`08 Common Data Format (CDF) (C) Copyright 1990-2006 NASA/GSFC Space Physics Data Facility NASA/Goddard Space Flight Center Greenbelt, Maryland 20771 USA (Internet -- CDFSUPPORT@LISTSERV.GSFC.NASA.GOV) D | Aa)6 t:TITLEJ3POLAR_TIMAS Level One Datat Project\3,ISTP>International Solar-Terrestrial Physicst~DisciplineT3$SPACE PHYSICS>MAGNETOSPHERIC SCIENCEtFSource_nameM3POLAR>Polar Plasma LaboratorytNData_typeG3H2>High Time ResolutiontData_version130tgDescriptor\3,TIM>Toroidal Imaging Mass-Angle Spectrographt7TEXTf36H+, O+, He+ and He++ upflowing fluxes and statistical K3uncertainties processed by H03 the TIMAS science team.L|3These data were used as in O3preparing the following papers M 31: Peterson et al., JGR 2008 M e32: Peterson et al., JGR 2006 P 3 3: Lennartson et al. JGR, 2004 ; 3 References:I 93 O.W. Lennartsson et al., ` 3 0Solar wind control of Earth's H+ and O+ outflow Z 3 *rates in the 15-eV to 33-keV energy range,n a3 >J. Geophys. Res., Vol. 109, A12212 10.1029/2004JA010690, 2004.F 3 W.K. Peterson et al., h 38Quiet time solar illumination effects on the fluxes and ` o30characteristic energies of ionospheric outflow, o 3?J. Geophys. Res., 111, A11S05, doi:10.1029/2005JA011596, 2006. F $3W.K. Peterson et al., q 3ASolar-minimum quiet-time ion energization and outflow in dynamic O 3boundary related coordinates, T83$To appear in J. Geophys. Res., 2008 3E.G. Shelley et al., The Toroidal Imaging Mass-Angle Spectrograph (TIMAS) for the Polar Mission, Sp. Sci. Rev, Vol 71, pp 497-530, 1995.eU35http://lasp.colorado.edu/timas/TIMAS_description.html13 tMODSF@3Version 0 April, 2008 F3Version 1 Hopefuly nott2 ADID_ref8 3NSSD0174t Logical_file_idJ 3po_h2_tim_yyyymmdd_v01.cdftd PI_name= 3 W.K. Petersont` PI_affiliationK 3LASP/University of Coloradot  Mission_group5 3POLARt}Instrument_typeA3Particles (space)t2TEXT_supplement_1R3"Metadata provided by W.K. Petersont!\65FIELDNAMtl!54VALIDMINt!54VALIDMAXtT"54SCALEMINt"N54SCALEMAXt<"65UNITSt"65FORMATt$"5LABLAXIStFR+LABL_PTR_1t LABL_PTR_2tLABL_PTR_3t#254MONOTONth#j54FILLVALt#65CATDESCtP$!65VAR_TYPEt$]&5DICT_KEYt8 UNIT_PTRt!614DEPEND_0t "xDEPEND_1t#DEPEND_2t$$54AVG_TYPEt|%$54DISPLAY_TYPEt&%54VAR_NOTESt d'DELTA_PLUS_VARt(DELTA_MINUS_VAR% / /H_EpochJ &3Center Epoch for H_Fluence8 &aB̥ 8 &B̯Ka8 &B̥ 8 ' B̯Ka8 'A3ms (UT) 8 'y3F14.0 < '3 Center Epoch8 '3INCREASE8 (%_$ (]3ONSSDC standard-reference time value at the center of the accumulation interval.< (3 support_dataM )3time>epoch_accumulation_begin8 )e$3standard1 )%3 )&3PCenter epoch (milliseconds since 0 AD of VARIABLE accumulation intervals for H+ *NO_EpochJ *3Center Epoch for O_Fluence8 +B̥ 8 +VB̯Ka8 +B̥ 8 +B̯Ka8 +3ms (UT) 8 ,63F14.0 < ,n3 Center Epoch8 ,3INCREASE8 ,_$ -3ONSSDC standard-reference time value at the center of the accumulation interval.< -3 support_dataM -3time>epoch_accumulation_begin8 ."$3standard1 .Z%3 .&3PCenter epoch (milliseconds since 0 AD of VARIABLE accumulation intervals for O+ / //He1_EpochL /3Center Epoch for He1_Fluence8 /B̥ 8 0B̯Ka8 0LB̥ 8 0B̯Ka8 03ms (UT) 8 03F14.0 < 1,3 Center Epoch8 1h3INCREASE8 1_$ 13ONSSDC standard-reference time value at the center of the accumulation interval.< 2W3 support_dataM 23time>epoch_accumulation_begin8 2$3standard1 3%3 3I&3QCenter epoch (milliseconds since 0 AD of VARIABLE accumulation intervals for He+ 3llHe2_EpochL 4O3Center Epoch for He2_Fluence8 4B̥ 8 4B̯Ka8 4B̥ 8 5$B̯Ka8 5X3ms (UT) 8 53F14.0 < 3 Center Epoch8 53INCREASE8 6_$ 643ONSSDC standard-reference time value at the center of the accumulation interval.< 63 support_dataM y3time>epoch_accumulation_begin8 6$3standard1 7#%3 7T&3RCenter epoch (milliseconds since 0 AD of VARIABLE accumulation intervals for He++ 7//H_Fluence9 8l3 H_Fluence4 84 8P4 9 nk(4 9ANnk(; 9u3 #/cm^2-sec 5 93e12.48 93FALSE 4 :o|L :Q3H+ Fluence at this altitude 4 :3data; :!3 Start_Epoch4 ; $3none1 ;@%3 ;q&3dH+ Fluence at the altitude measured (R)...for statistical studies normailze to a standard altitude! <XXO_Fluence9 <3 O_Fluence4 <4 <P4 =,nk(4 =`Nnk(; =3 #/cm^2-sec 5 =3e12.48 >3FALSE 4 ><o|L >p3O+ Fluence at this altitude 4 >3data; >!3 Start_Epoch4 ?,$3none1 ?`%3 ?&3dO+ Fluence at the altitude measured (R)...for statistical studies normailze to a standard altitude! @&''He1_Fluence; @3 He1_Fluence4 @4 AP4 AMnk(4 ANnk(; A3 #/cm^2-sec 5 A3e12.48 B%3FALSE 4 B]o|M B3He+ Fluence at this altitude 4 B3data; C!3 Start_Epoch4 CN$3none1 C%3 C&3eHe+ Fluence at the altitude measured (R)...for statistical studies normailze to a standard altitude! DIHe2_Fluence; D3 He2_Fluence4 E4 ECP4 Ewnk(4 ENnk(; E3 #/cm^2-sec 5 F3e12.48 F3FALSE 4 Fo|N F3He++ Fluence at this altitude 4 G23data; Gf!3 Start_Epoch4 G$3none1 G%3 H&3fHe++ Fluence at the altitude measured (R)...for statistical studies normailze to a standard altitude! H)H_sigmaB I3H+ 1 Sigma Fluence4 I]4 IC4 I4 IB? J-3% of H+ Fluence4 Jl3f6.14 J3Mass8 J3FALSE 4 K C@ K@3% of H+ Fluence 4 K3data; K!3 Start_Epoch4 K$3none1 L#%3 LT&3aFluence at the altitude measured (R)...for statistical studies normailze to a standard altitude! L)!! O_sigmaB Mi3 O+ 1 Sigma Fluence4 M 4 M C4 N 4 NH B? N|3 % of O+ Fluence4 N3 f6.14 N3 Mass8 O$3 FALSE 4 O\ C@ O3 % of O+ Fluence 4 O3 data; P!3 Start_Epoch4 P@$3 none1 Pt%3  P&3 aFluence at the altitude measured (R)...for statistical studies normailze to a standard altitude! Q6)33 He1_sigmaC Q3 He+ 1 Sigma Fluence4 Q 4 R2 C4 Rf 4 R B@ R3 % of He1 Fluence4 S3 f6.14 SB3 Mass8 Sv3 FALSE 4 S CA S3 % of He1 Fluence 4 T#3 data; TW!3 Start_Epoch4 T$3 none1 T%3  T&3 aFluence at the altitude measured (R)...for statistical studies normailze to a standard altitude! U)EE He2_sigmaD V 3 He++ 1 Sigma Fluence4 VE 4 Vy C4 V 4 V B@ W3 % of He2 Fluence4 WQ3 f6.14 l3 Mass8 W3 FALSE 4 W CA W3 % of He2 Fluence 4 X=3 data; Xq!3 Start_Epoch4 X$3 none1 X%3  Y&3 aFluence at the altitude measured (R)...for statistical studies normailze to a standard altitude! Y W W H_Eflux9 Z%3 H+ E_Flux4 Z^ 4 Z P4 Z nk(4 Z Nnk(< [.3 keV/cm^2-sec5 [j3 e12.48 [3 FALSE 4 [ o|K \ 3 H+ E-Flux at this altitude 4 \V3 data; \!3 Start_Epoch4 \$3 none1 \%3  ]*&3 `E-Flux at the altitude measured (R)...for statistical studies normailze to a standard altitude! ]EOEO O_Eflux9 ^>3 O+ E_Flux4 ^x 4 ^ P4 ^ nk(4 _ Nnk(< _H3 keV/cm^2-sec5 _3 e12.48 _3 FALSE 4 _ o|K `%3 O+ E-Flux at this altitude 4 `q3 data; `!3 Start_Epoch4 `$3 none1 a%3  aE&3 `E-Flux at the altitude measured (R)...for statistical studies normailze to a standard altitude! aGGHe1_Eflux: bY3 He+ E_Flux4 b4 bP4 bnk(4 c0Nnk(< cd3 keV/cm^2-sec5 c3e12.48 c3FALSE 4 d o|L dA3He+ E-Flux at this altitude 4 d3data; d!3 Start_Epoch4 d$3none1 e1%3 eb&3`E-Flux at the altitude measured (R)...for statistical studies normailze to a standard altitude! e??He2_Eflux; fv3 He++ E_Flux4 f4 fP4 gnk(4 gSNnk(< g3 keV/cm^2-sec5 g3e12.48 g3FALSE 4 h1o|M he3He++ E-Flux at this altitude 4 h3data; h!3 Start_Epoch4 i$3none1 iG%3 ix&3`E-Flux at the altitude measured (R)...for statistical studies normailze to a standard altitude! j)77H_efluxsigmaA j3H+ 1 Sigma E-Flux4 j4 jC4 k24 kfB> k3% of H+ E-Flux4 k3f6.18 l 3FALSE 4 lDC? lx3% of H+ E-Flux.4 l3data; l!3 Start_Epoch4 m&$3none1 mZ%3 m&3]E-Flux at the altitude measured (R)...for statistical studies normailze a standard altitude! n)IIO_efluxsigmaA n3O+ 1 Sigma E-Flux4 n4 oC4 oF4 ozB> o3% of O+ E-Flux4 o3f6.18 p!3FALSE 4 pYC? p3% of O+ E-Flux.4 p3data; q!3 Start_Epoch4 q<$3none1 qp%3 q&3]E-Flux at the altitude measured (R)...for statistical studies normailze a standard altitude! r.)[[He1_efluxsigmaB r3He+ 1 Sigma E-Flux4 r4 s)C4 s]4 sB? s3% of He+ E-Flux4 t3f6.18 t93FALSE 4 tqC@ t3% of He+ E-Flux.4 t3data; u!3 Start_Epoch4 uU$3none1 u%3 u&3]E-Flux at the altitude measured (R)...for statistical studies normailze a standard altitude! vG)#m#mHe2_efluxsigmaC v3He++ 1 Sigma E-Flux4 w4 wMC4 w~4 wB@ w3% of He++ E-Flux4 x3f6.18 x3FALSE 4 xCA y$3% of He++ E-Flux.4 yv3data; xL!3 Start_Epoch4 y$3none1 z#%3 zT&3]E-Flux at the altitude measured (R)...for statistical studies normailze a standard altitude! z 22H_spinsQ {53!Spins Accumulatated for H+ values1 { 1 {  1 { 1 | : |J3 # H+ spins2 |3I5; |!3 Start_epoch4 |"3mass8 }%3FALSE 1 }] R }3"Number of spins accumulated for H+< }3 support_data9 ~3 flag>mode8 ~U$3nonsense1 ~%3 ] ~&3-Number of spins of data accumulated for H+ .  AAO_spinsQ 3!Spins Accumulatated for O+ values1  1 "  1 S 1  : 3 # O+ spins2 3I5; "!3 Start_epoch4 ]"3mass8 3FALSE 1  R 3"Number of spins accumulated for O+< M3 support_data9 3 flag>mode8 $3nonsense1 %3 ] +&3-Number of spins of data accumulated for O+ .  PPHe1_spinsR 3"Spins Accumulatated for He+ values1 ` 1   1  1  ; $3 # He+ spins2 `3I5; !3 Start_epoch4 "3mass8 3FALSE 1 9 S j3#Number of spins accumulated for He+< 3 support_data9 3 flag>mode8 3$3nonsense1 k%3 ^ &3.Number of spins of data accumulated for He+ .  __He2_spinsS 3#Spins Accumulatated for He++ values1  1   1  1 E < v3 # He++ spins2 3I5; !3 Start_epoch4 O"3mass8 3FALSE 1  T 3$Number of spins accumulated for He++< R3 support_data9 3 flag>mode8 $3nonsense1 %3 _ (&3/Number of spins of data accumulated for He++ . rSZA3 3SZA1 3 1 d 1  1  7 3degrees4 .3f7.23 b3SZA; !3 Start_epoch: "3 SZA_status8 3FALSE 4 Lo|] 3-Solar Zenith angle at the magnetic foot point< 3 support_data1 #3 8 T$3nonsense1 %3 J &3Check the SZA_status flag Conjugate_SZA= 3 Conjugate SZA1  1  1 1 1 b 7 3degrees4 3f7.23 3SZA; 5!3 Start_epochD "3Conjugate_SZA_status8 p3FALSE 4 o|g 37Solar Zenith angle at the Conjugate magnetic foot point< 53 support_data1 q3 8 $3nonsense1 %3 T &3$Check the Conjugate_SZA_status flag Y   SZA_status: 3 SZA Status1 ! 1 R c1  1  c1 3 2 3I3? H3SZA Status Flag; !3 Start_epoch8 3FALSE 1  \ +3,Quality of the SZA Values: 0=good 99=invalid< 3 support_data< 3 flag>quality8 $3nonsense1 @%3 C q&3Solar Zenith Angle  00Conjugate_SZA_statusD B3Conjugate SZA Status1  1  c1  1  c1 E3 2 v3I3? 3SZA Status Flag; !3 Start_epoch8 3FALSE 1  e L35Quality of the Conjgate SZA Values: 0=good 99=invalid< 3 support_data< 3 flag>quality8 !$3nonsense1 Y%3 M &3Conjugate Solar Zenith Angle  nnH_quality? =3H+ Quality Flag1 | 1  c1  1   1 @3 2 q3I3; !3 Start_epoch8 3FALSE 1  ] G3-0 indicates OK, See Var_notes for other codes< 3 support_data< 3 flag>quality8 $3nonsense1 T%3 / &3A quality flag in the range 0-99 with the following values/meanings 0 OK. 1 Some data missing. 2 more than 5% data missing 3 not used. 4 not used. 5 Warning flags set. 6 not used. 9 Invalid pitch angles 99 No valid data.  }}O_quality? 83O+ Quality Flag1 x 1  c1  1   1 <3 2 m3I3; !3 Start_epoch8 3FALSE 1  ] C3-0 indicates OK, See Var_notes for other codes< 3 support_data< 3 flag>quality8 $3nonsense1 P%3 / &3A quality flag in the range 0-99 with the following values/meanings 0 OK. 1 Some data missing. 2 more than 5% data missing 3 not used. 4 not used. 5 Warning flags set. 6 not used. 9 Invalid pitch angles 99 No valid data.  He1_quality@ 43He+ Quality Flag1 u 1  c1  1   1 93 2 j3I3; !3 Start_epoch8 3FALSE 1  ] @3-0 indicates OK, See Var_notes for other codes< 3 support_data< 3 flag>quality8 $3nonsense1 M%3 / ~&3A quality flag in the range 0-99 with the following values/meanings 0 OK. 1 Some data missing. 