ELF>@P.@8 @ccppp P P P llpF pF pF p3L L L 888$$Ptdpo po po ddQtdRtdpF pF pF GNUeD3|hV@ PDR@'Q ?Q @Q AQ BQ DQ FQ GQ HQ IQ JR KR LR OR R R S(R T0R U8R V@R WHR XPR YXR Z`R [hR \pR ]xR ^R _R `R aR bR cR dR eR fR gR hR iR jR kR lR mR nS oS qS tS u S v(S x0S z8S {@S }HS ~PS XS `S hS pS xS S S S S S S S S S S S S S S S S T T T T  T (T 0T 8T @T HT PT XT `T hT pT xT T T T T T T T T T T T T T T T T U U U U  U (U 0U 8U @U HU PU XU `U hU pU xU U U U U U U U U U U U U HH HtH5 % @% h% h% h% h% h% h% h% hp% h`% h P%z h @%r h 0%j h %b h %Z h%R h%J h%B h%: h%2 h%* h%" h% h% hp% h`% hP% h@% h0% h % h% h% h% h % h!% h"% h#% h$% h%% h&% h'p% h(`% h)P%z h*@%r h+0%j h, %b h-%Z h.%R h/%J h0%B h1%: h2%2 h3%* h4%" h5% h6% h7p% h8`% h9P% h:@% h;0% h< % h=% h>% h?% h@% hA% hB% hC% hD% hE% hF% hGp% hH`% hIP%z hJ@%r hK0%j hL %b hM%Z hN%R hO%J hP%B hQ%: hR%2 hS%* hT%" hU% hV% hWp% hX`% hYP% hZ@% h[0% h\ % h]% h^% h_% h`% ha% hb% hc% hd% he% hf% hgp% hh`% hiP%z hj@%r hk0%j hl %b hm%Z hn%R ho%J hp%B hq%: hr%2 hs%* ht%" hu% hv% hwp% hx`% hyP% hz@% h{0% h| % h}% h~% h% h% h% h% h% h% h% h% hp% h`% hP%z h@%r h0%j h %b h%Z h%R h%J h%B h%: h%2 h%* h%" h% h% hp% h`% hP% h@% h0% h % h% h% h% h% h% h% h% h% h% h% hp% h`% hP%z h@%r h0%j h %b h%Z h%R h%J h%B h%: h%2 h%* h%" h% h% hp% h`% hP% h@% h0QHGuH HH5 H81(1Ht$H;W tH HH5 H81ZAUIATIUHSQHÅuVL>H5 Ht;H5 HE1LL1HHtHxHHu %Z[]A\A]AWIAVAAUAMATDAAULLSH(H4$HT$D$6HH<H4$1L9}H ƋtHLHHHH H$Hu E11Mu L-l E1FIE1HhHHHHl$IHtHHHHL$1HH- EMEAML$DLDH UDAUA DASAWAAWt$@PPt$@PPAPE1H`HHt1LܑHyHHHuHH(H[]A\A]A^A_AVEAUIATIHUSHt=H; Hu1AtHLLHx/HHu'H#H H8t1[]A\A]A^AUATUHSQzHxaHt^H Hu H H9tH9 H5* H8+L- Mu&H5 _ HIHu#L譐1AEtAELHjHI$xHI$uL>HtHIHt#AH W HHHW yIyAH W LHHW cxAH W LHH8d @xE1H W LHHW xZH[]A\A]AVAUATIU1SLvHL9}PIDLhHtLHKu.HLHA H5 1H HH H5p 1|H HH- HN 1HOHx HH H1)HZ HH= HHH HHrH5 1H HOH޿1H H0H-+ 1HH H HH1zH H1HHHUHH Z[]USHFHHL; H HH H Iٿ! H$tH[ HZH IHLV H H a H$H HD$H HD$H HHK IHL^ H Hx A H$Hx HD$H HH IHL H S H, c H$H HD$H HD$H4 HD$H HD$ H HD$(H HD$0H HD$8H HD$@H HD$HHx HD$PH HHG IHL H Ht a H$H HD$H HD$H HH IHLr H  H a !H$H HD$HH HD$hHw HNH IHL2 H ; H ! `"H$(H? HHW IH濡#H$Hi HD$H} HD$H HD$H- HD$ H HD$(H} HD$0H) HD$8H% HD$@Ha HD$HH HD$PH HD$XH HD$`H HD$hH HD$pHy HD$xH L H / H$H H H$H H$H H$H H$H HH IHL H HE ,H$H HD$H HD$HM HD$Hq HD$ H HD$(H HD$0aH HGH IHL H H a /H$H HD$HA HD$H% HD$H HD$ H HD$(HY HD$0H% HD$8HI HD$@HE HD$HH) HD$PH HH IH!3H$H HD$H. HD$H2 HD$H HD$ H HD$(H HD$0H HD$8H HD$@H HD$HH HD$PHZ HD$XH> HD$`H HD$hH HD$pH HD$xHn L H HA H$H HH IHLx H I H ! IHH$H HD$H HD$H HD$H HD$ H@ HD$(H HD$0H HD$8H HD$@H HD$HHD HD$PH HD$XH HD$`H HD$hH HD$pH` HD$xL H H H HHJ IHLU H > Hw b H$H HD$Hk HD$H HD$H HD$ Hg HD$(H HD$0HO HD$8H; HD$@H HD$HH HD$PcH2 HIH IHL H & H b H$H HD$H HD$ H HH IHLE H Hg B H$Hw HD$H HH IHL H 2 H B @H$H HD$sHZ HYH IHLe H H H$H HD$HS HD$H HD$H HD$ H HH2 IHL H H_ H$Hg HD$H HD$HW HD$H HD$ H HyH IHL H  H c H$H HD$H[ HD$;H: H!Hj IHL5 H ~ H ! @H$H HH* IHLm H > HW ! H$H HH IHL H H PH$H HD$H# HD$H HD$H HD$ H HD$(?HV H%Hn IHL H * H B H$H HD$H HH" IHL H v HO c pH$H HD$H HD$H HH IHL H H ! H$[H HAH IHL H V H ! H$HR HHJ IHL H 6 Hw H$H HD$H# HD$H HD$Hk HD$ H HD$(HC HD$0H HyH IHL} H ~ H B PH$H HD$GH H-Hv IHLQ H H  H$H HD$H HD$H HD$HW HD$ H{ HD$(H HD$0H HD$8H HH IHL H H ! H$sH Ht]H IHH L H c ! H$7HH Hty10HBHHuH"HxHHuH Hĸ[]HXHT$0Ht$(HL$8LD$@LL$HUH|$`HT$ D$H|$HT$Ht>LPIѹ1҃/w ΃LHHLA0tA0MHHuHXAWAAVIAUMATIULSHH=} HT$sH1E1MDxxHx(HT$HLpH@L@ht A$tA$1Lc Hs@tAE1HSHHKPHK8LkXtAEHt EtE1W1Hk`HCpAFH%tYt[HtZ=tJHD=tCH H59 H8WHx4HHu,H@"HGk 1HzHS0H1HH[]A\A]A^A_AVIHAUEATIUHS\HHH@u H HLH5 H81qLK(HC Mt I9LLIM9s#H[ MHLH5 H81-Au2I9s-RL1MPIHѴ 11hY^y H1hqH[]A\A]A^AWIAVIAUIH5p9 ATIUSAQxHHLHHHu2LMH >9 H5ȴ HHF H81tLHuCHLIMMH8 HHV VH5 AWH81r_AXILHIHt6HExHHEuH1HxHHuH11HH=7 LHHtHtEHIHt/HT$HLguCIcT$H|$LdHtoHxHHuH-H\$tiH|$LLHHD$IHtILHHaIHt3tAEM9tLIy3IcT$LLLl$jH|$n1HD$THIuLI7HI+LoH(H[]A\A]A^A_USQH5 HHtP1HwHHu *HuH֬ H5߲ H8HxHHtH HHZ[]UH-R6 SHQH:AHHHùH(8 H H HxHHuHH-5 HHHA HHH7 HHQ HAH HHH5 H, HA0HHH5 H HSAHHH`5 H H&AHHH;5 H HAHHH5 gH HAHHH4 :Hs HAHHH4 HN HrAHHH4 H) HEAHHHy4 H HAHHH[4 H HAHHH'4 YH HAHHH 4 ,H HAHHH3 Hp HdAHHH3 HK H7HxHHuHH-3 HHHA@HHH3 sH HHHHxHHuH?H-I3 H`HHApHHH7 H HthHHtWAHHH2 Hf Ht.H]HtHxHHuH1 1HiZ[]S1H Ht$Ht$HT$HHL$H$F1H|iH H[AW1AVAUATUSHHHT$HT$ HT$(LhhIHA MeI9tMuMmMuE1E1(A$tA$Ml$AEtAEL IH=3 HHu4H H8H=3 HHsH53 HHHExHHEuHWH?H H9Ct:H H5 H8+HHHH 1H=H HxHHuHH HuH H5A3 H8H v#H5o HF H81sH& H5 H81hGH7 uH H5 H8/H֥ H5 H8HХ I~`H H-2 H0HھHHL$(HT$ LHt$诈1Ht$8HD$0H HD$8H H8xHHtHD$111O H|$HyHHu_I~hLLLD$"H|$hfH|$ ^fH|$(Tft$HHUL8fL0fL(f1HH[]A\A]A^A_USHQH5: HHu 1H޺HÅxHeZ[]AWAVAUE1ATUHS1H(LLt$M9XNdID$t HuW11H5 LZHHu=HtH1LH|$HD$Hl$H|$IHy%LHHHuMID$uIHE H9u HExD1HH5 H耱yE1HK AAHHEuH谳H5Q LHLHHH50 H=Q HٹHExHHEuHXIExHIEuL?I$xHI$uL&HxHHuHL Lѧ H= H  H߭ qHHyH5 H=x H(HxHHuH衲L z Lc H= H Hy HHXH5 H= H躻eHxHHuH3L  L H= H : H3 HH8H5˯ H= HLEHxHHuHűL L H= H ̲ H 'HHH= HtH5 H= HȺHxHHuHAL 2 L H=W H H H9 HHH5Ѯ H= HZHxHHuHӰL ̧ L H=ɠ H ڱ H 5HHH5 H=< HHxHHuHeL f L' H=; H l H} HHH5 H=Υ H~HxHHuHL L H= H H YHHH5 H=` HHxHHuH良L LK H= H Hy HHaH5 H= H袸nHxHHuHL 4 Lݣ H= H " H }HHAH5 H= H4MHxHHuH譮L Υ Lo H= H H HH H5U H= HƷ,HxHHuH?L h L H=u H F H HHH5 H= HX HxHHuHѭL  L H= H خ H 3HHH5Y H=Z HHxHHuHcL L% H=Y H j H# HHH5{ H= HtHxHHuHL 6 L 1H=Λ H H ZHHH5h H= H HxHHuH芬H3 L \ 1L H5T HHHH- H9hH5ެ Ho uHNHH葩p1E1E1E1H|$1AE1Hp 1E1E1E1Ht$1HR AA E1E1E11H/ AAi E1E1E111H  A AD 1E1E1E1HL$1H A#A E1E1E11H A#A 1E1E1E1HT$1H AA 1E1E1E1HD$Hk AA 1E1E1AHD$H@ A 1E1H) AHD$A^ 1E1H AHD$A< E1H AA! 1E1E1E1HD$1H AmA E1E1E11H AmA E1E1E1E1L|$1Ho AA E1E1E11HL AA E1E1E1E1Lt$1H! AA[ E1E1E11H AA8 E1E1E11Ll$H E1AA E1E1E11H AAE1E1E11Ld$H E1AAE1E1E11Hb AA1E1E1E1Hl$H: 1AArE1E1E11H AAOE1E1E1E1LT$1H A&A$E1E1E11H A&AE1E1E1E1LL$1H A1AE1E1E11Hy A1AE1E1E1E1LD$1HN AAE1E1E11H+ AAe1E1E1E1H|$1H AA;E1E1E11H AA1E1E1E1Ht$1H A;AE1E1E11H A;A1E1E1E1HL$1Hg AAE1E1E11HD AA~1E1E1E1HT$1H AATE1E1E11H AA11E1E1E1HD$1Hi AAE1E1E11HF AA1E1E1E1HD$1H AJAE1E1E11H] AJA1E1E1E1HD$1H3 A6AmL Lc 1H=Z H H< IH1H$ HtH5~ H9kHNLHI$.L o L 1H= H ( Hџ IH%H59 H9kHNHH舨I$5L Ls 1H=* H HD IH,H5 H9kHNHHI$=L L 1H= H N H IH4H5 H9kHNHH讧I$EL @ L 1H= H Hz IHH֗ HtH5 L9uoHNLH觤+I$L Y L 1H= H ڡ H 5IHH= L|$81L\$8LL\$HD$0U~L\$IIEMU1E1H AzHD$AHHT$L\$Z=HR=LJ=LB=H|$8=H|$.=H=֦ tNH= tEHT$tDH= H= Ht?H1H x/HHu'訟 衣HuH| H5 H8膠H=^ /1E1E1E1HD$1H AALH貜1E1E11HD$H A=AE1E1E11Hz A;AHI$L۞HH;1E1E11HD$H& AHA`E1E11A=H A@HI$LgHHǛE1E1E11L|$H AVAE1E11AHH AHI$LHHRE1E1E11Lt$H< AYAvE1E11AVH AVHI$L}LHݚE1E11A`Ll$H E1AE1E11AYH AHI$LHI$LHHH՜HH H輜LH5 HEGE1H  AAFHI$+LmLH͙1E1E1A6Hl$H 1AE1E11A6H AE1E1E1E1LT$1Hm AAE1E1E11LL$HE AAE1E1E11LD$H AAW1E11AH|$H A31E1H AHt$A1E1H ANHL$AE1E11A`H AHI$>L1HHVw1E1AgAHT$H: E1H+ ANAeHI$AL茚4LH1E1H AwHD$AE1H AgAHI$ZL"MHIL H5U L9uuHNLH訝MLHH=1E1H@ AzHD$AuE1H  AwAZI$xHI$uLuL  L7 1H= H  H IHH= 1LL\$8L\$HD$0vL\$IIxHIuLMu"1E1Hh A~HD$AH5 L9uuHNLH}MLH=1E1H A~HD$AJE1H AzA/ I$xHI$uLJL L 1H=Å H T Hu IHH=e 1LL\$8L\$HD$0uL\$IIxHIuL՗Mu#E1E1H< ALt$AqH5 L9uuHNLHQMLH=1E1H AHD$AE1H A~AI$xHI$uLL L 1H=w H ( HA IHH=9 E1LHD$8Ld$0HD$tL\$IIxHIuL訖Mu#E1E1H ALT$ADH5 L5r L9uuHNLHMLH轓=1E1H AHD$AE1H AA I$xHI$uLL L 1H=# H Hݏ OIHH= E1LHD$8LL$0HD$ssL\$IIxHIuLtMu#E1E1H ALD$AH5 L9uuHNLHNLH萒>E1E1H AL|$AE1Hg AAI$xHI$uL輔L m L~ 1H=Ձ H ƕ H !IHtGHK HtH5 L9uuHNLHNLH踑>E1E1H ALt$AE1H AAI$xHI$uLL L 1H=݀ H H IIHt1H5 L9uuHNHHVNHH>E1E1H AkLT$A"E1H AA7I$xHI$uL"L L 1H= H , H% 臼IHH5 L9uuHNHH萖HH+I$xHI$uL蚒H5 HHLIHH5j H=; HØI$xHI$uLBHExHHEuH)IExHIEuLHxHHuHL ‰ L 1H=~ H  Hē ^HHH5 H= H HxHHuH莑L _ LP 1H='~ H H HHeH5ٍ H= H袗qHxHHuH#H= gHHeH= OIHwH5 HD)IHI$xHI$uLL\$躐L\$H=^ L\$L\$HIbH5, H(L\$HHfI$xHI$u LZL\$1L|$8L\$8HH|$0LHL\$H\$@gL\$IIxHIuLHxHHuHHExHHEuH֏Mu)1E1E11Ht$1H2 AAlI$xHI$uL菏H=8 ӭHHHƿ1ؗHHHxHHuHEHHHH1蚜IHH܈ L m HHL( H)IHH9u HEx`CHH5 HHD$fL\$yLl$E1E1H$ A A^HHEuHL\$脎L\$L X LA 1L\$H H, H=z ߷L\$HHH HtH5R L5{j M9su!HNLHL\$L\$ LHL\$TL\$E1E1HC ALL$AxE1H# AA]E1H AABE1E1H ALD$AE1H AA1E1E1E1H|$1H AAE1E1E11H} AA1E1E1E1Ht$1HS AAE1E1E11H0 AAj1E1E1E1HL$1H AA@1E1E11HT$AH A1E11AHD$H A1E11AHD$H A1E1Hz AHD$A1E1E1E1HD$1HK A A1E1E1E1HD$H# A A]E1E1E1E1L|$H A A4E1E1E1A Lt$H ALl$E1E1H A ALl$E1E1H A AE1Hs AkAHExHHEuHL\$ÊL\$L L 1L\$H ʋ Hs H=w L\$HH+H5w M9su&HNLH"L\$%HExYIHtHH`k HtH5p M9t$uHNLL4xYLLqILd$E1E1H AX ALE1E1AE HD$H AIExHIEuLsL 6l Lh 1H=^ H t HXn ZIHH=y L|$8E1HD$8LLL$0HD$yQL\$IIxHIuLzsMu#Ld$E1E1H A AH5Kq M9t$uHNLLvYLLpILd$E1E1H A ALE1E1AX HD$H[ A IExHIEuLrL j Lxg 1H=o] H s Hm IHH=w E1LHD$8LD$0HD$?PL\$IIxHIuL@rMu#Ld$E1E1H A AH5o M9t$uHNLLuYLL[oILd$E1E1HM A ALE1E1A HD$H! AaIExHIEuL|qH5k LHHIHH5k H=f HwIExHIEuL$qI$xHI$uL qHExHHEuHpHxHHuHpVvHHHcj H5Tj HwH5Mr H=ne HvHHHHopLd$E1E1H A A LE1E1A HD$H A1E1E1E1HL$1H AAE1E1E11H^ AAE1E1E11H; AAuLE1E1A HD$H AOH[]A\A]A^A_H="U mf.H=c Hc H9tHJ Ht H=ic H5bc H)HH?HHHtHK HtfD=5c u+UH=K Ht H=^B vd c ]wf.f.f.f.f.DH-^ f(HcfW` HL A)HLfDH1fff.ff.ff.ff. A\ Y HXH9uA \A f/r7f(Xf/r)HHI9if/rX1f/D1f(IHcH] HL I~_HcHLBHDHiE IH H5 H81~p1HHytH2E IH m H5Z H81GpDH E IH & H51 H81p@Hy[ff.HBHҺHEHFHHEmLcLIJ H~?1DYHXI9uYG@XGHfDffHm@H= Tn@HGPHttDSHGHHxHtnHCPHt t[fDH)D tff.HW HGHHH9}%H9~ tHWH4HHG1@jHGHHtfDSoHG@HttDSHGHH8mHC@Ht t[ff.UHHSHHHGLH@t~$uFHHH[]Au+HLFI$HvHH[]A@H1B H5> H8gH1[]fHLF1MtHCH H5 HH@B H81fm@HtHL $HT$cL $Ht$H`)fDHL $HT$cL $Ht$H#HCH  H5 HHA H81l0fHL $HT$cL $Ht$H&HCH H5 HHlA H81lff.fHwHH1H= bff.SHHGHGHH)HwGHHcʉH9uAH[HHHtjHtDiHcH9tHuhHuH@ H5C H8eWGHH HcʉH9uH[WGHH HHcʉH9uH[H@`HtXHHtLHHtBH@H;@ u^HH HHH߉D$ dD$ hHGH? H5 H8d,HPtMH? HѾHCA H81kmHHHHcHe? H5A H81jfUSHHHttHH[]HHHtYHHtHXHtHW HtHxHHubHfH ? v@HtHx HHt f.bff.HHA9IcH H~nDHcfHMcHNH<1ff.ff.ff.ff.\AYHX H9ufDXR IcHE~\HH9uff.ATIUHSHH Ht HՅH{(Ht LՅu{H{0Ht LՅuiH{HHt LՅuWH{`Ht LՅuEH{hHt LՅu3H{pHt LՅu!H1Ht[LH]A\[]A\ff.Ht &bfDtHAUIATIUHSHHhHtHAԉÅH} HtLAԉÅLLH_ÅH}PHtLAԅH}XHt LAԅuyH}8Ht LAԅufHHt LAԅuPHHt LAԅu:HHt LAԅu$H}pHtHLL[]A\A]fH[]A\A]ÐAWAVAUATIUHSHHhLG0MGxt!HwHhHL[]A\A]A^A_d@HVLcIH1LaHHtaLHH#IUHÅx HIUt~HhH[]A\A]A^A_@HVHvHukHhH1[]A\A]A^A_ADIExHIE~H: HSHH50> H81e1f.L^uLMMtI<LD$HHT$LL$fIHfHT$LL$LD$HteHBHID$ I9H1HHff.AoDAHH9uHHt ILI LLD$HT$LL$OaLL$HT$HLD$HH|$PE1HD$XL|$0H|$H|$HM$AH\$8ILIHD$HH|$HT$LD$ LL$(5HD$PtHL$XtHPL#IDI HHT$Ht$LHbtHT$LD$ LLL$(L|$0H\$8MLL$HLLt$ALL$HL$HHx HHtv1MM$Aff.ff.HI9tIM.tAEHHH[]A\A]A^uV;ot[ tI1A1SHH1Vt [H[Vff.G<4wH HcHfDHH1 @H5b7 H81\1Hff.f.f.f.f.UHSHHtJHtH}HHx HHtH]HH1[]DUH]HH1[]fDH11 uHWHtHff.@HW@tHff.@HW8tHff.@ATUSHHHGH;Z1 H; 0 t[HhpHH}tHVIHKHHUI$xKHI$uALHD$THD$-@Ht HyHGtH;Cs}HDtH[]A\fDHhhHtWHEHtNHy HH[]A\Ht HyHGtH;CsHSH‹u@HUHHtpHHTHUjHHU\HHD$6SHD$E@HUHcHt$HHt$HxHHEC1 H. Ht$H8TtUHEHt$fDHWHtHff.@LVM1ff.@HI9tH9|uf.E1ff.fJTHBt~@tuH9tHXHt,LAM~[1HI9tGH;TufDHDHH9pHuH;<. ^ff.IM9c1ËGxH?LOIЃtHIAL@HtIH>IAHLHH=- IH Z H5e H81RX1Hff.GxH?IHHWtHGH8LJHHHAfDHtHHHfDHH, HH Ҵ H5ݴ H81W1HHHtGHH9t.HXHtRHJH~y1DHH9tgH;tuHfDH+ H5 H8JQ1HHff.fHH9tHuH;5, tH+ HNH51 HWH81W1ff.HGxLOH?t IHu`HMu'IA1HHtsHH>LBՐHi+ IH H5ӳ H81~V1HHytH2+ IH m H5Z H81GVDH + IH & H51 H81V@Hycff.HG@HFH|@tsH9t.HXHt2HJH~I1DHH9t7H;tuf.HH9tHu1H;5* f1D3Ot@Ht+tHWPHwPHtHx HHt1fH5)* HHM1Hff.fAWHIf(AVf(AUIATUSHHD?E~cLGXIc1H&f.HAPXf/wHH9t.AA \f/vAHHD[]A\A]A^A_ËAD$8~AGHq0E11D$ AMcD~? INfD(H4$AD|$K\fEWHcHL$0HDAf.HD$HcHHD$(zO|$f(LLLDL$5DL$HD$IƋD$ A9l$8Af.{D$ ~HD$0f(Lt$@DL$DHH|$HH9ދT$$H|$(AHcL4PDHL$Lf(Atf(HLH $sH $ADH0D[]A\A]A^A_DHcHHPIHII?I>LHL)H?@H!H)HT$xE1hHL$Lf(sDHL$AfHH;5$ tKHtFHF tQtHHHtHx HHt1HfD1@HHHfDH$ H5B* H8*IUHHSHHHHHtHx HHtFHtHEx HHEt?HtHx HHt H[]HH[]GfHGfDHGfDHHtOHFtBtHWHHwHHtHx HHt 1HDH@GfDH# H5j) H8"HHHHtOHFtBtHW@Hw@HtHx HHt 1HDHFfDH" H5) H8GHUHSHHtrH;5" HuvH# H5+) H8KFtHHHtHx HHt1H[]fDFfH9" HF yH! H5y( H8FfUHSHHtrH;5! HuvHG" H5) H8EtHHHtHx HHt1H[]fD[EfHy! HFyH! H5Q( H8FfAUIATISHHHt H9J(I}`IU`HtHx HHtRMtI$x HI$tKHtHx HHtH[A\A]@HH[A\A]D{DfLhDfDHHHT$@BHT$WfDAWIHf(AVAUATUSH~_LcLWX1IHwPXf/wHI9t4A  \f/vH[]A\A]A^A_O~ڋ(Ds9 AEF#LcHL$IN I-121YHAXAI9uYG@L_(McIcXGHC\DSM,1AEAIff.fAD5fY1HXfXI9uAt DփF &HcMcCYDXff/wE/(Hf(H[L]A\A]A^A_AE11EDH|$Lg ALD$~5 5 D|$-2 HHT$HD$ff.EE1E1ADDHE ADA;HATHcI1ffYHXfXH9uEtHcD$HcAYDĸXf(fTXYXf/v f(DAAE9NEtff/+H|$LD$HT$HD$f1fYG@XGHAyL_(Mc1C\A5AWIHAVIAUIATUSHHo`HG`HLeA$tA$HHT$BHT$HHt tA$tA$MIEhtMM&I/HL(H(I$x HI$t`HtHx HHt[MtIEx HIEtH[]A\A]A^A_DHL[]A\A]A^A_@f.L@fDH?fDHGhHIHL(HmUSHHHGH?H0HGHHHHtH}HL H9tCHXHHqH1ff.HH9H9TuHE(HP@HSC H{u0HkH1[]H[]@FH_HExHHEuH>@Hff.ff.HH9dHuH; Rff.H59 H9t _E@HE@ 2HEH;~ !H11H=# H ?HHUx HHUtHHHD$=HD$DUSHHHttHH[]HHHtYHHtHPHtH_ Ht9HxHHur=HfH vfHyo@HWDW@GDHtWH H1H6H9t)HRLIHL~3JD$UH &uD$PPtD$OOfH H5P H81?HCD${@SDH(6fDHY H5 H81?CF1<@AF\I9vt?HcHAD$E=EHHy1H KHH9tAH;tuIjff.ff.fHH9tHuH;5@ tƸ[tL[`HC`M1f.ttf.ATUHSHHH H9FHFHƒH-CH)HHtHEH; H; HXpHtMH{tFH^IHHHSI$xHI$#H[]A\f.HXhHHCHH%HH[]A\HxkHEHH9soHEHЋtH[]A\DHHEHHH9s8HDe@HfHEH0fDHhHHHHAHHHHHD$HD$fHjHEH; qH;: Hwff.fHEH 0H#H(!IHtHHI$ HI$LHt$.Ht$@HH)HHtzHuDVFHH HGH; HH;| HGH}f.HxHrLHD$HD$fvCHH H=HHHt$HHt$HxhHHC@HI HH2&u 1XHCHX+Hd H5HH811&HGlH Ht$H8tHCHt$(DAUATUSHHHttHH[]A\A]HGxu'Hp t tHDL% HHtA$tA$HCE1H11L H= -IHx HHtzMIELLHHIIEx HIEtPMtcHHtII$ HI$LHHyLxLfDsL% HA$u!HuLIIA$^fAUATUHSHH, HH , LKHl$H$L9H= I9IXHLFM~)1HTH9H9HI9uAIA8HHHHt$1HHHH[]A\A]f.Lff.fHH9t4HuH H9t#LHH9tHuH9ffDHSBQLjE1 uLcH=uBHLAHHPHuH H5H81!fHt$H1ɺHHH[]A\A]HSBXL9HC0H=! TH$ ff.@AWAVAUATUSHHHH= IHD DƃHcH;l1D~,H9~)HcHT9}99A9HHHNjG9L/AEtAEH 1LLHH%h(HJIExHIEHx HHH[]A\A]A^A_ËG9yfDM|$`ID$`MIOtMw(MAHL$AHH=y HL$HIM9w(/I|$`M|$`HtHx HHHx HHMtIx HIL腹IEHLIEH[]A\A]A^A_HHL$H=(y JHL$HI@HHH{Ix HIMIyHLIiq@HeL(/HH=x IH#I|$`ID$`HHHHHH=7x YHL$HIOHI.HI!L} LHkNHL$\HL$&HIHIL'fLLHL$HL$HxIHIWr@UHSHHtRHtHCH;[ t H; uBH}8Hx HHtH]81H[]sH t‰HHH3 Hv H5v H81KHcH=2ff.UHSHHtRHtHCH; t H; uBH}@Hx HHtH]@1H[]H t‰HHHs Hv H5v H81H裫H=_rff.HHcPHtHfH=LHD$*HD$HSH8 HH0HD$HD$ HD$(HLAHMHtHHtHT$HGHT$ HH4IHOw j1PAPLD$8 H H|$Hu8Hu3H5 HH8jHujH>tH|$HGH5~ HHH1H|$HuHtHxHHH0[H HH8SHv L { 1AH Tt H5XZ1H|$Hu*Ht%HxHHuk f H=_H01[HD$6 HD$+@ H=HD$"HD$fDHt$ HT$HHjL u @ Y^VfSH HH0HD$HD$ HD$(HLAHMHtHHtHT$HGHT$ HH4IH j1PAPLD$8 H H|$Hu8Hu3H HH8jHujH>tH|$HGH5. HHH1H|$HuHtHxHHH0[HY HH8SHȏ L ry 1AH r H5XXZ1H|$Hu*Ht%HxHHu f H=H01[HD$ HD$+@ H=HD$HD${fDHt$ HT$HHjL  Y^VfATfH UfHnHSHH@)$~[ HD$flHD$0HD$8)D$ HLAHMHjHtH#HtH$HG*Hl$ HH4IH[s j1HPAPLD$  H HD$HtH5H<HSHt H<HHt H<L$$HL$A$tA$H= HL$(H1HLd$ HD$0 HI$xHI$H'Hx HHH tH<$HtHx HHH|$HtHx HHH|$HPHEHH8].HNH$HFtHD$HNtL&HL$A$A$Hl$ L$$HH 0t0A$HD$Hl$ H yn AH HL u H8SHFq H51 XZH<$HtHx HHH|$HtHx HHtwH|$HtHx HHtM H=)1:H@H[]A\fDHFH m AA@1ffDUfDHH HL t AH Vm H8SDHxHVtHT$HVtHT$rDL$$Hl$ HH/ 0PHD$f.H@H tHD$rfDLNfD fD H=f.HHl$ HHjHL -o  Y^SH HH0HD$HD$ HD$(HLAHMHtHHtHT$HGHT$ HH4IHG j1PAPLD$8W H H|$Hu8Hu3H HH8jHujH>tH|$HGH5 HHH1H|$HuHtHxHHH0[H HH8SHx L "r 1AH j H5U XZ1H|$Hu*Ht%HxHHuf H=H01[HD$HD$+@ H=HD$HD$+ fDHt$ HT$HHjL  Y^VfATfHk UfHnHSHH@)$~ HD$flHD$0HD$8)D$ HLAHMHjHtH#HtH$HG*Hl$ HH4IH l j1HPAPLD$  H HD$HtH5H<HSHt H<HHt H<L$$HL$A$tA$H=| HL$(H1HLd$ HD$0HI$xHI$H'Hx HHH tH<$HtHx HHH|$HtHx HHH|$HPHEHH8 .HNH$HFtHD$HNtL&HL$A$A$Hl$ L$$HH 0t0A$HD$Hl$ H )g AHD HL [n H8SHi H51PXZH<$HtHx HHH|$HtHx HHtwH|$HtHx HHtM H=)1H@H[]A\fDHFH xf AA@1ffD{UfDHHF HL ]m AH f H8SDHxHVtHT$HVtHT$rDL$$Hl$ HH 0PHD$f.H@H tHD$rfDLNfD{ fD H=of.HHl$ HHjHL g  Y^ATfH UfHnSHH0)$~ HD$ fl)D$HLAHMH&H HaHGLd$HH4IHgd j1LPAPLD$  H RH H<HHt H<fo$fH~ŋEMHHHNfHnH$1fHnflƒt1HL$Ld$fH~ŃtEH=W 1L)D$HHHExHHE]HdH<$HtHx HHH|$HtHx HHH0H[]A\DH) HHc L 9j AH b H5{H8S1(XZH<$HtHxHHu H|$HtHxHHuH=b 1H0H[]A\fHVtHT$HtH$f`fDkfD[H0H[]A\H@H=a 7fHLd$HHjLL a o Y^SH HH0HD$HD$ HD$(HLAHMHtHHtHT$HGHT$ HH4IH~ j1PAPLD$8 H H|$Hu8Hu3H HH8jHujH>tH|$HGH5^ HHH1H|$HuHtHxHHH0[H HH8SH} L g 1AH 4` H5XZ1H|$Hu*Ht%HxHHuKfzH=?H01[HD$HD$+@|H=tHD$HD$fDHt$ HT$HHjL }  Y^VfATfH UfHnHSHH@)$~ HD$flHD$0HD$8)D$ HLAHMHjHtH#HtH$HG*Hl$ HH4IHa j1HPAPLD$ N H HD$HtH5H<HSHt H<HHt H<L$$HL$A$tA$H= HL$(H1HLd$ HD$0 HI$xHI$H'Hx HHH, tH<$HtHx HHH|$HtHx HHH|$HPHEHH8.HNH$HFtHD$HNtL&HL$A$A$Hl$ L$$HH 0t0A$HD$Hl$ H \ AH HL c H8SHv_ H51XZH<$HtHx HHH|$HtHx HHtwH|$HtHx HHtMwH=1jH@H[]A\fDHFH [ AA@1f fDUfDHH HL b AH [ H8SDHxHVtHT$HVtHT$rDL$$Hl$ HH_ 0PHD$f.HH@H) tHD$rfDL NfD fDxH=f.HHl$ HHjHL ]]  Y^ATH USHH0HD$HD$ HD$(HLAHMHtHOHtHT$HGMLd$ HH4IHY j1LPAPLD$8 H /Hl$HE2HH.EƒMULd$ Hl$tEH= 1LHl$ HHD$(MHUxHHUOH^Hx HH Hs t1H|$HuHtHxHHH0[]A\H HH8SHX L _ 1AH X H5%XZ1H|$Hu*Ht%HxHHufVH=TH01[]A\@Hl$Ld$ HpH0 HH8jQfH8HD$&HD$@HHD$ HD$WH=HD$HD$HT$Ld$ HHjLL W - Y^fDAUH ATUSHH8HD$HD$ HD$(HLAHMHtHHtHT$HG;HT$ HH4IHW j1PAPLD$8 H Hl$Hu9Hu4H HH8jfH~H.EtEHl$HEH5P HHH]HH_Hx HHL% L9HEH5 HHH5HHtH= Ht$ 1H\$ HHD$(HIŅxHHx HH;MIExHIE,HEH5Y LHHHЅA$tA$L1H|$HuHtHxHHH8[]A\A]@H1 HH8SH0U L J\ 1AH T H5}0XZ1H|$Hu"HtHxHHuՐHH=H81[]A\A]fHL% L9EHLTH=|1HhHdHD$VHD$@HR릐SfH]fDHt$ HT$HHjL S P Y^fSHH&HuaHtzH tH[@Hy HE1L Z H 4S H5H8R1HdS {XZ1H[ÐHyxtHH=AS  1H Ht$H$HD$H H8HHtH111 Hx HHt!oH=1rfHfDAWAVAUATAUHSHHH= IHD DƃHcHD;d1 ~.H9~)HcHTA9}߉9A9A9HHHNjGA9H/EtEH 1HLHH$D`(HHExHHEHx HHH[]A\A]A^A_ËGA9xM}`IE`MIOtMw(MAHL$AHDHHL$HHM9w(4I}`M}`HtHx HHHx HHMtIx HIHD[fDHEHHHEH[]A\A]A^A_HDHHL$HL$HH>HHH~Ix HIMI~HLIntHeH1HDHHH(I}`IE`HHHHHDH1HL$HHRHI3HI&LULHCOHL$4HL$'HIHILf.LLHL$HL$HuIHIOt@SH HH HD$HD$HD$HLAHMHtHHtHT$HGHT$HH4IHN j1PAPLD$( H H|$u:Hu5H HH8jfHuzHtHT$H 111H5% H8l HM H=H|$HuHtHxHHH 1[@H) HH8SH;M L BT 1AH L H5u(XZ1H|$HuHtHxHHt0HL H=-H 1[BfDfHt$HT$HHjL L  Y^fHHGH~HG H5 11H8# HaL H={1H@H HE1L S H K H5eH8R1H$L XZ1HfHyxuHH=K + 떐HATUSHHHH9HFHHW@@HXHtGHJH~y1f.HH9tbH;\uH[]A\ff.HH9tHu1H;^ H|$H|$uIL9uPH1[]A\f.HH[]A\HnH~1 HH9tH;|u[E1JtH9GHGu@hHFHtJ@tAHXHtJHJ1HDfHH95H;tu1éMHHH9HuH;51 ff.ATHUHSHWH=k HHttH[]A\DH=D HGHH;Z u 1ҹHHtTHHHtnHuIH I|$`H0=t1I|$`ID$`(~H]H HH5{I H81=ff.AVH AUATUHSH@HD$HD$ HD$(HLAHMHtHKHtHT$HGHT$ HH4IHH j1PAPLD$8 H .H\$Hu5Hu0Hλ HH8jHHtH\$HCH5 HHHHHHExHHEH;- HCH5s HHHH1H|$HuHtHxHH3H@[]A\A]A^fDH HH8UHG L N 1AH F H55XZ1H|$Hu*Ht%HxHHuf H=H@1[]A\A]A^HCH5 HHHjHHDEtEH= Ht$ 1HHl$ HD$(IHEx HHExHHEkMH Ll$(H= HLLd$0HD$ HD$(袴HI$xHI$1HHCH5 HHHIMH= LHHD$ Hl$(Ld$0(IHExHHEI$xHI$MH=Y LLt$(HD$ úHIx HI$HHCH5 HHHHHUxpHHU HzDHhH;- HExHHE H=?1xHHUu Hf H=\1HD$HD$@H) fD sfDLc8fDHHp+L`Ht$ HT$HHjL D  Y^%L(HHHEHIq4@AWfHAVAUATUSHH5 fHnHx)D$@~ǰ HD$`fl)D$PHLAHMHHH7HW=HT$PH4HIHB j1PAPLD$` H +H"H|@HHt H|@H\$@Ll$H6DHHtLhH\$@AEtAELl$HHD$8HD$PHD$LxhI/Ht H;- MMuE11IEH5 LHHILt$0MHCH5 LHHH{Ix HIMtIxHIuLHtHExHHEu HMtI$xHI$H tH|$@HtHx HHH|$HHHHHHD$7HD$Hx[]A\A]A^A_H HH@ L G AH ? H5KH8S1XZH|$@HtHxHHu H|$HHtHxHHuH=1Hx[]A\A]A^A_fDEtEL}AtAHIfDHD$0H L0HD$H@`HHxI9IFHrHW+@A@HXHaHJH1 HH9sL;tuHHHD$(H|$Ht$0HL$PHT$8JIEH5 HHLIHD$0HD$HD$8HD$ HD$PHD$MIFH5 LHHIM=Ix HIHCH5] HHHiIMIFH5Y LLHHGЅIExHIEIx HIH\$HtHx HHH\$ HtHx HHH\$HtHx HHHD$H@hH8H(HtHx HHMI HILHNtHL$HHtHL$@HI#L[fDHI9HuL;5 ff.HE1E1HD$HD$ HD$HD$(HD$H@hH8H(HtHx HH?MtIx HIMtI$xHI$HL$HtHx HHHL$ HtHx HHHL$HtHx HHpMtIx HIJMtIExHIE"H|$(1lLL>HD$HD$UL hIVk}INHY1DHH91I;|uLIBpH5;H(HL9Ht$PHT$@HHjL : Y Y^LLHHXH-LLLu!LhE1h!I\I1ItH9HT$ HL$H|$zHT$ HL$H|$HH9ufATUSHH0L Ht$Mx =H=H= HGH; H\$HD$Hl$ ]t,H@8HHtHt$1HH0[]A\Ht$1ɺH0[]A\fDHt$1ɺAH0[]A\AH0[]A\@Ht$AH0[]A\f.IHEtEIl$H  1LHI$QHI$CLH$VH$.DH= HHH=^ it1H{`HC`'_fHH$H$3LLH$rLH$H$sHH$H$wH߻HhHXEtEtHL$Hx HHHl$HD$ Ld$IHHExCHHEuH I$HI$t3H\$E1E1fDH\$E1E1LHwH|$NE1E1H\$1fAWfHAVAUATUSHH fHnHH)D$~W HD$0fl)D$ HLAHMH4HHgHW& Ld$ H4HIH( j1LPAPLD$0: H XH"H| HHt H|Ll$Hl$AEDHH(UtULhHl$AEƒAULd$ Ll$tAEH= 1LLl$ HHD$(HIExHIEH}HEH51 HHHHHFx HHHEH5 HHH HHHCH5ƿ HHHIHMZx HHIFL- L9H; pHXpHH{NIHt)HLSHIx HI~ H5IxHIu L襽D[fDHi HHd& L y, AH % H5H8S1hXZH|$HtHxHHu 7H|$HtHxHHuYH=t1 HHH[]A\A]A^A_HNtHL$HtHL$Ll$Ld$ H証rI~MI^ tIx HIHEH5ٻ HHHHsH^x HHHEH5 HHHGHHHCH5^ HHHkIHMx HHyIFL9H;U HXpHtFH{t?1IHHLSHIExH:H\$@Ld$(ff.vIHJA$tA$MftI^ H0ۣHJH$KĤ H9$H$ўHx HHMLLD$(HL$)D$0nfoD$0LD$(HL$7H|$(Ll!D$ 4H\$@MLd$(蔝E1HE1IL\$xLT$p1D$ HL$hHDŽ$;H\$@Ld$(MHϞ=蕦+ML\$xD$ 7ILT$pHL$h1HD$xHD$pHD$hXD$ 9MHHL$ 1HHfAWfHӞ AVfHnH-xAUATUSHH)D$@~1t HD$PflHD$pHD$x)D$`H LAHMHHtHqHtHT$@HG_HT$`HH4IH j1PAPLD$` H TLl$PMH8H|@HCHt"H|@HHt H|@L|$@H\$HIGL59y LHD$(HD$0H5 HLHD$8HЅwAtAH= Hl$`1HHL|$`H\$hbIIx HIMrI$xHI$L;-x L;-;x M9Lt+IGH5 HLHHJЅ0IGH5 HHLIMdI$xHI$FL9thtH= H1HH\$`HD$hOHHx HHXHHExHHEAtAH|$@HtHx HHH|$HHtHx HHH|$PHDH9HH,ך"fHNH$LnAEtAELl$PH^tL>H\$HAtAL|$@MdL-av AEtAELl$PFf.H  AHv HL 3 H8SH$ H5w1(XZH|$@HtHx HHH|$HHtHx HHt~H|$PHtHx HHtT=H=E1HĈL[]A\A]A^A_H>H H A9@E1kf[xfDKNfDHHu HL  AH H8SDHhHVtHT$PHVtHT$H DL_L-t AEtAELl$P>f.苘ffD{tfDLhLXD$ >t$ H=E1EH(GfDHD$ @cIH@hL(HMM9IMHL$D$tMu(Mt AtAHt$(LHL$8HT$0VIGH5 LHH~H3Hx HHH9thtH= H1HH\$`HD$hHHx HHHHExHHEUID$hH8L(HtHx HHaHL$HtHx HHSMtIx HIHL$8HT$0LHt$(cQ&fDD$ EL IsHt$`HT$@HHjL $  Y^fIxHIuLHD$E1E16@D$ FD$ C蓙fDHHD$蛕HD$?H舕D$ A{Lh[fDHHH8/D$ EHt$I|$hLLLH|$(<2H|$022H|$8(2辜zD$ Fff.@AWAVAUATUSHHHIHHH1HD$HD$ HD$(wHvtH= Ht$01HH\$0HD$8 HHx HHH:HEx HHEtx3H{HH蟒H3ޗHHo tHH[]A\A]A^A_fDHf.H舓{HxPHIo HE1L ] H  H5{H8R1H KXZ1HH[]A\A]A^A_HyxfHH= [ 1(H=~1KIH@hL(HML;-n tImEtEMu(Mt AtAHT$ HL$(LHt$jQH辗iH\$(L|$ HLD$ID$hHH8L(HtHx HH2HtHExHHE/MtIx HI6Mt I9_(hI|$`M|$`HtHx HH$MtIx HIHtHx HH*HLLHLD$RIH|$.L.H./SfDIExHIEE1E1L`HiLD$LD$@HLD$ӐLD$fLLD$賐LD$fLD$薐LD$L脐UHLLD$_LD$~DAWfH AVfHnHHAUfHnATUHSH)D$@)D$P~9f HDŽ$fl)D$`~4f fl)D$pHt&LAHM~Hw2HX HcH@HH4 HH l AH{Htk HL H8UH| H5w1耖XZH|$@HtHx HHhH|$HHtHx HH:H|$PHtHx HH<H|$XHtHx HH H= ~E1zHĘL[]A\A]A^A_DHVtHT$XHVtHT$PHVtHT$HHtHT$@HGHT$`HH4IHW j1PAPLD$`ǔ H Ld$PM H\$XH HMH|@XHEHt7H|@?HEHt"H|@*HHt H|@HD$@Hl$HHD$EtEtL5R H=k IVLϑIH tAEIEH5] LHH IIEMh xHIEfAtAHD$`1H= HHL|$`Hl$hHD$̒IIxHIx HIM H h L;5i I9HL$L;5h L肑ADžIx HIE L5 H=, IVL萐IH4 tAIGH5 LHHIHIx HIL5 H= IVL IHt tAIGH5 LHH IH Ix HIHE1HD$(HD$0Hf I9E~ LT$ HD$pL|$`Hl$h蜎LT$ HI+ H HPtHt$(HD$LLHT$0LT$pHLT$8MLT$8HD$ tIx HI Ix HIIx HIIExHIEH|$ #HExHHE L5f L9tHt$H=h fHn1 H)D$`IHx HH_M Hx HHj LfH\$x)D$`)$~ D$ D$hHH9 H H K HPtH H$HU tH=# Ht$hHHL$$IHExHHE M H=ۃ vIH H@H5? LHH HIEH xHIEHYd H9E HD$HD$xHD$`HD$hL|$pIH8E1HH IUtHD$HLHLL$HLd$xHLL$IMtIxHIu L"fIExHIEJHExHHE$M I$xHI$5A9AI>Hl$ MfD1LfA$tA$Ld$PHnEtEHHl$HHL$D$tHD$HD$@MTHL5tc AtALt$XLo@1E1두H AsfDfDfDfDӆfDD8HHb HL AH N H8UDH^tH\$XLifE1A DH=fuQrM(IE1HI}HExHHEwHx HHsH|$@HtHx HHH|$HHtHx HHH|$PHtHx HHH|$XHHHHnf+IHAff.@Ix HI H=@t+qff.E1H ` HL$D$tHD$HD$PIDLȄL踄L訄0L蘄vH舄|HxHY` H\$D$tHD$HD$PIDL5i` AtALt$XLLI+ 1fD?fDMfDL؃H tIxHIuL訃H|$ H5 HGHH`IMB1ҾL.IIM?x HIH5G LƒIIEMxHIEHL$L;=L_ I9M9L҇ŅIx HI[H5m H́IHHl$ A ALLT$ 胂LT$ f{H=MeA$tA$Mu(Mt AtAHT$HL$HHt$:6H|9{HHEhH8L(H3HtHx HHMtI$xHI$MtIx HILd$H\$Ll$Mt I;\$(wH}`Le`HtHx HHVMtIExHIE+HHHHHRv{DIEx HIEtfE1E1tAHkD{tHIEx HIEuLuff.A+DLufD+tHIExHIEIxHIuLuHQ H5 AH8dvsHLHu;ufDL(uMLu$ ufDLtQHtHx HHMtI$xHI$MtIx HIH|$HtHx HHttH|$HtHx HHtFH|$HtHxHHt%DAsDHL%ry+t$tLtrt t-Ls;AWAVAUATUSHH|HT$@Ht$8H|$0yHxHHH1HD$HHD$PHD$X tlwHHH{Ht<@BH{HT$,Ht$(H{pD$( D$,HCH{0H;=SO t(HG1HHMHx HHH=xvHH3{HxHHH|$0HT$@Ht$8pH{ HtHHC x HHH{(HtHHC(x HHH{0HtHHC0x HHrH{8HtHHC8x HH]H{@HtHHC@x HHHH{HHtHHCHx HH3H{`HtHHC`x HH>H{hHtHHChx HH)H{pHtHHCpx HHHHtHǃHx HHteHCHH@HĨ[]A\A]A^A_@HquHHfDH=q`tP p딐pfDpfDpfDpfDpfD{pfDkpfD[pfDKpfD;p=fDH=j tIHX|$,IH|$(jIHfHnHJi IUfInH|$p~h ~ *i H$IFflfl)$)L$pHT$u IH<IExHIE?Ix HIHJ I9G'Ht$hLLd$hMHHD$`FII$xHI$Ix HIMt-111Lu IExHIEu Ln@+mIID$hL(HML;-J ImEtEMu(Mt AtAHT$PHL$XLHt$HI-HsHrL|$XLD$PHLL$HID$hHH8L(HtHx HH!HtHExHHEMtIx HIMt M9x(I|$`MD$`HtHx HHtWMtIx HIt2MIHILimt@LXmfDLL$FmLL$LLL$LD$&mLL$LD$BHLL$LD$lLL$LD$LL$LD$lLL$LD$f.IExHIEuLlfDE1E1%DHLLHLL$LD$U$H|$ H|$ L dLLlL?l4L2l;L%lLLLL$LD$iLL$LD$6gjII1HI$Lk:jII#HItKIEHIEtFMIHILmkL`kIEyfDLHkiIIHItIEyIOfInMwfHnflătAtAIx HIHt$`LHL$)D$`AHL$IHHHHj}IEHIELwjIEHIELPjLHL$)D$9jfoD$HL$GfAWAVAUATUSHH6HHjH1HD$(HD$0HD$8QjmIHPH{Ht<8H{HT$$Ht$ H{9gD$ D$$HCcH{0H-E H9t$HG1HHOHx HHt_Hn.mHEtEHHĈ[]A\A]A^A_DHoi!f.hfHD HE1L H d H5QH8R1H oXZ1{fHyxHH=g n 1U@ADH=XcT15HLLLLD$LL$ H|$WH|$MHEDAkfAHHEhL(HMkL;-D >MeA$tA$M}(Mt AtAHT$0HL$8HHt$(&HlkH\$8LD$0HLL$(HEhHH8L(Ht7Hx0HHu'LD$LL$8gLD$LL$ff.Mt;I$x3HI$u)LLD$LL$fLD$LL$ff.fMt;Ix4HIu+LLD$LL$fLD$LL$ff.@Mt I;X(`H}`LE`Ht$HxHHuLL$jfLL$DMtIxHIu LCfHHHHHffH=` THD$HO|$$] IH|$ H IHfHnH(_ IUfInH|$P~^ ~ _ HD$pIGflfl)D$`)L$PHT$k HH IExHIEIx HIHD$H5@ H9p$Ht$HHHl$HIHHD$@;IHExHHEIx HIMt%111Lk IExHIEcAH@IExHIEuLvdfDE1E1H]dsLPdLCdmL6dLHLL$LD$ bLL$LD$|LdYkbHHD$HxHt$HHA:bHHD$HXHt$HH'IEAxHIEt6MIHIsL]cfLHcaHHD$HHt$HHIEAzALxLpfHnAfInflătAAtAHt$Hx HHHt$@L)D$@9IIHILbAHpbIEIEyHIEkL=b^H0bQAHIE HIELaH)D$afoD$$AWfHAVAUATUSHHUb fHnHH)D$~7 HD$0fl)D$ HLAHMH4 H Hg HWfHT$ H4HIH% HT$1jPAPLD$0g H V H"H| HHt H|Hl$Ld$EGfHL A$tA$HhLd$Eƒ HL$ UHl$H $tEH4$1H=G^ HHl$ HD$(:fHHExHHE HhHCH;= tL5; L9HSH] L5; L9 LkAEtAEL{ AtAHx HH ID$H5\ LLHH IU xHIUID$H5{\ LLHH Ix x HI?EtEH4$1H=] HHl$ HD$(dHHExHHEH` ID$H5[ HLHH^ H x HHEtEH4$1H=a HHl$ HD$([dHHExHHEHi HCL9t H;9;  HSHL9lL{AtALk AEtAEHxHHuH^ID$H5[ LLHHЅH IxHIuL]ID$H5Z LLHHnIU xHIU ID$H5bZ LHHHHq HSH5S HBpHy H@Hl HIHMx HHw ID$H5Y LHHIMZIRH5S HBpH H@H LT$LLT$IIM x HI LYIH"Ix HI LLLT$dLT$HI] IExHIEIx HIID$H5GZ LHHHH HL;[IHD Ix HIHx HHID$H5Y LLHH IUf xHIUuLa[HEH5Z HHH IM H5&` L9 IEH;7 IUIEuHHj xHIE H7 H5)] LaH=rU yIH H5\ HHIH(x HI H6 Ht$(E1HH9CHHl$0Lt$ Ld$(81LHmHx HH Hy HExHHE H5X L[HHz H5H[ H@IHM> x HH 1L׹L$L$HI Ix HI IUH;5 H5b^ IEHHHA}HHHHEH[IIUMexHIU& H5yX LLL$L$ Ix HI& H5V L+HH5Z HH$L$HI Ix HI 1ҹ1LIUIHxHIU H5W LLL$L$x Ix HI# HK4 fH3 HH L AH H5+@H8S1^XZH|$HtHxHHu WH|$HtHxHHuWE H=tG1}CHHH[]A\A]A^A_HNtHL$HtHL$HD$ Hl$H$DLWHW;HVHViHVHVjLVE1ҽF HIUMtIx HI!MtIxHIu LTV@H=GF1PBH|$HtHx HHtVH|$HHHHUfDF IxHIuLU끐UfHx.HH H HDHh1 H5iEH81\F H'HHHbU DLPU8L@ULT$fD YfDHUlLUHH0 H5u4H81[WfDE1ҽF FHZIHMzx HH IBLT$LHLT$HILLT$HI LLT$H LT$w7LT$ I*HILTH;/  LTHHF H;/0 H;/ G H;/ : HXAHx HHS E IExHIE Eff.EtEH=Q H4$1HHl$ HD$( YHI`MH5pU LLIU8HIU*LRfDIHIIEHIEL E1E1LL$RL$Hx HHIHIE1ҽL LL$DRL$VyfDHSL*AEtAELzAIExHIEu LQDL fDLQEH 4fDU3fDH FfDHQ|[UI1ۅHIh4u,H N HH - HH5 AH817XMt"IxHIuL Qf.J fDHD$ HT$HHHD$HL j8W Y^HBhHHHx 5ItIUE1ҽJ HVIHMx HHIBLT$LHLT$HILLT$HILLT$HLT$3LT$IHILO@LO%J KE1E1LLT$OLT$fHx.HHi H U HDH+ H5?H81GVJ DHBhLHCHx8LT$3LT$ISfDLNRfDHSL:AtALjAEkVH9L fDIUE1L +VIpIUy׽L fDIEHIELN)E1E1ҽL aLML UHH) H5J-H81T|LM$HMptQ A}PHhMYO N UIHLT$-MLT$HL$ML$N)~ILLpU ~LL$LL$LT$}LT$IV HLLS MO CU 6HHuHuLU S vI1ۅ HIur/u1HHB HH + H5;HDH' H81SMt(IEx HIEuLKff.F LsL{AtAAtAHx HHPH4$L4LKHLT$yKLT$LH$cKL$H߽L MKE1I`.H& H ) H5:H81RLJQ HL$F IUL$*8U `E1H;9& -LRI\DHHHHgJHLIH0HB`LPIV IUF AE1f.j: b: 1fA.EDAGV 'LI~IL,bHq% H H5f9H81P]HL$L$IUJ HLIr,ZH% H . 1H58H81)P4A}AEHH HHLH,H$ H η 1H58H81OH fIUKE1E1ҽN LHIUAE\8 JI$HKHJ Qff.AWAVAUATUSHHtHHH1HD$HHD$PHD$XHD$xHD$pOHKH4 tH=C L|$`1HLH\$`HD$hRMHHx HHH HExHHE"L5F DcP{\HCIVH=; AL{XDASKHHtEHEH5 D HHH IM HExHHEIcCIHHIcHHD$'IH$H_IH$HIAHhHP H! I9FH Ht$hLLD$hHL$HD$`L$LHIx HIYHx HHZHH|L H;-" fHnfl) $s H|$xL5( L9$H|$xHDŽ$H|$ DH;-! H|$ qMAHH GU H$L8LpzKIHCE~sLcxLL$xIE~^HHD$E11H @HKff.ff.HLH9uLMLA9uLsCEtEHIHH H|$xtH' H9$ H|$xCHHExHHEHHH[]A\A]A^A_fDHDcH"DH|$xCCfo$fL$L=J L5J D$x$HCIcbFHH/HCLLH $CH $HCBHD$XHD$PIIHD$HxHIuLZCf.ALT$XLL$PHL$HID$hL0HMSL;5L 2MFAtAM~(Mt AtALLLL$H%HFL$HID$hHH8L0HtHx HH|MtIx HIuMtIx HIiLt$PH\$HL|$XMt I;^(II|$`Mt$`HtHx HH5MtIx HI&HtHx HHHD$XHD$PHD$HG@HT$xL``HH@`MM|$AGMt$(AMDAAHH$ H9$H|$x@M;t$(H{`Lc`HtHx HHMtIx HIMtIx HIvDH=11-H1pIx HIE1E1E1HtH# H9$H|$x?H{`HC`HtHxHHvt@lHg@Mt$(MHeE1NCH=5 HGHH;% y1L?HHCHuH LH5 H81FJ>ALT$XHD$XILL$PHL$HHD$PHD$HgH{ HE1H = L H5'H8R1H }FZY1 HDŽ$Hyx\H#Lc`eL>qL A1HDŽ$b>(L$rL>~L==L=H=EI.H|$xH|$xL5@ L9$qH|$xH|$ C:H|$ LT$XLL$PHL$HLLLT$(HLL$ HL$@fo$$HT$XfHt$PH|$HD$xH H$$8HD$XHD$PHD$H8HL$LL$ LT$(IHD$XHEHD$PHD$HHAHEHLT$ LL$H $!:H $LL$LT$ A'HL7H9Lc`E1LLL$(LD$ H $)D$09foD$0LL$(LD$ H $LHHH7Hx`HH H0Ue1H}`HE`QDK9!A9L$u39)9L9mL9yu7LT$XLL$PIHL$H|@HLAWAVAUATUSH8HIHHH1HD$HD$HD$9,HHx HHHGHExHHEHCǀX .>H{HH RH6HC H ;:IHfHn%:IH:HHtwLhHLp <~;H%H8H[]A\A]A^A_H7f.H87"H(75HIExHIEIx HI~A"HEhL(HML;- MeA$tA$Mu(Mt AtAHT$HL$HHt$xH;w:HHEhH8L(HqHtHx HH8MtI$xHI$ MtIx HILd$H\$Ll$Mt I;\$(H}`Le`HtHx HHMtIExHIEYHtHx HH`DH=%!1f.HY HE11L k H  H8RH51H Y# HIHEMw(xHHE"HD$LL$Hp8L$HHv(Ix HI#ILe x HI#HD$Lp0AtAHt$h1H=) HL$HDŽ$%LH$L$M(Ix HI$%@"I$IHD$LXMr)H@0LHpIHt$1L9tHFLL$HT$HE1IyHJAqPAQTPIA0Mpj H LAE)H$ht"H H9$<%H$hH$t"H H9$$H$Ld$IHD$7HH^ HL u AH  H8SHY H51]%XZH$HtHxHHu)fH$Ht#HxHHuff.H$Ht#HxHHuff.H$Ht#HxHHuff.H$Ht#HxHHunff.H$Ht#HxHHu>ff.H$Ht#HxHHuff.H= AH(D[]A\A]A^A_@HUHHT$$tHD$H$H]@H\$8$tHD$8H$HM8HL$($tHD$(H$Hu0Ht$ $tHD$ H$Lu(AtAL$Le A$tA$HML$H $D$tH$L=( H$MH|$ H|$(H|$8kH|$AtAL$L|$f.H$L$HD$ H$HD$(H$HD$8H$HD$H$HD$H$HD$8H$HD$(H$HD$ H$HD$H$HD$8H$HD$(r@H$HD$H$HD$8-fH$HD$fDL= AtAL$L|$ @L= AtAL$MfDL=q AtAL$L|$@H HT$`$tHD$`H$HD$8eH HL$`$tHD$`H$HD$(fol$PfH H$$h$fH $HDŽ$H$M1D$IExHIEH$E11E1HD$ HD$@HD$H$HtHx HHMtIx HIMtIx HIH$HtHx HH H$hLx`HH@`MMGAtAIO(HtH HT H9$H$hLD$H $HD$(KH $LD$H$t2HD$(H9$\H$LD$H $LD$H $Mt I9O( H}`L}`HtHx HHMtIx HIHtHx HHt$H= AmHtHx HHH\$@HtHx HHMtIExHIEHt$ HtHx HHHL$HtHx HHI$xHI$Ix HIH$HtHx HHH$HtHx HHH$HtHx HHH$HtHx HHH$HtHx HHH$HtHx HHwH$HHHH@1E1HOH$H H9$H$E11HA H\$`D$tHD$`H$HD$8eH HT$`D$tHD$`H$HD$(!AtAL$L|$ AtAL$MDHDŽ$iHDŽ$H,H$Hq H9$L$/H$rL$1gH { AH H { AH HL H8SDL$HD$@L HD$@fot$PfH$$$fDLfD]fDsnfDcfDHPH@L0 H .H<LBLFZfDkfDHHLD$H $LD$H $@LH $H $LL$tL$2LT$(L\$YLT$(L\$]f.LL\$3L\$UfLXHeHH$E1E11HD$HD$ HD$@D$ff.fE1HLT$LT$fLxHh[fDHHǹHz  H$HtHx HHH$HtHx HHH$HtHx HHH$HtHx HHH$HtHx HHH$HtHx HHuH$HjH_HHR<H1H L HƹHcy L` HHǹH/y 8 1HH  qH) H$HDŽ$H$H6 H8NHHt%H111' HExHHE H$E1E1HD$HD$ HD$@D$ [D$H$E1E11HD$HD$ HD$@ LH$E1E1HD$HD$ HD$@D$f.LLT$@cLT$@A(D$E11HD$ HD$@@1ff.Ix HILd$H$E1HD$HJHE>HHE0HL\$ L\$E1fDHD$@CfHJD$"Ld$H$E1E1HD$HD$ HD$@DLT$@V LT$@He HD$@HHt$pH|$@HDŽ$L$HD$@H3L L LT$@fDHLLD$H $ H}`LD$H $fH$E1E1HD$HD$ HD$@D$wf.;H$HH CLLT$@3 LT$@fH$E1E11HD$HD$ HD$@D$IHLT$@ LT$@HfLoHWAEtAEtHH$x HH 1ۺf.H$l HZ H9$LD$H $H$V H $LD$HL H$E1E11HD$ HD$@D$!H$HLH$HL s j Y^HY HHHD$@ UuH-5 HHZ,H5  HD$%Ld$H5I HqH$L$H H9$L$L H$H$H$M9>LL$hHLALlH$H$H$HDŽ$HDŽ$HDŽ$LT$E11Ld$D$HD$ HD$@@H Ht$pHDŽ$HDŽ$H$H H8H$HHDŽ$Ht#111Hu Hx HHD$Ld$H Ht$pHDŽ$HDŽ$H$H H8H$H]HDŽ$Ht#111H Hx HHD$Ld$1HHH5V HNH5G H7H5 H H5 H vH5* H _1HHHD$ HDŽ$LT$ HEtEHDŽ$H;MTH$H\$x1IHD$ H$HD$8D$IL$MHL$hHT$ HHt$8 H$tLƣHLHDŽ$ >L;m IL9uuH<$HHHt$`H;q H9 L9 H HExHHEOff.@H5 H$H9' HHb H[ H9AH9V„HQH;VHN 8H HHH H 1H@ff.fH4$HHHHD$Ld$fD|$0H5 H$H9<Hz H9FHH<$BHHtUH; HD$`@H9@ L9 H|$0h H|$0Hx HHc 1Ld$D$<E1HL$fD$Ld$fD ILd$E1E1H$HD$ HD$@HD$D$DMbIjA$fInD$tA$EtEIx HIHt$hH)$`HI$KHI$=LK0fDH8IGI;G c t IOHHIG@H Ht$pHDŽ$H$H H8HHt#H111 Hx HHL D$Ld$|$0tuL911Ld$E1E1H$HD$ HD$@HD$D$DH|$@&Ht$h1LHL$0HH$HL$0H9H$ zHE1qAH$H|$hHLT$LT$HE1!Aqfo|$PfHk H$$$L6,"/FSjHDŽ$d Ld$E1E1H$HD$ HD$D$!HHO11LHD$@HzH Hi H5H81?Ld$D$AE1H$HD$YLT$@D$!HD$ HD$@L}`7HHEMMH\$xD$L$xHHE LLT$ LT$ IzqL" HLT$8LL\$ L\$ LT$8AA HD$D$ tHt$Ll$Ht$h1LT$8H= HHDŽ$L$LHD$ L\$ LT$8MwM9%H$H JH9$L$HD$xLLT$8L\$ HDŽ$L\$ LT$8HD$xM9LL$hL޹LAHw LT$8L\$ L\$ LT$8DHt$Hx HH LT$ IL\$H- H|$@H@2H10HHt(HH H8HExHHED$*Ld$H$E1E1HD$HD$ HL$RL$Hb HD$@HWHD$ Ht$pHDŽ$H|$@H$HLd$E1E1H$HD$ HD$@HD$D$'D$0IH\$xMLL$IיL$HD$ eKLcLvnLd$E1E1H$HD$ HD$D$'<H|$ 11HHDŽ$HEHHE HT$8T$8L)D$@foD$@;IH\$xMHk H5L$H8D$/L$LMBMH$1Dd$xMLl$0HH H\$8IHL|$PHMLt$`;HHWHw I91MIIH9HI9ZI|MuHDŽ$HGuHt$h1hH$H$ HI9HE1AAH$t H|$hEjDLl$0H\$8Lt$`L|$PAnfDHE1AI}H5 H9t tfH H8 tS$H I9ELIH LHtIUxHIU<D$(Ld$1HDŽ$HDŽ$Ld$H$E1HD$ HD$D$+Ld$H$E1HD$D$FHDŽ$HD$@H5 HxH9t trH H8t_HD$@H H9PHxHD$@HHl$@HHJHUxHHU'D$#Ld$f.Ld$H$E1HD$D$GHRLd$H$E1HD$D$HwLd$H$E1HD$D$LQD$-Ld$lD$LILd$H$E1HD$D$. Ld$H$HD$D$LH$HD$xLT$8L\$ L\$ LT$8HD$xfo|$PfH$$$1HD$IeLd$LT$E1H$HD$D$/Ld$H$IHD$D$P4H@HH@@tE1Dd$xLl$0H\$8Lt$`L|$PI}H5[ H9t iHJ H8ReH I9EQLIH H|$@LIExHIE ]8fDL$_Ht$pHDŽ$AH H$H H8L$HIt'111Hr IL$x HIDL\$LI"Ld$L\$H$HD$D$WHD$L`0A$tA$Ht$h1H= HL$HDŽ$LH$'L$MK HT$$tLt$Ht$h1L\$H= HHDŽ$L$nLIH$近ML\$ H4$Hx HHH= L$L$HIH E1I9WHƺLL$H)H?L$H Ht$hL$H4LIIL$x HIMt-L$111L I$L$xHI$1Ld$IL\$D$dE1H$H5 HLT$ LT$ 11Ld$LT$ D$7IE1H$HT$H1HHt(HH H8>HExHHEQ D$$Ld$CHLT$ LT$ !HL>ID$/H\$xM1MH$IIH9H^H|$hO1HH$HHH9lHJLl$0H\$8Lt$`AE*AE!H|$LT$8L\$ L\$ LT$8HƋD$x H$H$H$ݎHv H5H8,LD$ D$ H|$@D$xoD$x H52 1LHD$@HbH=7 jeH: HD$@LLT$L% LT$HH$ H$H H9P: H$IH fIn~ L H$ AC fl)$@U ISL$H|$hH5AL$HIH$Hx HH1H$L$H$H$H L$H8L$II$xHI$MLT$111L$L L$LT$Ix HIE1I1Ld$L$E1LT$ D$2Hl$I{H59 H9t!LT$8L\$ =L\$ LT$8H LT$8L\$ H8L\$ LT$8LT$8L\$ L\$ LT$8H I9CWLLT$ yLT$ HILHLT$8L\$ CL\$ LT$8AIx HIE9LT$ E1E1Ld$D$5IE1L $LT$1E1Ld$LT$ H<$ILD$D$:HT$8)T$81:H5 H|$ 1HAEAEH= H HD$@LL$H5 LLT$8L\$ ݜL\$ LT$8\H$L$Hm H9$L$LT$8LL\$ eL\$ LT$8E1E11Ld$L $E1LT$ Hl$D$(K1D$.IE1HD$ H$H$LT$H$L$L9|$L$LT$LL$hHt$LAH LT$L$ZL$LT$H$H$LT$H$L$LT$L$1H$H$H$LT$ IMD$:LLL$L$7HL\$L\$[LL$8.11Ld$IH$HT$D$bLd$D$cIL\$E1[L$+MwMgAtAA$tA$Ix HIM1LLT$L$LT$L$ LL$L$IHC111LHD$@H1Ld$E1E1H$1HD$ 1HD$D$#AALLT$ nLT$ H}H51 H9t ?_H H8(H;HH2HHHD$@HT$@AHx HHthEA~H|$ 111Hfo|$PfH H$$$/HH뎃uaH5\ H|$ HMH$舆H${H$nH H5H8(L$LT$H|$ HE1E1LT$ IL$$Ld$D$2L|$/H}H5 H9t 2H H8H获HH|$@HHD$ sHT$ AHxHHuHcEAuHH5' LHD$@HYE1E1E1E1L$$Ld$Ll$ E1L|$D$'NLHD$@H11Ld$LT$ H $IHt$D$51D$E11HD$ H$HD$@HD$L<$LLT$LLT$IIx HItgL$ME1L$1Ld$LT$ IH|$D$3LL$*L$1E1H$H<$LT$L\$LT$L\$wfDAWHg AVfHnAUflATUHSHH H;= HDŽ$(HDŽ$0HDŽ$8HDŽ$HHDŽ$@HDŽ$HDŽ$HDŽ$HDŽ$HDŽ$hHDŽ$`D$`)l$ tQHtLH$L$HAH' ҷH$@H$8:fot$ H HDŽ$H@ H$HH$8L0H@H;- L:HD$QHHH! AHH$hL$.H$HL`DŽ$HC H= HDŽ$ HT$pH@HD$0HE H- HHUHHD$8#IH# tAEIEH5 LHH HD$H|$IEO xHIEHcl$0HHl$hIHHHHL HD$@HL$@HHD$ LhL- HH H= IULOHD$HHHwD$@tH|$HH5 HGHHIM0HT$HHx HHHD$H& H9PHD$HDŽ$HDŽ$H$HH HE1H5 HqtH$LL$PH4HH|$HL$@L$H$LL$PHL$@HD$HMtIx HIHT$Hx HHSIExHIE&Hx HHHT$Hx HHHD$HH H; H$HHa tH9$OH$HHD$HDŽ$HLHD$HH;@ HD$.L$Ht$HHAH 辳hH$HHhHT$PH=j HH/H@HL$HH5F HH6HL$IHM=x HHKHD$8Hc$HHHD$D$0Hc$HL$HHD$jH|$hHL$HL$HMHL$@HD$@LL$HL$@HIVHHHD$MH(H=f I@ LD$LD$HH@H@LD$@HHL$H5O HHHHD$HL$LD$@^Hx HHHD$AH HI9EgHD$LD$@L$HT$xLL$XHDŽ$H$=LD$@HHH5 LL$XHT$xHptHD$LLD$xHL$@H$H$J4SHT$HL$@HD$XLD$xHtHx HH Ix HIHHT$Hx HH`Hx HH?IExHIEHD$XHw H; dH$H H9$L$HD$HDŽ$LHD$XH;ú HD$L$Ht$XLAH AH$HLhH$HPH$fo|$ H3 fH$H $h$LiH$HHD$ HD$H$fot$ fHN H-O $H$xHD$PHHLHL$vHL$HHL$@_HL$@LMHL$@kHD$HJDL``HH@`MMt$AtAMl$(Mt AEtAEH$Ht"H H9$H$HH$t"H H9$zH$H$t"H H9$H^H$H$ht"Hc H9$H$hhMt M9l$(H}`Le`HtHx HHMtIx HIMtIExHIEH=bHT$HHtHx HHHD$XHD$XH []A\A]A^A_H=S HGHH;i a 1ҹL$H HD$HPE1E1JHDŽ$HDŽ$uHDŽ$HHDŽ$&LLHH H= HGHH; 1HQIHpHD$HH"HD$HxHIE HD$HHD$mH IEHAHD$IEHD$HucLHL$ LD$LD$HL$ H|$u?YfDLLpIExHIEVHD$HE1HT$HxHHH HtHx HH/ HT$HtHx HH( MIHILH$HD$HD$H$HZ ffo|$ L-Y $H$H: $H$|$`Y= $D\$8HEHD$hHDŽ$D$`~% HH$HD$xIDŽ$H$H$H‹$H$HD$0Љ$HH$H$H$H$H$H$ H$H$$H$fHD$HL$fH@HD$hH…4H$hH$Ll$L$H$HH$HLL$xJc HT$H|$ H$HJ9L$a HIHL$L1MLMIL\$0E1E1MHHD$8JHD$@ff.@HD$8HL$@1B HD$ NHD$N*ff.ff.ff.DHcHyLIƃLA\AI9uHt$HL$0AUBHIHt$HL$PII9t MDLl$HL$h1fH$$ LHAAfLILT$ff.fAAEMHfffHfTXfXI9uEZHD$LALɃfTXf(_f(9uHT$hH$$$L$$ L$H$H$$! D$~%y E$$Ht$x1L$ L$xI21f.L9uL9u؋$D$`$D$`H$H|$xH|$pH$9$HD$HH@HD$h_LɍFf(9VIfHD$HHH=J HP$H$P$H$H$L$@L$8 H $~% f/$ vDŽ$D$EHD$HH$HHH$H$ PH|$pHc$HwH=O HPL$L$H$ D$4~% H E$D$`$D$`H$H|$xH|$pH$9$H$8H\$XD$tH$Ht"Ht H9$H$HyH$t"HG H9$H$LH$t"H H9$HH$H$ht"H H9$H$hHD$HHxH\$HHHHT$XHHHH@HHL$xLD$@^HL$xLD$@HD$E1HD$HHD$E11ɻHD$H;H^LHHVHx`HH` H0t1H{`Hk`mHH\$Hx HHE1MH\$HCHH611E1H|$HH|$H|$HL$ LD$BHL$ LD$HHHD$E1HLD$LD$HLD$LD$I$D$`$D$`H$H|$xH|$pH$9$HD$HfHPKLHHhAtAEtEHT$Hx HH*HD$LL$L$HDŽ$H${LL$HHfHl$E1HD$HIx HItIE HIELHL$ LD$LD$HL$ IEE1xHIE/HLD$wLD$,H$8H$0H$(@fot$ H$8fH$0H$(H7 $HH$$xJHDŽ$8HDŽ$0HDŽ$(HD$HHD$HHD$XHT$XHHHHtH5 H|tH$HH$HuH H9$(H$HHKHL$IHDŽ$HDŽ$MHDŽ$HHDŽ$LHL$HL$LHHHL$HL$IEqHIEcHD$E1HD$HD$m,IE(HIEHD$HD$MHLL$@LL$@HD$#Iɻ1HD$HD$IEH|$Hx@I}IUH|$D$@ttIExHIEaIE1ɺPH$(H$0H$8:fot$ H$(fH$0H$8H1 $H$$DHDŽ$(HDŽ$0HDŽ$8HHIM'Hx`HH1 H0$E1H{`Lc`g@H5 HytH$L$H_ H9$L$LaHD$HE1BLHT$XLD$@LD$@HT$X~H LH52 H81HD$H4H\$HH"H|$1E1SHl$1LH\$Hx HHt1HL$HE1HT$H1HL$HH|$E1Ht$HH H껀H51 H810I?@UfHHSHHR fHnHHX)D$~ HD$ flHL$@HD$H)D$0HLGMHHtHHtHL$HWHT$0H4HIH1 j1PAPLD$0 H H8H|oHCHt"H|IHHt H|CH|$ H\$Hl$He H9G f.3 z;H5ļ H9st H;ǣ IH9ut H;- HHH|$HHtHx HHH|$HtHx HHH|$ HtHx HHnHXH[]@HubHtHhH\$UtUHxHl$tH|$ H\ H9GGHff.fHy HH0 L 5 AH *. H5ˮH8S1xXZJH|$HtHxHHuBfH|$HtHxHHu!H|$ HtHxHHuH=1HXH[]fDH6HNtHL$ HHtHL$5DHXH[]fRfD{$fDD$eD$HN@D$1HJ H H5I D$H|$HtHx HHH|$HtHx HHH|$ HHHH1DD$1H*. H D$bDHt$0HT$HHjL -  Y^(LhB@ff.fAWAVIAUATIUHSLHHT$HD$PHD$XtH I9Fpt&Ix HIHĈ[]A\A]A^A_I~`H|$HtHG McnxL8Hx HHHD$HM9HD$(Lxhff.@M/Mt L;- MMuHD$E1Iv`Ht$D$ tAFx|Hc~D$fHnHD$PflH1HD$ H HD$xHD$p)D$`*L\$ HHD$XH,H HPtH Ht$`H= HL\$0HL$ HD$x?Ht$HL$ HD$HL\$0Hx HH_Ix HIHD$PHx HHHD$XHHx HHHD$HMtIx HIMtIExHIE[Ht$HtHx HH-HD$HHpTIt$HADI~`AċH|$PtHLxHHuFAFx1HE,AFxHEd覾HD$PIHHHBHL$HCxhHcvHD$PHH?IU IEHHH9H9UtUIUH,HIEHExHHE$HD$PHI9vI~hH;= HW HGHHH9JH9AAUtAUHWL,HHGIAFxIE2HLIE!LHĈ[]A\A]A^A_׿˿7fDHLHExHHEH=_IoHIbLjUDHXAEtAEM}AtALlHD$HH96HuH;n $HD$(H@hH8L(HtHx HH MtIx HIH\$Ht%HxHHuH蝾ff.fH=YHpH`LPL@mHHD$+HD$ LHD$ HL$HD$ HL$HHL\$8HD$0ֽL\$8HD$0HL$ {H\$HxHHfHD$PHX HD$XHHD$(H@`HrHxH9HCHHW@@HXHHJH1HH9H;\u%H=ۨH|$(HL$PHT$XHt$H{H\$Xt I~pHx HH\H|$HI^pHx HHIHD$HH|$PHx HH1HD$PHx HHHD$(H@hH8L(HtHx HH&MtIx HI.H|$tHD$HxHL$HHIxHIuL註HHHHH\$Hx HHIHILOH2:YHD$H"HLUH޺9ԺʺL轺L谺H裺HL\$葺L\$HkHz1fDHH9t0H;|uHܖ H# H5H81LLt$E1MIHHJtH9u MLt$0HkuIM9uMLt$Dff.@AWfHAVAUATUSHHE fHnH)D$P~ HD$pfl)D$`HLAHMHHuHHW Ld$`H4HIH" j1LPAPLD$p H H"H|PiHHt H|PSLl$XHl$PAEAH6H(UtULhHl$PAEƒAULd$`Ll$XHD$0HD$8HD$@HD$HtAEH=D 1LLl$`HHD$h HIExHIEqHD$(HHCH H9t H;ؔ HsHH9LsALt$(tAHS HT$0tHS(HT$8tHS0HT$@tHS8HT$HtHx HHHEH5 LHHHЅIx HIHEL|$0HHD$(H5( HLH%HT$8Lt$@H\$HIx HIHHEHT$HHD$0H5Է HH HT$EHx HHHEH5V LHHD$8HHЅIx HIHEH5~ HHHD$@HHЅHxHHuHHEL= HHD$HH5׶ HLHЅbH[ H=t HSHعIHltAIFLt$@LH5o HHHH\$8HIx HIHD$@H H9CHt$hHHl$hIHLl$pHD$`HHD$HIx HIHD$8HHExHHE9AtALffDHi HHd L y# AH  H5H8S1hXZH|$PHtHxHHu 7H|$XHtHxHHu~ H=1HĘ[]A\A]A^A_HNtHL$XHtHL$PlLl$XLd$`HD$0HD$8HD$@HD$H*DLHT${HT$HhLX ff.H=/B1H|$PHtHx HHtNH|$XH HHHHD$HD$@Hв`HD$農HD$L訲L蘲gE1MtIx HI4L|$0HT$8Lt$@H\$HMtIx HIHtHx HH MtIx HIHtHx HHMIHILαfLHT$LD$讱HT$LD$XHLD$ 膱LD$S@LLD$kLD$QHLD$SLD$RfLLD$3L|$0HT$8Lt$@H\$HLD$D fDE1VHx1HH H  HHDH H5H81ȷHx HHt8 ^fDHa H5 H81苷HfDHhfD;fDE1HCL0AtAHHLt$(tHL$0HHtHL$8HHtHP HL$@tHT$H]@賳fD E1L谯L蠯csHT$f E1cHh;fDHT$PLd$`HHjLL   ^_fDHD$(HfHnHD$0fHnHD$8fl)D$`fHnHD$@fHnHD$HflH$)D$pIHM x HH5IG1LLAIHIHLHuLAH蝑Ix HILt$(fD)fD lfD+H= HGHH; 1H轭IH_ܱ HHo HH5g H81ô ffDkH9E1 _HKfHnLsfHnHL$HflătAtAHLt$8x HHLLHL$Ll$p)D$` HL$HHHH HIx HILD$Lt$(LD$/HH HLD$H  H5sHDH` H81薳LD$HtHHL$)D$]foD$HL$LELLD$3LD$QHHtpIM~Hx`HH H0(1H}`HM`I@H PLt$(M1Lt$(M$|IAWAVAUATUSHHH=` HGHH;v u,1ҹH5H H[]A\A]A^A_DHHLHu蠩IH I|$`H(HLoL9 HEH!IUA@@IXHHJH~R1ff.HH9t7H;luI|$`ID$`HtHxHHu XKHt1Hن HH5 H81-1ML9tMuH;-f u1ID$`軱HL˪SLuM~1 HI9t L;lu/E1M9SJtI9LZIff.