ELF>@f@8 @::Qtd@@@Ptdrrr||PPPtuRtdPPPpPP$$pPP````XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXT0lui wJ ui whPEXpE``ffegffegf5iffegfIf5i f(f0eg8f@of`fhfpLfffQffTfffffZfYf^fafegh Tf(f0f8f@fHZfPYfXeg`hTfdfif$^ffnfqffZfYfeghffegf ^f(af0h8tf`fhfpfx^fafegh_ffyfff|ffffffff f(f0eg8f@fH^fPafXfg&gfffffg&gfffffff g(&g0f8f@fHfPf`gh&gpfxffffg&gfffffffffff ^f(af0f8f@fHfPhXf`fhfpgfff gg g&gf^faffffffggg )g(.g0i8f@hHf`)gh.gpixq>G>X@7ip@@@@ @`@X`h px#&(46CDJS (0 8 @ H PX`hpx !"$%'()*+,-./ 0(10283@5H7P8X9`:h;p<x=>?@ABEFGHIKLMNOPQRTU V(W0X8Y@ZH[P\X]`^HHaHtH5ʏ%̏@%ʏh%h%h%h%h%h%h%hp%h`%h P%zh @%rh 0%jh %bh %Zh%Rh%Jh%Bh%:h%2h%*h%"h%h%hp% h`%hP%h@%h0%h %h%ڎh%Ҏh%ʎh %Žh!%h"%h#%h$%h%%h&%h'p%h(`%h)P%zh*@%rh+0%jh, %bh-%Zh.%Rh/%Jh0%Bh1%:h2%2h3%*h4%"h5%h6%h7p% h8`%h9P%h:@%h;0%h< %h=%ڍh>%ҍh?%ʍh@%hA%hB%hC%hD%hE%hF%hGp%hH`%hIP%zhJ@%rhK0%jhL H=HH9tH~Ht H=H5H)HH?HHHtHEHtfD=eu+UH=*Ht H=·Yd=]wt$HGHtH]f(H9u"f(Ըff.fH]f(9f/wRqHBHTff.ff.H_f(H9uf\f(*^\f(fD~$" "Yf/f(vx"%x"fD`"f/vt4HGHtff.H_f(H9uf(ʸff.fH_f(9f/wVqHBHTff.ff.Hf(]f(H9uf(\f*^XfD~.`!Yf/f(v@f/@!w 6!&!@AEAӉA)A)AA9DMDAD9ALAEAA9?AxE:A)AGDBL))DAэBADfE9A)@H=H=)@SHHHHHYHLAM1HI;tHcDA HDH[fDA3vff.ff.HPL9CHILc HI9t9PLcLc؃(N LcJMI)HII9s J H9AJT fIAIIM)ff.ff.HIA@L9uƒtjADJA)McBDABND9~))DѹJA )H$)H5о HH$H$QH$HD$P.^_HLT$0HHPLT$8HT$0HL$HMLHt$DHD$RHD$dPHT$@Rt$@t$@t$0LD$HHT$0H|$@H0LT$8Ht1D$@D$@T$\HH=1L$L$HD$`L$?L$HoHt$H=L$UAWfvHHAVH AUATUHH SHHcH$0HDŽ$HDŽ$DŽ$H$DŽ$HDŽ$H$DŽ$HDŽ$H$DŽ$H$DŽ$H$DŽ$H$DŽ$H$HDŽ$H$ DŽ$HDŽ$(H$0DŽ$HDŽ$8DŽ$HDŽ$@DŽ$DŽ$)$HPH$(PH$ PH$ PH$ PH$ PH$ P1L$L$#H@1fo foH$H fo)$hfo%foA)$8)$H)$X$vL$8ATL$Y^IHfoLhH$HAfo-)$fo5- fo= foX)$)$)$$L$ATL$QIXZMIFH$L$HLH$$$L9$tI.tvL9$tI/tFH$H$H[]A\A]A^A_@HuH=/L'DLH$H$fDL};HlH=LXfDH$H$HHHD$$$$H$H$HHHD$$$H$H$H HHD$$$Afo foZH$H )$Hfo )$xfo9)$Xfo $)$hH$HHD$0PL$(HD$0AZA[HlHD$ fo _H$ HAfokH@)$ fo B)$fo)$fo "HD$X)$$H$HD$8PL$8bHD$8AXAYHHD$($$H$H@H$ADfo fo$HD$@D7)$))$fo qD)$fo)A )$)fo 2$H$HH)$H$H$HD$@PL$_~HD$@^_H$$+$+$HH9$H=H5|H|$0H9$tHH$HHqH|$(H9$(tHH$HHDH|$ H9$HH$HH[H|Ht$(H=f7HuHt$0H=HD$0GI~$ ~$H$PH$@ALf~$H@H5f~$fbfffHD$h fb)$@ASH$XHD$@P|HD$XZYHeHD$H$Iً$$H@W$HD$`$$$IЍWH$H5 H$0$HH$0APAH$HD$`P{HD$HAYAZHHD$8H$IH5JH$8AH@HD$XHc$H$8QH$HD$xP{^_HHSHPHT$xH$MLH$HD$pRH$PH$PH$RH$P$$H$P$H$P$t$pt$pt$pL$HT$pH$Hp Ht 1$$H+H|$8HH$HHv4HwHt$8H=aH0Ht$8H=HsHt$pH=]HHt$XH=c^H,$Ht$HH=1H$DAWfvHHAVHAUIH ?ATUSHHuWH$D$|HDŽ$HDŽ$D$xH$HDŽ$H$DŽ$HDŽ$H$DŽ$H$DŽ$H$HDŽ$H$DŽ$HDŽ$H$DŽ$HDŽ$DŽ$HDŽ$DŽ$DŽ$)$PH$PH$PH$PH$P1L$L$H01fofo-qH$HAfo5)$8fo=] fop)$)$)$($FL$ATL$wAXAYHHfo1LxH$H Afo%)$fofofo)$X)$h)$x$L$XAVL$v^_IHH@H$Lt$|H?LH$D$pD$pL9$tI,$tzH9$tHmtIH$H$HĨ[]A\A]A^A_+HuH=LDHhH$H$fDLHyHhH={LsTfDH$H$HHHD$D$pD$p Afo foH$H )$fo #)$HfoS)$(fo $U)$8H$HD$ PL$(uHD$ ZYHXHD$fo {H$HAfo7H@)$h fo ~)$fo)$xfo >HD$()$$H$hHD$ PL$~tA[IXM|$|$LT$IBH$H$Afo Dfo4HD$(D7)T$x)ЉL$tD)$fo )A)$) )$fo `foH$HHH$)$$H$HD$8PL$sAYAZHLT$ID$tT$x+D$|+$HH9$H=H5L\$L$L$L\$L9$t I+UL9$t I*4H|$H9$;HH$HH'HHt$H=&!gHuHt$H=ICLT$0 H$L\$HIٹHD$HAL~$~$Hden `z`f~$f~$fbffffbfo r)$fo2)$(fo )$X)$8fo ZH$g)$HH$(HD$PPqHHD$H_AXL\$LT$0HD$8$L\$HIً$$LT$0AH@Wfo fofo HD$PD$|fogfo%)$p)$)$$)$$H$H$HH$H$xHD$`Ppfofo ,HHD$(fo<Yfo^LT$0L\$H>HD$L\$HIH$LT$0HAH@)$fo)$HD$`Hc$)$H$)$$H$HD$hPoHXZHLT$0L\$HHSL\$hLT$`HT$H3HL$xMLHD$0Ht$tHH$PH$PHT$`RH$P$$H$Pt$hH$Pt$pt$`L$HT$`AH$H`lLT$`L\$hHtD$pD$pmH+DH|$HH$HHL\$L$L\$L$LLL$L$L$jL$HHt$0H=L$fL\$L$5L$L\$H2Ht$HH=ǾL$L\$L\$L$L$L\$HHt$XH=L$L\$L\$L$跽L$L\$HHt$`H=IDL$L\$HL\$L$տL\$L$$Ht$8H=1L\$L$L\$L$H$Zff.AWHHHWAVAUATIH ьUSHH-)KHD$`D$HD$0HD$8D$Hl$@HD$HHl$PD$ HD$XD$$Hl$`D$(D$,P1LL$XLD$HG[A]1fo0foHT$0HAfo 7)$fo fo*)$)$)$$L$AULL$HlAZA[HfoHfo fodLhHD$0D$bH5H$1HH H=3H+H9\$8t H+"HD$(HD$(H[]A\A]A^A_fDHT$@HA)$( fo )$)$8fo")$$EL$AVLL$XkAXAYIHL$HT$@AHH9|[Ht$XMwT$H9H|$HD$D$L9|$HI/LǼfH= H5zH蠼3HH=ӺL˼fDDID$sfoHcD$HT$PIH A )D$hfoHD$X)D$xfos)$fo)$fo$HD$hHD$Pi^_HHL@LD$HL$LLH$HD$$Ht$PHD$(PLD$LL$,AH|$蘹#ZYHtD$D$L$$T$ H1H={?HD$(aD۸HWH={LsCfD賸H&H4$H=OJDAWHHH AVAUATIH USHHFH$D$DHD$`HD$hD$@H\$pHD$xH$D$HD$LH$D$PH$HDŽ$H$HDŽ$D$TD$XH$HDŽ$D$\PH$PH$PH$P1L$L$JH 1fo2fo-HT$hHAfo5y)$Hfo= fo,)$)$()$8$UL$AUL$gHXZHt[Ll$LH$H_LuLD$@D$@uOH9l$pt HmuHD$`HD$`H[]A\A]A^A_Ð{HuH=LDfofo%H$HAfo l)$fo fo/)$h)$x)$$L$hAWL$fA[IXMiH$MzH9H|$XHLT$LT$D$@D$@t=L$Xv|HH$1H5HH= HLT$L9$I*L萷|H耷~D$@D$XtHD$hLT$HT$xHAfo}D$L )$fo)$fot)$fo)$fo$H$HD$PL$dAXAYHLT$IhL$LHT$xD$DHH9ICH$T$HHD$H9H|$PHL\$LT$7LT$L\$D$@D$@tYD$Px L$L9H$1L\$HuH5rHLT$1H=ZHRLT$L\$L9$:I+0LLT$ӵLT$f[HH=LH=H5pL\$LT$ѵLT$L\$zT$@D$P\LT$HHt$H=耵LT$vH$foVL\$ H$foLT$IHD$\HcD$L fo :fo)$Afo%)$)$8)$(H$$AH$HD$0PLbfofo HHD$ fo<^fo_LT$L\$ mHD$L\$0IH$LT$(HA H@)$ )$HD$ HcD$\)$H$Hden `y`)$H$H$HD$(PaZYHLT$(L\$0H HPL\$8LT$0HT$(ԱHL$HMLHD$ HD$\Ht$DPt$ HD$hPHD$lPHT$HRAWHT$8L$AH|$PH0CΰLT$0L\$8Ht1D$@D$@H|$HHD$HHL\$LT$L\$LT$L\$LT$fLT$L\$HHt$(H=LT$L\$L\$LT$$LT$L\$HdHt$ H=谲LT$L\$DT$\HH=l1L\$LT$"L\$LT$HD$`ff.AWHHHfAVAUATIH ~USHH=H$D$@HD$XHD$`D$<H\$hHD$pH\$xD$DD$HH$HDŽ$H$HDŽ$D$LD$PH$D$TPH$PH$P1L$L$蒱H 1fo*fo%BHT$XHAfo-)$(fo5 fot)$)$)$$4L$AULL$p`^AYAZHHt\Ht$xLl$@HLpL7D$4D$4uSH9l$`t HmyHD$PHD$PHĘ[]A\A]A^A_DíHuH=gL_Dfo0fo=8H$HA fo)$xfo fow)$H)$X)$h$L$HAWL$P]_AXIHH$LxH9H|$HHHD$LT$D$4D$4t=L$Hv|H%H$1H5H,H=UHMLT$L9$I*LخxHȮzD$4D$HtfoHD$XLT$HT$hHfoD$@A fo l)$folfo)$)$)$$H$HD$PL$[Y^HLT$Ifofo fo4D$8+D$@HT$hHH9}H= H5L\$LT$ LT$L\$L9\$pI+LLT$莭LT$@HH=L賭fDICT$HH5_HHt`H{H53H9t 袦Hf.*A$zH+urH讧h@HC2LHHHD=ѥ̧1H[]A\A]HHmA$Hmthf.zt<DLHLfH+uHx裤HH[]A\A]HA$kHuHۦH1!HfATUHSHH~H532H9t I.t*Hrf.Ezt)[]A\LHH[]A\fDã[]HA\DAWHHHAVAUATUHH sSHxH1HD$pD$(HD$8HD$@D$$H\$HHD$PH\$XD$,D$0H\$`HD$hH\$pHD$xD$4PHD$hP1LL$hLD$X˥A\A]1HT$@HAfot )$fo)$foe)$foe)$fo$L$ATLL$XRAZA[IHt]Ht$`Ld$0H{LhLpD$$D$$uTL9|$Ht I/HD$8HD$8Hx[]A\A]A^A_HuH=L藤DLt$pH5/I~H9t VL&f.nD$hzxD$$D$$WfosHD$@HT$PHAfo)$Xfo = fofoX)$()$8)$HD$0$eL$(AVLL$h0QAXAYHfoIfo fo~HcT$0D$(HL$P)HH9H=fH5yL\$UL\$L9\$XaI+WLJfDLТHH|$hHdyLdJH H=LD#HzDICL$,IپHT$xHT$xH HD$A Hden `d`)$fo3L\$)$)$)$H$L$AVO^_HL\$HL\$LpHL$,MLHD$HD$4Ht$(PAVHT$ LL$xH|$諟6ZYHL\$tD$$D$$vT$4HH=1L\$LL\$HD$8ML\$H:H=L{L\$!AWHHH1xAVAUATIH qtUSHH,H$HDŽ$DŽ$DŽ$DŽ$HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$DŽ$DŽ$HDŽ$H$DŽ$HDŽ$ DŽ$H$(DŽ$HDŽ$0DŽ$H$8HDŽ$@HDŽ$HHDŽ$PDŽ$HDŽ$XDŽ$HDŽ$`DŽ$DŽ$PH$PH$(PH$PH$XPH$PPH$ P1L$L$蜟H@1foTH$H `teta`DŽ$HA)$8fos )$Hfon)$Xfon)$hfon)$xH$L$8AUL$GLY^HHL$LhHDŽ$I9I~H5)H9wH$H`uL$$tW$ff/v Sf/H$H5HHKu֛H=HH9$t Hm*H$H$HĘ[]A\A]A^A_HH$$t$foE1DŽ$`tt`fofo%H$fo-fo)$AH)$()$8A )$HA)$XL$AWL$0JIXZMfo5IFE1fo='D$DŽ$tp`)$pfoOfo5H$()$fo=Eɿ H$AH)$A)$A)$L$xAWL$@IA[IXMIBHD$H$$fofoRHLT$fo%Sfo-[H$Ht `phi`fo)$H$HA )$)$)$)$H$%H$HD$ PL$H_AXHLT$ICHc$H9$H=4H5r(L9$#I/L踚 L踙f.$ztyfH]DH`HH=L苚fDHH$1HH50H=YHQU@蓗HCH=3L+/Ifo LT$H$foUfo%]H$HH|$(fo-Tfo)$A )$)$)$)$DŽ$`r`H$HD$0PL$FHHD$Y^LT$Hc$H9$thH=KH5p?H|$H9$HH$HHØYH Ht$H=H|$fo;LT$(A`fofo%"H$H$Hfo-H)$XfobA)$hH|$P )$x)$)$fD$H$XHD$8PL$EHHD$(A[ZLT$(HD$H@HD$(H9$$t%Hc$H9$thH=ޕH5oҗH|$H9$HH$HHlVbHkHt$(H=肗UH$H$($$HuoH51H$HH=-H%NkHHt$0H=HD$LT$8PHp H$HHD$0薞LT$8RHT$(Hl$8LT$@HHλHHEH|$0,HuHl$8LT$@$H$`H5n)LT$8A Iى$)M H$8HH$8VH$hHD$8PCHHD$P_AXLT$8aHD$@$LT$PIH@HD$X$P$k Dk4A)DkkDDkH53nBD0$HcA$H$󥉄$H$HH$H ASH$HD$@PBHHD$@ZYLT$PVHD$0LT$hH$H$PH5mIH@ HD$`Hc$H$PAPAH$HD$XP'BHHD$HAYAZLT$hHD$8H$H5mLT$pIH$XAH@HD$hHc$H$XQH$HD$XPA^_HLT$pHHPLT$xHT$pH$H$HD$PRH$PH$PH$RLH$P$H$P$H$P$t$`H$Pt$`H$PH$xPH$ PH$PH$PL$L$H$AH$HĐwLT$xHt 1$$mH+VH|$8HH$HH3H|$0HH$HHt HHt$8H=蠒HHt$0H=|H$`H$LT$0H$H$`LT$0HtgH5jLT$02H$H$H$`՘E1LT$0D$KHHt$PH=H=ՏHHt$PH=贑ZHMHL$@LLD$H=D$@ H$Yff.AWHHHjAVAUATIH dUSHHH$HDŽ$DŽ$DŽ$DŽ$HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$H$DŽ$DŽ$HDŽ$H$DŽ$HDŽ$DŽ$HDŽ$ HDŽ$(HDŽ$0HDŽ$8DŽ$HDŽ$@DŽ$HDŽ$HDŽ$DŽ$PH$PH$PH$P1L$L$赏H 1fomH$H `teta`DŽ$HA )$(fo)$8fo)$Hfo)$Xfo)$hH$wL$(AUL$`<_AXHHyL$LhI9I~H5H9H$HL$tAvjH5UH$ 1HHMkH=;kH3mL9$I/LlD$hD$ttL$I9I~H5DH9>kH$H/MLD$hD$ho$ff/s|H$ H5MHH5x9jH=bjHZl%DiHH=;jL3lfDHDŽ$D$hfofoH$HAfo)$fo%ܑ foO)$)$)$$%H$HD$PL$AYAZIHvfoH@H$ HA fo-4)$fo5fo=7foHD$)$)$)$$H$HD$PL$8__AXIHH@HD$H$D$p;D$tH$ HM1L\$H5HZhH=hH{jL\$L9$(t I+L9$$I.Li DLhf.8$zt b\gHOIgHHt$H=gifoRHL\$ H$fo-fo5HH$ )$hfo=fo0)$8A)$H)$X$uH$8HD$0PL$HHD$ Y^L\$ HcD$pH9$H=gH5GL\$hL\$H|$H9$qHHD$HH\L\$xhL\$HLfhOeHAHt$H=fh+H|$fo L\$0H$fo [fo3HH$HA)$foHfo)$H|$H )$)$$H$HD$0PL$fHHD$0A[ZL\$0HcD$pH9$H=eH5FL\$gL\$H|$ H9$HHD$HH~L\$gL\$jL\$dL\$HHt$(H=@e;gL\$HD$ H$H@HD$8H9H$HGL\$(L\$(D$hD$hD$AMf/H$H9H$HGL\$(L\$(D$hD$h$HcD$pfA/DL\$H$ HGH5H߸dH=BdH:fL\$L\$vcL\$HHt$(H= dfL\$AE$L\$H$ HFH5sH$L\$HH$@H$H5eGGID$xD$|H H$APA H$HHD$8PHHD$8AYAZL\$HHD$(L\$PH$ H52GH$0AH@HD$0H$ $HcD$xH$0QH$(HD$PPL$HJ^_HL\$PHHPL\$XHT$PbHt$pLHD$HH$PHT$XRLH$Pt$0H$8Pt$Xt$8H$PH$PH$8PH$PH$0PL$H$L$(H$H`aZaL\$XHt1D$hD$hH9$8@H+6HL\$ycL\$HcD$pAD$ L\$`L\$HHt$HH=a|cL\$L\$`L\$HHt$0H=NaIcL\$$HT$(H=$t$|L\$cL\$H$ff.AWHHH9EAVAUIH 6ATUSHHIH$(HDŽ$HDŽ$DŽ$H$HDŽ$H$DŽ$HDŽ$H$DŽ$HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$ H$(DŽ$DŽ$DŽ$HDŽ$0DŽ$HDŽ$8HDŽ$@HDŽ$HHDŽ$PDŽ$HDŽ$XDŽ$DŽ$PH$ PH$PH$PH$PH$P1L$L$2aH012fo foHDŽ$H$HAfo)$Hfo%fo-foŠ)$)$)$()$8$SL$ATL$ HXZHfo58fopHDŽ$H$HEfo=HA)$)$hfo ߉fo5foHD$)$x)$)$$L$hAVL$# A[A_IHH@fo=wH$Hfo Sfo[AHD$foSHent `u`fo)$ )$)$)$)$(H$8L$AWL$p AYAZIHpH@fo%ĄH$Hfo-fo=A HD$fo Hent `v`fo)$H)$X)$h)$x)$H$L$HAWL$ _AXIHH@L$HD$I9t^IH5uH9tLT$ n\LT$ LLT$ \f.LT$ $z$$tjL$I9tNIH5H9~LT$ [LT$ gH$H8@LLT$ $$L9$t I*YL9$t I.L9$t I,$H9$tHmuH\ff.@H$H$H[]A\A]A^A_fDZHuH=ZL\DYHuH=ZL\rf.YHEH=[ZLS\1fDL[3L[L$(I9gIH5tH9LT$ iZLT$ H$ H>L5LT$ $$u$ ff/H ?H5xL$H$HLYH=uYHm[L$@XH!H=KYLC[ fDH$H=L聲LT$ VLLT$ Yf. LT$ $zLZXLT$ H$HDŽ$ PH$H$LT$ A fo%S$fo-1)$fofo%))$fo-)H$H$HH$Hent `r`)$)$)$H$H$HD$0PL$GY^HLT$ IE$$HcH9$H=WH5=L$yYL$L9$"I/LL$YL$LLT$ Wf.;~LT$ $ zt)?SVLT$ H;VLT$ HIH$H|$ $nL$H$H<H5<H1WVH=VHxXL$L$UL$HHt$(H=MVHXL$fo%'~HcLT$0Ifo-foH$0H$0HA )$)$ fo%ˁfo-Ӂ)$)$)$DŽ$tu`H$HD$@PfoHHD$8A[ZLT$0HD$(fo%b}ILT$@A fo-2H@)$  fo%))$0fo-)H$8HHD$hHc$)$hH$@)$H)$XDŽ$wtv`H$(HD$8PRHHD$HAYAZLT$@HD$8$`LT$H$fo%|A H@fo-_f$I)$`fofo%GHD$X))$pfo-8))$)$)$H$@HHH$HH$hHD$8PmHHD$P_AXLT$HHD$@$LT$h$$H@D$Dk7HD$PB9LBD IBBTH$Aʉ$HH$PH59󥉔$H$PAS H$HD$PPHHD$@ZYLT$hMHD$0LT$pH$H$XH59UIH@HD$HHc$H$XAPAH$HD$pPAYAZHLT$pHHHLT$xHL$ppRH$HD$hWH$PH$PH$QH$Pt$pH$xP$$H$P$H$PH$PH$PH$PH$PH$P$L$H$H$H$L$AH$HĐWQPLT$xHt 1$$,H+ H|$0HH$HHL$RL$L$H$H6H57L$`PL$HHt$0H=PRL$tL$0PL$H^Ht$8H=PRL$DL$PL$H.Ht$HH=PRL$L$OL$H Ht$hH=gPbRL$HL$QL$L$H=nP$PLL$P$XLD$H$HT$8$RH$ZYL$}ff.fAWHHH6AVAUATUSHH #HL-9H$HDŽ$DŽ$DŽ$DŽ$HDŽ$L$HDŽ$L$HDŽ$L$HDŽ$L$HDŽ$L$ HDŽ$(L$0HDŽ$8L$@HDŽ$HL$PDŽ$L$XDŽ$L$`HDŽ$hDŽ$DŽ$DŽ$HDŽ$pL$xDŽ$L$HDŽ$DŽ$L$DŽ$L$HDŽ$DŽ$L$HDŽ$HDŽ$HDŽ$DŽ$HDŽ$DŽ$L$HDŽ$DŽ$DŽ$PH$PH$PH$PH$PH$PH$PH$xPH$pPH$hPH$`PH$PH$PH$PH$PH$xP1L$pL$`"OH쀉1EfotƄ$H$H DŽ$)$xfoLyA)$foFy)$foFy)$foFy)$H$xUL$Y^IH*H$XHhL9H$H^3V$$t>$Av~H$Hq3H5QkH1KH=KHML9$t I.H$H$H[]A\A]A^A_$DŽ$tH$`L9tUH$H3U$$z$Av;H$H%3H5j7$DŽ$5L$xHDŽ$hM9I|$H5@H9?:K2H$pH2L $$$pff/v qf/SH$H2HH5iJH=FJH>LhfLKfkIHUH= JHLAfDH qH$p$ $H$$9}aH$HF2H5Fif.LHJf.p$pzt HHfo>qfouHcƄ$ fo ufouH$H$HAfo%u)$ )$)$)$)$L$AWL$;fosufo [uIfo@uXMfopZ8Hc$H9$t9H=tHH551hJL9$I,$~LIqI|$)$`fouH$H$HAH|$0 )$8)$H)$X)$xƄ$L$8AWL$@HD$AZA[HqHc$H9$tiH=GH5~0IH\$H9$HH$HHH IFHvH=@GL8IbH|$H52H$H$AHH|$XH$ W L$(AWL$ RHD$AXAYHH$H@HD$HL9$$t)Hc$H9$H=}FH5v qHH$H9$HHD$HHHGEHH=(FL HH$L$LPHp OYHT$HH\$HHmHHCLbLHuH\$EH,H=ELGH$H$H.HHD$xO$$$$D9~@H$H.H5dH1EH=*EH"G$7H$H$H.HH$jO$$c$$D69H$H{.H5tddH$H$H$2EH$HH52eFH$H$H$M1$$$AMDǍD>))DH$A )H$)H5/ȹKHH$ AWL$AW:HD$@ZYHHD$0$Hc$H@4?$$HD$PHc$‰$))H$$9HLE1$$H5,/H$R󤉄$AA H$AQAL$AWL$ZHD$HAZA[HHD$8H$E1H5 /R$H$H@AA HD$Hc$AH$VL$AWL$HD$P_AXHyHD$@D$D$$H@$D$DD$`HD$L$ G$H$L9H$H+HJL$$CHc$NMH$0H$H5=.AH$ASL$8AWHD$0ZYHHD$ H$ H@HD$`L9H$H_+:$$H$0L9yH$(Hl+$$trH$@L9H$8H}+ț$$t;H$PL9H$HH+葛$$H\$ HHD$HHHA$HT$H$C$L$ D$`)D)ʃDD9|LLD)Qȉ$?HEH=?LA1H=?