‰HDF  ÿÿÿÿÿÿÿÿ8éÿÿÿÿÿÿÿÿ`ˆ¨  ˜TREEÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ`1(DhðR°xXø^88mxÀrÈHxÐ…0X‹`ha¨�¡Ø§( ´X(º€°¿°8ÍàÀÒHØ8ÐåpHEAP€xÐ�ˆ¨ ØConsistent Trees_columns›scale(0) id(1) desc_scale(2) desc_id(3) num_prog(4) pid(5) upid(6) desc_pid(7) phantom(8) sam_Mvir(9) Mvir(10) Rvir(11) rs(12) vrms(13) mmp?(14) scale_of_last_MM(15) vmax(16) x(17) y(18) z(19) vx(20) vy(21) vz(22) Jx(23) Jy(24) Jz(25) Spin(26) Breadth_first_ID(27) Depth_first_ID(28) Tree_root_ID(29) Orig_halo_ID(30) Snap_idx(31) Next_coprogenitor_depthfirst_ID(32) Last_progenitor_depthfirst_ID(33) Last_mainleaf_depthfirst_ID(34) Tidal_Force(35) Tidal_ID(36) Rs_Klypin(37) Mvir_all(38) M200b(39) M200c(40) M500c(41) M2500c(42) Xoff(43) Voff(44) Spin_Bullock(45) b_to_a(46) c_to_a(47) A[x](48) A[y](49) A[z](50) b_to_a(500c)(51) c_to_a(500c)(52) A[x](500c)(53) A[y](500c)(54) A[z](500c)(55) T/|U|(56) M_pe_Behroozi(57) M_pe_Diemer(58) Halfmass_Radius(59) rvmax(60) Macc(61) Mpeak(62) Vacc(63) Vpeak(64) Halfmass_Scale(65) Acc_Rate_Inst(66) Acc_Rate_100Myr(67) Acc_Rate_1*Tdyn(68) Acc_Rate_2*Tdyn(69) Acc_Rate_Mpeak(70) Acc_Log_Vmax_Inst(71) Acc_Log_Vmax_1*Tdyn(72) Mpeak_Scale(73) Acc_Scale(74) First_Acc_Scale(75) First_Acc_Mvir(76) First_Acc_Vmax(77) Vmax\@Mpeak(78) Tidal_Force_Tdyn(79) Log_(Vmax/Vmax_max(Tdyn;Tmpeak))(80) Time_to_future_merger(81) Future_merger_MMP_ID(82) èConsistent Trees_metadatažž#scale(0) id(1) desc_scale(2) desc_id(3) num_prog(4) pid(5) upid(6) desc_pid(7) phantom(8) sam_Mvir(9) Mvir(10) Rvir(11) rs(12) vrms(13) mmp?(14) scale_of_last_MM(15) vmax(16) x(17) y(18) z(19) vx(20) vy(21) vz(22) Jx(23) Jy(24) Jz(25) Spin(26) Breadth_first_ID(27) Depth_first_ID(28) Tree_root_ID(29) Orig_halo_ID(30) Snap_idx(31) Next_coprogenitor_depthfirst_ID(32) Last_progenitor_depthfirst_ID(33) Last_mainleaf_depthfirst_ID(34) Tidal_Force(35) Tidal_ID(36) Rs_Klypin(37) Mvir_all(38) M200b(39) M200c(40) M500c(41) M2500c(42) Xoff(43) Voff(44) Spin_Bullock(45) b_to_a(46) c_to_a(47) A[x](48) A[y](49) A[z](50) b_to_a(500c)(51) c_to_a(500c)(52) A[x](500c)(53) A[y](500c)(54) A[z](500c)(55) T/|U|(56) M_pe_Behroozi(57) M_pe_Diemer(58) Halfmass_Radius(59) rvmax(60) Macc(61) Mpeak(62) Vacc(63) Vpeak(64) Halfmass_Scale(65) Acc_Rate_Inst(66) Acc_Rate_100Myr(67) Acc_Rate_1*Tdyn(68) Acc_Rate_2*Tdyn(69) Acc_Rate_Mpeak(70) Acc_Log_Vmax_Inst(71) Acc_Log_Vmax_1*Tdyn(72) Mpeak_Scale(73) Acc_Scale(74) First_Acc_Scale(75) First_Acc_Mvir(76) First_Acc_Vmax(77) Vmax\@Mpeak(78) Tidal_Force_Tdyn(79) Log_(Vmax/Vmax_max(Tdyn;Tmpeak))(80) Time_to_future_merger(81) Future_merger_MMP_ID(82) #Omega_M = 0.308900; Omega_L = 0.691100; h0 = 0.677400 #Full box size = 2000.000000 Mpc/h #Scale: Scale factor of halo. #ID: ID of halo (unique across entire simulation). #Desc_Scale: Scale of descendant halo, if applicable. #Descid: ID of descendant halo, if applicable. #Num_prog: Number of progenitors. #Pid: ID of least massive host halo (-1 if distinct halo). #Upid: ID of most massive host halo (different from Pid when the halo is within two or more larger halos). #Desc_pid: Pid of descendant halo (if applicable). #Phantom: Nonzero for halos interpolated across timesteps. #SAM_Mvir: Halo mass, smoothed across accretion history; always greater than sum of halo masses of contributing progenitors (Msun/h). Only for use with select semi-analytical models. #Mvir: Halo mass (Msun/h). #Rvir: Halo radius (kpc/h comoving). #Rs: Scale radius (kpc/h comoving). #Vrms: Velocity dispersion (km/s physical). #mmp?: whether the halo is the most massive progenitor or not. #scale_of_last_MM: scale factor of the last major merger (Mass ratio > 0.3). #Vmax: Maxmimum circular velocity (km/s physical). #X/Y/Z: Halo position (Mpc/h comoving). #VX/VY/VZ: Halo velocity (km/s physical, peculiar). #JX/JY/JZ: Halo angular momenta ((Msun/h) * (Mpc/h) * km/s (physical)). #Spin: Halo spin parameter. #Breadth_first_ID: breadth-first ordering of halos within a tree. #Depth_first_ID: depth-first ordering of halos within a tree. #Tree_root_ID: ID of the halo at the last timestep in the tree. #Orig_halo_ID: Original halo ID from halo finder. #Snap_idx: Index of snapshot (in original snapshot list) from which halo originated. #Next_coprogenitor_depthfirst_ID: Depthfirst ID of next coprogenitor. #Last_progenitor_depthfirst_ID: Depthfirst ID of last progenitor. #Last_mainleaf_depthfirst_ID: Depthfirst ID of last progenitor on main progenitor branch. #Tidal_Force: Strongest tidal force from any nearby halo, in dimensionless units (Rhalo / Rhill). #Tidal_ID: ID of halo exerting strongest tidal force. #Rs_Klypin: Scale radius determined using Vmax and Mvir (see Rockstar