMHHHHHH|HHDž. HHHDžP-DžHHHHMHHHHHHH  HƿHEfHn,ĉE܋E܅E܃HHDž4 HEH`DžhHDž@DžHHHDžP DžPHHEHHHHHH HHHHHHHHDž6 HHHDžP2DžHHHHMHHHHHHCHHDž7 H HHDžP2DžHHHHMHHHHHHH  HƿuHEfHn,HP|HH w  HƿuHEfHn,H?HH C  HƿuHEHHE}EHH  HƿHEH  HƿuHEfHn,HP|HEH  HƿuHEHH EKHHHDžJ HY HHDžP-DžHHHHMHHHHHHHHDžK H HHDžP-DžHHHHMHHHHH HH B  HƿHEH ) HƿuHEfHn,HHEH HƿdHUHE$AIHHK H5H= HEH HƿuHǀHEH l HƿuHǀHEH < HƿuHǀHEH HƿuHǀHEH HƿuHǀHEH HƿuHǀHEH HƿuHǀHEH Q HƿuHǀHEH " HƿuHǀ HEH HƿuHǀ EZHHHDž` HHHDžP-DžHHHHMHHHHHHHHDža HHHDžP-DžHHHHMHHHHH/HHHDžd H=HHDžP-DžHHHHMHHHHHHHHDže HHHDžP-DžHHHHMHHHHHE}nEHH | HƿHEH c HƿuHEfHn,HHEH 8 HƿuHEfHn,HEHHHDžr HXHHDžP-DžHHHHMHHHHHHHHDžs HHHDžP-DžHHHHMHHHHHHH  HƿuHEHH(\HH  HƿHEfHn,ĉE܋E܅E܃HHDž{ HEH`DžhHDž@DžHHHDžP DžPHHEHHHHHH HHHHHNHHHDž} HtHHDžP2DžHHHHMHHHHHHHHDž~ HHHDžP2DžHHHHMHHHHH#HH t HƿuHEfHn,HHH A HƿuHEHHHH  HƿuHEfHn,HfHH  HƿuHǀ,HHHDž HHHDžP-DžHHHHHHHHHHHHDž HHHDžP-DžHHHHHHHHHH8[]UHHH@HH@HHpHHǸE}QEHHPHHEHHHHHHHʃ}EuHtH@H@PHPUHAWAVAUATSHHxHpHhH`LXLPH`HHEHEHHHH@HDžHHEHHEHEHHHIIIH`HHEHEHHHIAHPHHEHEHHIIMIH`HHEHEHHHIAHxEHHPHHHEfHnfHn\fH~HEHhfHnf.MEHHPHEPEHHPHHHXHEpPHEpHExHHXH?fHnYEfHnXfH~HUxHH;E|EHHHHXHHUK'EHHHHH<HHU HXHL pIHHHǸD9uEuH(H HEp~eLH}(HMHU@HHHt$HHt$HHt$HuXH4$MIHH=rHEpuRH8H nHƿu.HHH oH5oHǸ}HE8uzH0t5HHHL;oHH1oHǸ)HHH oH5oHǸHEHHHHE8LnHHnHǸHHE8H nH5pHǸHu0HHE8D$ D$D$HfnHT$HH$IIHHjpH5eqH=dpHE8H9HHE8)‰ЉTHE8HHHHH<HE8HHLHHHLHu0HTHE8D$(H mHL$ H|$H mHL$H xmHL$HH $IH oHH=zpH0t:HHHL !mIH mH5(mHǸH IDHHHH HU0HHHǸfH~H`HEhHfHnf.`sMIDHPHHfHnfTf(HEhHfHnY`fH~fHnf.r HEHSHE8HU@9}ЉLHE0PHMhHPHHLHǸHUHH[A\A]A^A_]UHAWAVAUATSHH(H HHLLHEhHHEHEHHIHHHEHHHEHEHHHIAHEHHHEHEHHHIAHEXHHEHEHHE`HHEHEHHEHHHEHEHHEHHHEHEHHEPHHxHxHHIIMIHEHHHpHpHHHHHDžHEHHHhHhHHHHHDžHEHHH`H`HHHIAHH@8HXHu'HHBHH?HBtHEh0HEHHH0HHHHHH4H0HH LAH HIHǸHHE9]EHHPHExWtEHHfHnfHnf.r;HHHEfHnfHnf.vHH@HHHH HEfHnfHnf.w(HH H?fHnfHnf.rHH@HH HH(fHnfHnf.reHt$HtH u/HUHY@fHnfHnYfH~HH(HH(fHnfHnf.r6HHPH$@fHnfHnYfH~HH(HHfHnfHnf.rHH&BDHHHfHnfHnf.r`H&BDHHfHnfHnf.fHnf.