2 more than 5% data missing 3 not used. 4 not used. 5 Warning flags set. 6 not used. 9 Invalid pitch angles 99 No valid data.  He2_qualityA 13He++ Quality Flag1 u 1  c1  1   1 93 2 u3I3; !3 Start_epoch8 3FALSE 1 N ] 3-0 indicates OK, See Var_notes for other codes< 3 support_data< 3 flag>quality8 :$3nonsense1 r%3 / &3A quality flag in the range 0-99 with the following values/meanings 0 OK. 1 Some data missing. 2 more than 5% data missing 3 not used. 4 not used. 5 Warning flags set. 6 not used. 9 Invalid pitch angles 99 No valid data. ?#?# RD X3 Geocentric Distance 1  1   1  1 '  < X3 Earth Radii 4 3 f4.12 3 Re; !3 Start_epoch8 43 FALSE 4 l o|C 3 Geocentric Distance< 3 support_data9 !3 ephemeris8 Z$3 nonsense1 %3  1 &3  zz!L< x3! L parameter 1  !1  ! 1  !1 > ! < o3! Earth Radii 4 3!f4.11 3!L; !3! Start_epoch8 G3!FALSE 4 !o|E 3!MacIlwain L Parameter< 3! support_data9 23! ephemeris8 k$3!nonsense1 %3! 1 &3! "MLT3 3"MLT1  "1  "1  "1 N "6 3"Hours 4 3"f4.13 3"MLT; !3" Start_epoch8 V3"FALSE 4 "o|C 3"Magnetic Local Time< 3" support_data9 83" ephemeris8 q$3"nonsense1 %3" 1 &3"    #LocT2 3#LT1  #1  #1 + #1 _ #6 3#Hours 4 3#f4.12 3#LT; 3!3# Start_epoch8 n3#FALSE 4 #o|: 3# Local Time< 3# support_data9 W3# ephemeris8 $3#nonsense1 %3# 1 &3# *++$Mlat4 ®3$Mlat4 $´4 $B4 G$´4 x$B8 ì3$Degrees 4 3$f4.14 3$Mlat; J!3$ Start_epoch8 ą3$FALSE 4 Ľ$o|A 3$Magnetic Latitude< 33$ support_data9 o3$ ephemeris8 Ũ$3$nonsense1 %3$ 1 &3$ Bee%ILA4 3%INVL1  %4 3%Dz1 g %4 Ǜ%B8 3%Degrees 4 3%f4.12 53%LT; Ȥ!3% Start_epoch8 3%FALSE 4 %o|B K3%Invariant Latitude< ɜ3% support_data9 3% ephemeris8 $3%nonsense1 A%3% 1 r&3% &MagField1 I3&B4 ˅&P4 ˹&GP4 &P4 !&GP2 U3&nT4 ̈3&e7.27 ̼3&B (GSE)8 e3&Mag_axis; !3& Start_epoch8 )3&FALSE 4 a&o|Q ͕3&!Magnetic Field in GSM Coordinates< 3& support_data1 3& 8 X$3&nonsense1 ΐ%3& S &3&#3 components are GSM-X, -Y, and -Z 7PP'SC_Potential< 3' SC Potential4 'H4 *'B4 ^' 4 В'B 3 3'eV 4 3'f4.12 ,3'eV; ѝ!3' Start_epoch8 3'FALSE 4 'o|N D3'Space Craft Potential from EFI< ҵ3' support_data9 3' ephemeris8 "$3'nonsense1 Z%3' v Ӌ&3'FThis Variable has not been extensively validated ...use with caution. Ӽ(Imf_Gsm3 @3(IMF4 {(P4 Ԭ(Dz4 (z4 (Dz2 ?3(nT4 s3(e7.29 է3( IMF (GSE)8 D3(Mag_axis; !3( Start_epoch8 3(FALSE 4 U(o|q ։3(ATime delayed Wind IFM Magnetic Field from WIND in GSM Coordinates< 3( support_data1 3( 8 O$3(nonsense1 ׇ%3( 1 ׸&3(  K K )SW_pressure; m3) SW Pressure1 ا )1  )d1  )1 : )4 k3)nPa 4 ٠3)f4.1; 3) SW Pressure; !3) Start_epoch8 I3)FALSE 4 ځ)o|Y ڵ3))Time lagged solar wind pressure from WIND< 3) support_data1 I3) 8 z$3)nonsense1 ۲%3) 1 &3)   *SW_density: ܠ3* SW density1  *1  *d1 9 *1 m *5 ݡ3*#/cc 4 3*f4.1: 3* SW Density; |!3* Start_epoch8 ޷3*FALSE 4 *o|X #3*(Time lagged solar wind density from WIND< ߏ3* support_data1 3* 8 $3*nonsense1 4%3* 1 e&3*  +SW_velocity1 3+V4 U+/4 +D/4 +/4 +D/6 %3+km/sec4 e3+e7.29 3+ Vel (GSE)8 3+Mag_axis; !3+ Start_epoch8 3+FALSE 4 D+o|l x3+<Time lagged Solar wind velocity from WIND in GSM Coordinates< 3+ support_data1 3+ 8 X$3+nonsense1 %3+ 1 &3+   q q,Fec; 3, FEC counts 4 ,4 ,L 4 N,4 ,GP@ 3,Counts per spin 4 3,F8.0< *3, FEC counts 7 f!3,Epoch_H8 3,FALSE 4 ,o|c 3,3Average counts per spin in the fast event counter < `3, support_dataA 3,flag>significance8 $3,nonsense1 %3, _ D&3,/The TIMAS detector has a non linear response at high count rates that is, to some extent corrected for in the software that generated the data here. The correction, however introduces some uncertainty. The FEC count rate is carried as an indication of the corrections applied to the raw data.  -BcrB 3-Background counts 4 X-4 -L 4 -4 -GP@ 3-Counts per spin 4 M3-F8.0< 3- BCR counts ; !3- Start_Epoch8 3-FALSE 4 +-o|S \3-#Average Background counts per spin < 3- support_data? *3-flag>background8 k$3-nonsense1 %3- S &3-#Total background counts per spin   .Energy_range= 3. Energy Range 1 N .1  .1  .1  .1 3. 2 C3.I39 u3. E-Range #; !3. Start_epoch8 3.FALSE 1 ( . Y3.bEnergy Range Identification: 0: Full energy range; 1: Reduced energy range; 2: Low energy range< 3. support_dataA 3.flag>energy_range8 M$3.nonsense1 %3. &3.TIMAS is operated in one of 3 energy ranges. Energy_Range_ID indicates which of the 3 instrumental energy ranges is currently active. +   /Intervals? 3/Hzero Intervals1  /1  /1 M /1 ~ /1 3/ 2 3/I3@ 3/# Hzero Intevals; \!3/ Start_epoch8 3/FALSE 1  / 3/O# of intervals in the po_H0_tim data file included in the average reported here< d3/ support_data9 3/ flag>mode8 $3/nonsense1 %3/ u E&3/Ethese values should be compared with X_spins where = H, O He1 and He2   0SCPot_status< 30 SCPot Status1 R 01  0c1  01  0c1 30 2 G30I3J y30Space Craft Potential Flag; !30 Start_epoch8 30FALSE 1 + 0d \304Quality of the SC Potential Value: 0=good 99=invalid< 30 support_data< 30 flag>quality8 6$30nonsense1 n%30 O &30SC Potential obtained from EFI   ; ;1IMF_status: T31 IMF_status1  11  1c1  11  1c1 Q31 2 31I3? 