@AWAVAUATUHSH8HGH5 HD$8HD$@HHD$HHDŽ$HDŽ$HD$xHD$pH HHHx HHH; 1E1HEH5 HHH HH| H|$xtH H9$WH|$x襧H$t"Hs H9$H$xMtI$xHI$HtHx HHH8H[]A\A]A^A_HH; H= 'HH H@HL$HH5Ф HH@ HL$IHM xHHuH}HEH5* HHH HHHL$)袪HL$HI HHH=֦ qHHH@HL$HH5: HH HL$IHM4 x HH; HL I9F3 L|$XHD$`HD$PIHH1HU IT$tHD$PHLLHLl$`HD$HHtHx HH;Ix HI IExHIE I$xHI$k Ix HI H HEHT$HH5 HH HT$H  x HH  HEH5 HHH HH tHt$fHn1H= ! H)D$PHIąxHH[x HHM I$xHI$HEH5C HHHj HHi H5; HHHH[ xHHuHHL$zHL$HEHL$HH5 HHL HL$IM$ HEHL$HH5 HH( HL$HH' H5 HHL$ HT$ HT$HL$ HI7Hx HH HLLHL$#HL$I# x HI IExHIE Hx HH H5 H;HH Hԩ H;m fHnfl)L$z H|$xH, H9$Ld$xHD$ HDŽ$LH; HD$ LL$HLAHkx tz H$L0H$L8H5 H:IH% H;~ M H$Ho H9$sH$HD$(H|$ HDŽ$XH|$ HD$(L;%G~ PLL$ALHw s& H$HLhHT$H5 H&:H HHD$`tH|$t1H|$HuHtHxHHH0[@Ho HH8SH<L  1AH 4H5{舚XZ1H|$Hu*Ht%HxHHuKfH=T?H01[HD$HD$*@Ht$ HT$HHjL X Y^AWH AVAUATUSHHHHD$(HD$0HD$8HLAHMHtHQHtHT$(HGwHT$0HH4IHj1PAPLD$H H 4Hl$(Hu=Hu8Hm HH8jfDHH.EtEHl$(HEH50 HHHUHHWHx HHCH;m HEH5 HHHpH1H|$(HuHtHxHHHH[]A\A]A^A_@Hm HH8SHL * 1AH H5]yXZ1H|$(Hu"HtHxHHuӐՐ H=|HH1[]A\A]A^A_fDL%Q H=j IT$L͔HHtHCH5e HHHIHMx HH8L- H= IUL^HHtHCH5΋ HHHIMHx HH HEH5 HHHHHwHk I9EHt$8LH\$8MHHD$0TfIHx HH Ix HIM/Hj I9D$Ht$8LLt$8MHHD$0eHIx HIIExHIEHHEH5 HHHHHHBHHHrDH`H;j YH= HGHH;0j 1LHH HBI$xHI$uL H=$y1SI$xHI$HxHHuH蚍H$臍H$ fDCH 놐 {fDLH H8L(ZL4۔fDHHT$(Ht$0HHjL @ _AXH踌軏H=| HGHH;h 1LMHHlHHi LH5H81Xc II@I$xHI$uL IE HIEL谓H2HBHHMEfHnM}AfInfltAAtAIExHIEHt$0LL$)D$0NbL$IIHIL7M|$fInMl$AfInflƒtAAEtAEI$x HI$tiHt$0L)D$0aHIHIL越茎 LL$)D$薊foD$L$L)${fo$LHHHňHx`HHf H0o1H{`Hs`X'LHtRHHxHx`HHf H0"1H{`HK` '衑Hf蔑HH`f LH5XH81贐I$L苉fDAWfHs AVfHnHAUATUSHH)D$@~a_ HD$PflHD$pHD$x)D$`H(LAHMH  HtH1HtHT$@HG?HT$`HH4IHzj1PAPLD$`& H Ll$PM H8H|@ HCHt"H|@ HHt H|@ Hl$@H\$HtHCH5 HHH IM H5 L苈IIM x HI L=c L;5d M9L;5c L藌AąIx HIp E L%( H=A| IT$L褋IHP tAIFH5C LHH IIM x HI Hb I9BU Ht$hLHHD$`H\$hL$]L$$HD$I$xHI$e H|$Hx HHu H> H=W{ HSH車IHO tA$ID$H5 LHHm II$Mk xHI$ HEH5 HHH IM8 Hb LL$H/L$HIHx HI IHe H{ fHnӋfHnflƒtH|$ABHWHBpH H@H L$LL$IIMkx HI HEH5g HHH HHF H` I9F Ht$hLHL$pHH $HD$`Ld$h[H $MHI$xHI$ Hx HHs Ix HIO HH|$H5z HWHBpH H@H IM~ LH蓃IHMx HHIx HIH5؈ L{H$HHz D$ tH $H\$`H=v HHD$hHHL$`1lH $IHx HHAM1 L;5_ M9L;5_ L;ADž=Ix HI E EtEHEH5M HHHIH<HD$1HLT$xH=v~ LT$ HHl$`HD$hLl$p胈LT$ IHExHHE" Ix HIQ MIx HI H^ D$ t H {^ I$- HI$H $HxHH:H\$L%4^ HH4LnAEtAELl$PfH qAH] HL H8SHXH5i1蘈XZH|$@HtHx HHH|$HHtHx HHH|$PHtHx HHX H=sE1(mHĈL[]A\A]A^A_E1H^tH.H\$HEtEHl$@ML=\ AtAL|$PMlHH `A@苀ZfD{,fDkx HHIx HIQH$E1 H\$E11E1@H=r$lMtI$xHI$u LDH$Ht'Hx H $HHuHff.MtIExHIEE1HtHExHHEMtIx HIHx HHzH|$@HtHx HH H|$HHtHx HHH|$PHHHH~fDDCIx HIIxHIkH$E1 E1@HHfZ HL }AH &H8SDHHVtHT$PHVtHT$H<DL ~@L~L=Y AtAL|$PM]fH}yL}H},L}5H}H$ IOHIBE1LL$\}L$ELH};}fD+}fDH}~LE1}H$ hH$E1Ҿ Lt$(LT$ |H\$LT$ t$(MIx HItE11E1{L׉t$|t$fDLx|RD'LX|THH|0H8|H$E1E11z fDۃIx HIoH$E1E1z 1E1fL{Ht Ht$hHD$`HD$hHoW H8wYHHH111L HEHHEH$E11E1E1{ E1MMIHILt${t$fD~H=o HGHH;V 1ҹLzHIv@M Ix HI 1H\$E1H<$HT$@Ht$`HHjL 8 A^A_LXz!H\$~ @ IL(zHL$zL$xLHL$ L$yHL$ L$BfHBhLHQHxFH|$L$7^L$I\MrfHnMbAfInflÃtAA$tA$Ix HIjHt$`L)D$`?PHD$ItHIgL*yZD+|H=m HGHH;U 1ҹHxHIx@裀IxHI$*H\$E1E1 H$fHBhH|$HSHxH\IfD+IULHxIھ {L(xHH $HHHH<$wfDIHILwH$E1E1z Lw/HwH\$E1{ H$@MVfInMFAfInflătAAtAIx HILHt$`LT$(HL$pHL$ L$)D$`MLT$(L$HHL$ I-HI LvHL$ L$ HHHHvH\$E1E1 H$LxvHkvLT$ H\$E11E1E1 H\$E11E1Ҿ H=u tHHkH5u HD$ gH|$ HIHx HHH cQ E1HI9OH $H4LLl$`HL$hLLHIx HIH11H IHEMxHHEAEtAEH=Vt 1HLl$`HHD$hzLHD$ 7IELT$ xHIEYM6LT$ 4xLT$ HIAtAH k MVtIV H|$LLT$ 辩LT$ HIHLx HIHEH;P aEtEIH=[m LLT$ {LT$ HIIx HIH=n LT$ PLT$ HIH pO E1HI9NH4LLT$ Ll$`L|$hJLHILT$ x HI=Ht-LT$ 111HDz HLT$ x HH`H\$ E1fx,HHt fsfH\$E11 L)$rfo$zIHHExHHE DI H\$E11E1Ҿ ELrH|$L$董L$IDLXrH$H9H $HH(H0rFILHH;rpHx`HH|N H0tE1H}`Lm`uHH$E11E1E1~ fLHL$(LD$ L$)D$0qfoD$0HL$(LD$ L$IHHlH~oHx`HHM H0wtE1H}`LM`c.uHH$E11E1H\$E1 Ix HIH\$E1 HpH\$L%L VpLp'H\$E11E1Ҿ E1LLpLT$ Hyp*LlpLT$ LZpLT$ ?LHpLT$ MoIoAEtAEEtEIx HII1 H9$xL$8HD$HDŽ$xLHD$dJHx HHHI H=> HSH&NIHatAI@LD$LH5F HHLD$HIHx HI LHHD$HcHHD$xKLD$HIHD$0LLD$LL$0HILH H=H L@dgIHH@LL$LH5-G HHLL$IMIxHIuLLD$HLD$H1$ H9CLD$HDŽ$HDŽ$L$KLD$HIE1HH &E INtH$LHLL$0HL$LD$HD$pLLL$0LD$IMtIx HIIxHIuLLD$GLD$IxHIuLGIxHIuLGHxHHuH|GMCA$tA$L;%# H$L=Y*  L9$( H$HDŽ$(HIFL;%B# l LL$pLHAH H$ H$L$LHL@D$dH\$8HD$@E1ɉ$1D$ED$D$0 L|$HL|$PH$I1ۉ$@CM9HcH$HB<0uHcD$HT$8L$H…HI1IӅIHt$@LHLЉ΃9~ I8<2L9D$L$0D$9rMt HD$HH9$(H$DHD$Hfo\$ f$H$(H! $D$8t H! I$xHI$D$0DD$0A$tA$Hc|$0GHD$8HH|$xGIHHD$8L$LD$PHDŽ$L$H$&HLD$PHHVHE HPtH Ht$pHL$H=tE HL$PH$:JI$HL$PL$xHI$ Ht$8Hx HH Ix HI Hx HH HHx HHz A$tA$L;% H$HD$HH9$(H$HDŽ$(H|$8BL;% H|$8LL$pALH >(H$H$ H LL@HL$8H_ HxHQ HH L$H$H#BH|I foT$ fL$$HHD$XH^I $xHD$P8@H$Afod$ H&I fL$L-I $HD$h$fHL$@Hc$HT$PI49I< HO1ff.LL9|HHT$P9 3f.HAHAH$AHD$Hfol$ fLUH $H$(H6H L$L\$8[HDŽ$(LpAL`AHD$1AHD$ff.?Lx`HH@`MMoAEtAEMg(Mt A$tA$H$t"H# H9$(H$?H$Ht"H# H9$wH$H?H$t"H# H9$bH$?Mt M9g(H}`L}`HtHx HHMtIExHIEMtI$xHI$?DH=2,HtHx HH'HT$HtHx HHH|$t&E1HD$HxHT$HHLd$H|$tHt$Hx HHtvHD$H[]A\A]A^A_E1E1YDHDŽ$(cHDŽ$xHDŽ$H>fDH|$>IfH> L>H>>afDL>iKFHD$DH$$H\$XHT$hHT$@H9t$dL|$HHc\$MtL9$($ H$H=HA fot$ fL$($$D$t H  I$xHI$ A$tA$H@@HHD$ H|$x(@LD$HIr L$LD$ HDŽ$L$H$HD$@LL$LD$ HHD H > HPtH Ht$pHLL$ H=> LD$HH$BLHLD$LL$ Ix HI Ix HI HExHHEy H< Hx HHB A$tA$H$tL9$( H${;H$HtL9$ H$HU;H$tL9$ H$/;I$xHI$ H H! H  HHH= ;fH$H:fot$ D$dfL$(LB LB $$\ L\$8E1H5i0 HH$HH$H]L=+ L9$H$HH-:3H$H$H$@fo|$ H$fH$H$H $HH$$x8HDŽ$HDŽ$HDŽ$Ld$1AHD$HD$HD$I$ HI$L':fHD$1Af.AHD$H5 / H27H$H$L= L9$H$H8HH$L$HL$P|9H$HL$PL$4LHD$PHL$8P9HD$PHL$8'HHD$849HD$8$H$H$H$>fo|$ H$fH$H$H $H$$7HDŽ$HDŽ$HDŽ$Ld$1AHD$HD$6LLd6Hg8yHD$A@HHL$L\$P,8L$L\$PL$ LMAE1HD$UIx HItHIx HIH LMAHD$aLLL$0LL$LLL$ LM0ALL$ H HD$L1ILL$8x HI@Ho LE1AHD$HR LL$8LE1AHD$Hx21IA1HT$jHy11AH|$r11AHt$NHx%1IE11HL$E1AI?E11ALD$IfSH0 HH0HD$HD$ HD$(HLAHMHtHHtHT$HGXHT$ HH4IHj1PAPLD$8W5 H H|$Hu8Hu3H HH8jif.HuJH>tH|$1H|$HuHtHxHHH0[@H) HH8SH L B1AH ԕH5u(5XZ1H|$Hu*Ht%HxHHu-fH= H01[HD$-HD$*@Ht$ HT$HHjL _3 Y^AWfHHAVAUATUSHHb+ fHnHfHnHH)D$@)D$P~L HD$`flH$)D$p~r HDŽ$fl)$Ht%LGM~Hw4H HcHfDH&H|HH cAHHt HL H8SH|H513XZH|$@HtHx HHH|$HHtHx HHH|$PHtHx HHTH|$XHtHx HH&H|$`HtHx HH+ H=1HĸH[]A\A]A^A_HN tHL$`HHtHL$XHHtHL$PHHtHL$HHtHL$@HW&HT$pH4HIH-j1PAPLD$`1 H L|$XMsLd$`MEHcH|@VHCHtMH|@=HCHt7H|@'HCHt"H|@HHt H|@ HD$@Ll$HLt$PHD$ AEtAEA$tA$H-* H=  HUH.HH8tHCH5) HHHHHHx HHEtEHD$p1H=>( HHHl$pLl$xHD$(/IHEx HHE<xHHE MH5j L; I9Ht$ L;  LLD$3.LD$Ix HI` xH( H= HSH>-HHtEHEH5' HHHHHEHxHHEf tHt$(1H=& HH\$pLt$xF.IHxHHwx HH MHL$L; I9 L;Q  LLD$,LD$Ix HI cIFH58) LHHIMIELD$LH5) HHLD$HH1ҹHLD$LD$HIHExHHEyIQH; H5, yIAHHHAyHHHHEHLD$LL$u)LL$LD$HHIx HILD$ *LD$HI HhLǺHHD$'LD$LL$HHI|x HIIx HIHL$H;- H9u H;-T f HExHHEuH=% ADHH}H@H5! HHHHHHx HHu H=N% CHHH@H5R" HHH}HD$H|$H5xHHuHD%HD$0H E1HH9EgLL$pLL$HT$8HDŽ$Ll$xS(LL$HHH ! HT$8HHtHD$Ht$0HHLL$8H$HD$(Ho)LL$8HD$Mt IxHIuLx$HL$HxHHuHS$HxHHuH;$HExHHEuH!$H|$IExHIEuL#H=# ?BHH H@H5 HHHHD$H|$Hkx HH&H=G# AHH5R HHD$0ջLD$0HIHx HI?HD$H H9HLt$xHDŽ$HD$pv&IHXHE1H IVtHD$(HH|$LH$H'LHHExHHEIx HIHt$Hx HHHH5 H|$ HHx HHLd M9A$tA$Ht$(H=2 fIn1 LT$H)D$p'LHHLT$I$xHI$ IL5  AtA11LLT$6#HHH5 H|$ ٹHHHD$fHDŽ$)D$pH$H\$xL$)$$IH8H" LT$HPtH L$IS tH$ L$IS(tH=x LHt$xHLT$L\$H$o%L\$LT$IHx HHHExHHEIx HILT$MNH= >LT$HLH5U HLT$HD$sLL$LT$HIInx HIHj E1HI9@gHD$ LD$L\$pL\$LT$0HDŽ$HD$xL$"L\$LD$HIH LT$0HPtHt$(LLHLT$0HLL$LD$L\$ L$#H|$ HLLL$LD$LT$0Ix HI Ix HIHHx HHAzAIx HILLff.@Hx HHHHt$Hx HHI$xHI$H|$@HtHx HHH|$HHtHx HHH|$PHtHx HHH|$XHtHx HHH|$`HHHHfE1LxAtAL|$XLpAtALhLt$PAUtAUHLl$HHL$ D$tHD$ HD$@MMLW AtALT$`ME1E1tDH AKfDfDfDfDtfDFfDHHf HL }AH &H8SD$IL` A$tA$Ld$`DH HL$D$tHD$HD$XIDHLD$LD$OfHLL AtALT$`MH5y Ht$D$tHD$HD$XIbDHLD$SHELD$DH8HLD$#LD$fL H= HGHH; 1ҹHHH@HÅHA1 ff.fHx HH,E11Ll$DH= sMtIx HIH1f.H(~Ll$E1A4 HHmH8gHx`IHq H06tE1I~`MV`E1A- H?HW HH5OH81 E11A- HHp L`LPCfD3 fD#.fDHLT$L\$HLT$L\$iLT$L\$Ll$A4 LhHPAEtAEtHt$Hx HHHT$HDŽ$Ll$pLt$xFHT$HHIEHIEHT$IE1A4 lHHFHH Hx`HH H0*E1H}`LM`舫E1A4 ILLT$LD$ LT$LD$(LLT$LT$H aLLT$ LT$LD$HLT$ LT$LLT$ LT$Ll$A? HExHHE Ll$E11A3 LLT$[ LT$HHD$Ll$E1IAA H Ll$E1A; Ll$E1A3 MII1A? Ix#HItJMt0HD$1GDMtHD$I12E1LD$OHD$1HLL$c LL$HLL$E1A3 C Ll$LL$AA\~LL$LL$LD$H2H LT$0A? Lxf.LAC Ll$VH|$ LT$0HLT$ LT$%DH=1x HILAC LAC MXIXAtAtIx HIIؽ1ZAC #H|$HT$0 HT$0LHT$E1A4 IHT$E1IA4 Ll$A8 (Ll$E1A8 .A8 eH1 HH5)sH81ILl$1E1E11A3 HLl$E1A9 LLT$L\$! L\$LT$Iƿ1 1A4 Ll$A- E11o1A4 bLl$A/ E11M1AA @HEx HHEt 1A4 {1IA4 1Ll$E11H|$A1 Ll$E11A1 fAWfHAVAUATUHH SfHnH@fHnHH)D$@)D$P~ HD$`flH$)D$p~* HDŽ$fl)$Ht-LAHM~!Hf H HcHH^ H~1H -pHD$AH3 HpHt$ʉL$tHt$Ht$PHhUtUHHl$HHL$D$ tHD$H|$HD$@K H|$i HvL= AtAL|$`LWHN tHL$`HHtHL$XHHtHL$PHHtHL$HHtHL$@HWHT$pH4HIH=pj1PAPLD$` H .HD$PHD$H HD$XHD$HK H\$`H HcH|@HEHtMH|@HEHt8H|@HEHt"H|@jHHt H|@WHD$@Hl$HHD$DEtEtL% H= IT$L IH5 tAIFH5 LHH IIM x HIAEtAEHD$p1H=8 HHLl$pHl$xHD$( IIEx HIExHIE4ML%d L;5 M9L;5 L7 ADž,Ix HIE L5 H= IVLE IH tAEIEH5 LHHXIIEMxHIE|L=U H=n IWLIH6tAEIEH5@ LHHmIIEM_xHIEHD$0H E1HI9FRLT$ HT$8HDŽ$L|$pHl$xHLT$ HIgH HT$8HHtHt$0HD$(LLL$HLT$8iMLT$8HD$ tIx HIn Ix HIIExHIEIx HIH|$ HExHHE H|$ H5z HGHHIMxH5 L9p IEH;= IUIEuHHxHIE H+ Ht$xHD$pHD$xHI H8QHHt%H111* HExHHEuHl$ E1Ak HH HL qAH iH8UHkH5T1 XZH|$@HtHx HHH|$HHtHx HHH|$PHtHx HHH|$XHtHx HHH|$`HtHx HHe H=E1YHĨL[]A\A]A^A_@1HH1HL$t$tHL$HL$XHD$1HD$fD-fDfDIfDfDDKLxIxHIuL`E1Ai DH=QMxIEE1iHIEHExHHEHx HHH|$@HtHx HHcH|$HHtHx HHUH|$PHtHx HHGH|$XHtHx HH9H|$`H"HHH NH fAH~ H fAH HL nH8UfDHuHX tH\$`xHIE0i H=-E1L% A$tA$H|$Ld$PLd$L%o A$tA$Ld$XLd$tLXhLHL8 H(LHL% A$tA$Ld$PLd$DL= AtAL|$`LfL% A$tA$Ld$XLd$DLIEkfD[fDKfD;fDL(wLLT$ LT$ f H= HGHH;  1LIHHu'HX LH5PeH81ff.E1Ag 2fLx;LhLXAg IHIL*DI A}YxHIEu L= L9tHt$(H= fHn1 H)D$p{IHx HHTMHx HHLfH$)D$p)$~& D$ D$xHHH HPtHD$H+ H$HU tHD$H= Ht$xHHH$IHExHHEM!H=Z IH)H@H5 LHH8HIHx HI H H9EHD$HDŽ$HD$pHD$xL$wHHK HE1H= HytHD$HHL$H$HD$(HHMHL$ItI$xHI$Hx HHYHUxHHUSMIx HInH|$H5 HT$HGHHЅGA AIEHl$ MHHt$H;5$ L9H9H~ zHC tIx HIH|$ H5 HGHHIM1ҾL责IIEMmxHIEH5# LIIM=x HIoL;-/ M9^M9ULŅIExHIE3)H5~ HIHHl$ As "fH Ht$xHD$pHD$xH H8'IHt%H111 I$xHI$E1Ah @LLT$0LT$0{H= HGHH; f1ҹLHI@HT$@Ht$pHHjL _ AYAZVCIIE\e[H= HGHH;2 z1ҹLHI@La>IHHLM~MnAtAAEtAEIx HI\HD$0MdfDIx HIMI HIt7E1Ai MIHILLLT$LT$뵅xHIEZIoHIbE1LLT$MLT$mIY]@Hl$ E1Ax -DHl$ Aj +IbLHH8H(HIEHl$ MHl$ MLH;i LNHHH; L9?H;- 2HuAHExHHE^EBIExHIEuLFEKH fAg Ix HIt E1fLfDHl$ A| LHL$!fDL%Hl$ Au Hz H=Hl$ ELu~Hl$ Az LX9Hl$ Az HL.LeLUA$tA$AtAHExHHEHD$LT$0HDŽ$Ld$pHD$xL$!LT$0HHI$xHI$IHl$ Az eLwLj@,HEDHHEH5LLT$ #LT$ LH IMjHx`IHt H0 E1I}`ME`Hl$ MAr AE1f. fA.EDA#NIHl$ Ar LHHHx`IH H0d t1I|$`It$`OHH LH5XH81LLT$Az Hl$ LT$H~Hl$ Ar hLHHHx`IH H0 t1I|$`IL$`蛌fHtmAi HLT$0ILT$0LAi Hl$ E1An Hl$ MAj HIH LH5WH81srILպ1LLeLUA$tA$AtAHExHHEHD$LT$0HDŽ$Ld$pHD$xL$1LT$0HHI$xHI$IHl$ AceL|LzP+HEDHHEHELLT$ 3LT$ LH IMzHx`IH H0$E1I}`ME` sHl$ MA[AE1f.fA.EDA#^I Hl$ A[LHHHx`IHԱ H0tt1I|$`It$`_r*HH± LH5=H81dLLT$AcHl$ LT$HNHl$ A[8LHHHx`IH H0t1I|$`IL$`qvHtmARHLT$0YLT$0LARHl$ E1AWHl$ MASHIH LH5<H81srIL1L ff.AW1AVAUATUSHHHHDŽ$HDŽ$HDŽ$HDŽ$HHDŽ$@HDŽ$HDŽ$HD$ H tH$1H=- HHH$HDŽ$HD$0IHx HHMjIExHIEH Cx$t H H{pHx HHH H- H= HCpHUHvIHjtAIFH5- LHHBIMDIx HI0H= $IHH@H5 LHH H$H<$ IExHIEH I9D$H H$LLHHDŽ$H$H$H$IH4$Hx HH2HExHHE,ML;- H{`Hx HHLk`1CIH_H{hHx HH/H{LkhE1HAHT <I)Hk`Hc{xHELppMI~IH Hm HHII$xHI$QMHLAVHIExHIE HH;- H{`Hx HH_HCpH; Hk`HD$@1IHbH=; H$HH~H@H5 HHHD$8H|$8PH4$Hx HHHc{THD$HH= ]IH! H@H5F LHH IM Ix HIHD$8H= H9P HHD$H$HHL$HDŽ$H$]H$HL$Hx HHI$xHI$ZHExHHE4H<$!~ i H$H;6 fl)L$P H$H H9$(H$HD$HDŽ$(HH$H;ש HD$LL$0H4$HAH Y` H$ LH$LKT~4H$1ff.ff.HL9uHCL$HD$(H HD$HHLl$8I1L\$`LT$hLt$(I?CPH{?Iw'9CT~:HT$8HRH Ht$hHHH 0Ht$`HHH$HH1IH. HtHExHHEIwH{E1M1ɅD$H\$HIGIcHD@hxuHcIH6Ht$(H=J HDŽ$H$衩HIExHIEXHIL$ ID$HHH9&H9 t IL$HHID$Hx HH~AD9t$!H\$HID$Hb!H LH|$8H1c!M?M Ll$8L\$`Hl$HLT$hH= LT$8L\$(HH$H5 HcHD$H$HEL\$(LT$8xHHE#Hc{PLT$8L\$(HH_&IH%fHnL\$(LT$8HN fHnflƃtAD$H= LT$`L\$8XHD$(IHU%H5 HHbHH$IL\$8LT$`x HI"Ht$H : E1HH9N&Ht$0H|$LT$`L\$8HL$L$H$RLHD$(fI$L\$8LT$`xHI$I#HExHHEJ#HT$Hx HH"H|$((HD$(H; (H$HH !H9$ L$HLT$8E1LHD$`L\$L$HD$(L\$H; LT$8HD$` LL$0Ht$(LAH LT$8L\$+%H$L\$LT$8L2LBHSH Hl$`H 11H$HMHL$`L|$(t$8H$Lt$pL\$xL$ HHE8HRUhtHu@H{L3T$8HD$hEhA9DBIG Ic։T$8H;AtAH|$`dH$Ht"Hl H9$[H$qHJ fol$PfH$HQ $H$xD$t H/ Ix HI\AtAC|6HcaIHHc{PLHL$HDŽ$L$H$HD$LL$HIw!H@ HPtHD Ht$0LLL$`H=8 HH$LHD$LcI$LL$`xHI$Ix HIIx HIHT$Hs#Hx HHAtAL;=ա !H$HYH H9$4L$HE1LL$L;= LL$0LLAHf !H$HL`HT$pH= HxH/ HH L|$`HcKP~IUhHt$hH|$pHH HH$Hff.HLH9uH{Ht$h DHu`HHE8HHc|$8HH&H HHIHN&HExHHEt!H|$(LGHH%Ix HI #H;- &H$HH "H9$"L$HE1HD$LL$H;-ϟ HD$"LL$0HLL% ALO&HT$(Hx HH]&IH&EtEHS`IntIV HShtAEIV(tAEH$Mn0D$tH$HIF8 H%H$t"H H9$(%H$H$Hy'H H9$U'H$HH\$`H&H&HH#HD$HHD$0 HHD$ HHD$0AgE11H$HD$(hf.L/[fDLHLH I9D$Mt$Il$AtAEtEI$xHI$uLHD$foT$PL fH$($$M~Hȶu苾IHDŽ$HDŽ$IIHDŽ$9HD$0E11AnHD$HD$(H$fDH$H H: H9$HT$H$H:HT$JLLHT$H{`HT$;fLص;HDŽ$HDŽ$II$HDŽ$HD$0H$1AnHD$HD$(HLuLd$0HLl$8AHD$(H\$HHD$`荳L$L$IL$HDŽ$HEHDŽ$HDŽ$xHHEHD$`Hl$(HD$(@H訴skH$fHDŽ$HDŽ$IIEHDŽ$HD$0M1E1AnHD$HD$(f.HLLD$LD$fDkE11AnHD$0IHD$(H$fDLH谳hHD$(1AnHD$HD$L$L$L$H$iHD$1E1AnHD$(HDŽ$DHLT$@L\$8LD$LD$L\$8LT$@5DcE11AHD$0IHD$(fDH5 L bLHD$0E1H$IAnL$L$L$HD$(HD$`[DðE11AoHD$0IHD$(H$fDIw3H HcIGHxH{9fHLرHȱsL踱HD$(Ll$8E11Ld$0H\$HAHD$I1H$H$H$MIHILLD$88LD$8fDH5A Hi`:|E1HD$0AtH$IL$L$HD$(L$HD$`Ld$0Ll$8HE1H\$HAHD$(I111HI E11E1ܮAwHD$0HD$(IH$4@1iM@蛮E11A}HD$0IHD$(H$fDcAHD$0IHDŽ$H$HDŽ$HDŽ$HxH$HHHD$81HD$(L$L$L$H$q;HD$8 ˭HDŽ$HDŽ$IHD$8HDŽ$HHT$8HHH$1AHD$0HD$(H$HD$TfKHDŽ$HDŽ$IHD$8HDŽ$HHT$8HHnHLD$@1A}H$LD$@HD$(HD$0fIeHD$01E1AnHD$(H$&fDLpHhAfInD$tAEtEHT$8Hx HHHt$0HL$)$蝄H$I5HI(L艭@LH{H5 H\6H$H$HC H9$(RH$HEtL$L$AL$LLLT$8LL\$ʲfo\$PH$fH$H$H $H$($ԪHDŽ$HDŽ$HDŽ$۪H,$L\$HD$0H$LT$8IHD$(HD$`0fHLl$8E11HD$AHD$(HD$0yHl$0Ll$8E11HD$AHD$(MHHxH:)Hx`IH3 H0tE1I|$`Ml$`H舯H1E1AnHD$0IHD$(H$=HDŽ$.Lc`HD$01AHD$(HLD$1AH$LD$HD$(HD$0H$1AHD$0HD$(H)$訪fo$ID$H5z H8H9t5HGH; HGLHH>41ΧHHI$HI$ L 膨AH,$HD$0H$IL$L$HD$(L$HD$`Ld$0Ll$8E11HD$AHD$(H> HH56H81蒰Hl$0Ll$8E11HD$AHD$(L$HLgH@ fo|$PfL% H$H H$H$xHD$p1H$H{E1*H$HD$FL$Ld$hIDL$I݉ID$`HcI}LHL$LtLsI}LIAIwI}A1E9uT~@H$HIcHH 0HHH 2Ht$xHHHH$HHHH9oLLL$Ld$hL$uL$HHD$`LLT$8L\$L\$LT$8HD$`fo|$PfH$L59 L: $H$xdL腧HxLT$8L\$(E1HD$(Ll$8E1Ld$0AL\$1l$8L1SHD$(Hl$@MAHD$HD$HHD$0}LLL$`LHަHѦH|$(¦LT$`L\$8H;D ,HHH;т H;-o 5H;- (HOHUxHHU'xHLT$`L\$8"LT$`L\$8 ~E1AIHD$HHD$01HD$(LLT$`L\$8HLT$`L\$8åLT$`L\$81IHEH$H$H$2HHEHD$HE11L|$(AHD$0iģ1IHD$(H$H$HH$HT$(HHuHD$HE1ALt$(HD$0HD$(MMHD$SE1Hl$@IHD$HL$L$L$AHD$0M7F 1II$H$H$H$HT$H1AHT$0Ȣ1IHEH$H$H$@HHEQHD$H1AHD$01HD$(nAIHD$HHD$0H$HD$8HD$H$H5 LSLH$HL$HSH H9$L$HL豢)L$L$E1AL$LLL\$8LLT$3fod$PH$fH$H$H* $HH$$x=L$L$L$PHl$(LT$IHD$HL\$8Hl$`HD$0HD$@HD$(H訢LvHVAtAtHD$HxHt$HH&HT$1E1E1eL$L$AL$LLL\$8LLT$fot$PH$fH$H$H $HH$$x1H$H$H$"E1Hl$(LT$IHD$HLL$(LL$`L\$8HD$0HLD$1Ao1LD$HD$(HD$HHD$0dHD$HE11ALT$(HD$0H$HD$H$HHD$JHD$fol$PfH$$H$xLH5 HLT$8L\$PL\$LT$8H$HL$H&H H9$L$HLT$8LL\$蠟L\$LT$8̞E11AIHD$HHD$0/HUHHUHD$D$f.GHD$HE11ALL$(HD$0HLD$81A軟1LD$8HD$(HD$HHD$0_HLD$8A荟1LD$8HD$(HD$HHD$0I$xHI$_HD$H1AH|$(HD$0 HD$(H|$Hl$(HD$`tHD$HxHT$HHL$L$L$&YE1Hl$(AIHD$HLL$(L$LL$`L$L$HD$01HD$(Ll$8E1Ld$01AHT$Hy6H|$LD$8L$]LD$8L$L${HLT$`L\$8HT$(,HT$(L\$8LT$`胜AHl$(IHD$HHD$0HD$`HD$(WAL$L$IHD$HL$HD$0"E1Hl$(AIHD$HHD$0HD$`HD$(xHD$H1AHD$0LL$@Ht$(HAHd\ X H$HH$H=< פHD$ HHC"H5 HIH"Hx HHvH|$`͈HH"H|$h跈HD$ HH#lH#HXH= Hh HD$:LD$HLD$ #H5 HHD$#LL$LD$ HHq(Ix HI Ha 1II9G(L$HLD$Ht$ HDŽ$PH$@览LD$HIe(H  Ht$ HHtHD$@LLLLD$ HLL$H$PʼnHHD$0"LD$ LL$Ix HI- Hx HH+ Ix HI Ix HI HD$0H((H;` (H$HHsg 5H9$H$HHDŽ$HcHD$0H;W` LL$@Ht$0HAHY Ub(H$HH@H$H$H=~ H)H5i HHD$ LL$HHB)Ix HI>"H|$` HD$ IH)A~HcIH)誆HD$`H)L` H= LxxIH(H5 HmIHf(I$xHI${(Hl^ E1IH9C 0HD$`LL$ L$@LD$HDŽ$PH$HLD$LL$ HI,HV HPtHD$@LLHL$PH4(LL$L$ H$HD$ [HT$`LL$Hx HHF'Ix HID'I$xHI$;'Hx HH&HD$ H1H;] +H$Hd  H9$H$HDŽ$H褀HD$ H;] LL$@Ht$ HAHsV S1-H$HH@H$H$H$LxH= NIH,H5 HCIH'I$xHI${'H=j LL$LL$HI-H5~ HLL$HH]'I$xHI$'H[ 1ۺII9A,fHnÿLL$v HT$`HDŽ$P)$@sLL$HI(H | HT$`HHtHD$@LLLL$`L$H4LH$P荄HHD$HELT$LL$`L$xHHE(Ix HI(Ix HI(M+L;[ J'H$hHJb &H9$&H$hE1LT$HL$6~LT$L;*[ x&LL$@LֹHAHT LT$PLT$)H$HH@H$H$IB LT$H$躄LT$HIEH H%HT$hAHD$$IHDŽ$HIH$DŽ$Dt$`HL$H\$hH$H$0H$ErI};<HHM8HAUXuϋL$`Lc$$H\$xL$I}IMLD$pLcH$L$MMIILHỈf.I}LcIG@JDHpH$(H$*IGPHT$HJD@lH‹4H$HB4 HD$pHH$I9\$`L$H$LIODt$`IH$H$HH1ff.HHA9EH$Hu`H@L$ErH$HM8MB:H_L$H\$hHLT$@zHc$~LT$@HN+HAX HLT$HHD$@HLLL$@LT$HHHl+Ix HIA+LHLT$@LT$@HI*HExHHEJ+LT$@~LT$@HHj*Ht$D$8tHD$HT$0HED$8tHD$0Ht$ HE D$8tHD$ H\$(Le0HE(D$8tHD$(ILT$8HE8J~LT$8H)H$ht,H] H9$)H$hLT$8yLT$8H$t,H] H9$F(H$LT$8yLT$8H$(t,Hw] H9$h(H$(LT$8wyLT$8H$t,H@] H9$'H$LT$8@yLT$8H$t,H ] H9$('H$LT$8 yLT$8H$H'H\ H9$'H$HLT$8xHt$LT$8H'Hu'HH&LvL`y.HPyLLH|$6yUH(ymHl$LH ytfDHxzHxHxxefDLxk1D$@}ME1HD$0HD$1HD$ fLLL$HxLL$HfLhx[xfDLHx H8x+H(xLx xfDLwLwHLD$wLD$}fLwHLD$wLD$ffHtHxHHu vwfDHt$8Ht&HxHHuHNwff.MtI$xHI$u L!wH$CH$ HDŽ$*H$(HDŽ$ D$@HDŽ$(+u1D$@XHDŽ$IHDŽ$ HDŽ$(HD$HD$HD$(HD$0HD$ t1D$@bHDŽ$IHDŽ$ HDŽ$(HD$HD$HD$(HD$0HD$ x}I;tHl$E1E1HD$I1HD$ HD$0HD$(HD$HD$D$@bHDŽ$HDŽ$ HDŽ$(HEx HHEtWMI$HI$yLLD$PLL$HuLD$PLL$HX1D$@E1HL$HLD$PLL$HtLD$PLL$HfLLr>+s1E1E1HDŽ$IHDŽ$ HDŽ$(HD$HD$HD$(HD$0HD$ HD$D$@b fHD$H1rD$@bLD$HE1HD$IHD$ HD$0HD$(HD$HD$ifDHLqqLD$H14rD$@bLD$HE1HD$IHD$ HD$0HD$(HD$H$(rHy fol$PfH$h$(HD$xHy $XHD$pH|$ )sPLsPLs-HLL$rLL$HrLL$I\$M|$tAtAI$xHI$HD$ME1HD$pHLD$HDŽ$HDŽ$ IHDŽ$(tHx HHLL$1HD$HD$(HD$0HD$ HD$HD$D$@b[pD$@bIE1E11L$L$ L$(LL$0LL$(LL$LL$LL$ 2fH5f H H$H$H{T H9$(H$H}pH$(H$ H$wfod$PH$(fH$ H$HT $H$($%oHDŽ$(HDŽ$ HDŽ$,oLT$D$@b1HD$IHD$ HD$0HD$(HD$HD$HDŽ$IHDŽ$ HDŽ$(HIL0pH pLpLpLD$LLD$oLD$ LoCn1D$@{HDŽ$IHDŽ$ HDŽ$(HD$HD$HD$(HD$0 m1Hl$ E1HD$ IE1HD$0HD$(HD$HD$D$@{vI~m1E1E1HDŽ$IHDŽ$ HDŽ$(HD$HD$HD$(HD$0HD$ D$@{qD$@syH$mfot$PHu fH$$H$$HD$H1lE1HD$ IHD$0LL$HHD$(HD$HD$D$@{D$@rLm.LL$HZlE1HD$ ILm MxM`AtAA$tA$Ix HI MH$0HD$LL$HD$(HD$0HD$ HD$D$@bfHLD$HLL$.mLL$LD$HHD$1HskHDŽ$HDŽ$ IHHDŽ$(x HHTI$xHI$ HD$01HD$(HD$HD$D$@{jD$@{E1E1HD$`IHD$Hl$(LL$ Hl$`LD$0MHDŽ$HHDŽ$ HDŽ$(x%HD$ HHf.HD$ H|$LD$(kLD$(LL$ lLD$HD$%jLL$LD$HDŽ$HDŽ$ IHHDŽ$(HD$HD$(HD$0D$@{fHl$`H\$1D$@|LD$(IVLD$P1LL$H fLL$HLD$PHDŽ$HDŽ$ IHDŽ$(HD$HD$(HD$0D$@|LeH]A$tA$tHExHHE HA1Lc$Eq#$H\$xL$ME1IMIHE@IcL$HDHptAH$(HT$pHL$H!LH#$<HUPH$I~HTH\$HRlHӋ4H$HL4AWAoLMd1D$@|HDŽ$IHDŽ$ HDŽ$(HD$HD$0HD$ _H$(H$ H$kfo|$PH$(fH$ H$HH $H$$cHDŽ$(HDŽ$ HDŽ$c1LT$(HD$ HD$0IHD$(HD$D$@|H5!Z HItH$H$ HG H9$H$HcLLD$dLD$LdLL$HLL$~dLL$H1jdD$@{E1E1HD$HD$HD$(HD$0b1D$@}HDŽ$IHDŽ$ HDŽ$(HD$HD$0vLcALc*Lc1*bE1H\$ E1D$@}Hl$(IHD$`HD$ 1HD$1HD$HD$(HD$0HD$ D$@{aHDŽ$HDŽ$ IIHDŽ$(x HIY1D$@}HD$0HD$HD$ ~$LLD$bLD$t$` H\$xL$1IMHD$0E11E1HD$(HD$HD$D$@{E`E1Hl$(E1HD$`ID$@}HD$E1`Hl$(LD$HD$`D$@}IHD$v`LD$ LL$HDŽ$HDŽ$ IHDŽ$(Ix HI 1D$@}1MHD$0HD$HD$ H$`Hh fo|$PfH$$H$Hg $H$I?LAaI}L$L$$H$H;5= H$hL$Lc$DŽ$H$H$_H< fot$PfL$$h$D$t H< H< HxH5< HHH< D$t Hz< C|?HcbIH HX< HDŽ$XL$HH$@He H$PScHHSH` HPtH; Ht$@HH$H=` H$XqeH=; HD$IH$x HI=Hx HHFHD$Hy HxHt$HH,Hb; D$t HP; H$htL9$H$(^He fot$PfL$H$h$H$HUe H$H: HxH: HHd$\H$HD$L$L$hHI}M*Ht$HI}H$H$hMA$ElJ3HH$H$HHHpٸ$$IG9$ IHc$HE`HI}H$H\H(H$H$L;8)_$H9 $t H59 H|$L%}@ H$hL9$|1H$mLD$LL$H[Ld$LL$HMHDŽ$IHDŽ$ HDŽ$(HD$HD$0HD$ D$@}LD$ HD$2[D$@}Ld$ MHD$0LL$I\IoMgEtEA$tA$Ix HIIM1AZ1D$@}HDŽ$IHDŽ$ HDŽ$(HD$HD$ HLD$ LL$[LL$LD$ H5Q H+ H$HH$HH> H9$XH$HHZqH$H$ H$(eafot$PH$fH$ H$(H\> $HH$$xoYHDŽ$HDŽ$ HDŽ$(vY1LT$0HD$ HD$0IHD$D$@}`HZHZLL$LZLZYE1LD$0HD$ D$@~Hl$(ILLL$cZLL$nLL$HX1LL$HD$@~H$IH$ H$(HT$HT$ X1D$@~I1H$H$ H$(HD$1HD$ iDX1LD$0E1HL$`Hl$(IE1D$@~VXE1LD$0D$@~Hl$(I4W1LD$0E1Ht$`Hl$(ID$@~ 1H$NHKYLLL$9YLL$nH'YLL$HE11WL$E1LL$HI1L$ L$(HD$D$@LXLL$aH$IH$HE1E1LL$D$VH$hLT$HWLT$H_ fo|$PfH$$hH$H^ $H$LH$'XH$HXHXH5M LLT$<LT$ZH$hH$hH: H9$H$hLT$HVLT$L$H\$hMMы$LL$HE1LT$UHVUL$E1Hy3 L$ LL$HIL$(D$@LL$HD$@UE1HLD$@L$IL$ L$(LL$Hx HH( 1D$@1E1Ht$^HL$LD$`LL$VLD$`LL$L$LLT$`LL$tVLT$`LL$LLT$XVLT$L$H\$hMы$LL$HLT$HTHTTD$@LL$HI1H22 H$H$ H$(SH5J H&HH$H$UH8 H9$H$HT+LD$ LL$S1LL$LD$ IHH$H$ H$(x HHfE1E1D$@~1LT$Hl$`L\$ LLD$ULD$11MD$@}HD$01MHT$HT$ H$H$ LT$HH$(Zfot$PH$(fH$H$ H7 $hH$$R1H$H$ H$(RE1LT$H1Ld$ID$@R11D$@H$IH$ H$(HT$H$(H$ H$Yfot$PH$(fH$ H$H6 $H$$QE1L$(L$ L$Q1E1LT$ LD$I1H|$ D$@~IYMatA$tA$Ix HIM1ALL$H1}QD$@LL$HI1H$H$ H$(HD$GLL$L$E1H\$h>LCHkAtAEtEHx HHt)HA1H|$LT$8rRLT$8HLD$ LL$VRLL$LD$ E1L$E1L$hE1L$1H$( HD$HxH\$HHHl$LE1L$ H|$t5Ht$3H\$Hx6HHuH|$LT$QLT$HT$Hx HHuHT$(HHHHl$LLJQ$L$D$@L=E1L$JLT$@wOH\$@MD$@I{LT$@UOH\$@E1E1D$@IMLT$@0OH\$@D$@I1H$H$ H$(!LLT$@PLT$@LT$HLL$@NLT$@H\$HD$@IHIPLT$@HExHHE&1D$@Hl$都N111H$IH$ H$(Ht$D$@~m1D$@~Hl$`H|$ H|$(LT$OLT$LHt$0Hx HHoHl$LLT$H1L$Lc$$H$0H$H$L$hLeNH>2 fol$PfH$HE+ $h$D$t H#+ Hx HHUtC|6HcWQIH#1H$@H$XHS L$HH$PQIHHMO HPtHQ* Ht$@LHH=@O H$X THHD$^I$xHI$Ix HIHT$HHx HH|tH5B HH$hL$ht%H0 H9$VL$hLLLL$@HLAH# H+H$H0H@H$Hq) H$HxH[) HH$2KH\$L$L$hI}H$M踧Ht$HH$H$hMI LHIH x HIIEH5 I LHHf IMh IFH;]$ _H;# jHhpHH}HIHHD$HLUHT$IHx HHuHGff.@MLE1Ix HI1AHx HHHHE1x HHPMtIx HIGMtI$xHI$DH=:m2Ht1HExHHEHH|$ HtHx HHwH|$(HHHHEH! HH߯L ѴAH rH5.H8S1LXZH|$ Ht$HxHHuEff.@H|$(HtHxHHuaEH=91]1HXH[]A\A]A^A_HVtHT$(HtHT$ HEIFHM|AtAIx HIIWH;4! L5I IG[ HHH AHHHHEH GIMIx HImGIHGLpHHCIHHx HHIx HIH-C H=8 HUH*HIHtAIGH5@ LHH HHIx HIH I9D$Lt$8HD$@HD$0FIH E1HH@ IWtHD$0HLLHLL$H\$@HD$GLL$HMtIx HIIx HIHx HHqIx HIMI$xHI$'HwH5'9 LH?H H5^G LJIHtA$fLd$0D$8EHHH$> H F HPtHt$HL$8HHH=C GII$fHI$Hx HHI$xHI$fMH568 LH>IVx HIL%8 A$tA$HUHBpHPH@HCLHIM*H|$H5;A HGHHBIM1LLHHIHx HIIx HIHLH>HxHHuH@I$xHI$uLj@L% 7 A$tA$LH{uIHH|$H5c@ HGHH IM5 LL&?IIMTx HIIExHIELLH2=Ix HII$xHI$EtEH%CGIdHhhHKHEH>HUHWLHHpHELIfDIFHPHIFL'H HRH5v2H81ELE11>fDH>KL>~HHqE1Aff.fHH>L8>H(>cLHT$>HT$-fL=$L=@H=2 HGHH; C1H}=HH7AH|H4 HH5,H81D_fDALLHP=3L@=7EIx HH1Af.LE11AvLHHHL==IHEHHEH;H;Q LL;I&HT$ Ht$0HHjL A _AX\HLX;jAA@L0;H ;gH0HB`LLIf.=H=/ HGHH; 1ҹH:HHI@sBHML$IT$AtAtI$xHI$\HT$LL$0LL$HD$@Lt$8=LL$HT$HI<Ix HItE1LHT$9HT$@HBhLHHHxMIDAIHIL9DADA DH1A`9MIAL89ML(9SAE1E1UL9^L8gAcHAAGHH HHHHE7@IH H8:;HEHYE1LHHHH6Hx`HH H0tT1H{`Hs`]A?ILHT$LL$7LL$HT$AE1hI(AXG):I7HHH6Hx`HH H0St1H{`HK`g;HHt1Le ?HH HH5E1H81:>L2>uLMAMIE1WI1IHILAE1cLff.AWAVIAUATUSH(HGH58 HDŽ$HHDŽ$HDŽ$HDŽ$HDŽ$H IMIExHIEL;-: E1IFH5&8 LHHq HHY H$t"H H9$H}H$4MtIExHIEEH(H[]A\A]A^A_Lh5L;- WIFH54 LHH IM LAǃ IExHIEuL5IFH54 LHH IM L}D$|IExHIEuL4IFH5c4 LHHIMn L"$` IExHIEIFH55 LHHD IMC H: L;-B fHnfl)$( H$H H9$HH$HD$HDŽ$HH2L;- HD$L$ALH߹H4 _H$@HHHH$HcD$|HL$HD$HHHD$87HL$HHD$E H|$8HL$ 7HL$ HHD$ H|$8HL$(7HD$ H AG1H|$HL$(LcD$@JHL$HD|$0L|$Ll$(IHH\$ Lt$PLt$ff.KHN$7KHWIL9l$uHL$HLl$(D|$0Lt$PHL$(v8$HL$(HD$0T$@11WL$DLIH$$E1L$LEIH\$HHDt$@E1L|$HMIDff.Ic$E7D9tWHD$H9~HD$HLHD$M(L I9M 1DHI9D;4uEI9oL@1HDŽ$HrM211߻%/H|$0/f/HDŽ$HDŽ$IHDŽ$IGhL HML;% PIL$HL$(D$0tIt$(Ht$0Ht D$@tH$H$LH$HHD$Hl$8HH|$ItI>I-I9uH|$-H|$-H|$ -IGhH8L HtHx HHHL$(HtHx HHHT$0HtHx HHH$H$LH$HDŽ$HDŽ$HDŽ$-H$Lp`HH@`MM~AMf(AMA$A$HH H9$HH$.M9f(H}`Lu`HtHx HH]MtIx HIMtI$xHI$H=#1fHD$ LL$(HHI9rYLTL\$hJ4HL$pT$`LD$XLT$P3L\$hHHLL$(LT$PHL$pT$`ILD$XLF4IEIM(9fDt$@LMHAFD9IADH!H H9$HH$,H}`HE`HHHHMf(M"E1H0Lu`E1vfD4IHDŽ$HH$HD$,HD$H$HHi3 ffo$H ]3 $H$$8IL,L,HvLu`=4H`,H HxHv HHuH5,HD$0E1HD$(H,\H,1+ /H)IEx HIEtE1\3I:L+L+ZH$HDŽ$H*H}`HE`HHE1E1LLG)o3I6/H?2I..H2IeH5 LH$H$H H9$HH$H)H$H$H$N0fHc fo$H$H$H$HH$$$8U(HDŽ$HDŽ$HDŽ$HP" H$HDŽ$H$H} H8HHt#H111n0 Hx HH !HH=>H|$'H! H$HDŽ$H$H H8 HHt#H111/ Hx HHF &rH|$&H|$&HL! H$HDŽ$H$Hy H8HHt#H111j/ Hx HH ,$L$LH$I9$CL$MH|$0&1H|$H$H$H$H$H$H$hH$`1HT$0H' H= HSH,HHItEHEH5$ HHHz IHEMC xHHEG HD$Hx'HH HD$(*HT$(HHH& HPH= HSHc+HH tHBHT$(HH53% HH0HT$(IHMux HH HE E1II9G L$LD$(LL$HHt$@HDŽ$H$)LD$(HH H 4# Ht$@LL$HHHtHLLLD$@H$L$HHD$P*LD$@HD$(MtIx HI HExHHE I$xHI$ Hx HHx Ix HIq HD$(HU H; +H$H ZH9$5H$HD$@HDŽ$Hk$HD$(H;_ HD$@LL$PHt$(HAHH$HHD$HH$HHD$@H$ H= HSH(IH tA$LHEH5! HHHIHEM xHHE H|$0$HH 'HHq HhH=# uBHHH@H5F" HHHIHEMxHHE5 HXE1II9D$MLD$`LL$XHDŽ$L$H$&LD$`HHD$0PHI LL$XHPtHD$PHL$0LLL$H4(LD$X(MLD$XHtIx HIHx HHIx HIHT$0Hx HHI$xHI$H H;-H$hH  H9$ H$hE1HD$0HL$!H;-HD$0 LL$PHHAH  H$H0H$LH|$ H$hL$11L\$HL$@H9NHL$AHH$hH$t"HH9$ H$HD$(HxHt$(HHHEHHExHHE=11~HD$(!I~LLl$(t HD$HcHH,H;HH9uH|$H|$H|$ ~H7 E1H$L$H$HeH8}HHt#H111V Hx HH81IiH=* HGHH;@1ҹHHHH1DH7MGI_AtAtIx HII1A HT$(I1~LHD$(M+Ix HItMZI=JL`LVbHIkL<tH/{L"(H= HGHH;1HHH;H1UHExHHE1HLD$0LD$0HH=J HGHH;`1HHH:HHHH5H81&LHZH$RHH9$-H$H$hHD$0HD$0fo$H54 fH$$h$ItHx'11HL$0E1L$H5n H|$(H$H$H.H9$H$H0H~11Ht$(qH$H$H$Hffo$H$H$H$H$$$1H$H$H$E1Hl$(~LT$(HEx HHEt1H1+HHH5}1H816HHHHGUHx`HH_H001H}`HE`~I&HHtRHHHx`HHH00.1H}`HE`莱$HYH1H$H$E1H$ fH fo$H$H$H$H$$h$L$L$L$bE1L$HD$@HT$0HP`1H$E1L$H\HOHHH5{H81?1HHHHyHx`IHH0#/1I|$`ID$` LLD$(LD$(H5 HH$hH$hCHH9$H$hHM|$Il$AtAEtEI$xHI$PIA1mHݻL LD$XHLD$XLD$XLHL H1H1һH5H81H1һH5H81|HHEH1BHI-Hx HH51xHHEuHHݻLLD$0LD$0fSH HH0HD$HD$ HD$(HLAHMHtHHtHT$HGXHT$ HH4IHzj1PAPLD$8 H H|$Hu8Hu3HHH8jif.HuJH>tH|$41H|$HuHtHxHHH0[@HyHH8SHyL ~1AH $wH5xXZ1H|$Hu*Ht%HxHHu;fH=/H01[HD$HD$*@Ht$ HT$HHjL 6yH Y^AW1AVAUATUSHHHHD$XHD$`HD$h#H4tH$ 1H= HHH$ HDŽ$(HD$(IHx HH MIExHIER D{XEH- H= HUHIHGtAEIEH5i LHH^IMIExHIE H-+ H=D HUHIH\tAEIEH5~ LHH IMIExHIE HAE1HD$HxI9FfInLD$ HDŽ$0)$ LD$HHH HPtHD$(HT$HLLD$J4(L$0<LD$IMtIx HI I$xHI$ HExHHE Ix HI M" L$P1L;-LD$pHHH|$pAU1LxARLT$L$ ^_LT$fo$PfDo$`fDo$pfDo$fDo$fH~fDo$)$ fo$fo$D)$0fo$fo$D)$@fo$fo$D)$Pfo$)$D)$`D)$p)$)$)$)$)$)$)$D)$D)$D)$D)$D)$)$)$)$)$)$ )$0)$@HgH{H$~ L;-L~ HD$H$L$fH HD$fև f~Ll$IHl$8LHt$@H\$ LT$HMA9Eh{ IE@IMPL`LpAEq`HAHD$0AGHH9i A;F$tAIcAF$IvHH+HHHD$AHHD$H dHD$ Hx A9D$$t=IcEAD$$It$H+HHHD$AHHD$HcHD$ Hx HL$0AEhH9L$@t IMLl$Hl$8H\$ HtH;-tE8AEtAEIc IHL$ HDŽ$0H$( HHH HPtHHt$(HHH= H$0 LI&I$xHI$HExHHEMIx HIAEtAEHL HGH=G1/HR HH= H1HAHD$0LMIAGHH9HD$8HtH;.tHA8HD$D$tHL$HD$H5# H@HH_H|$HH,111HHHB HExHHEuHhHCHH=N H9]HCAHHH{HT$HHHHEH HT$HH Hx HHHEH H9/HEHHH}HHHHEH.HHR HExHHE\HD$HDŽ$0H$(H$ HHH HPtHHt$(HHH=  H$0 HL$Hx HHcHx HHHUxHHUHHx HHH|$H11D$TL2HH|$Tt$H$XHD$PPL$ ZYfo$PfDo$`fDo$pfDo$fDo$fH~fDo$)$ fo$fo$D)$0fo$fo$D)$@fo$fo$D)$Pfo$)$D)$`D)$p)$)$)$)$)$)$)$D)$D)$D)$D)$D)$)$)$)$)$)$ )$0)$@fD$8HBH$H$HD$H$HD$HD$ Hx:fLHrLLx(; I5LXDHHHHx`IHH0QtE1I|$`ML$`;Hu!HHH5jH81fDKD$1D$IfIGhL0HML;5MNAtAMf(Mt A$tA$HT$`HL$hLLL$Ht$XKHJLL$HIGhHH8L0HtHx HHFMtIx HIeMtI$xHI$ZLt$`H\$hHT$XMt I;^( I`Mw`HtHx HH+HtHx HHHtHx HHt$H=6q|$uE8M1IEx HIEtJHH[]A\A]A^A_DIxHIuLE1E1E1kfLfDLL$LL$@H!H*LLHT$nHT$@LXLH8H8Ll$Hl$8H\$ H=eH;->AHIA Dd$MHqI9F HH$(LMHHDŽ$ H$(IIx HIX Mt-LD$L111G LD$Ix HID$If1D$D$Id@Ht+Hx$HHuLL$LL$ff.MtIxHIu LMtI$xHI$u LH|$XHtHxHHuH|$`HtHxHHuqH|$hHtHx HH D$DHH$(HDŽ$ H$(HH8IH H111 IExHIE H1D$E1D$IfD HE_HHEQHDH=THGHH;j1ҹH%HAI@Ll$D$IIH\$ LIHtHExHHEuHH-'MtIx HItBMtI$x HI$t D$LD$E11fLfDL$PIIEHIEND$E11IH\$HLLl$@Ht$ Hl$8H9ChLHC@HKPL`LhCqLqAGHH9 A9E$tMIcAE$IuHHDHT$0HHHD$AHHD$HmUHT$0EHD$Hx A9D$$tIIcEAD$$It$HDHT$0HHHD$AHHD$HUHT$0EHD$Hx HL$ ChI9t LHLl$@Hl$8H\$MLLqMIfDHD$8H; tHtHA8HD$t H HH5H=H@HH IM 111LLD$ʤLD$HHIxHIuL1HEHH=H9HE HHH' }HT$HHHHEHYHT$IMHExHHEI@H-H9 I@s HHH+ AxHHHHEHLD$LD$HHIx HIHcHDŽ$0H$(H$ mHH HHPtHHt$(HHL$H=H$0H HHL$xH5HHHUxHHU.Hx HH;H Hx HH511HD$H$XHD$HHSH$PHD$HxHD$@HD$8$ H=HGHH;1ҹHHIIk@HLHT$HT$fDIIEyXIx HID$1E1D$DHHT$KHT$VL8HIEmD$E11LtHH݅HE>LHHHHx`IH!H0tE1I|$`MD$`諒vH D$1IIHIxL;kSHL$8HaHHTH GH;HT$HLHT$IMFInAtAEtEIx HINHD$IE1fLD$LD$IMt*Ix:HD$AIeLOD$E1MD$E11HHHD$HD$8fHHD$HD$f;D$D$IfDHf)$PHHD${HD$Ll$IH\$ E1D$L+H|$HfDLLD$+LD$=HL$8H$HHH H;HT$$H6HT$HfLl$@Hl$8H\$@H;9HHHHB`HT$HPHT$H\@ILl$H\$ IIEHIED$H-R;DLl$H\$ yD$H-*D$I-DHHB`HHH/f.Ll$@H\$IMD$L{Ll$H\$ E1E1D$^{$fDf)$PLLD$KLD$D$H-aO@HLD$HT$LD$HT$UMfM~A$tA$AtAIx HIHt$(fInĺL{)$ II$HI$LLD$|LD$fLh2LXHHD$HL$AHD$HL$HHD$%HD$HL!H*_1D$D$Ip@H=91bLLLl$@H\$ME1D$LcSIHHD$nHD$HL$}EHH HHHHEEtEHEIfH-EEH;HLLD$NLD$HLl$@H\$I|HB`HT$HPHT$IMD$H-I9IIExHIE2D$H-Ll$@H\$EHHB`LD$HLLD$HD$H-GD$IJ+HEcHHEUHHp?H=>1gLCXHT$HXEHAxA@HH HHHHEHHH5UH81YD$H-eMdEX{HT$I-NAX@LD$VLD$Hpk@H=:1cHHHuRHfHyHE1L [H 4TH5H8R1HV{XZ1HfHyxtHH=VDAWHgAVAUATUSHH8HD$HD$ HD$(HLAHMHtHQHtHT$HGHT$ HH4IH)nj1PAPLD$8H 4Hl$Hu=Hu8H\HH8jfDHH.EtEHl$HEH5HHHHHHx HHcH;4HEH5CHHHH1H|$HuHtHxHHkH8[]A\A]A^A_@HqHH8SHlL Y1AH RH5pXZ1H|$Hu"HtHxHHu3Ր H=$/H81[]A\A]A^A_fDL%H=IT$L-HHatHCH5HHHIHMQx HHHEH5HHHIMHI9D$~Ht$(LLl$(MHHD$ "HIExHIEYIx HI5HHEH5AHHHH~HHHH@HH;I$xHI$t|ff. H=do1xHHuHCѐH$7H$[fDH 릐 fLfDfDH;LLHt$ HT$HHjL j^_fH=LHGHH;b1LHHiH|$(E1ɻ LSpLLHHx HI&H\$(tHt$1H=qHH\$pHD$xlH|$(IHD$HkHD$(MH5LLc0I?HI2L>%H=zHXH=R]H=L.PLZHsHH<H <HHDHH5H81H|$(FHrL>AtAHvL|$PtHt$(:LkH|$(LY;Ay_g@3H|$(E1ɻ H|$( LH+HHT$HT$HHD$@HpHx HHaHFHt$HHD$HHHT$Ht$HHD$PIHHT$Ht$HHD$(MHHT$Ht$HHHt$qHt$Hx HHHD$@L %LH|$(E1ɻ jH;vOLϺLL$VLL$HHmH;AH;DH;=LL$H|$kH|$LL$AHx HHE Ix HI1HL$HEXLH LE1ɻ qH|$(E1ɻ _HǾ oH|$( LH|$(  {H; LHI}H|$(E1ɻ AtAL|$(dH|$(E1ɻ IOIWHL$(ttIHT$@x HIeI13HHB`LHIH|$(E1ɻ >HEYHHLLL$LL$/AAE1f.عA1fA.ADE HHt$NHt$H<EUHH H)H!Hx HH1Ht$@$H 7HuH 7HHH5H81H|$(X1뛾 lH|$(E1LHT$HT$HtoXEIiLM H|$(E1ɻ fDAWAVAUATUHSHH|$HT$(HL$ HD$xHDŽ$HDŽ$tL%H=HDŽ$HDŽ$IT$LHDŽ$HDŽ$IHtAIFH5OLHHIIMx HIB HâI9D$H$LHHDŽ$H$LIHx HH M/HExHHE IEH5LHHCHH HCH;rH;%HhpHtFH}t?HIHtyHHUII$x\HI$uRL5HHhhHS HEHF HUHHHkHpHEHIMH!HD$E1E1E1D$FHH M!I!HIuLE1L1L$x f.HCHPH HCL4AtAHx HHH|$H5HGHHHHjHLIHIx HIHx HHL;=L;=* L;=Ӡ LÅIx HI_GIEH5LHHHD$H|$AEtAEIEH5LHHIM1ɺHL_oIHIx HIH$H=fIn1HHL$HD$@)$[HIExHIEIx HIHIExHIEH=HHwH@H5HHHIHMhx HHEtEH= IHH@L$LH5HHL$HHIx HIHt$@1H=^HH$H$H$HExHHEUHx HHH<$HI9FH$H$LLHHDŽ$H$IH $Hx HHuHx HHQMH!L;%fHnfl)T$0H$Hv H9$Hb H$H$HDŽ$HHbL;%[H$F LL$@LHAH4ߒID$ D$tHD$PHD$ H;H cH9HHD$ f('f.zK\$ ff.UQ\$XH=&IHH@H5 LHHGIM!Ix HIU HEH5zHHHwIMv111L[kHHGIx HIK !IHIHXH=ZHHH5ʽHWIHMxHHuHL$bL$HAE1HD$`HǚI9FL\$HL$L$HDŽ$L$fL$L\$HHHyHʻHPtHD$@HT$`HLL$J4(L\$HLT$hH|$hH$[IL\$HxHIu L臾L\$HIxHIuLjHxHHuHRIxHIuL:H $H D$HtH$H;EH$HH9$H$HD$HHDŽ$HH$H;HD$HLL$@H4$HAHFqH$HHD$HHt$1E1H$`DŽ$`HO$`L$0HL$(H; vH;  H; B HHHD$PH0HLcl$0L$E1H|$(Ld$0L$XLJ Ml$Hl$PALDT$ MH\$ HLIIDHt$@H|$ HfA(L$ILD$`nL$AHD$HIL9uH|$(Ld$0Hl$PںH $D$tH|$HWHBpH5H@H(H5OHH/L4$H=Ƽ1H$HH$L$}LIXHx HH[MH$t"HH9$H$舺H$t"HVH9$HH$[I$HI$-H$tLHHغ H$HHHHIHEHHEH舺MIx HIH$E1D$UIx HIMtIx HI#MtIx HI"MtIxHIfKH$Lp`IH@`MM~AtAIN(Ht tH9HH9$H$HL$ HD$(蕸HL$ H$t*HD$(H9$HH$HL$ `HL$ Mt I9N( I}`Mu`HtHx HH;MtIx HI:HtHx HHt$H=ɤMtI$xHI$H<$tE1H$Hx HH,L<$H|$tHD$HxHL$HHHtHx HHHExHHEH$H[]A\A]A^A_D1E1HiH$"HH9$HpH$E11HDŽ$+HDŽ$HMH耷BHpHH$L<$HXHHH8j1D$UH4$DLLT$(L\$ LT$(L\$ LLT$ LT$ LضLȶHL$ 趶HL$ @LHL$ 蛶HL$ H舶LxHh+HCHLtADL0QH ULH=ԪHGHH; 1L襵IHGĹHHoD$CE11H$HD$DSIHD$D$CIx HIH$1d@Mt$fHnI\$AfInflŃtAtI$xHI$^H$H)$ыIIHIL辴fL訴L蘴5H$LE1HD$D$F@3HH$r HRH9$HHL$ H$RHL$ HLHL$ I}`HL$ fH$H$H$fot$0fH$H$$8@L訳dE1E1E1LH$E1HD$D$F+;HPD$ULL\$ 1IE1MH$L\$ H$E11fDH$HrHD$E1D$F'@LزaLȲL1趲H$fL)$蔲fo$f.LxHDŽ$H3fH$D$U1ifx|$ f(}@HѫH$HDŽ$H$H΍H8֏HHt#H111Hx HHD$GLE11H$HD$DH蘱rL舱KHD$'H$LE11D$IsHHH8~IIEP E1E1D$JLAfDIEE1yD$J9HذH$E11LD$JD$KE11H$fD| D$KE1IE1f;I_\H=HHz H5HHIHMs x HHH=MHH H5HBHIHM x HHH C1HI9N HL$@LH$L$H4oHILIx HIMIx HIFMH5dLGHIEH xHIE:HSH;wH=  HC HHH CHHHHEHHHHLHHH5H9HCH;nHSHx HHHH$(HDŽ$ H$(HmH8oHHt'H111HxHHuH HD$XLd$HAHD$(HD$8HD$@HD$HD$0HD$ HD$PHD$f;H|$ HDŽ$HDŽ$HHDŽ$HDŽ$HDŽ$HDŽ$tHT$ Hx HHH|$0tHT$0Hx HHqH|$tHT$Hx HH]H|$@tHT$@Hx HHH|$8tHT$8Hx HHH|$(tHT$(Hx HHHEhL HML;%k~M|$AtAMt$(Mt AtAH$H$HL$H$L$L$)NHD$Hx#HHEhH8L H+HtHx HHMtIx HIMtIx HIL$L$L$Mt M;f(:H}`Lu`HtHx HHtMtIx HIeMtI$xHI$WHDŽ$HDŽ$HDŽ$HDŽ$HDŽ$HDŽ$H\$(H\$8H\$@H\$H\$0H\$ H|$ 1+H|$0*H|$*H|$@*H|$8*H|$(*DH=HyH|$tHT$Hx HHH|$PtHt$PHx HHH|$HtHT$HHx HHHH[]A\A]A^A_I$xHI$E1E1E1HHߌHҌnHŌH踌H諌HD$H苐HD$XHHD$(AHD$8HD$@HD$HD$0HD$ HD$PHD$J%,L8L DLLHtHx HH MtIx HI MtIx HI H$HtHx HH H$HDŽ$HtHx HHx H$HDŽ$HtHx HHU HDŽ$AHDŽ$HDŽ$HDŽ$HD$(HD$8HD$@HD$HD$0HD$ HH!{wH艊H|HoiHbUHUvLE1E1E1?H2HD$@HHx HHKID$H5]HHLHH 1ҾH85IHHx HHPHD$HX H;eH{HCHHT$ D$|tH\$ HCH5HHHIMHx HHk1ҾL4HHIExHIEHLsIH&Ix HIHx HHfL;-dAL;-dDu L;-d EIExHIEEH5ΉL HHH5#H9H@H;dDsAHxHHuH EgHD$DpXE DX\EH5 dH9p :H=yIHH5H HHIExHIE HcH9CHD$XH\$8AHHD$H$HDŽ$L$葊IHdHHPtHRcH|$8HJ4LH$躋H|$H $IExHIEHD$8HxHt$8HHHHD$HHx Hx HHH5|L蓻IH:tAEH= 1H$0HL$0H$8LHA#IExHIEHH5c|LHHHH,IH"Hx HHHExHHEH=?ڣHHH5GHIHHx HHH5{LpHHH茂HHHExHHEH=NIHH5sHCHHIExHIEIHHzfHn͋fHnfltAELL譹HH5IExHIEHHIH0Hx HHHExHHEH=Ã^HHUH5ˀHSHH Hx HHpHT_I9G! HD$XL|$HHD$@fH$HDŽ$H$L$)$ʆIH H7H$HPtHCH5|H$IW tHH$IW(tHD_H|$H HLH$謇H|$@HIExHIExHExHHEIx HIHD$HxHT$HHH{H;^Lt$PH\$HD$HP0HT$($tL|$(H=o~1H$@HHDŽ$HL$@ʇLHHHx HHHD$Ld$HH@H$HHD$XHD$(HD$8HD$@HD$HD$0HD$ m#Ht$H\$H~HC DFXHKLJ HEL|$IG I_L(MeLt$1L$51HH3IG HI~H@HL9HH$M1-$I~uH HH蹀IHD$(HD$8HD$@HD$HD$0AHD$ HD$PHD$LLF~HD$(AHD$8HD$@HD$HD$0HD$ HD$PHD$.HD$(HD$8HD$@HD$HD$0HD$ AHD$PHD$Ld$HHD$(HD$8HD$@H\$LIIT$ID$HD$@HT$0D$ttHT$@D$xtI$xHI$h H\$0H|$@H$L׆HI~,L~8L~D~[~~~L襃Aƅ&HD$XLl$0HD$(HD$8HD$@HD$HD$ AHD$PHD$Ld$HHe~3HX~HK~H=}芜HHH5?{HIHHx HHH5XLPHH11HC)HHQHExHHEHD$@Px$Hc'IHHH`HXH=}Lp 豛HH%H5zHIHBHx HHHXI9EHD$XLl$AHHD$ H$pHDŽ$H$x0IHHyHPtH|$HLJfDj1LSHSW7fDHD$ HfHnHD$fHnHD$(fl)D$PfHnHD$0fHnHD$8flHD$p)D$`|YHHHx HHXHBE1LHT$HAHT$HHKIHIuHT$HAHT$H,HT$6HT$LHx HHL|$ Ll$qV^mx HHt1L|$ HFHpRfD"Hx.HHaH MHDH.H5BH81?YjHy1l@U_fDHRHSL*AEtAELzLl$AtAL|$ fDURfDHQm13@nfDHxQHT$@Lt$PHHjLL 9WY^fDMm1`Hx.HH!H HDH,H5@H81WmDHVHHD$(HHx HHNHBHT$HHHT$HHD$I<HHT$HHD$ IHHT$HHT$3HT$Hx HH=HD$(MSfDHPHCL8AtALhL|$ AUtAUHHLl$tHL$(HHtHP HL$0tHT$8Dp\fDp1@KSfDq1@+SfDH +H5.H813VfDR3fDr1j@VHYVIus1:RH*H57.H81U{RLNLNHtN)JRHHT$XNHT$Hx HHge1u1IH5LH H5=HDH)H81ULl$mHMHHT$MHT$UIHj1WMoIWAELl$8tAEtIHT$(x HIIL1۽u1Hx HHttHD$(\0HH(HڽjH H5<HDH(1H81SHLHLHL낾HǽmLl$H\$:LHT$LHT$Ll$HӽmHf.AWAVAUATUSHHH|$HHDŽ$HDŽ$HDŽ$tHCHHDŽ$8HDŽ$0H5TMHHDŽ$HDŽ$HHD$H H@L-(L9H;A'L`pMtHI|$t@HMHHt|H|$HAT$IHEx_HHEuUHLKKL`hMID$HI$HH|$HTHpID$H|$IMuLHL$Hx HHHD$0E1yHD$HPH@L|AtAHL$Hx HH% H|$HH5IHGHHIMLLJIHtIx HI I$xHI$ L;b&L;&L;.&LLT$NLT$Ix HI HCH5KHHHcHD$0H|$0_tHCH5JHHHIM~IGL9% H;$DHhpHtvH}toHKIHHLUHI$HI$uzLHp@HT$HBL|AHhhH#HEHHUHLHHpHELHHIx HIX H=HIfHn1L$*MLHH$)$MIHx HHHExHHE MHx HH H=GfHHH@H5CHHHIHMx HH8A$tA$H=GeHH?H@HL$HH5DHHHL$HH Hx HHH=B1LL$HH$LHI$xHI$Hx HHH|H-/"I9oH$LH $HH$LHDŽ$XH $HD$Hx HHHx HHH|$AHLfHnHD$H;C"fl)l$ ~H$8H). H9$x H$8H$HDŽ$xHDHD$H;!H$ Ht$MHAHhQHD$Ht$HE111H$H@ HD$8H=DcHH:H@H5GHHHIHMx HHQHD$L$H@ H8rGL$HIHc$|$QGL$HIsLT$@HLT$@HH$Lx H=5DLhbLT$@HIH@H50AHHLLT$@HHIx HIvAE1HI9jH$LT$PHT$@HDŽ$L$H$5GLT$PHHgH @HT$@HHtK4.LHLT$@H$_HMLT$@ItIxHIu LjCLT$@H $Hx HH Hx HH HExHHE Ix HI M AEtAEL;-"H$H% H9$ H$H$HDŽ$HAL;-H$e MALH߹HWH$HH@H\$hH$HIHD$8HHH$D\$Lc$$$H\$xH$J MIH\$@AY\$ E$Aq1E1HT$L$fDŽ$HRL$L,$L$HT$pHcӉL\$8M܉t$PHHfH\$xHt$pLD$XE1Hl$`HT$@L+L1ff.E E1BCYIXI9uYBLE1XffBfCYIXfXL9uDD$8Et-LcD$PL$B,LD$@HcAL$BYXDD$ A AMLDD9T$6HT$hHl$`$LD$XHՋ$$I9L$L$L$L>AEtAEH|$0HGHPpHCHRH6H5L6IH]H5?H|$H-H$HHCHHHXHLH$>H $HHIx HInHx HH|H=E@1H$HL$H$DLIQHx HH:L㽍M H$t"H!H9$H$=H$8~H!H9$x#H$8=H\$H HHLMfDHh>LLT$V>LT$+LLT$?>LT$L->`IGIWHlEEL=H=HD$0E1yMD9H19#H$8 H&H9$xHL$L$fH$8"8L$HL$HLLD$H $6I|$`LD$H $Hn2H$HDŽ$H$HcH8kHHt%H111D?HExHHEJHD$0E1zHD$c @HD$0HD$E1}>LHHL$8HL$?H7?IyHx HH~L|$E1E1H7XH7_H9IHH|$H8II$cHI$ULL7HH$H$f6H$H$H=ffo|$ $HD$hH=$H$HD$0E1yHD$Ix HIE1HH889ID$HHL$6L$CHLT$@o6LT$@L]6IHL$L6L$ H$HؽyLHD$0IHD$HLT$6LT$Ma1pfHIܽy5H$1HD$0HD$LE1L$$E1bfLLT$@5LT$@sHDŽ$xf(BLAYXHD$E1L$$ILLT$ HL$35HL$LT$ L5QLHL$ 5HL$5HD$E1~HD$LE1H\$HAtAL|$@HML% A$tA$Ld$XME11fH aAfD HfD fDs fDc fDIGH5 LHHGHHEtEHD$`H=1Ll$pHHHl$`H\$hH$%HUIŅx HHUzxHHUM?IExHIEAtAIGH5 LHHHHH4$1H=U!HL|$`Hl$h %IIx HI-HExHHEoAM&Ix HIA$tA$Lff.Hx HHH|$@HtHx HHH|$HHtHx HHH|$PHtHx HHrH|$XH!HHH 7fHHHL AH ƅH8S0DLnAEtAELl$XDADH= MtiI1HILc%HH%AIx HITDH=m 1fDH-9EtEHl$PI@L(uHW hfDvfDfDL% A$tA$Ld$XMPH-EtEHl$P@c$ILkLLL$kLL$LXH\$E1AcDHaHt$hHD$`HD$hHH8HHt%H111"HExHHEE1A@H LL HHt$`HT$@HHjL !^_fLXgHHHUuL0eH LYHL"HH=HGHH;1HuIHhHff.E1AfE1Af+"HHJIx HI^ADH=[14OLAIx HIHtE1fDHEx HHEtMEHfDHE$HHEHNfK!IAII1x HIE1Aff.Ix HIt H7fLE1A@LfDE1AfL]LUAtAAtAHExHHELT$L\$`L\$LL$hL $HD$pL $L\$HLT$IIx HI_Ix HI/LAHIH1HHHIx HI1H\$AA-HH@hH(HH)L9HMHL$D$tLe(Mt A$tA$HL$8HT$0HHt$(GH5L訯IHHx HHhM9t]AtAH=iH4$1HLt$`HD$hLIMIx HI#H{hHt$LHHL$8HT$0HHt$(H\$AE1H\$MIH\$LH\$LH\$AIIQL6HHhIxHI{LE1AH\$LE1H\$AH}HAH"HH\$ILMSIHsHx HHt&Ix HItNH\$E1AHL$,IL$x HItH\$A(H\$ALL$L$ME1IrHXHzHMAHI$xHI$uLzHD$E11ALT*-AEH\$APH0HLL$LT$L$L$LT$LL$HLL$ALL$L$LL$M1LE1HH\$ALHHIMKHx`IHH0/1I|$`IL$`xAMAAHt$H{hLHH|$(3H|$0)H|$8H\$ ALAHkHH5c{H81*LAH\$]]IHE:HHE,IE1LAWL1f.f.@AVUSH0H\$XH<$t$ T$HL$DD$$LL$HOH$H -H腐H|$H5l~tH|$H5|u^HH$HT$P1H8\$ujH|$ub~H<$H k 1Hx H01ۉ[]A^H<$H1H *H0[]A^fD~4H<$H1H  Hx t$DL$0DD$$AZA[H$HÅt:H$ǀ H0[]A^ÐHHHHH,$Ht$Dž HDMPEt DžL4$EED$ H|$`h HcHIhIH~cL$ AHHD$`HI961҉HfH|$`fAHH9utAȋt$ H<$HL$T$k|$$Hƅ@AH,$T$H3HuHH|$PH4H$DxH`m_HQHDfDL4$H ]1Ix L11ҾLFMhf.D$ P1ff.ff.HL$`AHH9ufHt$DD$$l$ DH<$O{f.H|$HD$(Ht$(LV!Mhef.f.f.f.f.AWIAVMAUIATEUHcSHHDD$PEffHfHHff.ofoHfdfof`fhfofefofafifofffofefafiffH9ufofsffofsffA~fofsfE9)q~ ffdfof`f`ffofofpNfefefafaffpNffofafafpNfffofs ff~F ȃƒHcAB9HAB9HAB9HAB9HAB9HA9~HcAE9uuHH111@~A9~HcADAHcHH9tu˃A9AH[]A\A]A^A_DE9t1LDD$ Ix H 11ҾLDD$ KfHcʃADAHcmDIx EL1DD$PHA[H ]A\A]A^A_WE9+EKEf11fDAVAAUIATIUSHcHHHtHLH[]A\A]A^DIx LE1H Zt11ҾLDt f.FNYBYJ\NYBY \fWfANYBY \ADATSHcH(D$7IIɃgHVHFHZJP`qif(f(YYYYYY\Y\Y\YfHP\Xf(f(fWfTfUfVrYPf/vAH([A\HFHfJY@YHP\f(f(fWfTfUfVYPf/vAHx H u1H|$H|$11ҾH(f[A\f.ىLD$›SOHc‰H)HH ff.IYHH9uD$fW:H([A\f`x f(Xf(__f(_ fHx f(ź H ff.@AWAVAUIATUSHH L( L$E1HHJIхHEL~H ALl$AAAKTHELAvwL9tqHAH9th1ff.Dff f\HH9uD9tBB\BKLLI@D9t=Ht8IKTAw1\HH9ufDLl$A9|yL<$LLL"A~LE'HL$`HALIx ATAD$H XZ$H[]A\A]A^A_Ix LA1H ow11ҾLQE1Dff.@tktZ1Hff.ff.f fHfYXfXH9u݉tHHHY Xff.ff(fH8*f(f.f(QYf(ڋ]YY%XY%tf(YX f(H8fH|$Hx H T$(l$ d$\$vT$(H|$l$ d$\$~Hx f(f(H d$%d$H8f(f(H|$l$d$L$ F T$ H|$l$d$f.SHHDxAIcfIDLcHf(-~={HcH41E9NI9mm%}LfHf(]_f(f(f(H9rfWf/f(\_f(tf(X_Hf(I9pf(DHt$t$ffY _f(~4f(f(κHHx H T$eT$Hf([DCP9f(HXYf(X_f(I9u4f(HX_f(I9fD1f(f-f(SH H1H5mH }(ff(Y0f*xYf.eQYЋY AY Af8^S@9f/CH\f/S@fXffXt,DES@CH5B]f(f(f]f*xf.f(QYY f(\ff.QYYf(XXf/wf(YDX_`EY h f/XvHXDtEf/f/v`stKf/H1H5kH\$F\$f/KuOK@Xf/Cv\Yf/HK1H5vkH1HcHpH5LkYY__p[ Xf/vS,uC`f.`f(fW f(fx  f(Xf(f(__H [f.X_S@f/CHf/\CHHKH1H5iH\$q\$QCHf/B\CHfXffXn1HH5@iH\$D\$E0DE H1H5iH\$S@CH\$fH1HH5 i\$z\$AHx H HH + [ xHH1HH5g@DH`1H5KhH\$`\$Hx vH߸H \$b11ҾH!\$fDffǃt*xf.\QYXXf/vXHX1H5gH\$ h \$AfxYYLfD\S@HK@1H5fH\$\$CHf/v\CHS@fDHx HH S@;f/v\S@SCHf/f.\CHfDSfDWHx f(˺YHH d[:f(\$T$L$\$T$L$f(f(\$d$L$Yd$\$L$YXL$T$!L$T$}f(\$\$fDf/vb~f(fWf/vLff(f(fWfWfTfUfVf(fTfUfVf/v(^1f(^f/wfW"f/wظfAWHȍNAVIAUAATUHSHHH L( DL$,L$ $HmHHH@H\$LULt$LLT$MT$E1E1H~LT$ EHT$AAHff.K4H9HAH@HEtv<$Ht$H9HpH91ff.f0fl5f\3HH9uE9tBB\DBHD$HMcHHHQLt$OD9$t;Ix EL1H xLT$}11ҾL<LT$A~PIbEt]<$ID$H9D1Hff.DfAHH9uDAt AHL$AHX[]A\A]A^A_Ðf/A8fHD$ HD$ XL$0H@L$0H6Mf(]f.E1ff.Y\A\DHI9uHcAMTD$,9NEGPI*EIcHAQLILff.ff.HHHH9uD1HDL$HVDL$IDH=H<HL$LDLLAL9t$8~%f(ufWAAYPLL\$LL$GE1L9t$8LAHIx ASL$H f(eZ~%\YL$Ff/+HIME11xLLT$Ix H DL$11LǼAPLT$DL$I*uuE|$,HCH9 D1Hff.ff.f LHH9uDȃA| Llt$,IcHE<Ix EFlLH YD$D$HX[]A\A]A^A_HN@IFxAALAIPPAv[]}D\$,EEWPImEu3D$,1ff.fD HLHH9u1Qff.fAWIAVAUATIU1SLH8HHT$HL$HD$ HD$BrLt$LLELL!A L3LA AFhHD$(H$ff.fHHS8HHCPHtLpLhMu+ff.ff.fMuIMA A9VhtAVhtAFrt`H $LLLAVL$(ff/vLLELL AFrtD$(f/D$ v Lt$D$ MuIMnff.fHS8HHL$AHtrD$ H\$$HD$H8[]A\A]A^A_ËYlLLCIx $LAAٺH lf.~HD$LLXlCIx LAAH 1%gIHL$ TLt$ff.fAWfAAVE1AUIATIUHSH(H HD$HD$Huff.fHHHtQC(tD;{$r鋅 HsLHHL$$C$'T$L$Hf/_LGf(Hu~>EL$lAMtEF Hx HH $$AEH(L[]A\A]A^A_Ã~DJlAAWIAVAUATUHSHH HR@Ht$HL$ LD$( Ht%HJHRHtHB$HQHuH|$HW@H^HZLbHM=eE1Ll$8|$=g|$+\$]D$I$IHtSA 9C$tC$HsLHALRMtmD$8f/D$vIID$I\$HuAMSHD$ l$t$(HD$(0HHL[]A\A]A^A_d$8Id$d$>fDElHEF Ix H LPHD$(L$ D$DHlXZeAHD$E1HD$A@HD$DMlLH Ix D@l1讻ff.DX EUHSHH(~Hx H H1Of Hff.HC8HH{Srt M$;C UPCr;<u X t< f/ X v  f/v H[8HCDžX H([]fHx H BH1TCfDHf(HL$HHX H D$ OL$D$ffW *xY^X  fHHKrC ff.