Ƀ ʅtHHHHHIE}`Q+EEHHHDžj H}GH8Dž@DžHHH]E9]>HH5<Hu9]Eu‹]E9]NEHcHH HHHu9]EuHHHHDžl H{FH8Dž@ DžHHH]E9]>HH5;Hu9]Eu‹]E9]>HH5EHu9]EuHHH@HHDžq HYEH8Dž@DžH@HH]E9]>HH5m:Hu9]Eu‹]E9]NEHcHH HHHu9]EuHHHHDžs HVDH8Dž@ DžH@HH]E9]>HH5[9Hu9]Eu‹]E9]>HH5CHu9]EuHHHHHDžx HTCH8Dž@DžHHHHHHHDž} H}CH8Dž@;DžHHHHHHPHHHHH HHHHHHHHHHHH HHHHH HHHHHHHH HHHH H HHHHHHH HHHH HHHHcHHHHH HHHHH H(HHHHHDž H~DH8Dž@DžHHHHH HHHH HHHH HqxHHMHHHHH HqHHH Hq|HHHH8[]UHAWAVAUATSH8HHHHLLHHHHEHEHHHIAHHHEHEHHHHHDžHHHHEHEHHHHHDžHHHHEHEHHHHHDžHHHHEHEHHHHHDžHHHEHEHHHIAHHHEHEHHHIAHHHxHxHHIIMIHHHpHpHHHIIIHExHHhHhHHHHHDžHH@H`HH@HXH`HQ?fHnfHnfH~HHHHXHBH`H?fHnfHnfH~HHBH`H?fHnfHnfH~HHBDžHEPHEXHHPH?fHnfHn^fH~HY@fHnfHnf.fHnf.Ƀ ʅt HY@HHHЉHHHA(H HHu)fDžPFPDžDžE0Hu)fDžPLPDžDžEHu.fDžPQPHDžEHu.fDžPQPHDžEuHu.fDžPQPHDžE5Hu.fDžPQPHDžEHu.fDžPLSHDžEHu+fDžPLSHDžExH u+fDžPLSHDžE;H u)fDžPLSHDžEDžTEDž0HPH 0Hƿt$HPH /Hƿu-{tD#-27-?-;Q-'S=S=kS=X?-":-=-#->-j-[S=>-#-z#-hV#-D@-y7-lb6- 6-b=??->-S=US=5/-!R=R=S=4_=R=^=^=^=^=^=^=^=^=^=o^=_^=O^=@^=9--R=_=_=_=x_=j_=\_=#-#-{R=R=R=dR=$R=R=R=dR=)R=R=- ;a=a=\-a=\-a=a=\-jc=Xc=QT-'-+-R=+-]=--+-R=+-t]=a+-RR=?&-(]='---S=)-R={--lS=Y--JS=7+--- S=--S=+---S=)-zcR=\+->)-#R=&-]='-&-]=`H7]=0'-)-)-&-o]=M5.'-)-)-u&-]]=;#]= '-)-)-a&-J]=( '-)-z)-rP&-9]=]=R=S=S=YS=,S=S=S=S=a=S=S=WR=ER=3R=S=S=a=S=S=S=a=rS=OS=F7#S= S=S=R=R=R=R={R=GR=6R=$R=R=R=R=R=R=R=]=]=]=U-]=o]=hU-[]=G]=@7-6(S=!S= O-R=R=`=-c=Q^=D^=7^=*^=^=^=^=^=^=^=^=^=^=^=^=b_=X_=H_=>_='-----&-k]=I1]='- ----&-]=q]=<P-B-2@-^d-,A-A-AA-4)P-z9-J:7--#c=ξ2-$ - -?- - 6-b=b=b=wb=Xc=Q-?-y5-le[2;-(NC-D=6@-ۮԮ®7->-voX7-KA >-ܭ#-ʭ1-5-n9->-ЩS'-D&--]= '---i)-K&-4]='---n)-P&-9]=7-o'-:+---&-]=hS'-+---&-]=lTM'->)- &- ]=Ϣ]=]=]='-+-a+-C--(-- +---ѡ)-+-)-z+-\+-A&-)]=]=ڠ'-ˠ&-]=yB]=0]=&]=]='-----͟+-+-+-c+-E--*-- +---Ӟ)-+-)-|+-^+-C&-,]= '-ם--+-+-p+-R+-4----+-ݜ--œ)-+-)-k+-M+-2&-]=ɛ]=›'-&-]=zbY'-J&-3]=]=]=DV-,V-՘'-Ƙ+-)-&-s]=Q9(]=-;-#ۖ1-=?--9-ՕD-˕ĕo7-bXB7-5+D- @-7-yQ>-ޓדQ>-D=@-N9-A7D-ő7-~tҏ5-ŏ;-l`OƎC-c7-RH.5-T5-C9|5-oe2?-"?5-2(J'-;+-&-]=ˉ]='-+-&-n]=L4#]=b=b=7-!8-6-@-r+@-M-voh[J-ׅM-}L-zM-pibUM-ރуa7-TJ7-yN-oeՀ7-ȀUF-KD7M-0J-&~H-~~~I-~}H-}}|G-|||s|8-C|b= |b={b={b={8-w{b=F{?-5{'{1-{z7-z&z7-y7-y@xa=Wv?-Gv vuP-ucuttrCq5-5q+q!q q7-ppp;-pppppoC-oooozo9-moco1o1-'on7-nnmmP-mxl;-nldlGl;l#lk?