31IMF_status Flag; !31 Start_epoch8 E31FALSE 1 } 1b 312Quality of the IMF_statusValues: 0=good 99=invalid< 31 support_data< 031 flag>quality8 i$31nonsense1 %31 1 &31   + +2SW_status9 32 SW Status1  21  2c1 # 21 T 2c1 32 2 32I3V 32&Quality of the SW data 0:OK 99:invalid; S!32 Start_epoch8 32FALSE 1  2F 32Quality of the SW data< M32 support_data9 32 flag>mode8 $32nonsense1 %32 1 +&32 \  #= #=3Mag_status: 33 Mag Status1  31 M 3c1 ~ 31  3c1 33 2 33I3k C33;Quality of the Polar Magnetometer data data 0:OK 99:invalid; !33 Start_epoch8 33FALSE 1  3V O33&Quality of the Polar Magnetometer data< 33 support_data9 33 flag>mode8  $33nonsense1  O%33 1  &33   2O 2O4Orbit_status<  =34 Orbit Status1  41  4c1  41  4c1  u34 2  34I3h  348Quality of the Polar Ephemeris data data 0:OK 99:invalid; !34 Start_epoch8 34FALSE 1  4S  34#Quality of the Polar Ephemeris data<  I34 support_data9  34 flag>mode8 $34nonsense1 %34 1 &34 3  5Mag_axis8 35Mag_axis1 35 2 35A48 35Mag_axis9 35 Mag_axis ; 35 suport_data1 35 h GSM Z h uB̬ B̬ \B̬ B̬ GZB̬ vB̬ B̬ Ԉ,B̬ {B̬ 2o B̬ abB̬ V(B̬ IB̬ >B̬ 1B̬ L%*B̬ {B̬ 2B̬ B̬ .B̬ 6B̬ eB̬ nB̬ B̬ uB̬ !B̬ PrB̬ B̬ pB̬ wrB̬ jB̬ ;^pB̬ jQB̬ EvB̬ 8B̬ ,tB̬ &B̬ UB̬ tB̬ B̬ zB̬ B̬ ?nB̬ nB̬ ~B̬ ̰xB̬ B̬ *vB̬ YB̬ ~|B̬ qB̬ exB̬ XB̬ DLB̬ s@:B̬ 3B̬ '@B̬ B̬ /4B̬ ^B̬ DB̬ B̬ xB̬ B̬ H~B̬ wB̬ zB̬ ՝B̬ B̬ 3B̬ FB̬ M:2B̬ |-B̬ !B̬ B̬ vB̬ 7B̬ ftB̬ B̬ zB̬ B̬ "xB̬ QB̬ tB̬ B̬ ދrB̬ ~B̬ B̬ m(B̬ B̬ ˈ&B̬ {B̬ )oB̬ XbB̬ VB̬ IB̬ =B̬ 0B̬ C$B̬ rB̬  B̬ B̬  B̬ -B̬ \B̬ ̂B̬ B̬ 鳀B̬ B̬ GtB̬ vB̬ zB̬ tB̬ hnB̬ 2[B̬ aObB̬ BB̬ 6`B̬ )B̬ \B̬ LB̬ {PB̬ B̬ WB̬  B̬ 6JB̬ eB̬ HB̬ ìB̬ B̬ fֹB̬ B̬ N2~B̬ }%B̬ :B̬  B̬  nB̬ 8B̬ gcB̬ B̬ WB̬ B̬ #8B̬ RB̬ ?B̬ B̬ ߃3B̬ vB̬ =j'B̬ l]B̬ QB̬ DB̬ 7B̬ (+mB̬ WB̬ aB̬ B̬ CB̬ B̬ A7B̬ pӨB̬ B̬ κB̬ B̬ !,}B̬ ![B̬ !hB̬ !{B̬ !o\B̬ "bB̬ "FV>B̬ "uIB̬ "=2B̬ "0B̬ #$B̬ #1B̬ #` B̬ #xB̬ #B̬ #lB̬ $B̬ $JWB̬ $yB̬ $8B̬ $צB̬ %,B̬ %5B̬ %dB̬ %tcB̬ %h B̬ %[sB̬ & NB̬ &OBpB̬ &~5B̬ &)RB̬ &B̬ ' FB̬ ':B̬ 'h0B̬ 'B̬ 'B̬ 'UB̬ ($ļB̬ (S@B̬ (B̬ (4B̬ (B̬ )B̬ )>yB̬ )mm B̬ )`B̬ )SB̬ )GB̬ *):B̬ *X.~B̬ *!B̬ *`B̬ *B̬ +TB̬ +BB̬ +qGB̬ +B̬ +2B̬ +B̬ ,-&B̬ ,\B̬ ,B̬ ,B̬ ,B̬ -r~B̬ -GeB̬ -vYjB̬ -LB̬ -@^B̬ .3B̬ .2'RB̬ .aB̬ .B̬ 524B̬ 5%B̬ 5(B̬ 6 B̬ 6DB̬ 6rB̬ 6B̬ 6ڊB̬ 6 B̬ 7.B̬ 7]B̬ 7zB̬ 7B̬ 7\B̬ 8B̬ 8HvbB̬ 8wiB̬ 8]NB̬ 8PB̬ 9DBB̬ 938B̬ 9b+~B̬ 9B̬ 9jB̬ 9B̬ :^B̬ :LB̬ :{RB̬ :B̬ :FB̬ ;B̬ ;7:B̬ ;fB̬ ;$B̬ ;ĈB̬ ;|"B̬ <"oB̬ &~B̬ >UB̬ >rB̬ >B̬ >^B̬ ?B̬ ?@#B̬ ?oB̬ ?EB̬ ?tB̬ ?h9B̬ @+[B̬ @ZO-B̬ @BB̬ @6*B̬ @)vB̬ A(B̬ AEB̬ At.B̬ AB̬ A"B̬ BޜB̬ B/B̬ B^ŐB̬ BB̬ BB̬ BB̬ CxB̬ CIB̬ CxzuB̬ CmB̬ Ca`B̬ DTB̬ D4HfB̬ Dc;B̬ D/ZB̬ D"B̬ DEB̬ E B̬ EM9B̬ E|B̬ E6B̬ EװB̬ F !B̬ F8B̬ Fg(B̬ FB̬ FřB̬ FB̬ G#B̬ GRs@B̬ GfB̬ GZ>B̬ GMB̬ HA:B̬ H=4B̬ Hl(.B̬ HB̬ H,B̬ HB̬ I' B̬ IVB̬ IB̬ IЎB̬ IB̬ JB̬ JAB̬ Jp~B̬ JB̬ J΅rB̬ JxB̬ K,lpB̬ K[_B̬ KSdB̬ KFB̬ K:OB̬ L-B̬ LF!BB̬ LuB̬ L6B̬ LB̬ M*B̬ M0B̬ M_B̬ MɢB̬ MB̬ MLB̬ NB̬ NJfB̬ NyB̬ N~lB̬ NqB̬ Oe`B̬ O5XB̬ OdLTB̬ O?B̬ O3HB̬ O&B̬ P B̬ \@B̬ \42B̬ ]'B̬ ]=/B̬ ]lB̬ ]B̬ ]B̬ ]B̬ ^'ܒB̬ ^V B̬ ^ÆB̬ ^B̬ ^zB̬ _B̬ _AvB̬ _pB̬ _xjB̬ _kB̬ __^B̬ `,RB̬ `[F\B̬ `9B̬ `-FB̬ ` B̬ a:B̬ aFB̬ at8B̬ aB̬ aRB̬ b6B̬ b_B̬ b B̬ bB̬ bB̬ cB̬ cJ}B̬ cyqvB̬ cdB̬ cXrB̬ dKB̬ d5?fB̬ dd2B̬ d&ZB̬ dB̬ d XB̬ e B̬ eNCB̬ e}B̬ e6B̬ eκB̬ f 4B̬ f9B̬ fhB̬ fB̬ fƐB̬ fB̬ g$wB̬ gSjB̬ g^B̬ g@B̬ gB̬ h&4B̬ hUB̬ h(B̬ hB̬ h$B̬ isB̬ i@gB̬ ioZB̬ iNB̬ iAB̬ i5B̬ j+(rB̬ jZB̬ jfB̬ jB̬ jZB̬ kB̬ kDVB̬ ksB̬ kJB̬ kѷB̬ lHB̬ l/B̬ l^B̬ pg~B̬ pr2B̬ peB̬ pY&B̬ q#LB̬ qR@B̬ q3B̬ q'B̬ qB̬ r B̬ r=B̬ rkB̬ rzB̬ rB̬ rvB̬ s'B̬ sVaB̬ sB̬ sLB̬ sB̬ tIB̬ tAwB̬ tpk>B̬ t^B̬ tR2B̬ tEB̬ u,9.B̬ u[,B̬ u "B̬ uB̬ uB̬ vB̬ v]gB̬ v[=B̬ vNB̬ vB0B̬ w5B̬ wH).B̬ wwB̬ wB̬ wB̬ x B̬ x2B̬ xa B̬ xфB̬ xB̬ xxB̬ yB̬ yLlB̬ y{B̬ y`B̬ yyB̬ zmJB̬ z7`B̬ zfT6B̬ zGB̬ z;*B̬ z.B̬ {""B̬ {QB̬ { B̬ {B̬ {B̬ | B̬ |;B̬ |jjB̬ |B̬ |ȱ^B̬ |B̬ }&\B̬ }UB̬ }PB̬ }rB̬ }fLB̬ ~YB̬ ~@M@B̬ ~o@B̬ ~4,B̬ ~'B̬ ~ B̬ +B̬ ZB̬ B̬ B̬ ܂B̬ B̬ D~B̬ sB̬ rB̬ ѝB̬ ^B̬ /B̬ ^xRB̬ kB̬ _FB̬ RB̬ F:B̬ I9B̬ x-.B̬ B̬ *B̬ B̬ 3B̬ bB̬ B̬ zB̬ B̬ xB̬ MB̬ |lB̬ B̬ ڊhB̬ }B̬ 8qTB̬ gdB̬ XHB̬ KB̬ ?2B̬ #2B̬ R&0B̬ B̬ $B̬ B̬ B̬ B̬ ?B̬ @3DB̬ o&B̬ &B̬ B̬ B̬ *B̬ YB̬ ېB̬ B̬ |B̬ B̬ DpB̬ sB̬ ZB̬ уB̬ wXB̬ /jB̬ ^^LB̬ QB̬ E@B̬ 8B̬ ,*B̬ IB̬ xB̬ B̬ B̬ B̬ 3B̬ bxB̬ B̬ lB̬ B̬ hB̬ MB̬ |SB̬ |B̬ pPB̬ cB̬ OB̬ ~nB̬ B̬ ܫXB̬ B̬ :^B̬ iB̬ y@B̬ lB̬ `>B̬ %SB̬ TG2B̬ :B̬ .B̬ !`B̬ hB̬ VB̬ u*B̬ 1B̬ K%B̬ zB̬ © B̬ B̬ B̬ 5nB̬ dB̬ ÓPB̬ B̬ NB̬ B̬ O8B̬ ~B̬ ĭB̬ uB̬ iB̬ :\B̬ iOB̬ ŘCrB̬ 6B̬ *TB̬ %B̬ THB̬ ƃB̬ ƱҘB̬ mB̬ ǜB̬ ˭B̬ vB̬ )B̬ XXB̬ ȇzB̬ ȶnLB̬ aB̬ U@B̬ CHB̬ r<"B̬ ɡ/B̬ # B̬ B̬ . B̬ \rB̬ ʋB̬ ʺ\B̬ B̬ PB̬ GB̬ v:B̬ ˥B̬ ԙB̬ B̬ 2B̬ asxB̬ ̐fB̬ ̿ZlB̬ MB̬ ANB̬ L4B̬ {( B̬ ͪ|B̬ B̬ fB̬ 6B̬ eHB̬ ΔB̬ 2B̬ íB̬ !B̬ PB̬ B̬ ϮzB̬ ݄B̬ xnB̬ ;kB̬ j_OB̬ ЙRB̬ F:B̬ 9B̬ &-B̬ U B̬ фB̬ ѳB̬ B̬ kB̬ ?B̬ nLB̬ ҝB̬ ̼7B̬ B̬ *"B̬ YB̬ ӈ B̬ ӷ}~B̬ pB̬ dhB̬ DWB̬ sKSB̬ Ԣ>B̬ 24B̬ %B̬ /B̬ ^ B̬ ՍB̬ ջrB̬ B̬ TB̬ HB̬ w>B̬ ֦B̬ ը*B̬ B̬ 3B̬ b|B̬ בuB̬ ifB̬ \B̬ PRB̬ MCB̬ |73B̬ ث*B̬ B̬ B̬ 8B̬ fpB̬ ٕB̬ RB̬ B̬ "4B̬ QB̬ ڀB̬ گ`B̬ ޓB̬ LB̬ B̬ ;NB̬ jB(B̬ 5B̬ )B̬ B̬ &B̬ UnB̬ B̬ ZB̬ B̬ .B̬ 1B̬ %*B̬ B̬ M B̬ {B̬ B̬ B̬ B̬ 7͊B̬ fB̬ ~B̬ ħB̬ |B̬ "B̬ QpB̬ uB̬ idB̬ \B̬  PXB̬ B̬ # B̬ :B̬ QZB̬ iyB̬ B̬ lB̬ jB̬ `"B̬ B̬ SB̬  pB̬ %G2B̬  B̬ VuB̬ mB̬ inB̬ &B̬ \B̬ ֪B̬ PkB̬ 6B̬  h B̬ /B̬ A7rB̬ X3B̬ p*B̬ B̬ xB̬ :B̬ B̬ 勴B̬ lB̬ .B̬ +B̬ CrB̬ ZB̬ rfB̬ B̬ ZfB̬  B̬ MB̬ džB̬ AZB̬  B̬ .4B̬ EB̬ ](NB̬ tB̬ B̬ B̬ TB̬ ҉B̬ B̬ |B̬ RB̬ 0pB̬ GB̬ _cB̬ vaB̬ WB̬ B̬ JB̬ hB̬ > B̬ B̬ 1B̬ 2nB̬ J%0B̬ aB̬ yB̬ bB̬  6B̬ B̬ B̬ yrB̬ B̬ !oB̬ !|B̬ !B̬ !pNB̬ !B̬ !cB̬ !ݜB̬ "WpB̬ "*(B̬ "BJB̬ "YĢB̬ "q>vB̬ "8B̬ "1B̬ "B̬ "%|B̬ ">B̬ "B̬ #B̬ #- B̬ #DWB̬ #\B̬ #syB̬ #B̬ #m]B̬ #1B̬ #`B̬ #ڴB̬ $TB̬ $8B̬ $/GB̬ $FB̬ $^;B̬ $uGB̬ $/B̬ $B̬ $"B̬ $Ӝ`B̬ $4B̬ %B̬ % B̬ %1pB̬ %H:B̬ %`wB̬ %wB̬ %jB̬ %JB̬ %^B̬ %B̬ %QB̬ &cB̬ &E7B̬ &3B̬ &K8B̬ &b|B̬ &z,=B̬ &B̬ &B̬ &B̬ &VB̬ &B̬ 'B̬ 'B̬ '5xB̬ 'Mt0B̬ 'dB̬ '|gB̬ 'B̬ '[eB̬ 'B̬ 'NB̬ 'ȳB̬ ( BkB̬ ( ?B̬ (85B̬ (OB̬ (g)B̬ (~XB̬ (B̬ (B̬ (B̬ (܊zB̬ (2B̬ ) ~B̬ )"B̬ ):qB̬ )QgB̬ )ieB̬ )B̬ )XB̬ )ҀB̬ )LTB̬ ) B̬ )?B̬ * B̬ *%3lB̬ *<@B̬ *T&B̬ *kB̬ *B̬ *YB̬ *-B̬ *ɇB̬ *B̬ *{B̬ +FB̬ +'oB̬ +>B̬ +VbB̬ +mqB̬ +VEB̬ +B̬ +IB̬ +æB̬ +=pB̬ +2B̬ ,1B̬ ,)B̬ ,A$B̬ ,X]B̬ ,p1B̬ ,B̬ , B̬ ,B̬ ,\B̬ ,yB̬ ,B̬ -lB̬ -+B̬ -C`RB̬ -ZB̬ -rSB̬ -ͳB̬ -G~B̬ -RB̬ -;B̬ -B̬ -.B̬ .B̬ .."QB̬ .EB̬ .]B̬ .tB̬ . B̬ .bB̬ .B̬ .vB̬ .B̬ /jB̬ /bB̬ /0^,B̬ /GB̬ /_QB̬ /v˖B̬ /EaB̬ /,B̬ /9B̬ /ԲB̬ /,B̬ 0rB̬ 0 FB̬ 02B̬ 0JB̬ 0aB̬ 0yB̬ 0XB̬ 0#B̬ 0tB̬ 0B̬ 0hB̬ 1jB̬ 1\4B̬ 14B̬ 1LOB̬ 1cɰB̬ 1{C{B̬ 1FB̬ 17B̬ 1B̬ 1*B̬ 1B̬ 2sB̬ 2>B̬ 27B̬ 2NB̬ 2fB̬ 2}B̬ 2bB̬ 2s6B̬ 2 B̬ 2fB̬ 2B̬ 3 ZtB̬ 3!ZB̬ 39N.B̬ 3PB̬ 3hAB̬ 3B̬ 35~B̬ 3RB̬ 3)&B̬ 3ݣ B̬ 3B̬ 4 B̬ 4$vB̬ 4;\B̬ 4S0B̬ 4j}B̬ 4B̬ 4qB̬ 4B̬ 4fDB̬ 4jB̬ 4ZB̬ 5eB̬ 5&N0B̬ 5=B̬ 5UAB̬ 5l~B̬ 55RB̬ 5B̬ 5(B̬ 5ʢB̬ 5B̬ 5B̬ 6oB̬ 6(:B̬ 6@ B̬ 6W}B̬ 6nB̬ 6qB̬ 6B̬ 6eiB̬ 6=B̬ 6YB̬ 6B̬ 7LB̬ 7*ƲB̬ 7B@B̬ 7YlB̬ 7q4@B̬ 7B̬ 7(B̬ 7B̬ 7B̬ 7敛B̬ 7fB̬ 8LB̬ 8-3B̬ 8D}B̬ 8[B̬ 8spB̬ 8B̬ 8dB̬ 8kB̬ 8XRB̬ 8&B̬ 9L B̬ 9B̬ 9/?B̬ 9FB̬ 9^3B̬ 9ugB̬ 9'WB̬ 9+B̬ 9$B̬ 9ӔB̬ 9B̬ :B̬ :B̬ :1|B̬ :HxB̬ :`pBB̬ :w;B̬ :dB̬ :B̬ :WB̬ :B̬ :KB̬ ;ŏB̬ ;?vB̬ ;3SB̬ ;K3LB̬ ;b2B̬ ;z'B̬ ;B̬ ;B̬ ;B̬ ;B̬ ;B̬ <vB̬ <|nB̬ <5UB̬ |B̬ >"B̬ >:pYB̬ >QB̬ >icB̬ >]B̬ >W(B̬ >!B̬ >KB̬ >%B̬ >?B̬ ? B̬ ?