paper) #Mvir_all: Mass enclosed within the specified overdensity, including unbound particles (Msun/h) #M200b--M2500c: Mass enclosed within specified overdensities (Msun/h) #Xoff: Offset of density peak from average particle position (kpc/h comoving) #Voff: Offset of density peak from average particle velocity (km/s physical) #Spin_Bullock: Bullock spin parameter (J/(sqrt(2)*MVR)) #b_to_a, c_to_a: Ratio of second and third largest shape ellipsoid axes (B and C) to largest shape ellipsoid axis (A) (dimensionless). # Shapes are determined by the method in Allgood et al. (2006). # (500c) indicates that only particles within R500c are considered. #A[x],A[y],A[z]: Largest shape ellipsoid axis (kpc/h comoving) #T/|U|: ratio of kinetic to potential energies #M_pe_*: Pseudo-evolution corrected masses (very experimental) #Halfmass_Radius rvmax: Radius within which 1/2 of Mvir is enclosed. #Consistent Trees Version 1.01 #Macc,Vacc: Mass and Vmax at accretion. #Mpeak,Vpeak: Peak mass and Vmax over mass accretion history. #Halfmass_Scale: Scale factor at which the MMP reaches 0.5*Mpeak. #Acc_Rate_*: Halo mass (or log10 vmax) accretion rates in Msun/h/yr (or dex/yr). # Inst: instantaneous; 100Myr: averaged over past 100Myr, # X*Tdyn: averaged over past X*virial dynamical time. # Mpeak: Growth Rate of Mpeak, averaged from current z to z+0.5 # Log_Vmax: Growth Rate of Log10(Vmax) #Mpeak_Scale: Scale at which Mpeak was reached. #Acc_Scale: Scale at which satellites were (last) accreted. #First_Acc_Scale: Scale at which current and former satellites first passed through a larger halo. #First_Acc_(Mvir|Vmax): Mvir and Vmax at First_Acc_Scale. #Vmax@Mpeak: Halo Vmax at the scale at which Mpeak was reached. #Tidal_Force_Tdyn: Dimensionless tidal force averaged over past dynamical time. #Log_(Vmax/Vmax_max(Tdyn;TMpeak)): Log10 of Vmax_now over Vmax@(Tdyn ago) OR Vmax@Mpeak (if and only if Mpeak happened > 1Tdyn ago). #Time_to_future_merger: Time (in Gyr) until the given halo merges into a larger halo. (-1 if no future merger happens) #Future_merger_MMP_ID: most-massive progenitor of the halo into which the given halo merges. (-1 if the main progenitor of the future merger halo does not exist at the given scale factor.) @Consistent Trees_version1.01 H HDF5_version¸¸.