@AWAIAVAAUAIATDfULISH8KtHD$DIIIHfHHff.ff.fHfYXfXH9uD9t YXfLf.HVQf(Af/v Af.zHNf(fHH)Hff.ff.ff.ff.ff Hff^f(fQH9uJ :fD9tI^IH|$L)HI9-L$ILL\$MWHD$HI)fDILfY LAXȃHHff.fDff$HfYXfXH9u@tHH4IFAYXN"N!IsHIM9|f(I@OH)fېffHffYff\f@I9uA9tBYL>KD\L)HHV9~gNDH)ff.f.PHLYA\AH9uL)HHV9ff.fL$L\$HD$IKtfHVAHYXQf/v Af.H81[]A\A]A^A_@HyH8[]A\A]A^A_øf(HD$(L\$ LD$HT$H4$H4$HT$LD$L\$ HD$(HH4xH~57LfLHc%u1=CHf(fDDf(E1A\fA/ fD(f(AfWD!fTfAUfVX Af/v>E1f/AD!\fD(f(fWfTfAUfVXHH9A f/PAf/vE1 f/AD!Hcx~}LH1L%Y=)ff.Af/v 1f/@!Af/v 1f/@!HH9ufD1f~-pHff.ff.ff.ff.f(f(fWfTfUfVf/_HGHf(H9uD1ff.fAWAVIAUIATUSHXf(DHLJx T$4L$HLJHLJ LJ Et LJ \$L45^EHD$HHED$HcD$ME1HIDMHD$8GD$0HD$HHD$DM]hD$4JLD$8IcxM9MEHM4M9HILM f/vHIHHL9s)I,I I9tf/EvIHHHL9rAED9d$0Mf(fWhf(_f(MtA$f(fW5E_f(_\fA/ v A f/v AHt$LLLD$ AXHL$(LL$AQNHT$Ht$L?N/AYYIPEE>ID9d$oMEHl$HE>HXH[]A\A]A^A_DHt$L4Ht$ LD$4HL$(LEHMAIPT$H f(Ix R\кAY^BD9t$07A(Ix LAA H f(\茯EAHEAf(E?@I MHMx 1LLH G,#LHtJHuH]Ht=H-FfLH$3LH-#AL1̮HsHuH VLL1.#誮Hl$H)Ix 1LH 胮*fDx f(_X f.HHx H D$D$Hff.AWfAVIAUATUHSLHxf/ t$HHL$@DD$L2H3LXAŃA @f* D$ D$HA9VAED$(MD$HD$lHD$0D$D$HDL$ =AY H"AHD$Y|$8D$ED$,EAD$LAxE1HL$@HL,L9pLt$@-ff.ff.IcxM4M9M9whtLHGuH;L GuHLD$0LLL$ff(f(fW ]fTfUfVf/D$vD$lD$(dAYf/D$8D$MT@MLHLiIA~ZL$ LLAY L$0Ix DL$H KT$8L$ALD$蔫D$L$,9L$HQD$t$t$ D$HLuLmMH9E1HD$MuIMt{H;LEuM9tHLD$0LLL$Pff(f(fW fTfUfVf/D$vID$lMD$MuD$(MuDD$DL$(MfL$ =AY l$D$,E f/Y|$8^f/f(vb8AAD$( D$AD$,@D$LAxHL$@HL,L9ED$(D$MIx ALE1D$8H 薩D$LHT$@AxHL,L9fDIx L1E1H ~P11ҾL3f.Hx[]A\A]A^A_ÐD$(D$AD$,LLL$XT$P*-Ix DD$H T$PL$XALD$谨c1L$AAL$,M^A?V;NLLL$P,L$PD$LIx DD$AH f(L$8gLLT$P/,Ix DD$H ,T$PL$8ALD$赧HLROH,HEHMH E11ff.ff.ff.ff.f/f(_LGf/]f(HGHHf(HuHLL$D$\H3L RD$L$H3LL$D$QD$L$A\L$ Hx H 1}11ҾL< wE11AIcxT$LHt$@HcH H9Ivh[HD$@ HE11#H9t(f/f(_LGf/]f(HGf(HH9rH5<LL$D$ExD$L$A@A9~zHLPT$LLD$Ix H D|Q11ҾLD$L$LHLZL$D$;Ix }LH L$D$11ҾL裞D$L$H< E11HD$@H9t(f/f(_LGf/]f(HGf(HH9rZ vE11@ff.t|fHf(ff.ff.ff.ff.fHf(]_f(f(f(H9ufW ӿf/w@f(fff.~tĽHc11~-fff.fD\f(f(fWfTfUfVf/]GHf(H9ufD1ɉUHSHHHH HL$8L$f1f/wH[]xH}Hc‰ ȾHDHHfH)ff.fHffWf@H9uЃt?)Hc~ gHfWEfWEH[]D~ 01f.AWAVAUATIUHSHH(Ht_IHtp 6x f(Ѓ_X=AUh f/=M-̻fI~HHE@HtcLpH@HtNLl$ff.@LHHHp$I6$T$IF]f(Huf(\fInA $h f/v,ff*xf.QY\A $H([]A\A]A^A_fXF5ۺfI~h f(f/w HD Yff*xf.wmQYXAMHx f(ºHH $$@T$ $ET$ $T$ $%T$ $wDAADH…AD1fHff.f.f fHf\fYXfXH9uDAt \ YXfDff.w%QÐf\fYXtLff.AW1EAVIH 7AUATMcIк)#UHSHH(DL$ 踞EKL-5HD$IcHHD$D$ M>~;HD$M$ff.AILH*#H߸OM9u1H PFHHߺ+#I-HD$I9uH([]A\A]A^A_@AUIATUHSHHHI1H Y6,#ޝMtGIuMeHt:L-4DHI!HL-#AH1蜝It$HuH E.#HHH1[]A\A]oHtQHqLaHtDL-<ff.@HIt!HL/#AH1It$HuH E0#{AWLcIAVAUIATEUDSHHLt$PD\$XE"AB#DffHfHH@ofofoHfdfof`fhfefofafiffofeffofafiffH9ufoDfsfȉfofsffA~fofsfEA9D)q~ ffdfof`f`ffofofpNfefefafaffpNffofafafpNfffofs ff~F ȃƒ9HcABA9#HABA9HABA9HABA9HABA9HAA9HcAE9ff.@AWAMHI11f<DF<HcǍUIDI4fHHFsIct HI9uAH[]A\A]A^A_E9_Ix E1LH DT$ D$11ҾLœLcT$ D$E눐DOHcUIDtSD?DQIx EALD\$PHH ؼ1[]A\A]A^A_zIcDIcIcHL<$HHJE1E1fDEQ<u0E9tMcHH9tLHH@HH[]A\A]f.f.f.@AUIATIUHSHHxHBBZH5{HcHMYXMYHXMYHXMYHXM YH XM(YH(XM0YH0XM8YH8XA$ff.H[Hx HߺA1H AiA$BHx H wH߸iEelHHLHx HHA[E]H A\C1A]hMYXMYHXA$2fMYXMYHXMYHXA$@MYXMYHXMYHXMYHXA$fDMYXMYHXMYHXMYHXM YH XA$`MYXMYHXMYHXMYHXM YH XM(YH(XA$fMYXMYHXMYHXMYHXM YH XM(YH(XM0YH0XA$@H f*X^}\YYAX$A$eH[]A\A]A$1҅&fDLY HXA$H9uff.fAWIAVMAUATMUSHh %HT$AXX 2Ht$ ~%ALT$1E1AD$DAD$@A_XAXx AZhXY\$HD$XT$LHD$0L$HLt$ Ld$(MALT$8f.D$@A$~`H|$4HD$DHlHD$ HDClLI$x H jD$XPjT$XL$ eH HCPH3EtJI$` AHcD$@A$H_DHGQHCPHMT$LLt$ Ld$(A$)AhA$)A9`}A`D$DtAA~lA$HD$AA)HtD`lHt$L$uIx SH UAD$PLPATD$ DL$dcH HD$Hh[]A\A]A^A_H@PHfLpL@M1LEAHLM@HAEH` AHcHhLDH@L3HMtoE;~htE~hAFruHL$0Ht$LH|$HD$(D$XH|$HD$ f/wm,$f/wHbHLLsMuHDEIH[fDH` HH|$A(LH|$@AFrd$8f(X\f/<$w Lt$D$Df.pHtQLt$AD$Df.ADD$@A$!HLt$LE1D$D|LpL@MI` T$HHD$8Lt$ Ld$(MALT$0D$@A$~\HD$AHtDHlHD$ HDClLI$x H 5jjjT$PL$ 8aH HCPHu{EtJI$` AHcD$@A$H_DHGYHCPHMT$HLt$ Ld$(#H@PHtff.fLpH@Ht1LAHLIQ@HAEH` AHcHhLDH@L3HME;~htE~hAFruHt$HL$XLH|$HD$(D$XH|$HD$ f/AFrt f/GS|$0f(X\f/$HD$ pHLt$AD$DHLLsM9HDIH2DHt$8HH|$ALH|$D4$f/@HD$ Lt$D$DuDD$@A$HGLt$LE1D$DtLpH@HfAWAVAUIATUHSHxH$HT$ f/ډt$L XDD$HLL$Xx D$\ X u4XA 2XX\L$8xA YfA/M2kXXf(fW=y\T$Pf(]A]hE1E1H` Ll$0ID$XD$HD$@T$8fAEpD$1D$(f%f A~`HD$0AHtDHlHD$HEElLIx H ړRD$XPD$dPT$pL$X\H IEPHE,I` AHcLoDHG1sX\L$8HD$hE1A]hMD$E1HD$0Ll$(ADIT$@D$A~_H|$(HD$(DHlHD$HEGlLIx H ֒jD$XPjT$`L$X[H IGPHutGI` HcD$ALDHGVIGPHH$L$\LLl$()AhH$D$)A9`}`D$LD$XLl$0~|H$AD$\)HD$HD$0HtDhlHt$ HD$Hx SH (ATAD$,HPAUD$(DL$xZH HD$0Hx[]A\A]A^A_AErfA/M2H@PHff.HhL@HzLE1EALOfDMAEH` AHcLxIDH@H+HHtD;mhtDmhEruHL$0Ht$ HH|$xD$hH|$H$HD$f/w{d$8f/wM_ff.HIHkHuDEIMfH` LH|$AIH|$0Ert"T$Hf/Gff.t$@f(X\f/l$8HD$Hl$(D$LHhL@HE1L|$EMAL[fMAEHD$AH` Hc LrIDHBH+HHD;mhtDmhEruHt$ H|$HL$hHH$D$hHD$f/v{Hl$0D$Xf/EOEMJHIHkH~DMEL|$M5Ht$@H|$LAI4fD$(t  qYL$8f/v \$8f/^A DIuPL4dD$(D$AIIsHD$pMt4Hl$(AD$LHhL@HXLjHl$(IE1D$LD$XLl$0@u.Xf(fW-Lr\T$Pf(AMZf(f(\f( f(ff.fAWAVAUIATIUSHHXHBpHt$L$HD$HDD$$D$8 LL$h HHz8yAxD$$A E,A 2;o~AoE"oEAYED$Ax _f(YL$(HD$HtAAaEEL$IޅL$M1L$MuM MtljD$(LI߃L$HA@|$#H$HT$ IIF8HtiM9u |$#EfhAFruHt$HLLEf/D$HAFrt fA/ELt$IF8D$HHuD$(HHT$LH$IDL$L$ML$HHt$MLD$HHDL1,D$HH|$IA$tAMf/v HD$AAAA9}AA#D$8AHXL[]A\A]A^A_fDEIx EyLH ׊q1R11ҾLLDDE EHt$LA9Aff.A9~AHt$LDslHELAD$ HIIx H PD$8ERAILA Ix H $E< 1RLJ1Ix E H Q^_L$L$M1MAH$MuM$ L$MtH$DL$HT$0D$#LI߉L$I\L|$1Ll$8HLA$HD$M4AH8[]A\A]A^A_VNYYYXXQDN^VYYYYXXXQAF^AFH8[]A\A]A^A_F YX0f(LL$LD$dLD$LL$f(Mt1A dfW EOE1E1DATIUHSHH D$xIT$HtxGD$v~HCH9tuHBH9tlf(1fHf.ff fYf\ HH9utY \ HH[]A\1ff. Y\ HH9uHH[]A\@AWIAVAUMATUHSHHHL$L$tAA4$tHH[]A\A]A^A_HBHH\JA \YAAYXQf/vf/0~=`M)<$EufWAEAU^^AEAUYEYUXfW$AA$HH[]A\A]A^A_@Hx D< HH1HH rl[]A\A]A^A_0fDff.z E ~5L)4$IEMHD$ HD$D\D\f(f(YYAYAYAYAY\ \Yf(\\Yf(\\\YXAYDfYNzj@p\DQ\\DI\D\D\f(Yf(YAYAYAYAY\ A\Yf(\A\Yf(\\A\f(YXfDWEeDF>YrDPDIFJA\E\`E\DA\\D\f(YfD(EYAYEYAYAYA\DA\DD\D\\AYAY\ \YXf(XAAYXXQf/vf/0EAEAeA]AU^^AE^Ae^A]AUYEf(,$YeY]f(YUXXXfWA6H9tSAMA]YHYXA]YXXA]YXX\f/2fWf/$IGH9tXAMA]YHYXA]YXXA]YXX\f/f(<$fWf/IGH9tPAMA]YHYXA]YXXA]YXX\f/wyf(4$fWf/wjIH9XAYMAY]XXAY]XXAY]X\f/wfW$f/ff.A$ff.z~5hE)4$E{H|$fDff.zEufW $H|$Yf/s>fAEAE]Hx f(HD< H _{$-fDAWIAVDvAUATỈUHDSLH(LL$hDD$LD$t$HLl$`D$UDT$D\$Et`AJIcDE1HcfH)HH ff.fDHTf/v AHH9uEtt$AHD$hAAPHIEDHD$$LDHPDT$_AXDL$DT$EDE1E1HLA $D1Y fW $?AMEt9ff.ff.ADYDH\AMH9uH([]A\A]A^A_ÐHDDHHD$$IELPDT$ ZYt$DT$CAAt4Ix L1E< H ^`"DT$ff.HD$hL1DT$ Ix E< D\$H ]"DT$ D\$sAWIAVAUATUSHHHIG@ D$4H@HhID$$L9 BxLHD$4HD$IGHD$L( IW@H LHLBHRHH}AD^1H<$AMDl$N Hff.IIHH9jtIDaHRAdH $H9WHJH9J1ff.Df fd f\HH9u9t$tBB\DBIILIcHeI HH,$L DnHL|$tbff.^M4MfDIHDAYGAGM9uӋxMdAtAuHL|$H,$L( EGqt$HLt$ HMOAA0A\A]Dt$4EAGrAGrDSPEt9HcxIWD<LEyXf/fDEuqIG@ǃX HKL`LpM:fIt$H9PHL$8LH苴D$8f҃f(f(fW :fTfUfV f/(D$8X f/x (f/(x v{< HD$EolEL$ It$L$D $_L$ HHx AQH T[AUD$ DL$1LE1E1H58Hp ZYM&IMX M1ҹLHL9 HH[]A\A]A^A_f(fW d9f/( @I@H( HLgHHHD$L Hl$L|$(IHD$L,LwTFI,LHD$ff.A.LIHAA,$Y$CL9uHD$I<$II( AxMlHHD$aHt2HOHt)1ff.fDHIH HHLHuHD$4EGqHHHD$PIGAAHD$ PMOxXZ_D$4NNfW7Xf/AGru5f/h f@t$(1f\DHHI9ut$(AGEGlH1Hx H XQL%%x~A D$CM95Ehf(H1D I-fHfH A HH9uAt*A-E)IcAAATH4Hǃ,HǃH)1HHcuHHl:Hcu>HO:H[]A\A]A^A_f.ƄHctƄǃPH[]A\A]A^A_EH,L)HfHAAATHH9uSHx H1H \OrH11Ҿ1 1[ff.fSHH HH H豨H` H袨xHPHߍ薸|HHߍz|HHߍ^|HHߍB|HHߍ&xH HߍPxH( HߍH0 fHǃP Ht H@ Ht HH Ht HhHt H`Ht HfHǃ0 `@ Ht u`HHt u"[S Hǃ~Hx HH Υ[1A  HǃfDHx H BM1 fAUATAUSHH{H Ht1HpHhHt$f.HHHOHuHuH Ht4HpHhHt'ff.fHHHHuHuH Ht4HpHhHt'ff.fHHHϵHuHufH HHǃ  葥dH~Hx H LH1 H Ht 1HE^H HfDH ǃHǃH HHM8HHu.zff.ff.HA8HHtQHHBHHtHPH@Htff.ff.DH`HBHuHA8HHuL%Klf.HuXHTHu`HHHuPH<HuHH0Hu@H$H}8HHqH HEqt MHEHHpHpLhH_FuIFIuH@FtHI IuHufDH@H H@H>u0H]Hǃ Hǃ fxHH0fHǃ  H HHǃ H[]A\A]t4H HuHuHtHmHtH}uǃxHT$ HHǃH p)H H_AH}8KHuXH Hu`HEq tgEubHm8Hu@Hx H IH1szfDHx H H1NffHuPH脢HuHHxHu@HlHm8H?f.Hx DElL1HfDHuHHiff.USHHLJ ~Hx H H1wHmH~Hx H HH1%>H{H1HHǃ HH) Hǃ H[]ff.@SHHHt[Hx HAH QH[@AWAVAUATUSHH pI9| N HF HH 1 HH HH` x4 HHP|4HH|4HH|4̩HH|4谩D|HIALLIcHASHHHLtM,I4 LH9I< LL L9AD!L9AD!I9AD!I9ADM9Eh E!L1DfHfHff.f A HH9uAt3A E)McC CBLC‹xHߍpfHH x4JH( H[]A\A]A^A_@fEH M L)Hff.ff.ff.ff.fHA ALAHH9u*UAASHH薯0HiuWH߾xRxHߍ,; H-uH"HHH[] @H߾ HHff.AWIAVAUATUSHAuAEEtXAxu EWPE>Ix H ?DL1GX11ҾLAGXALJD$ I1E1M(L5fBwIcLDAu ALt9Ix H SDL111ҾL{ff.HI9ut3AGPt+fA/h vA(fEtGAxALIx H DL1%11ҾLD$ Ax~.Ix H 0EL111ҾLEEt-AAA AAGTAELEtAAx EgXExIBI$DELD$DL$L1Ix H >E)L11ҾuH8[]A\A]A^A_Ix EL1H <uH\$LL$(eAdžAFpIcE L)HH4fA A HH9uCH@ HD$AxPx@IBHLEϺIx PH O<1_AXIyLDD$H|$(*f(fT ~f/ .wLL$(LcD$=Ix EǺLH ;<1ff.AWAAVAUEATAUSDHDt$PA1A@"t&Dҹ@"i1H5>A1iA0t&D0j1H5>A2j t% H5'?1kA3mkxt%ڹxH5m?1lA4ClEA!AuSuyH[]A\A]A^A_t$ v1H5<=A>DT$ vfDm1H5B?A5mt&Dn1H5?A6nEsH 1H5?cHD[]A\A]A^A_=Dt$ q1H5n;1A9DT$ q/@t$ r1H5;A:DT$ rff.AVIAUIATIUSHHHH=!1LH5HH#MtHAH5H<1"Mt$H{AEH5ŠH|"HLPDLIAD4)IAO~D+1E1D9|>LHLcH[]A\A]A^ fATDLcD9}‹~Hx IH1H 0"HAHx 1ATAHH I/T1ɾ1HY^ff.AWAVAUIATUSHHX Ht$Ht$8HL$HH9GHH99EuEMD$EHD$fDD $"D $HH5ff.ff.@ILl$8EMEMBD` uMA-uMuLt$8A}MnLl$8AQ5H=HcH@Ll$8EE1HHx fH vAHT$8HBHHD$-ff.f.HEMHBD` ] HT$8D IEuMEM9D$ft f/h t$tK`u0H|$t C5pHX[]A\A]A^A_fDDHx 1HEH FILl$8IEHD$EMIEff.fI9gE.Mt$ƃHHt$HH)EuEt8 Hff.fMBD` ILl$8EuEuDE]f/h Hx H ILD$DL$1HHx H 5E)11ҾHHx H IH1n1H5DH}Ll$8ǃLCPIEEMI9DEHEMBD` EH1|Hx H GHAPE Ll$HEMIEHD$AZA[EiHEDMBD`  ILl$8EMEu81H5HLl$8ǃIEEM1H5OHy1,-`&HHu1H5IH?1,f&HHufD1H5H1, &HHufD1H5H1,s&HHu\fD1H5kH1,3w&HHufD1H5H?1,F%HHufD1H5HLl$8CPIEEM%IV-' DP, Hx H &;c4INDHu - Ht$8LBHH5 8INDHu -> Ht$8LHH5ۃH:Ll$8EMIEgENE$ML=BD` aI}H|$8EeAT$ЀJIcLENE>ML= B` A-I}H|$8AMQ9e IcLIVDP Hx H 8_ENEML= BD` IUHT$8AEA<7kIcLIV-DPg Hx H X7]AINDH . -wHx H 6[ff.1HvLl$8IEHD$EMINDH.-Hx H 5ZǃLd$@LL轣HT$@H9T$8+L=6H.HH|$@LH|$8胣H|$@H9|$8tHMHDQ u<,tHx MLHߺ1H11ҾLH|$@ENEML= BD` I}H|$8EeAT$/wIcL@Ll$8EE1HHx gH 9HT$8HBHHD$Eff.ff.ff.ff.HEMHBD` LHT$8D IEu׋)1ҋ,t!HHuENEML=BD` <ff.@I}H|$8AMQ2IcLLl$8LHD$HD$4HD$88:JHL$HHT$4AdLH5߀HLl$8EMDE'HEMBD` CIUL9B1H5؀HpLl$8ǃ(EM1H5HILl$8C`EM1H5[H%Ll$8ǃEM\IUDP@Hx H N71HLl$8IEHD$EM1H5HLl$8ǃEMIUDPIHx H 6bIUDPHx H 26^g1H55H?Ll$8ǃEMff.EHEMBD` D$IUc1H5~HLl$8ǃEM1H5~HLl$8ǃEM1H5l~HLl$8ǃEMZ1H5;~HiLl$8ǃ$EM01H5~H?Ll$8ǃEM1H5}HLl$8ǃEM1H5}HLl$8CTEM1H5k}HLl$8ǃEM1H55}HLl$8ǃ EMaIUDPDCXEx+Hx H1H 3eKH|$8HGHD$Ht$8#HSX1H߉CXH5}KLl$8EM@LHt$8Ll$8EMEbHEM%HI9"H׾H$L)HH$HH`H"L)L1H5zH~H`1.Hx H j.H1eSILl$8>Ll$8EE1HHx oH 6HT$8HBHHD$Uff.ff.ff.ff.ff.fDHEMHBD` HT$8D IEufLl$8EE1HHx dH 1iHT$8HBHHD$-ff.f.HEMHBD` HT$8D IEufLl$8EE1HHx zH 9HT$8HBHHD$HEMHBD`  HT$8D IEu'1H5yWLHt$8<HH5xHnLl$8ǃIEEM-Ht$8LHSHH5JxHCH#ǃǃLl$8EMIE<-Ht$8L薚HH5xHǃHt$8袚H1H߉H5'zLl$8EMHt$8kH1H߉H5yLl$8ǃpEMHt$8HH5yHLl$8ǃpEMS&f/h D$Hx 1HH 8HD$t$HD$M`Ht$8LCHSH5$wHC{C5LHt$8HH5vHDLl$8ǃIEEMgHx H ,aHx H ,`wAbdAEIU- DPgHt$8 H 1H5mHkIUIDP tLLl$8IHDP uHHLd$P!HL$8LHIHD$@A)|5Hp H6 H5^L]H<1HH5'mS1LHF#IUDPHx H 'vIUIDP tLLl$8IHDP uHHLd$P2!HL$8LHIHD$@A)4HD$@H5wLHD$8HHH1H5PlH腴1LHxLl$8EM~IUDPHx H #rIUDPQHx H C#qIUDPHx H $1HHD$8HHD$1H5FkHȳLl$8C<EM1H5kH衳Ll$8C EMIUDP2Hx H 5&yHt$@IHL$@D$4H9L$8/pHT$41H߉ H5?kNLl$@Ll$8EM1H5jHLl$8ǃEM1H5_jHϲLl$8C\EMHt$8_Hh H5bHh 葲Ll$8EMH5}fHLl$8EMHt$8LfWOHS@HH5KdC@7ǃHt$8LˆfWHHH5,dǃHx MH H111ҾHvHx MH HxLH|$87D$HHt$8b1LH߉HLl$8EMyHt$8H(H5aiH(!Ll$8EM'Ht$@HT$41H߉D$4H5hHt$8ƅHT$41HH5rhAĉD$4Ll$8ADEMHt$8腅H1H߉H54hLl$8EMhHt$89H01H߉0H5$h[Ll$8EM1Ht$8H1H߉H5g$Ll$8EMHx H wlHT$41H߉ H5gHx H K!uFHT$41H5fHLl$8EMAHT$41HDctH5~f~3HT$41H߉CdH5f]Hx HMH | 11ҾH\$ fǃf.zu HHD$HHL$HHT$0HH5cLl$8EM1H5zdH蓮Ll$8ǃEMH|$8Hx h1EEH HSHT$8HBHHD$HEMHBD` 'HT$8D IEu1H5;dHLl$8C8EM1H5cH٭Ll$8ǃEM1H5cH语Ll$8C EM1H5}cH舭HyLl$8H4EMHx H ej1HNHD$8HHD$%1H5cH*Ll$8CEMDHx H mLl$8HDŽ,IEEMLl$8HDŽ,IEEMHDŽ,sHx HMH I11ҾHNA}1IUDPǃ ILl$8FHx H 8Ll$8HDŽ, IEEMNLl$8HDŽ,IEEM.HDŽ,HcDŽ,eI}H|$8kf(D$ D$Hff.z $9L$AbǃR$Hx 1HH yLHT$8HBHHD$HEHT$8L"IHMBD`u+Hx H x1H5%^H1,-HHu1H5^bH質Ll$8ǃ@EMǃHx H kLl$8HDŽ,EMLl$8HDŽ, EM{Ll$8HDŽ,EM_HDŽ,EMIEHD$8HD$@I5fDHHEDP u)ILl$@HIUD}PE@DžXDžtDž8 UPDxDt$tAA%d$f(ff.ff.ff*ȃYD9uL$^PB  A~Dž1H5YHUMdE|$uE|$DA"DAADv'Hx H nH1DžDAEANDEyADDHD$$sL%KHD$tcHcsf*XD$D$=uLdHHx AN11ҾH uDHMs D$^f/w f/v0Hx eH H ׸T$D$\f(X^AfA9HŵH8[]A\A]A^A_A)Dt$DxlAD}$DxD$ASHx EH1H ,11ҾHDxA5t$PqB  vDmEDDžXED1EtLt Dž8 ;Hx Hﺡ1H P11ҾH-jl$a DDžD‰AEH|$(FD$$HA;HT$$1H5$VHAAHEHHx ATH GP1SD|ADxH Hx L$1HLL fL$H AFfnD$~L$=Hx HE1AH  HfL$ f~$f~D$覵1ɾ1HeY^~L$fnD$Hx HEEH F1_11ҾHDž$D1EtDžXDžtxff.Dž1HH50TDž ʛDEDžtD(EHx H H1~yAHT$$1HH5~RDl$$DvHx H \H1-~Hx H H1<DžHx H UH1ֳ11ҾH蕭DEV^Hx Hﺠ1H 蓳11ҾHR|$f/(e0fRDž1H5RH;_Dž1H5_RHfDSHD E'HOHH`DEu.{Puu/y7[tHN,tH&xH( xHH mCPDxH( tYAQ1Lc҉J4N~3ff.ff.HJHHH9uHJHDHZH( H[f.H8AUIATIUHSHHEH{H1HHH)f(Hǃ f(fHLx H|$Lh Hp ǃ CXǃ< ǃ ǃǃ(ǃǃǃ ǃ ǃ ǃ h h x  hK@( H߉jHHjHH5ODH1H|8yHaHølqhulfCH[]A\A]@AUIATIUHSHH5H{H1HHH)f()Hǃ f(fHLx H|$Lh Hp ǃ CXǃ< ǃ ǃǃ(ǃǃǃ ǃ ǃ ǃ h h x  hK@(eH߉hHhHH5VNDH1H|8ԻHHølqhulfCH[]A\A]ff.@AWIAVIAUIHATMUDSHHZHpH{H1HH?H)f(dHǃ f(fHLh H|$L|ǃ CXLx Lp ǃ< ǃ ǃǃ(ǃǃǃ ǃ ǃ ǃ h h x  hK@(H߉/gHfH5LH߅D1HLLIŸlHAEqhulfAEctH[]A\A]A^A_fHx HAH oH[]A\A]A^A_WS@"H1Hǀ H[Wf.f.f.f.fHBrt,HArtJ A f/w1f.DDHHBhuBl؋QhuQl)ff.@HH@pRp%)@AVAUMATIUHSHqH/HsHA/LHWVHALAVD@;$1H JHXZMt@IEI]Ht3L-JfDD@hL1<$LHHӪHCHu[LH=$]H RA\1A]A^驪fAWAVAUATMUHSHHT$Ht j#1tx8 D$|$ID$(HT$LcE1L-zAI DID$(B8LHHߺm#IM9uԃ|$u5|$u.H ;On#HHH1[]A\A]A^A_鿩H Qo#f.ID$({PT$HELH~mID$(0@I|$D$ tAD$ruqID$(HT$ ~t$E1L-@DvI ID$(IB8LHHߺk#M9uԋD$ D$K$tE1L-&@ff.@Ll#HHZA蜨D9d$ uIt$@H=ID$(1ff.AWH HAVAUATIUHSHH8DBlLJ#X 1,1#HH GHAD$q1H GHHߺ#AD$q AD$rAD$qAD$sAD$r)AD$q@AD$rAD$s.MlAD$r ƒ@AD$s AD$rAD$s@-L1H NHHߺ#ۦID$ AD$r AT$qHt(D@lH PGH1#H苦ff.ED$pfAfA fE^ Ml$MDx1HHLFGH >#DL$ L5=GD$ M|t'AEILH#H߸M9uH MHH1#Х#HHAD$H F譥8 . I|$(t  AD$f/( I|$XHHCIt$XHIjP)LHv)#HHAH 1IT$XH!LrHJMLd$L- FIff.LH)#HHDxA1LHH !=DL$ 覤DDL$ Ѓ DM$Et-AILH#H߸_M9uH bLHH1#I=MwMPLd$;fDHI9D@lH H1#Hc1H CHHߺ#ǣAD$q7)1H CHHߺ$蒣AD$rfD1H CHHߺ$gAD$s1H iCHHߺ#@AD$s1H SCHHߺ#AD$s1H :CHHߺ$AD$s1H CHHߺ#ˢAD$r {#1HHH B褢AD$rƒ@\1H BHHߺ#wAD$r=1H BHHߺ#PAD$s $1H BHHߺ#+AD$r 1H BHHߺ#AD$r1H tBHHߺ#ݡAD$s@1H ZBHHߺ#趡AD$sH HHH1#菡f.1H 2AHHߺ#gAD$q y1H AHHߺ#@AD$qZ1H @HHߺ#AD$rA1H @HHߺ#AD$q(1H @HHߺ#͠AD$q 1H @HHߺ#覠AD$s1H iNHHߺ#聠AD$rH l@HH1#\HD@lH cH1#H!@It$XH+KIL$XH^AHH#HH߸A$H vɟI|$`HHK>It$`HHD$IJLH##HHAH 51fIT$`HLrHJMLd$L-V@ILHe##HHDxA1LBH q7DL$ DDL$ ЃDM$Et-AILH#H߸诞M9uH FHH1#I荞MwMPLd$6fIt$`HIIL$`H?HH3Ht$HL$(LH߃@3#HHD$(H Ml$@1$HL?H Y6HMtSIEMuHtFL-?HpDx HI!EL$AH1H葝IFHuH EHH1$o1#HH ?HVID$PHtLxH@HtrL%"?L- ?L5>-D@lL#HH1IIHt.HteHu1L#HHI֜IGHuHH1#H D贜X H8[]A\A]A^A_fL#HH1{ofDMH =HHߺ#HH߸H =4fHn#HHH <fAHH1H <#}A$H1H <H蹛V@H'D@lH g<H1#H芛DEH <HHߺ#1dDL$ f.EH <HHߺ#14DL$ Gf.HH5F#HHAH 1LH.AMDx1HHLG<H 63#DL$ 趚DDL$ ЃHDL5;ITIEt3ff.AEILH#H߸^M9uH aBHH1#@PHHME#HHAH 1L|$HLAAM1Lg;HHH P2#DxΙDЃEtBLl$EL5:O|AEILH#H߸~M9uH AHH1#`EH :HHߺ#1?DL$ EH :HHߺ#1T@AVBAUIATUIcSHD!9||HLHV+A'tA"t[]A\A]A^DCHSu.[]A\A]A^ff.DHBHtA8uz\uDcDHx II1DBH T11ҾLJff.AWIAVAUIATAUSH(LD$LL$HD$I11D$D$ $IN8Ht7AFqE EAFhIIN8HuMMuMmMDMA'A t AEhM,$IMAEquEAeAErIuPHtHFff.ff.HHHtBrtff.LA]hAAEq 4AEp$ЩD$Iu`H9LIAMl$D$M,A DA HD$HD$$HD$`\$ (HD$hHD$p\$\$HD$xH([]A\A]A^A_fDEEEAFrIvPH3HFff.HHHBrtf.LA^h@AFq AFp$ЩD$Iv`Ht L@D$Mv8M@IvPf.AIuPWAIvHX1LtAFhMv8{DIvHL?D$ HAu}IuHK1LN1IuPDIuHL?D$ AFrcDE1EJ@AErD$11D$D$ $hAWAVAUIATIUHSHHt$0 HT$8HL$ LD$HHD$h~?xH D$dHD$xDw|$THDŽ$HcLD$A $f/vA$IvHH'HIEH([]A\A]A^A_@AWIAVIAUATAUSHH H9 A LHl$&HD$Mu rfM8MtgIO8Ht^E>IG@HtHPLhHtA 9B$?B$HLI IUHuM8Muff.HHkH[HtzLl$H]HHtcE*HC@HtHPHXHtA 9B$tB$LLHHSHuH]HHuff.HD$H[]A\A]A^A_@Hff.BrHHHuHA8HIHEEAGrIGPHuǐIUIHjf.AHsHH]HH3AtCr[HSPHBHu(ff.ff.fDBrHHHuH]HHuHHHs;A!IwH1LIO8H1LH]HH 8H Hl$#I HD$Hu2fA HHLC$8HHH;uAWh@CrDUfA@AGrATIUHSHHiu%f/h wHHEH[]A\HLH$h $ f/wzA$XA$E\EtBYAX $A $YM\MH[]A\Nff*xf.wQY\_T$ $yT$ $ff.AUATIUHSH !A$HD$~;I$x LA$E$E$H uHLl$Hu [ff.ff.DHHS8Ht4Cp%=uHLLHS8Huff.Ht$LS A$ÅAA$A$ 7f/v6HD$Ht,HPH@Htf@rtf/@ v`rHHHuLL'1Ht,HU81Hu @HErHՃ<HB8HuA$ H[]A\A]fHD$HcH HxÜA+$2HT$HrKHBH brH9t HHHuA$ 1f/,HD$DHcHD$H Hx3A+$HL$HHAH #ff.ff.brH9RHHHuAfAWIAVIAUAATIUSH8 LD$LL$;AL3L苊EV$H$EtHAHHDA A L9BA Mu%@DCrAH[8HHs8HEuEEt^DCrAGHCPHt(Hff.DBruHHHuHF8HteEHHEuAHCHt1HL諼3H[8HtHs8HKDE1MdI_M_LHELff.HHHtCruAI H%Hp8Hu .fHHxtPrE1D9tE PqDHh?ʀPqHV8HHuMAMtMM_IWLIHuff.DE*HA\$hDKLeMuHD$DHD$DA~Ix H L1pH$H8[]A\A]A^A_@I HtHp8HID$8Ht:Euff.ff.HփAt$hHp8IHuAIt$Hty1LDD$xDD$uYHA\$hDKLeMDAtAD$rID$PHtH BruHHHuLeHMuAfCr;fDE1E!@AD$rA@A1*DMhIWM_E1LHH I HHAMمtSfsr@HSPHBHuBrHHHuIIHAuEEusHsHt1LL\$(LL$ DD$DD$LL$ L\$(uCrnIIHukA1Cr뷐)IIHM"fADELIEt{ff.ErHEPHt3H!ff.ff.BrHHHuIT$8H LIfDEHEuAuFHuHt1LDD$~DD$HE8t]hHL`8MufErY]hSNfAWI E1AHHp8E1AHMIW4MI Hff.AWAVAUIATUHSH(xIuVHt6I}H(H [Hc]A\HA]A^A_HL5*I}HD$ HIHD$LHHD$IuHUtrIEHXHufI|$PLuL;HMuHx EE 1LEL$lHj1ɾHLdIuHuIuHCH;HD$IEH([]A\A]A^A_I}LMHt$LH+@HFHP@@qHRL9t~FfHnflFH([]A\A]A^A_@Hx H1H @ j11ҾHc$DHx EE 1H iDHRmff.@SDLHED4EtD\ EH HaFpu_u t#H H4u&[`f/wˋtH[KCH HY6H=fHHDDE8{<-H Hf8 w ݽDAWAVIAUIATUHSHH(D!EDE]CqfHSHDMtq |fffXffYff_Bf]?XYs) $ f/wf(]L$ Sh jHCHHLxH@HM0HHH9tp9QhttQlGdLHEHH uIARSlR@}#PA@PT$0L$(D$ gIGH Ht)HH H9uHH9QhuIIHnE&H([]A\A]A^A_fD BBrxHBPHtHfBr,HHHuDHH;QhtAIIHcHHH9uHCPHCLxH@H2M9Phtk@lHGd|#EHLHIPClH APA@PT$0L$(D$ eIGH H 9PhuIIHu;PhtAIIHufDuNHrHl1H߯Mf.0DBrfAWMAVEAUIATIUHSH t7CwH\HcHH[]A\A]A^A_fHx H H1sd몐U4tH x#HLH1[]A\A]A^A_BdfH 2y#fH z#fE4mH {#xuuXxH Hw#fu情 H\$ D$ Mt1ff.fI}8tLEHLH%Mm8MuMt4IWI_Ht'Ll$ DELLHHHHuD D$ D A9u E9HHHx H P1cH(H1[1]A\A]A^A_\fAWAVEAUIATIUHSHHH D HADrD1HHHD$-HDLH1JH$HtELhLpMt8@IuHIMHT$HIHLMnMuHHL=LAL~#H1bHt$HtJHLn Aƅ~71MtcA#1LLH߃aHD$HcLlD9uHt$HH[]A\A]A^A_fM.IM OHD$HcLlA9u볐AWAVIAUIATELUHSHDHH8HD$$PHD$$PHD$$PHD$0PLL$@LD$0H DHLHHHHD$( #LHAH 1`Ht$(HD$YM`~ L~ zffօ f~ChLa9tp A9B$t2AB$IrH#LHAH 91E` A9G$t,AG$IwHi#LHAH 1 ` ShMM9LHC@HKPLxLPCqELMLaINjCh9 LH LHHH[]A\A]A^A_DHL$0HT$8LH$螸h $ f/wsL$8D$0DX\L$8D$0Et/WuYX\L$8D$0_fDDEIfDff*xf.w3QY\ffD$0L$$'L$$f.AUEATAUHHSHH(HL$HT$LD$Eu~Ll$A HHLd$H#H HDA]AUA$AL$@Y LH H(LH[]A\A]@H HH1#XdfAWIAVAUATIUfH~SHHH8HT$LD$EL$lHLD$A#1H XffHnf.HD$HD$(HHhLhHL%fAxE1~8fE9wX&BDLHL#IXE9xHD$H9D$(tA HLH HL1#IWImHrHD$(H9D$tLt$(LLv Dt$L%11LẎ#HLEWDl$E~&fDALẏ#HL1UWA9uHD$HL#H PH!WH8[]A\A]A^A_fH HHL1#IVE9xt$LHL$HD$(HtufHnHqLifW%rLt$(fH~Ht2ffHnLLI\#LLHIuHuHD$(HHhLhHHHhLhH|fAWAVAUATIUHSHH8L$E\LH(HHHD$ H߉HD$HD$ HLhLxMHD$(Lt$H$DIuH $LH߃@IRIuLHD$(M"LHHMoMu|$ s1H HHߺ#BUHHD$HH$Ld$MID$HPHHHH $#ITM|$MtTL-jL麔#HH1ITAH $HAW#H߸AOTM|$MuHD$Ht8HpL`Ht+ff.@ HIIt$HuLH Ht$ HLD$HHH #1TH8[]A\A]A^A_|$ Lt$1H yHHߺ#SHHD$HH$L-@#1LSDAUATIHUSHH%HD$HtTHhH@HtGL-Dff.@HpHHpL麘#LAH1SHEHuLHH 1#RHt$HH[]A\A]fDHHL-L麗#LAH1RHD$<@AWEAVAUATIHUHSHBqt  HFHHLxLpMH4$L->L$DL$ 0fDH @LH1#IRM~M|$ DD$H1L麥#LQIH<$I9HtHXH@Hu$@HHKH9HEHHHjHpH#LLAH1~QIHPH9uHX@H[]A\A]A^A_fHHXH@HfDHpHH`L麦#LAH1QHCHuf.DxLLHﺤ#1Pff.@AVIAUATIUSH3AFqxIF@HtyHhH@HtlL-a%f.HHMH9HEHHEHt>HpHy#LLAH1!PIF@HPH9uHhHEHuLHH [#]1A\A]A^OfD OIF@HtHhH@HtL-ff.HpHHL麪#LAH1OHEHusf.Hr@L-ZL麩#LAH1HOHt2HtDHt麦f.H #1 ODH #1NDH #1Nff.fMAWAAVAUATIUHSLHH1EH Iк#NDЃDL-L4Et/f.HL#LH@NL9uHLH#[H 3]1A\A]A^A_N@L-VM4tff.@HL#LHML9ufEH LH#1MAUIATIHUHSHHILL拋xHHA[]A\A]~ff.AWAVIAUEATIUHSHH(H DHL$+HADD1HHHD$xDLLHHD$Ht>LxLpMt1IwH,IwHL$HIHtM~MuH"tHt$H6Ht$HHLfltHT$HE1Hff.ff.IAHLbH9u{4Dx>HH H1$KHt$HVS4 Ht$HH([]A\A]A^A_LxLpMt7ff.LHHL$HIL|M~MuMd$8M6IL$8H(EtHID$`HtID$PHtHBruHHHuHA8HIHDEAD$rtDEuD{4DxE1ɅAH H1AP$LHAQLJY^Ht$HHL~D$E1L-f.MtjC4LHuxM$ׅt-AILH#H߸IM9uH HH1#IHD$AIcL|D9t$uS4H 1HH1$I@M>IMM>IMDEpIt$H<1HIL$8Hf.H|$HD$LpL`MEDDEtSAFr IVPHBHuf.BrutHHHuM4$IM*DEuDEIvHt1HtIF`Hu$M4$IMEVIF`HtLpLxMtLHex(HT$HILtMwMtLH=yM7IMuAD$rDEz AFrgH HHH1$GBfAW1H fAVAUATIUHSHHDB$RGAD$d 4@ 1H "HHߺ $GM,$1$L1H [HHFMtRIEMuHtEL-fDHpDx HIEL$AH1HFIFHu1H HHߺ$oFID$Ht=IT$Ht3DJlD@lHHHH [ $]1A\A]A^A_,F@H[]A\A]A^A_fH :HH1$Ef1H HHߺ$EAD$@1H HHߺ$EAD$x@1H HHߺ$EAD$H@1H kHHߺ$_EAD$@1H HHߺ$7EAD$ff.AWAVAUIATIUHSHBqt LH ^L1#DHuHHt$HFHVHtfDH`HBHuA$xHEPE1Ht0LxHHMt#HH1HAHtfH0HHuL|ÃAA9u|HEHHt5HPHXHt(ff.ff.Bt"HHHuH[]A\A]A^A_LLHiHSHuH[]A\A]A^A_Ð1H ILL#CHEHHtDHXH@Ht7L5f.D@L1#LLHsCHCHuH rLL1#QC@1H #5CHEHHtBHXH@Ht5L5D@L1#LLHBHCHuHLL#[H ]1A\A]A^A_BHFHHPH^f.HHHtTHBH9L9uBuڃLLHBAHL$HSHL$Huff.L9HHuHMLDÃfEqA$ H ǫLL1$AHB@H^E1Hu9KHLLCAH1HFHHtCtHuHf.L9HMff.ATIUHSHHtMHt_Ht*識H{HtHL[H]A\@[]A\H #1@H #1@H t#1@H HtDATUHS ff.ff.D;slt#HH@8Hu[]A\f.Lp Ht-HtBHLHǗH{HtHL[H]A\H LH1#@H LH1#?AWAVAUEATIUSHH(H Ht$HT$DD$Ht HHu @Hʀ`(H HHuHHLHk~rHE1LHx A1E1H KDL$ E1q>11ҾH08DT$ DLL$LD$LLHE1EHH11HD$FHHߺ$AH 1 >HL$ELHHAHt$HH([]A\A]A^A_fL5ٶAcff.AWAVAUATIUHSHHHrZ IAٺ$LAH H1e=I^HtAxt7LfDA1L"$LHI 6IGHD@hEuD@lA@D@lAF@H .LH1%$5f.AWIDAVAUATUHLSHH(D T$LL$LLD$LD$HD$HHHLptHL$HE1L@EHLqI9tsMtIFEQHtHPH@Ht11D9HHHt@huHHHuuHADE1Ƀ|$Dt$Ht$HL%HEHxPH1H fDB'$f4xXYDrt+DL*$HHN04As1H 0HHߺ+$4MKHD$HL@LpMyfHt$HHLvƅt$E1MDLHIGH|$E1E11H HHߺ2$f3IGHi5$1HHH TA<3HD$IcL|D9d$Ms|$E1H HHߺ2$12f8 Ww"T$M1HH.IG8Ht%DIIG8HtAWhD9stDH|$HD$L@LpMu`MIMA@htD9s㋃8 wՋT$1HH複H|$HD$L`LxMHt$H@f|$Ht$HH([]A\A]A^A_fHPH@H?E1E1D9AHHHt@huHHAHu|$tAAE11H HHߺ.$d1IGH7EO EH Q10$HH71HD$AIcL|D9d$MjEH HHߺ1$10@LxH@HufDIIHoD@hEu:EtH QHH13$0IIH8D@hEtE1E9sH HH14$g0H|$qfHt$HpH HH16$)0@LpH@Hff.@D@hEtE9rIIHu1H uHHߺ/$I/IFHu^DE&$HHH 1L%/xDrt0ff.fL($HH߸T/AsH !HH1)$5/AMu {IIG8HAWhD9stEOl1H H,$HEp.8 wM1ɺHHIG8HpEHD$HL`LxAMu7M'IM AD$htD9sEL$l1E-$H JHHA.8 wM1ɺHH~AHt$HHLvƅ8HD$EL`LxM_Ht$HzHLvƅ_xX~Lc1f9tHL9u1)HcHHʉHHD HJHH)Ѓr1҉׃H499rfD11@9tLcBHHu|1mfAWIAVIAUMATIUSHHHQIvLL$HLHD$x| EL$lEFl1#H yLH<,MImMmM|$ |HHD$`HD$8HD$hf(HD$@HD$XYf(HD$(HD$\HD$0\EY|$^L$Ht$pHH#LH$L$xH D$po+D$\D$XHIu蕯H #ALH1H5+LmMIuHL$8LH߃@IuLHHL$@D$H|$(YD$hT$\D$`L$1\L$H|$0D$ D$YD$`\D$hT$\D$X D$\\$ f(tff(ًxIMIvIT$sHcf(f(AHL:fAfAL9H|fAQfAhfAzff(ffYffYfXfXfGt$x)HcY YXXLpL$xD$pLH$#$H H){H #AxtLHĘ[]A\A]A^A_f.1>SXyH LH1#(bCXxHD$H#LHH RPH(yAAH L#H1f(HD$H#LHH ^PH2(!ff.fAWAVIAUATUSH8 DBhE&IHHAFqtD EINHHLiHYMHHT$LID9AhEEt ArATAwXENlEH HL#1I'HHAGXx5HD$#HLH PH'fDI]IHt#A HKI9?HK6fDH8[]A\A]A^A_ÐLL$LLHLL`HXMRHD$(Ll$HD$It$HL$LLA@E1 It$LLD$(IAx~Dff.E9oXtz#HLCH OI&AxD9H HL1#H%A LLiLcM =fTf/wD$(\D$HfTf/H @LH1#L|$XL-?"EL#LH߸H"L9uHt$HL#LHAHHD$H1!Hl$L|$8EL#LH߸H!L9uHt$HHL$LHA#1!ALHAVANHhH z[#]A\A]A^A_V!fDD$0\D$PfTf/1H (LHߺ#L-]!HHD$DAWfAVAUIATUHSHH)D$Pf(/=Ht$)D$p:HD$`HDŽ$8f/h *HD$@HD$HHHLd$(HHHD$0H߉HD$(HHD$0HttLpLxMtgHD$8HD$ff.fIvHL$HH߃@IIvHHD$8LHHNMwMuHT$($JDE,L$HfAeMHH;A\EHt$AE;ff\AEf(hHT$(Ht)HrLjHt HIIuHuLHHt$0HDKTEuDEdEqt P HUHEhH:LbLrM)Ll$p6f9AhtsTM&IM IL$H9uIL$HL$HHT$@HHD$-|h D$ f/wqL$@D$HX\L$@D$Ht/8YX\L$@D$H^fDJff*xf.QY\dDHĘ[]A\A]A^A_fDD$@MHHHt$oDHT$(EDED$ED$@L$Hf(\XY7f/UI$Ht$MHHPH@HJHP5M$Ht$HHLL$Pf?L$T$ML$T$ff.AWfAVIAUIATUHSHHx)D$0f(8HD$@)D$PQ6HD$`(f/h HD$ HD$(HH HHD$HD$HD$H?LxH@Ld$H)HPLHIIGHu䋃$vDEXL$(fAeMHL7HT$HA\EAE7ff\AEf(LHLl$LHDCTEuEqt  HUPEhHLzLbMH|$PH<$-u{LH M<$IMZ A9GhtLH+EPxE1HHHu@HHKTHD$tHLL$0ILLHUtHD$L$LHHPH@HJHP\fHL$(HT$ HH$wh $ f/wkL$ D$(X\L$ D$(t1a4YX\L$ D$(pZff*xf.QY\jDHx[]A\A]A^A_ÐD$ MHLHT$HDE|DED$ED$ L$(f(\XYt3f/y+DLd$fDQL$$IL$$DAWf(MAVIAUATIUHSHXxZM HcLl$HHtI Lff)f\tfFfQf\@Ѓ)tHcDA\DE1E1LL $-A$x $XHcSHt$0Hf(Ht$0IfHLfAEfHffYffXft*fAUfaff(ffYfXf@t)HcYLXLL0MHHLLHX[]A\A]A^A_fLl$MHt$0HD$HtAHcLl$HH $H)HHI|HHFCH $L$HcLl$HHH $H)I|11AH $L$1Ll$9fDAVMAUIATIUHSHHP~ 2LL$D$)L$ 1HD$ HD$@f)L$0ELL$0MLD$LHHfWS1HP[]A\A]A^ÐAWAVL5wAUIATILUHSH(HHL|$oL$LHHL9uLHH(LH[A]$A\H A]1A^A_DAWAVAUAATIUHSHHXEmUqtlD Et`A; HOH HLHkH}HHXHLH[]A\A]A^A_fD AH 7DHcH@HT$(1HHqE\D$(fI~HEHqDS4EDxE1L5E 3@HEBLLHߺ<#IrD9xfInL=#LH߸LH TLH1>#3HX[]A\A]A^A_@t6AruhHAPHtH BriHHHuDEuDHqHt1d]'|DE `ArŐx! u A HXDHLH[]A\A]A^A_xD DHL惻xHA@ HX[]A\A]A^A_ûDElH Ҵ7#HXLH1[]A\A]A^A_DHuHDxAAELt$0 IcLt$0HHQHL (H<H9  -fDL+=+fffXfff(fYf_f(f]ft#fGffXfYf_f]fJAt?DI- *)HXYi+f/w]f(L0LLHD9t"E1E1LH;DxAEq ALHLH߄DEpH 8#A;HhMff/xL59t+fDLB#LHz*uH ÷LH1C#jDHL$01HHfmE\D$0fI~S4E8  I1ɺHXLH[]A\A]A^A_defI~SHuPH4?#LHAH 1HEPHLhH@HH-q+A1H@#LHIIEHD@hEuD@lA@H /#HtmH *#Ht[HXHLH[]A\A]A^A_eH 3#Ert-E 1#LHH vH %2#HXLH1[]A\A]A^A_ fDHE`HLhLxMLt$0ff.fLLHH/HIHpߑLH߉$ёHLHAElH D#PD$@DD$_ MoY^MuHu`H\4#LHAH Ƭ1 HE`HtDHpLhHt7H-HI4LH5#AH1 IuHuH ۴6#f8 {I1ɺVHu@H謷F#LHAH 1p HE@HtHLhH@Ht;H-HpHI耐HG#LAH1( IEHuH 'H#H LH1# H A#fInǺ:#LH~5'L5E1LfW)4$ DxEEHEL;#LHBfW$Ie D9x DEl9#LHH Z5  H2MLuHhxI~='0fW)<$f/AHpfW^XBLEyH I9LEL9ADHJH9INAH9AU X&HffHfDfAf< fWf^fXAD HH9u@t)H ADfW$^EXD AD LH xt@AW1H qAVIAUATUHպ $SHH8 $HLmL}MHD$Ld$(LHD$ff.$DE HL $H Msf(f(3LmHl$LHL|E$HLH GHL9uLLI#$HLAH 1 $HLH 1IoHAH8HL$[H ]1A\A]A^A_zf.AWAVAUATIUHSHH8 D$f( HD$P)D$@ HB(HD$HD$,p#HH1H 7rT ED$lgH HrHH1ǃT q#ID$@HL$8LHLhIugIuLHD$8bxHD$BD$((|$(MD$HcLl$`LL$L$HHxHHM?LM\H|$ I< LL$I4Mt IL9ALI9A L9D!H9|$ AA!I9D!L9L$ ADM9fAf'Lf\AfM1H|$HH|$\D`AĠuBLLHE1LLHE1LHf.LLH$h!L-\T$pL$hD$`LHHߺs#L$Lt#H$H߸$$Lu#HH߸L$$$M$nHt$LHA$HHH I9M9uHt$Hg$HHAH 1 v#HHH Y1Ht$ HDxIt$EfEDHIcL$HHL$H)HHI<HH-HL$AVIcH|$HHBITH4H9IT$fDfALffffYfXft*fAOf^ff(ffYfXf@DAt+A)HD$D$McBYBXBHT$LD$@LHHD$,H[]A\A]A^A_H nHH1r#gffAAfOf\AFfFAуD$()f.HD$,HD$fDHD$pHDŽ$fD Ht$Hm6IcL$HHHL$H)I<1)HL$ DHt$HHt$\D`AĠDLl$`L$fDH0HD$ID$(HD$D$YXE?1ҸHcl$H|$YXDANHcAYXDMcDBYXBD$HAVYXDfHcD$(H|$rH|$H \D`AĠH|$LT$HcDA\D D`ADĠDA\D BHcD`AD^DA\D BHD`ADĠ1Ll$`L$PAWIAVAUATALUHDSHHH(LJ H$LD$D $PH$PH$PH$PL$L$cH AH DHcHDLDxs4DL$| APH JLg#AQLLH1XZYH([]A\A]A^A_@xDL$|D@C4 APH L\#AQLfDDxHx Hߺ1H ylH(11H߾[]A\A]A^A_f.HQ $HT$HHT$LHH$L1H lH$Ht'HPHhHtfLHH葼HUHuH$HDxAL[ A  x?'H LH1_#ǃ lfLDx$D$HD$DH Dl$|AO AE 耤D$DDsP Et AD$$F (UH [$A)кe#PDD$1LHxLA[]D$HcI I9APH $H-H<DD$H|$ Dd$MMtpHD$ DT$MLp M,Et4ff.AIHL#H߸_M9u1H `LHߺ#AxHcH<$M$I9wDD$Dd$H HLzLrMAPDD$L-;HDd$ H$ff.H$DL$Hp M$Et-AILH#H߸M9uH HH1#ImM~MuDd$ AxH HuREq u=DEhEt48 Ww&Hp I1HߺZLHE8HHHE8Hu@DD$|H i#H(LH1[]A\A]A^A_fDD$|H Y#DDD$|H iI#DDD$|H Qc#DD$H 6f#xDL$|Dxb#H H(LH1[]A\A]A^A_fDxALt A#A%Al "# ]f(X Xf/v  f(DDDDt *Y_f(S@Uf/wu1t'SHf/v ^\Y_f(h _f/ NE |!HT$ $HHSyH$t "H)ǃT H$HL`H@H%~H$Hl$0L$H|$(f)d$HhL M1f(|$LHI ~53MH)$)$D$ HDŽ$HDŽ$ZD$ M1LL$(HLHfWi4ID$HcHl$0IHu\6@I~t?DEt 5 DEtIF`H!IFXHvMv8MIN8H$uDEAFr IFPHt+Hff.@BrVHHHuHA8HoIHDLt6(t,Hx H cH1?ff.@ x DD$|H Z#:DD$|H a##f.DD$|H J#f.8 t_DL$|DxK#H yfH s]#_D$H VD$[#HZ뒋IvH1H;IN8HH|$HD$LpLPMuVI~t;t tIV`HPIVXHM2IMt]D $EuLDEAFrIVPHBHu@BrHHHuLuHMuH$H ;Ud#H >AUF 0DD$AH ݒh#H LH1`#eXf/SBHx H `H1LhLPMy= H$Lt$hL$HD$0H$MH$fHD$(LT$L|$P)|$@ZLcىL$`LL\$XH)H4HH|5LL$`L\$X IcHHBITI4H9GHTT$ fDfLffffYfXft%fBfNffYffXf@DAt#)D$ HcYAXLD$0Ht$PLLH(DxL$ fW  AOEL$`MLcىL$XLL\$ H)H4HH|5LL$`L$XL\$  IcHHBITI4H9hHTf(fDffLfffYfXft%fBfVffYffXf@DAt)HcYAX LD$(Ht$PLLHHD$HD$LpM HD$hHDŽ$~% f(l$@HDŽ$DxLh|$ )$)$AOE6M;LcHL$`LL\$XH)H|1uL\$XL$`?LcHL$XLL\$ H)H|1:L\$ L$XL$`?LhLPM55H$Lt$hL$HD$0H$MH$fHD$(LT$L|$P)t$@!LcىL$XLL\$ H)H4HH|5LqL$`L$XL\$ t IcHHBITI4H9rHTf(fDffLfffYfXft%fBfVffYffXf@DAt)HcYAX LD$(Ht$PLLHHD$HD$LpM HD$hHDŽ$~-f(t$@HDŽ$DxLhd$ )$)$AOEMvLcىL$`LL\$XH)H4HH|5LL$`L\$XH IcHHBITI4H9NHTT$ fDfLffffYfXft%fBfNffYffXf@DAt#)D$ HcYAXLD$0Ht$PLLHDxL$ fW AOE:L$`M;LcHL$XLL\$ H)H|1L\$ L$XL$`?LcHL$`LL\$XH)H|1L\$XL$`GCTtDE D4$IL$DŽ$Ht&I|$8tLEL1HuMd$8MuH|$t@HD$HPL`Ht.D4$L$DEL1H0I$IHu㋄$N#Lǃ LLH߉ H ٌ1UD E DED LH1H X#GIgu'$u$Hx H XVH1u STHx H UH1zDxff*xf.%QYX  H HD>DDcPD$ $EtD[$EtD$ $DL$ EH bLH1P#D$ Dh_EL5%fD1H FLHߺR#ArKAi= wLQ#LH1VL|$PLt$h>L|$PLt$hgff.@EHLL#H߸I9uH wLH1# LH0yHt$8HSX HX[]A\A]A^A_^HD$4DLLPHHD$8PHD$8PHD$DPLL$DLD$@6H DLLHSDt$ DD$4HߋHD|$0HD$8D+T$$DD$L$T$yD DHH  ADT$+ DL$yDD$LHAPL$ QT$$H @R#AWAVAUUDT$HARDL$HDxA1GH@HHt$8HL$H1HHT$@,#LHL$HD$@H AtrDLyLH1LH #@#ADKPELLLHE0x+jLH4EMLLHLMt3fDHx8t&HELHHD$聸HD$H@8HuMt4INIFHt'ELHHD$KHD$HHHuEMLLHgLLLH1LH /r#@ELLLHD#mfDu>ELLLHߒf.EMLLHJLEMLLHFnLH1#H rH-$cHLH #HLH ##LHH s1wfiuPEMLLHߺEMLLHߺEMLLH&fAUATUHSHH v1ADE}D,EH,Lff.@H E1E1Hp HH~L9u1HjD(Et DEtbDt+ ~0"Hx 1HݴH H uD9u[H[]A\A]h f/w t,"Hx 1H}fHp H)]@H HtHx HH <A1qHH1[1]A\A]&fDHx H\@Hx HaHHx HcyxHHx A AHH ;HPRhP P1jxj0H0USHHH sH߉^HH Hs9uH[]H HsHx HH ;A>1IHH1[1Ҿ]fAWAVAUATUSH8Ht$T$uH8[]A\A]A^A_fDH ILIDLd$(Ӥ1I9IuPHELLHD$rLtzsHD$(A A 9ChtChHLLdHCPHuEI9LD$(T$ALHt$1aLL&zH8[]A\A]A^A_HHLpHtA 9AhtdAhAt~ArHAPHt;Hff.f.BrHHHuf.IIHuI9/H\$H!A AHqH $Ht1L H $uf.HLLcIIHyDAYHLL{cfAr듐AWIAVAUATUSHH|$t$H|$H`tHx H 91Hc|$H~HHD$HhHvHD$(D$1HD$MD$)L,ff.@M'EnHIBDb tIGIDB uHt$LM谀L|$(M9HCL9uIIDB tIGIDB uHt$LcL9|$(t6H\$M1H V9Hx H11ҾHFD$H[]A\A]A^A_HD$H|$0Hh eIHtzD$Hx H1H 711ҾHս;Hx HHH t81H11Ҿ蟽HhMH\$DL$A1H 8Hx H11ҾHXD$ff.AWAVAUIATUSHH`HD$HHcH,IhIHH|$?1Ld$@LA߃~9|^HD$IAF8u2AA9D)1LH H[]A\A]A^A_DHxH|$xuIx AL1M`H s8AuIx H "L1S11ҾLMh fDHx H 7O11ҾL׻AAWAVAUATUHSH_PHt$hHT$XHL$HDŽ$D$$tD1ED$$DU0E1E1HHD$pL$E`D$d1D$`L|$H|$Hh kH$HHA?begi?BEGI D$dD?H<$Et=IH<$H0IV tMfDHWff.ff.fDH$HHHRHF u8tAH$o|H$HI4$F xuHH|$pDl$`H|$pHHh L$H$HHDAEt AA?begiA?BEGIu뇐{uV~QDH$E}0HA1An6D$dAD$TH$A f.ANYAn<1N*HIHDPL$HLzH$I$AHDB tHGHH$HHDJ uLrzAE1SHh\$TD$ DD$ 1LHHx H 5411ҾHD$T= T$$D$ }0DžHt$XL$THD$hD}$EC6D E HDŽ$HD$xHD$t$ 9L‰8 HcUH0 HD$HD$h8HD$X8HcH(H$HH H$Hd H0 V DEtH@ < HD$@DT$$EtODM$EtFHD$XH$D$THH4ƍBHt$@tHH)H HDsH HjH ǃ H;HA8Hu -@HHP8AhHHuD SH ǃ HHHu @HHA$HHufDHbfH*H( HrfH*LHL$LH\^ L$=  AL$D  HAAf(D EYD< + \ + D+ D+ MtED$lHAWQH 1'RAVAUASARPWHVHx APD$pAL$h+L$hfnHH`fn fn  fnfbfbfl ' Lt$LMLI]H4fH*H( HfH*ȃ@LLHHL$\D ^jD+D$DHuXHtHcHȋLBȅuHuXHD$)4HU8D$HuD Hx EOHH _11ҾHH H H9H1[]A\A]A^A_fDHuXH3Hm8H AjH@H Hh0H}Xp/HI.H[]A\A]A^A_DHDHlA.HH|H}X@H E1HDHE8HH9 HuXHtHEDHm8AHu@HAAH}Xt HuXHm2HHHH HPH m@I.HDH[]A\A]A^A_;uI.H}XH[]A\A]A^A_ .HyH ff.@AWAVAUIATIUSHH(D O,EVLt$HAHD$LPLL$ BAYAZHŋD$0EqxKPD$T$~fWf/,tlff.f/h D0 E}H5=HtXfW f/D|$EDKPEe~ղL$fWf/tuD$f/x D LHLH H([]A\A]A^A_ÐfW `f/VD$H}XH4HEHuXLHL$D$f/y3L$DxMESD$f/vzf/nHE1AHD$PHD$ PLt$0AVKFH HHuXLH2DxD$E#f/CEE1 DmqLHߋmlyHx AVHAAAAH 1AU AZA[H([]A\A]A^A_EMlD}lLHDL$HHHx AWA1DL$H 譔E1E1HLH5#;HHǃ Hǃ Hǃ H11Ҿ0_AXsEH H9tEq@qtH H AfDmlLH5Hx HAAH 1ғMDttXfWf/[1fD f/h v.0 t$uff.tXfWf/\@LHDmlL$L$HHx AEH f(諒fDHHuHHJH [MqRH5H@AWIAVAUATIUHSHHDE~Hx H 1!L=ALJ HD$0HL@IcxH tnH)HfHnfHnډfHnHflflHHff.ff.foHfHH9u؃tHMHI(LFMtEID$Il$Ht6DHpL\HT$0HHHDHEHuIwhLSx+AW9tA 9tHT$0HHDIwxHtEEKAO,*A 2w~}A^tbAYGAAx A+x=ZI A0HD$8A HD$_|$(f(YL$HH}8toff.ALD$$1ۙpd.Ht$0HEXH%HEXHD$Ht$L_)Ht$0LEHm8Ht H}8L$$uAW,uAMALJ Ht$0HtLLHn:Aą~91ff.HtI HLHD$0HcHlA9uALJ AHt$0LAALJAAHH[]A\A]A^A_fDHEHHf.LLn9AąHEXH$E1HD$QHL$HLLA5$D$8d$f/v3HT$0Hc˃LlAIcLlE9tZMuHT$0fDA H<$f/D$(v]H$Ht$Lt+t$8L,$HT$0t$(DH$HHt$L>+|$(}fDHt$LL+HT$0KfDL,$HT$0D$(1@ALHT$0HHD@IAtfDI L1HH[]A\A]A^A_ff.AWEAVIAUATIUHSHH8HD$(D$~bD fHtDMlLHD$D $Hx AUAWD$AHDL$H ?ZA]Xǃ MA$ID$ AEqD$ f/x Mu I9h Yf/f/(x ǃ w DMlE}lLHD< D$D $Hx AT AWD$AHDL$H $oHE1E1LH5#HzXZtH8[]A\A]A^A_fD$ AmlLH$F$AHHx AH ۊH8[]A\A]A^A_@tI}`G)HHt?HL$(LHH D$ f/D$(wIu`LHK(,fDIu`LH'DMlE}lLHD $aHHHx AWA1DL$H E1E1LHH5l0HHǃ Hǃ Hǃ Zy11ҾHyA_XwE/HDKPE1HD$ HLHPHD$,PHD$8P:H IDKPD$(E DEtD$ &XfW f/LH$Aml HHHx AWAH D$A誈Y^8IUHHuIf(ff/D$ d@HL$ HHLHD$ AHPLL$,@2AZA[I@Iu@HDelE}lf(E9WL9P Hl$  $XYf/LH HEHHx AWAfHnL$H 葇Y^ LLHǃ ! ǃ H8[]A\A]A^A_fLH~ HHEHx AWAfHnL$H _AXpfW f/ǃ D; D Iu@H $'D$ EelLHߋmlD$ HAHHx ATA L$D$H A[]DD$ LH $D$4 HEHHx AWAL$D$H 輅1HHzAYE}lAZDel $$D$ LHD$  $EHHx D$AH V G1HHDelE}l $xLH$AmlO HHHx AWD$AAH ݄XZfDAWAVIAUIATIUSHH(H  ŸY`f/~ 'HD$^HT$LHD$cH Ht&Hn8Hu @HHHE8HHuIl$HHILHA[U1HD$ulLLDHHZH([]A\A]A^A_HZHH8HH(1[]A\A]A^A_1LHANrD HeHD$D$AWMAVIAUIATUSHHI D $$ Eu 1 LH~ffD Hŋ f+ *xD+$ *A*Yf* ^\ȅ $HHHv $f(f(fY $ffX~GDu LHAHEHHx AVAL$H < f(ˁXZHH[]A\A]A^A_LLHH $Q1fD$HHL$TL$%ANr1ff.fAWAVAUIATUHSHt$ [EEtA fA/E*M EE1M[LLHHH{8IwXHtL+EA) IGXHIw`HtAAAtM8MAGqIXoI`df.I H{8hIx L1H F 11ҾLy5HpL`HIHLIIt$Hu$fL*IW`D$HD$M8AM&I L*AąA`I HtlHXLxHt_L$ HsHt7C( u1I HI; |A1LK( IIHu@EE~,HIx 1EATDELH ? ~XZH[]A\A]A^A_fHrLbHDT$ Eu5DE 1HLIxIt$HufHLIIt$HufHsHt/C( u)I HI; LK( IIHuAEDH H H s Hx DJlD@l 1}pIx DC L1H w}1Ҿ1L6wI HsBfDIx DC L1H A /}1Ҿ1LvI Hs fDt$ E1ELI H  Ix @lAHP1|I _AXH]@AVAUAATIUHSHH@LJp D$H H7EtLHHE1E1HD$(1LHPHD$,PLl$HAU,HŋD$@D\$HLM$1aEI @erHm84x$HLH `AGPDl$Nf.1H HL`$`DD$1HH )a$Ly`t2ALAH HLb$1C`E 1HLE+ H c$`ELEuEH QHLe$1_TfD$E EED$Ff.H HL1N$_EuExADD$R$HLH y1R_qffɺv$HH nLA*pYyA*4 ^ _fDDD$ L$HLH 1^DEIH [H޺P$L1^&@I( HLfH*u$HL^yH xAj^Df({$HLH @^D$ A`AX^f/@yvNXfA/OvBAh f/ 1xv/|$HLH @]ADH-HL1H}$]AfDAH HLU$1|]DD$ T$HLH 81Y]HƒfHH H*XL΅EWp1ED$EAAAWp1D$AL(L AL%RL F$HLH \E 1HLH d$d\ELLE 1HLH ^$/\ELXALJ E1E11f+ff.AVAUATLcULSHED9 H H L ( JcD,H HDL"L M$ I4$D)@  $ H2-[L]A\A]A^ÐH H BE1[3[11ҾHTH D , 艃D ;H wLZIHt} }, HMHߋ4 H )D 1yQD QH UZH L[]A\A]A^fH LbZIHuH HA1H $JZ11ҾH TM@0 HMH )D 1QH cWHAUYH  ( D9L D)IcՉ DL)P H >0 HMH$ H D H )1RL RAUYYH H Hߺ1H 3Y11ҾHR D< H E HcIXIHH D8 D@ DL I$ L D< P!HcID)L AA E)D8 E9u( H 1DHH PSX11ҾHRL  H HE1H X11ҾHQff.fUHSHHNH D Ht H5Ud1VV Hc L H 11I1HtDHHuHH9uD@ A9t1H HA1H CW11ҾHP u7H[]H H ZH1VHc J1H HA1H[H ]VA@DH5c1UsUff.H7SH 9 }54 D )щ4 D H[UfD0 H HcL 0 LcH B L OM@ )ʉL L I [fD$ D( HEH A)AQF I1RQH sUH [DD, HH EA)AQF I1QH Rz2UH H[UDff.@UHSH, +4 H D HtDHHTHu HDž uKH H HDž HDžX H)` 1HH H[]H DTH 8TH ,Tf.HLJ HH HLJH)` 1HHtH HfDHAZHH0H BAVAUAATAUHcSH  D D HHH IH HtAMt$D( ODT HpE ~k1L-of.H E1HHtff.fHAHuH LLHߺA$D1HN9 HLHߺB$[H ]1A\A]eNffLHA*Ⱥ?$*X H ^0N@$LHH 1NfHHH֋D , +4 L $ ( +0 AH A8 HD$f.f.f.f.f.f.HHH@9J@tff/Dff.fHHJ@;H@tft@f/Bv"ff/DDfHHR$9Q$rAWAVAUIATUSHHH~PfqLFHHHoHWE1HHHH`qHBHuMtKI@IpHt>ff.HPH9HJq@HFHuHAHoHL*Aƅ'DD$ HCHD|$ E1IH$IGPAIcHlE9HtEq@uL3Iw@DE1AxLHGAWqDHEq9LHHs SHK` ЈCAGst |$ tCH4$HLAHuHHLwA A9 I LD|$ EtH{PHuH[]A\A]A^A_fDHHAHM)o@H@HHq@HFH'@fHLfDElHDCIx H LPEOl1JXZ@MJI@IpE1H1fDMHLD$ Aƅff.@AWIAVAAUIATUSHHnA1HcIlA9D9u@uAHE8EHtxHE0HtHHE(HtP Hu HtF HuAHtDNlHuAHtDFlHIx AVWLQH R PHH0LLAHcIlA9-H[]A\A]A^A_f.AWAVAAUIATUHSHH(DNsEzsA@t L L MMf(f)$AErt\EruVAHHHx AVEMlH DElG11ɾHAXZff.HHf($fHhILhDp@@ @0AF L=dA y}sHA}s=Iu@H}@MsH AMsLHA|$@ F~sH HIT$HHx H HDJlIT$DBlP AWAD$@P1FH "D u zsbH([]A\A]A^A_@H1L$Hx H $XF11ҾH@L$$HH&ff($$HhILh@@@ @0L=dc H LHGA|$@ )H HIT$HA $AD$Hx H HDJlIT$DBlP AWAD$@PaEH HDFl 1Hx j H EEY^DHx EMlH1DElH DLHHxDHbL_AX\$ f/ Xl$($$sA< l$HIx f(f(úLPT$H 9EL$lDEld$=d$l$ =WY^^f/wlAVPuEAF LHLHH[]A\A]A^A_f.%xWSIx H L16=Ix H NL1=rfAUATIUSHL LLL詝A$ A$ AEhff.DIIE8HtdIUPHtHZHjHtA$ fD9ChHLHXHL-A$ ChH]HuIE8HuI$ 1H-HuDNA$ 9Cht4I$x 1HLDCl<HC8HHtGHH{8uHu5H[]A\A]H]HH7IE8HeHHHL1[]A\A]f5fDHAVAUATUHjSHZHIIL5I9tH]HHteHSHCL9u{@HtHlDJl1HIx WLQED$lL;HSHKL茗H]XZHu[]A\A]A^ff.@AVAUATIUSH Ht>H~t7I$x LAH #1|:11ҾL;4M$ L5Muuff.f.IIE8HtTIUHHtHZHjHtff.ff.CH]HHuIE8HuM$ L5MuMm8MAEqt~IEHHtHXHhHtCuH]HHtCtDCEMlLI$x L1HW9HLL3H]HuMm8M{[]A\A]A^DDCEMlLI$x L1H8HLL2H]HIE8HAWAVAUATUSHH(t$#L MDt$ED$@IIG8HIwP HtHFHHD$oAąDl$1Es@IWPHcLtA9hIO@LHLl AM$IuHL$` SD$Yf/rDǃ Et|$u f/sWH(1[]A\A]A^A_DL LMu` ujuL GfDHJPHIAq Br!HzHH@8Hu͋d VHx H NH16f.DT$Eu=H|$t5HD$H@@Ht'Hf. 9}$uMH(HHuIG8HzDEA|$5fDHuHL$LH߃`-QD$Yf/rDǃ Et f/d*HD$HEGlHHx H UDHlE P5XZ@ǃ DIlDBlHߺHx H ;1D5AE HENlHHx EGlH P5Y^q~)L DD$H1Hx H 4H([]A\A]A^A_Lt$1HD$DIH~fHNHGHHtCHPH@Huf.H9HtHHHtH9HuH9tHA@HDHAlH 0PGlLPDF1Ix 4HfAVIAUIATUSAErIuPHRH^LfHAH-$ff.I$IHCruCqA HHC@A HuuIE@Ht-Hff.ff.;J$uHHHuA$H L[L]LA\ A]fA^zf.HPH@Hzff.@HH$HBHuVIx DKlH1EElL2HLL$IuPLA;x[]A\A]A^DA~Ix EEl H [L]1A\A]A^%2DHx EEl 1H _2Ix DKlL1EElH "1f LL KL4A@Ix EElH Sf.AWAVAUATUHSHHCHHtHPH@HtHH(HBHuH HHLf3ADžE1L5)@H9AH IcLdE9ID$0IT$8H9ũIL$(HHAD$Hx DI IL$ DA KQRLR@ Pr0ID$0H H9tr`H DHAZZDHCHHxHpHCHHxH`HHH[]A\A]A^A_~;IT$8ff.fbwHH%kHFHHx H UDHlHC@lPDC1/XZ(~@ t fHV0HN8BBAA~HHF(DIH DB @ PHF Hx @ P1/Hf.AWAVAUIATIUHLSHH(H6HT$VAEHD$H([]A\A]A^A_HUHD$HD$DzlHUHpDh DrlUT$農H߉I$HpD` 訲HEHHx AWAH #AVT$RAUUD$8,.H0\AUMHATIULSHH(BrtArtIHtBrtXff.u\HL$LD$LHAMf/v(HD$PL$LeHD$XL$AEH([]A\A]Hv(HL$LH߃ %ff*xYD$f/wHD$D$nDD$fW"IL$PAWAVAUMATIUHSHHHHv@HL$HD$ 8 AHFE1HExTD9} I|$(AD9ID$PHLxLHMEHD$8HD$ff.AD$rtAGrtHT$ HtBrtYLD$HL$0LLHLL$MLL$D$(f/v%L$0HD$L|$ L$8AMEM9IMxL|$ 1MdHx 1HE1ED$lH m+1LHI%1Eff.HL$MLLH߉D$6D$EEGl H @Hx PHAVHD$AUEL$l*XZfDID$HHMLxH@H@M9t[AII}HL$H4$~u$9tEHcMtMuHD$PuE1HL[]A\A]A^A_@HD$P9uMt$1MuHD$PtDSL HL H MtzHHx HPH '1@%11ɾHXZ H HH  HH H [@MuHxFq tZSHHHH[@DCl1H|$Hx H $H|$HH[ff.@AWAVAUIATIUSHT$ +HID$8LHuHȀbr?HH8HHuMID$8ME1ff.ff.IH@8HAGr tIWPHtHZHjHuѐH]HHtcHiCr tH{PL_HfL 0=LHAAOrH]Huf.IG8HSED$ A.{Ix EL1H "AMKff.@:I Ht|HXHhHumff.H]HHtT{@uHCxrHSHpPL߿H[Cq tAHLHH]HuH[]A\A]A^A_AOr@vfDHs@I@[AfHL ;LAZAOrIG8@AD$q t)LLLID$8AHIID$8HAT$r@ufDHsHxPHCHSIx LH DHl1DBl,!HKHSL}fHx ED$lA1H  Ix HE1[L]A\H A]A^A_ Ix DClL1H  6Ix H L1 p ED$lL1Ix H I Ix DKlL1EGlH   1DxAAWEZEAVAUATAUSHH8HF@q uf@pu/AtHCADH8[]A\A]A^A_fH@HHtHhLhHtMcDImIHtH9tHHEHJH9HuJLJ9LuAt)EG HqI9tHH4H94tA9uHL$(HT$ HH<$D\$H<$D$(D\$Iƒ~HD$DH H HD$ D\$Hx D@ HE@lPHE@lPHC@lPHC@lPEPCPH|$0D$8D\$LLT$@H0D$H<$Ht$ IIع LD\$H<$MD\$KH<$fDff.@AWAVAUATUSHHDxADD$(G8IHvHHLVH|$LT$AŅDD$(LT$E1H|$A@EÉD$(LcIL$HIcLTE9tnIBL9Af@r!uE9~PIL$HD)fDf@r!uHUIJtJ9tt5A9tHcHlHEL9uHEfDHH[]A\A]A^A_ÐHrH9pu|$(tBEK ff.fLFM9tLLL9t9t$(xLHL$8HT$0D\$ LT$H|$LT$H|$D$8Ht$0HD$IBH;ED\$ ~pHD$D\$,HH DF Hx #DH AD$lPEPABLT$8PH|$0D$8Ht$PD\$LH LT$ D$H|$HT$Mй ID\$LT$H|$`LT$D\$H|$AJMIL$HifDIBIRH;U(~HL$RlD\$,DF Hx DI RH (@lPEPABLT$8PH|$0D$8<H Ht$0H|$D$LT$ D\$,%fAVAUIATUHS AEq CIEHHt5HPH@Ht( HpH@HNhHhHBHuIuPL5LfHu@ 9ChuWII\$HCqtHx DKl1LEElHDHLHv 9ChtCq H{PL<HsPH;xI}PHI\$H_f.IuPH;xp[]A\A]A^HDKl8H< Hx H PEEl1hY^Cq Mjf.HHH 3f 9Hx DClH1H >HDClH< Hx H PEMl1HLHMuXZfDHx EElH1D< H x1LH6~Hx EEl1H BODLLH 1f ]Hx EElH1[H %]A\A]A^ff.AWIAVAUATIUHSH|HL聜HLVxEp%  EpMt$ MM ALMv ~%Ix DMlL1DClH :I HLLHL<HCHA Hk KqHtH@HCPHtH@I9t McH}(t)Hu@LAx9fAH[]A\A]A^A_I HDIx D@lL1H qO11ҾLr fHx H 1eIx DMlL1ED$lH H s[]A\A]A^A_@A Hu(LeHE(AWIAVIAUATUSH( H^ H$DhD HHD;khtCqt HLDkhH9tH[ HuA IH $AA Ah H$E1HpPHtHHFHVHt;ff.ff.@D;hhA HHhHBHuLLL$bALL$nIi E1HtHH$D|$IHPHD$Lff.IWPHu?L9tM MufD|$AH([]A\A]A^A_fDHZHjHtLHD$ILI_A; Ht$HLAOHsPH $HL<A HSHChHIIHtiChA9tCq uH{PHϨA 9ChtH$HsPLIA۰Ht$HL˰A ChI^HuMHD$IHf.H9h~HHHQH9huH $HH>A^HLH{PHf.HBHHAHH $HHIx DClL1H g|Ix H(E1[E]LA\H yA]A^A_1Ix H +L1LL$kL1LL$Ix H LL$DfDAWAVAUATUHSHH8Ht$ HuHE1D$ Ht8HFHVHt+@LhI9D$ A9EhHHHuHYHD$D$,D$(Lp Mt6MMIuHHuGAEq t M}PML9l$t Mm MuH8[]A\A]A^A_@LvLfMf.L9H9tKH9tFHx EFH1H n|L1ҾH: I9tMD$ A9GhLHuHHI购Mt$MtTIFD$(IVL9tIInI9uL9 ttLHI萩L H萹Mt$MuIuHH1Hf.InIJ@IHLL9 uHǃ |HBHHHLhI9Lhf.MwLHaAM0HEHHl$IE1HD$ DL0ff.ff.HEPAIcL|D9D$ A9GhtAGq tLNHu@E1DA$xLIaDIEEq9tiAM@HD$LIEHt$ LIULIwHLLիA$ A9$ uM$ D$,AILHl$-AM HT$L땐DL$,DD$(H1Hx H8H "[]A\A]A^A_ Hx H H1 Hx H 31 f.AWAVAUIATIUSHH( LHDxE|$h"HHD$IE@HPHD$HHD$谪HD$HLpHhMu8HȴIvLHyIFHxt^LuHMIvAN(HtHVHFHtD9zhtHHHtD9zhuH@HHHu@~1AD$lHEF HHx H PEMl1a XZI|$@LH^AN(LHH 觩LuM=f.Ht$H:H([]A\A]A^A_Hx H R1 ]fHx EElH1EL$lH  H([]A\A]A^A_ff.AVAUATIUHSHHF@HR@LUPLhHxHJHCPHrMrL@I9LHI9teMrEU H9TD9Q LjH9eML@IvPHHLHLpA$[]A\A]A^w 9q fHnfHnIflB7DD_ D9^ sNILjH9u2MDfInfHnflBSqMȉуу ʈSqMNfHnfHnIflBSqMуу ʈSqHzI@ClENlLEE I$x H 6PElP1 XZ[]A\A]A^D9V +fHnfInflBtMeAWAVAUIATIUHSH IT$P Ht#HJHRHtfDHBhHQHuI}PHt|H_LHtoMt$P:I9t HLH荦HsPLLH{IIHt0 9ChuCq u^H{PL9otDLII_HuI}PLI|$PHL[]A\A]A^A_L؝vGHH輻f.DJlHx 1EElH NfHx DClH1H ff.fAVAUIATIUSHIUHHtJHrHjHBHu7fDHHuHEHt!H9^tH9^uL,HuHEHuHCHHtFHPHhHt9MuH#bLjLLH٤HUHtH9ZuڀbLj[]A\A]A^DJlHx 1DClH 'fAWAVAUATIUHSHHHF@LhM|$@MwAD$qE1M9tIt$@L1H AHE@H LpLxMED$!HLHHϰM7IMI~M9u|$uHwIFHxu̓~2AD$lHEF HHx H PDMl1_AXI|$@LIAN(LHH 2MwMfD~&Hx DElH1EL$lH [ HID$P Ht(HPH@Htff.HHhHBHuHEHHLpHHHPHL$MufIt$PLHpIwPLHH^ AGhI9nAfMfHT$L2HBHD$MwM~I9t~M9AGr It$HLH A9Gh]AGq IPH9o4H茙I9nhAfMfc@M~M9~LHHT$I|$PHFHT$0@IPHlJDElEOlHAD$lHx H P1APLHHD`Y^DIGPHEOlHEFHx H H9hP A9GhPAD$lP1IH H[]A\A]A^A_@LXIwPLHHvHNHH|HPHpHt0ff.ff.fHb(HVHuHt`HQfDH HHtEHqH9L9uHHt+HJHRHtff.fHJ( HQHuHtH @AE(tL(HMuE1aLLHCAAD$qAE(TLH߉D$zLH_cDL$5ff.fHx DEl1HH DL$HE@DL$HLpLxMfL9aLH舴AD$lHEM HHx H PDEl1XZH[]A\A]A^A_ËBlHEE Hx H HPDMl1A[A^f.IMff.AF(t9M7IMuID$@E1LpM9H5fLHILHaMwMuIT$@HLrLzMtAF(tM7IM]AF(uLHDL$IwLH\aMwDL$Mu$fAD$lHEE HHx H PDMl1AYAZgHx EGlH1H _f.ATIUHSH~,AlHHx H PDJl1DE XZI|$@H M(HHH []A\PAVIAUIATUHSjH H2H@Hx HH p< PENl1EElL 11H5 E1HIE@Y^HHXL`Hu$HLLH蟨I$IHtrH{ 9C$uLKHCHxuуI~@HIK(HHH 6I\$Huff.L Mt>[HE1]1A\1A]H5)A^&fDIE@HtHXL`HD[]A\A]A^DDJlHx 1EElH 36oAFlHDC HHx H PEMl1XZff.AWIAVAUATIUHSH(I7HAHAID+xAvt$ HXeHD$MMt$Ml$MLd$ DLLHI֙MuMtmHHtAN r 9r9s(fDHLH衙HHtr AN 9rAF 9B rLHIHrMuMufHLd$HtHLHAHHuHt$HܦL$ 94LH9HD$HI)H([]A\A]A^A_f.Hx H1H c11ҾH"AVAUATIUSHHHNHAHu%ff.