%3B̬ ?<B̬ ?T'B̬ ?kB̬ ?B̬ ?B̬ ?B̬ ?ɈB̬ ?B̬ ?|B̬ @B̬ @'pB̬ @>xB̬ @VdqB̬ @maB̬ @XZB̬ @RB̬ @LKB̬ @;B̬ @@4B̬ @,B̬ A4B̬ A)B̬ AA(B̬ AXB̬ ApB̬ AB̬ AB̬ AB̬ AB̬ A}B̬ AB̬ BqB̬ B+B̬ BCeB̬ BZߒB̬ BrYB̬ BӖB̬ BMB̬ BǑB̬ BAB̬ BzB̬ B5rB̬ CkB̬ C.)[B̬ CETB̬ C]_B̬ CtNB̬ CGB̬ CRB̬ CKB̬ C;B̬ C4B̬ Ds,B̬ DB̬ D0gB̬ DG B̬ D_[B̬ DvB̬ DOB̬ DB̬ DBB̬ DԼB̬ D6B̬ EB̬ E*B̬ E2B̬ EJB̬ EaB̬ EyB̬ EB̬ EB̬ EB̬ EB̬ EtB̬ FB̬ FhB̬ F4B̬ FL\B̬ FcքB̬ F{P|B̬ FlB̬ FDeB̬ F^B̬ F8VB̬ FXB̬ G,QB̬ GJB̬ G7 :B̬ GN2B̬ Gf+B̬ G}$B̬ GB̬ G B̬ GB̬ GuB̬ GB̬ H iB̬ H!B̬ H9]B̬ HPףB̬ HhQ[B̬ H/B̬ HEB̬ HB̬ H8B̬ HݲB̬ H,B̬ I B̬ I$ B̬ I;B̬ ISB̬ IjB̬ IB̬ IB̬ IB̬ IvB̬ IB̬ Ij|B̬ JbB̬ J&^RB̬ J=JB̬ JUR1B̬ Jl B̬ JFB̬ JB̬ J9B̬ JʳB̬ J-B̬ JB̬ K!B̬ K(B̬ K@B̬ KWB̬ Ko lB̬ KeB̬ KTB̬ Kw;B̬ K4B̬ KkB̬ K B̬ L_B̬ L*B̬ LBRB̬ LY̿B̬ LqFB̬ LB̬ L:B̬ LkB̬ L.dB̬ LJB̬ L"'B̬ M B̬ M-B̬ MDB̬ M\ B̬ MsB̬ MB̬ MwB̬ MB̬ MkxB̬ MUB̬ N_NB̬ N+B̬ N/SB̬ NF B̬ N^FB̬ NuB̬ N:B̬ NB̬ N.B̬ NӨqB̬ N"jB̬ O4B̬ O-B̬ O1 B̬ OI B̬ O`B̬ OwB̬ OwB̬ OB̬ OkqB̬ OWB̬ O_>B̬ PB̬ PSB̬ P3B̬ PKFB̬ PbB̬ Pz:B̬ P\B̬ P. B̬ PB̬ P!B̬ P~B̬ Q\B̬ QTB̬ Q6 ;B̬ QMB̬ QdB̬ Q|vB̬ QB̬ QjB̬ QB̬ Q^lB̬ QRB̬ R R&B̬ R B̬ R8EB̬ ROB̬ Rg9B̬ R~B̬ R-zB̬ RXB̬ R!>B̬ Rܛ B̬ RB̬ S B̬ S#B̬ S:B̬ SQmB̬ SivJB̬ S1B̬ SjB̬ SB̬ S]B̬ SלB̬ SQzB̬ T `B̬ T%E4B̬ T<B̬ TT8B̬ TkB̬ T,B̬ TB̬ T cB̬ Tɚ@B̬ T'B̬ TB̬ UB̬ U'B̬ U>B̬ UVupB̬ UmDB̬ Ui!B̬ UB̬ vRB̬ vSB̬ vB̬ vdB̬ vWB̬ w!K(B̬ wP>B̬ w28B̬ w%B̬ w#B̬ x B̬ x;B̬ B̬ DB̬ B̬ BAB̬ qB̬ QB̬ ύB̬ NB̬ -tB̬ \hgB̬ [B̬ OdB̬ BB̬ 6aB̬ G)B̬ vqB̬ B̬ wB̬ B̬ 1B̬ `B̬ ҄B̬ B̬ B̬ B̬ KB̬ zB̬ B̬ {B̬ nB̬ 6bB̬ eUB̬ I'B̬ B̬ B̬ 7t;B̬ fgB̬ [8B̬ NB̬ B?B̬ "5B̬ Q)3B̬ B̬ 9B̬ B̬ -B̬ ;B̬ j*B̬ ѮB̬ (B̬ B̬ &.B̬ UB̬ "B̬ B̬ zB̬ mB̬ @aB̬ oTB̬ HB̬ ;B̬ /B̬ +"B̬ ZB̬ B̬ B̬ B̬ B̬ DB̬ sB̬ |B̬ ѱB̬ zB̬ /B̬ ^nB̬ B̬ skB̬ fB̬ ZhB̬ IMB̬ xA\B̬ 4B̬ (YB̬ B̬ 4MB̬ cB̬ AB̬ B̬ >B̬ иB̬ M2B̬ |B̬ &B̬ ڞB̬ -B̬ 8B̬ gyB̬ lB̬ `B̬ SB̬ #GB̬ R:B̬ -B̬ !wB̬ B̬ kB̬ B̬ /B̬ H#2B̬ wB̬ 9B̬ B̬ -B̬ 2B̬ a*B̬ ˤB̬ B̬ B̬ B̬ LB̬ {B̬ B̬ tB̬ gB̬ 7[ B̬ fNB̬ AB̬ 5B̬ (B̬ "~B̬ QB̬ {B̬ B̬ fB̬ B̬ ;lB̬ jB̬ ™`B̬ ȫB̬ ^B̬ &B̬ U[B̬ ÄyB̬ ómOB̬ `B̬ TLB̬ @GB̬ o;IB̬ Ğ.B̬ "=B̬ B̬ + DB̬ YB̬ ň8B̬ ŷB̬ 5B̬ ʦB̬ D2B̬ sB̬ Ƣ0B̬ јB̬ #B̬ /B̬ ^s*B̬ ǍfB̬ ǼZB̬ MB̬ AB̬ I4B̬ x(!B̬ ȧB̬  B̬ B̬ 3 B̬ bB̬ ɑB̬ ЊB̬ B̬ B̬ M B̬ |{B̬ ʫB̬ څxB̬ xB̬ 8l~B̬ g_B̬ ˖SrB̬ FB̬ :xB̬ #-B̬ R!mB̬ ́B̬ ̰sB̬ B̬ gB̬ B̬ 2[B̬ %B̬ 6XB̬ e B̬ ߔUB̬ B̬ \B̬ B̬ OPB̬ ~B̬ ୵LB̬ ܨB̬ JB̬ :B̬ iGB̬ vB̬ jDB̬ ]B̬ %QKB̬ TDB̬ 8?B̬ +B̬ B̬ ]1B̬ % B̬ B̬ B̬ B̬ GB̬ vB̬ B̬ ͛B̬  B̬ 2B̬ a B̬ 萛B̬ 迏B̬ B̬ vB̬ LiB̬ {]B̬ PB̬ CB̬ 7xB̬ 7*B̬ f~B̬ B̬ rB̬ B̬ !oB̬ PB̬ cB̬ B̬ ݺjB̬ B̬ ;^B̬ jB̬ 왈[B̬ {B̬ oOB̬ &bB̬ UVLB̬ IB̬ =@B̬ 0B̬ $FB̬ @B̬ o :B̬ B̬ .B̬ B̬ *"B̬ Y̦B̬ B̬ ﷳB̬ B̬ B̬ DB̬ sB̬ uB̬ hB̬ \B̬ /O|B̬ ^BB̬ 6yB̬ )B̬ mB̬ B̬ IaB̬ wB̬ ^B̬ B̬ RB̬ 3B̬ bFB̬ B̬ DB̬ B̬ 8B̬ MzB̬ |n4B̬ aB̬ U)B̬ HB̬ 8<B̬ g/B̬ #B̬ B̬ B̬ "B̬ Q B̬ |B̬ B̬ pB̬ B̬ B̬ 2B̬ K%vB̬ zB̬  DB̬ B̬ 0B̬ 5B̬ dB̬ ͔B̬ B̬ B̬ B̬ OtB̬ ~B̬ ^B̬ uB̬ i@B̬ :\B̬ iP4B̬ CB̬ 7B̬ *B̬ % B̬ TLB̬ B̬ eB̬ B̬ PB̬ >B̬ mDB̬ B̬ ˭%B̬ B̬ )B̬ XB̬ zB̬ nuB̬ aB̬ U`B̬ CHB̬ rB̬ IB̬  = B̬ 90B̬ h$B̬ B̬  B̬ fB̬ #B̬ RHB̬ B̬ 2B̬ ߿B̬ &B̬ =B̬ lB̬ B̬ ʀB̬ tdB̬ (gB̬ W[NB̬ NB̬ B0B̬ 5B̬ )$B̬ BB̬ qB̬ vB̬ B̬ jB̬ ,B̬ [VB̬ B̬ B̬ 1B̬ B̬ FB̬ uB̬ xB̬ lnB̬ _B̬ 1SYB̬ `FB̬ :DB̬ -B̬ !.B̬ B̬ KB̬ yB̬ B̬ uB̬ B̬ 5VB̬ dB̬ \B̬ £B̬ >B̬  B̬ O~ B̬ ~qB̬ eB̬ XB̬ KB̬ :?fB̬ i2B̬ &ZB̬ B̬ nB̬ "mB̬ "NB̬ "ˏB̬ "0B̬ #)vB̬ #XjB̬ #]B̬ #PB̬ #DvB̬ $7B̬ $C+XB̬ $rB̬ $LB̬ $B̬ $.B̬ %-B̬ %\B̬ %ӀB̬ %B̬ %tB̬ &B̬ &G`B̬ &vB̬ &@B̬ &{B̬ 'o"B̬ '2bB̬ 'aVB̬ 'IB̬ 'B̬ (B̬ )*B̬ )6ؐB̬ )eB̬ )|B̬ )òB̬ )pB̬ *!B̬ *PHB̬ *B̬ *tB̬ 7yHB̬ 7OB̬ 7B̬ 8:B̬ 8@ӢB̬ 8oB̬ 8^B̬ 8ͭB̬ 8JB̬ 9+B̬ 9ZFB̬ 9{B̬ 9o2B̬ 9bB̬ :VB̬ :EIB̬ :tAB̬ >N5QB̬ >}(B̬ >B̬ ? 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B̬ \rB̬ ʋB̬ ʺ\B̬ B̬ PB̬ GB̬ v:B̬ ˥B̬ ԙB̬ B̬ 2B̬ asxB̬ ̐fB̬ ̿ZlB̬ MB̬ ANB̬ L4B̬ {( B̬ ͪ|B̬ B̬ fB̬ 6B̬ eHB̬ ΔB̬ 2B̬ íB̬ !B̬ PB̬ B̬ ϮzB̬ ݄B̬ xnB̬ ;kB̬ j_OB̬ ЙRB̬ F:B̬ 9B̬ &-B̬ U B̬ фB̬ ѳB̬ B̬ kB̬ ?B̬ nLB̬ ҝB̬ ̼7B̬ B̬ *"B̬ YB̬ ӈ B̬ ӷ}~B̬ pB̬ dhB̬ DWB̬ sKSB̬ Ԣ>B̬ 24B̬ %B̬ /B̬ ^ B̬ ՍB̬ ջrB̬ B̬ TB̬ HB̬ w>B̬ ֦B̬ ը*B̬ B̬ 3B̬ b|B̬ בuB̬ ifB̬ \B̬ PRB̬ MCB̬ |73B̬ ث*B̬ B̬ B̬ 8B̬ fpB̬ ٕB̬ RB̬ B̬ "4B̬ QB̬ ڀB̬ گ`B̬ ޓB̬ LB̬ B̬ ;NB̬ jB(B̬ 5B̬ )B̬ B̬ &B̬ UnB̬ B̬ ZB̬ B̬ .B̬ 1B̬ %*B̬ B̬ M B̬ {B̬ B̬ B̬ B̬ 7͊B̬ fB̬ ~B̬ ħB̬ |B̬ "B̬ QpB̬ uB̬ idB̬ \B̬  PXB̬ B̬ # B̬ :B̬ QZB̬ iyB̬ B̬ lB̬ jB̬ `"B̬ B̬ SB̬  pB̬ %G2B̬  B̬ VuB̬ mB̬ inB̬ &B̬ \B̬ ֪B̬ PkB̬ 6B̬  h B̬ /B̬ A7rB̬ X3B̬ p*B̬ B̬ xB̬ :B̬ B̬ 勴B̬ lB̬ .B̬ +B̬ CrB̬ ZB̬ rfB̬ B̬ ZfB̬  B̬ MB̬ džB̬ AZB̬  B̬ .4B̬ EB̬ ](NB̬ tB̬ B̬ B̬ TB̬ ҉B̬ B̬ |B̬ RB̬ 0pB̬ GB̬ _cB̬ vaB̬ WB̬ B̬ JB̬ hB̬ > B̬ B̬ 1B̬ 2nB̬ J%0B̬ aB̬ yB̬ bB̬  6B̬ B̬ B̬ yrB̬ B̬ !oB̬ !|B̬ !B̬ !pNB̬ !B̬ !cB̬ !