˜GCOL1.10.12.10.0À 8 TotNhalos@o$‰ H h5py_version¸ @input_catalog_typeConsistent Trees Hinput_filedatestamp ?@4 4ÿÑ“�×A Pinput_filename'All100.hdf5/hlist_00000070_0.12460.list ?@4 4ÿ¸6¸_‡_xSNODP0¨2 ¸3(È4 ?@4 4ÿp7¸_‡_x ?@4 4ÿ(8¸_‡_x ?@4 4ÿà8¸_‡_x•eˆc]|,À–² q¬Ë%À¹�ð @@$¹ü‡ô»6@ÙÎ÷S«K@ q¬‹Ûè?À²�ï§Æ;7@"Žuq}0@šž^é)@±Pkšw¬0ÀF”ö_È0@)\�Âõø2Àßà “©ð¿ºÚŠýeW$À�1w-!×@@çŒ(í >@@4€·@‚r8Àfffffæ6@Ù=yXè;Àd]ÜFè9Àx $(B@oð…ÉT‘@@ûËîÉC@§/ú Rþ¿ §/ú:"ÀÙÎ÷Sãµ=À†8ÖÅmÔ2@¨5Í;NiG@õÛ×�s>@@6Í;Nѱ5@x $(Î1@ꕲ qì'@Žuq `*À/Ý$�u)@Éå?D2ÀLàÖÝ|@U©Ù­ÀÀ0*©Ðt5@"ŽuqÍ9@€H¿}h2À§èH.ï2@аáé•ò<@¡g³ês56ÀǺ¸�F;@vàœ¥Ý:@^KÈ=‹;@s×òAO/À•Ô h2:@šž@Àfffffö6@o�Å�Ñ.ÀŸY ¦À`åÐ"ÛY)À@¤ß¾ü,@Ôšæ§ÐD@±á镲 A@DÔ·ÌéÀ­ú\mÅ~;@åÐ"Ûù.0À´Èv¾Ÿ쿸…ëQX@+‡Ù®'@ cîZBÞ5À ‰°áé…D@D‹lçû™4ÀjÞqŠŽ¤9@;M„ ß0Àì/»'«/@oð…ÉTñJ@•Ô h"l$Àž^)Ëç3@ê46¼>@_˜LŒz0@.ÿ!ýöU*Àf÷äa¡v1@æ:�´T> Àû:pΈÒ,@ùé·¯‹@@�(í ¾p8@«Cn†0ÀÔšæ§È8@4ùf›ÓÀ9Ñ®BÊOã¿F=D£;@ã6À[`#@ꕲ qì/Àxœ¢#¹ôA@vOjÍ.@ªñÒMbp:@ýÔxé&1*À†§WÊò*@"Žuq¥A@—�z6»>@"ŽuqA@„dXÀ¢E¶óý4À’?xîÝ@S£’:�@@5ï8EGb5@ï§ÆK7‰7@šž^©?@¬‹Ûhÿ0@+•Ô `A@a7l[”Ù¸?µûËî™E@ï8EGrÑB@Év¾Ÿ¯*@AñcÌ]k-@aÃÓ+eY8@ÌH¿}Í=@ö(\�ÂõD@ž^)Ë 5@?W[±¿L,@4…Îkìâ"À¡JÍhç¿I�€&¶:@^KÈ=;5@“©‚QI�@³{ò°P‹2ÀæypwÖ. @d]ÜF˜+À¹�ð¨-@ÓMbXi2@�•C‹|=@6Í;NÑÑ+@~8gDI;@Øõ vÃ6ô?0L¦ Fõ=@ã¥›Ä ˜@@ {Úá¯i#@ñ)Æ3˜!@�&†§75@ÆK7‰A4@Ãõ(\�â>À9ÖÅm4ð5@»' µÆ$@·(³A&ù!Àã;1ëÅP@…£E–ÔÖ>˜tË2¸ã>דLÿ`#>-[Jü2>ó…i‘¡ö>s¨½‘u(>£ˆ<:u>ßA:ÜÅ>,hŸ?9ï>Všõ•´À>ŧS¸–>’úz>óÚis¸I">ªŠö‡¨%>ì�v†>:Œ-šóf >É(1T\ >t¨·?õ>5¾í˜>BÉu‰Ù$>¡ ÎgŠ>×¾MÚ5>è›)`dï>úOh D>o7ìR>R&VûÍ>Ç lŠõ¯ >z×±ãdz>?�{ýKA$>á_ã§–>6`9žnô>ostÁb>ÂìË+2ô=£j^¥£ù=o4¯D >$º±{&‹>sïfŽ/‚ >í¬wüÉ>1‚R7v¶=íóxÛè=º�Ö™ä>Bót©çu>Jt† >p é~ð=˜E¬û>úOh D>µ¼@³´@Ø»@t¬@Š®@CÌ@ƒ´@­·@€ïÁ@4­@*ª@€¯@,½@0¶@fµ@ä®@ç±@€“Á@nÄ@X¸@­@Mº@œÃ@Þ¸@J³@p¼@­@ °@÷Ç@¿³@4¶@yÂ@Þ«@Pª@ê®@p¹@µ@m³@°@T±@F¼@„Á@}·@ò«@·@€­Á@°@”®@4·@.©@¾¯@Û¸@°@D±@þ@§@°©@¸®@Ô¯@¯@’®@�²@—°@DZ@}µ@í°@ð«@î­@R¸@ ?@4 4ÿ˜9¸_‡_x ?@4 4ÿP:¸_‡_x ?@4 4ÿ;¸_‡_x ?@4 4ÿÀ;¸_‡_x ?@4 4ÿx<¸_‡_xSNOD8¸>@È?PØ@hèA ?@4 4ÿ0=¸_‡_x ?@4 4ÿè=¸_‡_x ?@4 4ÿ€H¸_‡_x¾@7µ@ »@6¬@ú­@ÓÍ@Ë´@7¸@€½Á@°­@ª@¸¯@‰¾@Ÿ¶@¶@f®@²@ÕÂ@�Å@¨¸@l­@|»@PÄ@¾@7µ@ »@6¬@ú­@ÓÍ@Ë´@7¸@€½Á@°­@ª@¸¯@‰¾@Ÿ¶@¶@f®@²@€ÞÀ@�Å@¨¸@l­@|»@PÄ@½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?�^¯½t¯U ¯ßí ¯¯oH¯…¯°¯IA à¯WO °+t+°F °  8°zJH°ð%`°‡‡ h°b33p°Ø0ˆ°m��°s(˜°ÕU¨°PÃ$аHذÖ±#Ïx±Þä¯ó¹¯¤² ¯Íh ¯yH¯*°¯:ùà¯ßy °qD+°ŠäE °mÁ8°ëdJH°§š$`°ÁÎ h°©Ö2p°ôÔ/ˆ°Ó$�°Æ6(˜°ï⨰�$аùSذí´±}x±@Xd$qBî‡pB ÔOgxB€Ú¶ÊnBÂŽíqB@[[hyBÀÂutB€tuüqBÀpŒ~B^5€nB@ó–qBeÍmBÀÂxnBàwåpB`ˆœÝpB@ŠrB@ŽÉèpB€œàêrB`^®[tB€¸Ô–pBÀoQqB€"¹oB WÎxB½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?