‰HDF  ÿÿÿÿÿÿÿÿ8Áÿÿÿÿÿÿÿÿ`ˆ¨  ˜TREEÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ`1(DhðJ°xPøV88]xÀjÈHpÐu0X{`hY¨�‰Ø�( œX(¢€°§°8­àÀ²H¸8нpHEAP€xЈ¨ 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@²# H h5py_version¸ @input_catalog_typeConsistent Trees Hinput_filedatestamp ?@4 4ÿ.��×A Pinput_filename'All100.hdf5/hlist_00000008_0.07994.list  ?@4 4ÿ¸6HC_xSNODP0¨2 ¸3(È4  ?@4 4ÿ7HC_x  ?@4 4ÿH7HC_x  ?@4 4ÿ�7HC_xƒ»³vÛ¥À&ª·¶ê@¿}8gÔ1@`vO4@§èH.�4@ýE�>ñ@-²�阮&@äNé`ýŸ@ÎQÚ&@Š“ûŠbÀÅ °rhQ@tµûË-@Ú¬ú\mE-@ÊTÁ¨¤/@áÑÆk‘#@·(³A&ù@kñ)Æ“@¥,Cë&@èeË-­æ¿-!ôlÆ2@…_êçM@Oé`ýŸÃ @P�—nC3@–x@Ùý?}гYõÙ/ÀóŽSt$G1@»' µf0@Ù”+¼ËEÀ¿X9´È–,@FB[Î¥¸@ÁâpæWc!@6«>W[ñ0@$(~Œ¹K@z6«>W«1@KY†8Ö%+@Ñ"Ûù~J-@)\�Âõ1@ µ¦yÇé0@]Pß27 @ÎSr3œ@ˆ…ZÓ¼C$ÀŒÛho!2@Ñ‘\þCú2@g �רe"@QN´«�òÀ6«>W[A0@2w-!(@»aÛ¢ @[±¿ìžü@‹¦³“aÀ!°rh‘­-@Uö]üO À¿šst@OXâeóÀˆ@è>*s>ÒWýòoÐ>ßБ¿wÀ">*è¦s½">/#ñ®Z‚%>{å9îy7>d=ƒòe(,>ˆ@è>*s>�®Ÿmÿ­>橃�\í!>;ÓÙÞHá>xuÖáÄ@Ô½iyÒõ¸>9à."O³>…›ÉjZ9>`Ø9—è&$>úÎ"e!û=š±‡ö>È™@fffffJˆ@33333C�@˜†@°�@Ì“@`�@33333S‹@\�@È™@¸Ž@€‹@ÍÌÌÌÌP†@ì�@°�@“@,Œ@\�@È™@333333†@š™™™™Õ�@33333¯†@33333÷Ž@”�@š™™™™9�@ÍÌÌÌÌ ‹@\�@È™@”‘@HŠ@ †@¬‘@B¢@T•@š™™™™ÁŒ@\�@È™@”‘@HŠ@ †@¬‘@B¢@T•@š™™™™ÁŒ@\�@×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´? Ä<x:£#ÐÅ�(éÈMÊ)ÈÝÕ�=#@áP`÷"x¬›<xÏ^#Ð+¯(ÀhÈM�)È/y #@Õ`ÆÍ!x¯û5EB >BWW9B$!?B€¨v7@Bµ'Ò9B‹9P=B_£@È?PØ@hèA  ?@4 4ÿ@9HC_x  ?@4 4ÿˆ9HC_x  ?@4 4ÿÐ9HC_x  ?@4 4ÿè<HC_x  ?@4 4ÿ:HC_xSNOD€øB�PE `F°pG  ?@4 4ÿ`:HC_x @¨:HC_€ @ð:HC_€  ?@4 4ÿ8;HC_xSNODÀàIÐ8LàHMøXN  ?@4 4ÿ€;HC_x  ?@4 4ÿÈ;HC_x @<HC_€  ?@4 4ÿX<HC_xSNODhOÀQ(ÐR8àS  ?@4 4ÿ <HC_x  ?@4 4ÿ@gHC_xSNOD€Hz� | °}¨À~  ?@4 4ÿ0=HC_x  ?