%L)Hc$NMH$H$H5g,H$AP AH$HD$pPAYAZIH/H@H$MH5],NH$AHD$hHc$ H$QH$HD$xP@^_HHPH$HT$p>H$H$IH$PH$Pt$pH$PH$RHH$P$H$P$t$X$t$p$H$PH$PH$ PH$$PH$PH$0PH$4PH$PH$PH$PH$PL$L$H$LH_=I/L>\?u$HT$$H|$(cA$H;$HT$$H|$(@$8$HT$H$A$(yAWHHH)AVAUATUSHH HL-H$HDŽ$DŽ$DŽ$DŽ$HDŽ$L$HDŽ$L$HDŽ$L$HDŽ$L$HDŽ$L$HDŽ$L$ HDŽ$(L$0HDŽ$8L$@DŽ$L$HDŽ$L$PHDŽ$XL$`DŽ$L$hDŽ$L$pDŽ$HDŽ$xL$DŽ$HDŽ$DŽ$HDŽ$HDŽ$HDŽ$HDŽ$DŽ$HDŽ$DŽ$L$HDŽ$DŽ$DŽ$PH$PH$PH$PH$PH$xPH$xPH$xPH$pPH$hPH$`PH$XPH$PP1L$HL$8;Hp1NA`fo}aDŽ$H$HfD$)$foSf A)$foHf)$foHf)$foHf)$H$UL$zAYAZIHH$@HhL9H$H&AC$$t>$Av~H$H H5oXH1P8H=y8Hq:L9$t I.}H$H$H[]A\A]A^A_$DŽ$tH$HL9tUH$H&B$$z$Av;H$HH5W7$DŽ$5L$xM9I|$H5H9;7.H$pH%L跐$$$pff/v F^f/H$H%HH5W6H=6H8tDL8v6HeH=6H8QfDH]H$p$$H$$9}aH$HH5wVf.L6f.@]$pzt d5Hfo]fobHcҹ`fo bfobH$H$fo%cf$`H)$ A)$()$8)$H)$XL$AWL$^_Hfoybfo abIfoFbfo.]>Hc$H9$t9H=5H57L9$I,$L6|I|$)$fo(bA`H$H$HAH|$ )$x)$)$)$fD$L$xAWL$HD$A[ZHtHc$H9$tiH=:4H5#.6H\$H9$HH$HHH5E3H{H=3L5gH|$H5l%QH$H$AHH|$@H$PW L$XAWL$HD$AXAYHH$H@HD$0L9$$t,Hc$HH9$H=3H5 5H$H9$HHD$HHH4*2HH=2L4H$L$LPHp b< HT$0H\$HHYHHCL9HuH\$1H)H=P2LH4H$L9 H$H >$$H$L9 H$H!$$H$(L9 H$ H!Ȍ$$H$8L9H$0H"!荌$$DH$XL99H$PH/!R$$ $Pff/H$`L9H$HM!`;$$$$D9H$hL9H$Hp! ;$$b$Hc$D9~@H$Hw!H5PH10H=70H/2$H5"MA Hc$H$H$9HLȉ$H$MAW L$AW:HD$(ZYHzHD$H$`H$MH5!A H@ HD$HHc$H$AQML$hAWHD$0AZA[HHD$ $M鋴$$H@$ADHD$PD7))DѹA )H$)H5e!п HH$H$VL$AWHD$8_AXHWHD$(D$D$$H@$D$DD$`HD$XL$8#4$H$L9H$HtH8$$$$OMH5 A?H$$ $$H$$Hc$H$AWL$AWHD$HZYH1HD$8H$H$OH5x AH@ HD$`Hc$H$AQMH$HD$pPxAZA[IHKH@H$MH5Z OH$AHD$hHc$H$VH$HD$xP_AXHHPHD$xHT$pf,H$H$IH$PH$PH$RHH$P$H$P$H$P$$H$P$H$PH$PH$ PH$PH$PH$PH$ PH$$PH$PH$PH$PH$PL$L$H$LH+*LT$xHt 1ɉ$$tW$LT$H=KPt$@LL$8$LD$0$HT$($-H$XZLT$I*uL,I/Lo,*HuHt$pH=*,)H|Ht$hH=*~,fD$8T$`D)D)D9L:D)Qȉ$#{)HH=*L,H$HH5JJ$fDx$*,,f(fA*EX,D9ALlj$$fDx$*+f(fA*EX,D9ALlj$L)H$HuHH5cI(H=)H+f*$$P$~kHL$1  _f(H9$0Q$~:HL$1 ]f(H9$ |OjOދ$~bE1L_f(H9$TE1L]f(H9$NH$`H$H$(H$`HtDH5)H$H$H$`^01$FNzH=|'f.AWHHH9AVAUATIH USHHɴH$@D$tHDŽ$D$xD$pHDŽ$H$D$|HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$H$HDŽ$H$DŽ$H$ DŽ$H$(HDŽ$0H$8DŽ$DŽ$DŽ$H$@DŽ$HDŽ$HDŽ$HDŽ$PHDŽ$XHDŽ$`HDŽ$hDŽ$HDŽ$pDŽ$DŽ$PH$@PH$8PH$8PH$8PH$0PH$(PH$ PH$P1L$L$_'HP1foMfoR`D$lfo Rfo"Rf$H$HAfo% R)$ )$)$)$)$L$AUL$A^A_HfoQfo QHfoQfoXLBLh)$@foQA`fD$`H$HA)$ )$()$8)$XL$AVL$gAZA[IHwH$LpH9H|$xH1.D$hD$ht?L$xAH$HH5 DH1E#H=n#Hf%L9$tI/tvH9$tHmtEH$H$H[]A\A]A^A_k"HuH=#L%DH$H$H$fDL$fDD$hD$xVH$ H9twH|$|H-D$hD$h(L$|Av^H$H3H5C!HH=K"LC$fDD$hD$|H$0H9HyH5pH9/H $f"H $H$(HH3{D$hD$h]$(ff/sXH$HHH5KB]!H=!H~#fHDŽ$(D$hH$8H9H$H+D$hD$hH$D$p;D$xH$T$t;T$|H$HAH5AYH!f.G$(ztDŽ$jHH$HEAH5[AfoSHо`Af$ )$pfoMHcH$H)$foMH$)$foM)$fo7M)$H$xHD$PL$DHD$_AXHT$pD$tHH9$tDH=H56!H<$H9$HHD$HH !H$H$H@HD$(H95H$HFzD$hD$htH$H9jH$HzD$hD$h\H$H9H$H-yD$hD$h'H$H9H$H@yD$hD$hD$xL$pD$9T$|D$tЍT$9H$HRH5p?H1H=H |AEt!IEITH]f(H9u$HOHt$H=9T$p~:AEt!IEITH_f(H9u$l]DT$tA1A]f(H9$^DLT$Afo8fo f>H$J )$$foG>H$fow>$)$$H$H)$)$$L$AWL$fo=fo =HHD$(fo18ZYLT$\Hc$H9$t0H=H5:ULT$HH|$LT$ H$HAH$H)$hfo@=)$H)$xfoh=H|$@ )$X$L$HAWL$HHD$ AZA[LT$ xHD$H@HD$(H9$t:D$|\Hc$H9$H=H5.HD$L$LT$ LPHp LT$ HT$(Ld$ ILl$0MHH5HHEL/HuLMLd$ Ll$0MH$PIIHc$H5LT$0H$(A 󤉄$ H$(VL$XAW製HHD$0_AXLT$05HD$ LT$@H$H$8H5tMIAH@ HD$HHc$H$8ASL$AW#HHD$@ZYLT$@HD$0LT$XH$H5M$KIH@$ HD$@$$@H$@HH$@APAH$HD$XP胼AYAZHLT$XIfLXH$IH5NHc$LT$`H$HL\$XH$HAQH$HD$XP^_HL\$XLT$`HL@LT$`L\$hLD$XV $$H$L\$hHD$P΍IHcHIHkH$QLD$`APRHRLH)HcLIRPASt$xH$pP$t$XH$PH$PH$PH$PH$PH$ PH$PAUH$PH$H$L$L$$AH$HĠ! LT$`Ht1҉T$|D$|I/fL YH$PH$LT$ H$ H$PLT$ HtdH5LT$ H$H$H$PE1LT$ DL$|} HgHt$PH=  QH=  HHt$PH=n i P$HH=,PSt$Ht$@AR$`D$$8HL$@D$HT$H$ $ H$H0ff.fAWHHH+AVAUATUSHH HL59H$HDŽ$D$|D$xHDŽ$L$HDŽ$L$HDŽ$L$DŽ$HDŽ$L$HDŽ$L$DŽ$L$HDŽ$L$DŽ$L$HDŽ$DŽ$DŽ$DŽ$DŽ$HDŽ$ HDŽ$(HDŽ$0HDŽ$8HDŽ$@HDŽ$HDŽ$PH$PH$PH$PH$PH$ P1L$L$4 H01Afo/D$|H$H )$fo5)$fo5)$fo5)$fo1$&H$UL$AXAYIHH$H$HL`HD$xD$x$AHH.DŽ$H$H$$9L$M9I}H5:H94H$HeL`D$x@HH$H$HĈ[]A\A]A^A_H$HyH5B(H1H=9H1H$H$H$H$H5 (fDA$$D$xS$A $f/<L$M9cI}H5H9o bH$HL^D$xD$xHc$$fA/D`L$M9jI}H5H9rH$HTLd^D$xD$xj$ff/[$fo2 fo,fo 2AP)$`fo2$foD2Hc$$H$H)$8)$H)$XH$$vH$8HD$PL$観^_Hfo 2Ifo 1fo+Hc$H9$H=H5HfH=H2@Lpf.*$zDH$HH5%H߸5H=^HVHc$AD$Lf.0*$ztWfKHHH$HH5%`f*$H.Laf.)$zt%~H$H+H5$HPI})$fo@0H$HAH$)$fo/H|$X )$)$$H$HD$PL$OHD$ZYHHD$H@HD$0L9$D$x Hc$HH9$tHD$0AZA[H,Hc$HH9$t3H=H5H$HH5 HD$ JMH$$H5AH@ HD$H$R$H$HH$VL$ATj_AXIH[L`Hc$E1H5$H$H$AH$PAAH$HD$8PL$HD$8ZYHtH9uAt)H$D҃P H$)ЃHLD$xHLDT$ L$H$H$} H$8.H$DT$ Hc1H$H\H9}f.f.f.f.f.fAWIAVIAUATULSHHT$PH\$xHL$LD$X+A+LL$`D$ T$H.HcD$LLLL$pLD$hHL$ L,IL.E|$ DfHL1f(AAAAHG HI9f.ztȅ~߃Hcf(Ltf1ff.fALfA4HfYfYXfXH9uEtB McBYHY\XHI9t$f.zUȃtMcfH[]A\A]A^A_f.f.f.f.f.AWIILAVIAUATUSH6E#H$PLD$DnHL$(Hc81LL$@t$|L$pHIDl$xHHH$`D$Hc1HHHIHHE)HHHD$PHcAIcAEyH?nH$HH$I4H$DHt$XH48HL$EMIHD$`HHHHIIHT$hDAHD$pHqIHD$HH$HD$ H$HD$H$HD$LMIH$HBLf/f(vf(f(f/$HcADf/wJILE1.ff.@HuAf/PD9uEtD$HL$HT$@LLLL$ LD$T$8\$0$$D$xH$\$0T$8)BLH$p$BDD$|tx$H|$XBt_$H|$`BtF$H|$hBt-$H|$pBt$HD$HBID9rH$`H$H$H$L$L$pDH$@D(HD$(E}D$AÉD$IcE)AAEMcÉD$0CELd$PHH$xH$H$xH$J DT$@H4H$xL$pHt$XH4J&L$HH$HD$`HJ HDLHTHDHT$hDMHD$pItAAHDl$0HD$HH$HD$ H$HD$H$HD$H$XBLf/f(vf(f(f/$HcADf/w?I E1&HuAf/b9uEt$HL$H$@LT$8LL$ LD$\$0Ht$(A$H$\$0T$8D)EBL$H$xBDEt|$HD$XBAtb$HD$`BAtH$HD$hBAt.$HD$pBAt$HD$HBID9d$@wAH$H$EH$L$pL$H$P%H$`H$D$pIDHDyHt$`IHD$HDHAjM4BDT$hLL$HtHL$HH$H4DHH$H$H$HH$H$D$|Ht$XHLDHHIDD$DEMD$ HT$`T$xAÉD$HH$H$LDD$|$tkA$tXA$tDH$$t*$tH$A$D$h~_$H$hH$xHD$@HcD$pHºHD$8D$xcLT$8HIDLT$@HL9u܋T$hT$pHD$`H$IH$HD$`H9H[]A\A]A^A_H$L$AH$DT$HADTff.H|$IcL H|$X'HD$PHT$(fɉL$0HHD$ff.f'E f(KL LHfff.ff.f.fHfYfHfYXfXH9uEt;D$BHcD$ HHL$HcHHL$Y$H$xf(YXHEML9@HT$(L$0HD$8HLHH9T$@tCH$DT$HDTfDHEML9fDҸYL$H$$f(s$f(x$$DHIUIjISH0IcH\$HLDI@HHL1HIDAAf.zt\f(\^A \\YYAXALAHH9uHIH9yH0[]fIDHH9zHIH9IfDSHcAA ADYE)E9D9} [f.H4I&fDf/w[HHHGf/GwD9}HcD9}HHcHAA9|,f(Df/rA[A[A f/|HcALIcf/ whMcfB/sMDf/sAA~eA@HJH| HfDHPADf/r H9A2[A([f/DsHH9uA[f.f.AWAVAUATUSHMcH$hHL$`HT$HL$Hc1Ht$@LD$HHH$PHIL$L$XH$H1MIIL$HH$E"H$HH$C$$H$`H$pf 1B&$(Yf/$ H$$Hc9 H$HP4$8f/ H\H$D$x$H$H$DŽ$4H$L$DH$HD$PH$H$DDIHHIH$HH$HH$HHH$H$H$HpHD$XH$pH$@9$uH$$AE))D$p$ $tEH$XAt$HcH$P HcIcHHII)I9} H H$Df(f(ffHDHH$HH)ff.ff.@ HH@H9uDAtH$׉)Hc\H$HEDH$1L$HDT$譵DT$EL$EJ~YHl$PAt$L$@L¸ff.ff.fHH9uHIL9uD$D$lE H$D$H$AH$H$lH$H$H$L$HAH$HD$@IcDBLHD$`B\HD$Hf/$BTAD$Y$wQ$HD)HL 1&ff.fHDf/DAH9u܄t$lL$L$HT$H$H$X\$H$UH$T$DEA\$Rf($H$f(DH$ffBDfBDfY)$tkf($H$fBDH$fBDfY)$t3f($H$fYfBDH$fBD)$AtJDЃH$HHPHH$I >HH$YD$lH$AH$Lt$hH$EE)Dl$pMcH$N LEfDAHIHA9G@f$f.zDtHD$H$L$L$xH$LLD\$ J4DL$LD$LHLH$i&D\$ LD$H$DL$AS8HD$9DD9;H\$XAPDL$HcLD$ HH$HD$(D\$0L$D\$8MLd$PHl$DLt$IDH|$LLLIM%9}DL$Hl$LD$ HD$(D\$0t$8DLt$hDl$pH$H$$YIXD9$| D$lfDD$lH$DL$HH$8u $8$HcH$|$xL$hL$H$@f$8DH$H$|H$H$ H$PDEH$$ H$`f(\f(fT 4f/ff/H$$(9H$h;eH$DEH$D$xDH$D$l$p\$0EЉL$8L$A|$(H$fHD$*/L$L$Oʼn‰AƃD$ AH|$HT$HD$HH$lHD$`tIcLHD$@f/LD9D$(ADD)ׅHL$HcLfIHff.ff.ff.ff.ff.:HfD(fxfF LfAYXfXH9uEt8D$HcD$ H$IHcH1H$HH$H$HT$H$H$L$Lc0D.H$ H$H$E!6Hc/xA9Hx[]A\A]A^A_H$xA9~ET$A}ED)A)A))E։L$ADL$DT$HAD9|A9|E~AtuH$ff.ff.ff.ff.ff.H$f(Df/"HA9}ۅtRH$ff.ff.H$f(Df/H9}H$Dd$`Dl$d~ H$LL\$ HEL\$ HcD$IcD|$@IcDl$LMKHD$ HIcMH)ȉ\$XLHD$(L\$PDt$0ILt$(Dd$8Ld$ IfD$f*)Ѕ2D$f(ALD$ ffAAA)HLL@HL9 \f/s~IcٽLIH$Mf(fJlL$I\E1ff.ff.fBDfB4f\fYf^BIM9uD9t6C)H$DC\McHcDB\DY^BDAfDLD$ IcHIH9Dd$8)l$Lct$0D|$@A)Dl$L\$XDd$`L\$P{D$HcT$HHT$0IHD$8HH}DL$\$(HEHL$l$\HfDDt$LLt$8HqIcL\$8AHL$@DHl$@D|$XADDl$PE͉D$ AffL$IA*H$)f(fۅ:ff.ff.f.AIHE9A A\ f/sE~f(I HE1f0@Af(fAf9f\fYf^fHfHE9uEtD$ H$DHH\@Y^@RfAHH9T$(Lct$LD|$XDl$PHcl$\\$(L\$8T$A)Dl$d)ڃ|$BAnfT$DDt$(D$ DDDbT$Ll$0D|$8DHAAǃ|$ LcLcLL)HH$N,N1ff.ff.fADAHH9uEtL$ HAƍ9HADADE9|LciL$MLD$(DGLL$I\LD$(ff.ff.ff.ADA\@IY^A@L9u9Lct$(D|$8DT$T$D$Ht$hI0H$HcH$HcDHD$AD)D t$xD)Ɖt$|H4H$t$8$HH|$(HcD$(HD$PHD$t$0IcfHL$PHl$XHl$$Dt$H~L HD$@L$(AAˉf)*ӅH$LD$@ALh?ff.ff.ff.ff.fAIIE9tQA A\f/sE~Lff.fD\@Y^@L9u랃HD$@AH9*Dt$HHl$XfDAWIAVAUIATIUHSHHHcH$D$4Hc0H$8HGHD$8H$ APw&MD@DxLDD$0E$D|$,EHAvHH[]A\A]A^A_@G?D$~D9|DLDEAEED9|A]D$ff(@f(ADf/sfA/TsH9D$ARH$f/_f.zu BT9JH$DL6$$L$A<Hcɍ8A7HcDHcDMcAHMcOLAQL$IIDPH$JDIPH$HDLPH$HDLPH$HDLPH$HLP$$$$$H$PH$PH$PH$P$$sHĠ#H$Hc?D99ALL$Lc)H$Nt$Hcf(M L\H4$LL$AIbL)MBL LD$LL)LGK< I9IyAI9@A H<$DD$McLH)HH4$H@L)HHt$AD!@"|$L9AD$M9H$f(H$fJL HNDIf ff\ʃfAffXA fIff\fAHfNfXAIIHLL$L$H$H$!IH$dH$L$Hc0t$NH$HHcHcHc \ XkHt$H$NH$\IIX Ht$N\IIXNN\IIXNN\II XNN\XA(IF Ht$H$NH$\IIX փ9rt$PNAWMAVMAUIATIUHSHHHuH$L$L$L$EH$EE?D$8LH$LT$8L$ A DPAw EWAvHH[]A\A]A^A_f.E$DT$ AAwDHEEDL$D9|DT$D9|EOG DT$D9|DL$D9|ADL$DDT$0AE)DL$DT$AE)EDT$EDL$EL1DT$4DT$DADDT$EDL$GT DL$DT$AEDL$EDL$DE9ADMEE9DL1AAD9 $L$AEAf/L$ALcCLf/DT$Af(CDf/ID9}L$AfA/gLcCDL$fA/JACDfC/D0ID9}|$ DT$H$ff/f.zuD$9D$9H$ E1DA@MI))D$,D1V$(Ht$EJDT$,DDkGT GE DT$,D9DMEE9ET7AAD9T$EffA/rMcClf/VAt-DT$ACLfC/L1IE9}DT$ f/f/5LcXBDf/t$DT$ABDfB/DID9}DT$zf҃|$*L$A |$(L$HEL$AD$DT$f(f(D$PAH$B|If(_]f(f(D9L$ }\DT$EыD$L$fAnAB8fpIB(IB0IB@IBHAJ ARPARXL$fAB H$DD9AH$ 9yIc1EH$HH\HHuH$DT$ H@`u$G H$A]Y~@hHcDLDD$,H$HL$(L\$H<l$ dL$(|$L\$l$ DD$,NAH$Hc L$ L$L$ADALf/rH$ff/qH$l$Dl$\$ADEA\$,D<$A\D|$AEDt$Gd=D|$EEt-ADDt$ McACDD|$McD$D$E4$EH$G\A$McMcH$ N|AWH$NlAUH$N\ASH$NTARDT$PH$ AMcNTARD\$TESL$(McOARL$0MSARDT$XL$8AMcOAREVL$@McOARL$HIP$L$PHIPDt$|L$XAFHIPCH$`HHPAD$H$hHHPD$H$pAGHHP$x$x$x$x$x$x$xH$PH$PH$PH$$PH$ PH$$PH$4PH$PP$$$$QH0DAWIAVAUATUSHE9.H$D0H$ ExEHE9EtHĘ[]A\A]A^A_ÐH$DD$PHE`D$TA@)ʼnD$IcHD$(Hc<|$ ~1H$L\$HD$T$XD$T$L\$EDD$LSEfHL$(D,$MѿL$Aff.@f)*}DL)HI4Lff.ff.ff.ff.ff. \f/sB\Y^HHH9uHIHA9ZDD$AGD,$D$TE)DD$PD$H|$`ADt$H|$0H|$TED$TD)EH|$8AŃL\$@|$Hǃ|$LHL%fH$LH9\$H$Df/D$Xwf/D$ v H$tfɃt1HcL$Tf/DHsB1HcAHf/DDzA9u@tDt$TEIcLf/wpL$THE1Vff.ff.ff.ff. HAwDAf/A9uEtl$TLL$0LD$8HL$XHT$PHt$@H<$T$HcT$TD$H<$T$)AHD$(fDH)H$HTffYD$`f(fXXȃt6fBfYD$pXfXȃtfB fY$XfXA D$HT$LH$HcHcD`YX@Dt$T~fDD|$TAfL$L$L$L$Dd$@ALHA9qADf/wf/D$ vA tfɃtǃHcDhf/DsFHE,HcA)(ff.ff.f/DHAsyHqD9uDiHc Icf/v$?ff.@HLf/w9uHcALfDHcʉALAH$kf.f.f.AWAVAUATUSHH$XLD$ HT$DEH$h.ADD$@Ht$8HD$ LL$HcDx4ID`D)HD$PEDHcD|$d>Et?ufD/Y@ KfE/ 8H$HcHD$h9H$YōqX0HD$`@H$HcHD$h9~yH$YōqX0HD$`H$HcHD$h;}9H$YōJXHD$`x8cH$vAWfAVAUATUHSHHHc>H$XL$D$dH$PE7DL$H$HDt$ D&DH$8H$0E7Hc6Dt$HcL=jL|$xL$A L$`Af/sf/]jL$L-jL5XDŽ$LL$L$>E H5hLBHLAH$0LAH$8LAHLAL8CLL$DŽ$L$DH5hLBH$HL\AH$PLGAH$XL2ALBLL$DŽ$L$7DH5gLAH$L@H$L@H$L@LH$@L>L@AH[]A\A]A^A_fDDxACD~A59ADMEoAD|$D|$`D}Dl$D|$ADl$\ADnDxEED9G4?Dt$ E9E9Dl$$EE9Dl$(E9E9EEEME)Dl$8Dl$$Dt$LDt$lEE)Dl$8Dt$0EDt$ Dl$$Aƃ$HH$HD4EADLpf/sfC/DsIE9}AfDA9}ULSLHh"~HR)fD(>5GKfDTfD(f(fDTfE(fTE_Yf(fTfE(D_fA/YfA/~ Jf(YYY\ff/Qf(fD(AfDW QXf(D\\f(ffD(fAf^D^ADf(f(f(DkJ^^Y5[JfD(DY^DYYE\DY\Y IfA(AYAXAYfD(DYAXfEfA/QAD~ Pt$Hl$@fD(d$8D\fAW|$0\T$ fA(DD$ $ IfT "DD$D~ lPf(~PPfA(fETfU bIfAV)D$$fT!t$HD~ Pf(DD$l$@fA(fDT $d$8fUT$ ~Of(|$0fAVDXD\f(X Hf(D |HAYYXfD(EYAYDXXEYAYDXXfE(fDTfD(EYfDTfE/v A^D\DDCf(fD(AYEYXDXAYEYXDXAYfE(fDTEYXfD(fDTfE/v A^D\DCtXDCAYAYXXf(AYAYXXAYf(fTAYXfTf/DCHh[]fDYfE/fD(f(AD^XfDW9Nk@fD/fDTD~ NEQbfAWfTT$@Qt$0d$P|$HD)L$ D$l$Xf-FD$EYEXDD$f(,$YD$fD(L$ t$0=F\<$t$ f(f(fAWf(L$8\d$0YD$t$ L$8ff(ff\MFX$ pYD$t$ |$HDD$0~LT$@d$Pl$X\f(XC fEHh[]f^D\3ffEWf.f.f.AWAVAUATUSHHH$Ht$HHL$@HcHc1H$$HHHLL$HHIH$@HH$1HHIH$HH$D H$HH$C $H$H$f!B<$,Yf/$w6H$$Hc9H$HP$$f/DH$($$H$H$$H$DŽ$(HD$$HD$PHHHHAH$ HIDH$0HH)MHHH$8H$H$$HPHD$XD9$uH$0$DEA))D$X$($\H$DEH$IcA,IcHcH4HHH)H9} HH$f(f(H$ffHD0HHH)ff.ff.HHHH9u@tH$D)Hc\H$HH$H$H1D\$D\$E~[~WL$HL$PEKuL¸ff.ff.fHH9uHIL9uHD$$$TH$0AL$8D$ L$HE1H$H$LMH$H$TD$$H$H$H$H$H$@H|$@BLH$$BTǃ L\$HIcf(ډfI f!fY)$tSfafY)$t=fa fY)$t'fa0fY)$ tfa@fY)$0t)A Ht$HHcɃHYAHcʍBf/wW$ H)1HL1-ff.fHDf/DAH9u܄t$TL$L$HT$H$H$H$ZH$T$DEA f($H$ f(DffBDH$fD=fY)$tSf($H$f]f\fY)$t&f($H$fYff)$AtJDЃH$HHP԰HH$J /H$ H Y԰D$THl$`L$Dd$hE)Ll$pDt$|McH$IIA9A@f$f.ztωD$(H$Eq1L$H$`LD$ J4LHDT$H$LL$L$Dt$0*{HD$LL$DT$LD$ D8D$(E~sDT$LL$LD$ D$(LIDIff.H$HcLHHLKI}H$AUA9}DT$LL$LD$ D$(H$P?99HcT$0H\$XDT$ALL$ HH$LD$(D$0D$8L,H\$PHl$MLAfH|$LHLAHI҇E9}LL$ LD$(D$0DT$t$8IIA9FfHl$`Dd$hLl$pDt$|H$HD$H$f($fYf(fXXf(ƒf($fYf(fXXf(ƒtmf($fYf(fXXf(ƒtGf($ fYf(fXXf(ƒt!f($0fYf(fXXf(¨tƒHcYXH$H$IHD9$|$T D$TNH$D$$L$HH$D/H$0?uH$'$IcH$$A$AH$Xf$LH$(L~yL|$L$Hl$L$H$H\$ @IcL$AH$HH$HtMHT$E&A9~L|$H\$ H$@H$$H$f(\ $f(fT@f/ff/H$D($,A9 H$D;(pH$0D0E~H$DŽ$D$|$TH$~AfE$XH$IcŽH1$-8$H|$ILҋH$ qH|$OE1ۋt$|xD؉$ff.L$HcADH|$@f/D9$|$|D$0AA)oH$LD$Ht$`f҉D$hDH$HT$p\HcDEM IcAL$HIH\$EL$IH$$,L$*DA;$AD$TA9HHAVAWATH$L$HL$H$H|$`4}H 9uHD$L$D$$H$H$$H$D$D)H$DŽ$T0H$Hcу9~PH$DL$ HDT$H|AHL$@L$HH4CDL$ DT$$TL$f(uf|$|AD$0A)#fXDҸf+DL$L|$ AH\$$$$9H$$(H$$o$$\<f/$wXȾN9L9NH$$D$|$TH$Iff҉*Y$^,H$$fDŽ$8$H$(H$89}_H$0HH[]A\A]A^A_fXf7H$DHHtHHH9uQfYH$HH$HEdqtoQH|$@L$Hc2HH H|fHcMDHI1ff$fXfYAHI9ut5ڃH|$@HcHDXDY1H$Df($THc$(H$DŽ$T\H$08~L$H$H$H$H$jH$$HDŽ$$\H0$xH$$X$hD$  H$fHHXHXBH9uD$tH$HXH$$f*L$D$)D$8H$^ȋ$  H$L$D$|E1H$D$pDHIH|{HD$M<H$I<L$H$HHH$H$H$L$L$HH$HD$HHH$%T/H$^$~$H$LHL$ { L$ D\$EH$H$AE1ɋD$xH$JHcHH$HH$H4HF~oIL\$H$LȺff.ff.fAL9uIII9tTJH$0@t#HFHHHHH9uHD$DT$8D0EjH$D$$HD$`fH$L$HD$h)$$H$H$f($DH$fDfY)$tUH$DH$fDfY)$t(H$DH$fDfY)$t?H$HH$$HHH$HYĨ~H$1HL$ HHL$ 9L$HD$hH|$`IH$H$H$`H)H|$ H$L$HH|$PHD$Xff.Ht$ H|$PHH$LL$(EE1$iHD$LL$(D(E~XLL$(LEIff.H$IcHHHLKI-wH$AWD0A9}LL$(D$A9D)D9L$8| H$~}H|$XHL$ LL$(L$ALd$0L,MEMAff.fLLHHvAHD$AIAGIE9}LL$(Ld$0DHcHD$ IHDŽ԰D9L$HD$H$HD$`HHD$h9L$8$L$A$H$XAAHD$E~Zl$ H$DL$(HcL$HAItH$HT$I H$E9~ŋl$ L$(H$HH$D$P$TH$$XDd$PƄ$HD$`H$ f$H|$DD$XL$?