…ëQ¸y@\�Âõ(Ðy@ª€@Üy@fffffr{@ö(\�Âm~@ÍÌÌÌÌL{@Ð|@= ×£pO€@�Âõ(\»x@Ãõ(\�.z@ÍÌÌÌÌœz@fffff2x@¤p= ׋z@ö(\� y@Ãõ(\�žz@×£p= 3z@)\�ÂõTz@\�Âõ(ì{@)\�Âõ`|@fffff’y@ÍÌÌÌÌy@R¸…ë%|@#¯¯³Å¯ƒ¾ ¯Ð‰ ¯nêH¯¹C°¯]yà¯$'°òš°jX °7ª8°d}H°Ø`°´�h°�=p°óSˆ°åÖ�°�ʰæõ¨°ÿаJÎذ3α·x±w¾Ÿ/9a@j¼t“¨`@R¸…ëaZ@6^ºI ê]@¸…ëQ8]@ê&1¬Ü`@L7‰A`Ù`@\�Âõ(üY@ê&1¬ø`@òÒMb`@Ûù~j¼ü\@ªñÒMbàY@w¾Ÿ/å`@j¼t“\@Zd;ßO…a@L7‰A`µ^@xé&1^@-²�ï_a@Zd;ßOe_@±rh‘í|Y@�ï§ÆK3`@t“Vî_@33333d@Ù=yX¨5½?l ù g³º?l ù g³º?l ù g³º?l ù g³º?Ù=yX¨5½?l ù g³º?l ù g³º?l ù g³º?l ù g³º?l ù g³º?l ù g³º?Ù=yX¨5½?l ù g³º?l ù g³º?l ù g³º?l ù g³º?l ù g³º?Ù=yX¨5½?Ù=yX¨5½?l ù g³º?Ù=yX¨5½?Ù=yX¨5½? ?@4 4ÿc¸_‡_x ?@4 4ÿ8I¸_‡_xSNOD€øB�PE `F°pG ?@4 4ÿðI¸_‡_x@¨J¸_‡_€@`K¸_‡_€ ?@4 4ÿL¸_‡_xSNODÀàQÐ8TàHUøXV ?@4 4ÿÐL¸_‡_x ?@4 4ÿˆM¸_‡_x@@N¸_‡_€ ?@4 4ÿøN¸_‡_xSNODhWÀY(ÐZ8à[ ?@4 4ÿ°O¸_‡_x ?@4 4ÿP•¸_‡_xSNOD€HŠ� Œ °�¨ÀŽ€R k€ƯbeB&ªF1BÞc�EB€f\Iˆ#ëÁ€öèŠ0B ŒÑB€L a†¿xIÂbhØB€¨v7@Â{Q‘£FB@:åXÂL|ÔüA8.?B@rÕùà¯ây °xD+°‘äE °qÁ8°ïdJH°­š$`°ÆÎ h°°Ö2p°ûÔ/ˆ°Ú$�°Ë6(˜°ô⨰�$аÿSذó´±€x±ëä¯!º¯Ü² ¯ôh ¯šH¯h°¯iùà¯ÿy °ÂD+°¥äE °—Á8°eJH°¾š$`°ßÎ h°ÒÖ2p°>Õ/ˆ°ó$�°æ6(˜° 㨰&�$а&Tذý´±¦x±™ž°ÄÊÂ?Gæ‘?x¾?ìÀ9#J{Ñ?wóT‡Ü Ã?¶ä „™¾?‘'I×L¾Õ?“RÐí%�±?Z�!«[=Ç?LÃð1É?OXâeS¶?µŽª&ˆº¯?†U¼‘yäÃ?=f 2þ}Ð?)Õ>�Ì?Q¥f´³?¶óýÔxé¶?"T©Ù­¸?Þ“‡…ZÓ¼?Z ‰{,}Ì?X�f,šÎÒ?Éå?¤¯?I…±… ½?ª·¶J°Ä?P–fpB t:5pBp¦!xB ú�$nBÐa­ÈqBà-ÑxBð/.²sB •¨¸qBpÕR}B !ñëmB Ù`µpBÉMDmBÀk~mBàM¹…oB€Ï/apBà.LrB&9”pB0LMrBPtÈtB@v¼YpBLçpB`àãÕnB`bvnwBPµ`pBÀ?þ2pB@ˆ xB –!nB0µóÄqBp›€ÎxBÀ4«sBðzŠ·qBp<ßL}Bà’ØmB0fϬpB ”BmB �»tmB ôE~oBPµ`pBpƒ’IrBà “pBpƒ’IrB€­ðtB\žXpB`ˆœÝpB¬§ÓnB0gbgwB ¸š7B€Õµ_7B€�ê>aBÀLúCB«ÞGB@¢ŒUB@%ŽPBŠÔYB`Uz˜TBÀõ€#DB:£‡SB€xÒÉOB@�‰6B€vÞKBÀ@Ý(BBÀ*aTTB@HÅPB€¢ ‡7B€cÍaJB€TyQB-;JB&åžIB@\,7DBp/ßdB€>fBÀUˆ.uBð9›ÍgBðÊ›ìkBPØãlsBpüfÏkB@C/ÏnBà# wB`V€cBQn•hB° Ê iBPi0ÇbBðqdiBŸÿòbBÀÞÙiBP¸¤hBpñt hB ê2ÅmB°éNlBPú0æfB`jË;eB�@6jB`äÊòkBà:EØlB IÔFyBÀ”/ÝkB€î9[pB@HçºvB W”ÄqB nHñqB SŽ�zBI]IjBb8mB`� ùlB ûaóhB@ÔNølBൻûkB€$ŸpB@ˆ@.nB€Ó¹_oBà‘V4rBàpè°pB@û"mB@|ÉëjB`/FtB ?@4 4ÿÐc¸_‡_x ?@4 4ÿˆd¸_‡_xSNODPð\`H_p€Pxk@@e¸_‡_€@øe¸_‡_€ ?@4 4ÿ°f¸_‡_x ?@4 4ÿhg¸_‡_xSNOD€(lˆ€n¨�oÈ p ?@4 4ÿ h¸_‡_x ?@4 4ÿØh¸_‡_x ?@4 4ÿ�i¸_‡_x ?@4 4ÿHj¸_‡_xSNODè°qðtøu(v ?@4 4ÿ z¸_‡_x éF¨vB@ÞŸÅrB@y:oB6Ê‘mB /)ÖpB€(àvB NÆvB;‚}eBÀH!}B€8‡}oBÀòÿ�lB è”ãeB€mx‘rB`YöolB`ßuBà˜SŸqB%ºmlB@ŒFUuB _ rB »éugB !/rB€î9[pB 8ã,‚B@Xd$qBî‡pB ÔOgxB€Ú¶ÊnBÂŽíqB@[[hyBÀÂutB€tuüqBÀpŒ~B^5€nB@ó–qBeÍmBÀÂxnBàwåpB`ˆœÝpB@ŠrB@ŽÉèpB€œàêrB`^®[tB€¸Ô–pBÀoQqB€"¹oB WÎxB@Xd$qBî‡pB ÔOgxB€Ú¶ÊnBÂŽíqB@[[hyBÀÂutB€tuüqBÀpŒ~B^5€nB@ó–qBeÍmBÀÂxnBàwåpB`ˆœÝpB@ŠrB@ŽÉèpB€œàêrB`^®[tB€¸Ô–pBÀoQqB€"¹oB WÎxB½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?