@Bq HHHuHAHQHHp@HHR@HIZHHHt$yH|$L̐It$HtYHʥAŅ~JLt$u&9fHP@LHYHD$Hxt6ID$HcHDD9uɃPHD$H[]A\A]A^fDLHH1[]A\A]A^HhH*Ht$Al$ HA麿 HHx A1H vfDAWAVIAUIATIUHSH(Bq HB@HHPHXHE1 9B$B$LHHAƖHSHuҋ AvhEt H([]A\A]A^A_HBH HEHXHHH4xE1D$HHD$HHHtHCL9ts9phuH;HWL9HD$|$HD~]LWAU A9R r;P rM9t I9BH[ HHHHCf.I9t|$XL9oNfDH_Ht 9B$t4B$HLHHL$AaHSHL$HukfDHHHu AvhH([]A\A]A^A_f. AFhH([]A\A]A^A_@AFqEHHx H zPAFlPEM 1KXZH([]A\A]A^A_LHL$譑HL$H;HWff.@AUIATIUHSH 袢A$ LMA$ HD$DGE$ {MIQIYHHHff.ff.@HDFhHqHuA$ }$Mt1IMIuHt$fHy$HNHuMtAIQIYHt4Ll$"LHLHNHSHtH;uHD$A$7H[]A\A]@A$ }$MtIMIuHoD] LHʠI$x LH AA1 HD$H[]A\A]fDAWIAVAUATUHSHHH`HFHL$LD$HVHD$ HD$(,$t$@q Bq HR@Hp@HfTHHHD$0H|$0;xeL Ht$0H‹x9$XD$YHT$0D$HLjLbMMcL%ff.xIwI}TfInf/$IL|$(Ll$ MnMvfI~DJlD@lH1Hx H HUHMH߾vPHUHEfHt$0HӞHUHHHx H ڷDJlHUDBlP 1HMHUH߾ P^_DM.IML$$fInf/t$HT$0HLjLrMu5ff.ff.DM.IMhHT$0HtLbLzMu%ff.ff.M'IMtAD$ A9E s鋓xIuI|$R$$f/vLd$(Ll$ $fHHL$(HT$ Hz$L9|$ HD$<$Ht$0H8HD$ HHL$H~nHUHpHDh DzlHUDrl1vH߉HD$(HpD` vE HHx AWAH DAVAUUD$ H HD$(HH[]A\A]A^A_4$f/t$,HT$0HLbLzM HD$8HD$(@Ht$HIM|$MHT$0LHHD$8HtLhLpMtfxIwI}-Q $f/v"ILl$ L|$(Mn$MuyM.IMugf(X5 4$;fDHD$(L|$(HD$ !@HEHHHx H BDHlHED@l< P10HMHUH߾LHD$0ZY' f/D$$AWAVAUIATUSHHxHT$(D$0~8n HvsALIx D$0AH HD$(A}L1A`I 1AAx l$8A t$@|$HT$Pl$XI H.LgLwM=9 HD$hHD$E1HD$ Hl$`HD$|$9D\$f/vHL$`HD$MD$HL$ M&IMAD$@t]IT$AHtDJlIT$AHtDBlHIx LPH ״1H11ɾLXZLD$HHLLD$hH9@ PYL$f/(IHD$`M^,MfH\$HD$ D$M+MT$0t$f/D$@L$8XXD$Hf(D$P_L$XfW o __^f/5[f(IG@suIWBsdAKf.I 1‚HHt+f.LH蓖I 藂HHuHx[]A\A]A^A_fDHD$H9IIGLHx@'LIGHx@A9b~=IGIx LH oDHlIGD@lHD$ @ PAF P1FY^D$LE1E1HT$ Ht$謨I $A|HCI IP HD$(H\$ IWL1Ix H òDK RlH\$DC R@lPL$A[I [D$YLHD$ Hsk D` D$oHLAIx ATAD$H ,_AXHD$ LIx H xDH HD$D@ IG@lPIG@lP1XZH\$ RlLf(Ix H 1DK H\$DC R@lPD$AYI AZff.@Ht{ATIUHnSH^Ht*ff.ff.C(tH]HHu[]A\HLHoHLKH]Hu[]A\ff.@AWAVAUATUSHH HBL~I֔Ņ,A1L%m\$ff.@IG IW(HOH&DH(AIW(B(AGT$Cf/v D$A݉I HcL|9EL$IcA^`f/ H\DLHH[]A\A]A^A_A~gIW8AHtDRIW0HtJIW(D@ ALIx ARAQB(H ²PB P1[H A@ I LHHLLȑIGHHlAAHtDJ AHIx 1LQLIWL1ɾ_IG AXMIW0IO8BBAAA4IG(DILH ΘDBIx @ PIG @ P1KY^@IWHtJlD@ A0HDJ AHC({@ Ix P HC @ LS0HK8MZDIEBL;YRH 3LPD$XZHK01L]I 1fAAjf.D$AALH R@+fMRL;QORH ʰLPABlPAClPD$(H >ff.AWAVAUIATUHSHHLvAFq tL~AGq Ix H 1L1HKHSL BLsL{AFsu LMIIFPIPLL`Hc؃tAIG@HDHEHL[]A\A]A^A_f.AFsuAGsu^DIPHc؃uIx ENlL1EGlH ^LLLJAlDFq AUIATIUSH!IM@I}HHHAHQHt,ff.ff.DH`(HBHuHHGHwHu%}ff.ff.HHHtQHHtHPH@Htff.ff.fHH(HBHuHHHuHHA1ff.C(tZHHH@HuH[]A\A]fDHx EEl1H :IM@I}HHWA$@I}@HyH{L?xHsLtrA$9H]HtHGHwHH1[]A\A]EMlDC LI$x H ԰11ÀK(I$ HLA$HA$jDC H CL1I$x ,CHt ffDff.@AVAUIATIUHSH>HH|AƅIuDH臅IEHzHPH@1Hu"dfK 9H rPHHHtAH9u䃅AELHگ1[]A\A]A^A)HLH蕁DAeAHƨtAoEfAE[]A\A]A^C HHHx H kPEM1ED$ L1HY^fC HHHx H PEL$ 1EErXLZH1fDLH譫1fHx EEH1H i f.AWAVAUAATIUHSHH(Hv(D$HHL$LH|uL$f/DfWE1It$(f/AE1H7HL$HH)uD$f/!EfW @f/EcEu8Ct1IT$HuHp D$D$ff.fL$f(HL⃃XH_L$f(>< HHHx H %PT$L$(D$ EL$lDEljZYIt$(E1AHLH>ID$(HEu DSEE%T$PL$f/8f(¹LHHaDE4AH(D[]A\A]A^A_E_DEt D EtEu DkEL$fLHHf(f(fWNfTfUf(fVf(fW-fTfUfV]L$荔0Hx T$1H OL$DElH߸D$EL$lHLH-DE< HHߺ$Hx H PT$L$(D$ DElEL$lW_AXE*D[EIT$HuH聝 D$D$fIT$HuHO D$D$HȟHE(H@IT$HuH D$D$ff.@AWAVIAUATUHSHIFPHHXL`HtuL=>0@fCr uHsPHDA9xYI$IHtR#H\$LHLs"RH ZLHc[ALLQLǠAMIoM_HL$$Lt$ML|$MAAxME1DHULI H*HcDH9tH1A9tHDHuHcHlI.IHuELt$ML|$H|$HT$8Lt$LL|$(HT$ ff.@HD$HD$HXH1HHHD$8HLpHpHt$MM@IIE1xDHL H5AfIcIDHtcI9t!HHI?H $<AE9uIEHt+E1H|$HHRH@HFwHD$HD$LxMHIHt$8L|$(HLWAI LC>HHH[]A\A]A^A_ÐHt$ H\WHPH@Ht1ff.ff.@@(t2H@$HBHuHUHHHHtfDHHHuHt$LHNH)HHGHIAAP01HHx H ]D@ 1赣H|$HD$HhH@IHt1HlLD@ Ix 1HٺLIlIFHuM IGMwH/LLMHt+D@Ix 1HٺLIID$HuIx H KL1Ao1/Ht$LMAAA9AH$Ix L1E< H ~D@ 1H$Ix L1H 3~D@ 1SIx 1LH EJ1HD$HH@H\LL,MHt$LMDE LIx SH }PHD$DH 1ѡZYMgIx H IL1褡YH|$MHD$HPH@HLHH1@ATIUSHHLHH$HHtd1LHAH$LHHHD$jHHt XE1E1HHL$LHBHt$HSHHSHH[]A\fDHx ED$ H U}1 虠O@AWAVIAUIATUfH~SHH(HvKIvHA|K AU AċAN DGD 9t:9t6EM(D AuD$1AF(tx AF(HAѸHD fHnźHx ATQH |AWEM(AF(H AphD$EEIEHL`LxMuDM'IMAD$q tI|$@L9u ZAF HED$lHHx H 4}PEM 1Y^AD$q tLHRM'IMqLHHD$Ht2|$t+HPHhHtfHx HHVHUHuIEHHHLxHIFHD$ff.IIHAq uHLHH $HAH$Ht$HSH $HA@Ht1HhL`Ht$ff.fE(I,$IHuH H9 uHHH $I"H4$HVH $IqIOHQHL$E1E1LLHAE($<Ht$HPH([]A\A]A^A_AN AU Hx AH߃APA1QH ]zAYAZH([]A\A]A^A_DHHH $Ie"HHJIl$H $HH H9 dLLLHwLIvHHRIT$@H LbHBMAD$(tL HMAD$(uLHH$!LHH$L HMuf.ED$lHߺ1Hx H [QޛLHOfDAD$q WMvMtqInMfHtaE1L|$I,$IHtEEquIuLHH$1$L$f/_LGf(E1&$~HIuEflHAm LHHHx ATD$A0AH yښXZIuE11LH AM( cf.Hx ATH PxHAWEE 1EN 臚H11ҾF_AXff.AWAVAUATUHSHHRH HHZHRHt|IxIIDvAMcHHHtAHJH9;AhuH L;atN;duLLH37HSA HuEhH[]A\A]A^A_fDH:L9gHwAL$ 9N fHHHtHJH9t 9Ahu@HJf.H L9atL9atL;au+ff.LL6A ff.HHH=HJH9t9AhuHJHJf.McNDA;H >I9t M9u@LL6A LHT$2HT$tѐAWAVAUATIUHSHH(HvpCgxS HID$P Ht!HPH@Ht@HHhHBHuHEHHPH@HE1)ff.ff.HHHt$;HhuMHIHBHufDMO HL|$4CLLHHD$ H߃ AEh~oHt$AMlH߉L$ MBDM HuHAT$lADL$T$LHHx HߋL$A1QH mvAVT$ RDL$$זH IU@HIt$@+HHHD$+Ht$HNGHL$HHHT$IHtHL$MMHHHHt$H+ILH IH(L[]A\A]A^A_fDHx DE H1EL$lH Lu1LHH5<IE1蘅11ҾH跏E1fHELhM9?Lh6fDATIUHSH~0AHtDJlHx DElH1H ,QzH tXHHEH HHHEH Le MqHtH@HEPHtH@[]A\DH HtHx D@lH1H Q11ҾHzeDAWIAVMAUMATAUHSHHHH=$H|$D$A wHȱHHD$Eq]Cq[A AA tA AA94 \Mt4AE~A(AfWf/Mf/CI H9tD$D$H9AIx LALJH ntD$A< Pt$ATClPDMl1E ~H AD$~iMff.@AEAHIx !Lt$H WtATClPDMlAx E H AG uWMtR~ EAY`_Kf(_Af/TAEfWf/@H9t EqIx t$H u1ATLDElDKlfLHH_AXAxD@A A+ D9.AEq tA{HL@ECq tA,HL!EAsMtfAfA/x v Ax fA/ vA Af/CvCA AEf/v A CsUpCpHL%D9O‹Sp % HډCpAAxaA HHC@A Ht'HPH@Htf.HH$HBHu7HHL Hu@HS@L蹓HHL苈HHL譑Cq CsIAHLFHLCpHDHL%CpT$A t:A,HLHL膴HL[HLqHHHHL[]A\A]A^A_@D$D$AMY Ѫf(SCq6ApAf/XKsAA 9L@Eq6A`fA8cpDIx DKlL1DElH Us ˎfDIx DClL1H !D蟎f.Ix DElL1H Co_f.Hu@L)\$0l$ l$ AUf(f(\$0Af/DKlDElfWf(A`AXIx ^^t$LATH IpԍAYAZHHL]A)\$ f(LIx _кH mAA< Pf(t$ATClPDMlE TH AD$D$AG f(\$ 6{E8Eu@Ix t$H l1ATRLDKlDElLHHn^_CqWcpKfDHu@L7Ax9L$HHLsCsCq?AfE1E1HHH565L{mIx 1LH p#D$ALIx 1SLH oAx~)AuIx H oL1豋11ҾLolf.HHLDHC@HLhLpMAE(tM.IMAE(uLLILLMnMu@fWfA/EArt$LATH vlA[XfCs7(AWAAVAUIATAUHSHHHJ0 9Equ HLILT$0L|$ HHMHT$LL$]HL$(LHHT$LD$8I\T$L$L$f/s(/AEq$\$ fWf/x f/D$0 f/ X v 6fD$HDLjMMHHnXZtPA$;AA_xhf/pXxvpHH[]A\A]A^A_Yf/f.D$(f(ILL$D$ D$8D$0# DMlHx ATDBAElHߺ H mP19_AXHDJlDFl1Hx QH l LHHAYAZsDp ` f/h Xp h fH8f/@XH@f.0 f/(X0e(Xf.DMlEElf(HߺLT$Hx H l$$LT$ff.AWAVAUATIUHSHHh0 9*6L|$PLt$@HHHT$0MLsYHL$HLHHT$8LD$XIVYE A|$t$0IY`DD$8__f/v fD/fD/w#D$HfA(MLD$@D$XD$P4$HLMjMHHt$f/XXZvHh[]A\A]A^A_ AD$lHDBHHx H 7k PDMl1>Y^Hu@HL$(HT$ H|$DD$4$HD$ |$d$Xf(\$HEL$lf/L$PDElD$@Hx 4$LT$DD$vzf(f(Hf(H j蕄4$LT$DD$LHHLT$DD$4$LT$4$DD$)f.H IkH߸LT$DD$4$LT$4$DD$|AWAVAUATUSHHH~,H .Hx /HAH k1躃 HE1i/HD$8HD$8H$H HD$ff.@H $HHHnHHLvDn@,Equɋ0es?; u A tlHuPH0.~!Hx DElH1H kׂ1HH HE@H}A4@LHIHH4$HHS8L9~2AFlHEMlHDElHx H jP1CAZA[HE1E1 jLHHALAXAY9xL|$0Lt$(HHHT$ MLD$TIHDLMjMHHXZD$ f/XH4$H$4HHD[]A\A]A^A_fLhLpMrL=`jfDM.IMSI}HDIEHxuك~!Hx DMlL1EE HȀAM(Ht$LH#두AMtENlHx DElH1H h耀HHL H4$1H/6f.@lHDElHLT$ Hx H iPD$0DL$$^_LT$8AWAVIAUIATUSHHHLHueff.f.HHS8HtDCp%=uHfH VL7HS8Huff.fL-HD$8I; tPHLo*I L^*LAIx A1H h11ҾLxA L*Ht$8LI /HD$8HiHXHhE1HuDd$ Lt$M{@LkAEqA0A; uAAA Ld$0L|$(LLHT$ ML?QEIE\HK@LLjMMLOAD$Y^t=D$ AAfA/XAvADH]HHHD$8MDd$ Lt$HtaHpHXHtTI fHLH'HsHt/HF@quHF@quHLHHHsHuLHt$8 0L2EtAA~#Ix AELH g1|HH[]A\A]A^A_fHD$DHlHLA< EElH fIx PD$0|AXAYL\$WHx H s%1v|Ht$8LE10/LX-LHt$8/L;fDAWAVAUIATUSHh0Ht$(; myL~*I HD$XH9tKL&Ht$XL&LAIx A1H f{11ҾLbuA LC'Ht$XLI ,HT$XHLzLrMD$$1D$ LD${@GA0A; uAAA HsL2HsLH#IĸL9I|$PHELL$@L|$8LHMLLLL$@HL$HHLLD$PL$m@LHLf(D$$p:L$f/ $LL$zHAD$rtEr}DHK@MLjLIL_AXErAXD$ AD$$IIHDd$ HT$XD$A Ht,t&I Huyff.LHD$$EtHD$(AHh[]A\A]A^A_fDHsPLSr$A;xHC8HtHHC8HtSr tErt:AD$ru2A`HAXYf/$jf.D$HL $ID$8D$PD$@8$AAfA/XAFA8D$fDHCIx LH fcDHlHCD@lAD$lPElP1wLHLfAYAZDA`AXYf/dHIx LD$,H cPDL$01DD$,XwXZHh[]A\A]A^A_HLI IwHDf HH ɐLy.AIx DClL1ExH b;vfDHt$XL{)Hh[]A\A]A^A_@ Ix H OaL1 `veff.AWIAVAUATUSHt$ FI I I HHR AHtDIlD@lHIx L1RH bu11ҾLoAXAYI AALJ` L%cI I I I fAEt@A~5I Ly Ix DL$ LD@H b 13uE1AFI^ LLIn(H$$HHLjA~I HLLIH\A0A; uAAA A~@AA ~5I LIx DL$ LD@H ua1ItI H L|*HDIl fHhH@HHaHHP@Ix DAl t9H@HLLHDHlR1$sHEZYHufD1HٺL~sHEHHu@ALJ` H[]A\A]A^A_fDHt7DIlHtR A3A#AHAR AAff.@AWAVAUATUSHxxH HE1D$ AE1H Hu-HC8HtWHHC8HtKSs tDEu߈SsHH襍tHH6>H.tAfL Mt&IW8HtAGs ulIIW8HuH Ht%HHtC( HHHu㋵HD[]A\A]A^A_AGsIG@HtHpHXLpHunfLH3LsHt6F(tLHHtHA/H3LsHuM8M)fC(x3HHHtHD$ HH Hx H ._51pHHx E1AUDL$HH O_bpZYmE1DAWAVAUAATAUSHHH~_H AHtDplH HH H߉ HAHx ATA1AVH _o^_D$0E1D$(D$4D$,D$8D$$Dd$fD Etx |$(H H,AHL$HtA EL$lDElHH ]Hx AVP1glLHH]A\D$$@HDElAAHHx AVH >\RAD$l PD$0kH HD$(D$$D$<DDd$HD$XDt$MID$ D$$D$HD$(HD$HD$f.IF8HAFrAVqE$EE$Et 1\$tE$EA$8 DT$$ESD$$LLHIFPH@A$ HLEIF8D$D$ Hu=ff.T$t AD$`KHh[]A\A]A^A_@IvPHugIH5L1EFl1I$x H PLYLt$IF8D$HuT$tt@LH^Ņ|$4E1T$0ff.Cqux IF@IcHL$LL|HIw@D$XA$f(fWdtf/r.f/E$Ecff/DIFPAIcH\D9gT$0IF8DI^(HIFPHL$ D$IF8Hx H N1WAFq I$x H QL1_Wf.EFlH -QL1I$x '.W1fDHx H N&1V%fLhLxMu3fDff/f.M/IMAEq t@uuHL$LHLA$0BD$XfA/$vA$`H5LXEMlEFlLI$x H QAQAPD$h%VAXAYLl$(Lt$D$Jf.Hx H K(1UD$0A$H5KL踸EMlEFlLI$x H PAQAPD$hU^_]fDLhD$ LxMf.A$`H5L8KlAW LD$XIwL$(T$D$QHDKlLL$0EFlI$x QT$ H MRPD$8TH H\$(Lt$D$A$H5+L蘷KlAW LD$XIwL$(T$D$HDKlLL$0EFlI$x QT$ H jLRPD$83TH [f.HL$(HT$L詰Hh[]A\A]A^A_f.E1MT$0Cq IF@IcHL$XLLdHIt$kL$XAfWof/ZH5+L{SlEL$ LD$XIt$fA/DL$HT$@D$8 HIx LT$HAH LRD$HDL$X SXZ1HھLLD$XfA/Abff/AH5AL讵KlAT$ LD$XIt$L$(T$D$HDKlLL$0EFlIx QT$ H JRPD$8HRH H\$(Lt$D$fIFPAIcH\D97T$0MLLIF(HD$0fDA$LH5XȴA$D$XE$< LKlAW IwDT$LL$HT$8D$@DKlEFlLDT$LI$x ARL$PQT$HH IRPD$`CQH uHIx LT$HAH JRD$HDL$XPY^A`H5LKlAT$ LD$XIt$L$(T$D$HDKlLL$0EFlIx QT$ H 9IRPD$8zPH -AH5LZAD$XE< LKlAT$ It$DT$LL$HT$8D$@VDKlEFlLDT$LIx ARL$PQT$HH GRPD$`OH ff.fAWAVAUATUHSHHXxT$HL$(D$4DElD E1E9eEhD A9 EqtD EpEp:%@=@H}EquMEr t=H AHtDHlHx DElH1H LANEs / MlHu@H|HMlHuHHHrMlHuXHHiMlHu`HHdMlHuPHH`iLU@MMzAE9ssEM'IMED$ AD$(tHx DMlH1H LME1M11H5rH=ED$ E9sAEHx DEl1H LHAMHuPHHu@HAHuHHAAEq xC<9t }s? HEPHD$HLxLpHD$ML%JNf.IGH5AGq@IAGqM~MuHEPHtNLpL`MtAL=TN@I~PH4 AFq@IAFqMt$MuHEHH L@LpM L%wMfAOI7LHIZAgM~MuHEHMH LxLpM L$fAOI7H xW9t@IWHHHx H rNDJlIWDBlP1KA\A]AL<$MgI9AL$q@H}PL$Equ6AD$qu.AGAAA~ Ds M>IMAG%Hx EOH1DElH bMA KL<$Hx ENl1HDElH LIJAfqID$Lt$Hm IHAI~P*DElENlLHx HAAPAQyJXZLt$DAGHEL$lHHx H :MAPDEl13JAZA[L<$fDHx EOl1LDElHIIAOq@IFL|$H IAIGHHx DElH1H ~JI1HHjCDMgL$HEPEq nH2LPHxM!HD$@LD$8HD$Dl$0Iff.fABq@Lu@HMb@L$xIM~pIVL$Lt$HHD$HHHt6fDI$Ht"H9J 9H rIWIHuHt$HHL$Ht$@OHE@L$HHD$@HHEHH[DL$EuHD$@H[Ht$HIMUM LD$8Dl$0DL$Eu {8^EHX[]A\A]A^A_fDHtLpLxMtL$HDIŐAFq tEs@uAFs@M7IMuLL$AHofDT$EE9DxAN9}s?vdE9 C7D}s?Hx AWEHATDElH kG1GY^HHx E1ATDElH FHߺAFAXAYff.E9xUx s<HuHHtHL$L~L$AUDt$4E1HDDIIAMc(ff.ISHHcL|A9AGuA9lISHADff.AD9?IcI?LLI1JDJ9DuHFH9GuL\$ L $L$LD$L $L\$  ISHLD$L$H AHtDHlHx DElH1H CA[EfDIgLHL$IIIL$cDLpLxMLl$ HMLM@L;HMIGH9L9uIHtL`LpMtIHff.AD$(tFIAD$(MfMuHLL;HMuff.@MHLl$ AElL$HED$ EOIH \HHx PElP1DHLH=AL$(Mf_AXML$LHLfIGHPH@H?ff.ff.fHH(HBHu f.HPH@Hff.@H`(HBHuf.EJlHx H1DElH FL$CL$D$0LT$LpLxML,$L%lGM$M7IMAF(u鋳uҋ< EF LHHx PAElPDMl1}BK`XZuME1LHH5HI111ҾH<MwMuff.L,$AElHEF HHx H FPDMl1AA^Xf.AL$lEG҃A?HAHx QMlQH DP1RAH L<$D@E1 HHx HPDEl1H _=ATAA_X@HL$HHE1H50HD$(HX[]A\A]A^A_@H1AHx H <@sHx DElA1H Q<@.LH+EPI~PHL`IDd$ZD ELIx QH EAFlPDEl1`@AZA[Lt$AA[H HMHx DElHH =A@H H EpHx DElH1H -<?1HHy9XIV@H}@L$ t$L$ HHx E1ATDElHH >T?HMPHx HHA[A\AHx DEl1HH ;A?EpHx DElH1H e<A>E9z pgApLLAAClHEGLL\$EIH WDIx P1k>L\$MXYISHSH9 tHt}DLJHuAWIAVAUIATUSH(H H9 bH9 u~THtE AMtEMlLBM9 H?LIx PH D1=XZMI HWD@lEuHx8t3Ix H CL1F=1ɾLI 7A M9 Me0A 1E1LD$LE1E1ADDHC8HHHHS8HKhA DCl9E; 5ChHC0H9tMHtPlAHtDNlHIx L1RH D[<LS0A[XIM9 WI I9 H9HA 1I9 A HC8H(Dt$ADd$M9 DH]I HD@ EuH8tu1LL\$Ix H ELT$;LT$E1LL\$M H5LLT$LL\$+11ҾL#5LT$L\$E1DA 1ME1HTGMM[@HtB HHٺLIx P1:ZHE1I9 YA H'HIHHEHM$A DE 9FE; 9U$HUL9i1I9 A HE DNlL<HIx >LPH e@1.:I Y^HAD$EAHtDHlIx DClL1H B9Dd$DIM LDMMAEuI HtH8+fEH([]A\A]A^A_A MMM9XMtAA L\$HLIx LT$P1RQE H rD9L\$0LT$(H Mt I I$EfILE1LLH5Qc(H(1[]A\A]A^A_fH0E1E1E1fHE DNlLeA E1MGI HHx8D$D$D@lIx L1EMlH OAA7M MDD$EOt$I HHx8ADADL$EuI HtHx8WI HH8D@ L1Ix H CL\$LT$37LT$L\$I ?DMMAHcDd$IDt$HtFlIx PEH =APLPBlP16I H MID$8MIM; AHDt$Dd$IMtAT$lHIx LRP1QE H =)6I H MqE1II9 vIAR@MtAQ L\$Ix ELLT$H @RAPR@ P15H LT$L\$DI HHx8D@lIx L1EMlH ?X5|$M I Ht3Hx8t,D@lIx L1EMlH ? 5M MAHL,DNlLwDNlLbDt$MHI Ht#LP8D$ME1E1E1I HE1E1E1E1ff.AWAVE1AUIATAUHSHHHvZDE D E9E$D A9r5Ett E(EH[]A\A]A^A_fDDE HHx HPH A131IE11H5 H#XZAEH[]A\A]A^A_Hx 1HH X@C3E$D A9xIE111H5H"DHx LEH1H ?A21fHuHHEHLxL`MHD$DI@HtXM<$IMuE1IE11H5H"HT$H1ɾH,DM EGlHHx H ?I2ID$L|$HtIAT@ATAUHS98 teH HtRHS8HtICp%=tR8 Hs(tUHtH H:HC(H[8HufD8 @[]A\HC(HHt󋕌 HHC(H[8]@Hx [EHH ;?]1A\ 1ff.AWAVAUATIUSHH8xpHD$(MLHMl$D$HcD$1AHD$HD$(HD$HT$E1LHI!IG@EAOqLHHAOqLHHt$LHHD$MlH9tE1@HD$(HD$H HupxLH?Hm8HtVH}8tOH LEPHtHJ8Ht1fHq8ITxHtHcHHH9uHq8HufDHt$HS~Hx H =H1\/H8[]A\A]A^A_DLHHAOqLH詐Ht$LHMlH9l$Anff.UHSHHH9 t+HH`HHHߺ []Zf.HLJ UHSHHF($<tAH9 |HHHsHHHH[0] uHx DC 1H < .11ҾH'H9 ufDHDž tAWIAVAUATUHSH(Hv@HAHD$AGq tbAvIG@H\$HHHPIG@HPAGq;HH1HIG@HHHPDIWHHD$E1HD$LjLHL;~HxHHZHBHu@H9t0HHHtjH9tHHJHRL;{uIHLH9uHt$HA:E9I9HIWHHL;~tHxHt1Hx EGlH1H ;Eq,HLH.&HD$H([]A\A]A^A_HHHx EOlH1EH ;,1LH%OE9t`DAWAVAUIATUSHH8FL T$LD$LL$AMHD$(HE1E1H$u0IW8HtwIIW8HtdAOruItAGqu܃uH $LHLAD$(f/EvEfA/EIW8MHuHD$D0A~gHD$ED8MtAl$lHL$H LIx AVAH S:AWUD$ DL$<*H H8L[]A\A]A^A_DEfA/Ew^IW8MHSIIW8HCAGruItAGquH $LHLAD$(f/EwIW8HD$H|$MD7AZD8AE1䃿;E8E1fAWAVIAUAATEMUSHH0H L|$$Ht$D$$AWAPE1QDAH fWaEf/wcH~BD$AMtE $HDEl HHx Pf(H 9)XZH(H[]A\A]A^A_H4$LL$ML1HD\$HŋD$D؉D$MtE $Et^Et_D\$ HE1HAWEDHATAVHt$ 1HŋD$,D$>@E1Lt$\$ff.IIE8HtPAErtIuHtLLypIE8u&AerT$D$f/]MGD$HuI$H uxH(@qIDŽ$H MI$H L9Ht`rM$H AOrA$Ht`rIDŽ$H A$A$`1I$H A$At$t~A$݅]1VfDD_pEt/tKHH H@qHLJH fDA$~I$H 1fDHH HY@qA$IDŽ$H K1H~c->E1l$HpHT$Lhnd$f/d$EM$H ME1A$I$x D$LH 3EGld#-A$1HpHT$LmP=f/D$nff.@AWAVIAUIATUSH(Hpu GdEE2E~tMCIM8L1HHHuff.fHFrHփ<HB8HuExNu=EE AfDDEfH([]A\A]A^A_AMH-03HtAD$rthEFtID$@IvxE@Ht5H#ff.ff.H;rHHHu1@8tAd$r@IHI8HuEE1IE8HA;D1Ld$T$ff.DIHI8Ht'AErtIuLLkIM8HuͅHAMrIx D$LH r2DEl f.fDEEIx E(AH麙LE1 IL$8Ad$rHEEAAudEEuXIH HtLBrtF~/DBlIx 1L=H 1 IH Abr1ff.A Ix EALH 11H([]A\A]A^A_I 1LwE~tMAE11@AH 0L1E\IL$8fAerL$D$IM8f/]IGD$Ex,uAAAAQAE1A\$lLIx H(LAAH b/[]1A\A]A^A_@H HUHS1HHP8a9Hu'ff.ff.fHHxXtf/_HGf(HJ8HHuD$HHHܢD$~IH AHtDHlHx DClH1H .0D$D$H HHP0HS0HtHZ8HX0H HS8H9 tI H H[]Hx DClHH[]H /&fDH H H HP0HS0Hlkff.AWAVAUIATUHSH(HFXHHXL`H7E1L|$ff.HLLHD$9D$L$f/_LGI$If(HuL$Mt%I}X1sIuX1H蕹D$AEAerH([]A\A]A^A_@A]lH1*Hx HH .AAٺ 1H([]A\A]A^A_UHH .S1HHHx HHH1[]BfHt#H DH9xtHHHuD1DAWIAVAUIATMUSHcH`XYY6HV@LD$xxA\$LLD$P螈AD$8~.A$Ix AEElLP1QH 9.Y^HcL$8E1ۋt$MA |5HD$0HL$ H$HD$XD$LD$HD$tD$pD$HD$@HD$(HD$hD$<HL$L$H$A ML$A\$`AHL$ AGhI H\HHD$Dd$8Cr A 9shHLC@IW@DH$ALPLL$ĉAYAZHc$HC@McIO@HDIJ9DCqHKPA2Gq$H|u9DClLIx H ;/ PD$@PAUAGlP1H LHھL`uI AD9~0IcH\HL|$Mt/A Dl$@HXE1HL|$MuL$L$MH$HD$(L Ht$(HHFPHcT$HHL$@HLHAPHcT$LHtHD$x(FrtArQA A H$HL$HLIA AHt$ ChI LdMHD$Dt$8ff.fAD$r A A9|$htwHHS@MD$@LH$APLL$L$(蒇A[Zt5Hc$IL$@Hs@HLHJ9LIL$PH|I AD9IcLdMQHCPJ|H\$H#Lcl$A Dl$D9t~DL$I H\$fDAD$<0L$EGlELIx RH y+ ClP11Hc$_AXL$IIGPJ|FH{]IBL$LHLH$L$H$LHLL$H$$t$<$AGrCreQt$Pf/WHD$(Ht@rt|$0f/|$AD$HDl$LI L|$@H\$(T$0IfL`E1MpHCPJ|DClIx AV D$@H *LPDL$(1H1ɾLqA[[H\$HH|$(u d$Xd$0D$0H[]A\A]A^A_@{qAt$q1@;$tlT$I Ld$@AIx DClPH ?)AD$l LPDL$(1Hc$Y^HHsPJ|ugH|$(H|$@L\$@LcD$LI{PMJDH\HD$xNd(AHD$@I mH\HD$xNd(AFDClIx RLAD$lH (PDL$(1_I AXHCPJ|`HD$Dt$8H\HD$xJD(ADClIx RH &AD$l LPD$hDL$(AYI AZL\$EElLH H+Ix AT D$@PDL$(1AL1L ^_L\$ICPHcT$pHt$hHtHFPHcT$tL\HD$x(AAD$pDFlLIx H "+PAClPD$pD$XZA(HD$(Ix H %LD@lR9AD$lPD$(PClPARAClPD$`DL$xMH0I HD$@EL$L$MH$Dd$8ux|$Pf/f/HD$(Ht@rl$0f/ $AD$LDl$HI H\$@L|$(D$0t$Pf/;H|$(d$`f/$AD$p$I d$XDl$tL|$hH$HD$(T$`bl$Pf/w#f/H|$(9]f(uHD$(Ht@rL$0f/$AD$HDClf(f(Ix AUAGlH O' PDL$XT$8LqZYT$(Dl$LL|$@I H\$(T$0HD$(Ht@rt|$0f/h$AD$L[EGlf(E Ix PH @&ClPD$8LAZA[D$(Dl$HH\$@I L|$(D$0LLHL_T$XI HD$(T$X]‹$Dl$t-(L|$hD$pH$HD$(D$`l$XDClf(º LIx AUH &AGlPD$T$8 AXAYt$`I T$(t$XEGlf(E Ix PH %ClPD$8DClf(f(Ix AUAGlH ]$ PDL$XT$8AVAUATUHSH HuWH Ht0ff.HC8HtH{`t(Hs`H褦H[8HuH []A\A]A^fDHt u11HL$Hjh &f/L E1Lt$Mu ff.ff.fIID$8HIT$`HtHrHZHu&_fDuHCH3HHt6LLHAD$f/D$w‹tH3HHuIT$`HH蜳ID$8H^DH []A\A]A^ff*xf.wQYD$\D$L$<L$@AWAVAUATIUSHH8xPHt$HL$FqH~( HHL$HD$(HQ@HRHRHLjHRHt}HD$(Ly(HD$IUIHtSL9z(uHR@HtLrHRHtHt$HIIVHuIUIHufHD$(Ht LxLhMu\HD$@qHt$(HHD$H $HxfHF@HD$(HNLxLhM= %$E1ILL$,jL$f/]MGM}If(MuHD$@qff.9QHD$MMH8L[]A\A]A^A_Hx Hߺ1H #[ HT$1H߾fLHuHEF HHL$ Hx PH u#HD$ DHlXZfHt$(HD$譻L$fHD$H d#HLHLt$uHHx A1H "EFlL1ɾHE1Hf(9f(AWIAVAUATUHSLHHH" Ht$HD$0HFPHL$D$,HLpLhMHD$8E1HD$fAFru-HL$LHL蓝D$8f/D$0v D$0MMuIMuMt2D$0HD$A HHL[]A\A]A^A_Ht$Ll$8HLALAIąuL蒩ID$HthLpH@Ht[E1@ru2LHHLHD$D$8f/D$0v Ld$D$0IIHuM)A A A9 }A AxHL$0ILD$,HLIfHLD$诊HED$lLIx P H G!HD$(D$DHl6XZHD$Ix LH D@l1 ]@AUIATAUH-!S\6H'ië*=TUUUvi=2333w<D yI HLAE\111ҾLR렉LfL1I HH[]A\A]AUI0ATUSHH@?fH@@ D A|D9 uH AD$ De LmHH[]A\A]fLHEHߺHx A1H HH[]A\A]@Hƺ0H H1Hx H c11ҾH"D :fDAWAVIAUATUSH(Ht$wtH1HL$,LLƛI$ L9eAf(AF$M6Muff.H3I$ D$1vHI$ D$E1HH~HLxLpMH$LIL;HMtDAG(AG$uIwLAG(SStNL;HD$Muff.fH$L@HsHLH $yH $jDHEO MG1I$x A$H LD$<A_XpfDI$x H aLD$,TA$ LI$ H9 fHtE$1E@M$ D$E1MJD$E$ 1E$ A$ DD$D)A9E$AE$ E7E1E1I$ A$ LL$xD|$L$)A9A$xum\$9\$tcI$x 1ALDD$H L$D$,L$A$xt+H8LLL[]A\A]A^A_)|$\$ƒL$HI$x PH gLDL$$DD$1ZYL$]AfA/D$~QM$ E1L5vM7ff.I?t>IwHAO LLnAG(KIwLwM?AMuE1HtOIE1ff.ff.fDIIF8HtAFquIv@LvAIF8HuE9I$x EE1H LE1eM$ D$,E1MtOHLDIHt2AG(u A$ IwA$ HIIHuIHˉL-HdL$l$@HHC8HtMCquHS@HtHjLzHtH}H$eI/IHuHC8HuL$l$I$ A$ LuEL)H n1I$x A<A$xL$D$,:HI$x LPH ~1D$<A[E$ A^1M$ D$E1M#DM?M|DE DKlLLI$x IAPAQxIo^_L4$IHDEG H ML1I$x 6D$,IwDLnH^M<$HL$DL+HMA$ A9EhtbAEhI}@LRcuEElEO LI$x H HAPAQHCAXAYHt~LMIf.I$x 1LLEO EElMH ATA$ eM$ M<$HL$M?ML<$HL$MHifDEu|SHHDu"uW1LLKAD$lH Hx PHD$DI H JD@ 1XZEEl1D\$Hx H LT$H|$H|$1LoLT$D\$H|$EJ l$DMEIfH$D$x ff.ATAUSHH D D Htx H HtHlH HtPlH HtFlH AHtDNlH AHtDF HHx ATASARWHQH RP1rH@H H EtoHtH 1HtH HuHUHH81Ht HI8Hu9}9}Ht9H Hu"/ff.ff.Hb(H1HHuHǃ ǃ$ Ht*HP8HufHʁ`pHJ8HHuHǃ t%H Hufff.@ǃ Hǃ Hǃ []A\ff.ff.DH@ PqH@8HtPqu11AVAUATUHSHH 蹏1HjH HHH QDH ERL HLhAD$rtDEAd$r(H LHLl$LUD$f/H Ht]Hq8Hu5Rff.ff.ff.ff.@HAqƒ҃ ЈAqHF8HHuLH蓝H HHE8HtI9>HHcHm8HuH H{L5[mErt-DE~Hx DElL1*Her(LHHH TD$f/Hm8HtH}8uL ML%,iH-'\$Mv8MI~81ҹLH$uODKPEt DC$E4LHI!EFlHHHx 1,11ҾHIFPHvLhH@Heff.fHPIvHI<T$IE]D$HuMv8M+f/D$vH xH߃8H HVb~Hx H .H1?H []A\A]A^fHH5H <Hx uXH _H1H Hx HE1AH $11ҾH胶fDH y`H1蒼ED$l)H1Hx H nHx ED$l$HH DH H9Hx Hߺ1H kf H Hx HH_f^noDEH HuFEqUpHH ЉEpdHm8HH}8uD$1HL$HX+H5eǃxD$wf/D$(Hx D$HeHx EL$lHH DElԺ17USHH(Cdfǃ< ǃ ǃ Hǃ Hǃ ǃp  CthKdHtLHChDBH9Hx H H11Ҿ1H軳HxHDHD$E;HDCPEtJHcxHHHf/v#Hf/HH31Hǃ fHnH Hǃ fl ųDHT$HfHnH Hflx ͶHHHD$Ht$HHS&D DDEEE1H1H HH ˙tfC@KtspHD$HsxHt3H!ff.ff.H;rHHHuHL$HE1HHD$H PLL$aHŋD$8AYAZD\$EHsx1HH:uGHt$H3jHt$H&j@{pu CdCt~H 1HHt$HiHt$HiDE~Hx H H1նH([]fDEuEtfHH(Hx PHH PP P P P0P P\H@Hx LH1LH (-9OxHHHD[dHCxEDStEHCxDBH9OxAHcH H99'xHHHHCh7xHHH!Hx H rH1#fDHHHx LPLH _1$1]X-fD9H )H߉_H19H HcHDfD9H )H߉_19H HcHDDuuH{xfHx Hߺ1H 11ҾH貭DHr:,u{Xyspu⋫DHsff.<XCpfDxAHcH H9%IfHx 1HH @11ҾHҬCpfHsxH$7Hx HH A 1IJ11ҾH胬)fWD[pXE1ǃ"141@UHSHmuHTH Hu HDHHC8Ht7H{tCrt <tH{(uHs@HGHC(HC8HuH[]ff.AUATIUHSHHD$  $ HEPHt7HPH@Ht*ff.ff.H`pHBHuA$8  A~$ HL$ HLA$ flA$ EhHE@HPC/1HLVM$ MDIM8HUrIm  AUp A$8AEpHEAMsHt(A$ LTIc$ IEHuHA$8 IE8fEAEHtIIM8HML&D$ A$PA$`A;$X~A$XH;IDŽ$ LIDŽ$ 6L11H[]A\A]AesfEIEHE(AEIE(IDH}(:A$ LSIc$ IE(Hu(H LLesIE(IE8H}(Ic$xHEfDf(f(fW fTfUfVA$Xf/Hu@LCHE(Hx DEl1H  ®A$ A$A$$ I$x HLPmI$ HqAVIAUIATIULSHӋH9*H{PHHH}PHޅHAFlI$x LH PAElPDMl1DClHHLv XZHuPHLL2XHsPH[L]LA\A]A^XHz뽐{sy }sf HH 1LdAlHx H PAElPEHl1DBl -Y^fDAElHHx H PEHl1DBl _AX@I$ HHھ x@ff.AWAVIAUIATIUSHIuPHLHnWADž114fEqtA@quLHLLIUPHcHlA9tNIT$PLDI9uM9t؀}syAxsyLH LD$I 衄LD$tfDLL1HLL[1]A\A]A^A_DJlHx 1EElH 莫fAWAVAUATUSH(D\ HD$EHD$ ~x[L Hǃ芅H L H MOM|$81Lt$MmAD$q(3HLMLLHMg8MAGq(LMIEs@Mt$8EsAoD$X8EXfAD$XuID$(ID$LHI esM'Mt$MuLH| D$ C<ǃ\ H([]A\A]A^A_Hx H :H1 裩`fDMM|$8MbHx HDElH H1PLm8MIL5q*ff.ff.IE8MHIAD$quIt$HHtIHT~0Hx LH1ED$lѨ1LH菢It$HHBBID$@HHH9HuxID$PLLHHPL@L1HIE8MHG~/H HXSHx HAH 1Ld$H H &Dn@HHLvL~QA }H =HHuH~~-AMtED$ Hx H H1苧L HHǃ -11H%(Hx H&DEl1H Hߺ.~Hx H GH1IIIL$8HtnAD$q <uIt$PHtHLnQIL$8~=AEqtMm I|$P1҃HcHt9tFqtHv L9u⃃hAL$s@HuHoE1E1L-aDMuBMt=~"ED$lH1Hx H LH IE1esLLu8MEqƒutL9e AMtEL$lHx DElL1H蟥LHH,ML} DHH fpLLHifDMuAtH-1AHH kHx 1HH ܤxHeHx H JH1蓤!fDHrJHF=ED$lH1Hx H >2fLLl$MIDHLm8MDH HY@ED$l H1Hx H C辣*fHH'~8Hx AH1H 61oLd$1BWHx H H1/5f.AUATUHSHHHFPL`LhI|$PLj=I}PLV=ElEMlHED$lHx H \PP1裢LLH0XZIuPLHHLIt$PHHLLHHH1[]A\A] f<u볐A|$sy A}sf LL ޻HY{fHx DEl1H l HEPL`LhElHEMl Hx ED$lH HP1蛡Y^@H LL )zDff.AWAVAUATIUHSHHHxL.pMu @IULl$HD$IHt1f.HHtH9tSJ 9H s;IVIHuL|$LHSM<$HL[H]A\A]A^A_qQHf.LHHI >IAUIATIUImSHHHxpW?IULl$HD$Ht+@HHtH9t3J 9H s#HUHHuHD$H[]A\A]fDHfLLHHm=HUu1Bff.@HWHOHHtOHHtz 9x rH9tHFHHu1f.HQHAHHtHf.f.f.f.f.fH H9 H9 tsHP0fHnfHnflF0HtHHr8Hp0 DFlHx 1H gʞf.H H H H9 `H TH H9 tpN(HPfHnfHnflHtBH2Hp  f.DF Hx 1H fH H AWAVAUATUSHHK<L MuMm8MAEq IEHAUhHtHhL`Hu%fDʃ( t%I,$IHt HEL9t"Hq9Phuуt$HH9nHEf.HxHHD2fL MfI|$8ID$PLhIUPAEq lHLrLzM19fDLI+EPIU@1HHI|$@Hi5AM7IMtAFqtHuILMwMuH@Le IuPLHHFMd$8M1Hu@H21H}Xt HuXH1H}`t Hu`H 1HHHߺx[]AfD H HH[H HH[H HH[H9 Hǃ H9H HǃH Hu Hn@8 Hu( HO@f.Hx DElH1H Af.Hx DEl 1H ARDH HD@l1賏`ff.HcATLcE1HUMJtSH HLHH9t,HHhH;teMu HH;Pt1[]A\IHH9uHMHT$ LDILL)HAD1Ѓ HJTHEHHx H R PIC@ PAAѺP1迎H fAWHcIAVIAUIATAUSHHHV@xDLD$ALLHD$,AD$ HcT$ I AH\HHD$ ff.fI9HIV@LC@DHD$@ALPLL$LHZY~I A9~?HcH\HuL$ tJHD$ADHH[]A\A]A^A_DHX1HtI9eD$ fHcLtfDD$H[]A\A]A^A_DA9L$lr)HPIID$8H$ IT$@uHtHrHjHtff.HLHH=.HuHuID$8Hu&THhL`H|ff.@E(uZH}HGHuff.BqtrHHHuM(H HHHWff.@I,$IHuMv8MAFqIF@HtMDL fDHuEnlD} HBH; aHH96xHcHfDH@HI9t(HXMtWHHRL9F1fMtL@HVM9tHNH@L@HNHHxHhHr_ff.HcLGHBHcH|HtCff.ff.ff.ff.f.IHH9u3IPI9LDHPH9HDIHHu1Hf1ff.fSHH6HtH[ff.fHHtxAUIATAUHSHXHHpHt)DHHHsHuIEHtHH{IEH[]A\A]ff.@SHH6Ht9 |[Ð+H[f1Ht6Hff.H9tHHHufDfHt3HcH‹Du-~!1DHH9tH9tuf9|Hc@AWAVAUIATIUSHH. HHcED|HE5DxfAnD4A~$T fnȃAfbIffAք$T A9~$r9~HcHiVUUUH )9DMEB4~9L7HD3McIcH{BDHHuHCI$ F|Ht8HBHRHt+ff.ff.@H9tKHHHuIuHtL5 I]H[]A\A]A^A_fAWHXHHHufDA9Lt$ II$ HHcD$ HcHI$ 9)Af('&HøHDHC;HI$ HcI$ (NfHt[UHSHHHHt HcLuHtHHcHTHcH HHH(H@H[]ff.@UHSHHHHt HcLuH HHcHTHcH HHHPH@HhHH[]DHH֍< : BI9~/Q19}HcAHiVUUUAH D)9~fDHt;HcH‹Dt1҃~ HHTHHcHTHÐ1Hf.ATSHt5D$E1DHcDH@H[A\ÐAD9 |DH|$H|$IcH Hc H D9~D)AVIAUATIUHSHHcHIH‹DH gBPA1R$8`XYBD9DLE~7IcL-# L4LCL麄$LH1H_L9u[LHﺅ$]H A\1A]A^_D[H ]$A\1A]A^_ff.fAWIAVAUAATIUHSHHHHcLtLLMc1A^ED9AFD)AI$J HyHHH4Hf.HPHHPH9uH|7H/H[]A\A]A^A_LLI$HcjfI 1ELH LL$D)^I $I LH1L1ҾMXLL$AI$J Hy$Pf.HHHtEL@H@1Hu%-ff.fIIHt H9rH9tbÐ1YfHUHSHHHcHNjDu}A1@u~IcH|A@H WAPI1H kH]XZH HHHHH1[1Ҿ]!WD@D9@ƅ}H WIHQH 1]Y^H[]fff.@AUATIUHSHcHHcL,HAUBHcAEx9|PI$ 1ALH ۰\I$ HLH11ҾL>VIcEHDHTH0H H2HHH[]A\A]fAUATIUHSHcHLcxBD9I$ AL1H u[I$ HLHUQ11ҾLUHDHff.ff.fHPHHPHuJDPrpuUPHH[]A\A]f9KAWIAVIAUMcATAUS)H(WG|,EtmB4DhLLL$T$ LL$T$IA$AHcMqID$KLE|wHcHcHf.A9 |LLL$T$t$I T$IHcD$LL$Hc HI 9f)ZHcLHHHISHHff.fwHHcHHcHIvHHHHHH(L[]A\A]A^A_@Ht$A1 H H YI HL$LH11ҾLRSLL$QIAMq HHAIAHAIAHA+IFH HAIFHAIFHAIF HA2IFHHAIFHHAIFHAIFHHAIFHAIFHAIAMq(H HAIAHAIAHAIA HAkIAMqHHASIAMqHHAIAHA3HATIH~UHHSLcBDMȃABHH4Hff.HHHHtHHHHHuH9sH)HHx#A9|CHcBDHD[]A\DI$ A1LH ɬ%WI$ HLH11ҾL&AWAVAUATIUSHHHI9$HHHTHcEDDIEtEhD9EL M;IcEEtIEDpM,$MIcEIADtD@E9EHH M1AWH #HUAVLLH 11ҾHFI,$HtEHHߍI$H[]A\A]A^A_fEFD9IH H1H H"KH LHH/511ҾHtEE1E1AD1"HDD$ H H àNKH LHH11ҾHDM,$DL$ fDH AEH1H g"JH HHHNT11ҾHDff.ATIUHSHcڅxHc9}PI$ 1ALH %wJI$ HLH11ҾLDHcESTHD[]A\UHSHHHHAHuff.H9t[HHHuHt:HcTu_HHEHcHTHcH HUHHH@H[]@H1[]HufHTfAUIATIUHcSHx 9}Hc9}QI 1AAH ޠ&L)II LLH11ҾLBIc$S)I|1ATSHHc[]HA\A]tf.u AWAVIAUAATUHSHL&\LWsHcL`LrA9)LHHPzuH5_H;zHBCMfIDHD$.AD H|LoIL9d$M<$H rLHqD))A?At LArHtDHxqrmHsfAu-Iff.ff.IHqAtH<"ux"\HADmf=H1[]A\A]A^A_H[]A\A]A^A_þ/LqHH5 HxHAVAUATUSAH>IphAt2AK\Hp HߍlqHuIE9[]A\A]A^@tff.<"Hu빽[]A\A]A^fHc HHi_ NH )ii)iAЍN‰ 9ON DHc f(fHHi_ NH )ii)iAЍN* YXAWAVAUIATUHSLcDr IIII.`N< ^J\M_ff.fMIK<LfHcfHi_ NH )ii)iɧAɍNH*X^\BH9uMI9uIFLJl=A$ LIOlLm[]A\A]A^A_fDUHSHHlHH9sx tH[]f.HHH[]fU HSHHpHH9sz t H[]DHHH[]f.ATIUHcS/H3<` Hf.!zH0Ƅ+ kfTҋ` "<jffLH*ʸ$*` H 7^CL0LH1[H ]$A\BH!9` tHH0t=Ƅ/ ofGDϺ$L1H Bw@[]A\L0[$H ]A\SBH0tƄ/ oft/` uQH 5LH1$Bf$LH߸` H AfDfLH߸*H ` $^Af.("~ Bf HH5[Af*fHnH $^HflHE1ɉ,"H AAxfHn~AH HH5flHH`H K@fHn~wA p\f H5H0flH50fDA|fD, AfD8AHpHLJLJ&Ƈ Ƈv Ƈ fDDƇ f Hfo\fHcƇz 7(H5~@HH5HpH5fHnH59flĉfHnP~O@HfDflƇfDƇR fx fA ("DŽ(hXYHHfDƇC ff.@H zH~?H8("AfzH XAAHH ٙAffHn5XZ z[flƇ+ f 0~K?Ƈ H=HfH=fHnHH=flHfoZfDLZfLHcfD ALpAfDHAfDc Aƀa ƀ^ ǀBƀ ƀ 8(H=~f>HH=fHnf H5H=flfHnH5FHfHn~>H5tfHnH5XH=XflfD8~=H:H5ZflHPrHHc~=ƀ flfDjX~=ƀ ǀ HǀHH0(H5eH=H`H5WJHHcH5fHnHXflfDǀp("DŽ( HHfD ƀH5H~<fH fHnH5fHnHxH5Hc("flHA@ `~<Afn5GXAAflƇ3 |Ƈ ~G<f H=HflH=_fDL(HH=jfInA~;H=`flfDAfDAf f ƀb ƀ ƀX ~;f H=fHn版"flĹfbH fHn~R;H kHflf H=}HH fHn~; UHH=H0flH=<HH=fHn~:fD| AflfDAfD.Aff!  ƀ ǀ^ƀ ƀ fD8ƀ fDfƀ 4H5~A:HxfH5OHhH5iH(H5fHnf flf J H foBUƀS fFƀ fDvƀ) ǀ("BfoUBHWHfD$ƀ H 1H~v9H=fHn5SfHnH=1flfHnH TfHn~59("f H=A~9flf AflAAfH5fHn~8H5fHnH5RHPflƉ~8HHcflb~Z8f H=flƀ. foSǀD 0(~@8HhH=rflfDƀQ (H5)R~8HH=kflHI rHH=QHcHfo5SfD ~7ƀ~ fDLƀ 8XH0(H5[PfHnލJHcflÉ("H nfD Ƅ(Hf\ƀ @H("~*7fFH |H=@fHnH fH5flfHnfHnH yRH5#~6AfHn5ZHhH=flH~6HTflHjHc~6HH=flĉ fHnH=foQ# 5Qƀ ǀƀ_ (H ~ 6fHnH 9flfHnH CfHn~5fl~5flr O~5Hf' f JflHc҉fNƀ ("DŽ(=٫HHfD&ƀ ff.H H5rH~G5fHnɋ("H %HflfHnH NH5_A~ 5AHAAflfH bfHn~4 OHfflH5RX~4LJT Ƈ= Ƈ9 1HhH5f/ fHnH=Z5+NHflH=iH0HcfDƀffD"ƀfDxƀ* foO8(H=_~3fHnz@flHcf P~3fD8(H=fHnz4flHcf  ~3("Ƅ(H1fHnflf hff.H5H~A3fH ("AHhfHnɾAƇ1 H=flHcHAAflH5fH=foMHH5RHH=|fDAfD AHH5HxH=Ԙƀ ƀ` ƀw ǀfDƀ Hǀǀq fDJƀ (HH5KfJHcƀu H(H ~1fHnH HflfHnH GKf\~1H5HNH DflfHnH ffHn~a1H fHnH ǀ H=mflfHnH ƀ (fHn~1H fHnH JHflƀ{ 8~0Hi JflHcH~0flX~0flh~0flxfoKDŽ(2JHcH fDtƀ ("Ƅ(H)HfDƀ H51H("fHnH5!~*0ffHn S5JƇflAf֏@A 0A/~/ATfflf֏H!f>H=I8~/H(H=flfHnf HcfoflfD foflfDA~P/ƀ flЉ:ǀ ǀ0ƀfֈffoILYH8(P~.fzflHcfDZA~.f flf> ~.ƀ VflfDƀ@ ƀ< fֈfֈfֈL8(Af: JHc~F.fD(JflHcfD ǀ("PƄ(fր`fDƀ H("H=HpH=~-H5fH HAAHfHnɋ GflfhH=;AH H=AHH={(fHn~G-H=HfHnH=flfdH5NfHn~ -H85FflfDzAvf fDAfD,A|}f7 ^ƀ2 ƀ ƀ ƀ ƀH ƀ f H=E~o,f HcpflfoF0(H5~=,H`H5OfHnH5hflf H PfHn~+H HofHnJflfH5=FHc~+fDflƀ ƀ] HǀY HǀH(H=gH Hf H=vǀHfDƀ HJ~,+HcfDƀ4 DŽ(J{~JHc҉("fD(HfHnHHflfHnǀe ~*flH CH~ *H~*fHnHc("LJ HH AfHnH flHflfHnH hHc~ >*fHnH foDflfHnH C0"x~ *H H flfHn~) C~ )flflfo$D1f5 0(~)NfD ("DŽ(H?fHnHflfHnHٗ fHn~U)H&Bǀ flH0~2)fl@ff.HLJ HH HLJH)!1Hff.AVAUATUSHH LJLJ8H X  LJHLJPLJx HLJ @"@LJLJhLJLJLJLJxLJp)ʼnjsx f/H HyH {PHHu8HHHu fHʀ`qHJ8HHutY<H1ff.ff.Jq@HF8Ht#HHBr9uHF8HuLl$ff.HE8HtEqt Hu@HHuPHAHuHHAhDD9(}D(DD9}DUpx;p~pEq uD9x@t9} EB8H}HtxQЍDBHHuXHtH@Hu`HtH@Eq@u)@HuEqHEPHHt HE@HlHm8HH HtXHEHtLE(}HuP0HtmHe90}0Hm0PHuX H[]A\A]A^f0<f/h *DHhL`H@H!ff.@HPHvf@q@u`Ht[HPHtRH x f/ X v  Huf/v  I$IHufDH L`H@Hff.@PLHHHp觶D$f/vf/v!I$IHuI$IHufDH4@x f/v f/wHx H ґH P ^11ҾHH#WfDSHH HGHLJH)!1HHǃ("uHHEHHH HUHHe("HL9f(T;ǃ!ǃ!H "1ǃ"ǃ!"Hff.ff.ff.f!` HH=t/HԄtҋ!` HH=u[ùH5](1iOf.HcD("H(D9HcE19` f.!zt19 A HFA9~IH1(H9t4<t!9` uHFA9ff.@2DE1fHcH7<~(` f.!Et!9` fD1DAWAVAUATIUHSHH 9HǃfD8fEHMHHHLH PH$5"P1Hp[H H t$H2twC@=O6f/?CH%*6f/^z`HH0 5$H +x~>E1L-vfHPLHHߺ$BIgD9xHH bH1$E("'E1@McDB3(9Hc17` f.!zt1  HA9~CH (H<t!9` uHA9fDDy1H HHߺ$kE9}DDN3(D)M, @A$Hcʀ u HHkIM9uҋ("ED9H[]A\A]A^A_ÐAυqEAD9DEiff(A*^^Yf(\fT5Q$HH߸H n$HH߸H <]$HH߸H ~xfA*^^Y\fT 4Qf($HH߸H $HH߸XH 6`Hx H߸H T$^T$Hx H 6fEff.fATIUHSHH HGHLJH)!1HHHHLHH[]A\ff.SHcH ><PH!9` H0Ƅ _fҋ` o<"ffɸHt$*H $H<$*` ^Ht$H<$L0HH n1$[fDH[f` Hf.!ztH0tƄ _f0` H _$vfL0H$H ܮ["fH0iƄ _ft` tEfH ` *ʺ$^Ht$H<$H<$Ht$H $1H<$Ht$H<$Ht$fDDϺ$1Ht$H H<$XH<$Ht$|f.AWAVLcAUEATUHSHHB7(("AD9IMIc15D` f.!zt1  HA9~CH (HtK<t!9` uHA9f.DyuHtD}H[]A\A]A^A_Aυt1H _LHߺ$@E9}DN3(D)M,fAHc€ u LHÅtBH$ǀ H8[]A^A_HHuHHH,$Ht$Dž HU DMPEt DžL4$EEtJD|$ LAoMHL$DLMhT$脖|$$HƅADHt$DD$$l$ H,$T$H]H耠HHH|$`tpHHH$DH`HH fH|$HD$(aHt$(RH<$跦DAWAVIAUMATIUHSHHMt2Hx M1MϺH Hx LH\MHx MH1H Hx LHQIUHDMcHt!H9;I9Hx HUIEHH9I9Hx HH$@HMuBfHp t$K`tHt u H[]A\A]A^A_1Hx HM1H Hx LH@MeHtHHx H1MH Hx HHNM5pMtHIEHtHH9H9#HIEIHvH9mL9_Hx H :H1L,L ff.fAUE1MHHp HIEM9ufDIEHH9mDImHsI9gHx HH1& MeMI9tHx LHE1tE1lMecAVIAUIATAUSHHC1$HHx H L EMLHx H$H1Hx H  @H}8t#Hx HEHߺHm8HuMteLHIm肷Hx $HAH 1B IMHt-fEHHHx eHMHuHx Hߺ$1H b EMLHx Hߺ[]A\A]A^ڦf.Hx H н$1 EM1Hx HJDDEu DEtH $1U D%f/h wH1$H ,Ht$H<$ H<$wPHt$tUuDf/&v21H $Ht$H<$ H<$Ht$GPt fDW$tIH $Ht$H<$ Ht$H<$1H $Hr fH $1H<$Ht$T Ht$H<$fH $1- ff.ffW&H o fAW1H $AVL=lAUL-ATUHSHH(Dx E1HHH AH&HHH $~ xHL AHH艺1$HH WH@ L HD$HD$MuTD@H LHHL$ž$HHD$H zMd$8MtvI|$8tn1L$HHID$@HtLpH@HtfHpHIЌL麤$HAH1xIFHuJf.1H AHHߺ$9xH HH1$E1L% Hcxf.HEJFA #!ff.ff.ff.ff.ff.Hf(]_f(f(̃sf(\LẪ$HH߸I;HcxD9;HHߺ$H HHߺ$H Ս1H([]A\A]A^A_Hff.fHf(f(_]f(f(ƒs8! x" H HH1$ZH HH1$< AUIATIUSHHP HLJ HLJ HLJ ǃP  E1M1LH5KHZH1HH5IHx H1LLH *wL)H1Hx LH wLD< ES`te uM uWH_<l &ǃP Hǃ ǃ0 3t&x9Z(t,"Hx 1HMiHx H H1kD E Hx  ZH BH1$-H+( H( 3Hx H Ɍ1Hx HA1D@ H +tEHc)HcHtbUHx HAHx 1HH 6Hx H觖mHRH Hx HHӵHx H53H QH1Hx Hx H `H1$(Hx H߽{dHx H H1PYBHx H yH17H sH1Hx t Hx ur$H1H ,"Hx 1Hw Hx AH1H Hj$H1H aJff.H $1=ff.fH $1ff.ff.DH1USHHHT$0HL$8LD$@LL$Ht7)D$P)L$`)T$p)$)$)$)$)$H$D$H-HD$HD$ D$ 0HD$u#H}HT$HB0H[]H}H51,f.;'ff..f.AUAATIUHSHHLD$@LL$Ht7)D$P)L$`)T$p)$)$)$)$)$M HS }DH5kL11,H$HT$HLHD$HD$ D$ D$ 0HD$*/HtA=wD@ C\usH[]A\A]AvA=H$HT$HLHD$HD$ D$ D$ 0HD$.HtC\tL,H[]A\A]HtcH5111ɾǃ@ H-S JDDH5&L1*HH5a1"%@  HHShared Cython type %.200s is not a type objectShared Cython type %.200s has the wrong size, try recompiling__int__ returned non-int (type %.200s). The ability to return an instance of a strict subclass of int is deprecated, and may be removed in a future version of Python.__int__ returned non-int (type %.200s)value too large to convert to intInterpreter change detected - this module can only be loaded into one interpreter per process.metaclass conflict: the metaclass of a derived class must be a (non-strict) subclass of the metaclasses of all its basesunbound method %.200S() needs an argumenttoo many values to unpack (expected %zd)Failed to import '%.20s.decompress' - cannot initialise module strings. String compression was configured with the C macro 'CYTHON_COMPRESS_STRINGS=%d'.%.200s.%.200s is not a type object%.200s.%.200s size changed, may indicate binary incompatibility. Expected %zd from C header, got %zd from PyObject%.200s does not export expected C %.8s %.200sC %.8s %.200s.%.200s has wrong signature (expected %.500s, got %.500s)Acquisition count is %d (line %d)Unexpected format string character: '%c'invalid vtable found for imported typeCannot convert %.200s to %.200s__annotations__ must be set to a dict object__qualname__ must be set to a string object__name__ must be set to a string object__kwdefaults__ must be set to a dict objectchanges to cyfunction.__kwdefaults__ will not currently affect the values used in function calls__defaults__ must be set to a tuple objectchanges to cyfunction.__defaults__ will not currently affect the values used in function callsBuffer dtype mismatch, expected %s%s%s but got %sBuffer dtype mismatch, expected '%s' but got %s in '%s.%s'Expected a dimension of size %zu, got %zuExpected %d dimensions, got %dPython does not define a standard format string size for long double ('g')..Buffer dtype mismatch; next field is at offset %zd but %zd expectedBig-endian buffer not supported on little-endian compilerBuffer acquisition: Expected '{' after 'T'Cannot handle repeated arrays in format stringDoes not understand character buffer dtype format string ('%c')Expected a dimension of size %zu, got %dExpected a comma in format string, got '%c'Expected %d dimension(s), got %dUnexpected end of format string, expected ')'Buffer has wrong number of dimensions (expected %d, got %d)Item size of buffer (%zd byte%s) does not match size of '%s' (%zd byte%s) while calling a Python objectNULL result without error in PyObject_Callcannot fit '%.200s' into an index-sized integerscipy.spatial._qhull._Qhull.options.__set__scipy.spatial._qhull._Qhull.mode_option.__set__scipy.spatial._qhull._Qhull.ndim.__get__%.200s() takes %.8s %zd positional argument%.1s (%zd given)scipy.spatial._qhull.HalfspaceIntersection.halfspacesscipy.spatial._qhull.Voronoi.pointsscipy.spatial._qhull.Voronoi.add_pointsscipy.spatial._qhull.ConvexHull.pointsscipy.spatial._qhull.ConvexHull.add_pointsscipy.spatial._qhull.Delaunay.pointsscipy.spatial._qhull.Delaunay.add_pointsscipy.spatial._qhull._QhullUser.__del__scipy.spatial._qhull._QhullUser.closescipy.spatial._qhull._Qhull.check_activescipy.spatial._qhull._Qhull.__setstate_cython__scipy.spatial._qhull._Qhull.__reduce_cython___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 runtime../../tmp/build-env-h6rtuvfe/lib/python3.12/site-packages/numpy/__init__.cython-30.pxdscipy.spatial._qhull.Voronoi.ridge_dictscipy.spatial._qhull._copy_docstr'%.200s' object is not subscriptableobject of type 'NoneType' has no len()'NoneType' object is not subscriptable'NoneType' object is not iterablescipy.spatial._qhull._Qhull.get_pointsscipy.spatial._qhull._QhullUser._updatescipy.spatial._qhull._Qhull.get_hull_facetsscipy.spatial._qhull._QhullUser.__init__scipy.spatial._qhull._Qhull.triangulatescipy.spatial._qhull.ConvexHull.__init__scipy.spatial._qhull._Qhull.get_paraboloid_shift_scalescipy.spatial._qhull._Qhull.__dealloc__scipy.spatial._qhull._Qhull.closeneed more than %zd value%.1s to unpackscipy.spatial._qhull.HalfspaceIntersection._updatescipy.spatial._qhull._Qhull.get_hull_pointsscipy.spatial._qhull._Qhull.volume_area__mro_entries__ must return a tuplescipy.spatial._qhull._Qhull.__init__Buffer acquisition failed on assignment; and then reacquiring the old buffer failed too!set changed size during iteration'NoneType' object has no attribute '%.30s'scipy.spatial._qhull._get_barycentric_transformsscipy.spatial._qhull._visit_voronoiscipy.spatial._qhull.Voronoi._updatescipy.spatial._qhull.Delaunay.vertex_to_simplexscipy.spatial._qhull.HalfspaceIntersection.dual_verticesscipy.spatial._qhull.HalfspaceIntersection.add_halfspacesscipy.spatial._qhull._get_delaunay_infoscipy.spatial._qhull.Delaunay.convex_hullscipy.spatial._qhull.HalfspaceIntersection.__init__scipy.spatial._qhull.Voronoi.__init__scipy.spatial._qhull.Delaunay.__init__'%.200s' object is unsliceablescipy.spatial._qhull._Qhull.get_voronoi_diagramscipy.spatial._qhull._Qhull.get_simplex_facet_arrayscipy.spatial._qhull.Delaunay.lift_pointsOut of bounds on buffer access (axis %d)scipy.spatial._qhull.Delaunay.vertex_neighbor_verticesscipy.spatial._qhull._Qhull.get_extremes_2dscipy.spatial._qhull.ConvexHull.verticesscipy.spatial._qhull.ConvexHull._updatescipy.spatial._qhull.Delaunay.find_simplexscipy.spatial._qhull.Delaunay.transformscipy.spatial._qhull._Qhull.add_pointsscipy.spatial._qhull.Delaunay._updatescipy.spatial._qhull.Delaunay.plane_distancescipy.spatial._qhull._QhullUser._add_pointsbase class '%.200s' is not a heap typeextension type '%.200s' has no __dict__ slot, but base type '%.200s' has: either add 'cdef dict __dict__' to the extension type or add '__slots__ = [...]' to the base typemultiple bases have vtable conflict: '%.200s' and '%.200s'Unable to initialize pickling for %.200sModule '_qhull' has already been imported. Re-initialisation is not supported.compile time Python version %d.%d of module '%.100s' %s runtime version %d.