@4 4ÿx=HC_xSNODPðT`HWp€Hx[ @À=HC_€ @>HC_€  ?@4 4ÿP>HC_x  ?@4 4ÿÀbHC_x€æ>ðDB€Ùª£;BÌ6a>B€³p8B6÷Â>B€Øc$@B€³«8B€¨´ðDBsÿ�;BÌ6a>B€³p8B6÷Â>B€Øc$@B€³«8B€¨´BÈÙ“@BÊİ5B¼$=9B€tÒ:BŸp¥#B½=B 0‘;B€8L%7B£s/BÜxr0BÕã�:B¯Ü+;B€uÍ^0B¯û5EB >BWW9B$!?B€¨v7@Bµ'Ò9B‹9P=B_£BWW9B$!?B€¨v7@Bµ'Ò9B‹9P=B_£BWW9B$!?B€¨v7@Bµ'Ò9B‹9P=B_£B„ˆ 9B€ $?BÀóÂ7@B[ÅÏ9B‹9P=B´ü @à-� ø19@—�z6[3@XÊ2ıþ0@)\�Âõ*@RI�€&’;@+‡Ù>8@ÿ²{ò°0@+‡Ùºa@9´Èv¾÷^@ÇK7‰Að_@Õxé&1È]@ƒÀÊ¡ý_@X9´È6`@°rh‘í ^@ ×£p=Z_@33333_@@@@@@@@@@’LàÖ�?€C¨R³š?B•š=�?S®ð.ñ�?J +‡‰?Ôe1±ù¸–?¹nÀ燡?$EdXÅ™?M‰$zÅ’?‡P¥f”?To l•`¡?ìõî�÷ª•?øNÌz1”£?U5AÔ}’?a«‹Ã™Ÿ?9Ñ®BÊOª?eª`TR' ?xEð¿•ì˜?7‰A`åÐè?ŒJê4æ?‘~û:pæ?ŸÍªÏÕVæ?lxz¥,Cè?ÓÞà “©è?Ãõ(\�Âç?ŠŽäòÒå?Ûù~j¼tç?È“¤k&ßä?ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿð¿ð¿ì‹„¶œKô?ð¿ð¿ð¿ð¿ð¿ð¿"2Íx^‹ëÐ Øß(%HMÈB�XÈV…Љ‡¨@<®`æÎ�xR¸…ë9t@×£p= ·m@®Gáz~o@@n@Ház®×p@�Âõ(\r@�Âõ(\m@¸…ëQo@33333wp@R¸…ë9t@×£p= ·m@®Gáz~o@@n@Ház®×p@�Âõ(\r@�Âõ(\m@¸…ëQo@33333wp@ìQ¸…ë2@3333332@33333ó3@\�Âõ(;@�Âõ(\¯A@ö(\�ÂD@áz®G�Q@®Gázî6@ffffff7@R¸…ë9t@×£p= ·m@R¸…ëÁo@@n@Ház®×p@�Âõ(\r@�Âõ(\m@¸…ëQo@33333wp@SNOD€(\ˆ€^¨�_È `  ?@4 4ÿcHC_x  ?@4 4ÿPcHC_x  ?@4 4ÿ˜cHC_x  ?@4 4ÿàcHC_xSNODè°aðløm(n  ?@4 4ÿ(dHC_x  ?@4 4ÿpdHC_x  ?@4 4ÿ¸dHC_x  ?@4 4ÿeHC_xSNOD8o�q( r0°s  ?@4 4ÿHeHC_x  ?@4 4ÿ�eHC_x @ØeHC_€ @ fHC_€SNOD8ÀtHwP(x`8y  ?@4 4ÿhfHC_x  ?@4 4ÿ°fHC_x  ?@4 4ÿøfHC_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_MMupidvmaxvrmsvxvyvzxyz  ?@4 4ÿˆgHC_x  ?@4 4ÿÐgHC_x  ?@4 4ÿhHC_x  ?@4 4ÿ`hHC_xSNOD¸XXÀP…Ð`†Øp‡ @¨hHC_€  ?@4 4ÿðhHC_x @8iHC_€  ?@4 4ÿ€iHC_xSNOD耈؊è‹(øŒ  ?@4 4ÿÈiHC_x  ?@4 4ÿjHC_x  ?@4 4ÿXjHC_x  ?