$L$G|$0H$H$H$HcTHD$@f/Tw9$| Ƅ$D$PDL$0AA)EH$LT$Ht$hfL$H$H$Hc(HcD$XAAAAM McIIOL$HLL$M4H$HHD$؃D$ ؃D$(ff.K4HfLА)Hf(fhf$LfYf(XfXf(H9uEt:D$ B HcD$(HHt$HcHH$ H$YXf(A\)IEIYXM9G\$0\$Xt$hH$H$H\HYYXH9L$`H$$$L$t$TH$$\f(fT.f/H$|$|98$$pf(\$xf/"$xa'$$Yf/rY E'YE'f(XƒD$|D$|9$ w$Xf(ȉD$fDٸfIf$hD$pu(f(\f/$f1f/D$pf/$xf/H$pH$H$hH$L$xL$Mp#ff/b$hT$pf(ڽ\f/$j$f$hf(D$p^%$f/f/H$0fl$pH$0_fff.@AWAVAUATUSH(AH$hHL$`IcHT$PDH$Ht$0L$QH$L$D $$,D$$($D$`D\~H$`H$pf"A9N$pf$(HDŽ$ HDŽ$2HD$E1H$ L$L$xHD$fH$`HL$(H$L$hL|$ MMLd$`D$8C HHLHD$PHt$$$hBY I$xz`HL$ LHH'n$HD$$xYXI9uH$`HL$(D$D$8$ $@D^f(\f/D$$`$H9H$h9H$H$DŽ$$xH$H|$0Hc3H$P$pPHc H$P$(L)‰WH$H$GH$H|$0HcDLB1 fnHc»H$f(fA(fDpf(fffo-(H fDn1fHfEvfE(fD(fEpfofAofD(ffADfDYfpfAfYfE\D,fD(fD\fpfYfYDlfXfXLH H9ufE(fA(߃D@ffA(H$H4ωHD)*ALHcY\f*&YAX ύH9|xffA()*ύ|HcY\fA*fYAX 9|5f)ǍD*HY\f*^YAXÉH$fA(fHH4t HH9tH @H9uЃtH$HD$Hc$`H$H$H$HBH$HDH([]A\A]A^A_É$p1HHc$$pHIHH$1HHIHHHH$XHH$H$haH$Lf(DŽ$H$L$M$PD7HHHHH$H$EHH$HH$HH$HHH$0H$8H$HH$HH$H{I[H\$H$H$H$HH$H$H$H$H$$`DH|$0Ef$x))$$t$ H$Hc(A)ALAFMcΉl$($HcLH$DC EACD$8aIcIcH Hc<$H)HTHLHHHLD$ HLAHLD$HXLdI9Ht$Ld$IAH9@A HH)H@I)I@H!D!LD$ L9H9@ @H9\$@L9D$@M It D1f(I|MfH1ff.ff.ff.ff.ff.fA fXA f Hff\f HH9uAtP\$(D؋<$DރLT8)HcHcHcA XA D)HcAL\AL$D؉D$HE$H$D1HL$D\$D$ۋ<$D$D\$L$~YH$DCfHff.ff.fHLD9uHHH9uD$D)D$(߉$)H$$|$HD$($E{ $,H$L$D$Dt$HHD$ H$G$HEHD $$E1H$$AHH$HcH$H$HHH$H$H$H$H$H$H$pH$)H$$ HD$ H|$0HL$`TH|$PdH$$p\D$($hY܃f/$xw H@HHLf/v퉔$L$L$\$(H$H$d$H$H$3H$d$\$( f($HL$ f(H$ffLH$fLfY)$tgf($H$fLH$fLfY)$t1f($H$0fYfLH$8fL)$tNƒH$HcH|$ HrHH$HHH$ Y$|$()9l$EH$HcAEDL$MLMA fDIHID9nAIf$Xf.ztH$H$LD$hH$`IHLL$XH4H$XD\$HDT$@HD$8HT$pH\$!TLHLH$xaUHD$8DT$@D9D\$HLL$XLD$hAD9H$PDT$8H$HcHD$@HD\$HLl$pLL$hH׉l$XLL|$xEILff.@Ht$LHLAHI"aE9~HD$@l$XEILL$hL|$xDT$8D\$HHIIfD$xDEMH$YXHD$ H$HD$ H9aHcl$(@E>D $E L$H$1LH$L1Icċ|$HHHDŽ)EDH$HL$AL$$ A,H$`$HDŽ$@$x$8\HH$PD$$(AË$$$H$H$XHcfH$hHc$HH<HH$HHøH9$X)9u߉$D$fH$xA*ԋ$0^Ѕ+H$XH$hDŽ$L$`H$MDŽ$HL4DŽ$H8MH HL$xH$H$8H H$HH$H H$H H9HH$HH8HH4HH$H$HH$HOHH$LH)H$HHH$ IFH$H$HH$PH$H$ H$^DE7H$DD\$ H$XH$hHDT$HcH$L$$HH,8H$H$D0jLcL$H$XED$$D\$ MLANH$hH$L$IH,1IN$ L$EAD$AAHEIff.Hff.ff.fAL9uHHL9 AAHD룋\$pDt$hDd$xH$HcʉH41Aff(H$A)A*Y\f*$YAX HH9u4wAAHDHL9uH$HA:H$HDHHDHL9uD$$E~xHL$HH$1HTD@Gff.ff.ff.fDLʿDH)D9@ ƅ@t$$#H$H$HD$XH$H$H$H$H$D$DT$H$$`$fDD$\$XHDŽ$xE~,l$H$1HHH$H1H$L$XHcHDŽH9$DŽ$|$L$AL$$A))E E)A)ɍ\A)ȉȋ$<fDEC ff.)A49|AHYAMA9u$`L$Hc$L$L,$L$L$L$ALHML$!@AIHMI9D$cUD~H$ABLL$H$XLLD$HL\$@LT$(LL$ $XDd$8:HL$HLH$xHH$AT$09D9LD$LL$ LT$(D$8L\$@?H$LL$L\$8LD$@N,D$pMIDd$ Hl$hDMH4$LLLIMH9}LL$Dd$ LT$(L\$8LD$@Hl$hD$pfAHcYX԰԰f.L$L,$HD$XHD$XH$H9$bH$D$H|$X$Hcׅ7H$$DY$ L$s9 H$Y$s9 H$Y$s9 H$Y$|s9 H$Y$Ns9 H$Y$ 9_ H$ Y<$p)9H$XHcAHL$X$AHH$hfL H$LLAK8fC8fY)$At;LN8fB8fY)$AtC8fCxfY)$@t@H$XHc$HcHIH$BYİ9$BH$H$HHHH$HD$ $H|$)ЉD$(H$HDHD$H$xHD$@H$XHD$8ff.fHt$H|$8LH$H$A$X6HL$ LHHT$@FDH$Lt$H$LADH<$HHLAHLDE9}H$H$D$(9NЅHD$xHL$H$AL$LADH<$HHLHLCELIEE9}эFH$D$HHD$HD$ l$(HD$HDŽfDt$(Hct$HH뻉T$D$ATM D$H$$`D\$$$h$L$H$L$H$H$LH$8XZ$D\$WHc$E<H$HcL$H H1ff.fAHH9utH$HH$HH$D$(D$'H$D$D׾H$L$fLc0DL|$8D\$@D$,HLl$XL$LH$DL$PL$L$D$DЃD$ DЃD$(fHcADHD$0f/DwD$)EA^HcH $LfL)IDHff.fDf(HfBLfYXfXH9u֋D$t9D$ HcD$(H$IHcH1H$HAYDXHD$PI\LHD$`YLHYXI9H$|$L|$8D\$@H$Ll$Xt$H$`$@\f(fTf/H$x$98$H$$0f(\$8f/ $@$P$8Yf/YrYrXЃ$$9$0!D$$fH$H$AH$8HHff.1fL9uIHHM9JD뼸f$($u+f(\f/$@f1f/$f/D$p$8f/]H$0H$HH$(H$@L$8L$P =D$f($ff/A$($DŽ$f(\f/$@F$Pf($(f$@^ f/f/YnDŽ$YcX6H$HTHH9u H$hHL$XL DŽ$f(qff(KH$HAH$DL$ED$H$HHXHXBH9uD$H$HXH$ffD(f($$H$tfAf.f.f.AWLAVAUATUSHD0D:Ht$H$ H $H$EH$(H|$XLD$H$HDLL$`EHT$L$PH$XL$`L$H$rD։$H$LxDD$D9$P$TGT EDMD$D$XEAED$D$\EADD$ ED$EEDD$ELT$XD$D 6DL$0D ?DL$HE EL$Df҉|$@A L$0A*E7D9DT$ YDNA9DT$8AENf/DT$(l$P EH$xf/H$AH|$AwD|$hE1Dt$pL$AHtHOICff.ff.ff.ADGE1HL9IIcEHIH$Hc64 H$Hf(L$HHIt6H)ff.ff.BHf(_]f(f(H9u\H$A[DH$Ht$> H$f(H|ff.Hf(_]f(f(H9u\H$AH$8H$@\H$8H$xDH$@f/T$hGEvfA*Y^D,DDAAND9ALD9DNºDD$HtaH$DH$Hf/T$hGEvfA*Y^D,DDAAND9ALD9AODT$HD99t$ H$pDŽ$H$AH$L$L=LL$IEA։$L$h$DAE9|AHHHAW$AUL$L$xHt$0H|$(H D$ ;Eu$L$L$L$h$%f9$H$H$(Hj9t$ LL$`D$H$L$HcuHc9H$DIcALH$8H$H\KA}  DD$H|$D |$ H$pH$DŽ$ H$hf>ffW)|$PH$0.f/ H$D)L$`BL19HcLL$0)HD|$PL$ILIDT$t1Dt$xAAI)ff.fAA~1HL9tdIcDGI4AIHcDFAf/RvD@H$pH$DŽ$D|$PDT$tDt$xH$AHt$AOD|$P1DT$tL$AHLHVDt$xAI7ff.ff.DAA~1HI9t,IcDGI4AIHcDFf/vDfDD|$PDT$tDt$xAUL$`$4AU D$$<HF\HDŽ$$H$(H.$H$H$`o)$@o@)$Po@ H$)$` H$DT$pE1AH$0H$H$E1HL$xH$H$H$H$H$H$H$@H$DIH$(H$HL$ D$pf(\$f/I$$$(Y$f/r#YY sX$fD9l$pD$0D$8$$$$$x$xS$0$`$$$8$8$xAU$xAT$($$$h$h$h$h$$L$L$H$PH$HH$`H$XH$D$D$H\t$hf(fT f/nH$9(X$$$ E!$Eu#f(\f/\$hfE1f/Af/D\$HDT$D$f/H$H$ H$H$L$L$(TD\$HDT$D$f(f(,EHt$DH{D\$DHDT$ d$HܠIcd$HDT$ HD\$DHbHt$flffXfn)l$ xffXD D\]CPXFB0EEAEDL$p$4EH$AU H$`$<AL$pD t$`H$DFL\$0fD׃A9AD9AAD HDt؃mHcfɃIA $H$fH$H$DT$ AL$@H$D$08H$D$8H$HT$xH$H$$$$$$x$x$X$0$`$H$`H$P$8$8US$xATH$H$(P$$$h$h$h$h$$L$L$D$DŽ$D$D$H$Ht$N~8HI|$ DL$D)HL$0DT$ HH4˝DT$ DL$DH$$HcT$`IcLHDHHH IH~IL$ H9YfA $fADAL$D$8D$0$$$$$x$x$X$0$`$$$8$8US$xAT$($$$h$h$h$h$$L$L$H$PH$HH$`H$X3HTAH$H$`@ff/q$Ef(A\f/\$hvfD$f$(f($^$f/w#f/rY YX$E1kH$pDŽ$DŽ$H$xHL$Qu DŽ$D$HzAAÃH$0(H$Tu Eu EH$H$H$HD$xH$H$H$H$H$H$H$0H$EH$AH$1AE $<dIcHHbAHD$@\ X@B @\CX@B(@\ѾCľX@B0oH$+H$lHc$sI$I@ID$@ID$@ID$@fAWAVAUATUSHD.H$XH$H$L$HH$H$L$x$H$`L$L$$H$(H$hHmH$PH$p0Y$PH$HDŽ$PHDŽ$XHHDŽ$8HDŽ$@HDŽ$(Ew#5ļAH$l$LM$X>ff.ga$H$HYXA94H$fTH$DH$YL$0\$YY$XY\YY$f.$`z+L$H$HH$PH$LHeH$(LHH$` H$@LHH$$`H$f/+H$8 `$`fL$L$HH$XLLLD$H$`Ht$H$8LH$cMEMc1fHnHcMQLHHHI$xLIH$HIER!JLeL$fMH$LH$LH$H$DŽ$D)H$L$D$ L$xL$(H$D퉌$XH IFHD$hH$ H$H$HL$`H$)t$PH$DU]H$H$L$HLH@HcDŽ$ HH عDŽ$@\HHH$AXA @@\AXA(@@\l`XA0@H$HHc$XHHH=yHxH$E4 $@HGH=PD$HxH$DT$HGH=(HxH$HGH= HxDD$`LA‰$ $$`$p$$$L$H$H$H$@DT$@H0L$HED$IMH$1HL$@HHL$HHD$x贎H$1H袎HL$D$H$ LL$`L$HLAHff.HL9uHHI9uHAD$L$HD$pH$H$H$H$H$0H$H$H$H$H$L$HCf(t$PL$H$H$L$H$D$DH$)$Ht$H$0$HT$x1Lf($$)t$Pft$|$H)D$PD$HcAXDADA9KHSD$A9AXDT$H$H$AԺD$HHLAXA$0規L$DT$MH$ L$$MIIL$x$$ @UIHIIA9sDf$f.ztH$L$HLL$(H$HLH$LD$D$LL$LL$HLH$xLLL$ 5LHLH$H\$D$LD$H$L$(A9UA9HL$hHLt$(Hl$8Lt$`M|L$@Ll$0I)HHLMLd$HLHHLLLILL9uLt$(LL$ Ll$0Hl$8D$IILD$H$L$(HILIMHH9\$pD$L$HH$L$L$HL$H$ LHHCcL$HHL$H$ LcH$H$L$H L$$$,$$XDh$D$D胼$@$EE$@DDR$$ kD$l$0$HEEe1H$L$HJDD$Dd$^DL$DD$L$HI|$~BLT$`H$ DcHDHLD9uHHH9uH$H$HD$E1HD$MH$ $L$(L$HHD$L$H$DD$1AHr$ H$~ PAӍzH$XB94$AHcL$DMރH$L$MAsESD$pH$IcH$8As$0@9$D$!H $Ic@$(H$H$hHH$H$PH)HH$H$H$IH$H$Ht$pH$ H$LcH$LL$pH M}L$H$LT$ BH$L|$xJ,H$\$BYH$H (\$$!H$f(t$PH\$HH$L$L$H ()$H$$H$HLT$ f($$H$HH$@BIvDLHgMcHD$ IHD$KD9l$DD$D$0fAE)$A9DOf.EztLd$ H$H$HH$HHH$LHL$HHH$Hl$8*EOIvHD$HLl$PHt$`Ll$@Nd Hl$8L$PMI@H4$LLH$ IMA9}Ll$PL$PHt$`D$D$hD$f($AAD9$rL$L$LIAC9$,$IH$pL$ L$@L$HH$hD$ED$DDT$hH$hL$H<L$ ML$@IDDAD$AMJD$MMH$AG$$H$pDD~H$1L $b $IAH$0St$hHc@H$BLH$BTYȍCYAXEfAEAUADH$$BXDH$ADPHcADBXD|$hH$ADBLH$BD9$H$f(كf)BTH$PHcfBTfYATHcAXLALHAXDAD~gL$pLHfLff.fHfY@H9utȃD$pHAYDAD$$HDŽ$DTDFЋD$A9McH$(L$JL$MHH$$HD$H\$ IfDEPIuDLHbMcHD$IHD$ KDD9t$DD$D$(fAEE)$A9DOf.EztH$H$HHt$H$HHH$Hl$8HL$ HHH$kEPHD$HH|$IuHt$`H\$@Ld8L$PMAHl$8Lt$PIff.@H4$LLAHD$ IIE9~Lt$PL$PHt$`L$L$$ID9d$h<$D$hMMH$pID9$$P|$hHcAXL$ALW9$u;H$f(Ѓf)BLH$PHcfBLfYALH$0AEBXDAEI H$H$ s1BLH$fBLH$0ffYAMDT$hEH$H$L)$Bbf($$D|$\$h$A9f($HDŽ$A6E9AAA9u~DH$8ABXDAH$@HcABXDARH$HA|$hBXDAt&A1AH$8fBXDH$@BXDAH$@H1>L$f|$D$`A1H$Lc$$DXD$JILHIIMHD$L<|$ HHމD$($lA$HDLAЉD$hH$HcAAHcT$hD$IcHH$HD$0H$ L$HЋT$L$`D$HD$xHȉT$HT$0HfT$`x HSH|$xDT$hAL$xL,ML$|$"AAMLE9uf@H|$pH|$P\YH$8 YX H|$@ H$@YX  H$8 X H|$HYH$@XH$HcD$H$L$L$`D$HL9/A@D$H$$DD$$D$XAD$$TA9Nj$HL$8H$@DDDP$D9ADA9%H$D$HADd$E$$hDŽ$D~D4 $@H$HH$ H?{$H$DT$~T$H$HH$ H?E~jAt@DHL$@Ht$H1Hff  HH9uDAt(DpH|$@Ht$HAFH  A9ANԅ H$H$1Hff  HH9ut>ЃH$HH$ H$ H$ǍBA9(D91HcH$AL$H)HH$HHq>D$T$X$x$$TD$XH$(H$D H([]A\A]A^A_ËD$ 1H$1LLT$D$(T$9ELT$T$D$(H$DA$H$Df($f(ffYfY/A$H$(f($f(ffYfY/]A$H$0f($f(ffYfY/AC$H$8f($f(ffYfY/ A$H$f($f(ffYfY/_D$ H$1LLT$7LT$E~$H$B ADl$ Ei_\$ UY$YAA4$H$YYAA$H$YYAA$H$YYAAY$H$YA A$$UY$YAAT$EBE9f(DIND$ff($f(ffYfYA.fY$$fL$L$ H$,H$LH$HH$XD$D$LD$\EAD$@Df(H$X1fHf f^ALHH9uADH$XH ^AL~H|$0A!fH$HL$8HT$XH|$H|$0HD$0HD$f(LfH 8Hff.ff.f0HfLfYfYXfXH9uӋD$t9D$ AHcD$(HH$HcHY$H$ f(YXAAMLE9t |$A!@DҸfDHD$0HL$8HT$XfHS9H$HcMH)HH$HHB8Hc1fATf(f/BHfTfUfVA9}ԅ:HcHA^9$H!|$`If(H$]HcL4A\VAN\f(Yf/Yf/ D$H$D9|IHcD$)HHHHHHtHH$H$HB5D$AF$T$$9$D$`D$4$<DD$D @H$$~^t6Ht$@H|$H1Hff  HH9ut&H|$@Ht$HH  D9DNŅH$H$1Hff  HH9ut?ƒH$HcH$ H$ H$׍PD9C$l$xD$T$D$`AFD$$H$x$$H$$l$$$p$X$4D$<$$D$$p$L$XLL$XHAADLD9uHHH9uL$X|$If(H$Y$H)HL4A\VAN\f(Yf/Yf/D$H$DA9|JDIcD$)HHHHHHtHH$H$H2D$AAFD$X$ǺDWƍN$D@H$HLHHcL!BAID9$…~H$ LhH$ HcHHItL@HALH9uꋄ$IA@D9A뮸&H$(HmH$HHD$XH$HHD$pHHy$x:H9u(D¸$HH$HHD$HHy$:H9uD9{AOH$H$Hc)HHHHH 2C9;MH$H$Hc)HHHHH1DŽ$H$L$|$`G$89$ht7L$H$hH$8H$TH$L\$褏L\$|$G$@$9t7L$H$pH$@H$XH$L\$TL\$H$0$HDŽ$$xH$\HRUH$$L$hD$w`H$XfHHXHXBH9uD$tH$XHXNjt$`$f*T$^ЉD$0$0H$$Hc1H$DŽ$HL$XDŽ$HIE1EAHH$HH$H<H|$`HHH$H$HH$HXLHHD$hJH$LHH$HcH$L SD$^ʅD$,H$DXE1Ld$`$0AIHc|$8HH$`HƾL)HH$HDH$PDLE~-D|$ADL$`AALE9uD|$D$89I(ȃHL9uHIL9z$9|$ D9$h|$H$`fWHTHf(fTfUfVf(H9u$Y$H9D$\H$`f/Lr⋄$0|$LT$H$T$(PD$ ׍4$91L$HcH$0H$LHI4VARH$HPH$tPH$P$HL$H$H$L$S$|D$8H0T$(D$ LT$H$$8H$P$$c$LD$X$TD$H$D0hD$8D9$hE$6IcIcD$(EYH)H$8DMHH$hD$L$XHHDD$0H$1IH$PLMH$@H$pJL$HH$D$8$XDHJH$D)L$$ DT$8E~&H$1LL$ L$+'L$L$ D$H$LH$E~5ff.ff.fDHYL9u|$EHDŽ$9HEH$`H$Iĉ$HE8H$D$A~!H$H1DL$ DL$D4$E~^H$x~P4$H$AHDVHt$hHHfHH9uIHM9uH$pDŽ$4$,H$D ELT$hL$D$H$H$H$0JL$IHD$HMI<L$H$HHH$H$H$H H8H4H$H$H4H>HH$HH8H1HI։IH$HEH$HD$xJPHD$@HrHH$H$HcD$Hl$\L\$XH$\$0DDff.ff.ff.ff.ff.HD$HD$A9D$0 H$0ff/(sH$xD0D$,EO Ag H$H|$DL$8Ht$XfffY)$`tQH$H$ffY)$pt&H$H$ffY)$AtCDHD$h|$HcD$8HOH|$xHcHH$HYX~H$1HLL$Dd$PL$hADMM@DIAI9yAFf$Pf.ztΉD$H$L$XH$HLH$PHJ4lH$0D$Aυ~pH$H$HcɉD$Lt$H ˻L|$ Dl$(AIωIՐLLLHAII#zD9}ދD$Lt$L|$ Dl$(AU9DD9H|$@AWHl$HcH\$HLt$HH$L|$ Dl$(H LAIIՐH|$LLLIIyA9}L|$ Dl$(DLt$AIIH$Dd$PD9d$0H$D$AL\$X\$0HA9UD$H$0$AŅ~!H$8H1DL$nDL$EDH$~PHt$pEUAHH$HHff.HH9uIHM9uH$$0EH$L\$pMcD$0H$L$D$HH$0H$JHHD$PH$HHD$xHHH47H$H<H$Ht$`HH$H$H$$$H$HHD$hH?H0H H$H$H 8H1HH$HH0HHIIH$H$JEHD$@H$JXAHD$HHNHH$H$D$0D$L$B\D$\$0HcH\$Bff.ff.ff.ff.ff.DHD$HD$A9D$0H$0ff/(sH$($0nH$H\$L$8H|$xfffY)$`tQH$H$ffY)$pt&H$H$ffY)$@t?HT$p\$HD$8HЍKH$HcHH$HYXD$E~HT$hH$1LT$Dd$XL$hAljLM!f.DHAI9qEf$Pf.ztωD$H$L$XH$HH$PLHJ4 gD $D$E~rH$8IcΉD$AH$Hl$ DH Ll$@Lt$D|$(IIϐLLLHotIM9,$}Lt$D$Hl$ D|$(AW9D9H|$HAVH\$MHcH\$PLt$AHH$Hl$ D|$(H HDIIfH|$LLLIIsA9}Hl$ D|$(DLt$AHIDd$XD9d$0L$D$H$IE9_,$D$~[L$0L$<HcLLH$8L$(H$HtIxD$<D9$}ED$IcDŽ$4AL$8HL$,L$8E~6<$H$WHLLff.HH@H9uH\$LL$L$HLH$L$8H$IH\$$H Lff.HHH9uID9$4A,Hc$0HDŽXHH$H$H$D$`H$$hH$$pH$$xtsH$$tXH$H$$t5H$H|$`HH)HH$H$$D$$4E~SH$D(AH$HT$hH$Hpf$$AATЉ$4Hc$,HDŽXIH$pH$H$D$`H$$hH$$pH$$xtvH$$t[H$H$$t8H$HH)H$HH$H$~8Hc$4H$H$HH4ƉD$L$ى$4E$DHT$hH$1P+cH$1H.I(H$H$IcH$HHtBHH@H9uIA9|&$4A$C/AЉ$4H$HHH$~H$PH1pH$(~H$X1HMH$D(H$D)뉜$<~oDHH$H$D$@L$L$LpHcË>IH,ID$@D$HH$DD$@HL9uHĨ[]A\A]A^A_H$pA-!E1D$PGLE$DHH$DD$DD$DIH$D$ HcD$@H$H$D$D$H$L$XH$HL$DH$PL$<$H$HD$hJI1HD$xIcHHD$pD$PDXff.H$|$PT$(TD$XD~5H$8IcLL$xAHL$HcD$ BHHL$HcHH$Y$H$8f(YXAAMHE9tA!ADfT$0HL$8H$H$(D$9IHH$H$H$ UWAyH$pH$D$9HH$H$xIHL WALt$XE>E#VfD$4$4H$$0ED$$EL$aAWAVAUATUSHH$ H$Ht$8HT$@H$x0HL$HH$(ALD$PH|$0L$LL$D D\$L$ < 9ADMƃƍ4D$\ED$F4$`McG1D$NDAs4McL$HcAHDHDMcD$2HcNLDd$DEbHtERD,HcH$D$TDMcL$D$XD49HcL$Ed$DMcH|EHcHTNlD$Lcd$HLHD$HDD$NTNdHD$ Hc$LT$NTLtLT$(Hc$Lc$HL$XH\H|$`N\HT$pLd$xL$L$L$H$Ll$h$p$pQt$(WAURATVAQt$ht$x$AVAPL~#ASSUH$H$XSH$H$XS$$$L$ AV$$$$$$$H$PH$SH$TH$SAW$$$$$8L$H$H$xH$pH$hL5H@fD$EuH$ A\'Y䋜$fuH$A\GY$`fXX$`f/H$0f/ AoD$)$AoO)$AoO )$E11D$LDŽ$\ED$ED$PEH$DO EH$0OL$L$(HL5!