%d_cython_3_2_4.cython_function_or_method_cython_3_2_4._common_types_metatypeqhull error (qh_new_qhull): start qhull_cmd argument with "qhull " or set to "qhull" qh_new_qhull: initialize Qhull qh_new_qhull: build new Qhull for %d %d-d points with %s qhull error: insufficient memory for 'Hn,n,n' qhull internal error (qh_projectpoints): newdim %d should be %d after projection qh_projectpoints: projected %d points from dim %d to dim %d qhull error: insufficient memory to copy %d points qhull internal error (qh_determinate): only implemented for dimension >= 2 qh_detmaxoutside: MAXoutside %2.2g from qh.max_outside %2.2g, ONEmerge %2.2g, MINoutside %2.2g, DISTround %2.2g qhull internal error (qh_detsimplex): #points %d < dimension %d qh_detsimplex: det=%2.2g for point p%d, dim %d, nearzero? %d qh_distround: increase roundoff by random delta %2.2g for option 'R%2.2g' qh_distround: %2.2g, maxabs %2.2g, maxsumabs %2.2g, maxdistsum %2.2g qh_detjoggle: joggle=%2.2g maxwidth=%2.2g qh_detroundoff: increase qh.ANGLEround by option 'R%2.2g' qhull option error: the joggle for 'QJn', %.2g, is below roundoff for distance computations, %.2g qhull input warning: minimum visibility V%.2g is greater than minimum outside W%.2g. Flipped facets are likely. qhull internal error (qh_facetarea_simplex): #points %d != dim %d -1 qh_facetarea_simplex: area=%2.2g for point p%d, toporient %d, nearzero? %d qh_findgooddist: p%d is %2.2g above good facet f%d qh_findgooddist: no good facet for p%d above f%d qh_furthestnewvertex: v%d dist %2.2g is furthest new vertex for f%d qh_furthestvertex: all vertices of f%d are in f%d. Returning 0.0 for max and mindist qh_furthestvertex: v%d dist %2.2g is furthest (mindist %2.2g) of f%d above f%d computing area of each facet and volume of the convex hull qh_getarea: computing area for each facet and its volume to qh.interior_point (dist*area/dim) qh_maxmin: dim min max width nearzero min-point max-point %3d % 14.8e % 14.8e % 14.8e %4.4e p%-9d p%-d last coordinate scaled to (%4.4g, %4.4g), width %4.4e for option 'Qbb' qh_maxmin: found the max and min points (by dim):qh_maxouter: max distance from facet to outer plane is %4.4g, qh.max_outside is %4.4g qhull internal error (qh_maxsimplex): qh.MAXwidth required for qh_maxsimplex. Used to estimate determinate qhull precision error (qh_maxsimplex for voronoi_center): %d points with the same x coordinate %4.4g qhull input error: input is less than %d-dimensional since all points have the same x coordinate %4.4g qh_maxsimplex: searching all points for %d-th initial vertex, better than mindet %4.4g, targetdet %4.4g qh_maxsimplex: searching all points ('Qs') for %d-th initial vertex, better than p%d det %4.4g, targetdet %4.4g, ratio %4.4g qh_maxsimplex: searching all points for %d-th initial vertex, better than p%d det %4.4g and mindet %4.4g, ratio %4.4g qh_maxsimplex: searching all points for %d-th initial vertex, better than p%d det %2.2g and mindet %4.4g, targetdet %4.4g qhull internal error (qh_maxsimplex): not enough points available qh_maxsimplex: selected point p%d for %d`th initial vertex, det=%4.4g, targetdet=%4.4g, mindet=%4.4g qh_rotatepoints: rotate points byqh_scalelast: scale last coordinate from [%2.2g, %2.2g] to [%2.2g, %2.2g] qhull input error (qh_scalelast): can not scale last coordinate to [%4.4g, %4.4g]. Input is cocircular or cospherical. Use option 'Qz' to add a point at infinity. qhull input error (qh_scalelast): can not scale last coordinate to [%4.4g, %4.4g]. New bounds are too wide for compared to existing bounds [%4.4g, %4.4g] (width %4.4g) qhull input error: 'Qb%d' or 'QB%d' inverts paraboloid since high bound %.2g < low bound %.2g qhull input error: %d'th dimension's new bounds [%2.2g, %2.2g] too wide for existing bounds [%2.2g, %2.2g] qh_scalepoints: scaled %d'th coordinate [%2.2g, %2.2g] to [%.2g, %.2g] for %d points by %2.2g and shifted %2.2g qh_setdelaunay: project %d points to paraboloid for Delaunay triangulation qhull error: insufficient memory to joggle %d points qhull input error (qh_joggleinput): the current joggle for 'QJn', %.2g, is too large for the width of the input. If possible, recompile Qhull with higher-precision reals. qh_joggleinput: joggle input by %4.4g with seed %d qhull internal error (qh_projectinput): dimension after projection %d != hull_dim %d qhull error: insufficient memory to project %d points qh_projectinput: updating lower and upper_bound qhull internal error (qh_projectinput): HALFspace defined without qh.feasible_point qh_projectinput: projected points to paraboloid for Delaunay qh_sethalfspace: halfspace at offset %6.2g to point: qhull input error: feasible point is not clearly inside halfspace feasible point: qh_sethalfspace_all: compute dual for halfspace intersection qhull error: insufficient memory to compute dual of %d halfspaces The halfspace was at index %d qhull internal error (qh_voronoi_center): need at least %d points to construct a Voronoi center qh_voronoi_center: at infinity for qh_voronoi_center: det %2.2g factor %2.2g qh_findbesthorizon: test neighbors of f%d bestdist %2.2g f%d ischeckmax? %d noupper? %d minsearch %2.2g is_5x? %d searchdist %2.2g qh_findbesthorizon: p%d, newbest? %d, bestfacet f%d, bestdist %2.2g, numfacet %d, coplanarfacets %d, numdist %d qhull topology error (qh_findbestnew): merging has formed and deleted a cone of new facets. Can not continue. qhull internal error (qh_findbestnew): no new facets for point p%d qh_findbestnew: point p%d facet f%d. Stop? %d if dist > %2.2g, Last qh_addpoint p%d, qh.visit_id %d, vertex_visit %d,qh_findbestnew: bestfacet f%d bestdist %2.2g for p%d f%d bestoutside? %d qh_findbest: point p%d starting at f%d isnewfacets? %d, unless %d exit if > %2.2g, testhorizon? %d, noupper? %d, Last merge #%d, max_outside %2.2g qh_findbest: neighbors of f%d, bestdist %2.2g f%d qh_backnormal: zero diagonal at column %d. zero diagonal on back substitutionqh_gausselim: 0 pivot at column %d. (%2.2g < %2.2g) zero pivot for Gaussian eliminationqhull internal error (qh_getcenter): not defined for %d points qh_getcentrum: for f%d, %d vertices dist= %2.2g qh_normalize: norm=%2.2g too small during p%d qh_sethyperplane_det: degenerate norm during p%d, use qh_sethyperplane_gauss instead. qh_sethyperplane_gauss: nearly singular or axis parallel hyperplane during p%d. qh_sethyperplane_gauss: singular or axis parallel hyperplane at normalization during p%d. qh_setfacetplane: facet f%d created. Last point added to hull was p%d.qh_setfacetplane: flipped orientation due to nearzero gauss and interior_point test. During p%d qh_setfacetplane: ====== vertex p%d(v%d) increases max_outside to %2.2g for new facet f%d last p%d qh_setfacetplane: f%d offset %2.2g normal: qhull internal error (qh_option): option (%d chars) has more than %d chars. May overflow temporary buffer. Option '%s' qh_option: option would overflow qh.qhull_options. Truncated '%s' qhull internal error (qh_checkflags): hiddenflags must start and end with a space: "%s" qhull internal error (qh_checkflags): hiddenflags contains commas, newlines, or tabs: "%s" qhull option error: option %s is not used with this program. It may be used with qhull. qhull internal error (qh_clock): use qh_CLOCKtype 2 in user_r.h qh_freebuffers: freeing up global memory buffers qh_freebuild: free global sets qh_freebuild: free temporary sets (qh_settempfree_all) qh_freebuild: free memory from qh_inithull and qh_buildhull qh_freebuild: delete the previously-seen ridges of f%d qh_freeqhull: free global memory qh_freeqhull: clear qhT except for qh.qhmem and qh.qhstat qhull input error: more than %d characters in command line. qhull option error: transparent Delaunay('Gt') needs 3-d Delaunay('d') w/o 'GDn' qhull option error: option 'Fp' is only used for halfspace intersection('Hn,n,n'). qhull option error: option 'Ft' is not available for Voronoi vertices ('v') or halfspace intersection ('H') qhull option error: option 'FC' is not available for Voronoi vertices('v') qhull option warning: 'QJ' (joggle) will usually prevent coincident input sites for options 'Fc' and 'FP' qhull option error: Mathematica and Maple output is only available for 2-d and 3-d convex hulls and 2-d Delaunay triangulations qhull option error: Geomview output is only available for 2-d, 3-d and 4-d qhull option error: no output specified for Geomview qhull option error: Geomview output for Voronoi diagrams only for 2-d qhull option warning: coplanars, vertices, and centrums output not available for 4-d output(ignored). Could use 'GDn' instead. qhull output warning: ignoring coplanar points, option 'Qc' was not set for the first run of qhull. qhull option warning: drop dimension 'GD%d' is only available for 3-d/4-d Geomview qhull option warning: no dimension given for Print option 'P%c' at: %s. Ignored qhull option warning: dimension %d for Print option 'P%c' is >= %d. Ignored qhull option warning: value %2.4g for Print option 'P%c' is > +1 or < -1. Ignored qhull option warning: no dimension given for Qhull option 'Q%c' qhull option warning: dimension %d for Qhull option 'Q%c' is >= %d. Ignored qhull option error: see previous warnings, use 'Qw' to override: '%s' (last offset %d) qh_lib_check: Incorrect qhull library called. Caller uses non-reentrant Qhull with a static qhT. Qhull library is reentrant. qh_lib_check: Incorrect qhull library called. Caller uses non-reentrant Qhull with a dynamic qhT via qh_QHpointer. Qhull library is reentrant. qh_lib_check: Expecting qhullLibraryType QHULL_NON_REENTRANT(0), QHULL_QH_POINTER(1), or QHULL_REENTRANT(2). Got %d qh_lib_check: Incorrect qhull library called. Size of qhT for caller is %d, but for qhull library is %d. qh_lib_check: Incorrect qhull library called. Size of vertexT for caller is %d, but for qhull library is %d. qh_lib_check: Incorrect qhull library called. Size of ridgeT for caller is %d, but for qhull library is %d. qh_lib_check: Incorrect qhull library called. Size of facetT for caller is %d, but for qhull library is %d. qh_lib_check: Incorrect qhull library called. Size of setT for caller is %d, but for qhull library is %d. qh_lib_check: Incorrect qhull library called. Size of qhmemT for caller is %d, but for qhull library is %d. qhull internal error (qh_lib_check): Cannot continue due to QH%d. '%s' is not reentrant (e.g., qhull.so) or out-of-date. Exit with %d qhull internal error (qh_initflags): qh.NOerrexit was not cleared before calling qh_initflags(). It should be cleared after setjmp(). Exit qhull. qhull input warning: no maximum cosine angle given for option 'An'. A1.0 is coplanar qhull input warning: no centrum radius given for option 'Cn' qhull option error: expecting a positive number for maximum roundoff 'En'. Got '%s' qhull option warning: no maximum roundoff given for option 'En' qhull option error: expecting 'Hn,n,n,...' for feasible point of halfspace intersection. Got '%s' qhull option warning: missing random perturbation for option 'Rn' qhull option warning: missing visible distance for option 'Vn' qhull option warning: missing coplanar distance for option 'Un' qhull option error: expecting a positive number for outside width 'Wn'. Got '%s' qhull option warning: missing outside width for option 'Wn' qhull option warning: unknown 'F' output option 'F%c', skip to next space qhull option warning: missing dimension for option 'GDn' qhull option warning: can only drop one dimension. Previous 'GD%d' ignored qhull option warning: unknown 'G' geomview option 'G%c', skip to next space qhull option warning: missing facet count for keep area option 'PAn' qhull option warning: missing facet area for option 'PFn' qhull option warning: missing merge count for option 'PMn' qhull option warning: unknown 'P' print option 'P%c', skip to next space qh_initflags: project dimension %d qhull option warning: missing number of test points for option 'QTn' qhull option warning: unknown 'Q' qhull option 'Q1%c', skip to next space qhull option warning: can not follow '1', '2', or '3' with a digit. 'Q%c%c' skipped qhull option warning: good point already defined for option 'QGn'. Ignored qhull option warning: missing good point id for option 'QGn'. Ignored qhull option warning: missing random seed for option 'QRn' qhull option warning: good vertex already defined for option 'QVn'. Ignored qhull option warning: no good point id given for option 'QVn'. Ignored qhull option warning: unknown 'Q' qhull option 'Q%c', skip to next space qhull option warning: output file undefined(stdout). Option 'Tz' ignored. qhull option warning: missing point id for cone for trace option 'TCn' qhull option warning: missing frequency count for trace option 'TFn' qhull option error: cannot open 'TI' file "%s" qhull option warning: qh.fout was not set by caller of qh_initflags. Cannot use option 'TO' to redirect output. Ignoring option 'TO' qhull option error: cannot open file "%s" for writing as option 'TO'. It is already in use or read-only qhull option warning: missing count of added points for trace option 'TAn' qhull option warning: negative point id for trace option 'TPn'. Expecting 'TP-1' for tracing after qh_buildhull and qh_postmerge qhull option warning: missing point id or -1 for trace option 'TPn' qhull option warning: missing merge id for trace option 'TMn' qhull option warning: missing rerun count for trace option 'TRn' qhull option warning: missing furthest point id for trace option 'TVn' qhull option warning: missing max width for trace option 'TWn' qhull option warning: unknown 'T' trace option 'T%c', skip to next space qhull option warning: unknown option '%c'(%x) qhull option warning: missing space after option '%c'(%x), reserved for sub-options, ignoring '%c' options to next space qhull option warning: 'TCn' (stopCone) ignored when used with 'QJn' (joggle) qhull option warning: additional output formats ('Fc',etc.) are not compatible with Geomview ('G'). Use option 'Po' to override qh_initflags: option flags initialized qh_initqhull_globals: for %s | %s qhull input error (qh_initqhull_globals): expecting between 1 and %d points. Got %d %d-d points qhull option warning: 'Q0-no-premerge' ignored due to exact merge ('Qx') or pre-merge ('C-n' or 'A-n') qhull option warning: joggle ('QJ') produces simplicial output (i.e., triangles in 2-D). Unless merging is requested, option 'Qt' has no effect qhull internal error (qh_initqhull_globals): if qh.VORONOI is set, qh.DELAUNAY must be set. Qhull constructs the Delaunay triangulation in order to compute the Voronoi diagram qhull option error: can not use Delaunay('d') or Voronoi('v') with halfspace intersection('H') qhull option error: use upper-Delaunay('Qu') or infinity-point('Qz') with Delaunay('d') or Voronoi('v') qhull option error: can not use infinity-point('Qz') with upper-Delaunay('Qu') qhull option error: can not use merge-pinched-vertices ('Q14') with good-facets-only ('Qg') qh_initqhull_globals: disable qh.MERGEpinched for 2-d. It has no effectqhull option warning: option 'Qbb' (scale-last-coordinate) is normally used with 'd' or 'v' qhull option error: test vertex neighbors('Qv') needs a merge option qhull error: dimension %d must be > 1 qh_initqhull_globals: initialize globals. input_dim %d, numpoints %d, malloc? %d, projected %d to hull_dim %d qh_initqhull_globals: trace last of TR%d runs at level %d qhull configuration error (qh_RANDOMmax in user_r.h): random integer %d > qh_RANDOMmax (%.8g) qhull configuration warning (qh_RANDOMmax in user_r.h): average of 1000 random integers (%.2g) is much different than expected (%.2g). Is qh_RANDOMmax (%.2g) wrong? qhull input error: not enough points(%d) to construct initial simplex (need %d) - shares same visible/horizon as f%d - owner of normal & centrum is facet f%d - outside set(furthest p%d): - outside set: %d points. - furthest distance= %2.2g - coplanar set(furthest p%d): - coplanar set: %d points. furthest distance= %2.2g qhull error: filename is more than %d characters, %s qhull internal error (qh_detvnorm): too few points(%d) to compute separating plane qh_detvnorm: Voronoi vertex or midpointqh_detvnorm: points %d %d midpoint dist %2.2g qh_detvnorm: points %d %d angle %2.2g nearzero %d qh_detvnorm: points %d %d Voronoi vertex %d dist %2.2g qhull internal error (qh_detvridge3): neighbors of vertex p%d are not connected at facet %d qh_eachvoronoi: Voronoi ridge of %d vertices between sites %d and %d qh_markkeep: only keep %d largest and/or %d most merged facets and/or min area %.2g qh_markvoronoi: isLower %d numcenters %d qh_order_vertexneighbors: order facet neighbors of v%d by 2-d (orientation), 3-d (adjacency), or n-d (f.visitid,id) qhull internal error (qh_order_vertexneighbors): call qh_vertexneighbors before calling qh_order_vertexneighbors qhull internal error (qh_order_vertexneighbors): no neighbor of v%d for f%d 3 %d %d %d %8.4g %8.4g %8.4g 1 # f%d f%d 3 %d %d %d %8.4g %8.4g %8.4g 1 #r%d f%d f%d qhull warning: no facets printed qhull internal error (qh_printend): number of ridges %d != number printed %d and at end %d qhull internal error (qh_printextremes_2d): loop in facet list. facet %d nextfacet %d %8.4g %8.4g %8.4g %8.4g %8.4g %8.4g [[%16.8f, %16.8f], [%16.8f, %16.8f]] Line[{{%16.8f, %16.8f}, {%16.8f, %16.8f}}] between f%d and f%d - horizon ridge to visible facet qhull internal error (qh_printvdiagram): unknown print format %d. {appearance {+edge -face} OFF %d %d 1 # Voronoi centers and cells # p%d is coplanar or isolated 3 0 1 2 %8.4g %8.4g %8.4g 1.0 OFF 3 1 1 # ridge between f%d f%d qhull input error (qh_printafacet): option 'Fp' needs qh->feasible_point {appearance {-edge -normal normscale 0} { INST geom {define vsphere OFF 18 32 48 0 0 1 1 0 0 0 1 0 -1 0 0 0 -1 0 0 0 -1 0.707107 0 0.707107 0 -0.707107 0.707107 0.707107 -0.707107 0 -0.707107 0 0.707107 -0.707107 -0.707107 0 0 0.707107 0.707107 -0.707107 0.707107 0 0.707107 0.707107 0 0.707107 0 -0.707107 0 0.707107 -0.707107 -0.707107 0 -0.707107 0 -0.707107 -0.707107 3 0 6 11 3 0 7 6 3 0 9 7 3 0 11 9 3 1 6 8 3 1 8 14 3 1 13 6 3 1 14 13 3 2 11 13 3 2 12 11 3 2 13 15 3 2 15 12 3 3 9 12 3 3 10 9 3 3 12 16 3 3 16 10 3 4 7 10 3 4 8 7 3 4 10 17 3 4 17 8 3 5 14 17 3 5 15 14 3 5 16 15 3 5 17 16 3 6 13 11 3 7 8 6 3 9 10 7 3 11 12 9 3 14 8 17 3 15 13 14 3 16 12 15 3 17 10 16 } transforms { TLIST %8.4g 0 0 0 # v%d 0 %8.4g 0 0 0 0 %8.4g 0 {appearance {-normal -edge normscale 0} {INST geom { define centrum CQUAD # f%d -0.3 -0.3 0.0001 0 0 1 1 0.3 -0.3 0.0001 0 0 1 1 0.3 0.3 0.0001 0 0 1 1 -0.3 0.3 0.0001 0 0 1 1 } transform { {INST geom { : centrum } transform { # f%d qhull warning: output for ridges and intersections not implemented in 2-d qhull warning: output for outer/inner planes and centrums not implemented in 4-d qhull warning: output for vertices not implemented in 4-d qhull warning: 'Gnh' generates no output in 4-d {appearance {linewidth 3} LIST # %s | %s {appearance {+edge -evert linewidth 2} LIST # %s | %s qhull warning: input sites of Delaunay regions (option 'i'). Use option 'p' or 'o' for Voronoi centers. Disable warning with option 'Pp' qhull warning: output is the Delaunay triangulation qhull internal error (qh_printbegin): can not use this format for dimension %d qhull warning: CDD format is not available for centrums, halfspace intersections, and OFF file format. Options selected for Qhull %s: %s 10 %d %d %d %d %d %d %d %d %d %d 2 size in bytes: merge %d ridge %d vertex %d facet %d normal %d ridge vertices %d facet vertices or neighbors %d qhull internal error (qh_produce_output2): temporary sets not empty(%d) qhull internal error (qh_produce_output): temporary sets not empty(%d) qhull input error: feasible point(dim 1 coords) is only valid for halfspace intersection qhull input warning: feasible point(dim 1 coords) overrides 'Hn,n,n' feasible point for halfspace intersection qhull error: insufficient memory for feasible point qhull input error: coordinates for feasible point do not finish out the line: %s qhull input error: only %d coordinates. Could not read %d-d feasible point. qhull input error: halfspace intersection needs a feasible point. Either prepend the input with 1 point or use 'Hn,n,n'. See manual. qhull input warning: more coordinates for 'H%s' than dimension %d qhull input error: missing "begin" for cdd-formated input qhull input error: short input file. Did not find dimension and number of points qhull input error: dimension %d (first or smaller number) should be at least 2 qhull input error: expecting between 1 and %d points. Got %d %d-d points qhull option error (qh_readpoints): can not use Delaunay('d') or Voronoi('v') with halfspace intersection('H') qhull input error: dimension %d (first number, includes offset) should be at least 3 for halfspaces qhull input error: dimension %d of feasible point is not one less than dimension %d for halfspaces qhull error: insufficient memory to read %d points qhull input warning: the input appears to be in cdd format. If so, use 'Fd' qhull input error: for cdd format, point at line %d does not start with '1' The input appears to be in cdd format. If so, you should use option 'Fd' qhull input error: line %d contained more than %d characters qhull warning: instead of %d points in %d-d, input contains %d points and %d extra coordinates. qhull error: instead of %d points in %d-d, input contains %d points and %d extra coordinates. Line %d is the first comment. Line %d is the first point. Line %d is the first short line. Line %d is the first long line. Continuing with %d points. Override with option 'Qa' (allow-short) This is the qhull test case. If any errors or core dumps occur, recompile qhull with 'make new'. If errors still occur, there is an incompatibility. You should try a different compiler. You can also change the choices in user_r.h. If you discover the source of the problem, please send mail to qhull_bug@qhull.org. Type 'qhull' for a short list of options. qh_readpoints: read in %d %d-dimensional points qhull input error: filename expected, none found. qhull input error: missing quote after filename -- %s qh_joggle_restart: qhull restart because of %s At %02d:%02d:%02d & %2.5g CPU secs, qhull has created %d facets and merged %d. The current hull contains %d facets and %d vertices. Last point was p%d qh_buildtracing: start trace T%d for point TP%d above facet f%d At %02d:%02d:%02d & %2.5g CPU secs, qhull has created %d facets and merged %d. The current hull contains %d facets and %d vertices. There are %d outside points. Next is point p%d(v%d), %2.2g above f%d. qh_addpoint: add p%d(v%d) %2.2g above f%d to hull of %d facets, %d merges, %d outside at %4.4g CPU secs. Previous p%d(v%d) delta %4.4g CPU, %d facets, %d merges, %d hyperplanes, %d distplanes, %d retries qhull internal error: qh_checklists failed on reset of qh.visit_id %u qhull internal error: qh_checklists failed on reset of qh.vertex_visit %u qh_findhorizon: find horizon for point p%d facet f%d qhull internal error (qh_findhorizon): does not work for tricoplanar facets. Use option 'Q11' qhull internal error (qh_findhorizon): visible facet f%d does not have neighbors qh_findhorizon: point p%d is coplanar to horizon f%d, dist=%2.7g < qh->MINvisible(%2.7g) qhull topology error (qh_findhorizon): empty horizon for p%d. It was above all facets. qh_findhorizon: %d horizon facets(good %d), %d visible(good %d), %d coplanar qhull internal error (qh_nextfurthest): null facet or infinite loop detected for qh.facet_next f%d facet_tail f%d qhull internal error (qh_nextfurthest): num_outside %d is too low by at least %d, or a random real %g >= 1.0 qhull internal error (qh_partitionpoint): cannot partition p%d of f%d into visible facet f%d nearly incident point (narrow hull)qh_partitionpoint: point p%d is outside facet f%d newfacet? %d, newoutside? %d (or narrowhull) qh_partitionpoint: point p%d is coplanar to facet f%d (dropped) qh_partitionpoint: point p%d is inside all facets, closest to f%d dist %2.2g qh_partitionall: partition all points into outside sets qh_partitioncoplanar: partition coplanar point p%d starting with f%d dist? %2.2g, allnew? %d, gh.repart_facetid f%d qh_partitioncoplanar: point p%d is more than near-inside facet f%d dist %2.2g allnew? %d qh_partitioncoplanar: point p%d is inside facet f%d dist %2.2g allnew? %d qhull internal error (qh_partitioncoplanar): cannot partition coplanar p%d of f%d into visible facet f%d qh_partitioncoplanar: repartition coplanar point p%d from f%d as an outside point above corner facet f%d dist %2.2g with angle %2.2g Qhull internal error (qh_partitioncoplanar): infinite loop due to recursive call to qh_partitionpoint. Repartition point p%d from f%d as a outside point dist %2.2g nearest vertices %2.2g Qhull topology error (qh_partitioncoplanar): can not repartition coplanar point p%d from f%d as outside point above f%d. It previously failed to form a cone of facets, dist %2.2g, nearest vertices %2.2g Qhull precision warning: repartition coplanar point p%d from f%d as an outside point above twisted facet f%d dist %2.2g nearest vertices %2.2g Qhull precision warning: repartition coplanar point p%d from f%d as an outside point above hidden facet f%d dist %2.2g nearest vertices %2.2g qh_partitioncoplanar: == p%d from f%d increases qh.max_outside to %2.2g of f%d last p%d qh_partitioncoplanar: point p%d is coplanar with facet f%d (or inside) dist %2.2g qh_buildcone: created %d newfacets for p%d(v%d) new facet balance %2.2g qh_partitionvisible: partition outside and coplanar points of visible and merged facets f%d into new facets f%d qhull topology error (qh_partitionvisible): all new facets deleted as degenerate facets. Can not continue. qh_partitionvisible: partition %d deleted vertices as coplanar? %d points into new facets f%d qhull internal error (qh_partitionvisible): all new facets deleted or none defined. Can not partition deleted v%d. qh_partitionvisible: partitioned %d points from outsidesets, %d points from coplanarsets, and %d deleted vertices qhull internal error (qh_addpoint): NULL facet. Need to call qh_findbestfacet first qhull internal error (qh_addpoint): infinite loop (%d retries) of merging pinched vertices due to dupridge for point p%d, facet f%d, and %d vertices qh_addpoint: added p%d to convex hull with point balance %2.2g qh_buildhull: start build hull qhull internal error (qh_buildhull): visible or new facet f%d in facet list qhull internal error (qh_buildhull): new vertex f%d in vertex list qh_buildhull: stop point or cone P%d in initial hull qh_buildhull: stop after adding %d vertices qhull internal error (qh_buildhull): %d outside points were never processed. qh_buildhull: completed the hull construction qhull input error: %d attempts to construct a convex hull with joggled input. Increase joggle above 'QJ%2.2g' or modify qh_JOGGLE... parameters in user_r.h qh_qhull: all facets are clearly convex and no coplanar points. Post-merging and check of maxout not needed. qh_qhull: finished qh_buildhull and qh_postmerge, start tracing (TP-1) Testing all coplanar points. qhull internal error (qh_qhull): temporary sets not empty(%d) at end of Qhull qhull internal error: qh_checklists failed at qh_printsummary Early exit due to 'TAn', 'TVn', 'TCn', 'TRn', or precision error with 'QJn'. Furthest-site Voronoi vertices by the convex hull of %d points in %d-d: Voronoi diagram by the convex hull of %d points in %d-d: Number of Voronoi regions%s: %d Total number of deleted points due to merging: %d Number of nearly incident points: %d Total number of nearly incident points: %d Number of%s Voronoi vertices: %d Number of%s non-simplicial Voronoi vertices: %d Furthest-site Delaunay triangulation by the convex hull of %d points in %d-d: Delaunay triangulation by the convex hull of %d points in %d-d: Number of input sites%s: %d Number of%s Delaunay regions: %d Number of%s non-simplicial Delaunay regions: %d Halfspace intersection by the convex hull of %d points in %d-d: Number of non-redundant halfspaces: %d Number of %s halfspaces: %d Number of intersection points: %d Number of 'good' intersection points: %d Number of%s non-simplicial intersection points: %d Convex hull of %d points in %d-d: Number of 'good' facets: %d Number of%s non-simplicial facets: %d Number of triangulated facets: %d Number of points processed: %d Number of hyperplanes created: %d Number of facets in hull: %d Number of distance tests for qhull: %d Number of distance tests for merging: %d Number of distance tests for checking: %d Number of merged facets: %d Number of merged pinched vertices: %d CPU seconds to compute hull (after input): %2.4g Percentage of runs with precision errors: %4.1f After %d retries, input joggled by: %2.2g Maximum distance of point above facet: %2.2g Maximum distance of vertex below facet: %2.2gqhull error (qh_memalloc): negative request size (%d). Did int overflow due to high-D? qh_mem %p n %8d alloc quick: %d bytes (tot %d cnt %d) qhull error (qh_memalloc): insufficient memory to allocate short memory buffer (%d bytes) qhull internal error (qh_memalloc): short totbuffer %d != totshort+totfree... %d qh_mem %p n %8d alloc short: %d bytes (tot %d cnt %d) qhull internal error (qh_memalloc): qhmem has not been initialized. qhull error (qh_memalloc): insufficient memory to allocate %d bytes qh_mem %p n %8d alloc long: %d bytes (tot %d cnt %d) qhull internal error (qh_memcheck): qh is 0. It does not point to a qhT qhull internal error (qh_memcheck): either qh->qhmem is overwritten or qh->qhmem is not initialized. Call qh_meminit or qh_new_qhull before calling qh_mem routines. ferr 0x%x, IsTracing %d, ALIGNmask 0x%x qh_memcheck: check size of freelists on qh->qhmem qh_memcheck: A segmentation fault indicates an overwrite of qh->qhmem qhull internal error (qh_memcheck): totfree %d not equal to freelist total %d qh_memcheck: total size of freelists totfree is the same as qh->qhmem.totfree qh_mem %p n %8d free short: %d bytes (tot %d cnt %d) qh_mem %p n %8d free long: %d bytes (tot %d cnt %d) qhull error (qh_meminit): insufficient memory qh_meminitbuffers: memory initialized with alignment %d qhull error (qh_memsetup): largest mem size %d is >= buffer size %d or initial buffer size %d qhull error (qh_memsetup): insufficient memory qhull internal error (qh_memsize): qh_memsize called after qh_memsetup qh_memsize: quick memory of %d bytes qhull warning (qh_memsize): free list table has room for only %d sizes memory statistics: %7d quick allocations %7d short allocations %7d long allocations %7d short frees %7d long frees %7d bytes of short memory in use %7d bytes of short memory in freelists %7d bytes of dropped short memory %7d bytes of unused short memory (estimated) %7d bytes of long memory allocated (max, except for input) %7d bytes of long memory in use (in %d pieces) %7d bytes of short memory buffers (minus links) %7d bytes per short memory buffer (initially %d bytes) %7d calls to qh_setlarger %7.2g average copy size makeridges: appended r%d to ridges for f%d. Next is ridges for neighbor f%d qh_remove_mergetype: remove merge f%d f%d v%d v%d r%d r%d dist %2.2g type %dqh_appendmergeset: f%d is already redundant (%d) or f%d is already redundant (%d). Ignore merge f%d and f%d type %d qh_appendmergeset: f%d is already degenerate. Ignore merge f%d type %d (MRGdegen) qhull internal error (qh_appendmergeset): expecting temp set defined for qh.facet_mergeset (0x%x) and qh.degen_mergeset (0x%x). Got NULL qhull internal error (qh_appendmergeset): except for MRGdupridge, cannot merge a non-flipped facet f%d into flipped f%d, mergetype %d, dist %4.4g qh_appendmergeset: dupridge will merge a non-flipped facet f%d into flipped f%d, dist %4.4g qhull internal error (qh_appendmergeset): facet f%d or f%d is already a mirrored facet (i.e., 'redundant') qhull internal error (qh_appendmergeset): mirrored facets f%d and f%d do not have the same vertices qh_appendmergeset: append merge f%d and f%d type %d (%s) to qh.degen_mergeset (size %d) qh_appendmergeset: append merge f%d and f%d type %d (%s) dist %2.2g angle %4.4g to qh.facet_mergeset (size %d) qhull internal error (qh_appendvertexmerge): expecting temp set defined for qh.vertex_mergeset (0x%x). Got NULL qhull internal error (qh_appendvertexmerge): expecting two distinct ridges for MRGvertices. Got r%d r%d qh_appendvertexmerge: append merge v%d into v%d r%d r%d dist %2.2g type %d (%s) qh_basevertices: found %d vertices qh_check_dupridge: dupridge between f%d and f%d (vertex dist %2.2g), dist %2.2g, reverse dist %2.2g, ratio %2.2g while processing p%d qhull topology error (qh_check_dupridge): wide merge (%.1fx wider) due to dupridge between f%d and f%d (vertex dist %2.2g), merge dist %2.2g, while processing p%d - Allow error with option 'Q12' - Experimental option merge-pinched-vertices ('Q14') may avoid this error. It merges nearly adjacent vertices. - A bounding box for the input sites may alleviate this error. qhull internal error (qh_checkconnect): f%d is not attached to the new facets qhull internal error (qh_checkdelfacet): cannot delete f%d. It is referenced by merge f%d f%d mergetype %d qhull internal error (qh_checkdelridge): expecting empty qh.vertex_mergeset in order to avoid calling qh_delridge_merge. Got %d merges qhull internal error (qh_checkdelridge): unexpected 'nonconvex' flag for ridge r%d in newfacet f%d. Otherwise need to call qh_delridge_merge qhull internal error (qh_checkdelridge): unexpected 'nonconvex' flag for ridge r%d in visible facet f%d. Otherwise need to call qh_delridge_merge not concave, flipped, or dupridgeqh_checkzero: skip convexity check until first pre-merge qh_checkzero: testall %d, facets are %s qh_checkzero: qh_premerge is needed. New facet f%d or its horizon f%d is non-simplicial, flipped, dupridge, or mergehorizon qh_checkzero: facet f%d and f%d are not clearly convex. v%d dist %.2g qh_checkzero: facet f%d and horizon f%d are not clearly convex. v%d dist %.2g qh_copynonconvex: moved nonconvex flag from r%d to r%d between f%d and f%d qh_degen_redundant_facet: test facet f%d for degen/redundant qh_degen_redundant_facet: f%d is flipped, will merge later qhull internal error (qh_degen_redundant_facet): facet f%d has deleted neighbor f%d (qh.visible_list) qh_degen_redundant_facet: f%d is contained in f%d. merge qh_degen_redundant_facet: f%d is degenerate. qh_delridge_merge: delete ridge r%d between f%d and f%d qh_delridge_merge: drop merge of v%d into v%d (dist %2.2g r%d r%d) due to deleted, duplicated ridge r%d qh_drop_mergevertex: unset mergevertex for r%d and r%d due to dropped vertex merge v%d to v%d. Sets mergevertex2 qh_findbest_ridgevertex: best pinched p%d(v%d) and vertex p%d(v%d) are closest (%2.2g) for duplicated ridge r%d (same vertices) between f%d and f%d qhull internal error: cannot call qh_findbestneighor for f%d while qh.CENTERtype is qh_ASvoronoi qhull internal error (qh_findbestneighbor): no neighbors for f%d qh_findbestneighbor: f%d is best neighbor for f%d testcentrum? %d nonconvex? %d dist %2.2g min %2.2g max %2.2g qhull internal error (qh_freemergesets): expecting mergesets. Got a NULL mergeset, qh.facet_mergeset (0x%x), qh.degen_mergeset (0x%x), qh.vertex_mergeset (0x%x) qhull internal error (qh_freemergesets): expecting empty mergesets. Got qh.facet_mergeset (%d merges), qh.degen_mergeset (%d merges), qh.vertex_mergeset (%d merges) qhull internal error (qh_initmergesets): expecting NULL mergesets. Got qh.facet_mergeset (0x%x), qh.degen_mergeset (0x%x), qh.vertex_mergeset (0x%x) qh_makeridges: make ridges for f%d qh_mark_dupridges: identify dupridges in facetlist f%d, allmerges? %d qh_mark_dupridges): dupridge due to duplicate vertices for subridges f%d and f%d qh_mark_dupridges: found %d duplicated ridges (MRGdupridge) for qh_getpinchedmerges qh_mark_dupridges: found %d duplicated ridges (MRGdupridge) for qh_premerge. Prepare facets for merging qh_mark_dupridges: restore missing neighbors and ridges due to qh_MERGEridge qhull topological error (qh_mark_dupridges): multiple dupridges for f%d and f%d, including reverse qh_maybe_duplicateridge: will merge v%d into v%d (dist %2.2g) due to duplicate ridges r%d/r%d with the same vertices. mergevertex set qh_maybe_duplicateridges: will merge v%d into v%d (dist %2.2g) due to opposite oriented ridges r%d/r%d for f%d and f%d qh_maybe_duplicateridges: will merge v%d into v%d (dist %2.2g) due to duplicate ridges with the same vertices r%d/r%d in merged facet f%d qh_maydropneighbor: test f%d for no ridges to a neighbor qhull internal error (qh_maydropneighbor): not valid for simplicial f%d while adding furthest p%d qhull internal error (qh_maydropneighbor): facet f%d has deleted neighbor f%d (qh.visible_list) qh_maydropneighbor: facets f%d and f%d are no longer neighbors while adding furthest p%d qhull internal error (qh_maydropneighbor): not valid for simplicial neighbor f%d of f%d while adding furthest p%d qh_maydropneighbors: f%d is degenerate. qh_mergecycle_facets: make newfacet new and samecycle deleted qh_willdelete: move f%d to visible list, set its replacement as f%d, and clear f.neighbors and f.ridges qhull internal error (qh_willdelete): expecting qh.visible_list at before qh.newfacet_list f%d. Got NULL qh_mergecycle_facets: merged facets from cycle f%d into f%d qh_mergecycle_neighbors: delete shared neighbors from newfacet qh_mergecycle_neighbors: update neighbors qh_mergecycle_neighbors: deleted %d neighbors and added %d qh_mergecycle_ridges: delete shared ridges from newfacet qh_mergecycle_ridges: add ridges to newfacet qhull internal error (qh_mergecycle_ridges): bad ridge r%d qh_mergecycle_ridges: found %d old ridges and %d new ones qh_mergecycle_vneighbors: update vertex neighbors for newfacet qh_mergecycle_vneighbors: deleted v%d when merging cycle f%d into f%d qh_mergecycle_vneighbors: merged vertices from cycle f%d into f%d qh_mergefacet2d: merged v%d and neighbor f%d of f%d into f%d qh_mergeneighbors: merge neighbors of f%d and f%d qh_mergeridges: merge ridges of f%d into f%d qh_mergesimplex: merge apex v%d of f%d into facet f%d qh_mergesimplex: merge opposite v%d of f%d into facet f%d qh_mergesimplex: update vertex neighbors of f%d qh_mergevertex_del: deleted v%d when merging f%d into f%d qh_mergesimplex: merge ridges and neighbors of f%d into f%d qhull topology error (qh_mergesimplex): f%d is a dupridge of f%d, cannot merge f%d into f%d qh_mergesimplex: move r%d with f%d to f%d, new neighbor? %d, maybe horizon? %d qh_mergesimplex: merged simplex f%d v%d into facet f%d qh_mergevertex_neighbors: merge vertex neighborset for f%d into f%d qh_mergevertex_neighbors: of f%d into f%d at furthest p%d f0= %p qhull internal error (qh_mergevertices): facets did not share a ridge qh_neighbor_intersections: %d vertices in neighbor intersection of v%d qh_neighbor_vertices_facet: found %d vertex neighbors for v%d in f%d (simplicial? %d) qh_neighbor_vertices: %d non-subridge, vertex neighbors for v%d qhull internal error (qh_findbest_pinchedvertex): expecting merge of adjacent, simplicial new facets. f%d or f%d is not simplicial qhull internal error (qh_findbest_pinchedvertex): expecting subridge of qh.hull_dim-2 vertices for the intersection of new facets f%d and f%d minus their apex. Got %d vertices qhull internal error (qh_findbest_pinchedvertex): did not find best vertex for subridge of dupridge between f%d and f%d, while processing p%d qh_findbest_pinchedvertex: best pinched p%d(v%d) and vertex p%d(v%d) are closest (%2.2g) for duplicate subridge between f%d and f%d qh_getpinchedmerges: try to merge pinched vertices for dupridges in new facets with apex p%d(v%d) max dupdist %2.2g qhull internal error (qh_getpinchedmerges): expecting MRGdupridge from qh_mark_dupridges. Got merge f%d f%d type %d qh_getpinchedmerges: dupridge (MRGdupridge) of coplanar horizon would produce a wide merge (%.0fx) due to pinched vertices v%d and v%d (dist %2.2g) for f%d and f%d. qh_mergecycle_all will merge one or both facets qhull precision warning (qh_getpinchedmerges): pinched vertices v%d and v%d (dist %2.2g, %.0fx) would produce a wide merge for f%d and f%d. Will merge dupridge instead qh_getpinchedmerges: will make the apex a coplanar point. apex p%d(v%d) is the nearest vertex to v%d on dupridge. Dist %2.2g qh_getpinchedmerges: will merge new facets to resolve dupridge between f%d and f%d with pinched v%d and v%d qh_getpinchedmerges: will merge pinched v%d into v%d to resolve dupridge between f%d and f%d qhull internal error (qh_next_vertexmerge): expecting two vertices for vertex merge. Got v%d v%d and optional f%d qh_next_vertexmerge: drop merge of v%d (del? %d) into v%d (del? %d) due to deleted vertex of r%d and r%d qhull topology error (qh_next_vertexmerge): no nearly adjacent vertices to resolve opposite oriented ridges r%d and r%d in f%d and f%d. Nearest v%d and v%d dist %2.2g (%.1fx) qhull topology error (qh_next_vertexmerge): no nearly adjacent vertices to resolve duplicate ridges r%d and r%d. Nearest v%d and v%d dist %2.2g (%.1fx) qhull topology error (qh_next_vertexmerge): no nearly adjacent vertices to resolve dupridge. Nearest v%d and v%d dist %2.2g (%.1fx) qhull internal error (qh_opposite_horizonfacet): expecting merge of simplicial facets, at least one of which is mergehorizon. Either simplicial or mergehorizon is wrong qhull internal error (qh_opposite_horizonfacet): merge facet f%d not connected to mergehorizon f%d qh_remove_extravertices: test non-simplicial f%d for extra vertices qh_remove_extravertices: v%d deleted because it's lost all ridges qh_remove_extravertices: v%d removed from f%d because it's lost all ridges qhull internal error (qh_renameridgevertex): oldvertex v%d not found in r%d. Cannot rename to v%d qh_renameridgevertex: ridge r%d deleted. It contained both v%d and v%d qh_renameridgevertex: swapped the top and bottom of ridge r%d qh_test_centrum_merge: concave f%d to coplanar f%d, dist %4.4g and reverse dist %4.4g, angle %4.4g during p%d qh_test_centrum_merge: concave f%d to f%d, dist %4.4g and reverse dist %4.4g, angle %4.4g during p%d qh_test_centrum_merge: coplanar f%d to f%d dist %4.4g, reverse dist %4.4g angle %4.4g qh_test_degen_neighbors: test for degenerate neighbors of f%d qhull internal error (qh_test_degen_neighbors): facet f%d has deleted neighbor f%d (qh.visible_list) qh_test_degen_neighbors: f%d is degenerate with %d neighbors. Neighbor of f%d. qh_test_nonsimplicial_merge: concave centrum for f%d or f%d, dist %4.4g and reverse dist %4.4g, angle %4.4g during p%d qh_test_nonsimplicial_merge: twisted concave f%d v%d to f%d v%d, dist %4.4g and reverse dist %4.4g, angle %4.4g during p%d qh_test_nonsimplicial_merge: concave coplanar f%d v%d to f%d v%d, dist %4.4g and reverse dist %4.4g, angle %4.4g during p%d qh_test_nonsimplicial_merge: concave f%d v%d to f%d v%d, dist %4.4g and reverse dist %4.4g, angle %4.4g during p%d qh_test_nonsimplicial_merge: coplanar f%d v%d to f%d v%d, dist %4.4g and reverse dist %4.4g, angle %4.4g during p%d qh_test_appendmerge: coplanar angle %4.4g between f%d and f%d qh_getmergeset: %d merges found qh_getmergeset_initial: %d merges found qh_test_redundant_neighbors: test neighbors of f%d vertex_visit %d qh_test_redundant_neighbors: f%d is degenerate with %d neighbors. qhull internal error (qh_test_redundant_neighbors): facet f%d has deleted neighbor f%d (qh.visible_list) qh_test_redundant_neighbors: f%d is contained in f%d. merge qh_renamevertex: rename v%d to v%d in %d ridges with old f%d and neighbor f%d qh_renamevertex: renaming v%d to v%d in several facets for qh_redundant_vertex or MRGsubridge qh_renamevertex: ignore duplicate check for r%d. top f%d (size %d) will be degenerate after rename v%d to v%d qh_renamevertex: ignore duplicate check for r%d. bottom f%d (size %d) will be degenerate after rename v%d to v%d qh_renamevertex: rename vertices in non-simplicial neighbor f%d of v%d qh_renamevertex: renaming v%d to v%d in oldfacet f%d for qh_rename_sharedvertex qh_renamevertex: renaming pinched v%d to v%d between f%d and f%d qh_test_vneighbors: testing vertex neighbors for convexity qh_test_vneighbors: found %d non-convex, vertex neighbors qh_tracemerge: trace facet and vertex after merge of f%d into f%d type %d (%s), furthest p%d qh_tracemerge: trace vertex deleted at furthest p%d At %d:%d:%d & %2.5g CPU secs, qhull has merged %d facets with max_outside %2.2g, min_vertex %2.2g. The hull contains %d facets and %d vertices. qh_mergecycle: merge #%d for facets from cycle f%d into coplanar horizon f%d qh_mergecycle: ========= trace merge %d of samecycle %d into trace f%d, furthest is p%d qhull internal error (qh_mergecycle): does not work for tricoplanar facets. Use option 'Q11' qh_mergecycle: end of trace facet qh_vertexridges: found %d ridges for v%d qh_find_newvertex: find new vertex for v%d from qh_find_newvertex: vertices not in ridges for v%d qh_find_newvertex: found v%d for old v%d from %d vertices and %d ridges. qh_find_newvertex: no vertex for renaming v%d (all duplicated ridges) during p%d qh_redundant_vertex: check if v%d from a deleted ridge can be renamed qh_rename_adjacentvertex: merge #%d rename v%d (%d neighbors) to v%d (%d neighbors) dist %2.2g qh_rename_adjacentvertex: ignore rename. Either v%d (%d) or v%d (%d) is deleted qhull internal error (qh_rename_adjacentvertex): expecting neighbor facets for v%d and v%d. Got %d and %d neighbors resp. qh_rename_adjacentvertex: simplicial f%d contains old v%d and new v%d. Will be marked degenerate by qh_renamevertex qh_rename_adjacentvertex: partition old p%d(v%d) as a coplanar point for furthest f%d dist %2.2g. Maybe repartition later (QH0031) qhull internal error (qh_rename_sharedvertex): v%d's neighbors not in f%d qh_rename_sharedvertex: p%d(v%d) is shared by f%d(%d ridges) and f%d qhull internal error (qh_mergefacet): merge f%d into f%d for mergetype %d (%s) does not work for tricoplanar facets. Use option 'Q11' qh_mergefacet: ========= trace wide merge #%d(%2.2g) for f%d into f%d for mergetype %d (%s), last point was p%d qh_mergefacet: ========= trace merge #%d for f%d into f%d for mergetype %d (%s), furthest is p%d qh_mergefacet: #%d merge f%d into f%d for merge for mergetype %d (%s), mindist= %2.2g, maxdist= %2.2g, max_outside %2.2g qhull precision error (qh_mergefacet): wide merge for facet f%d into f%d for mergetype %d (%s). maxdist %2.2g (%.1fx) mindist %2.2g (%.1fx) vertexdist %2.2g Allow with 'Q12' (allow-wide) qhull precision error (qh_mergefacet): wide merge for pinched facet f%d into f%d for mergetype %d (%s). maxdist %2.2g (%.fx) mindist %2.2g (%.1fx) vertexdist %2.2g Allow with 'Q12' (allow-wide) qhull internal error (qh_mergefacet): either f%d and f%d are the same or one is a visible facet, mergetype %d (%s) qhull topology error: Only %d facets remain. The input is too degenerate or the convexity constraints are too strong. Option 'Qx' may avoid this problem. qh_mergefacet: end of wide tracing qh_mergefacet: check f%d and f%d for redundant and degenerate neighbors qhull internal error (qh_merge_nonconvex): expecting mergetype MRGcoplanar..MRGconcavecoplanar. Got merge f%d and f%d type %d qh_merge_nonconvex: merge #%d for f%d and f%d type %d qh_merge_nonconvex: avoid merging old facet f%d dist %2.2g. Use f%d dist %2.2g instead qh_merge_twisted: merge #%d for twisted f%d and f%d qhull precision error (qh_merge_twisted): twisted facet f%d does not contain pinched vertices. Too wide to merge into neighbor. mindist %2.2g maxdist %2.2g vertexdist %2.2g maxpinched %2.2g neighbor f%d mindist %2.2g maxdist %2.2g qhull precision error (qh_merge_twisted): twisted facet f%d with pinched vertices. Could merge vertices, but too wide to merge into neighbor. mindist %2.2g maxdist %2.2g vertexdist %2.2g neighbor f%d mindist %2.2g maxdist %2.2g qh_merge_degenredundant: merge %d degenerate, redundant, and mirror facets qhull internal error (qh_merge_degenredunant): f%d is redundant but visible f%d has no replacement qh_merge_degenredundant: merge redundant f%d into f%d (arg f%d) qh_merge_degenredundant: facet f%d has no neighbors. Deleted qh_merge_degenredundant: deleted v%d because f%d has no neighbors qh_merge_degenredundant: facet f%d has %d neighbors, merge into f%d dist %2.2g qhull internal error (qh_flippedmerges): facet_mergeset (%d merges) not at top of tempstack (%d merges) qh_flippedmerges: merge flipped f%d into f%d dist %2.2g during p%d qh_flippedmerges: merged %d flipped and %d degenredundant facets into a good neighbor qh_forcedmerges: merge dupridges qhull internal error (qh_forcedmerges): qh_settemppop (size %d) is not qh->facet_mergeset (size %d) qhull internal error (qh_forcedmerges): f%d and f%d had a dupridge but as f%d and f%d they are no longer neighbors qh_forcedmerges: dupridge f%d is degenerate with fewer than %d neighbors qh_forcedmerges: merged %d facets, %d flipped facets, and %d degenredundant facets across dupridges qhull internal error (qh_merge_pinchedvertices): qh.visible_list (f%d), newfacet_list (f%d), or newvertex_list (v%d) not empty qh_merge_pinchedvertices: merge one of %d pinched vertices before adding apex p%d. Try to resolve duplicate ridges in newfacets qh_merge_pinchedvertices: merge %d pinched vertices from dupridges in merged facets, apex p%d qh_merge_pinchedvertices: merge degenerate f%d into an adjacent facet qh_merge_pinchedvertices: merge f%d into f%d mergeType %d qh_reducevertices: reduce extra vertices, shared vertices, and redundant vertices qh_reducevertices: renamed %d shared vertices and %d redundant vertices. Degen? %d qh_all_merges: starting to merge %d facet and %d degenerate merges for new facets f%d, othermerge? %d qh_all_merges: drop merge of f%d (del? %d) into f%d (del? %d) mergetype %d, dist %4.4g, angle %4.4g. One or both facets is deleted qh_all_merges: drop merge of f%d (tested? %d) into f%d (tested? %d) mergetype %d, dist %2.2g, angle %4.4g. Merge independent sets of coplanar merges qh_all_merges: merge f%d and f%d type %d dist %2.2g angle %4.4g qhull internal error (qh_all_merges): expecting concave, coplanar, or twisted merge. Got merge f%d f%d v%d mergetype %d qh_all_merges: skip qh_reducevertices due to post-merging, no qh.VERTEXneighbors (%d), or hull_dim %d ==2 or >%d qh_all_merges: merged %d coplanar %d concave %d concavecoplanar %d twisted facets and %d degen or redundant facets. qh_postmerge: postmerge. test vneighbors? %d qh_all_vertexmerges: starting to merge %d vertex merges for apex p%d facet f%d qh_mergecycle_all: merge new facets into coplanar horizon facets. Bulk merge a cycle of facets with the same horizon facet qhull internal error (qh_mergecycle_all): f%d without normal qh_mergecycle_all: merged %d same cycles or facets into coplanar horizons and %d degenredundant facets qh_premerge: premerge centrum %2.2g angle %4.4g for apex p%d newfacet_list f%d qhull precision error: facet f%d is flipped, distance= %6.12g A flipped facet occurs when its distance to the interior point is greater than or equal to %2.2g, the maximum roundoff error. qh_vertexneighbors: determining neighboring facets for each vertex qhull precision error: point p%d is outside facet f%d, distance= %6.8g maxoutside= %6.8g nearest vertices %2.2g qh_checkconvex: check that facets are not-flipped and for qh.ZEROcentrum that simplicial vertices are below their neighbor (dist<0.0) qh_checkconvex: check that facets are not-flipped and that simplicial vertices are convex by qh.DISTround ('En', 'Rn') qh_checkconvex: check that facets are not-flipped and that their centrums are convex by qh.DISTround ('En', 'Rn') qhull precision error: f%d is flipped (interior point is outside) qhull precision error: f%d is coplanar to f%d, since p%d(v%d) is within %6.4g of f%d, during p%d qhull precision error: f%d is clearly not convex to f%d, since p%d(v%d) is %6.4g above or coplanar with f%d with qh.ZEROcentrum qhull precision error: f%d is concave to f%d, since p%d(v%d) is %6.4g above f%d qhull precision error: initial simplex is not convex, since p%d(v%d) is %6.4g above opposite f%d qhull precision error: initial simplex is not convex, since p%d(v%d) is within roundoff of opposite facet f%d (dist %6.4g) qh_checkconvex: starting with f%d, also check that centrums of non-simplicial ridges are below their neighbors (dist<0.0) qhull warning: recomputing centrums for convexity test. This may lead to false, precision errors. qhull precision error: f%d is concave to f%d. Centrum of f%d is %6.4g above f%d qhull precision error: f%d is coplanar or concave to f%d. Centrum of f%d is %6.4g above f%d qh_checkfacet: check f%d newmerge? %d qhull internal error (qh_checkfacet): unknown facet id f%d >= qh.facet_id (%d) qhull internal error (qh_checkfacet): expecting f%d.visitid <= qh.visit_id (%d). Got visitid %d qhull internal error (qh_checkfacet): facet f%d is on qh.visible_list qhull internal error (qh_checkfacet): redundant facet f%d not on qh.visible_list qhull internal error (qh_checkfacet): degenerate facet f%d is not on qh.visible_list and qh.degen_mergeset is empty qhull internal error (qh_checkfacet): facet f%d does not have a normal qhull internal error (qh_checkfacet): f%d is 'dupridge' but it is not a newfacet on qh.newfacet_list f%d qhull internal error (qh_checkfacet): f%d is 'newmerge' but it is not a newfacet on qh.newfacet_list f%d. Missing call to qh_reducevertices qhull internal error (qh_checkfacet): deleted vertex v%d in f%d qhull internal error (qh_checkfacet): vertices of f%d are not in descending id order at v%d qhull internal error (qh_checkfacet): for simplicial facet f%d, #vertices %d + #neighbors %d != 2*qh->hull_dim qhull internal error (qh_checkfacet): for facet f%d, #vertices %d or #neighbors %d < qh->hull_dim qhull internal error (qh_checkfacet): for facet f%d, #ridges %d < #neighbors %d or(3-d) > #vertices %d or(2-d) not all 2 qhull internal error (qh_checkfacet): facet f%d still has a MERGEridge or DUPLICATEridge neighbor qhull internal error (qh_checkfacet): facet f%d has deleted neighbor f%d (qh.visible_list) qhull internal error (qh_checkfacet): facet f%d has neighbor f%d, but f%d does not have neighbor f%d qhull internal error (qh_checkfacet): facet f%d has a duplicate neighbor f%d qhull internal error (qh_checkfacet): facet f%d has a duplicate ridge r%d qhull internal error (qh_checkfacet): ridge between f%d and f%d has %d vertices qhull internal error (qh_checkfacet): for facet f%d, neighbor f%d of ridge r%d not in facet qhull internal error (qh_checkfacet): ridge r%d is nonconvex (%d), mergevertex (%d) or not tested (%d) for facet f%d, neighbor f%d qhull internal error (qh_checkfacet): facet f%d does not have a ridge for neighbor f%d qhull internal error (qh_checkfacet): vertex v%d in r%d not in f%d intersect f%d qhull topology error (qh_checkfacet): vertex v%d in f%d intersect f%d but not in a ridge. Last point was p%d qh_checkfacet: vertex v%d in f%d intersect f%d but not in a ridge. Repaired by qh_remove_extravertices in qh_reducevertices qhull internal error (qh_checkfacet): facet f%d skip %d and neighbor f%d skip %d do not match qhull internal error (qh_checkfacet): ridges r%d and r%d (f%d) have the same vertices qh_checklists: check qh.%s_list f%d and qh.vertex_list v%d qh_checklists: check %slist f%d and qh.vertex_list v%d qhull internal error (qh_checklists): either qh.facet_tail f%d is NULL, or its id is not 0, or its next is not NULL qhull internal error (qh_checklists): f%d already in facetlist causing an infinite loop ... f%d > f%d ... > f%d > f%d. Truncate facetlist at f%d qhull internal error (qh_checklists): unknown or overwritten facet f%d, either id >= qh.facet_id (%d) or f.visitid %u > qh.visit_id %u. Facetlist terminated at previous facet f%d qhull internal error (qh_checklists): expecting f%d.previous == f%d. Got f%d qhull internal error (qh_checklists): qh.visible_list f%d is after qh.newfacet_list f%d. It should be at, before, or NULL qhull internal error (qh_checklists): qh.facet_next f%d for qh_addpoint is not on qh.facet_list f%d qhull internal error (qh_checklists): qh.newfacet_list f%d is not on qh.facet_list f%d qhull internal error (qh_checklists): qh.visible_list f%d is not on qh.facet_list f%d qhull internal error (qh_checklists): either qh.vertex_tail v%d is NULL, or its id is not 0, or its next is not NULL qhull internal error (qh_checklists): v%d already in vertexlist causing an infinite loop ... v%d > v%d ... > v%d > v%d. Truncate vertexlist at v%d qhull internal error (qh_checklists): unknown or overwritten vertex v%d, either id >= qh.vertex_id (%d) or v.visitid %u > qh.visit_id %u. vertexlist terminated at previous vertex v%d qhull internal error (qh_checklists): expecting v%d.previous == v%d. Got v%d qhull internal error (qh_checklists): new vertex list v%d is not on vertex list qhull internal error (qh_checkvertex): unknown point id %p qhull internal error (qh_checkvertex): unknown vertex id v%d >= qh.vertex_id (%d) qhull internal error (qh_checkvertex): expecting v%d.visitid <= qh.vertex_visit (%d). Got visitid %d qhull internal error (qh_checkvertex): neighbor f%d does not contain v%d qh_clearcenters: switched to center type %d qh_createsimplex: created simplex qhull internal error (qh_delvertex): vertex v%d was deleted but it was not partitioned as a coplanar point qhull internal error (qh_facet3vertex): only %d vertices for simplicial facet f%d qhull internal error (qh_facet3vertex): ridges for facet %d don't match up. got at least %d qh_findfacet_all: p%d, noupper? %d, f%d, dist %2.2g, isoutside %d, totpart %d qh_findbestfacet: f%d dist %2.2g isoutside %d totpart %d qh_findgood: f%d is closest(%2.2g) to thresholds qh_findgood: found %d good facets with %d good horizon and qh.GOODclosest f%d qhull warning: good vertex p%d does not match last good facet f%d. Ignored. qhull warning: point p%d is not a vertex('QV%d'). qhull warning: point p%d is a vertex for every facet('QV-%d'). qh_findgood_all: f%d is closest(%2.2g) to split thresholds qh_findgood_all: undo selection of qh.GOODclosest f%d since it would fail qh_inthresholds in qh_skipfacet qh_findgood_all: %d good facets remain out of %d facets qh_prependfacet: prepend f%d before f%d qh_furthestnext: made f%d next facet(dist %.2g) qh_furthestout: p%d is furthest outside point of f%d qhull internal error (qh_infiniteloop): potential infinite loop detected. If visible, f.replace. If newfacet, f.samecycle qh_matchdupridge: find dupridge matches for f%d skip %d hash %d hashcount %d qh_matchdupridge: make forced merge of dupridge for new f%d skip %d and f%d skip %d, maxdist %4.4g in qh_forcedmerges qh_matchdupridge: make good forced merge of dupridge f%d skip %d into f%d skip %d, keep new f%d skip %d and f%d skip %d, dist %4.4g qh_matchdupridge: allow tricoplanar dupridge for new f%d skip %d and f%d skip %d qh_matchdupridge: duplicate ridge due to duplicate facets (f%d skip %d and f%d skip %d) previously reported as QH7084. Maximize dupdist to force vertex merge qhull internal error (qh_matchdupridge): no MERGEridge match for dupridge new f%d skip %d at hash %d..%d qhull topology error (qh_matchdupridge): missing qh_DUPLICATEridge at f%d skip %d for new f%d skip %d hash %d ismatch %d. Set by qh_matchneighbor qh_matchdupridge: try good dupridge flipped f%d skip %d into new f%d skip %d at dist %2.2g otherdist %2.2g qh_matchdupridge: try good dupridge flipped new f%d skip %d into f%d skip %d at dist %2.2g otherdist %2.2g qh_matchdupridge: try good dupridge f%d skip %d into new f%d skip %d at dist %2.2g otherdist %2.2g qh_matchdupridge: try good dupridge new f%d skip %d into f%d skip %d at dist %2.2g otherdist %2.2g qh_matchdupridge: try furthest dupridge f%d skip %d new f%d skip %d at dist %2.2g qhull internal error (qh_matchdupridge): no maximum or good match for dupridge new f%d skip %d at hash %d..%d qh_matchdupridge: keep dupridge f%d skip %d and f%d skip %d, dist %4.4g qhull internal error (qh_nearvertex): qh.VERTEXneighbors and facet->center required for tricoplanar facets qhull internal error (qh_nearvertex): did not find bestvertex for f%d p%d qh_nearvertex: v%d dist %2.2g for f%d p%d qh_findbestlower: all neighbors of facet %d are flipped or upper Delaunay. Search all facets qh_findbestlower: f%d dist %2.2g for f%d p%d qhull error (qh_newhashtable): negative request (%d) or size (%d). Did int overflow due to high-D? qhull error: 2^32 or more vertices. vertexT.id field overflows. Vertices would not be sorted correctly. qh_newvertex: vertex p%d(v%d) created qh_makenewfacets: created %d new facets f%d..f%d from point p%d to horizon qhull internal error (qh_opposite_vertex): opposite vertex in facet f%d to neighbor f%d is not defined. Either is facet is not simplicial or neighbor not found qh_outcoplanar: move outsideset to coplanarset for qh->NARROWhull qhull internal warning (point_add): unknown point %p id %d qhull internal error (point_add): point p%d is out of bounds(%d) qh_check_bestdist: check points below nearest facet. Facet_list f%d qh_check_bestdist: check that all points are within %2.2g of best facet qhull output completed. Verifying that %d points are below %2.2g of the nearest %sfacet. qhull precision error (qh_check_bestdist): point p%d is outside facet f%d, distance= %6.8g maxoutside= %6.8g %d points were well inside the hull. If the hull contains a lens-shaped component, these points were not verified. Use options 'Qci Tv' to verify all points. qhull precision error (qh_check_bestdist): a coplanar point is %6.2g from convex hull. The maximum value is qh.outside_err (%6.2g) qh_check_bestdist: max distance outside %2.2g qh_check_points: check all points below %2.2g of all facet planes qhull input warning: merging without checking outer planes('Q5' or 'Po'). Verify may report that a point is outside of a facet. qhull input warning: exact merge ('Qx'). Verify may report that a point is outside of a facet. See qh-optq.htm#Qx qhull input warning: no outer plane check ('Q5') or no processing of near-inside points ('Q8'). Verify may report that a point is outside of a facet. Output completed. Verifying that all points are below outer planes of all %sfacets. Will make %2.0f distance computations. Output completed. Verifying that all points are below %2.2g of all %sfacets. Will make %2.0f distance computations. qhull warning (qh_check_points): missing normal for facet f%d qhull precision error (qh_check_points): %d additional points outside facet f%d, maxdist= %6.8g qhull precision error (qh_check_points): a coplanar point is %6.2g from convex hull. The maximum value(qh.outside_err) is %6.2g qh_check_points: max distance outside %2.2g qh_check_maxout: check and update qh.min_vertex %2.2g and qh.max_outside %2.2g qh_check_maxout: determine actual minvertex Qhull precision warning: in post-processing (qh_check_maxout) p%d(v%d) is %2.2g below f%d nearest vertices %2.2g qh_check_maxout: p%d(v%d) is %.2g from f%d nearest vertices %2.2g qh_check_maxout: determine actual maxoutside Qhull precision warning: in post-processing (qh_check_maxout) p%d for f%d is %2.2g above twisted facet f%d nearest vertices %2.2g Qhull precision warning: in post-processing (qh_check_maxout) p%d for f%d is %2.2g above hidden facet f%d nearest vertices %2.2g qh_check_maxout: p%d is %.2g above f%d Qhull precision warning (qh_check_maxout): f%d.maxoutside (%4.4g) is greater than computed qh.max_outside (%2.2g) + qh.DISTround (%2.2g). It should be less than or equal qh_check_maxout: p%d(v%d) is qh.min_vertex %2.2g below facet f%d. Point p%d for f%d is qh.max_outside %2.2g above f%d. %d points are outside of not-good facets Qhull precision error (qh_check_maxout): large increase in qh.max_outside during post-processing dist %2.2g (%.1fx). See warning QH0032/QH0033. Allow with 'Q12' (allow-wide) and 'Pp' Qhull precision error (qh_check_maxout): a facet merge, vertex merge, vertex, or coplanar point produced a wide facet %2.2g (%.1fx). Trace with option 'TWn' to identify the merge. Allow with 'Q12' (allow-wide) Qhull precision error (qh_check_maxout): large increase in qh.min_vertex during post-processing dist %2.2g (%.1fx). See warning QH7083. Allow with 'Q12' (allow-wide) and 'Pp' Qhull precision error (qh_check_maxout): a facet or vertex merge produced a wide facet: v%d below f%d distance %2.2g (%.1fx). Trace with option 'TWn' to identify the merge. Allow with 'Q12' (allow-wide) qh_printlists: max_outside %2.2g all facets: qh.visible_list f%d, newfacet_list f%d, facet_next f%d for qh_addpoint qh.newvertex_list v%d all vertices:qh_checkpolygon: check all facets from f%d, qh.NEWtentative? %d qhull internal error: qh_checklists failed in qh_checkpolygon qhull internal error (qh_checkpolygon): f%d is 'newfacet' but it is not on qh.newfacet_list f%d or visible_list f%d qhull internal error (qh_checkpolygon): f%d is on qh.newfacet_list f%d but it is not 'newfacet' qhull internal error (qh_checkpolygon): f%d is 'visible' but it is not on qh.visible_list f%d qhull internal error (qh_checkpolygon): f%d is on qh.visible_list f%d but it is not 'visible' qhull internal error (qh_checkpolygon): f%d has outside points before qh.facet_next f%d qhull internal error (qh_checkpolygon): expecting empty f.neighbors and f.ridges for visible facet f%d. Got %d neighbors and %d ridges qhull internal error (qh_checkpolygon): v%d is 'newfacet' but it is not on new vertex list v%d qhull internal error (qh_checkpolygon): unknown point %p for vertex v%d first_point %p qhull internal error (qh_checkpolygon): actual number of facets is %d, cumulative facet count is %d - %d visible facets qhull internal error (qh_checkpolygon): missing vertex neighbors for v%d qhull internal error (qh_checkpolygon): vertex neighbors inconsistent (tot_vneighbors %d != tot_facetvertices %d). Maybe duplicate or missing vertex qhull internal error (qh_checkpolygon): facet f%d occurs twice in neighbors of vertex v%d qhull internal error (qh_checkpolygon): facet f%d is a neighbor of vertex v%d but v%d is not a vertex of f%d qhull internal error (qh_checkpolygon): v%d is a vertex of facet f%d but f%d is not a neighbor of v%d qhull internal error (qh_checkpolygon): actual number of vertices is %d, cumulative vertex count is %d qhull internal error (qh_checkpolygon): #vertices %d != #facets %d qhull warning: #vertices %d + #facets %d - #edges %d != 2. A vertex appears twice in a edge list. May occur during merging. qh_replacefacetvertex: replace v%d with v%d in f%d qhull internal error (qh_replacefacetvertex): f%d is not simplicial qhull internal error (qh_replacefacetvertex): f%d already contains new v%d qhull internal error (qh_replacefacetvertex): f%d does not contain old v%d qh_resetlists: reset newvertex_list v%d, newfacet_list f%d, visible_list f%d, facet_list f%d next f%d vertex_list v%d -- NEWfacets? %d, NEWtentative? %d, stats? %d qh_initialhull: ignore f%d flipped. Test qh.interior_point (p-2) for clearly flipped qh_initialhull: initial orientation incorrect, qh.interior_point is %2.2g from f%d. Reversing orientation of all facets qh_initialhull: initial orientation incorrect, qh.interior_point is %2.2g from f%d. Either axis-parallel facet or coplanar firstfacet f%d. Force outside orientation of all facets initial Delaunay cocircular or cosphericalQhull precision error: initial Delaunay input sites are cocircular or cospherical. Option 'Qs' searches all points. Use option 'QJ' to joggle the input, otherwise cannot compute the upper Delaunay triangulation or upper Voronoi diagram of cocircular/cospherical points. Qhull precision error: initial Delaunay input sites are cocircular or cospherical. Use option 'Qz' for the Delaunay triangulation or Voronoi diagram of cocircular/cospherical points; it adds a point "at infinity". Alternatively use option 'QJ' to joggle the input. Use option 'Qs' to search all points for the initial simplex. input sites with last coordinate projected to a paraboloid Qhull precision error: Initial simplex is flat (facet %d is coplanar with the interior point) qh_initialhull: simplex constructed qhull input error: either QGn or QVn point is > p%d qh_initbuild: create sentinels for qh.facet_tail and qh.vertex_tail Trace level T%d, IStracing %d, point TP%d, merge TM%d, dist TW%2.2g, qh.tracefacet_id %d, traceridge_id %d, tracevertex_id %d, last qh.RERUN %d, %s | %s qhull input error: 'Qg QVn' (only good vertex) does not work with merging. Use 'QJ' to joggle the input or 'Q0' to turn off merging. qhull input error: 'Qg' (ONLYgood) needs a good threshold('Pd0D0'), a good point(QGn or QG-n), or a good vertex with 'QJ' or 'Q0' (QVn). qhull input error: point for QV%d is inside initial simplex. It can not be made a vertex. qh_initbuild: initial hull created and points partitioned qh_triangulate_facet: triangulate facet f%d qh_triangulate_link: relink neighbors f%d and f%d of null facet f%d qh_triangulate_link: relink neighbors f%d and f%d of mirrored facets f%d and f%d qhull internal error (qh_triangulate_link): neighbors f%d and f%d do not match for null facet or mirrored facets f%d and f%d qh_triangulate_mirror: delete mirrored facets f%d and f%d and link their neighbors qh_triangulate: triangulate non-simplicial facets qh_triangulate: delete null facets from facetlist f%d. A null facet has the same first (apex) and second vertices qhull internal error (qh_triangulate): ridges still defined for f%d qh_triangulate_null: delete null facet f%d qh_triangulate: delete %d or more mirrored facets. Mirrored facets have the same vertices due to a null facet qh_triangulate: update neighbor lists for vertices from v%d qh_triangulate: identify degenerate tricoplanar facets from f%d qh_triangulate: delete visible facets -- non-simplicial, null, and mirrored facets qh_triangulate: delete f%d. All tricoplanar facets degenerate for non-simplicial facet qhull internal error (qh_triangulate): tricoplanar facet f%d not owned by its visible, non-simplicial facet f%d qh_triangulate: all tricoplanar facets degenerate for last non-simplicial facet f%d qh_triangulate: and replace facet->f.triowner with tricoplanar facets that own center, normal, etc. qh_appendfacet: append f%d to facet_list qh_appendvertex: append v%d to qh.newvertex_list and set v.newfacet qh_attachnewfacets: delete interior ridges qh_attachnewfacets: attach horizon facets to new facets qhull internal error (qh_attachnewfacets): could not find visible facet for horizon f%d of newfacet f%d qh_attachnewfacets: clear f.ridges and f.neighbors for visible facets, may become invalid before qh_deletevisible qh_checkflipped: facet f%d flipped, allerror? %d, distance= %6.12g during p%d qh_removefacet: removed f%d from facet_list, newfacet_list, and visible_list qh_deletevisible: delete %d visible facets and %d vertices qhull internal error (qh_deletevisible): qh->num_visible %d is not number of visible facets %d qhull internal error (qh_facetintersect): f%d or f%d not in other's neighbors qh_facetintersect: f%d skip %d matches f%d skip %d qhull internal error: negative hashsize %d passed to qh_gethash [poly_r.c] qh_makenewplanes: make new hyperplanes for facets on qh.newfacet_list f%d qh_matchvertices: matched by skip %d(v%d) and skip %d(v%d) same? %d qh_matchneighbor: newfacet f%d skip %d hash %d hashcount %d two new facets with the same verticesqhull topology warning (qh_matchneighbor): will merge vertices to undo new facets -- f%d and f%d have the same vertices (skip %d, skip %d) and same horizon ridges to f%d and f%d qh_matchneighbor: f%d skip %d matched with new f%d skip %d a ridge with more than two neighborsqhull topology error: facets f%d, f%d and f%d meet at a ridge with more than 2 neighbors. Can not continue due to no qh.PREmerge and no 'Qx' (MERGEexact) qhull topology error (qh_matchneighbor): matchfacet f%d is in f%d neighbors but not vice versa. Can not continue. qh_matchneighbor: new f%d skip %d duplicates ridge for f%d skip %d matching f%d ismatch %d at hash %d qh_matchneighbor: no match for f%d skip %d at hash %d qh_matchnewfacets: match neighbors for new facets. qhull internal error (qh_matchnewfacets): expecting simplicial facets on qh.newfacet_list f%d for qh_matchneighbors, qh_matchneighbor, and qh_matchdupridge. Got non-simplicial f%d qhull internal error (qh_matchnewfacets): %d neighbors did not match up qh_matchnewfacets: maxdupdist %2.2g, new facets %d, unused hash entries %d, hashsize %d qh_newfacet: created facet f%d qh_removevertex: remove v%d from qh.vertex_list qhull internal error (qh_makenew_nonsimplicial): simplicial f%d sharing two ridges with f%d qh_makenew_nonsimplicial: created facet f%d from v%d and r%d of horizon f%d qh_makenew_simplicial: create facet f%d top %d from v%d and horizon f%d skip %d top %d and visible f%d skip %d, flip? %d qhull warning: more than 2^32 ridges. Qhull results are OK. Since the ridge ID wraps around to 0, two ridges may have the same identifier. qh_newridge: created ridge r%d qh_update_vertexneighbors: update v.neighbors for qh.newvertex_list (v%d) and qh.newfacet_list (f%d) qh_update_vertexneighbors: delete %d of %d vertex neighbors for v%d. Removes to-be-deleted, visible facets qh_update_vertexneighbors: delete interior vertices for qh.visible_list (f%d) qh_update_vertexneighbors: delete interior vertex p%d(v%d) of visible f%d qh_update_vertexneighbors: delete old vertices for qh.visible_list (f%d) qh_update_vertexneighbors: will delete interior vertex p%d(v%d) of visible f%d qh_update_vertexneighbors_cone: update v.neighbors for qh.newvertex_list (v%d) and qh.newfacet_list (f%d) qh_update_vertexneighbors_cone: deleted %d visible vertexneighbors of v%d qh_update_vertexneighbors_cone: delete interior vertices, if any, for qh.visible_list (f%d) qh_update_vertexneighbors_cone: will delete interior vertex p%d(v%d) of visible f%d qh_update_vertexneighbors_cone: delete interior vertices for qh.visible_list (f%d) %s set=%p maxsize=%d size=%d elems=qhull internal error (qh_setaddnth): nth %d is out-of-bounds for set: qhull internal error (qh_setcheck): actual size %d of %s%d is greater than max size %d qhull internal error (qh_setcheck): %s%d(size %d max %d) is not null terminated. qhull internal error (qh_setdelnth): nth %d is out-of-bounds for set: qhull internal error (qh_setdelnthsorted): nth %d is out-of-bounds for set: qhull internal error (qh_setnew_delnthsorted): nth %d is out-of-bounds for set: qhull internal error (qh_settruncate): size %d out of bounds for set: qhull internal error (qh_setsize): current set size %d is greater than maximum size %d qhull internal error (qh_setreplace): elem %p not found in set qh_settemp: temp set %p of %d elements, depth %d qhull internal error (qh_settemppop): pop from empty temporary stack qh_settemppop: depth %d temp set %p of %d elements qhull error (qh_settemppush): can not push a NULL temp qh_settemppush: depth %d temp set %p of %d elements qhull internal error (qh_settempfree): set %p(size %d) was not last temporary allocated(depth %d, set %p, size %d) qhull internal error (qh_setzero): index %d or size %d out of bounds for set: ave. distance of a new vertex to a facetmax. distance of a new vertex to a facetmax. distance of an output vertex to a facetmin. distance of an output vertex to a facetmin. denominator in hyperplane computationprecision problems (corrected unless 'Q0' or an error)coplanar horizon facets for new verticescoplanar points during partitioningcoplanar half ridges in outputnearly singular or axis-parallel hyperplaneszero divisors during back substitutezero divisors during gaussian eliminationdegenerate hyperplanes recomputed with gaussian eliminationdupridges with multiple neighborsdupridges with flip facet