@Xd$qBî‡pB ÔOgxB€Ú¶ÊnBÂŽíqB@[[hyBÀÂutB€tuüqBÀpŒ~B^5€nB@ó–qBeÍmBÀÂxnBàwåpB`ˆœÝpB@ŠrB@ŽÉèpB€œàêrB`^®[tB€¸Ô–pBÀoQqB€"¹oB WÎxB`#%qB@~k‰pBPîmhxB`øÉnBðc/íqBãÝfyBàÒ€vtB`¸¶ûqBà,K~B ô€nBÙxqB ¬ÑmBàÀ€ynB’pB ÜpB€Œ‚‹rB�d¦êpB@$cérB0D�ZtB€¸Ô–pBð‰6RqB'¶oB WÎxBìä¯"º¯Ý² ¯õh ¯›H¯i°¯jùà¯z °ÃD+°¦äE °˜Á8°eJH°¿š$`°àÎ h°ÓÖ2p°?Õ/ˆ°ô$�°ç6(˜° 㨰'�$а'Tذþ´±§x±Ê¨4({5(ÍûÅ«#7(×8Êòçi(—do(c¦`(ß“j&ô2e(ÞŽg(�h(îl™&±u~(kn(ljž& …Ÿ&jƒ(‰ès($¥Ÿ°•&¤°&ÿÓ�(:´Èv¾S@Püs׊I@?ÆÜe=@ˆôÛ×�E@F”ö_E@›UŸ«­�I@?W[±¿´N@¹ü‡ôÛO@@½R–!ŽÕH@Wì/»'L@2U0*©ûH@†ÉTÁ¨´@@V-Q@Ãõ(\� D@Ê2ı.zQ@ ‰°áéL@ï§ÆK7yH@A‚âǘ?P@%�•C«I@ÍÌÌÌÌü=@©¤N@‘O@™»–�L@-²�ïKT@®Gáz‚p@= ×£pOp@¼t“’r@¼t“Úo@h‘í|?Áp@}?5^ºÑr@bX9´‚q@+‡ÙÎÅp@°rh‘íäs@Ûù~j¼Ào@ÙÎ÷Sãwp@¬Zdƒo@‘í|?5¾o@¶óýÔx+p@Ñ"Ûù~jp@5^ºI òp@¬Zd;op@ßO�—nq@¦›Ä °zq@¤p= ×Sp@Ñ"Ûù~�p@�Âõ(\p@X9´È~r@@@@@@@@@@@@@@@@@@@@@@@@ ?@4 4ÿX{¸_‡_x ?@4 4ÿ|¸_‡_x ?@4 4ÿÈ|¸_‡_xSNOD8w�y( ‚0°ƒ ?@4 4ÿ€}¸_‡_x ?@4 4ÿ8~¸_‡_x@ð~¸_‡_€@¨¸_‡_€SNOD8À„H‡P(ˆ`8‰ ?@4 4ÿ`€¸_‡_x ?@4 4ÿ�¸_‡_x ?@4 4ÿÐ�¸_‡_xA_xA_x_500cA_yA_y_500cA_zA_z_500cAcc_Log_Vmax_1_TdynAcc_Log_Vmax_InstAcc_Rate_100MyrAcc_Rate_1_TdynAcc_Rate_2_TdynAcc_Rate_InstAcc_Rate_MpeakAcc_ScaleBreadth_first_IDDepth_first_IDFirst_Acc_MvirFirst_Acc_ScaleFirst_Acc_VmaxFuture_merger_MMP_IDHalfmass_RadiusHalfmass_ScaleJxJyJzLast_mainleaf_depthfirst_IDLast_progenitor_depthfirst_IDLog_Vmax_Vmax_max_Tdyn_Tmpeak_M200bM200cM2500cM500cM_pe_BehrooziM_pe_DiemerMaccMpeakMpeak_ScaleMvirMvir_allNext_coprogenitor_depthfirst_IDOrig_halo_IDRs_KlypinRvirSnap_idxSpinSpin_BullockT_UTidal_ForceTidal_Force_TdynTidal_IDTime_to_future_mergerTree_root_IDVaccVmax_MpeakVoffVpeakXoffb_to_ab_to_a_500cc_to_ac_to_a_500cdesc_iddesc_piddesc_scaleidmmpnum_progphantompidrsrvmaxsam_Mvirscalescale_of_last_MMupidvmaxvrmsvxvyvzxyzœÄ °rh¡?ÊýE�>¡?lxz¥,Cœ?¸@‚âǘ›?O;ü5Y£Ž?õ¤‹¦“?š±h:;Œ?«ç¤÷�¯�?¿Hh˹‡?Xni5$î‘?£¯ ÍX4}?²ˆ×õ –?(–[Z ‰›?æ³<îΊ?'f½ʉ–?ÁÿV²c#`?"v¦Ðy��?è¤÷�¯=£?f½ʉv…?‰A`åÐ"‹? ‰°áé•’?ÓÙÉà(y•?º1=a‰¤?|'f½Ê©?|›þìGЍ? ‰°áé•¢?¬QÑè¢?¸u7O•?Þ{¸ä¸Sš?82�üÁÀ“? ¢î�Ú¤?aà¹÷pÉ‘?�€&†§—?ΈÒÞà ƒ?t˜//Àž?ƒ†þ .V¤?¥ˆ «x#“?¼á´àEŸ?ÜN ^ôe?èj+ö—Ý“?h–¨©e«?2ZGUD�?Ó–x@™?·(³A&™?ÝÍSr3œ?L«!q�¥¯?/Ý$�ç?šž^)ç?£#¹ü‡ôç? cîZB>æ?D‹lçû©ç?åa¡Ö4ïæ?z6«>Wç?âX·Ñè?^ºI +é?}®¶bÙå?}гYõ¹æ?¬­Ø_vOè?mV}®¶bç?•Ô h"è?ˆôÛ×�sæ?²�ï§ÆKç?‰A`åÐ"ç?гYõ¹Úæ?ßO�—nç?-²�ï§Æë?