-kk5-kkkk1-k)k7-kkj>-jjj3-jj9-je'-e--Ve+- e)-d&-d]=ddd'-Qd--d+-c)-c&-c]=kcSc5c]=aaaaa_3-W__7-^^^'-T^-- ^&-]]=]]]]=(]]v\Z2-iZA-YA-YYXP-XSX6-BXb=7Xb=WM-WWWGWM-=W6W/WiVK-_VVM-UUU#UM-UU UTM-TTTSSE-SN- SScR7-VRpQb=[Qb="Q7-O>-OOO>-OwNA-N2-J0-JR=JS=-6B/BA#-AA'-@&-@]=@@@]=@'-@&-r@]=P@8@+@]=@!-?_=?_==-=S=< -7<_=<_=9-'7a= 7A6.-5S=48-4S=4-4_= 2S=v1a=0b=040 -0R=/_=.8-.b=}.b=E.8--S=--S=k-S=Q-?--,6-;,?-+,+?-+c+?-S++R=*#-**-*_=L*S=9*S=-(?-( 'R=&R=&#-&v&^=f&^=V&^=F&^=6&^=&&^=&^=&^=%^=%^=%^=%^=%^=%c=h#>-[#T#":-"""<-!7-!!;-!!k!V! <-> 7-1 1-7-2>-%`=`=`=`=aS=FR=)U-]=]=`=`=`='-)-&-P8 '-)-&-{R=p#-^ER=-#-S=#-#-'-+-d&-+'-+-&-b%-S,-8S=$-z#-hNS=?#--'- )-&-'-x)-]&-$ R=#-#-o#-]5'-&)- &-'-)-x&-?' '-)-&-w'-h)-M&-R=#-R=#-kR=`#-N9R=.#-R=#-R=#-R=#-qR=f#-T?R=4#-" R=#-Y-#-{R=c#-Q>#-,'- )-&-'-w)-\&-# S=#-R=#-u#-c4S=%#-R=#-R=#-'-t+-Y&-  '- +- &- u W %-H *-- R= $-  o #-] J '-; )- &-   '- )- &-T <  S= #-  S= #-  #-| _ R=T #-B % R= #-  R= #-  '- )- &-G /  '- )-&-rS=c#-QCR=+#-#-S=R=sU-M#-;!S=#-R=#-R=#-]Y-SLE#Y- %-,-$-B,Z-V-#-#-~h#-V@#-.#-V-[-(- '-)-w&-`]=>&]=`='-)-)-&-]=kZ]=I`=7`=)`=#- `=#--]=]=`=-W-kV-PV- ^p ^p8 ^8 ^" ^ ^H ^H ^ ^  ^ H ^H ^  ^ ^H ^H  ^ ^! ^H ^H ^ ^ ^X ^X ^ ..`0 1 2$202N2Z2+`272+{v3<N#ENKlx3Yqgxj6d"rEZA<e}>Xl:V^gVp]"xu* )2 -P$  xW_lsoptn__memmove_memset_lsnkey__sol3ls__sol1cm__lskey___gfortran_compare_string__gfortran_st_write__gfortran_transfer_character_write__gfortran_st_write_done__gfortran_string_index_optokn__opnumb___gfortran_st_read__gfortran_transfer_real__gfortran_st_read_done_oplook__lspar1__lspar2__mcout___gfortran_transfer_integer__gfortran_transfer_integer_write_lsfrmh__dload__dcopy__cmqmul__dgeqr__dgemv__dgeapq__lscore__solmch__sol1ls__dnrm2__sol3cm__lsgset__dcond__ddiv__sol5cm__lsprt__sol4cm__lsgetp__cmalf__lsmove__lsadd__lsfeas__lssetx__lsmuls__lsdel__cmwrp__cmprnt__cmrswp__dswap__f06qzf__f06baf__f06qxf__f06qtf__idamax___gfortran_transfer_real_write_cmtsol__ddot__daxpy__dtrmv__f06qhf__f06qkf__f06qnf__f06qrf__f06fqf__f06qvf__dscal__dtrsv__idrank__lsadds__lsbnds__lscrsh__lschol__sqrt_dsyr__lsloc__lsdflt__icopy__lssol__mchpar__pow_cmchk__dgeqrp__lsfile__opfile__lsopti__lsoptr_LC2_keys.1982_ties.1992_type.1996_first.2172_lstate.3828_lstype.4701_icrsh.4695_chess.4692_title.5009EH_frame1