$p$pt$ht$($$$$$$t$ht$x$$$$$(U$X$X$$$AV$$$$$$$$$AW$$$$$8L$H$H$xH$pH$h2H@Hx[]A\A]A^A_ff/HD$LDŽ$\DŽ$p$EH$H$YDŽp$\DŽpH \H$^̐]D$PEf.D$H$pH$ H$H$EH$H$hL$L$(IH$H$L$H$$L$H$0$$$X$L\BH$A6$p$pt$ht$($$$$$$t$ht$x$$$$$(U$X$X$$$$$$$$$$$$$AU$$$$$8L$H$H$xH$pH$h/H@$$ $A\$HfX$hH)X$BH$$$hf(X\\f(Y^f/,\XIH$^H9$H$L?lH$HcTf(H$$L$LzAXD$BH$p$pt$ht$($$$$$$t$ht$x$$$$$(U$X$X$$$AV$$$$$$$$$AU$$$$$8L$H$H$xH$pH$h-AL$$H$8$ H@\AX6$ +H$L\$BHYX$A6$p$pt$ht$($$$$$$t$ht$x$$$$$(U$X$X$$$$$$$$$$$$$AU$$$$$8L$H$H$xH$pH$h+H$\$Y$@H@$ $@D$EH$0P$PDŽp$\OĐH$DX EnH$Y HcH$H\HcȃHc\\PH!$\Hp^f̐ DH$L$L$IH$H$hH$H$H$$L$ H$($$iH$L\$BHYX$A$p$pt$ht$($$$$$$t$ht$x$$$$$(U$X$X$$$$$$$$$$$$$$$$$$$8L$H$H$xH$pH$h(H$AM\$\$YY$8H@$$X$hAnf(HX$YH)$BH$$hf(X\\f^f/,\XIH$^H9$H$L;dH$HcTf(H$$L4LbAXFBH$p$pt$ht$($$$$$$t$ht$x$$$$$(U$X$X$$$AW$$$$$$$$$$$$$$$8L$H$H$xH$pH$h&A]$@\$$ H@$ANY\AXX$LvBH$A$p$pt$ht$($$$$$$t$ht$x$$$$$(U$X$X$$$$$$$$$$$$$$$$$$$8L$H$H$xH$pH$h$AM\$H@$$Y D$PEi…L$L$ $L$H$PL$ H$( $ AMH$pH$0H$L$(IDH$BdH$$JcLH$ALHQNAGHHAGA9}Dt$ L$XD^fIcHHD$HD fAH\$XDt$lMD$L$FDD$A!Ht$@McHIH|$Dd$hJ,IH4^J Ht$M,ANHL$H)IDMED)D9AO~tRHLHH8f)Hf(fLf(fY\f\H9u@t1AHD$@McHcHLHABY\C^LIHMIM9G H|$LSLbHL$Ht$IA^H|$L|$@l$hMlLq AsAT$E9OLLHH)Lff.ff.ff.ff.ff.f HfDfLfY\f\H9u@t2A)AHcMcHKHABYD\C^TIAT$IIM9H|$HT$H$LH$L$H$D H$L$$"@f.f.fDAWAVMAUIATIUSHX6DH$A(D~AQA׍^EQHcA4Ѕ~Lc؃Lc؉J HHH)H9~ Hf(f(LffILD_LIMff.D HHAI9u9tA,։)HcAtAVD$DDH<At$0AH|$(Dt$H|$4D|$8D|$^AqHHAA|f(HfHHff.@fBHf^BH9u@tHc^Hx8A_AHL$\$HPI`H|$L(AADt$|$HMىE9D|$D1AnfH8fQ0fYfR0fY\f\HpQ`fffYR`ffY\f\fffYffY\f\t]LPA AAB)AIpfAT 0fANfYB*I`fATfY\f\D9u"LcOtmIHMN<M)Ol1IB BY Ol3BY \D1E9uD|$EhE9Dt$LT$EDl$JLDDADt$D1AfH8fQ0fYfR0fY\f\HpQ`fffYR`ffY\f\fffYffY\f\t\HPA AMBAHpfAT 0fMfYBI`fATfY\f\D9ut;LcT$K,RIHN,M)Mt)MT+B BY BY \ID1HA^$D1E9mLT$Dl$|$D$EIH0I8HA9RH|$HL$ff.DHf!AAAfH8fYfAfY\f\AHpfyA@ffYfApfY\f\Afi ARffYfARfY\f\AtWLPHi0MѻA I`IpfmAQHfAKfYfAQfY\f\D9u@t8AAMcMHO@N\BNM)B BY BY \^H8IDHA9yMcJ4MKOIHT1L)H|MҾBEE9f fAAfY\f\AtpfJffY\f\AtPfJ fw fY\f\At00f f4HfY\f\A9u@t#AAEMcO\B BYL\BMIHH8A9tHIID1HE9D1AAn[]A\A]A^A_EhA-f.f.f.AWfAVAUATUSHH$@Ht$0HT$@1L$Hc0HHL$PHL$(L$Ht$L$`HIH$LL$xHcH$hHH$H$PHۉ\$(HHIH$`HcHH$NH$HIH$LcHH$p1HMLD$II҃L$D$H$pH$0H+H$xH$ʉ$Ar+$ArBH$x$$XH$$$\$f/v ^$$D7f)$E!DŽ$TD|$EH$hH$AL$`L=\Mԋ$L$`H FH$L$THH4Ht$`H$H4HH$Ht$hHLIHD$pH$H$H$`HD$ LMH|$xKHcBLH$$`f/wKHcˋ$TE1H (DHA{Af/A9uEt$TL$HL$ L$`H$H$H$L$H$H$$H$L$BDHD$`$L$`BHD$h$BHD$p$BH$hFtID9d$H$MLIMHD$0D0EH$PDŽ$TD$H$pH$xAL$`H$ML=L$THx$L$`H4HLMHt$`H$H4HH$Ht$hHHD$pH$H$H$`HD$ LMH$HKHcBLH$$`f/wNHcˋ$TE1H +HA{Af/?9uEt$TL$HL$ ML$`H$H$HT$xH$SH$$HT$xL$`BDHD$`$BHD$h$BHD$p$BH$pFtID9d$H$MMIHD$0H$pD0E $~E$IL$LfHHHL)t A$HH9tH BH9u$GH$ff/s3HD$@DEu |$(~JHD$PDEuDD$EH$h0$8pH$P$@$~C$81$@H$0H$8 H9$}|$H$pD$ 6 $H$xD$ND$(H$Hc$HD\DH$h^ P YY@($$Kf(f($@PffHHf1HfA TfA\TfA\TH$XfALTfYfYfXfX HH9u$9t+HHAYDAYX$@Xƅ2H$pH$xH4GH<0H,8CJH$fffnL$8H$XLDLLfnLTfnfpfpfpHI1H$pfofDoo fffDofDofofDfDofEofDffDbfjfofAffEofDofDffM~fDbfDjfofAffEbfDbfDjfoAfAjfH~B fM~f H$fDI<K:I4?M7CHH!H!M!ʃ|$(!HL)H!LL)H!HL)HCICDfJH$LLLTH\NdHH1L$AAAAHH9u׍ $9t;JIHcHHIHLIIIH$@DŽ$T8ZH$H$HDŽ$L$hD$D$0H 0H$L$`D$hD㉼$N~At$JH,H$ $JO LH4H$H$ H4H$H$ H4LH$ H$ HH$(H$JH$HH$JMH$PH$JH$X$ D$`H$H$H$Lc|$hILH$h$EL|$(DH$)ƉD$pLH؉$HHcHD$xHH$HH$($HYH$P)$$(H$H$1LT$@L$DL$0 DL$0LT$@9$L$D$ A9=E%fAuM)$A}D)HDŽ$)$)$)$fʅD9ABHID9uE!H$HL$ML$HDAVAGf$pf.H|$hIIHuAŋ$MąH$$P'$H$HH$ff.fHfYXfXH9u㋄$tH$HYXH$At$ 9t$L$$8DD$<ID9L$L$H$(DE$H$\$MܻHD$ AL=$HcL|AAWITHL$0H$(IH$ <$lAYAZA9u$M㋴$D$XHcLDŽ$TL$E33DLLHL$L=8H$XLd$L$IMLLLL$H$L$wtD$XL$El+$LLd$*DLHL$H讟L$D$$DŽ$TDH$pDE1E3H$x8gDŽ$TWfL$H$(L=L$H$LL^HD$PL$H$h0$8pH$P$@$H$ff/ D$1HH$@HH$HHHH9uANDl$$TH$xt^$DŽ$T~H$XH$$LcL$H$XJffufA/fYf8l$@fY)t$Pf1fXfXfAfYfXfA fYf($fXfA fYfXfYffFD9srHl$0fJfEfYfANfXfWfYfAPfXfAOfYfAQfXfIfYfARfXfHfYfXfYfF fF0|$C$9H$XHcL$(HH$fL$H AL$0YAIIK4I<2HXA Y HLHXAYAXA YIHDXAYAH$HXY$NjD$؉$H$x[H$pD$ "$*H$$@ \@^OH$hHYY@4@H$@ \@^H$hHYY@$f(f(1$8fffHfADfA\DfA\DH$PfATDfYfYfXfXHH9u$t3H$PHHAYDAY X$8XNj$FH$pH$x$H4GH<0H8A+H$H$0ffH$PLDLLLTȹfnHfnfpIfn1fpfpH$pfofDoo fffDofDofofDfDofEofDffDbfjfofAffEofDofDffM~fDbfDjfofAffEbfDbfDjfoAfAjfH~B fM~f H$fDXXLYJIXDYBH$0XDA@D9eHcIcAL$PAJHHHIDYY@XXLYHXDY@H$0XDT$H$ff/yD$$ 'H$@D$0H$0H<H7H$H$(H$(H|HLDHHH$(LLHTH$(H$PLH$@QH H8&QAff($JAH$PfAf faH$(f(f(f)fpDEvfHHH fYf/I H I H I H@fYfhfXfXfA`fYfXfAafYfXfAbfYfXf`fYfNfNfIfYfOfYfXfXfAHfYfXfAIfYfXfAJfYfXfYfFfFE9LzLrHL|$f3ff҃ffYfA6fYfA7D|$0)t$@fXfXfAfYf2fXfA fYf0fXfA fYf($fXfYffFD9srfIfCL|$fYfANfXfWfYfAPfXfAOfYfAQfXfJfYfARfXfHfYfXfYfF fF0D$0|$9H$PHcL$(HH$fL$H AH$0YAIIJ4H<3HXA Y HHHXAYAXA YIHDXAYAH$@XY$Nj$|$$Hc$H$L$H$PH$L$L$L|$0AH|$(HHLAH HD$`HAuL|$0Ht$@DIH|$hDL$PL$$IL$L$H(H$L\$(HD$0$HD$PH$D$HD$@L$ D$(L$L$EH$H$HcۃH?~HD$0HD$@HD$(HD$PHDŽ$f9$pNf.z?u=uD$L$ HDŽ$D$(L$L$Ht$(L$xL$hH$pLL$Lt$PL$~Q$LL$$LL$fHHLLOHLL9u㋬$$HL$@H$Lt$`$L$$HHHHLLHLL9u㋬$$|$09$HD$(H$H|$p$H$IHLHAHLLL~HD$`AIHD9}ڋ$H$LMH$ H$H$HH$A@EN H$$A@v H$ H$AH$D$0 H$H$H$HH AD$ H$0HcHHH$A@GHcHD$pADH<0H$H$PAH$AHH$H$H$H$HHL$pHHAH$‹$0HcH$0HHHHAH$H$H$ADH$HD$xAH$LH$BH$AH$HAHH$Hc$H|$xH H$0HHH$AH$H$AH$fADH$H$CH>H$Ƌ$HAEH$H$H$H8H$HHAH$9$뉜$T$TS$TD9d$@LMHgD$L$ D$(L$L$E1t$AϋL$H$hEDHD$ H$L$fELH݋$Hl$PLt$@H$AD BT0Lt$PBL$hB,L$A>LcLt$0Bt9LFDHD$`IcHiL$XDT$h1Hl$pM41ff.H$pEdAE\ fA(YfA(A YHcAY I,YEAXXALfD(DYDYmDXDfD(DYDYuHcEXfE(DYEY,I,EXfE(DYDYuEXfD(DYDYmEXfD(DYDYuHcHEXfE(DYEY,I,DYEXfE(DYDYuDYEXfD(DYDYmYEXfD(DYDYuHcEXE,IEYD`EYDXDYf(AEXYYHHEXEXAXD\YDXXXAYDD9t-HfAfD(fEfE(fDXfA\ALH\DXI9H$Hl$pDT$hHD$`DL$AHT$0H$HHD$ 4H$9HL$ H9L$( T$L$H$XHD$`IcDT$hH,11H$pAf(f(E\fD(fD(ED AYA AYLcCY O4AYFAXXALDYEYfDXDDYEYnLcEXfE(DYGY$O4EXfE(DYEYnEXfD(DYEYfEXfD(DYEYnLcHEXfE(DYGY$O4DYEXfE(DYEYnDYEXfD(DYEYfYEXfD(DYEYnLcEXfE(EY$IDXEYD@EXDYf(DYYHJEXEXAXD\YDXXXDD9t,AYHfAfD(ffDXf\ABLHL9DT$hL$HD$`ADLI|HHLH9u싄$H9$TAvLI|HHLAH9uLd$IR$H9_$T0HD$pACH$HxH$H$PAH$AHH$H$H$ADH$HD$xAH$LH$BH$AH$H$H8H$H$HЃ$ AH$eHD$pAC H$HxH$H$PAH$AH$HD$pACH$HxH$H$PAH$AH$HD$pACH$H$HPH$H$PAHACH$HD$xAH$HAIX$ H$AH$@PACPfACH$AH$fACHD$xH$ADH$DW$H$0L= H$@H$L$TLDvH$L$MHxILH4HH$Ht$HHD$0H$H$H$`HD$ H$HHD$`CHL$ MHT$h$TH$L$H$DH$`諰H$H|$`L$DHD$$HD$0$$`nHHf$@HL9HT$hAD?H$\H$H$H$HHD$ LL$hL$$\AH$I~ZG1HfHHHA_L\$HHHH9}9IIH)M9uH$A)IGt/HH)[]A\A]A^A_DHH[]A\A]A^A_fH~fo2IGAGAUATUSHHHcHHpH9t cŅt4=bHC8h H[]A\A]h(H[]A\A]HCHHcH5xHcIH|LhM~[H@1Ht/ID$H<)9LHL9t+ID$HuI|ӐkH[]A\A]I,$!Lc ff.AWAVAUAATIUHSHHW 1ҸHLLcH@ETHA9LcExHHHJDHH9:HHHH5wHH1`@H1aH $IcT$L $HA9+ML$ 1(@IL9HHH9%HLMHyMILDHc11۾LNTM2M}HEH5wHH1_ff.@(fDHLHHDHA9/.ID$ Hc1Lff.ff.1H8HI9uIcLNTM2Mx A9,EL $H1E1fD9MD$ HcI )ff.ff.@H9H9~9HLcDKOHII9DAHE9uM2Dff.@9MD$ HcI%ff.ff.@H9tH8~9} HcÃM4M29|EoJ\AHtHEHMH9tff.fHHHHH9uH9%Lt$REIWLH)v1L-{A\^_LH]HMLLH)I<1l\H9uL1]H,L- H)I<17\AL$~>ff.LH]IT$ HH)I<1H LH[A9l$L]H˃H)I<1[HLH8|_H9f1HH[]A\A]A^A_@H"HDA4~IL$ 1۸I~jM9UIH9~LdL,MyLlI@HAHxHkH_DDLODMuHD듉HH5rH:1[DHH5LrH:1p[M2mL $Lt$MtLLHL$L$]HL$L$LHL$L$w[L$ADHL$I<H5es1[HLH8]?HHH5rH:H1ZLt$Mt LL]LZMLI<H5HDHUHXHtRHHHH5?{H81W"THt 8VVHfAUIATUHSH{UHLHIUHHtHRHSHHRHHtTHLL5Ru/HmtHH[]A\A]@HUHH[]A\A]H5;mH=DRH5lH=1RH5]lH=RH5lH= RfDSHTHt-HHUHHtHRHRHuH[H5lH=rRH5mH=_Rff.@UHH=EQSHQHt~HUHC HteEHkH=yCHut>H=|yu,QH{ H5vHPHH[]f.H=Oy1DHxT1HH[]ff.AWAVAUATUSHHHtH=PRIfAWAVAAUMATEUSHHH<$fHP<$h<$IH=Oh AL;-DtEyHOI}HpH9T$>PT$A 1A@LLE111DHYO(IH?<$=.OH@8L`(HcI9fo<~H) array)D$fo~)D$ HD$.ifDh(AIc1Et@HH9cH<yfo{L$Lt$H-cu)D$fo})D$ fo})D$0fo]~)D$@fo`~)D$Pfoc~D$\ff.LHMHSHI<12NL9uLM)fA<HdLH89PI/ff.@E1HHL[]A\A]A^A_MHcAE@IE8H9H(H$HDLoAtIEI/VMufDLNME1HLE1DI{jPAY^IH= MHP8HcH9Z(DA HLApL$Ix L$1HIxHKL$fLŅH$Lt$tH$L>NL&LIUH5fI<1HRlLHLH8NeDHH>LMt I/YH8=L~WLcIL@( 9j fox)D$foz)D$ foz)D$0D$?rayLcb Bh IDH$HDLA p=yKI]8HC(LcI9OC $ ,IEAAADAE@@AM҉ALt$H5f)LЩ{>=JgHK(I9HL$t%L3JHL$H5eI<1zJI]8CQ )$ v#LIAOSH5dI<14JIEAAALIH5pI<1ILHD$KHD$fov)D$fox)D$ fox)D$0D$?rayLb(H\$L$HILH5cH<1eIHHH8KL$I(ULKH1HH DADLIE1E1AUIM LI{jPAIXZMHHL$LLL$YAIPIEIUAPI@AEAUIP A@IE IU IP(I@ IE(IU(IP0I@(IE0IU0IP8I@0IE8IU8AP@I@8AE@AU@I(A@@AIEI/LI f9h Jfov)D$fow)D$ fowD$)HcX Lt$H9LFGHىH5bI<1Gof.LHDL$H$vL$mI(`9h tfo^vH) array)D$fov)D$ HL$.Lc` LHfov)D$fo"v)D$ fo%vD$)HX(HcC SfouD$XHe) arrayHD$0IE8)D$fou)D$ fouD$8fouD$HIEH5TaHPHH81EI/]BL HAE@I]8Lt$LcfoCu)D$fou)D$ fouD$)A@-Щu {>1LLD$zEfouLD$Lfou@ @ ~.t)s$d3 $A$G $ 4K'HcK ~.t)$ $ALLD$|DfodtLD$Lfoat@ ЅtJ{>$=dGWlG봋$tBALt$H5q_)L ${>{>t벐AWAVAUIATUHSHxDgHT$EHGE1HD$IfDAIpE9I7HEÅuIcLd$HipIAL$dM$`MHD$H;L%CQLt$0L$HLmAL$E$PHCL$Dh=BL$HYp H/,HDALjLL$pY^IHIEHL$,It$ HHHx`MEIAHHcIxLH"EI}HHXHNBHAt$HuH2BAt$I|$ Hd= BIT$8HR(IMHIt$H)XDHD$I9t I,$FHx[]A\A]A^A_I} Ht/H|$tOHT$HxH[]A\A]A^A_?p(cDIE HHu\fHcR \HCÅrHH5\H8hCWaLt$01LD$HL^?LD$HL$,I|$LHAMEIAH~%ʾLLD$HL$?LD$L$E11fDt$L$Bt$L$LnBH`Hk@Mt$L$E$PDh=B@L$H=p H/tbHLDAjLL$IXZM0p(HH5fH8!BLt$0t$L$At$L$Lt$0HD$I9tI,$uLAfAWAVMAUAATAUHSHHu?h=`?H~;Dx(H/t;HMEDjHDH[]A\A]A^A_fDDx H/uAff.