into good neighbordupridges with flip facet into good flip neighbornumber of non-simplicial facets in outputsimplicial facets that were non-simplicialaverage number of neighbors per vertexcpu seconds for qhull after input maximum merges for a facet (at most 511)average merges per facet (at most 511)average number of neighbors per facetaverage number of ridges per facetaverage number of vertices per facetaverage cosine (angle) of facet normals for all ridges maximum cosine of facet normals (flatest) across a ridge minimum cosine of facet normals (sharpest) across a ridgeretries due to precision problemsave. visible facets per iteration ave. visible facets without an horizon neighbor ave. facets deleted per iterationave. visible vertices per iterationave. new or merged facets per iteration maximum (includes initial simplex)searches of all points for initial simplex determinants not computed because vertex too lowdeterminants for initial hull or voronoi verticespoints ignored (!above max_outside)points ignored (!above a good facet)points ignored (didn't create a good new facet)distance tests for facet visibilitydistance tests to report minimum vertexpoints checked for facets' outer planesave. horizon facets per iteration ave. distance tests per checkpartitioning statistics (see previous for outer planes) maximum vertices deleted per iteration calls due to qh_sharpnewfacets new bestfacets during qh_findbesthorizonangle tests for repartitioned coplanar points repartitioned coplanar points above a corner facet repartitioned coplanar points above a hidden facet repartitioned coplanar points above a twisted facet inside points that were coplanar with a facet with rare search of all facets facets per search of all facets with search of vertex neighborsdifference in max_outside at final checkdistance tests for partitioningdistance tests for initial partition near inside points kept with a facetdistance tests for checking flipped facetsdistance tests for checking convexitydistance tests for checking good pointtotal number of distance testspartitions of coplanar points or deleted vertices distance tests for these partitionsdistance tests for computing furthesttotal lookups for matching ridges of new facetstotal lookups of subridges (duplicates and boundary)average number of tests per subridgeaverage number of tests to match a ridgeduplicated ridges in same merge cycleduplicated ridges with flipped facetsstatistics for matching ridgesstatistics for determining mergesangles computed for ridge convexitybest merges used centrum instead of verticesdistance tests for centrum convexitydistance tests for checking simplicial convexitycoplanar angles in getmergesetcoplanar centrums or vertices in getmergesetconcave-coplanar ridges in getmergesetdistance tests for vertex convexitymax distance of vertex or coplanar point above facet (w/roundoff)max distance of vertex below facet (or roundoff)centrums frozen due to a wide mergecentrums frozen due to extra verticestotal number of facets or cycles of facets mergedsimplices merged into coplanar horizoncycles of facets merged into coplanar horizonvertices deleted by merging into coplanar horizonvertices deleted by degenerate facetmerges due to flipped facets in duplicated ridgehorizon facets merged into new facetsave. initial non-convex ridges per iterationinitial non-convex ridges for post mergingnew facets merged into coplanar horizonnew facets merged into horizon ave. additional non-convex ridges per iteration maximum additional in one pass additional non-convex ridgesmerges due to redundant neighbors detected by qh_test_nonsimplicial_merge instead of qh_test_redundant_neighborsmerges due to angle coplanar facetsmerges due to concave-coplanar facetscoplanar/concave merges due to avoiding old mergemerges due to degenerate facetsmerges due to removing flipped facetsmerge pinched vertices for a duplicate ridgemerge pinched vertices for a dupridgerenamed vertices shared by two facetsrenamed vertices shared by multiple facetsrenamed vertices in a pinched facetrename failures due to duplicated ridgesmerge degenerate facets due to dropped neighborsdropped neighbors due to renamed vertices facets deleted because of no neighborsdeleted ridges due to renamed verticesvertices removed from facets due to no ridges tot. merge pinched vertex due to dupridgeretry qh_addpoint after merge pinched vertex max. merge pinched vertex for a qh_addpoint ave. number found per vertexintersections found redundant verticesintersections failed to find a redundant vertexvertex intersections for locating redundant vertices ave. number of ridges per tested vertex max. number of ridges per tested vertexmemory usage statistics (in bytes)for facets and their normals, neighbor and vertex setsfor input points, outside and coplanar sets, and qhTfor ridges and their vertex setsfor vertices and their neighbor setsnon-simplicial Voronoi vertices for all ridgesbounded ridges with near-zero normal ave. distance of midpoint to ridge max. distance of midpoint to ridgeTriangulation statistics ('Qt')non-simplicial facets triangulated ave. new facets created (may be deleted)degenerate new facets in output (same ridge)mirrored pairs of new facets deleted (same vertices)null new facets deleted (duplicated vertex)qhull internal error: qh_checklists failed on qh_collectstatistics qhull internal error (qh_initstatistics): increase size of qhstat.id[]. qhstat.next %d should be <= sizeof(qh->qhstat.id) %d qhull warning (qh_stddev): expecting num > 0. Got num %d, tot %4.4g, tot2 %4.4g. Returning 0.0 %s qhull invoked by: %s | %s %s with options: %s precision constants: %6.2g max. abs. coordinate in the (transformed) input ('Qbd:n') %6.2g max. roundoff error for distance computation ('En') %6.2g max. roundoff error for angle computations %6.2g min. distance for outside points ('Wn') %6.2g min. distance for visible facets ('Vn') %6.2g max. distance for coplanar facets ('Un') %6.2g max. facet width for recomputing centrum and area %6.2g max. distance for near-inside points %6.2g max. cosine for pre-merge angle %6.2g radius of pre-merge centrum %6.2g max. cosine for post-merge angle %6.2g radius of post-merge centrum %6.2g max. distance for merging two simplicial facets %6.2g max. roundoff error for arithmetic operations %6.2g min. denominator for division zero diagonal for Gauss: ERRONEOUS and NEIGHBORING FACETS to output A Qhull error has occurred. Qhull should have corrected the above precision error. Please send the input and all of the output to qhull_bug@qhull.org Precision problems were detected during construction of the convex hull. This occurs because convex hull algorithms assume that calculations are exact, but floating-point arithmetic has roundoff errors. To correct for precision problems, do not use 'Q0'. By default, Qhull selects 'C-0' or 'Qx' and merges non-convex facets. With option 'QJ', Qhull joggles the input to prevent precision problems. See "Imprecision in Qhull" (qh-impre.htm). If you use 'Q0', the output may include coplanar ridges, concave ridges, and flipped facets. In 4-d and higher, Qhull may produce a ridge with four neighbors or two facets with the same vertices. Qhull reports these events when they occur. It stops when a concave ridge, flipped facet, or duplicate facet occurs. When computing the Delaunay triangulation of coordinates > 1.0, - use 'Qbb' to scale the last coordinate to [0,m] (max previous coordinate) When computing the Delaunay triangulation: - use 'Qz' to add a point at-infinity. This reduces precision problems. If you need triangular output: - use option 'Qt' to triangulate the output - use option 'QJ' to joggle the input points and remove precision errors - use option 'Ft'. It triangulates non-simplicial facets with added points. If you must use 'Q0', try one or more of the following options. They can not guarantee an output. - use 'QbB' to scale the input to a cube. - use 'Po' to produce output and prevent partitioning for flipped facets - use 'V0' to set min. distance to visible facet as 0 instead of roundoff - use 'En' to specify a maximum roundoff error less than %2.2g. - options 'Qf', 'Qbb', and 'QR0' may also help To guarantee simplicial output: - use option 'Qt' to triangulate the output - use option 'QJ' to joggle the input points and remove precision errors - use option 'Ft' to triangulate the output by adding points - use exact arithmetic (see "Imprecision in Qhull", qh-impre.htm) A Qhull internal error has occurred. Please send the input and output to qhull_bug@qhull.org. If you can duplicate the error with logging ('T4z'), please include the log file. qhull precision warning: The initial hull is narrow. Is the input lower dimensional (e.g., a square in 3-d instead of a cube)? Cosine of the minimum angle is %.16f. If so, Qhull may produce a wide facet. Options 'Qs' (search all points), 'Qbb' (scale last coordinate), or 'QbB' (scale to unit box) may remove this warning. See 'Limitations' in qh-impre.htm. Use 'Pp' to skip this warning. The input to qhull appears to be less than %d dimensional, or a computation has overflowed. Qhull could not construct a clearly convex simplex from points: The center point is coplanar with a facet, or a vertex is coplanar with a neighboring facet. The maximum round off error for computing distances is %2.2g. The center point, facets and distances to the center point are as follows: These points are the dual of the given halfspaces. They indicate that the intersection is degenerate. These points either have a maximum or minimum x-coordinate, or they maximize the determinant for k coordinates. Trial points are first selected from points that maximize a coordinate. Because of the high dimension, the min x-coordinate and max-coordinate points are used if the determinant is non-zero. Option 'Qs' will do a better, though much slower, job. Instead of 'Qs', you can change the points by randomly rotating the input with 'QR0'. The min and max coordinates for each dimension are: If the input should be full dimensional, you have several options that may determine an initial simplex: - use 'QJ' to joggle the input and make it full dimensional - use 'QbB' to scale the points to the unit cube - use 'QR0' to randomly rotate the input for different maximum points - use 'Qs' to search all points for the initial simplex - use 'En' to specify a maximum roundoff error less than %2.2g. - trace execution with 'T3' to see the determinant for each point. If the input is lower dimensional: - use 'QJ' to joggle the input and make it full dimensional - use 'Qbk:0Bk:0' to delete coordinate k from the input. You should pick the coordinate with the least range. The hull will have the correct topology. - determine the flat containing the points, rotate the points into a coordinate plane, and delete the other coordinates. - add one or more points to make the input full dimensional. %d: %8.4g %8.4g difference= %4.4g qhull error while handling previous error in qh_errexit. Exit program Last point added to hull was p%d. Qhull has finished constructing the hull. Qhull has started post-merging.qhull exit due to qh_ERRdebug A Qhull topology error has occurred. Qhull did not recover from facet merges and vertex merges. This usually occurs when the input is nearly degenerate and substantial merging has occurred. See http://www.qhull.org/html/qh-impre.htm#limit A wide merge error has occurred. Qhull has produced a wide facet due to facet merges and vertex merges. This usually occurs when the input is nearly degenerate and substantial merging has occurred. See http://www.qhull.org/html/qh-impre.htm#limit qhull internal error (qh_errexit): exit code %d is greater than 255. Invalid argument for exit(). Replaced with 255 qhull internal error (qh_errexit): either error while reporting error QH%d, or qh.NOerrexit not cleared after setjmp(). Exit program with error status %d qhull internal error (userprintf_r.c): fp and qh not defined for qh_fprintf '%s' qhull internal error (userprintf_r.c): fp is 0. Wrong qh_fprintf was called. needs an argument%.200s() %stakes no keyword argumentstakes exactly one argument%.200s() %s (%zd given)_cython_3_2_4takes no argumentsBad call flags for CyFunctionan integer is required__loader__loader__file__origin__package____path__submodule_search_locationskeywords must be stringsdecompresszlib__pyx_capi__functionbuiltinsnumpyflatiterbroadcastndarraygenericnumberunsignedintegerinexactcomplexfloatingflexiblecharacterufuncscipy._lib.messagestreamMessageStreamscipy._cyutilitymemoryviewMissing type object'bool''char''signed char''unsigned char''short''unsigned short''int''unsigned int''long''unsigned long''long long''unsigned long long''complex float''float''complex double''double''complex long double''long double'a structPython objecta pointera stringunparsable format stringbuffer dtypescipy/spatial/_qhull.pyxbytesExpected %s, got %.200sexactlyat leastat mostscipy.spatial._qhull.tsearch__del__closecheck_active__setstate_cython____reduce_cython__numpy._core._multiarray_umathnumpy.core._multiarray_umath_ARRAY_API_ARRAY_API is NULL pointernumpy.import_arrayname '%U' is not definedridge_dict_copy_docstrget_points_updateget_hull_facets__init__get_paraboloid_shift_scalefloat divisionget_hull_pointsvolume_areamode_optionrequired_optionsstartswith_get_barycentric_transformssimplicesappendvertex_to_simplexdual_verticesadd_halfspacesconvex_hullget_voronoi_diagramget_simplex_facet_arraylift_pointssetlist.pxdscipy.spatial.setlist.initscipy.spatial.setlist.tocsrvertex_neighbor_verticesget_extremes_2dfind_simplextransformplane_distance_add_pointscython_runtime__builtins__does not matchscipy.linalg.cython_lapack__orig_bases__init scipy.spatial._qhull__reduce____module____vectorcalloffset____weaklistoffset__func_doc__doc__func_name__name____qualname__func_dict__dict__func_globals__globals__func_closure__closure__func_code__code__func_defaults__defaults____kwdefaults____annotations___is_coroutineCythonUnboundCMethodscipy.spatial._qhull._Qhullfurthest_sitendimintp_tnpy_doubledouble_tnpy_intqhull _max-widthError-roundoffAngle-premerge-with-randomAngle-postmerge-with-randomCentrum-premerge-with-randomCentrum-postmerge-with-random_one-mergeVisible-distanceU-max-coplanarWidth-outside_wide-facet_near-insideqh_facetarea: f%d area %2.2g p%dinput has same x coordinate%6.3g QJoggle_joggle-seed %6.2g%6.16g halfspace: at offset: and distance: qh_sharpnewfacets: %d center:p%d dist %.2g, qh_distplane: from p%d to f%d Last merge #%d Last qh_addpoint p%d,Matrix:qh_gausselem: resultqh_getangle: %4.4g Last merge was #%d. Current summary is: DISTANT%2.2g %s %2.2g, qh_freebuffers: finished qh_initqhull_outputflags: %s PgoodFvoronoiFverticesQcoplanardelaunayincidencemathematicanormalsoffFileAngle-premerge-Angle-postmergeCentrum-premerge-Centrum-postmergeDistance-roundoffHalfspace-aboutHalfspaceRandom-perturbVisibleU-coplanarW-outsideFareaFArea-totalFcoplanarsFCentrumsFd-cdd-inFD-cdd-outFFacets-xridgeFinnerFIDsFmergesFMapleFneighborsFNeighbors-vertexFouterFOptionsFpoint-intersectFPoint-nearestFQhullFsummaryFSizeFtrianglesFVertex-averageFxtremesGall-pointsGcentrumsGintersectionsGinnerGno-planesGouterGpointsGridgesGtransparentGverticesGDrop-dimPdrop-facets-dim-lessPDrop-facets-dim-morePgood-facetsPGood-facet-neighborsPoutput-forcedPprecision-ignorePArea-keepPFacet-area-keepPMerge-keepQallow-shortQbBound-unit-boxQbbound-lastQb-project-dimQbound-dim-lowQBound-dim-highQcoplanar-keepQfurthest-outsideQgood-facets-onlyQinterior-keepQmax-outside-onlyQrandom-outsideQsearch-initial-simplexQTestPointsQupperDelaunayQvertex-neighbors-convexQxact-mergeQz-infinity-pointQ0-no-premergeQ1-angle-mergeQ10-no-narrowQ11-trinormals QtriangulateQ12-allow-wideQ14-merge-pinched-verticesQ15-check-duplicatesQ2-no-merge-independentQ3-no-merge-verticesQ4-avoid-old-into-newQ5-no-check-outerQ6-no-concave-mergeQ7-no-breadth-firstQ8-no-near-insideQ9-pick-furthestQGood-if-dont-see-pointQGood-if-see-pointQRotate-idQRandom-seedQV-good-facets-not-pointQV-good-facets-pointQwarn-allowTannotate-outputTcheck-frequentlyTflushTstatisticsTverifyTz-stdoutTCone-stopTFacet-logTInput-fileTOutput-fileTA-stop-addTrace-pointTrace-mergeTRerunTV-stop-before-pointTV-stop-after-pointTWide-trace_pre-mergeQbbound-last-qj_zero-centrumQ3-no-merge-vertices-dim-highQRotate-randomrun-id%d %d %d- f%d - flags: top bottom simplicial tricoplanar upperDelaunay visible newfacet notG seen seen2 isarea coplanarhorizon mergehorizon cycledone keepcentrum dupridge mergeridge1 mergeridge2 newmerge flipped notfurthest degenerate - area: %2.2g - replacement: f%d - was horizon to f%d - merges: %dmax - merges: %d - normal: %8.4g - offset: %10.7g - center: - maxoutside: %10.7g p%d: - outside set: Furthest - coplanar set: - vertices: - neighboring facets: p%d(v%d) MERGEridge DUPLICATEridge f%d%d %d %d )); VECT 1 2 1 2 1 # f%d %8.4g %8.4g %8.4g 1.0 { OFF %d 1 1 # f%d 0 %8.4g %8.4g %8.4g %8.4g 1.0 } [%16.8f, %16.8f, %16.8f]}]{%16.8f, %16.8f, %16.8f}, [Polygon[{ MERGEridge DUPLICATEridge NULLfacet %s | %s begin %d %d real %d %d - r%d nonconvex mergevertex mergevertex2 simplicialtop simplicialbot vertices: - ridges (tentative ids): - ridges: - all ridges: NULLvertex - p%d(v%d): %5.2g delridge neighbors: 1 %d 0 # infinity not used %d %d %d 1 # %d f%d # p%d(v%d) VECT 1 %d 1 %d 1 OFF 3 1 1 # intersect f%d f%d %8.4g %8.4g %8.4g %8.4g # p%d(coplanar facets) projected p%d OFF 3 1 1 # f%d # r%d between f%d f%d 3 0 1 2 %8.4g %8.4g %8.4g # ridge between f%d f%d VECT 1 2 1 2 1 # p%d VECT 1 1 1 1 1 %8.4g %8.4g %8.4g 1 no normal for facet f%d %d %d %d %6.16g %8.4g %8.4g %8.4g 0 1 }}} Vertices and facets: LIST # %s | %s 4VECT %d %d 1 # 1 point per line 1 # 1 color for all 0 1 1 1 # color of points 4OFF %d %d 1 %s | %s begin %d %d real PLOT(CURVES( PLOT3D(POLYGONS( { %d %d %d %d 0 2 %6.16g %6.16g beginBEGINENDThe halfspace was on line %d ./rbox D4ERRONEOUScoplanar horizonempty horizonnearly incident point_runFirst post-mergeFor post-mergingFor testing vertex neighborsQhull: algorithm completed and at-infinity 'good'similar and redundantsimilarcoplanar and interiorApproximateTotal Number of halfspaces: %d Number of vertices: %d Number of %s points: %d Number of facets: %d Statistics for: %s | %s QR%d Input joggled by: %2.2g %s facet area: %2.8g %s volume: %2.8g (%.1fx) freelists(bytes->count): %d->%dclearly convexTRACEqh_getmergeset: started. MERGED same cycle:MERGING CYCLEv%d r%d MERGINGqh_flippedmerges: begin reason %s with 'C%.2g' and 'A%.2g' noneanglecoplanarconcaveconcavecoplanartwistedflipsubridgedegenmirrorflipped facetcoplanar ridgeconcave ridgenon-convex initial simplexvertices for fridges for foutsideset for fcoplanarset for fneighbors for fvertices for rqh.facet_good hash %d f%d neighbors:neighbors for vqh_initialhull: qh.interior_pointinitial simplex is flat_narrow-hullqhull %s Statistics: %s | %s qh_delfacet: delete f%d ridge with multiple neighbors%s set is null %p.EXE.exe%7.2g *0 cnt*%7d%7.3gprecision statisticsconcave half ridges in outputflipped facetssummary informationnumber of vertices in outputmaximum number of ridgesmaximum number of neighborsmaximum number of verticesfacets created altogetherridges created altogethervertices created altogetherfacets before post mergenumber of facets in outputtotal area of facets maximum facet area minimum facet area maximumbuild hull statisticspoints processed max. random jogglemax. vertices at any one timeaverage new facet balance standard deviation countaverage partition balancedeterminants for facet areapoints ignored (pinched apex)good facets found max. facets tested ave. facets tested ave. clearly betterresets of visit_id max visit_id/2 resets of vertex_visit max vertex_visit/2total vertices deletedcalls to findbest ave. coplanar searchcalls to findhorizoncalls to findbestnewcalls to findbestlowerinside pointsdistance tests for outputdistance tests for statisticspartitions of a pointdistance tests for best mergeconcave ridges in getmergesettwisted ridges in getmergesetstatistics for mergingmerge iterationsvertices deleted by merging max. facets ave. facets per cyclenew facets mergedmerged a simplexnon-convex vertex neighbors average merge distance maximum merge distancemerges due to coplanar facetsmerges due to concave facetsmerges due to dupridgesmerges due to twisted facetsstatistics for vertex merges found new vertex in ridge deleted max. found for a vertex ave. angle to ridge max. angle to ridge ave. distance to ridge max. distance to ridgebounded ridgesbounded ridges with ok normalVoronoi ridge statistics max. new facets created%6.2e %s VERTEX: %s RIDGE: %s FACET: %s OTHER FACET: printfacetlist: vertices printfacetlist: facetlist printfacetlist: %d facets printfacetlist: end center point distance= %4.2g _maxoutside While executing: %s | %s At error exit: at error exitQH%.4d [QH%.4d]x}Eֶ $!0q\mb9؊8!1cs J0[Rn,m,RK-RK/RK sNUwW☄ygH꺜:u.9U5yFZv{f(q -sb.+Vs'5+v 3F5'5Tgyw7'+5XXhRk[C%F&cfxb&>-~k8Ɔ OA63%jٜmQ0X';' v2VLɎ<ȻSL{A>Zֱ72} ܤ&fnr9{[Ä7ƹR\[\0"͵7LnљcvI0$^h~U̮`>Sچ/*I2gX97Y洱#fj_hhccζ!£7aFn(7R93#~+;f"յnٝ!$γh+kd# H Ak6V'tܛĘcbub9N'滢SSA[iZ5Ҧуg.qțZv^0HH!AևڅZtPO'ƛ;adVon _Ke &I,4 F6rkrF F\ی.=\ܵkq6qYŊ ްsBL$mPӵ$*t!%lXu&`YA7!!z b@P5 bm**\^8_-2E<83mBAdܢ*VSX4[6n !DY<=[3﫶\T#o MwP4h`G'샆k\Lۂ~`=>#Ojf|5%.hYqaX1V=ԟ ĽoP MS(!*MObҒ.T:XqqVq"|\3|VRaEWg̰8a 8N+^a|ICq3 -U\cQϋD}Eϵ2!-RYa|4)b /wWͼpbZpVmi@,Ljcpcv * &>7&Kį1i@f bmi}}w4Lht k^a9Q@jKaOwsd0?ٲs<S3öLk<1T ŗ!;NKbRm"AG"l6HT;Tp&AO.}\#W4{eeqq#V-a5v<}u7 rMCsV1Svǀ]-9Pqx3͉_|n*.M섅O&4t3YNP" -sGA\<6Ԓ>s˚ImfbU.jקY Aנ|w(coAfyʤ%G]RT.[^Ԃ Ùaf^N`dȡklRSFxq9H9kkk;c)xp75^HȊ?ij-tp^QlXEFřr3o ^յ5{;&@@4DrRwa W74#eo" xO--MgW=TXp\7 J`7~4f AWby)B L0alN@24&D7l"3ąhh3 (5ޘ7"ctĢA ͖uIh3ѻqwWD+'0!e}mka&'5ę9 "OSI"Nc*FơA[Lf'&_\ʾu b;R04v*DbKsh$mlg~|Bkv3[&ؙ7v•f S9;3{kZZB[1/)2kܞY-t]bDsA5[t SO̫ߣuq͜toʿ4:*#'\9 FvۆQYNfK7gP=u;9LdZKВ;Z21+ԡ A69B>o KbC]ٙ4T2nKLsp{T!'o;8  >C0ؐ w+ۿ~A@yiHF:{wmXyoG7VwcZjɚ;TUܧBss yX~W1H%NUIt*BJgWVvVV|iJA@ бЄPWV++`čMB54P؎69ፅ $uz Pm a:b(ʊ% &dMѴ2:·  XܱEȈv'zCOCL&znm␚ n+pAsXl4 .X0c㱲ٺ?T iCƶg'I$|/M,/.wJNy ++8G- 4"Eb"hdi}3A| -JY>] /QWؤC<t |3Wf 0 .ӆ ڵ +|Fo%*>p7GH*ļo]`EMLN)y% ʂ-Ob(r>bZ#Y@ ^IW̯}+#kBc?! +#gF.0 B4*VOGJ0HcZdRYjEL=oe{C",g.7/6HDodˑ.A4Lo:Eg{_?A;L=Eo-@ Eڴ_N(9YJB17(ZKDtDXJDx6 (йjXL=&3trD"R#%T;NZ,A7zq!iY5kF D퐮ʉ Ǧ\Pa;K[^lfbȍ"f-e.`&p_,0R|ĸJ O[Kܰqwm#-]"MO3> !Yys;3`>Ob;s%G@C o.G2PܗP)rtҝD p[ecVO(2%:'rWO~r=3<>ok8VBDc L(tC5i?YL<e!r0t"F9(Е@?&[S/MjsD (5ܓgJ3-an:zV+ɖhA_s)eI2+/JNiSЉ9 $CcImA/!)NM|Lx7NE-z,ͩi^z/Ȍ ykGOǣޟ0/fL4n<gb'ʌ|zvcMNOL+aƵ;v)3}GXϘ鬮Uÿ5D4clVPsf@<ov173kHk魝mg:30dɲsup)pWn%}+w8Oͨ9H~=4&3i"mRF=6 g8G:9_Q9-gN)'YW;:Ah{D“rR2m[;MC<4&in k[&CAt |JgN~!a4v<>,rC"o`ɬE" Bi{]!!Ow"Jz4i㭿V=uU|t&3Pc'-q-ԣ_Y"RCԸó(#mI =8$:k'I"O7ktkq2 q?8J9 Ĕ"Auq=W_)){x"TD(\L+Qf%Y9/ɌaCCt 8 sЊҒq|P9(cVvrY~QqaqAѷE0َ&[E7:f7ݵfVÇafnuaXr 9i R%sjz%LYSz5g[9-.>+EpH#F$QS~;Aa'se[yNc@v~㵜gF=mnjo S)UC+XtdKu&-5]Biu:1).7ה'OԾ-yk,c g)GĦ oXQ\,$PB4M/ 1t4X[0vx _I?/DomD;ÊF\zc.xQ>k+oZq[vP h~F M?I# {iDc zVlDI8E){o^zA2|a7 /G鏲^*^̠AǤ/҇|\<>y,B{f{>):t΂Qc1R=11/؍(4=@OBKq)%nJM񶪻>O%: 4 0~ozKϏ;IqXlUS81CS  $BRu"Wq]'اjQPJxWB)*"PL@{*xP^gczx , (J=Y!|A=, IĠ9ٻJ؅[{V;3|(ĺL85+ 1O(\aTLY)a$~bӌPR>N ^׍4=&)#蔔saRNC}+=,jRv:[tʈ^Qޣ%KyL>ѹM~KDEOarჷ%E33\.W̽Z~!-Ӗ wlzFx+C)T)HSN3i3-"DZO MD!EDާ͔^gY1(1c[g_%?2vX5]tdW"1IjløуqpyD/ cc7s@vD !F1輒jkq$^ݧ넎SI>?0=0nuXnWPQ/!$[|(( bi`t+(Xk?N4[Zy˕ӵWD7\eR0|bcA#;\u(z )Nvz~Ys2@-'%+1h>-4(g+eW2 GckfMİi&?$7mzDFlu#ۢ{0rvNb\ʆE)A?"͢) '>WwH 㭸N'C#XGH_\a/m/"wr5^NjQH|t?Cq*B:14U6̍-viqd[ՉXzpВiaZM܌t.`-FS?vq`M"*Β$嚩K΍65O[F/젡Si."st#dt8zbD]~eE){1=8RIm<r .eooL p[*_]LE&+ɉ:lU\jUvm_IE}&ٻȔt+VZF=nx7EU~:@D:3  .֒L.HgP4P( "n:o Hbxѣ:.b8:"?w\)*G1*iѩ6CR 0Z33<IPU] r@݅NdRyEȄ+wO-& &c2sG izUdq,wUoo=tzЅӣڇ4og"tVj};Կ4UmF{Q DR@=&uc}[aܫ.;xyh_yeKeԉ'QBW1…;YtlJCKY=3VE,IwV; Owaϙ?@\e@cғd5P.XKE,撝`RĖbϾ>[ѿB$k~mdEzd]Mg8 >4B>/(ڤYt#/xג;"E؁|8RLMC[{(\8t$l5_/Lj!;$!Q@ IJ jS3) PO$9BdBq=LE+|wCǸC4?;^ŨlN*_,TSӗZ-[S7ڨEteu}awܭp7\;W[eUkUoK]&ZGO'Auvd"f S,-ѠBvruR\ v>zy{X;VVgp؉I"HN)?)\MT['F*v5~x:[ݮ'j#dU#/ybO.߬UZ#WwE˟c؝f ?,/+\hM'~=9p?WGN, 1Y;M%*c;t,M{=gf[ ~cu:szh$ϖS*[lmX?k6f[{O6[ F0|lcXA}~qqkr;_9j`m5ryas6.6Q~:!'4[۪?ml]ף_f6C`TOmih5> CZmF7Z |NGWޫb}Zɝ=Wުe011V9υ_g%D(>zvSPTmH8$ $ߐ0@iI"BjjٽY$T`.Єߨ^7F[}Rq <ޯn a1yFm^?CjW\-h}ghz9[yTM,71.]z2B_R>,BZ'+faAcA?uȊǓa$$mhPH>C YYxgIa4<2U~Sl]A齯7բEѱv#j_Oԇ!YWm :zXKG.TWZ{g2>}9q<#-V щ7|o@ܖWjXmZł;u`S/gk'+u" ul|jo\jާx# نީAi񤱹ү|] py&z(7hqμ/{Ow/׶0 XF1'"9.\>C'iS{ 2kn~b {Q;]{ h]ҺtDf8y6,BҾ7=P]bFm =mE9zF&jrPV% U>jqo3]V_  '#{uv ثԓ\>1+Mg# GdEp!s0aLe+$A{VCN ]d`] \sOpd7m>8 3O;: v*ڝq sJ ~GRU/RcFŖ#2NZQk*8O^z վĹ/;İu\yIF/Qq#pp99!ቀW>@pY+0fBA6MN7'x7 |Tּ|ƽJ$Z|_u=135e@ y`,30pH2292jk"+Iy kd-!#X}h}ЂvQ#{r&ysJ`}$] w4&Ph9[f8| H=սhTD,*gmm%'H l!05@pNCd3 fsGRͬ'k0ڽW~OЀMGm*^[%<r ݂0,(}v=ɪG#T 3j& Gv='3{aVaE;t R9m\y`K_ Gc^} w]y"͝l}ͮR0V=S|U.Hg@{͏oCy`Zs_Ї՛hs4 ǃybɷR> 5t to|42O^H)lJDc L-'WH/Q` W7!RV :NQSZNhD OR CSFT BZ(sҸ\}CUNOϚc3(A$+$#Lxdy9BTV~h S'jv"!_"|l"8X8!aioF ȕo}j`2mQ0a4> cVJZ"tX{D6Yj :XrG>P,l0 *`7ԩ*Pó&[4BH) ih D |Ճju!쓀+"a}?|k?4X~!,o[zw\[yG7+_f4=CZ7!E1fq%@c]@Syd#kxR?UDZ?4c@9sW(ێfM?Լ'DW&q'5o oQ̕L%#Q%~bA@3S/5o>s?h>*SjÚ ,$)MdO5OO*kAV.T'\_l }'G>ztį'MM?D=tt @7 ߖɿ @r>-҄Cqc{3J-&gO)4PFowRMя9W(C~ 6)C DPf?('Fq}tNV{6./C&:Q;_$0>)9 q%\ @DO"NFPB TB${0rqwd. Y9A׷_c#*dI&n@+{yǦMN=q]E#g^ɿ$:OF^קCvӗ+e2HYO>L~LIRz2NEgg+(?)-*%(='0-.! !'"G 2 !$#   !                                              E4 jQX>44)#j 2M]&t i 6$<:R^jv0 )F)^ .:FRkbP"Phhhhhhhhhhhhhhhhhhhhhhhhhhhhyhhhhhh<$<@@@@@@@@@3@@3@@@@@@@@@@@@@@@@@@3@@@@@@@@@@@@@@@@@@@@@@@@-Ө¨ ""HpP t b P /p/^/L/:/(/)JJJIII^N<* __pyx_fatalerror00010203040506070809101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899 add_halfspaces(halfspaces, restart=False) Process a set of additional new halfspaces. Parameters ---------- halfspaces : ndarray of double, shape (n_new_ineq, ndim+1) New halfspaces to add. The dimensionality (ndim) should match that of the initial halfspaces. Like in the constructor, these are stacked inequalites of the form Ax + b <= 0 in format [A; b]. The original feasible point must also be feasible for these new inequalities. restart : bool, optional Whether to restart processing from scratch, rather than adding halfspaces incrementally. Raises ------ QhullError Raised when Qhull encounters an error condition, such as geometrical degeneracy when options to resolve are not enabled. See Also -------- close Notes ----- You need to specify ``incremental=True`` when constructing the object to be able to add halfspaces incrementally. Incremental addition of halfspaces is also not possible after `close` has been called. tsearch(tri, xi) Find simplices containing the given points. This function does the same thing as `Delaunay.find_simplex`. Parameters ---------- tri : DelaunayInfo Delaunay triangulation xi : ndarray of double, shape (..., ndim) Points to locate Returns ------- i : ndarray of int, same shape as `xi` Indices of simplices containing each point. Points outside the triangulation get the value -1. See Also -------- Delaunay.find_simplex Notes ----- .. versionadded:: 0.9 Examples -------- >>> import numpy as np >>> import matplotlib.pyplot as plt >>> from scipy.spatial import Delaunay, delaunay_plot_2d, tsearch >>> rng = np.random.default_rng() The Delaunay triangulation of a set of random points: >>> pts = rng.random((20, 2)) >>> tri = Delaunay(pts) >>> _ = delaunay_plot_2d(tri) Find the simplices containing a given set of points: >>> loc = rng.uniform(0.2, 0.8, (5, 2)) >>> s = tsearch(tri, loc) >>> plt.triplot(pts[:, 0], pts[:, 1], tri.simplices[s], 'b-', mask=s==-1) >>> plt.scatter(loc[:, 0], loc[:, 1], c='r', marker='x') >>> plt.show() lift_points(self, x) Lift points to the Qhull paraboloid. plane_distance(self, xi) Compute hyperplane distances to the point `xi` from all simplices. find_simplex(self, xi, bruteforce=False, tol=None) Find the simplices containing the given points. Parameters ---------- xi : ndarray of double, shape (..., ndim) Points to locate bruteforce : bool, optional Whether to only perform a brute-force search tol : float, optional Tolerance allowed in the inside-triangle check. Default is ``100*eps``. Returns ------- i : ndarray of int, same shape as `xi` Indices of simplices containing each point. Points outside the triangulation get the value -1. Notes ----- This uses an algorithm adapted from Qhull's ``qh_findbestfacet``, which makes use of the connection between a convex hull and a Delaunay triangulation. After finding the simplex closest to the point in N+1 dimensions, the algorithm falls back to directed search in N dimensions. Vertices of facets forming the convex hull of the point set. :type: *ndarray of int, shape (nfaces, ndim)* The array contains the indices of the points belonging to the (N-1)-dimensional facets that form the convex hull of the triangulation. .. note:: Computing convex hulls via the Delaunay triangulation is inefficient and subject to increased numerical instability. Use `ConvexHull` instead. Neighboring vertices of vertices. Tuple of two ndarrays of int: (indptr, indices). The indices of neighboring vertices of vertex `k` are ``indices[indptr[k]:indptr[k+1]]``. Lookup array, from a vertex, to some simplex which it is a part of. :type: *ndarray of int, shape (npoints,)* Affine transform from ``x`` to the barycentric coordinates ``c``. :type: *ndarray of double, shape (nsimplex, ndim+1, ndim)* This is defined by:: T c = x - r At vertex ``j``, ``c_j = 1`` and the other coordinates zero. For simplex ``i``, ``transform[i,:ndim,:ndim]`` contains inverse of the matrix ``T``, and ``transform[i,ndim,:]`` contains the vector ``r``. add_points(points, restart=False) Process a set of additional new points. Parameters ---------- points : ndarray New points to add. The dimensionality should match that of the initial points. restart : bool, optional Whether to restart processing from scratch, rather than adding points incrementally. Raises ------ QhullError Raised when Qhull encounters an error condition, such as geometrical degeneracy when options to resolve are not enabled. See Also -------- close Notes ----- You need to specify ``incremental=True`` when constructing the object to be able to add points incrementally. Incremental addition of points is also not possible after `close` has been called. close() Finish incremental processing. Call this to free resources taken up by Qhull, when using the incremental mode. After calling this, adding more points is no longer possible. Compute barycentric affine coordinate transformations for given simplices. Returns ------- Tinvs : array, shape (nsimplex, ndim+1, ndim) Barycentric transforms for each simplex. Tinvs[i,:ndim,:ndim] contains inverse of the matrix ``T``, and Tinvs[i,ndim,:] contains the vector ``r_n`` (see below). Notes ----- Barycentric transform from ``x`` to ``c`` is defined by:: T c = x - r_n where the ``r_1, ..., r_n`` are the vertices of the simplex. The matrix ``T`` is defined by the condition:: T e_j = r_j - r_n where ``e_j`` is the unit axis vector, e.g, ``e_2 = [0,1,0,0,...]`` This implies that ``T_ij = (r_j - r_n)_i``. For the barycentric transforms, we need to compute the inverse matrix ``T^-1`` and store the vectors ``r_n`` for each vertex. These are stacked into the `Tinvs` returned. Compute the extremal points in a 2-D convex hull, i.e. the vertices of the convex hull, ordered counterclockwise. See qhull/io.c:qh_printextremes_2d Return the voronoi diagram currently in Qhull. Returns ------- voronoi_vertices : array of double, shape (nvoronoi_vertices, ndim) Coordinates of the Voronoi vertices ridge_points : array of double, shape (nridges, 2) Voronoi ridges, as indices to the points array. ridge_vertices : list of lists, shape (nridges, *) Voronoi vertices for each Voronoi ridge, as indices to the Voronoi vertices array. Infinity is indicated by index ``-1``. regions : list of lists, shape (nregion, *) Voronoi vertices of all regions. point_region : array of int, shape (npoint,) Index of the Voronoi region for each input point. Returns the facets contained in the current Qhull. This function does not assume that the hull is simplicial, meaning that facets will have different number of vertices. It is thus less efficient but more general than get_simplex_facet_array. Returns ------- facets: list of lists of ints The indices of the vertices forming each facet. Returns all points currently contained in Qhull. It is equivalent to retrieving the input in most cases, except in halfspace mode, where the points are in fact the points of the dual hull. Returns ------- points: array of double, shape (nrpoints, ndim) The array of points contained in Qhull. Return array of simplical facets currently in Qhull. Returns ------- facets : array of int, shape (nfacets, ndim+1) Indices of coordinates of vertices forming the simplical facets neighbors : array of int, shape (nfacets, ndim) Indices of neighboring facets. The kth neighbor is opposite the kth vertex, and the first neighbor is the horizon facet for the first vertex. Facets extending to infinity are denoted with index -1. equations : array of double, shape (nfacets, ndim+2) Uninitialize this instance Wrappers for Qhull triangulation, plus some additional N-D geometry utilities .. versionadded:: 0.9 ?@@@@Y@$@)\(?<L@L=@@@<T@{Gz?MbP???A?_?ʡE3$;f?3Ey?433AYAAMb`?{Gz?.AA0C>@@?4@?I@G۹ZZ_a`bkj,+.-10TVUPRQrposq@??BC) W&(Awtyz*Ixnו78i?D56Z\[]cedfg__cc'uگ9:;<>EjmklSOF@$%Gv؊-!#" /H^4NM3KL{{yyz`zz{xhhhhhhhhhhhhW)Ld3H`# O ( B IDbI8iC t M 1b;4 |8K$<L#|<vd$$B$$$$$$@$$$$$$$$$$$$$$$$$$$$$$B$$$$$$$$$ |||||||||||||||||||||||||||||||||f||||<|||<'FFFqhull_r 8.0.2 (2020.2.r 2020/08/31)2020.2.r 2020/08/31\xwwwwwxw,xwwwwwh>>@??P;0@`@e@poAA4B B0 ClCPDHEE`EFDF`XF`FF@F` Gp 8D0A(B BBBDPBHE D(D08I@T8A0R(A BBBT7BEE L(D0A8B@HIPKHB@_8A0A(B BBB\XAG`x BMB B(A0A8DP 8D0A(B BBBH _ 8A0A(B BBBE Lȏ-BBE A(J0 (A BBBH  (A BBBE ,2AV I MHLBGB B(D0A8D`y8D0A(B BBB|db4hADD m CAF M CAG <H T$$ nAAA hAA(L fAHD VAA@x BAA G0  AABG d  DABE    uLh }Th  PDE G \ D 8 Do E @ H \ Ȗp tSDNH BLF E(A0A8D] 8D0A(B BBBA H BIB B(A0D8Dhe 8D0A(B BBBF  DDM G 4< AGG K AAD D DAG t xD~ F o pxD~ F o( НADD ^ AAG ( dADD ^ AAG @ BED G0\  ABBE D  DBBL dP (BLB B(A0A8GM 8F0A(B BBBI  8H0D(B BBBE ` LHBHE E(A0A8DP 8A0A(B BBBF D 8D0A(B BBBO 4 8AAG0 CAD D FAE (T ФAAD Y DAD  T| 0NBB B(A0A8G` 8F0A(B BBBD  8A0A(B BBBD C`|8BBB B(D0D8KP 8E0A(B BBBJ c 8C0A(B BBBA   8D0A(B BBBF \`BEF G(J (C ABBE O (F ABBF `DSA8AAG  CAF  CAC p0ԷBKF A(G0E (I DBBG  (D ABBC Q (I DBBN |(I ABBAAF0uD  A D H H ܽ)Ac4DA wABHu `<hBBE A(A0; (A BBBC h (A BBBI  (D BBBE FA] B  A PBAD G0  AABK g  DABB f  AABF 8<BBA A(D0Y (D ABBD LT!BBA D(D@ (D ABBK  (G ABBD dBBB B(A0C8GP 8A0A(B BBBA  8A0A(B BBBE ( 8ADD E AAH (8ADD E AAH d`@D R J _\GAN@jHPPCXB`O@b HEPL k AD KHDPjHA@K CH ^HEPNHA@\pGAN@jHPPCXB`O@b HEPL k AD KHDPjHA@K CH ^HEPNHA@hD`BLL G`hPpFxBO`hKpVhA`h  DABG f hXpJ hEpQhA`\GAN@jHPPCXB`O@b HEPL k AD KHDPjHA@K CH ^HEPNHA@hBLL G`hPpFxBO`hKpVhA`h  DABG f hXpJ hEpQhA`x|x(BLF GPnXP`FhBpOP  DABF KXf`HXAP\  DABC Y  DABH tXE`QXAP\,GAN@jHPPCXB`O@b HEPL k AD KHDPjHA@K CH ^HEPNHA@hXBLL G`hPpFxBO`hKpVhA`h  DABG f hXpJ hEpQhA`tBHA GPjXP`FhBpOP  AABH KXD`jXAPK  CABE d XE`G nXE`QXAP<(BIA A(G`jhPpCxBO`b hEpG } (A ABBE KhDpjhA`C (C ABBC hEpNhA`4 AD e AE K(\0O(A F AB d\BBB B(D0D8GP 8A0A(B BBBA  8A0A(B BBBE \`AN0j8P@CHBPO0` 8E@N x CE K8D@j8A0B CA n8E@N8A0,DG E K\ OAF C `TKAA G0  AABS   CABK D  DABE C0HT} \BDB B(A0A8DA8A0A(B BBB(BDD e ABF BIB A(D0DpjxPCBOpb xEE  0A(A BBBG KxDjxApK 0C(A BBBA 6xENxAp` BIB B(A0A8SsLCBO 8A0A(B BBBD KfHA] 8A0A(B BBBG }ENAl4BAA GP  AABD U  AABG S  AABI G  AABE Q  AABK HpBBB B(A0A8DPM 8D0A(B BBBH  =p  BBB B(A0A8Dp3 8A0A(B BBBE t 8A0A(B BBBB x\OxApD`2 BIB B(A0A8SsLFBO1fHA] 8D0A(B BBBD 6EQA\!BBB B(A0A8G 8D0A(B BBBF 3\OA,5q BMM B(A0A8JPCBO:KVAm 8D0A(B BBBD v XJ ENAt>kBBB B(A0A8D 8A0A(B BBBG K\OAF 8A0A(B BBBI 8|BBMK G(A0D8GKVA 8D0A(B BBBF aPCBO XJ EOBXXIBBB B(A0A8Dpw 8D0A(B BBBF sx\OxApL(] BBB B(A0A8J 8A0A(B BBBF Xx|g?BBB B(A0A8G 8A0A(B BBBF {\OA`oBIB B(A0A8SsSABO/ fHA] 8D0A(B BBBD vTGA\\OBBB B(A0A8G 8D0A(B BBBG \OAXxBBB B(A0A8Dpa 8D0A(B BBBD xWVxApH bBB B(A0A8D@S 8D0A(B BBBB $d GAAD ~AAH BBB E(A0D8F`8D0A(B BBBD m BBE E(D0A8D`8D0A(B BBB0 !4rEA D@  AABA T!GBMM M(J0D8GMGBR TJBIXVAi 8D0A(B BBBE  KJ : IGAt"4BIG F(A0D8J' 8A0A(B BBBA RIGjNKI]rtx"AKZpxLCBOp DAE sxfHxApz DAG A DAJ &xENxApd"Q BBE B(D0D8JH 8A0A(B BBBA  8A0A(B BBBL X#)BIB B(A0A8VsLFBOfHA` 8A0A(B BBBD EQAH# !BBB B(A0A8G@w 8A0A(B BBBF L,$x"BBB B(A0D8GO 8D0A(B BBBH \|$6AN@jHPPCXB`O@b HEPL J AE KHDPjHA@K CH fHEPNHA@$X8Z BIB B(A0A8GjPCBOb EK  8A0A(B BBBE KDjAC 8C0A(B BBBG ENB%ABMM B(A0A8JPCBOKVAu 8D0A(B BBBD ~ XJ EOBL&L\ BIJ I(A0A8M l 8C0A(B BBBK Lh&|gBBB B(D0A8Gj 8A0A(B BBBH \&AN@jHPPCXB`O@b HEPL J AE KHDPjHA@K CH fHEPNHA@'|.