±Pkšwœæ?§èH.ÿå?Ñ"Ûù~jè?ßÁÿV²Ç?ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿð¿ð¿ð¿ð¿ð¿ð¿ð¿ð¿ð¿ð¿ð¿ð¿ð¿Õ h"lØ@ض(³A&ñ?ð¿ð¿ð¿ €ñ Z!@ð¿ð¿ð¿¹Â»\Äg"@kiݯ9+ׯr+~ ¯ó¹‹ ¯îóH¯×3Ű¯Ü©à¯öÐϰÎİ„C °]yš8°P<˜H°/9é`°µdQh°PЄp°W|Έ°ïÄß�°ª¥µ˜°�.€¨°L‘”аÊ�³ذñ£±Žk›x±…ëQ¸y@\�Âõ(Ðy@ª€@Üy@fffffr{@ö(\�Âm~@ÍÌÌÌÌL{@Ð|@= ×£pO€@�Âõ(\»x@Ãõ(\�.z@ÍÌÌÌÌœz@fffff2x@¤p= ׋z@ö(\� y@Ãõ(\�žz@×£p= 3z@)\�ÂõTz@\�Âõ(ì{@)\�Âõ`|@fffff’y@ÍÌÌÌÌy@R¸…ë%|@…ëQ¸y@\�Âõ(Ðy@ª€@Üy@fffffr{@ö(\�Âm~@ÍÌÌÌÌL{@Ð|@= ×£pO€@�Âõ(\»x@Ãõ(\�.z@ÍÌÌÌÌœz@fffff2x@¤p= ׋z@ö(\� y@Ãõ(\�žz@×£p= 3z@)\�ÂõTz@\�Âõ(ì{@)\�Âõ`|@fffff’y@ÍÌÌÌÌy@R¸…ë%|@…ëQ¸­i@Ãõ(\�‚A@fffff6Y@ö(\�Â5[@áz®Ga+@\�Âõ(Y@€P@…ëQ¸ÎP@…ëQ¸Õe@@q= ×£02@R¸…ë¹e@×£p= WR@\�Âõ(lc@áz®GÑ^@333333M@ÍÌÌÌ̬J@Ãõ(\�Z`@àZ@ö(\�Âýa@®GázŽH@Ãõ(\�f@ö(\�ÂUi@ ?@4 4ÿ–¸_‡_x ?@4 4ÿÀ–¸_‡_x ?@4 4ÿx—¸_‡_x ?@4 4ÿ0˜¸_‡_xSNOD¸X`ÀP�Ð`žØpŸ@蘸_‡_€ ?@4 4ÿ ™¸_‡_x@Xš¸_‡_€ ?@4 4ÿ›¸_‡_xSNOD耠آè£(ø¤ ?@4 4ÿÈ›¸_‡_x ?@4 4ÿ€œ¸_‡_x ?@4 4ÿ�«¸_‡_x…ëQ¸y@\�Âõ(Ðy@ª€@Üy@fffffr{@ö(\�Âm~@ÍÌÌÌÌL{@Ð|@= ×£pO€@�Âõ(\»x@Ãõ(\�.z@ÍÌÌÌÌœz@fffff2x@¤p= ׋z@ö(\� y@Ãõ(\�žz@×£p= 3z@)\�ÂõTz@\�Âõ(ì{@)\�Âõ`|@fffff’y@ÍÌÌÌÌy@R¸…ë%|@Å�1w=D@j¼t“;@çoB!@*Æù›p@"Žuq}3@ÛŠýe÷$6@ŒJê4‘8@ö(\�ÂÕ2@ª‚QI�ÈD@Þ Š_$@‰Íǵ¡"@[±¿ìžl2@¼oG@À[ Añ-@ ^×/ØM @2U0*©c@@åÐ"Ûùî5@¥N@as?@F”ö_h4@2U0*©£G@‰A`åÐÂ:@vÛ…æ:�!@âX·)I@Ø Ûe6ç?ÔŸýHØ?mÊÞå"á?n4€·@‚ã?d¯w¼×?Kê46í?K$ÑË(–ç?Cëâ6ê?46<½Þ?8l[”Ù ß?Ô²µ¾HhÝ?]§‘–ÊÛã?� ܺ›§á?”0Óö¯¬ä?Üܘž°Äã?m‹2d’ã?²F=D£;Þ?ŠŽäòÒÛ?ØG§®|–ã?yÌ@eüûà?@û‘"2¬Þ?ñh㈵øÚ?ʉvRÐ?ö#EdXã?„õóåÛ?o|í™%Ü?)a¦í_Yß?ÈÒ‡.¨oÑ?�1w-!è?~!<Ú8à?¦ F%ué?!“Œœ…=Ù??ÆÜµà?Š“ûŠß?J +‡Ý?=f 2þ}ä?‰µøãä?Ãdª`TRê?¾³^ åå? ú'¸Xß?5˜†á#bÔ?¾5°U‚Åã?Ô·Ì鲘Ú?#„GGÞ?¥½Á&×?Ç):’ËÒ?[B>èÙ¬à?Ï÷S㥛Ò?ÅÄæãÚPÙ?=òϽÛ?mQfƒL2Ò? <÷.9á?aO;ü5YÛ?Y£¢ÑÞ?äNé`ýŸ×?gÐÐ?ÁÅÖ?Æ‚”Ú?E» )?©Ø?ãßg\8Ø?íÓñ˜�Êã?]Pß2§ËÞ?Žî v¦ÐÛ?Z/†r¢]Õ?ËÛN ^Ð? pUjà?µ¡bœ¿ Ý?Ü�µÛ.Ô?‡Šqþ&Ú?Ú¬ú\mÅÆ?U¤ÂØB�Û?¼:Ç€ìõÐ?úòì£SÓ?Ó–x@ÙÖ?HÜcéCÐ?.ÅUeßá?ÿ&"àØ?õÖÀV Û?¿·éÏ~Ð? ˜£ÇïmÔ?©Ÿ7©0Ú?ª+ŸåypÓ?¡‡P¥Ø?+ö—Ý“‡â?K$ÑË(–â?ÁV ‡3Ý?Ø*ÁâpæÕ? ïU+~É?m­/ÚrÞ? �ר%ªÓ?!<Ú8b-Ô?¤‹¦³Õ?ÄÎ:¯±Ë?5â+¯Ù;)¯º" ¯ng' ¯Gg%H¯tï)°¯ *à¯/+°EA&°Lg. °)8°.]'H°~é&`°ãä.h°'~.p°Há%ˆ°ê (�°Ö'˜°5�&¨°½¯&а= %ذe(±óí&x±ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?$(~Œ¹kÁ?#¯¯³Å¯ƒ¾ ¯Ð‰ ¯nêH¯¹C°¯]yà¯$'°òš°jX °7ª8°d}H°Ø`°x¡h°ó=p°óSˆ°åÖ�°�ʰÀû¨°ÿаJÎذ3αg"x± ?@4 4ÿH¬¸_‡_xSNOD8¦@`¨Pp©X€ª ?@4 4ÿ­¸_‡_x ?@4 4ÿ¸­¸_‡_x ?@4 4ÿp®¸_‡_x ?@4 4ÿ(¯¸_‡_xSNOD`�³hèµpø¶€¸@௸_‡_€@˜°¸_‡_€ ?