@H?HHHHAVAUIATUSHH0HH%IH>HpPH9>?H{H>HpH9?H{H^>HpH9>Ht?HSLbHH>LH5eH1>HOSH5d1HH=HL?H0[]A\A]A^DCuIf==LGHC8HcH PH5dH1H=뜐HH(f.s(HL5-df $~gHAHfDLs(f.LH5cH1Hy<@HXHt$(HD$`HcT$(HD$HD$ wD$HD$tNHcH~H9HHW HHHX@HH5WH81`>1HXfH;H HXf.HH1;Ht HHD$=HD$Hff.H1E>HtHHD$~=HD$H@HH9GHHPython int too large to convert to C int_dfitpack.pardeu() 4th argument (kx) can't be converted to int_dfitpack.pardeu() 5th argument (ky) can't be converted to int_dfitpack.pardeu() 6th argument (nux) can't be converted to int_dfitpack.pardeu() 7th argument (nuy) can't be converted to int(len(c)==(nx-kx-1)*(ny-ky-1)) failed for 3rd argument c_dfitpack._dfitpack.pardeu: failed to create array from the 9th argument `y`_dfitpack._dfitpack.pardeu: failed to create array from the hidden `z`_dfitpack._dfitpack.pardeu: failed to create array from the hidden `wrk`_dfitpack._dfitpack.pardeu: failed to create array from the hidden `iwrk`_dfitpack.bispeu() 4th argument (kx) can't be converted to int_dfitpack.bispeu() 5th argument (ky) can't be converted to int_dfitpack.pardtc() 4th argument (kx) can't be converted to int((1 <= kx) && (kx <= 5)) failed for 4th argument kx_dfitpack.pardtc() 5th argument (ky) can't be converted to int((1 <= ky) && (ky <= 5)) failed for 5th argument ky_dfitpack.pardtc() 6th argument (nux) can't be converted to int((0 <= nux) && (nux < kx)) failed for 6th argument nux_dfitpack.pardtc() 7th argument (nuy) can't be converted to int((0 <= nuy) && (nux < ky)) failed for 7th argument nuy_dfitpack._dfitpack.pardtc: failed to create array from the hidden `newc`_dfitpack.parder() 4th argument (kx) can't be converted to int_dfitpack.parder() 5th argument (ky) can't be converted to int_dfitpack.parder() 6th argument (nux) can't be converted to int_dfitpack.parder() 7th argument (nuy) can't be converted to int_dfitpack._dfitpack.parder: failed to create array from the hidden `z`_dfitpack._dfitpack.parder: failed to create array from the hidden `wrk`_dfitpack._dfitpack.parder: failed to create array from the hidden `iwrk`_dfitpack.bispev() 4th argument (kx) can't be converted to int_dfitpack.bispev() 5th argument (ky) can't be converted to int(len(c)>=n-3-1) failed for 2nd argument c_dfitpack.sproot() 1st keyword (mest) can't be converted to int_dfitpack.splder() 3rd argument (k) can't be converted to int_dfitpack.splder() 2nd keyword (e) can't be converted to int(0<=e && e<=3) failed for 2nd keyword e(len(c)>=n-k-1) failed for 2nd argument c_dfitpack.splder() 1st keyword (nu) can't be converted to int(0<=nu && nu<=k) failed for 1st keyword nu_dfitpack.splev() 3rd argument (k) can't be converted to int_dfitpack.splev() 1st keyword (e) can't be converted to int(0<=e && e<=3) failed for 1st keyword e_dfitpack.fpchec() 3rd argument (k) can't be converted to int_dfitpack.spalde() 3rd argument (k1) can't be converted to int_dfitpack.spalde() 4th argument (x) can't be converted to double(len(c)>=n-k1) failed for 2nd argument cOOOOO|OOii:_dfitpack.spherfit_lsq_dfitpack.spherfit_lsq() 2nd keyword (eps) can't be converted to double(0.0=9) failed for hidden npest_dfitpack._dfitpack.spherfit_lsq: failed to create array from the hidden `c`_dfitpack._dfitpack.spherfit_lsq: failed to create array from the hidden `wrk1`_dfitpack._dfitpack.spherfit_lsq: failed to create array from the hidden `wrk2`_dfitpack._dfitpack.spherfit_lsq: failed to create array from the hidden `iwrk`OOO|OOO:_dfitpack.spherfit_smth_dfitpack.spherfit_smth() 3rd keyword (eps) can't be converted to double(0.0=8) failed for hidden ntest(npest>=8) failed for hidden npest_dfitpack._dfitpack.spherfit_smth: failed to create array from the hidden `tt`_dfitpack._dfitpack.spherfit_smth: failed to create array from the hidden `tp`_dfitpack._dfitpack.spherfit_smth: failed to create array from the hidden `c`_dfitpack._dfitpack.spherfit_smth: failed to create array from the hidden `wrk1`_dfitpack._dfitpack.spherfit_smth: failed to create array from the hidden `wrk2`_dfitpack._dfitpack.spherfit_smth: failed to create array from the hidden `iwrk`_dfitpack.splint() 3rd argument (k) can't be converted to int_dfitpack.splint() 4th argument (a) can't be converted to double_dfitpack.splint() 5th argument (b) can't be converted to double_dfitpack.percur() 1st argument (iopt) can't be converted to int_dfitpack.percur() 1st keyword (k) can't be converted to int(1<=k && k <=5) failed for 1st keyword k_dfitpack.percur() 2nd keyword (s) can't be converted to double(s>=0.0) failed for 2nd keyword s(len(y)==m) failed for 3rd argument y(len(w)==m) failed for 4th argument w_dfitpack._dfitpack.percur: failed to create array from the hidden `c`_dfitpack._dfitpack.percur: failed to create array from the 7th argument `iwrk`_dfitpack.curfit() 1st argument (iopt) can't be converted to int_dfitpack.curfit() 3rd keyword (k) can't be converted to int(1<=k && k <=5) failed for 3rd keyword k_dfitpack.curfit() 4th keyword (s) can't be converted to double(s>=0.0) failed for 4th keyword s_dfitpack.curfit() 1st keyword (xb) can't be converted to double(xb<=x[0]) failed for 1st keyword xb_dfitpack.curfit() 2nd keyword (xe) can't be converted to double(xe>=x[m-1]) failed for 2nd keyword xe_dfitpack._dfitpack.curfit: failed to create array from the hidden `c`_dfitpack._dfitpack.curfit: failed to create array from the 7th argument `iwrk`OOOOO|OOO:_dfitpack.regrid_smth_spher_dfitpack.regrid_smth_spher() 1st keyword (r0) can't be converted to double_dfitpack.regrid_smth_spher() 2nd keyword (r1) can't be converted to double_dfitpack.regrid_smth_spher() 3rd keyword (s) can't be converted to double(0.0<=s) failed for 3rd keyword s(len(r)==mu*mv) failed for 5th argument r(nuest>=8) failed for hidden nuest%s: regrid_smth_spher:nuest=%d(nvest>=8) failed for hidden nvest%s: regrid_smth_spher:nvest=%d_dfitpack._dfitpack.regrid_smth_spher: failed to create array from the hidden `wrk`_dfitpack._dfitpack.regrid_smth_spher: failed to create array from the hidden `iwrk`OOOOOOO|OOOOOOOOOii:_dfitpack.surfit_lsq_dfitpack.surfit_lsq() 6th keyword (kx) can't be converted to int(1<=kx && kx<=5) failed for 6th keyword kx_dfitpack.surfit_lsq() 7th keyword (ky) can't be converted to int(1<=ky && ky<=5) failed for 7th keyword ky_dfitpack.surfit_lsq() 8th keyword (eps) can't be converted to double(0.0=(kx+1)*(ky+1)) failed for hidden m(len(y)==m) failed for 2nd argument y(len(z)==m) failed for 3rd argument z_dfitpack.surfit_lsq() 4th argument (nx) can't be converted to int(2*kx+2<=nx) failed for 4th argument nx_dfitpack.surfit_lsq() 6th argument (ny) can't be converted to int(2*ky+2<=ny) failed for 6th argument ny_dfitpack.surfit_lsq() 9th keyword (lwrk2) can't be converted to int_dfitpack.surfit_lsq() 2nd keyword (xb) can't be converted to double_dfitpack.surfit_lsq() 3rd keyword (xe) can't be converted to double_dfitpack.surfit_lsq() 4th keyword (yb) can't be converted to double_dfitpack.surfit_lsq() 5th keyword (ye) can't be converted to double_dfitpack._dfitpack.surfit_lsq: failed to create array from the 1st keyword `w`_dfitpack._dfitpack.surfit_lsq: failed to create array from the hidden `c`_dfitpack._dfitpack.surfit_lsq: failed to create array from the 5th argument `tx`_dfitpack._dfitpack.surfit_lsq: failed to create array from the 7th argument `ty`_dfitpack._dfitpack.surfit_lsq: failed to create array from the hidden `iwrk`_dfitpack._dfitpack.surfit_lsq: failed to create array from the hidden `wrk1`_dfitpack._dfitpack.surfit_lsq: failed to create array from the hidden `wrk2`OOO|OOOOOOOOOOOO:_dfitpack.surfit_smth_dfitpack.surfit_smth() 6th keyword (kx) can't be converted to int_dfitpack.surfit_smth() 7th keyword (ky) can't be converted to int_dfitpack.surfit_smth() 11st keyword (eps) can't be converted to double(0.0=2*(kx+1)) failed for 9th keyword nxest_dfitpack.surfit_smth() 10th keyword (nyest) can't be converted to int(nyest>=2*(ky+1)) failed for 10th keyword nyest_dfitpack.surfit_smth() 12nd keyword (lwrk2) can't be converted to int_dfitpack._dfitpack.surfit_smth: failed to create array from the 1st keyword `w`_dfitpack._dfitpack.surfit_smth: failed to create array from the hidden `tx`_dfitpack._dfitpack.surfit_smth: failed to create array from the hidden `ty`_dfitpack._dfitpack.surfit_smth: failed to create array from the hidden `c`_dfitpack._dfitpack.surfit_smth: failed to create array from the hidden `wrk1`_dfitpack._dfitpack.surfit_smth: failed to create array from the hidden `wrk2`_dfitpack._dfitpack.surfit_smth: failed to create array from the hidden `iwrk`OOO|OOOOOOOO:_dfitpack.regrid_smth_dfitpack.regrid_smth() 5th keyword (kx) can't be converted to int(1<=kx && kx<=5) failed for 5th keyword kx_dfitpack.regrid_smth() 6th keyword (ky) can't be converted to int(1<=ky && ky<=5) failed for 6th keyword ky_dfitpack.regrid_smth() 7th keyword (s) can't be converted to double(0.0<=s) failed for 7th keyword s_dfitpack.regrid_smth() 8th keyword (maxit) can't be converted to int(len(z)==mx*my) failed for 3rd argument z_dfitpack.regrid_smth() 1st keyword (xb) can't be converted to double_dfitpack.regrid_smth() 2nd keyword (xe) can't be converted to double_dfitpack.regrid_smth() 3rd keyword (yb) can't be converted to double_dfitpack.regrid_smth() 4th keyword (ye) can't be converted to double(nxest>=2*(kx+1)) failed for hidden nxest(nyest>=2*(ky+1)) failed for hidden nyest_dfitpack._dfitpack.regrid_smth: failed to create array from the hidden `tx`_dfitpack._dfitpack.regrid_smth: failed to create array from the hidden `ty`_dfitpack._dfitpack.regrid_smth: failed to create array from the hidden `c`_dfitpack._dfitpack.regrid_smth: failed to create array from the hidden `wrk`_dfitpack._dfitpack.regrid_smth: failed to create array from the hidden `iwrk`_dfitpack.fpcurfm1() 3rd argument (k) can't be converted to int(1<=k && k<=5) failed for 3rd argument k_dfitpack.fpcurfm1() 2nd keyword (xb) can't be converted to double(xb<=x[0]) failed for 2nd keyword xb_dfitpack.fpcurfm1() 3rd keyword (xe) can't be converted to double(xe>=x[m-1]) failed for 3rd keyword xe_dfitpack._dfitpack.fpcurfm1: failed to create array from the hidden `c`_dfitpack._dfitpack.fpcurfm1: failed to create array from the hidden `fpint`_dfitpack._dfitpack.fpcurfm1: failed to create array from the hidden `wrk`_dfitpack._dfitpack.fpcurfm1: failed to create array from the hidden `nrdata`_dfitpack.fpcurf0() 3rd argument (k) can't be converted to int_dfitpack.fpcurf0() 2nd keyword (xb) can't be converted to double_dfitpack.fpcurf0() 3rd keyword (xe) can't be converted to double_dfitpack.fpcurf0() 4th keyword (s) can't be converted to double_dfitpack.fpcurf0() 5th keyword (nest) can't be converted to int(nest>=2*k1) failed for 5th keyword nest_dfitpack._dfitpack.fpcurf0: failed to create array from the hidden `t`_dfitpack._dfitpack.fpcurf0: failed to create array from the hidden `c`_dfitpack._dfitpack.fpcurf0: failed to create array from the hidden `fpint`_dfitpack._dfitpack.fpcurf0: failed to create array from the hidden `wrk`_dfitpack._dfitpack.fpcurf0: failed to create array from the hidden `nrdata`_dfitpack.dblint() 4th argument (kx) can't be converted to int_dfitpack.dblint() 5th argument (ky) can't be converted to int_dfitpack.dblint() 6th argument (xb) can't be converted to double_dfitpack.dblint() 7th argument (xe) can't be converted to double_dfitpack.dblint() 8th argument (yb) can't be converted to double_dfitpack.dblint() 9th argument (ye) can't be converted to double_dfitpack._dfitpack.dblint: failed to create array from the 3rd argument `c`_dfitpack._dfitpack.dblint: failed to create array from the hidden `wrk`OOOOOOOOOOOOOO|iiiiiii:_dfitpack.fpcurf1_dfitpack.fpcurf1() 4th argument (xb) can't be converted to double_dfitpack.fpcurf1() 5th argument (xe) can't be converted to double_dfitpack.fpcurf1() 6th argument (k) can't be converted to int(1<=k && k<=5) failed for 6th argument k_dfitpack.fpcurf1() 7th argument (s) can't be converted to double(s>=0.0) failed for 7th argument s_dfitpack.fpcurf1() 8th argument (n) can't be converted to int_dfitpack.fpcurf1() 11st argument (fp) can't be converted to double_dfitpack.fpcurf1() 14th argument (ier) can't be converted to int(len(c)==nest) failed for 10th argument c(len(fpint)==nest) failed for 12nd argument fpint(len(nrdata)==nest) failed for 13rd argument nrdata(len(w)==m) failed for 3rd argument w_dfitpack._dfitpack.fpcurf1: failed to create array from the 10th argument `c`_dfitpack._dfitpack.fpcurf1: failed to create array from the 12nd argument `fpint`_dfitpack._dfitpack.fpcurf1: failed to create array from the hidden `wrk`_dfitpack._dfitpack.fpcurf1: failed to create array from the 13rd argument `nrdata`_dfitpack._dfitpack.fpcurf1: failed to create array from the 2nd argument `y`_dfitpack._dfitpack.fpcurf1: failed to create array from the 3rd argument `w`OOOOOOOOOOO|OO:_dfitpack.parcur_dfitpack.parcur() 1st argument (iopt) can't be converted to int(iopt>=-1 && iopt <= 1) failed for 1st argument iopt_dfitpack.parcur() 2nd argument (ipar) can't be converted to int(ipar == 1 || ipar == 0) failed for 2nd argument ipar_dfitpack.parcur() 3rd argument (idim) can't be converted to int(idim > 0 && idim < 11) failed for 3rd argument idim_dfitpack.parcur() 7th argument (ub) can't be converted to double_dfitpack.parcur() 8th argument (ue) can't be converted to double_dfitpack.parcur() 1st keyword (k) can't be converted to int(1<=k && k<=5) failed for 1st keyword k_dfitpack.parcur() 2nd keyword (s) can't be converted to double(mx>=idim*m) failed for hidden mx(nc>=idim*nest) failed for hidden nc_dfitpack._dfitpack.parcur: failed to create array from the 9th argument `t`_dfitpack._dfitpack.parcur: failed to create array from the hidden `c`_dfitpack._dfitpack.parcur: failed to create array from the 10th argument `wrk`_dfitpack._dfitpack.parcur: failed to create array from the 6th argument `w`_dfitpack._dfitpack.parcur: failed to create array from the 11st argument `iwrk`_ARRAY_API is not PyCapsule objectmodule compiled against ABI version 0x%x but this version of numpy is 0x%xmodule was compiled against NumPy C-API version 0x%x (NumPy 1.23) but the running NumPy has C-API version 0x%x. Check the section C-API incompatibility at the Troubleshooting ImportError section at https://numpy.org/devdocs/user/troubleshooting-importerror.html#c-api-incompatibility for indications on how to solve this problem.FATAL: module compiled as unknown endianFATAL: module compiled as little endian, but detected different endianness at runtimenumpy._core.multiarray failed to importcan't initialize module _dfitpack (failed to import numpy)This module '_dfitpack' is auto-generated with f2py (version:2.4.2). Functions: ier = fpchec(x,t,k) y,ier = splev(t,c,k,x,e=0) y,ier = splder(t,c,k,x,nu=1,e=0) splint,wrk = splint(t,c,k,a,b) zero,m,ier = sproot(t,c,mest=3*(n-7)) d,ier = spalde(t,c,k1,x) n,c,fp,ier = curfit(iopt,x,y,w,t,wrk,iwrk,xb=x[0],xe=x[m-1],k=3,s=0.0) n,c,fp,ier = percur(iopt,x,y,w,t,wrk,iwrk,k=3,s=0.0) n,c,fp,ier = parcur(iopt,ipar,idim,u,x,w,ub,ue,t,wrk,iwrk,k=3.0,s=0.0) x,y,w,xb,xe,k,s,n,t,c,fp,fpint,nrdata,ier = fpcurf0(x,y,k,w=1.0,xb=x[0],xe=x[m-1],s=m,nest=(s==0.0?m+k+1:MAX(m/2,2*k1))) x,y,w,xb,xe,k,s,n,t,c,fp,fpint,nrdata,ier = fpcurf1(x,y,w,xb,xe,k,s,n,t,c,fp,fpint,nrdata,ier,overwrite_x=1,overwrite_y=1,overwrite_w=1,overwrite_t=1,overwrite_c=1,overwrite_fpint=1,overwrite_nrdata=1) x,y,w,xb,xe,k,s,n,t,c,fp,fpint,nrdata,ier = fpcurfm1(x,y,k,t,w=1.0,xb=x[0],xe=x[m-1],overwrite_t=1) z,ier = bispev(tx,ty,c,kx,ky,x,y) z,ier = parder(tx,ty,c,kx,ky,nux,nuy,x,y) newc,ier = pardtc(tx,ty,c,kx,ky,nux,nuy) z,ier = bispeu(tx,ty,c,kx,ky,x,y) z,ier = pardeu(tx,ty,c,kx,ky,nux,nuy,x,y) nx,tx,ny,ty,c,fp,wrk1,ier = surfit_smth(x,y,z,w=1.0,xb=dmin(x,m),xe=dmax(x,m),yb=dmin(y,m),ye=dmax(y,m),kx=3,ky=3,s=m,nxest=imax(kx+1+sqrt(m/2),2*(kx+1)),nyest=imax(ky+1+sqrt(m/2),2*(ky+1)),eps=1e-16,lwrk2=calc_surfit_lwrk2(m,kx,ky,nxest,nyest)) tx,ty,c,fp,ier = surfit_lsq(x,y,z,nx,tx,ny,ty,w=1.0,xb=calc_b(x,m,tx,nx),xe=calc_e(x,m,tx,nx),yb=calc_b(y,m,ty,ny),ye=calc_e(y,m,ty,ny),kx=3,ky=3,eps=1e-16,lwrk2=calc_surfit_lwrk2(m,kx,ky,nxest,nyest),overwrite_tx=1,overwrite_ty=1) nt,tt,np,tp,c,fp,ier = spherfit_smth(teta,phi,r,w=1.0,s=m,eps=1e-16) tt,tp,c,fp,ier = spherfit_lsq(teta,phi,r,tt,tp,w=1.0,eps=1e-16,overwrite_tt=1,overwrite_tp=1) nx,tx,ny,ty,c,fp,ier = regrid_smth(x,y,z,xb=dmin(x,mx),xe=dmax(x,mx),yb=dmin(y,my),ye=dmax(y,my),kx=3,ky=3,s=0.0,maxit=20) nu,tu,nv,tv,c,fp,ier = regrid_smth_spher(iopt,ider,u,v,r,r0=,r1=,s=0.0) dblint = dblint(tx,ty,c,kx,ky,xb,xe,yb,ye) COMMON blocks: /types/ intvar .../scipy/interpolate/fitpack/surfit.fthis fortran object is not callablef2py:fortranobject.c:get_elsize%d-th dimension must be fixed to %ld but got %ld %d-th dimension must be %ld but got 0 (not defined). unexpected array size: new_size=%ld, got array with arr_size=%ld (maybe too many free indices) -- %d-th dimension must be fixed to %ld but got %ldunexpected array size: new_size=%ld, got array with arr_size=%ld too many axes: %d (effrank=%d), expected rank=%d -- %d-th dimension must be fixed to %ld but got %ld (real index=%d) unexpected array size: size=%ld, arr_size=%ld, rank=%d, effrank=%d, arr.nd=%d, dims=[fortranobject.c: fortran_doc: len(p)=%zd>%zd=size: too long docstring required, increase size F2PySwapThreadLocalCallbackPtr: PyThreadState_GetDict failedF2PySwapThreadLocalCallbackPtr: PyLong_AsVoidPtr failedF2PySwapThreadLocalCallbackPtr: PyLong_FromVoidPtr failedF2PySwapThreadLocalCallbackPtr: PyDict_SetItemString failedF2PyGetThreadLocalCallbackPtr: PyThreadState_GetDict failedF2PyGetThreadLocalCallbackPtr: PyLong_AsVoidPtr failed -- failed to determine element size from %s -- expected elsize=%d got %ld -- expected at least elsize=%d but got %ld -- expected elsize=%d but got %ld -- input '%c' not compatible to '%c'failed to initialize intent(inout|inplace|cache) array, input '%s' object is not an arrayfailed to initialize intent(inout) arraydelete non-existing fortran attributef2py_size: 2nd argument value=%ld fails to satisfy 1<=value<=%ld. Result will be 0. realOOOOOOOOO|:_dfitpack.pardeuOOOOOOO|:_dfitpack.bispeuOOOOOOO|:_dfitpack.pardtc%s: pardtc:kx=%d%s: pardtc:ky=%d%s: pardtc:nux=%d%s: pardtc:nuy=%dOOOOOOOOO|:_dfitpack.parderOOOOOOO|:_dfitpack.bispevOO|O:_dfitpack.sproot(n>=8) failed for hidden n%s: sproot:n=%dNiiOOOO|OO:_dfitpack.splder%s: splder:e=%d%s: splder:nu=%dOOOO|O:_dfitpack.splev%s: splev:e=%dOOO|:_dfitpack.fpchecOOOO|:_dfitpack.spalde%s: spherfit_lsq:eps=%g(m>=2) failed for hidden m%s: spherfit_lsq:m=%d%s: spherfit_lsq:npest=%dNNNdi%s: spherfit_smth:eps=%g%s: spherfit_smth:m=%d%s: spherfit_smth:s=%g%s: spherfit_smth:ntest=%d%s: spherfit_smth:npest=%diNiNNdiOOOOO|:_dfitpack.splintdNOOOOOOO|OO:_dfitpack.percur%s: percur:k=%d%s: percur:s=%g(m>k) failed for hidden m%s: percur:m=%diNdiOOOOOOO|OOOO:_dfitpack.curfit%s: curfit:k=%d%s: curfit:s=%g%s: curfit:m=%d%s: curfit:xb=%g%s: curfit:xe=%g%s: regrid_smth_spher:s=%g%s: surfit_lsq:kx=%d%s: surfit_lsq:ky=%d%s: surfit_lsq:eps=%g%s: surfit_lsq:m=%d%s: surfit_lsq:nx=%d%s: surfit_lsq:ny=%d%s: surfit_smth:kx=%d%s: surfit_smth:ky=%d%s: surfit_smth:eps=%g%s: surfit_smth:m=%d%s: surfit_smth:s=%g%s: surfit_smth:nxest=%d%s: surfit_smth:nyest=%diNiNNdNi%s: regrid_smth:kx=%d%s: regrid_smth:ky=%d%s: regrid_smth:s=%g(mx>kx) failed for hidden mx%s: regrid_smth:mx=%d(my>ky) failed for hidden my%s: regrid_smth:my=%d%s: regrid_smth:nxest=%d%s: regrid_smth:nyest=%dOOOO|OOOi:_dfitpack.fpcurfm1%s: fpcurfm1:k=%d%s: fpcurfm1:m=%d%s: fpcurfm1:xb=%g%s: fpcurfm1:xe=%gNNNddidiNNdNNiOOO|OOOOO:_dfitpack.fpcurf0%s: fpcurf0:k=%d%s: fpcurf0:m=%d%s: fpcurf0:xb=%g%s: fpcurf0:xe=%g%s: fpcurf0:s=%g%s: fpcurf0:nest=%dOOOOOOOOO|:_dfitpack.dblint%s: fpcurf1:k=%d%s: fpcurf1:s=%g%s: fpcurf1:m=%d%s: parcur:iopt=%d%s: parcur:ipar=%d%s: parcur:idim=%d%s: parcur:k=%d%s: parcur:s=%g%s: parcur:m=%d%s: parcur:mx=%d%s: parcur:nc=%dnumpy._core._multiarray_umathnumpy.core._multiarray_umath_ARRAY_API_ARRAY_API is NULL pointer2.4.2__version____doc____f2py_numpy_version___dfitpack.error__dfitpack_error_cpointer__name__typesnumestk1ioptiwrkxbxeiparidimubuenestfpieroverwrite_xoverwrite_yoverwrite_woverwrite_toverwrite_coverwrite_fpintoverwrite_nrdatakxkynuxnuyzybyenxestnyestepslwrk2nxnyoverwrite_txoverwrite_tytetaphioverwrite_ttoverwrite_tpmaxitiderr0r1_dfitpackparcurfpcurf1surfit_smthsurfit_lsqspherfit_smthspherfit_lsqregrid_smthregrid_smth_spherintvariopt,kx,ky,m=nxest,nyest,nmax=lwrk1,lwrk2,kwrk=xb,xe,yb,ye=eps,stx=ty=no function to callarray(%ld,%ld %ld ], arr.dims=[ ] __dict__%s - no docs available%s : '%c'-Error loading %s function %sscalar %sarray %s%ld, -- input not %d-alignedover-writing fortran routine%d-%s%c%ld-%s-scalar)-%c%ld-%s%s instancefortran𿼉ؗҜ<? @MbP??{Gz???MbP?-DT! @-DT! -DT!@@@@VUUUUU?es-8R?@z???-DT!EE?!3|@$@_dfitpack._dfitpack.pardeu: failed to create array from the 1st t argument `tx`ay from the 2nd d argument `ty`ay from the 8th th argument `x`ay from the 3rd rd argument `c`ack.bispeu: failay from the 6th ay from the hidday from the 7th th argument `y`he hidden `wrk`ack.pardtc: failack.parder: failay from the 9th ack.bispev: faile hidden `iwrk`ack.sproot: failst argument `t`nd argument `c`e hidden `zero`ack.splder: failay from the 4th ack.splev: failed to create array from the 1st ay from the 4th ay from the 2nd ay from the hiddeack.fpchec: failst argument `x`nd argument `t`ack.spalde: failack.spherfit_lsq: failed to create array from the 1st argument `e 4th argument `e 5th argument `e 2nd argument `e 3rd argument `e 1st keyword `wack.spherfit_smth: failed to create array from the 1st argument he 2nd argument he 3rd argument he 1st keyword `ack.splint: failack.percur: failnd argument `x`ay from the 5th th argument `t` argument `wrk`rd argument `y`th argument `w`ack.curfit: failack.regrid_smth_spher: failed to create array from the 1st argumargument `iopt`om the 2nd argumargument `ider`om the 3rd argumom the 4th argumom the 5th argumom the hidden `tom the hidden `cack.surfit_lsq: failed to create array from the 1st argument `x`2nd argument `y`3rd argument `z`ack.surfit_smth: failed to create array from the 1st argument `x 2nd argument `y 3rd argument `zack.regrid_smth:ack.fpcurfm1: failed to create array from the 1srray from the 4trray from the 2nnd argument `y`1st keyword `w`ack.fpcurf0: failed to create array from the 1stray from the 2ndack.dblint: failack.fpcurf1: fairay from the 9thack.parcur: failth argument `u`-DT!?-DT! @, not allocated intent(cache|hide)|optional arrfailed to initialize intent(cachnt(cache) array -- input must be in one segmentlize intent(inount(inout) array -- input not co not contiguous -- input not fortran contiguouslize intent(in) ay-- must have defined dimensionsions but got (F2PyGetThreadLocalCallbackPtrF2PySwapThreadLocalCallbackPtr;|n P 0$`L` PDt@x@x  `@ @ % )L * @+ 00P@O``U@a nHPh0зp\4P!`!!@!P!`"`" X## # ($h$p0$4 % 58%>%@A%@B%B&H&R@'p\'bh(gP)h)sp*x`+~+ , 8,,`--0.x../h//x183 {4(5p55< <(= =`=f8>h> j>Pj>j>Pk$?@l?m?tX@z@z@z@{@AP|\A}A AXBЏB`0CDCCCCCzRx $FJ w?;*3$"DX(Xt,l  $-AX G  A @ BAA D`  AABF X  AABD LSBE E(D0(A BBBAC0`d8"BBA D(G@ (C ABBI D (F ABBA B (A DBBE ,* BOB B(A0K8G=IIIIII[h_NBdgNA 8A0A(B BBBG RSTA`TBTSSB_NKAYTLBYSFA~IIIDIGGGDDD[ BOB B(K0A8GIIII[h_NBdgNAx 8A0A(B BBBB SQAfOBNBxVAEuIAIIFIDDDDVBOB B(A0K8GIIII[e_OBagOB 8A0A(B BBBE h`OBSFAzFFDDDU4 BLI B(A0K8GDIIIIII[h_NAdgQA} 8A0A(B BBBE RSTBbtTB`SANKATLBYSFAvIIIIGGIGIGDDD [$B BLI L(A0A8GIIII[h_OBdgNAy 8A0A(B BBBH SSAbtODfOB#NB_fInlIADIIFIGGIDIDD\$(BOB B(K0A8GpRBe_LB 8A0A(B BBBG IWLBgFAtF]A BOB B(K0A8GIII[e_QAT 8A0A(B BBBB |_ODwOBtfInkFAIDFFFBY BOB B(K0A8GII[e_LBT 8A0A(B BBBF |_NBoNAxIAIFFFQxT BOB B(A0K8G_RBeVKAAGNAa 8A0A(B BBBD L BEG A(G0 (A ABBH o (A DBBH @ {BAD y FBH J ABK FAEd XBOB B(A0K8GvFSBUoLBS 8A0A(B BBBH kLB ^FAzB\Ah !BOB B(K0A8G  I I I I I I [ u o N A  8A0A(B BBBA v | Q A  j O D  K N B q k V A  a W A  S N B  N N A ` T O B ` S F A z I I I L G I G I G D I D I I I I I j lt X0jBOB B(K0A8G a I I I [ u o N B  8A0A(B BBBE b i N A V s Q A { s T B 9 S K B ^ N K A s Q L B  S K B ^ N K A \ Q G B q I I I L G I G I G G I G I I I I I j  O y A X>BOB B(A0K8GIFUUoKBS 8A0A(B BBBE oKA?