ݜB̬ "WpB̬ "*(B̬ "BJB̬ "YĢB̬ "q>vB̬ "8B̬ "1B̬ "B̬ "%|B̬ ">B̬ "B̬ #B̬ #- B̬ #DWB̬ #\B̬ #syB̬ #B̬ #m]B̬ #1B̬ #`B̬ #ڴB̬ $TB̬ $8B̬ $/GB̬ $FB̬ $^;B̬ $uGB̬ $/B̬ $B̬ $"B̬ $Ӝ`B̬ $4B̬ %B̬ % B̬ %1pB̬ %H:B̬ %`wB̬ %wB̬ %jB̬ %JB̬ %^B̬ %B̬ %QB̬ &cB̬ &E7B̬ &3B̬ &K8B̬ &b|B̬ &z,=B̬ &B̬ &B̬ &B̬ &VB̬ &B̬ 'B̬ 'B̬ '5xB̬ 'Mt0B̬ 'dB̬ '|gB̬ 'B̬ '[eB̬ 'B̬ 'NB̬ 'ȳB̬ ( BkB̬ ( ?B̬ (85B̬ (OB̬ (g)B̬ (~XB̬ (B̬ (B̬ (B̬ (܊zB̬ (2B̬ ) ~B̬ )"B̬ ):qB̬ )QgB̬ )ieB̬ )B̬ )XB̬ )ҀB̬ )LTB̬ ) B̬ )?B̬ * B̬ *%3lB̬ *<@B̬ *T&B̬ *kB̬ *B̬ *YB̬ *-B̬ *ɇB̬ *B̬ *{B̬ +FB̬ +'oB̬ +>B̬ +VbB̬ +mqB̬ +VEB̬ +B̬ +IB̬ +æB̬ +=pB̬ +2B̬ ,1B̬ ,)B̬ ,A$B̬ ,X]B̬ ,p1B̬ ,B̬ , B̬ ,B̬ ,\B̬ ,yB̬ ,B̬ -lB̬ -+B̬ -C`RB̬ -ZB̬ -rSB̬ -ͳB̬ -G~B̬ -RB̬ -;B̬ -B̬ -.B̬ .B̬ .."QB̬ .EB̬ .]B̬ .tB̬ . B̬ .bB̬ .B̬ .vB̬ .B̬ /jB̬ /bB̬ /0^,B̬ /GB̬ /_QB̬ /v˖B̬ /EaB̬ /,B̬ /9B̬ /ԲB̬ /,B̬ 0rB̬ 0 FB̬ 02B̬ 0JB̬ 0aB̬ 0yB̬ 0XB̬ 0#B̬ 0tB̬ 0B̬ 0hB̬ 1jB̬ 1\4B̬ 14B̬ 1LOB̬ 1cɰB̬ 1{C{B̬ 1FB̬ 17B̬ 1B̬ 1*B̬ 1B̬ 2sB̬ 2>B̬ 27B̬ 2NB̬ 2fB̬ 2}B̬ 2bB̬ 2s6B̬ 2 B̬ 2fB̬ 2B̬ 3 ZtB̬ 3!ZB̬ 39N.B̬ 3PB̬ 3hAB̬ 3B̬ 35~B̬ 3RB̬ 3)&B̬ 3ݣ B̬ 3B̬ 4 B̬ 4$vB̬ 4;\B̬ 4S0B̬ 4j}B̬ 4B̬ 4qB̬ 4B̬ 4fDB̬ 4jB̬ 4ZB̬ 5eB̬ 5&N0B̬ 5=B̬ 5UAB̬ 5l~B̬ 55RB̬ 5B̬ 5(B̬ 5ʢB̬ 5B̬ 5B̬ 6oB̬ 6(:B̬ 6@ B̬ 6W}B̬ 6nB̬ 6qB̬ 6B̬ 6eiB̬ 6=B̬ 6YB̬ 6B̬ 7LB̬ 7*ƲB̬ 7B@B̬ 7YlB̬ 7q4@B̬ 7B̬ 7(B̬ 7B̬ 7B̬ 7敛B̬ 7fB̬ 8LB̬ 8-3B̬ 8D}B̬ 8[B̬ 8spB̬ 8B̬ 8dB̬ 8kB̬ 8XRB̬ 8&B̬ 9L B̬ 9B̬ 9/?B̬ 9FB̬ 9^3B̬ 9ugB̬ 9'WB̬ 9+B̬ 9$B̬ 9ӔB̬ 9B̬ :B̬ :B̬ :1|B̬ :HxB̬ :`pBB̬ :w;B̬ :dB̬ :B̬ :WB̬ :B̬ :KB̬ ;ŏB̬ ;?vB̬ ;3SB̬ ;K3LB̬ ;b2B̬ ;z'B̬ ;B̬ ;B̬ ;B̬ ;B̬ ;B̬ <vB̬ <|nB̬ <5UB̬ |B̬ >"B̬ >:pYB̬ >QB̬ >icB̬ >]B̬ >W(B̬ >!B̬ >KB̬ >%B̬ >?B̬ ? B̬ ?%3B̬ ?<B̬ ?T'B̬ ?kB̬ ?B̬ ?B̬ ?B̬ ?ɈB̬ ?B̬ ?|B̬ @B̬ @'pB̬ @>xB̬ @VdqB̬ @maB̬ @XZB̬ @RB̬ @LKB̬ @;B̬ @@4B̬ @,B̬ A4B̬ A)B̬ AA(B̬ AXB̬ ApB̬ AB̬ AB̬ AB̬ AB̬ A}B̬ AB̬ BqB̬ B+B̬ BCeB̬ BZߒB̬ BrYB̬ BӖB̬ BMB̬ BǑB̬ BAB̬ BzB̬ B5rB̬ CkB̬ C.)[B̬ CETB̬ C]_B̬ CtNB̬ CGB̬ CRB̬ CKB̬ C;B̬ C4B̬ Ds,B̬ DB̬ D0gB̬ DG B̬ D_[B̬ DvB̬ DOB̬ DB̬ DBB̬ DԼB̬ D6B̬ EB̬ E*B̬ E2B̬ EJB̬ EaB̬ EyB̬ EB̬ EB̬ EB̬ EB̬ EtB̬ FB̬ FhB̬ F4B̬ FL\B̬ FcքB̬ F{P|B̬ FlB̬ FDeB̬ F^B̬ F8VB̬ FXB̬ G,QB̬ GJB̬ G7 :B̬ GN2B̬ Gf+B̬ G}$B̬ GB̬ G B̬ GB̬ GuB̬ GB̬ H iB̬ H!B̬ H9]B̬ HPףB̬ HhQ[B̬ H/B̬ HEB̬ HB̬ H8B̬ HݲB̬ H,B̬ I B̬ I$ B̬ I;B̬ ISB̬ IjB̬ IB̬ IB̬ IB̬ IvB̬ IB̬ Ij|B̬ JbB̬ J&^RB̬ J=JB̬ JUR1B̬ Jl B̬ JFB̬ JB̬ J9B̬ JʳB̬ J-B̬ JB̬ K!B̬ K(B̬ K@B̬ KWB̬ Ko lB̬ KeB̬ KTB̬ Kw;B̬ K4B̬ KkB̬ K B̬ L_B̬ L*B̬ LBRB̬ LY̿B̬ LqFB̬ LB̬ L:B̬ LkB̬ L.dB̬ LJB̬ L"'B̬ M B̬ M-B̬ MDB̬ M\ B̬ MsB̬ MB̬ MwB̬ MB̬ MkxB̬ MUB̬ N_NB̬ N+B̬ N/SB̬ NF B̬ N^FB̬ NuB̬ N:B̬ NB̬ N.B̬ NӨqB̬ N"jB̬ O4B̬ O-B̬ O1 B̬ OI B̬ O`B̬ OwB̬ OwB̬ OB̬ OkqB̬ OWB̬ O_>B̬ PB̬ PSB̬ P3B̬ PKFB̬ PbB̬ Pz:B̬ P\B̬ P. B̬ PB̬ P!B̬ P~B̬ Q\B̬ QTB̬ Q6 ;B̬ QMB̬ QdB̬ Q|vB̬ QB̬ QjB̬ QB̬ Q^lB̬ QRB̬ R R&B̬ R B̬ R8EB̬ ROB̬ Rg9B̬ R~B̬ R-zB̬ RXB̬ R!>B̬ Rܛ B̬ RB̬ S B̬ S#B̬ S:B̬ SQmB̬ SivJB̬ S1B̬ SjB̬ SB̬ S]B̬ SלB̬ SQzB̬ T `B̬ T%E4B̬ T<B̬ TT8B̬ TkB̬ T,B̬ TB̬ T cB̬ Tɚ@B̬ T'B̬ TB̬ UB̬ U'B̬ U>B̬ UVupB̬ UmDB̬ Ui!B̬ UB̬ vRB̬ vN,B̬ vB̬ vdB̬ vWB̬ w!K(B̬ wP>B̬ w28B̬ w%B̬ w#B̬ x B̬ x;B̬ B̬ DB̬ B̬ BAB̬ qB̬ QB̬ ύB̬ NB̬ -tB̬ \hgB̬ [B̬ OdB̬ BB̬ 6aB̬ G)B̬ vqB̬ B̬ wB̬ B̬ 1B̬ `B̬ ҄B̬ B̬ B̬ B̬ KB̬ zB̬ B̬ {B̬ nB̬ 6bB̬ eUB̬ I'B̬ B̬ B̬ 7t;B̬ fgB̬ [8B̬ NB̬ B?B̬ "5B̬ Q)3B̬ B̬ 9B̬ B̬ -B̬ ;B̬ j*B̬ ѮB̬ (B̬ B̬ &.B̬ UB̬ "B̬ B̬ zB̬ mB̬ @aB̬ oTB̬ HB̬ ;B̬ /B̬ +"B̬ ZB̬ B̬ B̬ B̬ B̬ DB̬ sB̬ |B̬ ѱB̬ zB̬ /B̬ ^nB̬ B̬ skB̬ fB̬ ZhB̬ IMB̬ xA\B̬ 4B̬ (YB̬ B̬ 4MB̬ cB̬ AB̬ B̬ >B̬ иB̬ M2B̬ |B̬ &B̬ ڞB̬ -B̬ 8B̬ gyB̬ lB̬ `B̬ SB̬ #GB̬ R:B̬ -B̬ !wB̬ B̬ kB̬ B̬ /B̬ H#2B̬ wB̬ 9B̬ B̬ -B̬ 2B̬ a*B̬ ˤB̬ B̬ B̬ B̬ LB̬ {B̬ B̬ tB̬ gB̬ 7[ B̬ fNB̬ AB̬ 5B̬ (B̬ "~B̬ QB̬ {B̬ B̬ fB̬ B̬ ;lB̬ jB̬ ™`B̬ ȫB̬ ^B̬ &B̬ U[B̬ ÄyB̬ ómOB̬ `B̬ TLB̬ @GB̬ o;IB̬ Ğ.B̬ "=B̬ B̬ + DB̬ YB̬ ň8B̬ ŷB̬ 5B̬ ʦB̬ D2B̬ sB̬ Ƣ0B̬ јB̬ #B̬ /B̬ ^s*B̬ ǍfB̬ ǼZB̬ MB̬ AB̬ I4B̬ x(!B̬ ȧB̬  B̬ B̬ 3 B̬ bB̬ ɑB̬ ЊB̬ B̬ B̬ M B̬ |{B̬ ʫB̬ څxB̬ xB̬ 8l~B̬ g_B̬ ˖SrB̬ FB̬ :xB̬ #-B̬ R!mB̬ ́B̬ ̰sB̬ B̬ gB̬ B̬ 2[B̬ %B̬ 6XB̬ e B̬ ߔUB̬ B̬ \B̬ B̬ OPB̬ ~B̬ ୵LB̬ ܨB̬ JB̬ :B̬ iGB̬ vB̬ jDB̬ ]B̬ %QKB̬ TDB̬ 8?B̬ +B̬ B̬ ]1B̬ % B̬ B̬ B̬ B̬ GB̬ vB̬ B̬ ͛B̬  B̬ 2B̬ a B̬ 萛B̬ 迏B̬ B̬ vB̬ LiB̬ {]B̬ PB̬ CB̬ 7xB̬ 7*B̬ f~B̬ B̬ rB̬ B̬ !oB̬ PB̬ cB̬ B̬ ݺjB̬ B̬ ;^B̬ jB̬ 왈[B̬ {B̬ oOB̬ &bB̬ UVLB̬ IB̬ =@B̬ 0B̬ $FB̬ @B̬ o :B̬ B̬ .B̬ B̬ *"B̬ Y̦B̬ B̬ ﷳB̬ B̬ B̬ DB̬ sB̬ uB̬ hB̬ \B̬ /O|B̬ ^BB̬ 6yB̬ )B̬ mB̬ B̬ IaB̬ wB̬ ^B̬ B̬ RB̬ 3B̬ bFB̬ B̬ DB̬ B̬ 8B̬ MzB̬ |n4B̬ aB̬ U)B̬ HB̬ 8<B̬ g/B̬ #B̬ B̬ B̬ "B̬ Q B̬ |B̬ B̬ pB̬ B̬ B̬ 2B̬ K%vB̬ zB̬  DB̬ B̬ 0B̬ 5B̬ dB̬ ͔B̬ B̬ B̬ B̬ OtB̬ ~B̬ ^B̬ uB̬ i@B̬ :\B̬ iP4B̬ CB̬ 7B̬ *B̬ % B̬ TLB̬ B̬ eB̬ B̬ PB̬ >B̬ mDB̬ B̬ ˭%B̬ B̬ )B̬ XB̬ zB̬ nuB̬ aB̬ U`B̬ CHB̬ rB̬ IB̬  = B̬ 90B̬ h$B̬ B̬  B̬ fB̬ #B̬ RHB̬ B̬ 2B̬ ߿B̬ &B̬ =B̬ lB̬ B̬ ʀB̬ tdB̬ (gB̬ W[NB̬ NB̬ B0B̬ 5B̬ )$B̬ BB̬ qB̬ vB̬ B̬ jB̬ ,B̬ [VB̬ B̬ B̬ 1B̬ B̬ FB̬ uB̬ xB̬ lnB̬ _B̬ 1SYB̬ `FB̬ :DB̬ -B̬ !.B̬ B̬ KB̬ yB̬ B̬ uB̬ B̬ 5VB̬ dB̬ \B̬ £B̬ >B̬  B̬ O~ B̬ ~qB̬ eB̬ XB̬ KB̬ :?fB̬ i2B̬ &ZB̬ B̬ nB̬ "mB̬ "NB̬ "ˏB̬ "0B̬ #)vB̬ #XjB̬ #]B̬ #PB̬ #DvB̬ $7B̬ $C+XB̬ $rB̬ $LB̬ $B̬ $.B̬ %-B̬ %\B̬ %ӀB̬ %B̬ %tB̬ &B̬ &G`B̬ &vB̬ &@B̬ &{B̬ 'o"B̬ '2bB̬ 'aVB̬ 'IB̬ 'B̬ (B̬ )*B̬ )6ؐB̬ )eB̬ )|B̬ )òB̬ )pB̬ *!B̬ *PHB̬ *B̬ *tB̬ 7yHB̬ 7OB̬ 7B̬ 8:B̬ 8@ӢB̬ 8oB̬ 8^B̬ 8ͭB̬ 8JB̬ 9+B̬ 9ZFB̬ 9{B̬ 9o2B̬ 9bB̬ :VB̬ :EIB̬ :tAB̬ >N5QB̬ >}(B̬ >B̬ ? &B̬ ?8B̬ ?gB̬ ?zB̬ ?B̬ ?nB̬ @#B̬ @RNB̬ @B̬ @0B̬ @߅B̬ AyB̬ A=lB̬ Al`B̬ ASvB̬ AFB̬ A:XB̬ B(-B̬ BW!LB̬ BB̬ B8B̬ BB̬ CB̬ CAB̬ CpB̬ CɆB̬ CμB̬ CrB̬ D,B̬ D[\B̬ DB̬ D~HB̬ DqB̬ Ee2B̬ EFXB̬ EuLB̬ E?B̬ E3B̬ F&B̬ F1B̬ F` lB̬ FB̬ F`B̬ FB̬ GLB̬ GJB̬ Gy6B̬ GB̬ Gש*B̬ HB̬ H5B̬ HdB̬ HwB̬ HjzB̬ H]B̬ I QnB̬ IODB̬ I~8PB̬ I+B̬ ILB̬ J B̬ J:8B̬ JhB̬ J,B̬ JB̬ J B̬ K$džB̬ KSB̬ KzB̬ KB̬ KxB̬ LB̬ L>|ZB̬ LmoB̬ LcNB̬ LVB̬ LJBB̬ M)=B̬ MX1,B̬ M$B̬ M B̬ M B̬ NB̬ NBB̬ NqB̬ NzB̬ NB̬ NnB̬ O-B̬ O\bB̬ OB̬ OUB̬ OB̬ Pu@B̬ PjTB̬ PfB̬ PB̬ QdB̬ QIB̬ QxNB̬ QB̬ Q~BB̬ RqB̬ R4e6B̬ RcXB̬ RL*B̬ R?B̬ R3B̬ S&B̬ SNB̬ S} B̬ SB̬ SB̬ T B̬ T8kB̬ TgB̬ T`B̬ TŵB̬ TTB̬ U#B̬ URHB̬ UB̬ UwB̬ YcB̬ YW2B̬ ZJB̬ ZF>%B̬ Zu1B̬ Z%"B̬ ZB̬ [ B̬ [0B̬ [_ B̬ [|B̬ [B̬ [pB̬ \B̬ \JdB̬ \yB̬ \`B̬ \׎B̬ ] ^&B̬ ]5uB̬ ]diHB̬ ]\B̬ ]PFB̬ ]CB̬ ^ 7:B̬ ^O*B̬ ^~.B̬ ^B̬ ^B̬ _ B̬ _9B̬ _h߆B̬ _ B̬ _zB̬ _B̬ `$xB̬ `SB̬ `lB̬ `B̬ `{`B̬ anB̬ a>b\B̬ amUB̬ aIPB̬ aB̬ g2nB̬ g%B̬ gbB̬ h B̬ hNVB̬ h|B̬ hTB̬ hB̬ i HB̬ i8B̬ igB̬ 1B̬ L%*B̬ {B̬ 2B̬ B̬ .B̬ 6B̬ eB̬ nB̬ B̬ uB̬ !B̬ PrB̬ B̬ pB̬ wrB̬ jB̬ ;^pB̬ jQB̬ EvB̬ 8B̬ ,tB̬ &B̬ UB̬ tB̬ B̬ zB̬ B̬ ?nB̬ nB̬ ~B̬ ̰xB̬ B̬ *vB̬ YB̬ ~|B̬ qB̬ exB̬ XB̬ DLB̬ s@:B̬ 3B̬ '@B̬ B̬ /4B̬ ^B̬ DB̬ B̬ xB̬ B̬ H~B̬ wB̬ zB̬ ՝B̬ B̬ 3B̬ FB̬ M:2B̬ |-B̬ !B̬ B̬ vB̬ 7B̬ ftB̬ B̬ zB̬ B̬ "xB̬ QB̬ tB̬ B̬ ދrB̬ ~B̬ B̬ m(B̬ B̬ ˈ&B̬ {B̬ )oB̬ XbB̬ VB̬ IB̬ =B̬ 0B̬ C$B̬ rB̬  B̬ B̬  B̬ -B̬ \B̬ ̂B̬ B̬ 鳀B̬ B̬ GtB̬ vB̬ zB̬ tB̬ hnB̬ 2[B̬ aObB̬ BB̬ 6`B̬ )B̬ \B̬ LB̬ {PB̬ B̬ WB̬ B̬ 6JB̬ eB̬ HB̬ ìB̬ B̬ fֹB̬ B̬ N2~B̬ }%B̬ :B̬  B̬  nB̬ 8B̬ gcB̬ B̬ WB̬ B̬ #8B̬ RB̬ ?B̬ B̬ ߃3B̬ vB̬ =j'B̬ l]B̬ QB̬ DB̬ 7B̬ (+mB̬ WB̬ aB̬ B̬ CB̬ B̬ A7B̬ pӨB̬ B̬ κB̬ B̬ !,}B̬ ![B̬ !hB̬ !