@4 4ÿP±¸_‡_x@²¸_‡_€SNODˆ¹˜p» €¼°�½@À²¸_‡_€@ø_‡_€   ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ;ßO�—]@D‹lçûaV@Ûù~j¼d@@L7‰A`ÅL@-²�ïL@¤p= ×SN@Zd;ßOõS@‡ÙÎ÷3>@q= ×£°R@V-²¥Q@Ï÷Sã¥ûH@+‡ÙþA@åÐ"ÛùfX@ìQ¸…J@h‘í|?¥Z@mçû©ñ²M@\�Âõ(H@1¬Z<\@“V]L@h‘í|?å@@²�ï§ÆcR@ßO�—nQ@`@ƒÀÊ¡¥f@Ñ"Ûù~6g@!°rh‘½_@øS㥛”e@Ï÷S㥇c@mçû©ñºg@Ñ"Ûù~e@j¼t“8_@R¸…ë±d@mçû©ñbi@j¼t“Èe@¤p= ×Ï`@ÙÎ÷Ski@-²�ï¿b@�•C‹l«i@èû©ñÒµi@J +‡Îf@-²�ïkh@Ôxé&1ài@ÙÎ÷Sãua@¤p= ×/i@33333�g@A`åÐ"+o@ø\6_pBØmÎ…pBàDw›xBÐ8¬cnB(CÚ¸uB(ª `wB¸)2FyB¨A™qB`‚#~BøvMpBèÜ=ªqB°þ�"nB˜ã†õkBX¤Œ¬pBØ™zópB˜S!7qBHV‹ qBpÆ[mnB˜JæpB˜[ÐfqBpk…ºqBxÉYJpB8ÎzB½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?½ãÉå¿?l ù g³º?Ù=yX¨5½?vi©¼±?vi©¼±?Ù=yX¨5½?VŸ«­Ø_¶?ŠT[r¸?Ù=yX¨5½?‡P¥f´²?VŸ«­Ø_¶?Ù=yX¨5½?½ãÉå¿?×i¤¥òv´?vi©¼±?vi©¼±?vi©¼±?l ù g³º?×i¤¥òv´?ŠT[r¸?l ù g³º?½ãÉå¿?½ãÉå¿?ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ…ëQ¸y@\�Âõ(Ðy@ª€@Üy@fffffr{@ö(\�Âm~@ÍÌÌÌÌL{@Ð|@= ×£pO€@�Âõ(\»x@Ãõ(\�.z@ÍÌÌÌÌœz@fffff2x@¤p= ׋z@ö(\� y@Ãõ(\�žz@×£p= 3z@)\�ÂõTz@\�Âõ(ì{@)\�Âõ`|@fffff’y@ÍÌÌÌÌy@R¸…ë%|@×£p= |@Ház®ï{@Ház®5‚@t{@fffffB~@…ëQ¸¼€@33333³~@¤p= ×§€@®Gázˆ‚@Ãõ(\�rz@®Gáz„}@�Âõ(\û}@q= ×£Ìz@¤p= ×ç}@áz®G9z@…ëQ¸=~@\�Âõ(„}@…ëQ¸%|@¸…ëQ¤~@�Âõ(\Ý€@Ãõ(\�n|@®Gáz|{@È@@Ðø_‡_€@ˆÄ¸_‡_€SNODÀ ¾ÈøÀÐÂàË ?@4 4ÿ@Ÿ_‡_x ?@4 4ÿøÅ¸_‡_x ?@4 4ÿ°Æ¸_‡_x ?@4 4ÿhǸ_‡_xSNODè(Ìð€Îø�Ï Ð ?@4 4ÿ ȸ_‡_x@ØÈ¸_‡_€ ?@4 4ÿ�ɸ_‡_x ?@4 4ÿHʸ_‡_xSNOD°ÑÔ0Õ8(Ö ?@4 4ÿ Ú¸_‡_x33333Ãb@…ëQ¸&lÀ¤p= ×£3À¸…ëQ\@…ëQ¸À×£p= W&@)\�Âõ˜qÀ�Âõ(\OW@¤p= ׳g@ ×£p=Ê5@ìQ¸…+ZÀHáz®‡UÀš™™™™ c@Ãõ(\�Â@×£p= ÇsÀÍÌÌÌÌŒPÀ…ëQ¸e_@�Âõ(\�@×£p= Oa@�Âõ(\¯XÀ{®Gá^rÀÀfffffRwÀ{®GáJ^@…ëQ¸…aÀ�Âõ(\»r@\�Âõ(|V@…ëQ¸Qr@š™™™™ÙV@ìQ¸…;\Àq= ×£˜dÀ)\�Âõ( À\�Âõ(l_@®Gáz.1@)\�ÂõØk@×£p= 3xÀ333333J@q= ×£�FÀHáz®Ç2ÀR¸…ëÑU@Ház®gB@Ház®³tÀÍÌÌÌÌ$tÀHáz®Ç;À®Gáz®pÀHáz®qÀ33333óT@333333U@�Âõ(\§lÀ)\�Âõ(I@®Gáz,À ×£p=êc@ö(\�ÂeYÀ…ëQ¸…:ÀHáz®·h@ÍÌÌÌÌlJ@P]@…ëQ¸õ[@0VÀ¤p= ×ÓW@ÍÌÌÌÌŒ^À…ëQ¸>@@ÍÌÌÌÌ,NÀHáz®j@g@Ház®g\@…ëQ¸…U@¸…ëQÈf@= ×£p½L@fffff9—@áz®GÒ–@\�Âõ(ì•@…ëQ¸P—@¸…ëQã•@)\�ÂõÙ–@Ãõ(\�ã–@®Gáz^—@®GázJ–@Ház®ä–@ö(\�ÂP—@¤p= ×þ–@¸…ëQ–@…ëQ¸Ù–@¤p= ׸–@Ház®–@R¸…ë_–@33333Þ–@\�Âõ(¯–@\�Âõ(¼–@fffffW–@…ëQ¸ä•@®GázЖ@-²�ïÿH@ðÜ{¸äø@±á镲lL@-CëâK@ßO�—nÂ8@,h@Zd;ßÏi@Év¾Ÿ+d@V-²}^@¼t“Ö_@Å °rhMb@V-fj@¶óýÔxŸq@ð§ÆK7ño@/Ý$�Yi@/Ý$�q@Å °rh'r@ìQ¸…�r@Õxé&1dk@%�•Cp@ð§ÆK7éj@ƒÀÊ¡ýw@�Âõ(\/v@ßO�—n`@oƒÀÊae@NbX96z@´Èv¾Ÿr{@R¸…ë¼�@²�ï§Æ1q@¼t“´Š@)\�ÂõQ“@×£p= #“@)\�ÂõDš@¸…ëQçž@oƒÀÊ)Z@V-²�w{@ü©ñÒM¥�@“V’…@X9´ÈtŽ@ ×£p=&‘@…ëQ¸2‘@Ãõ(\�s•@q= ×£R�@š™™™™÷ž@h‘í|?á€@)\�Âõ ž@ ?@4 4ÿXÛ¸_‡_x ?@4 4ÿܸ_‡_x ?@4 4ÿÈܸ_‡_xSNOD@8×H�ÙP âX°ã`Àähçp(è ?@4 4ÿ€Ý¸_‡_x ?@4 4ÿ8Þ¸_‡_x