@IApFIIUPC BOB B(A0K8GIIIIII [G 8A0A(B BBBJ dWOBcOBdpNB-cVA|WA TOBiSNAzFLDIDDI I I f$Nb BOB B(A0K8GDII I I I I I I [G 8A0A(B BBBH dWOBcOBdpNB-cVAlWAcTOBiSNAzFLD I D D I I I I I ft`ZBOB L(A0A8G r I I I I I [ t o Q A } l O B d ~ O B d ~ N B q 8A0A(B BBBG  @ N A  f W A m F O B  X N B  X N A ` T G B r I I I I D I G G I G I I I I I I G z d H y A DiBOB B(A0A8Q  I I I I I I I I I I I I I I I [ h q N A  8A0A(B BBBD  O i L z L T B  O T B  J K A  N T B g O S B  O K A  Y G B W S F A { I D I I L G I G D G D G I I I I I I I I I I I d {BOB B(A0A8Q  I I I I I I I I I I I I [ q o O B  8A0A(B BBBD ~ G N A  M T A  O T B  Y K A \ M L B  O K B  J K A \ Q G B W S F B x I I L G I G I G G I G I I I I I I I I I I I I d | I t A lBOB B(K0A8G  I I I I I I I I [ M O O B [  O B  8A0A(B BBBD  N S B F ] K A \ Q L B  S K B  N K A \ Q G B p L I F L D I G G I G I I I I I I I I I I I Z o O y A hD BOB B(K0A8G f I I I I I [ s _ O B  r N B  8A0A(B BBBG  b n A c h W B $ O N B f J N A } T G B a S F A j G A D Q A B D I G D I I I I I I I B I r  R F D D B O htȩBOB B(A0A8Q ` I I I I I [ x V O B  8A0A(B BBBI  v N A  X S A  ` L B Y S K B _ N K A v T L B Y S F A ] G A D Q A B D I G G I I I I I I I A I i 7 U G D D D J  BOB B(A0K8GIIIIII[e_KAAGQAh 8A0A(B BBBE NTBSFBmFIIIIDBZԾBOB B(A0K8G  I I I I I I I I I I I I I I I I I I ^ X J O B  8A0A(B BBBE  N S B < O S A X Y T B  O F B N e S A  N T B  S N A  G Q D K D B G I G G D I I I I I I B I q m U I D D D J <XZ BOB B(A0A8Q  I I I I I I I I I I [ G 8A0A(B BBBF  c N A D P S A - ] T B I S K B L J S A   c O B  S N A x F L D I D I G I I I I I I G G ^ H4xBNB B(A0A8DP 8D0A(B BBBA $h-AMM OAA, p?AMM D(D0D8D@NE<TxcBBB B(A0A8GF 8A0A(B BBBG JEABFBFBKsJ8A0A(B BBBTXBBB B(A0A8 0A(B BBBG 0A(B BBB<BBE B(D0D8Gpl 8A0A(B BBBH xGcQQQPGGGGGIIIIGGGGLpLBEE B(A0D8DPd8A0A(B BBBL, 0; BKE B(A0A8G$ 8A0A(B BBBA ,| UJIH AAC i< kAd K t D H H  H H A Yd 0BBB B(A0A8GP EBAp^ 8A0A(B BBBA LT! BJF B(A0A8DX; 8A0A(B BBBA !XtL! BEB B(D0D8J 8A0A(B BBBJ L "0wBEE B(A0A8DP 8A0A(B BBBB \"`t"H9"pRBEE E(D0D8G` 8A0A(B BBBF  JNcNQXPGGGIGGIIIIGGGGGGT|D#" BKB B(A0A8Dk 8A0A(B BBBD 4A[MGGGGGIY|#+ BBB B(A0D8Ju 8A0A(B BBBJ GKDAEBEBKiD$4BEB E(D0D8Do 8A0A(B BBBE JuQQQQQPGGGGGIIIIGGL$9BEE E(D0D8G{ 8A0A(B BBBK 3GFUVNXMMMMRMMMMGGGGGGGIGIGGGGGGGGGIL4%>ADD0 AAB D8Q@K8A0 &P? BEE E(D0A8Gp 8A0A(B BBBI +ENWNTMMMMMGMPYDMMMGGGGGGGIIIGGGIIIGL&HBFB B(A0A8Dq 8A0A(B BBBC NLPUOOO[ZNZUMYXRT[GGGGGGGIIIIIIIIGGGGLL'8MBEB B(A0A8G@ 8A0A(B BBBB L4(RtBBB B(A0A8G 8A0A(B BBBF 4(WAAJ0 AAD D EAA L(WBBB E(A0A8G 8A0A(B BBBI  ) _ BFB B(A0D8J< 8A0A(B BBBG OGGKMOTYWMQMVNNTYGGGGGGGIIIIIIIIIIGGGGGGGGGGLL*hBEB E(A0A8Dp| 8A0A(B BBBF Ld*oy BBB B(A0A8G' 8A0A(B BBBA D*hxBBB B(A0D8y 0A(B BBBA D* {BEB B(A0A8 0A(B BBBJ <D+|ADG AAC  AAC d+2 BBB B(A0A8GEBBp 8A0A(B BBBA +p4BBB B(A0A8G 8A0A(B BBBA lG@A,DBBrHG{At,*BEB B(A0A8GGGGGGGGGGGGGGGGGGGGGGABABGGGGGGD[HGBi= 8A0A(B BBBC wGDDDDDGGGGGGGGGGGAGGGBBGBGGGGGGHpHGBj4-`BBB E(A0A8G:GGGGGGGGBOGGAABBGGGGGGGGGbHABc 8A0A(B BBBF HGBcSGGGGGAGGGGGGGBGBGGGGGGGGGXGGGGGGGGGQGGAAGBQGGGGGGGGGGGGGGGGGGGGAAGBGGGGGGGGG|40(BBBB B(A0A8GGGGGGnvIUIIGhg 8A0A(B BBBA IB?BMIIGzoILA1Fg;BBB B(A0A8GGGGGGt AYIIGi~ 8A0A(B BBBA BMIIGtD1pBBB E(A0A8 0A(B BBBI L1hBFE B(A0A8G 8A0A(B BBBA D2BBB B(A0A8G GADABABABDDGBBIAAQQGGGJG G G G G G G Q Q B G G G G G tQNGDDGGGGGGDDGGGGGAGGGGGBG G G G G G G G G B G G G G G tG 8A0A(B BBBC UGDDGGGGGGDDGGGGGAGGGGGGG G G G G G G G G B G G G G G tGGDDGGGGGGDDGGGGGAGGGGGBG G G G G G G G G B G G G G G TD]GDDGGGGGGDDGGGGGAGGGGGGG G G G G G G G G B G G G G G V]GDDGGGGGGDDGGGGGAGGGGGGG G G G G G G G G G G G G G G i GGDDGGGGGGDDGGGGGAGGGGGBG G G G G G G G G G G G G G G SBUGDDGGGGGGDDGGGGGAGGGGGGG G G G G G G G G G G G G G G CbGGDDGGGGGGDDGGGGGGGGGGGGG G G G G G G G G G G G G G G ISGGDDGGGGGGDDGGGGGGGGGGGGG G G G G G G G G G G G G G G {L 9pBBB B(D0D8G` 8A0A(B BBBK L\9@BJE B(A0A8G 8A0A(B BBBA d9BBE E(D0A8D 8I0I(B BBBF ^8A0A(B BBBD:BBB B(A0A8 0A(B BBBA \\:+TBFB B(A0A8GPkB 8A0A(B BBBA D:P(KGF G(A0A80A(B BBB,;*{BJA jAB4;h+.AV I IT;x+jDa K ^ B 0t;+AK u AF V AA \H`;$,BKB B(A0D8G@ 8D0A(B BBBF D 8H0A(B BBBC \ <,2BBA A(G0s (C ABBH G (A CBBA  (A CBBA ll<-BBB E(D0D8GGdA 8A0A(B BBBE KXAh<@4BEB B(A0A8Jf 8D0A(B BBBF SEBMmH=9\=9GNxLt=9BEA D(D0j (D ABBE L (D ABBA =:aAy A 0=:AKD ` DAK ^DAT>h;BBB B(A0A8G@HEPKHA@f 8D0A(B BBBB ll>0=_ BBE E(D0C8JK 8D0A(B BBBI DHA?DKA> INBBB E(A0D8GNKA 8C0A(B BBBI ] 8D0A(B BBBF TNNALd?LBBE E(D0D8F@gHKPQ8A0A(B BBBG@?(M@?4M|BBE A(A0J 0F(A BBBF @pOD`O E ^ J U0@O4D S I SP@ P,D P D Sp@PEpE`XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXh6@F@V@f@v@@@@@@@@@AA&A6AFAVAfAvAAAAAAAAABB&B6BFBVBfBvBBBBBBBBBCC&C6CFCVCfCvCCCCCCCCCDD&D6DFDVDfDvDDDDDDDDDdblint = dblint(tx,ty,c,kx,ky,xb,xe,yb,ye) Wrapper for ``dblint``. Parameters ---------- tx : input rank-1 array('d') with bounds (nx) ty : input rank-1 array('d') with bounds (ny) c : input rank-1 array('d') with bounds (1 + kx + ky - nx - ny + kx * ky - kx * ny - ky * nx + nx * ny) kx : input int ky : input int xb : input float xe : input float yb : input float ye : input float Returns ------- dblint : floatnu,tu,nv,tv,c,fp,ier = regrid_smth_spher(iopt,ider,u,v,r,[r0,r1,s]) Wrapper for ``regrid_smth_spher``. Parameters ---------- iopt : input rank-1 array('i') with bounds (3) ider : input rank-1 array('i') with bounds (4) u : input rank-1 array('d') with bounds (mu) v : input rank-1 array('d') with bounds (mv) r : input rank-1 array('d') with bounds (mu * mv) Other Parameters ---------------- r0 : input float r1 : input float s : input float, optional Default: 0.0 Returns ------- nu : int tu : rank-1 array('d') with bounds (nuest) nv : int tv : rank-1 array('d') with bounds (nvest) c : rank-1 array('d') with bounds (16 - 4 * nuest - 4 * nvest + nuest * nvest) fp : float ier : intnx,tx,ny,ty,c,fp,ier = regrid_smth(x,y,z,[xb,xe,yb,ye,kx,ky,s,maxit]) Wrapper for ``regrid_smth``. Parameters ---------- x : input rank-1 array('d') with bounds (mx) y : input rank-1 array('d') with bounds (my) z : input rank-1 array('d') with bounds (mx * my) Other Parameters ---------------- xb : input float, optional Default: dmin(x,mx) xe : input float, optional Default: dmax(x,mx) yb : input float, optional Default: dmin(y,my) ye : input float, optional Default: dmax(y,my) kx : input int, optional Default: 3 ky : input int, optional Default: 3 s : input float, optional Default: 0.0 maxit : input int, optional Default: 20 Returns ------- nx : int tx : rank-1 array('d') with bounds (nxest) ny : int ty : rank-1 array('d') with bounds (nyest) c : rank-1 array('d') with bounds (1 + kx + ky - nxest - nyest + kx * ky - kx * nyest - ky * nxest + nxest * nyest) fp : float ier : inttt,tp,c,fp,ier = spherfit_lsq(teta,phi,r,tt,tp,[w,eps,overwrite_tt,overwrite_tp]) Wrapper for ``spherfit_lsq``. Parameters ---------- teta : input rank-1 array('d') with bounds (m) phi : input rank-1 array('d') with bounds (m) r : input rank-1 array('d') with bounds (m) tt : input rank-1 array('d') with bounds (ntest) tp : input rank-1 array('d') with bounds (npest) Other Parameters ---------------- w : input rank-1 array('d') with bounds (m), optional Default: 1.0 eps : input float, optional Default: 1e-16 overwrite_tt : input int, optional Default: 1 overwrite_tp : input int, optional Default: 1 Returns ------- tt : rank-1 array('d') with bounds (ntest) tp : rank-1 array('d') with bounds (npest) c : rank-1 array('d') with bounds (16 - 4 * np - 4 * nt + np * nt) fp : float ier : intnt,tt,np,tp,c,fp,ier = spherfit_smth(teta,phi,r,[w,s,eps]) Wrapper for ``spherfit_smth``. Parameters ---------- teta : input rank-1 array('d') with bounds (m) phi : input rank-1 array('d') with bounds (m) r : input rank-1 array('d') with bounds (m) Other Parameters ---------------- w : input rank-1 array('d') with bounds (m), optional Default: 1.0 s : input float, optional Default: m eps : input float, optional Default: 1e-16 Returns ------- nt : int tt : rank-1 array('d') with bounds (ntest) np : int tp : rank-1 array('d') with bounds (npest) c : rank-1 array('d') with bounds (16 - 4 * npest - 4 * ntest + npest * ntest) fp : float ier : inttx,ty,c,fp,ier = surfit_lsq(x,y,z,nx,tx,ny,ty,[w,xb,xe,yb,ye,kx,ky,eps,lwrk2,overwrite_tx,overwrite_ty]) Wrapper for ``surfit_lsq``. Parameters ---------- x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) z : input rank-1 array('d') with bounds (m) nx : input int tx : input rank-1 array('d') with bounds (nmax) ny : input int ty : input rank-1 array('d') with bounds (nmax) Other Parameters ---------------- w : input rank-1 array('d') with bounds (m), optional Default: 1.0 xb : input float, optional Default: calc_b(x,m,tx,nx) xe : input float, optional Default: calc_e(x,m,tx,nx) yb : input float, optional Default: calc_b(y,m,ty,ny) ye : input float, optional Default: calc_e(y,m,ty,ny) kx : input int, optional Default: 3 ky : input int, optional Default: 3 eps : input float, optional Default: 1e-16 overwrite_tx : input int, optional Default: 1 overwrite_ty : input int, optional Default: 1 lwrk2 : input int, optional Default: calc_surfit_lwrk2(m,kx,ky,nxest,nyest) Returns ------- tx : rank-1 array('d') with bounds (nmax) ty : rank-1 array('d') with bounds (nmax) c : rank-1 array('d') with bounds (1 + kx + ky - nx - ny + kx * ky - kx * ny - ky * nx + nx * ny) fp : float ier : intnx,tx,ny,ty,c,fp,wrk1,ier = surfit_smth(x,y,z,[w,xb,xe,yb,ye,kx,ky,s,nxest,nyest,eps,lwrk2]) Wrapper for ``surfit_smth``. Parameters ---------- x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) z : input rank-1 array('d') with bounds (m) Other Parameters ---------------- w : input rank-1 array('d') with bounds (m), optional Default: 1.0 xb : input float, optional Default: dmin(x,m) xe : input float, optional Default: dmax(x,m) yb : input float, optional Default: dmin(y,m) ye : input float, optional Default: dmax(y,m) kx : input int, optional Default: 3 ky : input int, optional Default: 3 s : input float, optional Default: m nxest : input int, optional Default: imax(kx+1+sqrt(m/2),2*(kx+1)) nyest : input int, optional Default: imax(ky+1+sqrt(m/2),2*(ky+1)) eps : input float, optional Default: 1e-16 lwrk2 : input int, optional Default: calc_surfit_lwrk2(m,kx,ky,nxest,nyest) Returns ------- nx : int tx : rank-1 array('d') with bounds (nmax) ny : int ty : rank-1 array('d') with bounds (nmax) c : rank-1 array('d') with bounds (1 + kx + ky - nxest - nyest + kx * ky - kx * nyest - ky * nxest + nxest * nyest) fp : float wrk1 : rank-1 array('d') with bounds (lwrk1) ier : intz,ier = pardeu(tx,ty,c,kx,ky,nux,nuy,x,y) Wrapper for ``pardeu``. Parameters ---------- tx : input rank-1 array('d') with bounds (nx) ty : input rank-1 array('d') with bounds (ny) c : input rank-1 array('d') with bounds (1 + kx + ky - nx - ny + kx * ky - kx * ny - ky * nx + nx * ny) kx : input int ky : input int nux : input int nuy : input int x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) Returns ------- z : rank-1 array('d') with bounds (m) ier : intz,ier = bispeu(tx,ty,c,kx,ky,x,y) Wrapper for ``bispeu``. Parameters ---------- tx : input rank-1 array('d') with bounds (nx) ty : input rank-1 array('d') with bounds (ny) c : input rank-1 array('d') with bounds (1 + kx + ky - nx - ny + kx * ky - kx * ny - ky * nx + nx * ny) kx : input int ky : input int x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) Returns ------- z : rank-1 array('d') with bounds (m) ier : intnewc,ier = pardtc(tx,ty,c,kx,ky,nux,nuy) Wrapper for ``pardtc``. Parameters ---------- tx : input rank-1 array('d') with bounds (nx) ty : input rank-1 array('d') with bounds (ny) c : input rank-1 array('d') with bounds (1 + kx + ky - nx - ny + kx * ky - kx * ny - ky * nx + nx * ny) kx : input int ky : input int nux : input int nuy : input int Returns ------- newc : rank-1 array('d') with bounds (1 + kx + ky - nx - ny + kx * ky - kx * ny - ky * nx + nx * ny) ier : intz,ier = parder(tx,ty,c,kx,ky,nux,nuy,x,y) Wrapper for ``parder``. Parameters ---------- tx : input rank-1 array('d') with bounds (nx) ty : input rank-1 array('d') with bounds (ny) c : input rank-1 array('d') with bounds (1 + kx + ky - nx - ny + kx * ky - kx * ny - ky * nx + nx * ny) kx : input int ky : input int nux : input int nuy : input int x : input rank-1 array('d') with bounds (mx) y : input rank-1 array('d') with bounds (my) Returns ------- z : rank-2 array('d') with bounds (mx,my) ier : intz,ier = bispev(tx,ty,c,kx,ky,x,y) Wrapper for ``bispev``. Parameters ---------- tx : input rank-1 array('d') with bounds (nx) ty : input rank-1 array('d') with bounds (ny) c : input rank-1 array('d') with bounds (1 + kx + ky - nx - ny + kx * ky - kx * ny - ky * nx + nx * ny) kx : input int ky : input int x : input rank-1 array('d') with bounds (mx) y : input rank-1 array('d') with bounds (my) Returns ------- z : rank-2 array('d') with bounds (mx,my) ier : intx,y,w,xb,xe,k,s,n,t,c,fp,fpint,nrdata,ier = fpcurfm1(x,y,k,t,[w,xb,xe,overwrite_t]) Wrapper for ``fpcurfm1``. Parameters ---------- x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) k : input int t : input rank-1 array('d') with bounds (n) Other Parameters ---------------- w : input rank-1 array('d') with bounds (m), optional Default: 1.0 xb : input float, optional Default: x[0] xe : input float, optional Default: x[m-1] overwrite_t : input int, optional Default: 1 Returns ------- x : rank-1 array('d') with bounds (m) y : rank-1 array('d') with bounds (m) w : rank-1 array('d') with bounds (m) xb : float xe : float k : int s : float n : int t : rank-1 array('d') with bounds (n) c : rank-1 array('d') with bounds (nest) fp : float fpint : rank-1 array('d') with bounds (nest) nrdata : rank-1 array('i') with bounds (nest) ier : intx,y,w,xb,xe,k,s,n,t,c,fp,fpint,nrdata,ier = fpcurf1(x,y,w,xb,xe,k,s,n,t,c,fp,fpint,nrdata,ier,[overwrite_x,overwrite_y,overwrite_w,overwrite_t,overwrite_c,overwrite_fpint,overwrite_nrdata]) Wrapper for ``fpcurf1``. Parameters ---------- x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) w : input rank-1 array('d') with bounds (m) xb : input float xe : input float k : input int s : input float n : input int t : input rank-1 array('d') with bounds (nest) c : input rank-1 array('d') with bounds (nest) fp : input float fpint : input rank-1 array('d') with bounds (nest) nrdata : input rank-1 array('i') with bounds (nest) ier : input int Other Parameters ---------------- overwrite_x : input int, optional Default: 1 overwrite_y : input int, optional Default: 1 overwrite_w : input int, optional Default: 1 overwrite_t : input int, optional Default: 1 overwrite_c : input int, optional Default: 1 overwrite_fpint : input int, optional Default: 1 overwrite_nrdata : input int, optional Default: 1 Returns ------- x : rank-1 array('d') with bounds (m) y : rank-1 array('d') with bounds (m) w : rank-1 array('d') with bounds (m) xb : float xe : float k : int s : float n : int t : rank-1 array('d') with bounds (nest) c : rank-1 array('d') with bounds (nest) fp : float fpint : rank-1 array('d') with bounds (nest) nrdata : rank-1 array('i') with bounds (nest) ier : intx,y,w,xb,xe,k,s,n,t,c,fp,fpint,nrdata,ier = fpcurf0(x,y,k,[w,xb,xe,s,nest]) Wrapper for ``fpcurf0``. Parameters ---------- x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) k : input int Other Parameters ---------------- w : input rank-1 array('d') with bounds (m), optional Default: 1.0 xb : input float, optional Default: x[0] xe : input float, optional Default: x[m-1] s : input float, optional Default: m nest : input int, optional Default: (s==0.0?m+k+1:MAX(m/2,2*k1)) Returns ------- x : rank-1 array('d') with bounds (m) y : rank-1 array('d') with bounds (m) w : rank-1 array('d') with bounds (m) xb : float xe : float k : int s : float n : int t : rank-1 array('d') with bounds (nest) c : rank-1 array('d') with bounds (nest) fp : float fpint : rank-1 array('d') with bounds (nest) nrdata : rank-1 array('i') with bounds (nest) ier : intn,c,fp,ier = parcur(iopt,ipar,idim,u,x,w,ub,ue,t,wrk,iwrk,[k,s]) Wrapper for ``parcur``. Parameters ---------- iopt : input int ipar : input int idim : input int u : in/output rank-1 array('d') with bounds (m) x : input rank-1 array('d') with bounds (mx) w : input rank-1 array('d') with bounds (m) ub : input float ue : input float t : in/output rank-1 array('d') with bounds (nest) wrk : in/output rank-1 array('d') with bounds (lwrk) iwrk : in/output rank-1 array('i') with bounds (nest) Other Parameters ---------------- k : input int, optional Default: 3.0 s : input float, optional Default: 0.0 Returns ------- n : int c : rank-1 array('d') with bounds (nc) fp : float ier : intn,c,fp,ier = percur(iopt,x,y,w,t,wrk,iwrk,[k,s]) Wrapper for ``percur``. Parameters ---------- iopt : input int x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) w : input rank-1 array('d') with bounds (m) t : in/output rank-1 array('d') with bounds (nest) wrk : in/output rank-1 array('d') with bounds (lwrk) iwrk : in/output rank-1 array('i') with bounds (nest) Other Parameters ---------------- k : input int, optional Default: 3 s : input float, optional Default: 0.0 Returns ------- n : int c : rank-1 array('d') with bounds (n) fp : float ier : intn,c,fp,ier = curfit(iopt,x,y,w,t,wrk,iwrk,[xb,xe,k,s]) Wrapper for ``curfit``. Parameters ---------- iopt : input int x : input rank-1 array('d') with bounds (m) y : input rank-1 array('d') with bounds (m) w : input rank-1 array('d') with bounds (m) t : in/output rank-1 array('d') with bounds (nest) wrk : in/output rank-1 array('d') with bounds (lwrk) iwrk : in/output rank-1 array('i') with bounds (nest) Other Parameters ---------------- xb : input float, optional Default: x[0] xe : input float, optional Default: x[m-1] k : input int, optional Default: 3 s : input float, optional Default: 0.0 Returns ------- n : int c : rank-1 array('d') with bounds (n) fp : float ier : intd,ier = spalde(t,c,k1,x) Wrapper for ``spalde``. Parameters ---------- t : input rank-1 array('d') with bounds (n) c : input rank-1 array('d') with bounds (nc) k1 : input int x : input float Returns ------- d : rank-1 array('d') with bounds (k1) ier : intzero,m,ier = sproot(t,c,[mest]) Wrapper for ``sproot``. Parameters ---------- t : input rank-1 array('d') with bounds (n) c : input rank-1 array('d') with bounds (nc) Other Parameters ---------------- mest : input int, optional Default: 3*(n-7) Returns ------- zero : rank-1 array('d') with bounds (mest) m : int ier : intsplint,wrk = splint(t,c,k,a,b) Wrapper for ``splint``. Parameters ---------- t : input rank-1 array('d') with bounds (n) c : input rank-1 array('d') with bounds (nc) k : input int a : input float b : input float Returns ------- splint : float wrk : rank-1 array('d') with bounds (n)y,ier = splder(t,c,k,x,[nu,e]) Wrapper for ``splder``. Parameters ---------- t : input rank-1 array('d') with bounds (n) c : input rank-1 array('d') with bounds (nc) k : input int x : input rank-1 array('d') with bounds (m) Other Parameters ---------------- nu : input int, optional Default: 1 e : input int, optional Default: 0 Returns ------- y : rank-1 array('d') with bounds (m) ier : inty,ier = splev(t,c,k,x,[e]) Wrapper for ``splev``. Parameters ---------- t : input rank-1 array('d') with bounds (n) c : input rank-1 array('d') with bounds (nc) k : input int x : input rank-1 array('d') with bounds (m) Other Parameters ---------------- e : input int, optional Default: 0 Returns ------- y : rank-1 array('d') with bounds (m) ier : intier = fpchec(x,t,k) Wrapper for ``fpchec``. Parameters ---------- x : input rank-1 array('d') with bounds (m) t : input rank-1 array('d') with bounds (n) k : input int Returns ------- ier : intffegffegf5iffegfIf5iffegfofffLfffQffTfffffZfYf^fafeghTfffffZfYfeghTfdfif$^ffnfqffZfYfeghffegf^fafhtffff^fafegh_ffyfff|ffffffffffegff^faffg&gfffffg&gfffffffg&gfffffg&gfffffg&gfffffffffff^fafffffhfffgfff gg g&gf^faffffffggg)g.gifhf)g.gikxXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXJT^ @ PXo(PbPP  82H oooo?__gmon_start___ITM_deregisterTMCloneTable_ITM_registerTMCloneTable__cxa_finalizefreePyErr_OccurredPyErr_FetchPyErr_NormalizeExceptionPyException_SetTracebackPyException_SetCausePyErr_Restore_Py_DeallocmallocmemsetPyNumber_LongPyComplex_TypePyType_IsSubtypePyErr_ClearPyObject_GetAttrStringPyErr_SetStringPyLong_AsLongAndOverflowPySequence_CheckPySequence_GetItemPyExc_OverflowError_Py_NoneStruct_PyArg_ParseTupleAndKeywords_SizeTPyEval_SaveThreadPyEval_RestoreThread_Py_BuildValue_SizeTsprintfPyNumber_FloatPyFloat_TypePyFloat_AsDoublesqrtPyInit__dfitpackPyModule_Create2PyType_TypePyImport_ImportModulePyCapsule_TypePyCapsule_GetPointerPyExc_ImportErrorPyModule_GetDictPyUnicode_FromStringPyDict_SetItemStringPyErr_NewExceptionPyDict_GetItemStringPyObject_SetAttrStringPyType_ReadyPyExc_ModuleNotFoundErrorPyErr_ExceptionMatchesPyErr_PrintPyExc_RuntimeErrorPyErr_Formatmemcpymemmove_gfortran_st_write_gfortran_transfer_character_write_gfortran_transfer_integer_write_gfortran_st_write_done_gfortran_transfer_real_write_gfortran_transfer_array_writepowatan2sincosPyObject_FreePyExc_TypeErrorPyUnicode_FromFormatPyOS_snprintfPySequence_FastPyExc_ValueErrorstrlenstrcpy_PyDict_GetItemStringWithErrorstrcmpPyObject_GenericGetAttrPyMem_MallocPyUnicode_FromStringAndSizePyMem_FreePyUnicode_ConcatstderrfprintfPyErr_NoMemoryPyCapsule_NewPyThreadState_GetDictPyLong_AsVoidPtrPyLong_FromVoidPtr_Py_FatalErrorFunc_PyObject_NewPyDict_NewPyExc_SystemErrorPyDict_DelItemStringPyExc_AttributeErrorPySequence_Sizelibgfortran.so.5libm.so.6libc.so.6libgcc_s.so.1GLIBC_2.14GLIBC_2.2.5GFORTRAN_8libgfortran-8f1e9814.so.5.0.0$ORIGIN/../../scipy.libs