$BLB B(A0A8fKVA 8D0A(B BBBA wLCBO XJ NEOA'BIB B(A0K8_LCBOXVA 8D0A(B BBBE  KK nEOB@(DBIB B(A0K8_LCBOXVA 8D0A(B BBBE  KK EOBL(9BDB B(A0A8J 8D0A(B BBBJ ($),{DN N K\ OAF C LP)4-2OBDB E(A0A8GI 8A0A(B BBBG ()$|{DN N K\ OAF C )x|%BMG B(A0A8GoPCBO?fHAe 8D0A(B BBBD  ENBLT* %BBE B(A0A8G 8D0A(B BBBI \*AN@jHPPCXB`O@b HEPL J AE KHDPjHA@K CH fHEPNHA@p+@ "BDB B(A0A8JK^A1SOA0 8D0A(B BBBF (x+{DN N K\ OAF C +0WBIB B(A0A8GpjxPCBOpb xEK  8A0A(B BBBE KxDjxApC 8C0A(B BBBG fxENxApD,BIB B(A0A8VvSABRfHA` 8D0A(B BBBI ~ TGBL,$BBB B(A0D8G 8A0A(B BBBF X-Ae`hKpVhA` DB ghDpHxBO` hXpJ hEpNhA`x-$i BIB B(A0A8GjPCBOb EK  8A0A(B BBBE KDjAC 8C0A(B BBBG ENBL .-"1BBB B(A0D8G 8D0A(B BBBA \p.^oAKS`shLpCxBO`hDpVhA`S AAH  hXpM fhEpNhA`.aBIB B(A0A8VsLFBOfHA` 8A0A(B BBBD &EQALX/\t BBB B(A0A8JA 8D0A(B BBBA \/AZPsXL`ChBpOP AA KXf`HXAPZ CI k AD NXE`NXAP0\hBMM G(A0A8JKVA 8D0A(B BBBG aPCBOq XJ ~ENAH0BIB B(A0A8D`x8A0A(B BBB0PBBB B(A0A8GiHHK TcBDTmAD8A0A(B BBBl1/O \1`BAA DP  EABD c  CABG LXY`QXBPh  CABB d1@JBEE E(D0D8GPP 8A0A(B BBBF  8L0H(B BBBE 8L2({EEE D(A0g (A BBBF 2lk@2ȳBAG@ ABA  EBK jAB2qT2BBB E(A0C8GPYXO``XAPI 8A0A(B BBBA L3t `3VP@m C  E 3PAG m EF ,3L AW0 AK  UH 3,3BHE E(A0D8DC 8A0A(B BBBF  8E0A(B BBBA P`AI 8A0A(B BBBA |4BEE B(A0A8D 8A0A(B BBBB KaIO 8A0A(B BBBA _DFAH5,sBEB B(D0C8Gp 8A0A(B BBBA HT5` BIE E(D0D8D` 8D0A(B BBBA \54$BEB B(A0D8DC 8D0A(B BBBD g[`A06QDG@ AAC t46(JME I(E0H8Fp 8C0A(B BBBE L8F0A(B BBBAFp66T\6zBBE E(A0A8Di 8D0A(B BBBF mtVA47bt mLL7X BFE B(A0D8G 8A0A(B BBBB 77D}47ADJ0g AAH  AAF H7[BBB B(D0D8G`L 8A0A(B BBBC H8D\8XBGL B(L0D8G`8A0A(B BBB88BEA D(G0{ (I ABBL d8{BHB E(D0D8GP 8A0A(B BBBD  8J0F(B BBBE HH9eBKB B(D0A8Dp 8A0A(B BBBD H9BBB B(A0D8G@j 8A0A(B BBBH 89BML D(F`  (A ABBD L:BBB B(A0A8D 8A0A(B BBBZ 8l:BBB A(A0u (A BBBL H:,IBED C(F0 (A ABBA D(D ABBL:0.BBD A(DP7 (A ABBF  (A ABBE D;BBB B(A0A8GP2XE`ZXAPeXU`|XBPYXN`LXBP] 8A0A(B BBBI T 8M0A(B BBBF d 8F0H(G BBBI `;\ BBB B(D0A8GP 8C0A(B BBBI j 8F0A(B BBBG XL<BEE E(D0D8DpxMOxApW 8D0A(B BBBG 8<BAA  ABH ~ ABA |<@BBB B(A0D8Gw 8A0A(B BBBK  8A0A(B BFBA o 8E0A(B BBBE d=D QL|=I BEE B(A0A8IL 8A0A(B BBBA 4=BEA D(D@t(D ABBL>`BED D(G0) (G DIIL  (A ABBA T>!BEE B(D0A8DaEGUHPGTI 8A0A(B BBBA saGBU>$)BBB E(A0D8DuZJEZ`EGUIPGTI 8A0A(B BBBA pl?81BBB E(D0A8G 8D0A(B BBBG dfAFFA?d7BBB B(D0A8D 8D0A(B BBBA ZEBYYB@UiDLd@?BEB B(D0O8F 8A0A(B BBBA `@ C-BEB B(A0A8G 8A0A(B BBBA k8N0A(B BBB,AFRAG  AE u AJ ,HAH6BAD p DBA LxA,IBED A(DP (D ABBA ~ (D ABBI HAJBEB B(D0D8G`P 8A0A(B BBBD |BPLBEE E(A0A8Fp 8A0A(B BBBD  8A0A(B BBBI  8A0A(B BBBA BP <BPBDD G0  DABI t DAB|BQ BEB E(A0D8GH 8A0A(B BBBD  8A0A(B BBBE R 8M0F(B BBBK `hC^mBEF B(F0G8G`hXpKhB` 8A0A(B BBBB DhXpKhA`C`BEB B(A0A8G.JVBIkAL 8A0A(B BBBH \RPAK 8A0A(B BBBE TlD8itBBE D(A0M 0A(A BBBJ TNlAD`jALDjBGB E(D0A8G 8A0A(B BBBI `(EnLFB B(A0A8G@< 8A0A(B BBBK i 8A0A(B BBBA Eq3Aq EqGA H k M 8EsBBBD A(G@ (A ABBH $FxACG AA0FyLA^ A gHPFy BBB B(A0A8G@` 8A0A(B BBBE (Fx|ARL k DAI |F }EBEB B(A0A8DP 8A0A(B BBBF  8F0H(G BBBE  8A0A(B BBBE HG܂TBBE B(A0A8Dp 8A0A(B BBBF xM^xAp 8A0A(B BBBA xTOxBpdGDBEB E(D0C8GP 8A0A(B BBBI  8D0A(B BBBJ T4HBEE D(A0M 0A(A BBBD TNlA\H1BBB E(A0A8J 8A0A(B BBBG Z]BhHx* BFJ B(D0D8Gp 8A0A(B BBBA xTNCWp`BxAp XI&BBB B(A0D8Gp 8A0A(B BBBE  8M0A(B BBBE l|vBBBB E(D0A8G`h[pLhA`Y 8A0A(B BBBD R8A0A(B BBBXv(DBBB D(D0 (A BBBI 8D@H8A0A (A BBBH HHwEBBB E(D0D8D@ 8D0A(B BBBM <wGBBE D(A0 (A BBBH wGBBB B(D0D8GPX[`LXBP*XD`YXAPRXi`QhFpKPV 8A0A(B BBBE X[`LXAPD 8A0A(B BBBA GX[`MXBPX[`MXBP4xNpBDD Z(O0U(A _ABdxOBEE A(D0z8G@q8A0 (G DDIK [ (A BBBF p8[@L8A0H(yPBEB B(D0D8D`D 8A0A(B BBBK TtyQBBB D(A0G@ 0A(A BBBG V 0C(A BBBH ySBBE E(D0D8D`| 8A0A(B BBBH c 8A0A(B BBBK Q 8A0A(B BBBE ehEpLhA`D 8A0A(B BBBA Hpz4UBED D(D@ (A ABBE c(A ABBzxVBEB B(A0D8G^bALGAOI 8A0A(B BBBH (ibAD{p[qBBB E(A0A8GvP`AZ 8C0A(B BBBG vEHAIRHuO`B~HHArIRI8{<`GDE t ABI dABI4|`BBB B(A0A8DP 8D0A(B BBBD FXE`RhIpKPkXM`aXFP^XH`HXAPXP`QXAPXP`EhEpTPH| d+BBB E(A0D8G@ 8D0A(B BBBK `}dyLED A(D0 (C ABBG  (C CBBA kC0x} gd}gBBE D(D0 (A BBBH C (F BBBI G8W@c8A0U8W@Q8D0d}hqBBB E(D0D8G`@hWpfhA` 8D0A(B BBBI hWpfhB`T\~lCBBE B(A0D8D@ 8A0A(B BBBB tH^PHHA@~m BBE B(D0D8GKHFXX 8A0A(B BBBE WeAKHFXKHFX'KHFXhxBBB E(D0D8G` 8D0A(B BBBI hWpfhB`M 8M0A(B BBBH hWpfhA`L~BEA D(D0 (A ABBF D (F HGBE L<hBBD D(D@ (A ABBI  (F HGBN d]BEB B(A0A8G@p 8A0A(B BBBB } 8I0H(B BBBJ BEE E(D0A8G`EhPpIxAY`h`pFxCT`mhEpQhA`r 8G0A(B BBBH Uh^pFxCN` 8A0A(B BBBD hPpIxAY` 8A0A(B BBBM hWpQhB`HЁ$BBB B(A0D8DP 8C0A(B BBBA dABEE D(D0G@aHWPDXB`_@ 0A(A BBBD w 0A(A BBBA DБBBA A(GPXZ`BhDpT(A ABBGP|̂TBBB B(D0D8GPC 8A0A(B BBBD XZ`NXBP' 8A0A(B BBBF rXD`TXBP4LxADG  AAE ]AAH@;BEE B(A0A8Fp 8A0A(B BBBF \Ѓ4<BEB E(A0A8D 8D0A(B BBBB HQA00BDA G0  DABG d"BBE E(A0F8G`hepAxIS`h\pLhA` 8A0A(B BBBD ehGpNhB`D 8A0A(B BBBF hLpchA`qhLpfhB`H 8BBB B(A0D8DP 8A0A(B BBBG \XܨBBB B(D0D8G`QhTpIxES` 8D0A(B BBBG ,,BDD  ABF / BEE E(D0D8GDBDVySIDbyKiBd 8J0A(B BBBI ONBYHBDYOKiAONA|HBEB E(D0D8G,HXAX 8A0A(B BBBD xXHBJRfBh<BBB B(D0D8GH}AN 8A0A(B BBBH d[LABBB B(A0A8G_IBDMTBLKUA[ 8D0A(B BBBC `VAl8lBBE E(A0A8GK[A 8A0A(B BBBJ MbRBBBB E(A0A8DKQB 8A0A(B BBBG ,D\B~[RAD 8A0A(B BBBH  8A0A(B BBBE d\aBEB B(A0A8DPJXM`dXBPXO`QXAPG 8A0A(B BBBG XĉBBB B(A0A8DP5 8D0A(B BBBH XN`ZXAP DBBB E(D0A8GSGMAT]FTZXAxF[Ba[HKT 8A0A(B BBBA DQLEUY 8D0A(B BBBE NgA0BHG GP  AABE d<BBB E(H0C8GPfXO`ZXAP&XO`[XBP 8A0A(B BBBB l0bBBE B(A0D8D` 8A0A(B BBBH h_pKhA`u8J0A(B BBBD0AGKP AAC ` FAI k AAC 8\ BEH D(G@ (A ABBA 4\BBA D(D0(A ABBHЌBED D(D0S (F ABBG L(C ABBH)`0dBEE E(D0D8GpU 8A0A(B BBBA t8A0A(B BBB$C BEB B(A0A8G 8A0A(B BBBE &BMBBLAvXLFTbXLFTj 8A0A(B BBBK ^VAWLFTELFTN^VAIWLFTyELFTD(mBBB B(A0D8G^NB=BFAWbMB 8A0A(B BBBG HXAIN`BDeBlEOA`[MAuDHCNaPZAr 8A0A(B BBBE LMBNtBdPAP(l BEB E(A0A8D``hPpOhA`hMpWhF`@hSpHhN`hPpVhA` 8F0A(B BBBD ohPpCxFa`x 8C0A(B BBBC hLpDxIR`]hKpFxC^`[hBpAxIK`llLBBE E(D0D8GPZ 8A0A(B BBBG HXP`hXAPL 8A0A(B BBBA 4hLBDD w ABD @NIHBBB B(D0A8Gp 8A0A(B BBBF (MADG X LAO (ADG s GFL HDpBEB B(A0D8D` 8A0A(B BBBA \$.BBB E(A0A8GpxQLFTpD 8D0A(B BBBF p BBE E(G0A8Gh[pBxDQ`yhTpVhA`D 8D0A(B BBBD HhHpKxB]`Td BBB B(D0A8F`hTpRhA`L 8C0A(B BBBH x|BBE E(A0A8D` 8A0A(B BBBA  8A0A(B BBBH 8Q0F(D BBB<8QDF0" AAA O DKR t\xL(BBB E(A0D8D` 8A0A(B BBBE u8A0A(B BBB$ؔ>API PIF4+lP BEB E(D0C8JnCMAdLBvEBEKqbPAPPBST`Ao 8A0A(B BBBE RUUAUMIXUWIaJ_AdEYAmKEDBEYQYAxKUBLZBv KK UQX"BBB A(D0DPJ 0A(A BBBG % 0A(A BBBA XD$BBB B(D0A8Gp 8D0A(B BBBD Gx][xAp\<'\BEB B(A0D8G 8D0A(B BBBD  PfA4)BED H(K0(C ABBLԗ) BJA A(G0_ (D ABBC r (D ABBE T$@*(BBE B(A0A8D` 8D0A(B BBBF ]hRp\hA`L|,%BBB F(D0A8IA 8A0A(B BBBK ̘2,3~H3BED A(G0j (A ABBE }(C ABB<@4BBB A(A0G@0A(A BBB@4{EDD \ AAM g AAG DCAH\ę5BEB D(D0p (A BBBH d (F DGBI H(Q GDBH$`5BBB B(A0A8G@8D0A(B BBBxp7BEB B(A0A8DQVB# 8A0A(B BBBJ  8A0A(B BBBF |< BEB B(A0A8D 8A0A(B BBBH w 8D0A(B BBBL  8H0F(G IBBE HlBBBB B(A0A8G@ 8D0A(B BBBF |C BBB B(A0A8J~LUAQpBpOjA*aGABBUc 8A0A(B BBBC )VvAm V[ 8xOBDD  ABH S ABB HPP9BBB B(D0A8DP3 8A0A(B BBBB DDRBQN H(A08P@`8A0}(F DBBHS BBB B(D0A8Gpq 8A0A(B BBBA Px`]xApRxPoxBp#xZ^xAp 8J0F(B BBBF txN\xApkxQXxJpdxBJxApxBKxBp,`MG i AB xFR XDPaBEE B(D0A8D` 8O0A(B BBBH hMp\hA`HdpBDC (I0B8B@AHDPHXF`K O AB\ @fBBB A(D0GP 0A(A BBBC `0lLAAG@HSPYHB@ AAG iHOPGXG`GhGpGxGN@DHVPbHA@$tAID qAA8uhBBD D(G@ (A ABBA `|LH$WBBB E(D0A8DPO 8A0A(B BBBC (ܪ8aFDG DAAI$|[ADG LAA0ZDF(X<BAD0t ABB TBEB D(D0g8F@M8A0G (L IDBJ A(H GDBHܫ(FBEB E(D0D8DP 8A0A(B BBBI (,WL<xJDG {(D0Z(A ] FHF [(G0T(A MAAJ4(BBD D(G0(D ABB8ĬBBD D(G0 (D ABBJ HTBEE E(D0C8H`N 8D0A(B BBBE 0LKHG u ABF RHBBB B(A0A8D` 8D0A(B BBBH 0̭HAHG o FHK LAA,JAG0^ AAF XX042BBD A(G0 (D ABBA 8T@R8A0G (A ABBB (MDH dAAAT|BBB B(A0D8D@Z 8D0A(B BBBH NHNPXHA@XDBBB D(A0Q (A BBBE m8N@U8A0A (A BBBG llrLBB B(D0A8GPXN`PhBpIP{8A0A(B BBBCHP(ܯ}BDD oAB4lADG x FAE D CAH 8@BED D(F0x(D AFB`|hRBE E(A0D8FP[ 8C0A(B BBBA D 8F0A(B BBBA HBBB A(A0R (C BBBE u(C BBB,HI@T]@h BBB E(A0D80A(B BBB0>ADG W AAK KAA0>AIG W AAF KAAD&BDD  HGE i ABD I MBH \qp$0|HT5ԲHHy$5@8BBB A(A0G@ 0A(A BBBC |XA] A t[XijBBB B(D0D8GPQXW`RhApkPW 8A0A(B BBBB ( dbBDD PAB8LfMG  OK DACH d MG HRBBE E(A0D8G@ 8A0A(B BBBA Դe|hhxBBA A(D` (E ABBH c (C ABBE LhYpQhB`h (C ABBH HX=BBE E(D0D8G@% 8A0A(B BBBA <BEE D(A09 (A BBBO @7F  G dpH(|BPI I(A0D8G` 8A0A(B BBBH $t BED C(G0Ķܶ D(AAJ AAI h0dLD`BED D(J (A ABBD q (A ABBA @F Ie Il Rw R I t t o q r r p Hs y 0q o s  %@(0y y x x x x x x x x y hx `x x @y py `y 8y ء Т p W P 0 X @ L u   0 G 8  (  0  A  ( ( x д  + x h ( x  1 @ h Ⱥ   p |K pF xF o` 5 O R*' o)oo'oym L 6pFpVpfpvpppppppppqq&q6qFqVqfqvqqqqqqqqqrr&r6rFrVrfrvrrrrrrrrrss&s6sFsVsfsvssssssssstt&t6tFtVtftvtttttttttuu&u6uFuVufuvuuuuuuuuuvv&v6vFvVvfvvvvvvvvvvvww&w6wFwVwfwvwwwwwwwwwxx&x6xFxVxfxvxxxxxxxxxyy&y6yFyVyfyvyyyyyyyyyzz&z6zFzVzfzvzzzzzzzzz{{&{6{F{V{f{v{{{{{{{{8k M`V 4PB 2G3M@W H@W Ic 6 0   ( 0= (`k X I X  !  b g Y ~²6 @ F[ [ DR @ c= cR ` d  b `  1 :}  (@` ! *^  ] Z a 0@Y  p P  d p`=  pE @N 0g i  ii N n p    uB )F E@G q G CK H 0bM N ~ p@O N y P{  ` @HQ  P @T e U P pa 0@Y Z  ] ! *^ (@` } 1 :   ` b P $Y $a p +k p +t `+   0 0 P P  -  - 5`, @* 0[  i GCC: (GNU) 14.2.1 20250110 (Red Hat 14.2.1-7)GA$3a1GA$3a1ppGA$3a1|K K GA$3a1IGA$3a1{K {K GA$3a1{K {K GA$3a1ppGA$3a1K K   > |w  S   02 P!L xy   U |X   ( ^T     b  = P  p D , B V t X|g x % | t~ ~lU y  PO  c 0    0Q  @ bf   i # !}! @!uO r Ğ7  `<  ` <  -" 2W |  h  V @ n f ` 0   P /  @">  $g  $S  %  @(  @*  *.  `+xL  +xf  `,  -  -  .(  1H  03# X <  5\  5w  8  >8  D V @ y @  F  IH  lAi  M  P)  P  R  VF  pW  0[.  \!U  _t  c  c  d@ dG\py u`y  0gG i nG* pd u( yG P{ P/ @d  Hy y  0 P pW  \y  @ @8x  @x   N t  = `  2  N H hx q  k  Ie  Py  ?  *OWG ht : @ G P ! ( A4> DGqXy  H h(y 0y > y l  Q  )  P!! g  Z  p7 @ j &g C pE.$& iZ ` P9 G h {5 `2Ox ({ )% P<%A 0b d "F h8y  0{3 Wk  $  pi S "1 o  & 6 Er @Hh *g  `Y ,  ²PD W d @V ~ Hx  x  x  x  x !x (!x A!xx `!y |!y !px !Xx !Px !x "hy :"@y H"c "c "`c "@c "# c j#c #b #b !$b ^$b $`b $@b % b X%b %a %a &a J&a &`a &@a & a 0'a f'` '` '` (` M(`` (@` ( ` )` J)_ )_ )_ )_ *`_ U*@_ * _ *_ +^ 9+^ n+^ +^ +`^ ,@^ W, ^ ,^ ,] --] w-X h-`V -W @-@W -c -X . X P0. b hX.g f. Y 0|.[ .[ . b -/ @` YK/ ^ l/ ] / Z 0 @Y ?0 `= 0 B 0 F V0 @G x+1 G f1 K 1 M 1 N '2 @O ^2 Q 2 T 2 U 3`x 93hx [3x z3x 3x 3x 3x 3x  4x 44x I4x m4y 4y 44 4 4 4@g 4xF 4 @ 5pF *575A5 eJ^5g5 55 0t55 $5 \55 ?66 66 26 &M6W6  r6 66666  &66646h: 6  7 ?7 0Jp.7  :7 kH7 Ja7 %mx7 A7 0a7 Pkq7 g7 7 Z7 7 8 @I 8 $)8  #48 G8 @M3+U8  a8 ! m8  v8 Б8 8 8 8 0D 8 P8 ` 8 $a8 08 L9 `, 9 dy39 `I ;9 I9 0 (]9 PO p9 9 9 -+9 9 9 I9 9 9 w9 `+: ': p& |7: C G: Y W: >`: }o: P2}: 9 =: 0: u: : 0{: T: B: :  ; ; c<; / J; H R; P(a; BLw; ; 9; @; ; Po ; #; {;  < @ L< p(< 5 e2< pA< `< P Ih< py< p< C<  < > < < < T< @4 R< 0 \=f p = 0 = @.= `[<=  N= e= xt= b= @= I = z= p = @= |K = 0 W= _= М1= 0  > @i> ->  5:> K> "WX> m> ]> > > mt> P> > > > F? PX1? )? 9? H? [? u? pI ? ?  ? ? ? ` ? @ ? `? ?  @ W#@ @ 2.@ p >8@ ) J@ Y\@ Do@ z@ @ 0 >@ * @ <@ 4@ @  ]@ @@ @ @ A A P1Z'A s 7A iqMA к ^A pmA p}A U A 3A "A  RA 7&A yA 0"yA B `B $*B 0 8B zCB {TB @ pbB RnB A{B `TDB Х}B  B B p B VB PH B  B  B ! C C > 7/C >C ;WC vpC @ L|C p zC -C &C EC bC C C 04D pD H !D 2D . +>D  SD fD @tD p)D нD 0 D 1D pAD `!D mE aE P'E @O7E , [FE UE hjE 9zE %MEF E p.4E , (E @ E PE .E m E P |E AF p "F 8F _GF @4VF mF  yyF pMF }F 0 HF F 0NF MTF  F .G Q {G 3)G b 9G MG o ]G 0:GlG ~G (G 4G `G PG G ЀG G  .G pH pC H P ,H ;wR R R @iR vR ` [R R 7R ? S aS  qS FE4S AS 3TS # 5eS A \vS S ` SSSSSS TT4TETQT[TqTTTTT TTT UU'U6UMUiU|UUUUUUUUVV-V>VPVcVyVVVVVVVW%W2W w @WWWdWpWWWWWWWWXX+X8XKXbXtXXXXXXXXY Y1YEY^YnYYYYYYYYZZ-ZAZOZbZsZZZZZZZZ[[1[D[U[a[t[[`[[ [[[[\\'\6\H\T\n\~\\\\`T\\\\]+]<]Y]n]y]]]]]]] ^^*^9^Z^n^^^^^^^^^__-_9_E_W_k_________``4`W`i`x````.````aa"a0aAa\aia}aaaaaaaa b+bAbRbkbzbbbbbbbbc"c1c?cRc_cjc}ccccccc dd_qhull.c__pyx_f_5scipy_7spatial_6_qhull__barycentric_inside__pyx_f_5scipy_7spatial_6_qhull__barycentric_coordinates__pyx_f_5scipy_7spatial_6_qhull__distplane__pyx_f_5scipy_7spatial_6_qhull__is_point_fully_outside__Pyx_CyFunction_get_qualname__Pyx_CyFunction_get_globals__Pyx_CyFunction_get_closure__Pyx_CyFunction_get_code__pyx_tp_new_5scipy_7spatial_6_qhull__Qhull__pyx_vtabptr_5scipy_7spatial_6_qhull__Qhull__Pyx_PyObject_SetAttrStr__Pyx_CyFunction_get_annotations__Pyx_VerifyCachedType__Pyx_CyFunction_Vectorcall_O__Pyx_SelflessCall__pyx_f_5scipy_7spatial_6_qhull__lift_point__pyx_f_5scipy_7spatial_6_qhull_6_Qhull_release_lock__pyx_CommonTypesMetaclass_get_module__Pyx_CyFunction_get_doc__Pyx_PyList_Append__Pyx_PyObject_GetAttrStr__Pyx_CyFunction_get_name__Pyx_CyFunction_CallMethod__Pyx_CyFunction_repr__Pyx_PyLong_As_int__Pyx_CyFunction_get_defaults__Pyx__SetItemOnTypeDict__pyx_mstate_global_staticPy_XDECREF__Pyx_PyCode_New__Pyx_copy_spec_to_module__pyx_pymod_createmain_interpreter_id.48__pyx_m__pyx_f_5scipy_7spatial_6_qhull__barycentric_coordinate_single__pyx_tp_traverse_5scipy_7spatial_6_qhull__Qhull__Pyx_CalculateMetaclass__Pyx_PyDict_GetItemRef__Pyx_PyMethod_New__Pyx_CyFunction_traverse__Pyx_CyFunction_CallAsMethod__Pyx_IternextUnpackEndCheck.part.0__Pyx_InitConstants.constprop.0__Pyx_InitCachedConstants.constprop.0__Pyx_CreateCodeObjects.constprop.0__Pyx_PyList_Pack.constprop.0__Pyx_CyFunction_New.constprop.0__Pyx_CyFunction_Vectorcall_NOARGS__Pyx_CyFunction_Vectorcall_FASTCALL_KEYWORDS_METHOD__Pyx_CyFunction_Vectorcall_FASTCALL_KEYWORDS__Pyx_ImportType_3_2_4.constprop.0__Pyx_ImportFromPxd_3_2_4.constprop.0__pyx_fatalerror.constprop.0__func__.49__Pyx____Pyx_PyUnicode_From_int.constprop.0DIGIT_PAIRS_10__pyx__insert_code_object.constprop.0__pyx_f_5scipy_7spatial_6_qhull_6_Qhull_acquire_lock__Pyx_FetchCommonTypeFromSpec.isra.0__Pyx_BufFmt_TypeCharToAlignment.isra.0__pyx_setprop_5scipy_7spatial_6_qhull_6_Qhull_furthest_site__pyx_getprop_5scipy_7spatial_6_qhull_6_Qhull_furthest_site__pyx_getprop_5scipy_7spatial_6_qhull_6_Qhull_mode_option__pyx_getprop_5scipy_7spatial_6_qhull_6_Qhull_options__Pyx_GetVtable.isra.0__Pyx_modinit_type_import_code.constprop.0__Pyx_GetItemInt_Fast.constprop.0__Pyx_CyFunction_reduce__Pyx_PyErr_GivenExceptionMatchesTuple__Pyx_TypeTest__Pyx_PyErr_GivenExceptionMatches.part.0__Pyx_CyFunction_set_doc__pyx_f_5scipy_7spatial_6_qhull__find_simplex_bruteforce__pyx_f_5scipy_7spatial_6_qhull__find_simplex_directed__Pyx_CyFunction_set_annotations__Pyx__ExceptionReset.isra.0__Pyx_CyFunction_set_qualname__Pyx_CyFunction_set_name__Pyx_CyFunction_set_kwdefaults__Pyx_CyFunction_set_defaults__Pyx_ErrRestoreInState__pyx_f_5scipy_7spatial_6_qhull__find_simplex__Pyx__GetException.isra.0__Pyx_TryUnpackUnboundCMethod__Pyx_UnboundCMethod_Def__Pyx_CyFunction_get_kwdefaults__Pyx_BufFmt_RaiseExpected__Pyx_BufFmt_ProcessTypeChunk__Pyx_BufFmt_CheckString__Pyx__GetBufferAndValidate.constprop.0__Pyx_minusones__Pyx_zeros__pyx_tp_clear_5scipy_7spatial_6_qhull__Qhull__Pyx_PyObject_FastCallDict.constprop.1__Pyx_Py3ClassCreate.constprop.0__Pyx_CyFunction_clear__Pyx_CyFunction_dealloc__Pyx_PyObject_FastCallDict.constprop.0__Pyx_WriteUnraisable.constprop.0__Pyx_IterFinish__Pyx_PyObject_GetIndex__Pyx_CyFunction_get_is_coroutine__Pyx__CallUnboundCMethod0.constprop.0__Pyx_AddTraceback.constprop.0__pyx_setprop_5scipy_7spatial_6_qhull_6_Qhull_options__pyx_setprop_5scipy_7spatial_6_qhull_6_Qhull_mode_option__pyx_getprop_5scipy_7spatial_6_qhull_6_Qhull_ndim__pyx_pw_5scipy_7spatial_6_qhull_21HalfspaceIntersection_7halfspaces__Pyx_ParseKeywordsTuple__Pyx_ParseKeywordDict__pyx_pw_5scipy_7spatial_6_qhull_7Voronoi_7points__pyx_pw_5scipy_7spatial_6_qhull_7Voronoi_5add_points__pyx_pw_5scipy_7spatial_6_qhull_10ConvexHull_7points__pyx_pw_5scipy_7spatial_6_qhull_10ConvexHull_5add_points__pyx_pw_5scipy_7spatial_6_qhull_3tsearch__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_7points__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_5add_points__pyx_pw_5scipy_7spatial_6_qhull_10_QhullUser_5__del____pyx_pw_5scipy_7spatial_6_qhull_10_QhullUser_3close__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_3check_active__Pyx_RejectKeywords__Pyx_Raise__Pyx_AddTraceback.constprop.1__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_31__setstate_cython____pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_29__reduce_cython____Pyx_PyErr_ExceptionMatchesInState.isra.0__pyx_f_5numpy_import_arrayPyArray_API__Pyx__GetModuleGlobalName__pyx_pw_5scipy_7spatial_6_qhull_7Voronoi_9ridge_dict__pyx_builtin_map__pyx_builtin_zip__pyx_pw_5scipy_7spatial_6_qhull_5_copy_docstr__Pyx_CallUnboundCMethod1.constprop.0__Pyx_PyObject_GetItem_Slow__Pyx_PyObject_GetItem__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_9get_points__pyx_pw_5scipy_7spatial_6_qhull_10_QhullUser_7_update__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_23get_hull_facets__Pyx_TypeInfo_nn___pyx_t_5numpy_double_t__pyx_pw_5scipy_7spatial_6_qhull_10_QhullUser_1__init____pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_17triangulate__pyx_pw_5scipy_7spatial_6_qhull_10ConvexHull_1__init____pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_13get_paraboloid_shift_scale__pyx_tp_dealloc_5scipy_7spatial_6_qhull__Qhull__Pyx_PyUnicode_Join__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_7close__pyx_pw_5scipy_7spatial_6_qhull_21HalfspaceIntersection_3_update__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_21get_hull_points__Pyx_TypeInfo_nn_npy_double__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_15volume_area__Pyx_PyObject_GetAttrStrNoError__Pyx_setup_reduce_is_named__Pyx_PEP560_update_bases__Pyx_Py3MetaclassPrepare.constprop.0__Pyx_PyFrozenSet_New__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_1__init____Pyx__ArgTypeTest__pyx_pf_5scipy_7spatial_6_qhull__get_barycentric_transforms.isra.0__Pyx_TypeInfo_nn_npy_int__pyx_f_5scipy_6linalg_13cython_lapack_dgetrf__pyx_f_5scipy_6linalg_13cython_lapack_dgecon__pyx_f_5scipy_6linalg_13cython_lapack_dgetrs__pyx_pw_5scipy_7spatial_6_qhull_1_get_barycentric_transforms__pyx_f_5scipy_7spatial_6_qhull__visit_voronoi__pyx_pw_5scipy_7spatial_6_qhull_7Voronoi_3_update__Pyx_GetBuiltinName__pyx_pf_5scipy_7spatial_6_qhull_8Delaunay_10vertex_to_simplex.isra.0__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_11vertex_to_simplex__pyx_pw_5scipy_7spatial_6_qhull_21HalfspaceIntersection_9dual_vertices__pyx_pw_5scipy_7spatial_6_qhull_21HalfspaceIntersection_5add_halfspaces__pyx_f_5scipy_7spatial_6_qhull__get_delaunay_info__pyx_pf_5scipy_7spatial_6_qhull_8Delaunay_14convex_hull.isra.0__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_15convex_hull__pyx_pw_5scipy_7spatial_6_qhull_21HalfspaceIntersection_1__init____pyx_pw_5scipy_7spatial_6_qhull_7Voronoi_1__init____pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_1__init____pyx_pf_5scipy_7spatial_6_qhull_6_Qhull_24get_voronoi_diagram__Pyx_TypeInfo_nn___pyx_t_5numpy_intp_t__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_25get_voronoi_diagram__pyx_pf_5scipy_7spatial_6_qhull_6_Qhull_18get_simplex_facet_array__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_19get_simplex_facet_array__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_21lift_points__pyx_pf_5scipy_7spatial_6_qhull_8Delaunay_12vertex_neighbor_vertices.isra.0__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_13vertex_neighbor_vertices__pyx_pf_5scipy_7spatial_6_qhull_6_Qhull_26get_extremes_2d__Pyx_TypeInfo_int__Pyx_ValidateAndInit_memviewslice__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_27get_extremes_2d__pyx_pw_5scipy_7spatial_6_qhull_10ConvexHull_9vertices__pyx_pw_5scipy_7spatial_6_qhull_10ConvexHull_3_update__pyx_pf_5scipy_7spatial_6_qhull_8Delaunay_16find_simplex.isra.0__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_17find_simplex__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_9transform__pyx_pf_5scipy_7spatial_6_qhull_6_Qhull_10add_points__pyx_pw_5scipy_7spatial_6_qhull_6_Qhull_11add_points__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_3_update__pyx_pf_5scipy_7spatial_6_qhull_8Delaunay_18plane_distance.isra.0__pyx_pw_5scipy_7spatial_6_qhull_8Delaunay_19plane_distance__pyx_pw_5scipy_7spatial_6_qhull_10_QhullUser_9_add_points__Pyx_modinit_type_init_code.constprop.0__pyx_vtable_5scipy_7spatial_6_qhull__Qhull__pyx_type_5scipy_7spatial_6_qhull__Qhull__pyx_pymod_exec__qhull__pyx_CommonTypesMetaclass_spec__pyx_CyFunctionType_spec__pyx_builtin_property__pyx_memoryview_fromslice__pyx_memoryview_copy_object_from_slice__pyx_memoryview_slice_get_size__pyx_get_best_slice_order__pyx_memoryview_err__pyx_memslice_transpose__pyx_memoryview_copy_contents__pyx_array_allocate_buffer__pyx_array_new__pyx_memoryview_broadcast_leading__pyx_memoryview_slice_assign_scalar__pyx_memoryview__slice_assign_scalar__pyx_memoryview_copy_data_to_temp__Pyx_ParseKeywordDictToDict__Pyx__Import__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_3check_active__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_7close__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_9get_points__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_11add_points__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_13get_paraboloid_shift_scale__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_15volume_area__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_17triangulate__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_19get_simplex_facet_array__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_21get_hull_points__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_23get_hull_facets__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_25get_voronoi_diagram__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_27get_extremes_2d__pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_29__reduce_cython____pyx_mdef_5scipy_7spatial_6_qhull_6_Qhull_31__setstate_cython____pyx_mdef_5scipy_7spatial_6_qhull_1_get_barycentric_transforms__pyx_mdef_5scipy_7spatial_6_qhull_10_QhullUser_1__init____pyx_mdef_5scipy_7spatial_6_qhull_10_QhullUser_3close__pyx_mdef_5scipy_7spatial_6_qhull_10_QhullUser_5__del____pyx_mdef_5scipy_7spatial_6_qhull_10_QhullUser_7_update__pyx_mdef_5scipy_7spatial_6_qhull_10_QhullUser_9_add_points__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_1__init____pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_3_update__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_5add_points__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_7points__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_9transform__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_11vertex_to_simplex__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_13vertex_neighbor_vertices__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_15convex_hull__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_17find_simplex__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_19plane_distance__pyx_mdef_5scipy_7spatial_6_qhull_8Delaunay_21lift_points__pyx_mdef_5scipy_7spatial_6_qhull_3tsearch__pyx_mdef_5scipy_7spatial_6_qhull_5_copy_docstr__pyx_mdef_5scipy_7spatial_6_qhull_10ConvexHull_1__init____pyx_mdef_5scipy_7spatial_6_qhull_10ConvexHull_3_update__pyx_mdef_5scipy_7spatial_6_qhull_10ConvexHull_5add_points__pyx_mdef_5scipy_7spatial_6_qhull_10ConvexHull_7points__pyx_mdef_5scipy_7spatial_6_qhull_10ConvexHull_9vertices__pyx_mdef_5scipy_7spatial_6_qhull_7Voronoi_1__init____pyx_mdef_5scipy_7spatial_6_qhull_7Voronoi_3_update__pyx_mdef_5scipy_7spatial_6_qhull_7Voronoi_5add_points__pyx_mdef_5scipy_7spatial_6_qhull_7Voronoi_7points__pyx_mdef_5scipy_7spatial_6_qhull_7Voronoi_9ridge_dict__pyx_mdef_5scipy_7spatial_6_qhull_21HalfspaceIntersection_1__init____pyx_mdef_5scipy_7spatial_6_qhull_21HalfspaceIntersection_3_update__pyx_mdef_5scipy_7spatial_6_qhull_21HalfspaceIntersection_5add_halfspaces__pyx_mdef_5scipy_7spatial_6_qhull_21HalfspaceIntersection_7halfspaces__pyx_mdef_5scipy_7spatial_6_qhull_21HalfspaceIntersection_9dual_vertices__pyx_moduledef__pyx_CyFunctionType_slots__pyx_CyFunction_methods__pyx_CyFunction_members__pyx_CyFunction_getsets__pyx_CommonTypesMetaclass_slots__pyx_CommonTypesMetaclass_getset__pyx_k_Wrappers_for_Qhull_triangulatio__pyx_methods__pyx_moduledef_slots__pyx_methods_5scipy_7spatial_6_qhull__Qhull__pyx_getsets_5scipy_7spatial_6_qhull__Qhull__pyx_doc_5scipy_7spatial_6_qhull_6_Qhull_6close__pyx_doc_5scipy_7spatial_6_qhull_6_Qhull_18get_simplex_facet_array__pyx_doc_5scipy_7spatial_6_qhull_6_Qhull_20get_hull_points__pyx_doc_5scipy_7spatial_6_qhull_6_Qhull_22get_hull_facets__pyx_doc_5scipy_7spatial_6_qhull_6_Qhull_24get_voronoi_diagram__pyx_doc_5scipy_7spatial_6_qhull_6_Qhull_26get_extremes_2d__pyx_doc_5scipy_7spatial_6_qhull_21HalfspaceIntersection_4add_halfspaces__pyx_doc_5scipy_7spatial_6_qhull_2tsearch__pyx_doc_5scipy_7spatial_6_qhull_8Delaunay_20lift_points__pyx_doc_5scipy_7spatial_6_qhull_8Delaunay_18plane_distance__pyx_doc_5scipy_7spatial_6_qhull_8Delaunay_16find_simplex__pyx_doc_5scipy_7spatial_6_qhull_8Delaunay_14convex_hull__pyx_doc_5scipy_7spatial_6_qhull_8Delaunay_12vertex_neighbor_vertices__pyx_doc_5scipy_7spatial_6_qhull_8Delaunay_10vertex_to_simplex__pyx_doc_5scipy_7spatial_6_qhull_8Delaunay_8transform__pyx_doc_5scipy_7spatial_6_qhull_10_QhullUser_8_add_points__pyx_doc_5scipy_7spatial_6_qhull_10_QhullUser_2close__pyx_doc_5scipy_7spatial_6_qhull__get_barycentric_transforms__pyx_memoryview_refcount_objects_in_slice__pyx_memoryview_refcount_copying__pyx_memoryview_err_no_memory__pyx_memoryview_err_dim__pyx_memoryview_err_extents__pyx_fill_contig_strides_array__pyx_memoryview_copy_object__pyx_memoryview_slice_copy__pyx_memoryview_get_slice_from_memoryview__pyx_pybuffer_index__pyx_memoryview_slice_memviewslice__pyx_memview_slice__pyx_memoryview_newcrtstuff.cderegister_tm_clones__do_global_dtors_auxcompleted.0__do_global_dtors_aux_fini_array_entryframe_dummy__frame_dummy_init_array_entryqhull_misc.cgeom2_r.cqh_projectpoints.constprop.0geom_r.cqh_findbesthorizon.constprop.0global_r.cqh_option.constprop.0io_r.cqh_printcenter.part.0qh_printfacetheader.part.0libqhull_r.cqh_joggle_restart.part.0qh_intcomparemerge_r.cqh_makeridges.part.0qh_remove_mergetype.part.0poly2_r.cqh_checkflipped_all.part.0qh_vertexneighbors.part.0poly_r.cqset_r.crandom_r.cstat_r.cqh_printstatlevel.part.0user_r.cusermem_r.cuserprintf_r.c__FRAME_END__qh_allstatCqh_mergeneighborsqh_mergevertex_delqh_allstatEqh_detsimplexqh_mergevertex_neighborsqh_sethyperplane_gaussqh_memfreeqh_merge_pinchedverticesqh_detmaxoutsideqh_readpointsqh_appendvertexqh_setlarger_quickqh_getmergeset_initialqh_sethalfspaceqh_voronoi_centerqh_furthestvertexqh_setfreeqh_printvertexlistqh_printbeginqh_allstatGqh_allstatIqh_srandqh_test_vneighborsqh_init_Aqh_addfacetvertexqh_printendqh_newvertexqh_scalelastqh_checklistsqh_makeridgesqh_projectinputqh_mergeverticesqh_printstatisticsqh_remove_extraverticesqh_freeqh_detvridge3qh_checkflipped_allqh_opposite_vertexqh_argv_to_commandqh_premergeqh_printfacet3geom_simplicialqh_findbestqh_printcenterqh_setdelaunayqh_delfacetqh_setcopyqh_printend4geomqh_maybe_duplicateridgesqh_printvridgeqh_findgood_allqh_newhashtableqh_check_pointsqh_setinqh_settruncateqh_checkflagsqh_errprintqh_partitionvisibleqh_readfeasibleqh_memallocqh_printextremes_dqh_printridgeqh_printpointqh_updatetestedqh_vertexneighborsqh_prepare_outputqh_update_vertexneighbors_coneqh_mergefacetqh_exitqh_countfacetsqh_init_qhull_commandqh_flippedmergesqh_joggle_restartqh_facetverticesqh_pointidqh_test_nonsimplicial_mergeqh_hashridge_findqh_test_appendmergeqh_printextremesqh_checkvertexqh_memfreeshortqh_stddevqh_rotateinputqh_printhyperplaneintersectionqh_randqh_printverticesqh_facet2pointqh_deletevisibleqh_facet3vertexqh_nearvertexqh_willdeleteqh_copynonconvexqh_markvoronoiqh_printstatsqh_setdellastmergetypesqh_settemppushqh_printpoints_outqh_outerinnerqh_setvoronoi_allqh_rename_sharedvertexqh_printfacetsqh_maxouterqh_all_mergesqh_fprintfqh_maxminqh_setequal_skipqh_minabsval_finiqh_setaddsortedqh_next_vertexmergeqh_skipfilenameqh_setendpointerqh_determinantqh_matchnewfacetsqh_allstatE2qh_memstatisticsqh_hashridgeqh_partitioncoplanarqh_test_redundant_neighborsqh_checkflippedqh_printvdiagram2qh_distnormqh_orientoutsideqh_eachvoronoi_allqh_buildtracingqh_printvoronoiqh_setlastqh_initflagsqh_vertexridges_facetqh_makenewfacetqh_printvertexqh_vertex_bestdistqh_buildcone_mergepinchedqh_mallocqh_makenewplanesqh_settemppopqh_merge_degenredundantqh_comparevisitqh_removefacetqh_setappend_setqh_printhelp_narrowhullqh_argv_to_command_sizeqh_setlargerqh_settempqh_strtolqh_initstatisticsqh_facetintersectqh_attachnewfacetsqh_setsizeqh_maxabsvalqh_strtodqh_furthestnextqh_find_newvertexqh_dvertexqh_matchverticesqh_randomfactorqh_distplaneqh_normalizeqh_setdelnthqh_facetcenterqh_printpointvectqh_checkpolygonqh_test_centrum_mergeqh_matchneighborqh_printpointsqh_copyfilenameqh_check_bestdistqh_compare_anglemergeqh_printvdiagramqh_setequal_exceptqh_mergecycle_ridgesqh_setfeasibleqh_hasmergeqh_postmergeqh_new_qhull_scipyqh_initmergesetsqh_setcompactqh_divzeroqh_projectpointsqh_resetlistsqh_getangleqh_freeqhullqh_lib_checkqh_mindiffqh_randommatrixqh_qhullqh_setnewqh_triangulateqh_printhelp_wideqh_detvnormqh_appendmergesetqh_compare_facetvisitqh_memsetupqh_printhelp_degenerateqh_printmatrixqh_mergecycle_vneighborsqh_degen_redundant_facetqh_setindexqh_checkconnectqh_gausselimqh_printline3geomqh_initqhull_memqh_mergecycle_allqh_findhorizonqh_printfacet3vertexqh_geomplanesqh_check_pointqh_fprintf_stderrqh_merge_twistedqh_isvertexqh_furthestnewvertexqh_vertexintersectqh_printfacetqh_maybe_duplicateridgeqh_scaleinputqh_setnew_delnthsortedqh_mergecycle_facetsqh_mergeridgesqh_printfacet4geom_nonsimplicialqh_checkfacetqh_nextfurthestqh_printfacet3mathqh_baseverticesqh_nostatisticqh_eachvoronoiqh_triangulate_facetqh_printpointidqh_mark_dupridges__dso_handleqh_maydropneighborqh_furthestoutqh_setfree2qh_forcedmergesqh_setfreelongqh_versionqh_allstatDqh_order_vertexneighborsqh_allstatBqh_makenew_simplicialqh_newverticesqh_printpoint3qh_vertexintersect_newqh_allstatHqh_init_Bqh_printfacetNvertex_simplicialqh_allstatFqh_merge_nonconvexqh_neighbor_intersectionsqh_initthresholdsqh_setzeroqh_joggleinputqh_pointqh_mergecycle_neighborsqh_check_maxoutqh_vertex_bestdist2qh_prependfacetqh_freebuffersqh_reduceverticesqh_gram_schmidtqh_printafacetqh_initqhull_startqh_projectpointqh_skipfacetqh_getmergesetqh_checkdelfacetqh_findfacet_allqh_sharpnewfacetsqh_checkconvexqh_setuniqueqh_vertexridgesqh_setdelqh_getpinchedmergesqh_freemergesetsqh_facetarea_simplexqh_compare_facetmergeqh_optionqh_update_vertexneighborsqh_printstatlevelqh_getreplacementqh_pointfacetqh_appendvertexmergeqh_printfacetridgesqh_createsimplexqh_getdistanceqh_newridgeqh_errexitqh_buildhullqh_clearcentersqh_errexit2qh_getareaqh_detvridgeqh_detjoggleqh_tracemergingqh_test_degen_neighborsqh_removevertexqh_sethyperplane_detqh_printfacet3geom_nonsimplicialqh_redundant_vertexqh_dfacetqh_nextridge3dqh_addhashqh_replacefacetvertexqh_all_vertexmergesqh_printfacetlistqh_produce_outputqh_newstatsqh_printfacetNvertex_nonsimplicialqh_addpointqh_setdelnthsortedqh_neighbor_vertices_facetqh_facetareaqh_delridge_mergeqh_findbestnewqh_printvnormqh_printfacet2geom_pointsqh_copypointsqh_normalize2qh_printhelp_internalqh_printlistsqh_rename_adjacentvertexqh_initbuildqh_mergefacet2dqh_gethashqh_printfacet2geomqh_initqhull_globalsqh_point_addqh_sethalfspace_allqh_printfacet3geom_pointsqh_printvneighborsqh_findbesthorizonqh_meminitbuffersqh_compare_nummergeqh_printfacetheaderqh_remove_mergetypeqh_partitionpoint_DYNAMICqh_backnormalqh_makenewfacetsqh_checkdelridgeqh_memtotalqh_printsummary__pyx_module_is_main_scipy__spatial___qhullqh_setcheckqh_pointdistqh_projectdim3qh_compare_facetareaqh_partitionallqh_check_outputqh_setaddnthqh_printspheresqh_markkeepqh_memsizeqh_printfacet4geom_simplicialqh_findbest_pinchedvertexqh_printallstatisticsqh_build_withrestartqh_findgoodqh_initialhullqh_distroundqh_tracemergeqh_crossproductqh_findgooddistqh_printhashtableqh_findbest_ridgevertexqh_vertexsubsetqh_matchdupridgeqh_check_dupridgeqh_pointvertexqh_getcenterqh_version2qh_triangulate_nullqh_setreplaceqh_settempfreeqh_findbestfacetqh_zeroqh_mergecycleqh_nextfacet2dqh_setequalqh_newfacet__GNU_EH_FRAME_HDRqh_inthresholdsqh_nearcoplanar__TMC_END___GLOBAL_OFFSET_TABLE_qh_user_memsizesqh_makenew_nonsimplicialqh_initqhull_buffersqh_initialverticesqh_printneighborhoodqh_settempfree_allqh_printcentrumqh_triangulate_linkqh_triangulate_mirrorqh_outcoplanarqh_setdelsortedqh_setfacetplaneqh_neighbor_verticesqh_scalepointsqh_buildconeqh_freebuildqh_setprintqh_maxsimplexqh_printhelp_topologyqh_rotatepointsqh_detroundoffqh_renamevertexqh_clockqh_new_qhullqh_mergesimplexqh_buildcone_onlygoodqh_initqhull_start2qh_opposite_horizonfacetqh_collectstatisticsqh_renameridgevertexqh_appendprintqh_delvertex_initqh_findbestneighborqh_printextremes_2dqh_delridgeqh_appendfacetqh_produce_output2qh_infiniteloopqh_memcheckqh_getcentrumqh_meminitqh_drop_mergevertexqh_setappend2ndlastqh_printfacet2mathqh_clear_outputflagsqh_printhelp_singularqh_setappendqh_allstatAqh_initqhull_outputflagsqh_checkzeroqh_printpointvect2qh_allstatisticsqh_findbestlowerqh_setduplicateqh_findbest_test__ctype_toupper_loc@GLIBC_2.3PyUnicode_FromFormatPyNumber_NegativePyObject_SetItemPyList_NewPyExc_SystemErrorPyType_FromMetaclassPyDict_SetItemStringfree@GLIBC_2.2.5PyDict_SizePySet_Newlocaltime@GLIBC_2.2.5PyException_SetTracebackPyMethod_Typestrncpy@GLIBC_2.2.5strncmp@GLIBC_2.2.5_ITM_deregisterTMCloneTablePyGILState_ReleasePyFloat_TypePyTuple_TypePyObject_FormatPyErr_RestorePyList_AsTuplePyObject_ClearWeakRefs_PyThreadState_UncheckedGetstrcpy@GLIBC_2.2.5PyModuleDef_InitPySet_SizePyEval_RestoreThreadPy_EnterRecursiveCallPyFrame_NewPyMem_Free_PyObject_VisitManagedDictqsort@GLIBC_2.2.5PyCapsule_GetNamePyNumber_InPlaceAddPyBuffer_Releasestdin@GLIBC_2.2.5strtod@GLIBC_2.2.5vsnprintf@GLIBC_2.2.5PyNumber_AddPyObject_GetAttrStringPyObject_CallMethodObjArgsPySet_ContainsPyList_SetSlicePyImport_AddModulePyBytes_FromStringAndSize_PyObject_GenericGetAttrWithDictPyBytes_TypePyInit__qhullPyObject_SetAttrStringPyErr_WarnEx_Py_DeallocPyModule_NewObjectPyErr_NoMemoryPyObject_GenericGetDictclock@GLIBC_2.2.5PyErr_SetObjectPyObject_GC_DelPyNumber_MultiplyPyLong_FromSize_tPyThread_acquire_lockPyObject_RichComparePyGC_Disablestrlen@GLIBC_2.2.5PyImport_GetModuleDictPyObject_GC_TrackPyExc_RuntimeErrorPyCMethod_NewPyExc_MemoryErrorPyErr_GivenExceptionMatchesPyErr_SetStringstrchr@GLIBC_2.2.5_PyObject_GC_NewPyException_GetTracebackPyExc_ExceptionPyExc_ValueErrorstrrchr@GLIBC_2.2.5PyExc_DeprecationWarningPyExc_TypeErrorPyGILState_EnsurePyInterpreterState_GetIDPySequence_ContainsPyUnicode_AsEncodedStringPyTuple_GetItemPyErr_PrintExmemset@GLIBC_2.2.5PyMem_ReallocPyErr_ExceptionMatchespow@GLIBC_2.2.5strncat@GLIBC_2.2.5PyOS_snprintf_Py_FatalErrorFuncPyTraceBack_HerePyUnicode_InternInPlacePyLong_FromSsize_tPyFloat_FromDoublePyType_ReadyPyLong_FromLongmemcmp@GLIBC_2.2.5fgets@GLIBC_2.2.5PyLong_AsSsize_tPyObject_RichCompareBool_setjmp@GLIBC_2.2.5calloc@GLIBC_2.2.5PyModule_GetNamePyErr_Clearstrcmp@GLIBC_2.2.5PyCapsule_IsValidPyExc_KeyError_Py_FalseStruct__gmon_start__PyTuple_Newstrtol@GLIBC_2.2.5freopen64@GLIBC_2.2.5PyObject_GenericGetAttrPyThreadState_GetPyExc_OverflowErrorPyDict_DelItemmemcpy@GLIBC_2.14PyType_Type_PyDict_SetItem_KnownHashPyType_ModifiedPyObject_SetAttrPySet_DiscardPyErr_Occurred_Py_EllipsisObjectPyLong_AsLongPyImport_ImportModule_PyDict_GetItem_KnownHashPy_LeaveRecursiveCallPyObject_VectorcallDictPyTuple_GetSlicePyObject_CallFunctionObjArgsPyDict_GetItemStringPy_Versionmalloc@GLIBC_2.2.5fflush@GLIBC_2.2.5PyUnicode_DecodeUTF8_Py_NoneStructPyExc_ModuleNotFoundErrorPyExc_ZeroDivisionErrorPyObject_VectorcallPyFloat_AsDoublePyObject_IsTrue_PyType_LookupPyImport_ImportModuleLevelObjectstrpbrk@GLIBC_2.2.5PyThread_allocate_lockPyObject_HashPyThread_release_lockrealloc@GLIBC_2.2.5_Py_TrueStructPyDict_SetDefaultPyDict_NewPyExc_IndexErrorPyBool_TypePyObject_GetBufferlongjmp@GLIBC_2.2.5PyDict_TypePyDict_NextPyBaseObject_Typememmove@GLIBC_2.2.5PyObject_GenericSetDictPyObject_VectorcallMethodPyLong_TypePyCapsule_TypePyGC_EnablePyErr_FetchPyUnicode_FromString_PySet_NextEntryPyObject_GetIterPyEval_SaveThreadPyUnicode_InternFromStringPyUnstable_Code_NewWithPosOnlyArgsPyExc_ImportErrorPyDict_SetItemPyObject_HasAttrvfprintf@GLIBC_2.2.5PyExc_AttributeErrorPySet_AddPyBytes_AsStringPyExc_StopIterationPyExc_RuntimeWarningPyObject_ReprPyObject_CallPyUnicode_TypePyCapsule_NewPyType_IsSubtype_PyObject_ClearManagedDictPyErr_Formatsprintf@GLIBC_2.2.5exit@GLIBC_2.2.5PyCapsule_GetPointerPySlice_NewPyExc_NameErrorPyUnicode_FromStringAndSizePyModule_GetDictPyFrozenSet_Type_ITM_registerTMCloneTablePyLong_FromLongLongPyUnicode_FromOrdinalPyUnicode_ConcatPyNumber_InPlaceMultiplyPyNumber_IndexPyObject_GetAttrsqrt@GLIBC_2.2.5PyCFunction_TypePyMethodDescr_TypePyMemoryView_FromMemory_PyBytes_JoinPyMem_MallocPyErr_WarnFormat__cxa_finalize@GLIBC_2.2.5PyNumber_SubtractPyUnicode_NewPyThread_free_lockPyTuple_PackPySet_Typestrstr@GLIBC_2.2.5PyNumber_PowerPyCode_NewEmptyPyNumber_TrueDividePyObject_GC_UnTrack__ctype_b_loc@GLIBC_2.3PyErr_WriteUnraisablePyDict_GetItemWithErrorPyList_Typestderr@GLIBC_2.2.5.symtab.strtab.shstrtab.note.gnu.build-id.gnu.hash.dynsym.dynstr.gnu.version.gnu.version_r.rela.dyn.rela.plt.init.text.fini.rodata.eh_frame_hdr.eh_frame.init_array.fini_array.data.rel.ro.dynamic.got.got.plt.data.bss.comment.gnu.build.attributes88$.o``$8  @5Ho''Uo))`d**'nBRRxpps p p ~||{ @|K |K P P p po po d؂ ؂ pF pF xF xF F F  L L pN pN pO O U U P @g 0g  00g . `g h `  )d9-