{B̬ !K?B̬ "bB̬ "FV>B̬ "uIB̬ "=2B̬ "0B̬ #$B̬ #1B̬ #` B̬ #xB̬ #B̬ #lB̬ $B̬ $JWB̬ $yB̬ $8B̬ $צB̬ %,B̬ %5B̬ %dB̬ %tcB̬ %h B̬ %[sB̬ & NB̬ &OBpB̬ &~5B̬ &)RB̬ &B̬ ' FB̬ ':B̬ 'h0B̬ 'B̬ 'B̬ 'UB̬ ($ļB̬ (S@B̬ (B̬ (4B̬ (B̬ )B̬ )>yB̬ )mm B̬ )`B̬ )SB̬ )GB̬ *):B̬ *X.~B̬ *!B̬ *`B̬ *B̬ +TB̬ +BB̬ +qGB̬ +B̬ +2B̬ +B̬ ,-&B̬ ,\B̬ ,B̬ ,B̬ ,B̬ -r~B̬ -GeB̬ -vYjB̬ -LB̬ -@^B̬ .3B̬ .2'RB̬ .aB̬ .B̬ 524B̬ 5%B̬ 5(B̬ 6 B̬ 6DB̬ 6rB̬ 6B̬ 6ڊB̬ 6 B̬ 7.B̬ 7]B̬ 7zB̬ 7B̬ 7\B̬ 8B̬ 8HvbB̬ 8wiB̬ 8]NB̬ 8PB̬ 9DBB̬ 938B̬ 9b+~B̬ 9B̬ 9jB̬ 9B̬ :^B̬ :LB̬ :{RB̬ :B̬ :FB̬ ;B̬ ;7:B̬ ;fB̬ ;$B̬ ;ĈB̬ ;|"B̬ <"oB̬ &~B̬ >UB̬ >rB̬ >B̬ >^B̬ ?B̬ ?@#B̬ ?oB̬ ?EB̬ ?tB̬ ?h9B̬ @+[B̬ @ZO-B̬ @BB̬ @6*B̬ @)vB̬ A(B̬ AEB̬ At.B̬ AB̬ A"B̬ BޜB̬ B/B̬ B^ŐB̬ BB̬ BB̬ BB̬ CxB̬ CIB̬ CxzuB̬ CmB̬ Ca`B̬ DTB̬ D4HfB̬ Dc;B̬ D/ZB̬ D"B̬ DEB̬ E B̬ EM9B̬ E|B̬ E6B̬ EװB̬ F !B̬ F8B̬ Fg(B̬ FB̬ FřB̬ FB̬ G#B̬ GRs@B̬ GfB̬ GZ>B̬ GMB̬ HA:B̬ H=4B̬ Hl(.B̬ HB̬ H,B̬ HB̬ I' B̬ IVB̬ IB̬ IЎB̬ IB̬ JB̬ JAB̬ Jp~B̬ JB̬ J΅rB̬ JxB̬ K,lpB̬ K[_B̬ KSdB̬ KFB̬ K:OB̬ L-B̬ LF!BB̬ LuB̬ L6B̬ LB̬ M*B̬ M0B̬ M_B̬ MɢB̬ MB̬ MLB̬ NB̬ NJfB̬ NyB̬ N~lB̬ NqB̬ Oe`B̬ O5XB̬ OdLTB̬ O?B̬ O3HB̬ O&B̬ P B̬ \@B̬ \42B̬ ]'B̬ ]=/B̬ ]lB̬ ]B̬ ]B̬ ]B̬ ^'ܒB̬ ^V B̬ ^ÆB̬ ^B̬ ^zB̬ _B̬ _AvB̬ _pB̬ _xjB̬ _kB̬ __^B̬ `,RB̬ `[F\B̬ `9B̬ `-FB̬ ` B̬ a:B̬ aFB̬ at8B̬ aB̬ aRB̬ b6B̬ b_B̬ b B̬ bB̬ bB̬ cB̬ cJ}B̬ cyqvB̬ cdB̬ cXrB̬ dKB̬ d5?fB̬ dd2B̬ d&ZB̬ dB̬ d XB̬ e B̬ eNCB̬ e}B̬ e6B̬ eκB̬ f 4B̬ f9B̬ fhB̬ fB̬ fƐB̬ fB̬ g$wB̬ gSjB̬ g^B̬ g@B̬ gB̬ h&4B̬ hUB̬ h(B̬ hB̬ h$B̬ isB̬ i@gB̬ ioZB̬ iNB̬ iAB̬ i5B̬ j+(rB̬ jZB̬ jfB̬ jB̬ jZB̬ kB̬ kDVB̬ ksB̬ kJB̬ kѷB̬ lHB̬ l/B̬ l^B̬ pg~B̬ pr2B̬ peB̬ pY&B̬ q#LB̬ qR@B̬ q3B̬ q'B̬ qB̬ r B̬ r=B̬ rkB̬ rzB̬ rB̬ rvB̬ s'B̬ sVaB̬ sB̬ sLB̬ sB̬ tIB̬ tAwB̬ tpk>B̬ t^B̬ tR2B̬ tEB̬ u,9.B̬ u[,B̬ u "B̬ uB̬ uB̬ vB̬ v]gB̬ v[=B̬ vNB̬ vB0B̬ w5B̬ wH).B̬ wwB̬ wB̬ wB̬ x B̬ x2B̬ xa B̬ xфB̬ xB̬ xxB̬ yB̬ yLlB̬ y{B̬ y`B̬ yyB̬ zmJB̬ z7`B̬ zfT6B̬ zGB̬ z;*B̬ z.B̬ {""B̬ {QB̬ { B̬ {B̬ {B̬ | B̬ |;B̬ |jjB̬ |B̬ |ȱ^B̬ |B̬ }&\B̬ }UB̬ }PB̬ }rB̬ }fLB̬ ~YB̬ ~@M@B̬ ~o@B̬ ~4,B̬ ~'B̬ ~ B̬ +B̬ ZB̬ B̬ B̬ ܂B̬ B̬ D~B̬ sB̬ rB̬ ѝB̬ ^B̬ /B̬ ^xRB̬ kB̬ _FB̬ RB̬ F:B̬ I9B̬ x-.B̬ B̬ *B̬ B̬ 3B̬ bB̬ B̬ zB̬ B̬ xB̬ MB̬ |lB̬ B̬ ڊhB̬ }B̬ 8qTB̬ gdB̬ XHB̬ KB̬ ?2B̬ #2B̬ R&0B̬ B̬ $B̬ B̬ B̬ B̬ ?B̬ @3DB̬ o&B̬ &B̬ B̬ B̬ *B̬ YB̬ ېB̬ B̬ |B̬ B̬ DpB̬ sB̬ ZB̬ уB̬ wXB̬ /jB̬ ^^LB̬ QB̬ E@B̬ 8B̬ ,*B̬ IB̬ xB̬ B̬ B̬ B̬ 3B̬ bxB̬ B̬ lB̬ B̬ hB̬ MB̬ |SB̬ |B̬ pPB̬ cB̬ OB̬ ~nB̬ B̬ ܫXB̬ B̬ :^B̬ iB̬ y@B̬ lB̬ `>B̬ %SB̬ TG2B̬ :B̬ .B̬ !`B̬ hB̬ VB̬ u*B̬ 1B̬ K%B̬ zB̬ © B̬ B̬ B̬ 5nB̬ dB̬ ÓPB̬ B̬ NB̬ B̬ O8B̬ ~B̬ ĭB̬ uB̬ iB̬ :\B̬ iOB̬ ŘCrB̬ 6B̬ *TB̬ %B̬ THB̬ ƃB̬ ƱҘB̬ mB̬ ǜB̬ ˭B̬ vB̬ )B̬ XXB̬ ȇzB̬ ȶnLB̬ aB̬ U@B̬ CHB̬ r<"B̬ ɡ/B̬ # B̬ B̬ . B̬ \rB̬ ʋB̬ ʺ\B̬ B̬ PB̬ GB̬ v:B̬ ˥B̬ ԙB̬ B̬ 2B̬ asxB̬ ̐fB̬ ̿ZlB̬ MB̬ ANB̬ L4B̬ {( B̬ ͪ|B̬ B̬ fB̬ 6B̬ eHB̬ ΔB̬ 2B̬ íB̬ !B̬ PB̬ B̬ ϮzB̬ ݄B̬ xnB̬ ;kB̬ j_OB̬ ЙRB̬ F:B̬ 9B̬ &-B̬ U B̬ фB̬ ѳB̬ B̬ kB̬ ?B̬ nLB̬ ҝB̬ ̼7B̬ B̬ *"B̬ YB̬ ӈ B̬ ӷ}~B̬ pB̬ dhB̬ DWB̬ sKSB̬ Ԣ>B̬ 24B̬ %B̬ /B̬ ^ B̬ ՍB̬ ջrB̬ B̬ TB̬ HB̬ w>B̬ ֦B̬ ը*B̬ B̬ 3B̬ b|B̬ בuB̬ ifB̬ \B̬ PRB̬ MCB̬ |73B̬ ث*B̬ B̬ B̬ 8B̬ fpB̬ ٕB̬ RB̬ B̬ "4B̬ QB̬ ڀB̬ گ`B̬ ޓB̬ LB̬ B̬ ;NB̬ jB(B̬ 5B̬ )B̬ B̬ &B̬ UnB̬ B̬ ZB̬ B̬ .B̬ 1B̬ %*B̬ B̬ M B̬ {B̬ B̬ B̬ B̬ 7͊B̬ fB̬ ~B̬ ħB̬ |B̬ "B̬ QpB̬ uB̬ idB̬ \B̬  PXB̬ B̬ # B̬ :B̬ QZB̬ iyB̬ B̬ lB̬ jB̬ `"B̬ B̬ SB̬  pB̬ %G2B̬  B̬ VuB̬ mB̬ inB̬ &B̬ \B̬ ֪B̬ PkB̬ 6B̬  h B̬ /B̬ A7rB̬ X3B̬ p*B̬ B̬ xB̬ :B̬ B̬ 勴B̬ lB̬ .B̬ +B̬ CrB̬ ZB̬ rfB̬ B̬ ZfB̬  B̬ MB̬ džB̬ AZB̬  B̬ .4B̬ EB̬ ](NB̬ tB̬ B̬ B̬ TB̬ ҉B̬ B̬ |B̬ RB̬ 0pB̬ GB̬ _cB̬ vaB̬ WB̬ B̬ JB̬ hB̬ > B̬ B̬ 1B̬ 2nB̬ J%0B̬ aB̬ yB̬ bB̬  6B̬ B̬ B̬ yrB̬ B̬ !tB̬ !|B̬ !oB̬ !pB̬ !B̬ !?B̬ "vB̬ "3JB̬ "0B̬ "H&B̬ "_|B̬ "wPB̬ "B̬ "2AB̬ "B̬ "VB̬ "柘B̬ #B̬ #B̬ #2]B̬ #DB̬ #\rB̬ #yUB̬ #B̬ #mB̬ #B̬ #B̬ +VbB̬ +mqB̬ +VEB̬ +B̬ +IB̬ +æB̬ +JB̬ +2B̬ , B̬ ,/B̬ ,GcB̬ ,^z7B̬ ,u B̬ ,mB̬ , !B̬ ,B̬ ,6B̬ ,yxB̬ ,LB̬ -m B̬ -+B̬ -I<#B̬ -ZwB̬ -rTKB̬ - B̬ -GB̬ -B̬ -;vB̬ -JB̬ -/B̬ .B̬ .."B̬ .EvB̬ .]JB̬ .tB̬ . B̬ .B̬ .uB̬ .wIB̬ .B̬ /jB̬ /B̬ /0^B̬ /GZB̬ /_RB̬ /vB̬ /EB̬ /B̬ /9ZB̬ /Գ.B̬ /-B̬ 0B̬ 0 B̬ 02kB̬ 0J?B̬ 0aB̬ 0yB̬ 0B̬ 0}B̬ 0uQB̬ 0%B̬ 0hB̬ 1B̬ 1\B̬ 14bB̬ 1LP6B̬ 1c B̬ 1{CB̬ 1B̬ 17tB̬ 1HB̬ 1+B̬ 1B̬ 2B̬ 2B̬ 27lB̬ 2N@B̬ 2fB̬ 2}B̬ 2B̬ 2sB̬ 2B̬ 2BB̬ 2B̬ 3 ZB̬ 3'4B̬ 39NB̬ 3P\B̬ 3nB̬ 3B̬ 3XB̬ 3,B̬ 3)B̬ 3ݣfB̬ 3(B̬ 4 B̬ 4$B̬ 4;\B̬ 4X B̬ 4j}B̬ 4B̬ 4qB̬ 4B̬ 4fDB̬ 4jB̬ 4ZB̬ 5eB̬ 5&N0B̬ 5=B̬ 5UAB̬ 5l~B̬ 55RB̬ 5B̬ 5(B̬ 5ʢB̬ 5B̬ 5B̬ 6oB̬ 6(:B̬ 6@ B̬ 6W}B̬ 6nB̬ 6qB̬ 6B̬ 6eiB̬ 6=B̬ 6YB̬ 6B̬ 7LB̬ 7*ƲB̬ 7B@B̬ 7YlB̬ 7q4@B̬ 7B̬ 7(B̬ 7B̬ 7B̬ 7敛B̬ 7fB̬ 8LB̬ 8-3B̬ 8D}B̬ 8[B̬ 8spB̬ 8B̬ 8šB̬ 8oB̬ 9#*B̬ 9R|B̬ 9pB̬ 9d~B̬ 9X8B̬ :KB̬ :=?B̬ :l3B̬ :'YB̬ :&B̬ :B̬ ;(B̬ ;VB̬ ;YB̬ ;B̬ ;B̬ <B̬ ?B̬ >F3kB̬ >u&B̬ >B̬ >B̬ ?zB̬ ?0kB̬ ?_]B̬ ?<B̬ ?B̬ ? 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nB !B /B / B 0|B 0FoB 0uc)B 0VB 0J/B 1=B 111B 1`$B 1B 1 vB 1B 2WB 2JB 2y9B 2̪B 2-B 3B 35B 3dB 3B 3aB 3tB 4 hUB 4O[B 4~O6B 4BB 46B 5 )B 5:B 5i}B 5B 5^B 5B 6$eB 6SB 6FB 6B 6(B 7B 7>B̬ 7mFB 7mnB 7`B 8)TbB 8XGB 8:B 8.YB 8!B 9rB 9CB 9qfB 9B 9ZB 9ָB :-;B :\B :B :B :B ;G~B ;vrcB ;eB ;YEB <LB <2@&B XB >6B >eLB >B >ÐB >B ?!wB ?PjB ?]B ?QbB ?DB @ 8VB @;+B @j7B @B @B @B A% B AT~B AB A_B AB BAB B?B Bn5B BB B|)B BoB C*c B CYV{B CIB C=oB C0B D$cB DDB Ds EB DB D9B DB E.B E]̞B EB EB EB FsB FHB FwUB FtB FhIB G[B G3O=B GbBB G61B G)B GB HB HMB H{B HB HkB IB I7_B IfB IAB IğB I5B J"B JQz)B JmB JaB JTB K HB K<;oB Kk.B K"cB KB K jB L&B LUKB LB L?B LʰB M3B M@B MoB MB M͌ B MB N+sB NZfnB NYB NMbB N@B O4VB OE'B OtJB OB OPB PB P/2B PéB PB QB QIB Qx~B QB QxrB RkB R4_fB RcRB RFZB R9B R-NB S B SNBB S}B S6B SB T B T8ծB Tg B TB TŰB TB U#B URwB U}B UqkB UdB VX_B V=KB Vl?SB V2B V&GB VB W( ;B WWB W/B WB W#B XΦB XAB XpB X B XΜB XB Y,pB Y[vB YjdB Y]B YQjB ZDB ZF8LB Zu+B ZRB ZB [4B [0B [_:B [B [B [ǟB \"B \JB \yB \B \׉ B ]|B ]5oB ]dcB ]VB ]JvB ]=B ^ 1jB ^O$B ^~^B ^ B ^?B _ B _9FB _hٶB _:B _B _.B `$B `S"B `B `B `uB ai B a>\B amOB aCB a7B a*uB b)B bXiB bB b]B bB ccB cBB cqEB cB cϭKB cB d-?B d\B d{!B dnB dbB eUB eGIB evB hgB h[EB hNB i!B9B iP5B i)-B iB iB j B j:B jiB jB jьB jB k%B kTB kbB kB khB lyB l?m\B ln`B lTPB lGB l;DB m*.B mY"8B mB m ,B mB n B nCB nr&B nʗB nоB nB o.B o]B oB oB orB pfzB pHYB pwMnB p@B p4bB q'B q3VB qbB qJB qB qPB rB rLDB r{õB r8B r٪B s,B s7B sf B sxB slB s_B t"SB tQFB t:B t-B t!B u B u<B ujzB uB unB uB v&*B vUB v1B vB v%B wB w@~B woqB weB wXB wLB x+?B xZ3B x&B xB x ~B yB yDrB ysB yTB yB zZB z/B z^B zRB zB zFB {vB {Ij'B {x]B {QB {DB |84B |4+B |cB |B |B |B }B }|B }LJB }ںB ~ iB ~8B ~g]B ~B ~|cB ~ohmuB̬ B̬ \B̬ B̬ GZB̬ vB̬ B̬ Ԉ,B̬ {B̬ 2o B̬ abB̬ V(B̬ IB̬ >B̬ 1B̬ L%*B̬ {B̬ 2B̬ B̬ .B̬ 6B̬ eB̬ nB̬ B̬ uB̬ !B̬ PrB̬ B̬ pB̬ wrB̬ jB̬ ;^pB̬ jQB̬ EvB̬ 8B̬ ,tB̬ &B̬ UB̬ tB̬ B̬ zB̬ B̬ ?nB̬ nB̬ ~B̬ ̰xB̬ B̬ *vB̬ YB̬ ~|B̬ qB̬ exB̬ XB̬ DLB̬ s@:B̬ 3B̬ '@B̬ B̬ /4B̬ ^B̬ DB̬ B̬ xB̬ B̬ H~B̬ wB̬ zB̬ ՝B̬ B̬ 3B̬ FB̬ M:2B̬ |-B̬ !B̬ B̬ vB̬ 7B̬ ftB̬ B̬ zB̬ B̬ "xB̬ QB̬ tB̬ B̬ ދrB̬ ~B̬ B̬ m(B̬ B̬ ˈ&B̬ {B̬ )oB̬ XbB̬ VB̬ IB̬ =B̬ 0B̬ C$B̬ rB̬  B̬ B̬  B̬ -B̬ \B̬ ̂B̬ B̬ 鳀B̬ B̬ GtB̬ vB̬ zB̬ tB̬ hnB̬ 2[B̬ aObB̬ BB̬ 6`B̬ )B̬ \B̬ LB̬ {PB̬ B̬ WB̬ B̬ 6JB̬ eB̬ HB̬ ìB̬ B̬ fֹB̬ B̬ N2~B̬ }%B̬ :B̬  B̬  nB̬ 8B̬ gcB̬ B̬ WB̬ B̬ #8B̬ RB̬ ?B̬ B̬ ߃3B̬ vB̬ =j'B̬ l]B̬ QB̬ DB̬ 7B̬ (+mB̬ WB̬ aB̬ B̬ CB̬ B̬ A7B̬ pӨB̬ B̬ κB̬ B̬ !,}B̬ ![B̬ !hB̬ !{B̬ !o\B̬ "bB̬ "FV>B̬ "uIB̬ "=2B̬ "0B̬ #$B̬ #1B̬ #` B̬ #xB̬ #B̬ #lB̬ $B̬ $JWB̬ $yB̬ $8B̬ $צB̬ %,B̬ %5B̬ %dB̬ %tcB̬ %h B̬ %[sB̬ & NB̬ &OBpB̬ &~5B̬ &)RB̬ &B̬ ' FB̬ ':B̬ 'h0B̬ 'B̬ 'B̬ 'UB̬ ($ļB̬ (S@B̬ (B̬ (4B̬ (B̬ )B̬ )>yB̬ )mm B̬ )`B̬ )SB̬ )GB̬ *):B̬ *X.~B̬ *!B̬ *`B̬ *B̬ +TB̬ +BB̬ +qGB̬ +B̬ +2B̬ +B̬ ,-&B̬ ,\B̬ ,B̬ ,B̬ ,B̬ -r~B̬ -GeB̬ -vYjB̬ -LB̬ -@^B̬ .3B̬ .2'RB̬ .aB̬ .B̬ 524B̬ 5%B̬ 5(B̬ 6 B̬ 6DB̬ 6rB̬ 6B̬ 6ڊB̬ 6 B̬ 7.B̬ 7]B̬ 7zB̬ 7B̬ 7\B̬ 8B̬ 8HvbB̬ 8wiB̬ 8]NB̬ 8PB̬ 9DBB̬ 938B̬ 9b+~B̬ 9B̬ 9jB̬ 9B̬ :^B̬ :LB̬ :{RB̬ :B̬ :FB̬ ;B̬ ;7:B̬ ;fB̬ ;$B̬ ;ĈB̬ ;|"B̬ <"oB̬ &~B̬ >UB̬ >rB̬ >B̬ >^B̬ ?B̬ ?@#B̬ ?oB̬ ?EB̬ ?tB̬ ?h9B̬ @+[B̬ @ZO-B̬ @BB̬ @6*B̬ @)vB̬ A(B̬ AEB̬ At.B̬ AB̬ A"B̬ BޜB̬ B/B̬ B^ŐB̬ BB̬ BB̬ BB̬ CxB̬ CIB̬ CxzuB̬ CmB̬ Ca`B̬ DTB̬ D4HfB̬ Dc;B̬ D/ZB̬ D"B̬ DEB̬ E B̬ EM9B̬ E|B̬ E6B̬ EװB̬ F !B̬ F8B̬ Fg(B̬ FB̬ FřB̬ FB̬ G#B̬ GRs@B̬ GfB̬ GZ>B̬ GMB̬ HA:B̬ H=4B̬ Hl(.B̬ HB̬ H,B̬ HB̬ I' B̬ IVB̬ IB̬ IЎB̬ IB̬ JB̬ JAB̬ Jp~B̬ JB̬ J΅rB̬ JxB̬ K,lpB̬ K[_B̬ KSdB̬ KFB̬ K:OB̬ L-B̬ LF!BB̬ LuB̬ L6B̬ LB̬ M*B̬ M0B̬ M_B̬ MɢB̬ MB̬ MLB̬ NB̬ NJfB̬ NyB̬ N~lB̬ NqB̬ Oe`B̬ O5XB̬ OdLTB̬ O?B̬ O3HB̬ O&B̬ P B̬ \@B̬ \42B̬ ]'B̬ ]=/B̬ ]lB̬ ]B̬ ]B̬ ]B̬ ^'ܒB̬ ^V B̬ ^ÆB̬ ^B̬ ^zB̬ _B̬ _AvB̬ _pB̬ _xjB̬ _kB̬ __^B̬ `,RB̬ `[F\B̬ `9B̬ `-FB̬ ` B̬ a:B̬ aFB̬ at8B̬ aB̬ aRB̬ b6B̬ b_B̬ b B̬ bB̬ bB̬ cB̬ cJ}B̬ cyqvB̬ cdB̬ cXrB̬ dKB̬ d5?fB̬ dd2B̬ d&ZB̬ dB̬ d XB̬ e B̬ eNCB̬ e}B̬ e6B̬ eκB̬ f 4B̬ f9B̬ fhB̬ fB̬ fƐB̬ fB̬ g$wB̬ gSjB̬ g^B̬ g@B̬ gB̬ h&4B̬ hUB̬ h(B̬ hB̬ h$B̬ isB̬ i@gB̬ ioZB̬ iNB̬ iAB̬ i5B̬ j+(rB̬ jZB̬ jfB̬ jB̬ jZB̬ kB̬ kDVB̬ ksB̬ kJB̬ kѷB̬ lHB̬ l/B̬ l^B̬ pg~B̬ pr2B̬ peB̬ pY&B̬ q#LB̬ qR@B̬ q3B̬ q'B̬ qB̬ r B̬ r=B̬ rkB̬ rzB̬ rB̬ rvB̬ s'B̬ sVaB̬ sB̬ sLB̬ sB̬ tIB̬ tAwB̬ tpk>B̬ t^B̬ tR2B̬ tEB̬ u,9.B̬ u[,B̬ u "B̬ uB̬ uB̬ vB̬ v]gB̬ v[=B̬ vNB̬ vB0B̬ w5B̬ wH).B̬ wwB̬ wB̬ wB̬ x B̬ x2B̬ xa B̬ xфB̬ xB̬ xxB̬ yB̬ yLlB̬ y{B̬ y`B̬ yyB̬ zmJB̬ z7`B̬ zfT6B̬ zGB̬ z;*B̬ z.B̬ {""B̬ {QB̬ { B̬ {B̬ {B̬ | B̬ |;B̬ |jjB̬ |B̬ |ȱ^B̬ |B̬ }&\B̬ }UB̬ }PB̬ }rB̬ }fLB̬ ~YB̬ ~@M@B̬ ~o@B̬ ~4,B̬ ~'B̬ ~ B̬ +B̬ ZB̬ B̬ B̬ ܂B̬ B̬ D~B̬ sB̬ rB̬ ѝB̬ ^B̬ /B̬ ^xRB̬ kB̬ _FB̬ RB̬ F:B̬ I9B̬ x-.B̬ B̬ *B̬ B̬ 3B̬ bB̬ B̬ zB̬ B̬ xB̬ MB̬ |lB̬ B̬ ڊhB̬ }B̬ 8qTB̬ gdB̬ XHB̬ KB̬ ?2B̬ #2B̬ R&0B̬ B̬ $B̬ B̬ B̬ B̬ ?B̬ @3DB̬ o&B̬ &B̬ B̬ B̬ *B̬ YB̬ ېB̬ B̬ |B̬ B̬ DpB̬ sB̬ ZB̬ уB̬ wXB̬ /jB̬ ^^LB̬ QB̬ E@B̬ 8B̬ ,*B̬ IB̬ xB̬ B̬ B̬ B̬ 3B̬ bxB̬ B̬ lB̬ B̬ hB̬ MB̬ |SB̬ |B̬ pPB̬ cB̬ OB̬ ~nB̬ B̬ ܫXB̬ B̬ :^B̬ iB̬ y@B̬ lB̬ `>B̬ %SB̬ TG2B̬ :B̬ .B̬ !`B̬ hB̬ VB̬ u*B̬ 1B̬ K%B̬ zB̬ © B̬ B̬ B̬ 5nB̬ dB̬ ÓPB̬ B̬ NB̬ B̬ O8B̬ ~B̬ ĭB̬ uB̬ iB̬ :\B̬ iOB̬ ŘCrB̬ 6B̬ *TB̬ %B̬ THB̬ ƃB̬ ƱҘB̬ mB̬ ǜB̬ ˭B̬ vB̬ )B̬ XXB̬ ȇzB̬ ȶnLB̬ aB̬ U@B̬ CHB̬ r<"B̬ ɡ/B̬ # B̬ B̬ . 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B̬ ?%3B̬ ?<B̬ ?T'B̬ ?kB̬ ?B̬ ?B̬ ?B̬ ?ɈB̬ ?B̬ ?|B̬ @B̬ @'pB̬ @>xB̬ @VdqB̬ @maB̬ @XZB̬ @RB̬ @LKB̬ @;B̬ @@4B̬ @,B̬ A4B̬ A)B̬ AA(B̬ AXB̬ ApB̬ AB̬ AB̬ AB̬ AB̬ A}B̬ AB̬ BqB̬ B+B̬ BCeB̬ BZߒB̬ BrYB̬ BӖB̬ BMB̬ BǑB̬ BAB̬ BzB̬ B5rB̬ CkB̬ C.)[B̬ CETB̬ C]_B̬ CtNB̬ CGB̬ CRB̬ CKB̬ C;B̬ C4B̬ Ds,B̬ DB̬ D0gB̬ DG B̬ D_[B̬ DvB̬ DOB̬ DB̬ DBB̬ DԼB̬ D6B̬ EB̬ E*B̬ E2B̬ EJB̬ EaB̬ EyB̬ EB̬ EB̬ EB̬ EB̬ EtB̬ FB̬ FhB̬ F4B̬ FL\B̬ FcքB̬ F{P|B̬ FlB̬ FDeB̬ F^B̬ F8VB̬ FXB̬ G,QB̬ GJB̬ G7 :B̬ GN2B̬ Gf+B̬ G}$B̬ GB̬ G B̬ GB̬ GuB̬ GB̬ H iB̬ H!B̬ H9]B̬ HPףB̬ HhQ[B̬ H/B̬ HEB̬ HB̬ H8B̬ HݲB̬ H,B̬ I B̬ I$ B̬ I;B̬ ISB̬ IjB̬ IB̬ IB̬ IB̬ IvB̬ IB̬ Ij|B̬ JbB̬ J&^RB̬ J=JB̬ JUR1B̬ Jl B̬ JFB̬ JB̬ J9B̬ JʳB̬ J-B̬ JB̬ K!B̬ K(B̬ K@B̬ KWB̬ Ko lB̬ KeB̬ KTB̬ Kw;B̬ K4B̬ KkB̬ K B̬ L_B̬ L*B̬ LBRB̬ LY̿B̬ LqFB̬ LB̬ L:B̬ LkB̬ L.dB̬ LJB̬ L"'B̬ M B̬ M-B̬ MDB̬ M\ B̬ MsB̬ MB̬ MwB̬ MB̬ MkxB̬ MUB̬ N_NB̬ N+B̬ N/SB̬ NF B̬ N^FB̬ NuB̬ N:B̬ NB̬ N.B̬ NӨqB̬ N"jB̬ O4B̬ O-B̬ O1 B̬ OI B̬ O`B̬ OwB̬ OwB̬ OB̬ OkqB̬ OWB̬ O_>B̬ PB̬ PSB̬ P3B̬ PKFB̬ PbB̬ Pz:B̬ P\B̬ P. 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