@4 4ÿ ”HC_xñôJY†x@7ŽX‹O @:—⪲ï @]ætYL¬ @?Ëóàîl @á—úySÑ#@óÒo_÷1@ ¿ÔÏ›ª@6å ïrq@!YÀné?¨R³Z�à?¡ø1æ®%â?ú–9]Ý?�>‘'Iר?¾·éÏ~¤ì?HÄ”H¢—å?œKqUÙwì?½©H…±…á?±U‚ÅáÌç?OXâeSá?�•C‹lß?ˆ£�#Þ?¹ÇÒ‡.¨Ù?Ó–x@Ùç?:]›�â?M¾ÙæÆôé?NbX9´Þ?½á´àEà?×£p= ×Û?X9´ÈvÞ?ò{›þìGÖ?ÂQòêÐ?Ôšæ§èÞ?5µl­/á?Ã/õó¦"á?fN—ÅÄæà?(ƒ£äÕ9Þ?½ËE|'fß? �ר%ªÛ?gaO;ü5Ó?°rh‘í|Ç?¥¥òv„ÓÚ?Z*oG8-Ø?èñ{›þìÝ?d#¯ëÜ?f«x#FÐ(Þ>ÈgšÈX:?É@Ð`üÃxÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿVŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?û›x_ßÐtÈ(«ØÈÙþÈêØ©@R¬`x¨xÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ;ßO�—n@ìQ¸…;@@;ßO�—Î9@9´Èv¾9@“Vm+@˜nƒÀJ'@33333S?@žï§ÆK;@/Ý$Á,@Ñ"Ûù~jO@Ôxé&1U@“V-V@°rh‘í Q@¬Zd;¿S@óýÔxévH@+‡Ù^S@`åÐ"Û©Q@@5^ºIJ@ >’rEB€Ò­8BÀÝ“5;B€}˜Ü>B@ÏÐÍ?B×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?‡P¥f´²?vi©¼±?vi©¼±?vi©¼±?vi©¼±?vi©¼±?×i¤¥òv´?vi©¼±?‡P¥f´²?ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿR¸…ë9t@×£p= ·m@®Gáz~o@@n@Ház®×p@�Âõ(\r@�Âõ(\m@¸…ëQo@33333wp@×£p= Ûv@Ház®Cp@= ×£p q@®Gáz&p@áz®G�r@ìQ¸…t@\�Âõ(p@×£p= §p@r@{®GázE@ ×£p=JYÀÍÌÌÌÌÌÀ\�Âõ(\\ÀÍÌÌÌÌÌbÀÀ= ×£pz@áz®G±mÀ¸…ëQˆiÀáz®G1TÀR¸…ë1VÀ{®GášM@)\�ÂõPpÀq= ×£€XÀ33333CW@33333SNÀš™™™™QpÀ®GázTDÀ\�Âõ(ÄlÀÍÌÌÌ̬JÀ¸…ëQ¨P@{®Gá6p@Ãõ(\�Â@®Gáz´kÀÍÌÌÌÌÌì¿ ×£p=jCÀR¸…ë1Z@= ×£p5Y@áz®Guf@Ë¡E¶óIe@V-²�Ÿc@j¼t“pi@Ház®h@ö(\�Â5c@h‘í|?ea@oƒÀÊ™b@š™™™™“@R¸…ë•@ÍÌÌÌÌZ•@ ×£p="—@{®Gá6—@\�Âõ(И@R¸…놘@ ×£p=¤˜@ÍÌÌÌÌ>˜@Ház®³—@#Ûù~jâ…@\�Âõ(ôš@\�Âõ(„š@)\�ÂõO›@ÁÊ¡E¶¡}@û’@ÍÌÌÌÌš@Ház®¸�@SNOD8Ž@`�Pp‘X€’  ?@4 4ÿè”HC_x  ?@4 4ÿ0•HC_x  ?@4 4ÿx•HC_x  ?@4 4ÿÀ•HC_xSNOD`�“hè�pøž€  @–HC_€ @P–HC_€  ?@4 4ÿ˜–HC_x @à–HC_€SNODˆ¡˜p£ €¤°�¥ @(—HC_€ @p—HC_€ @¸—HC_€ @˜HC_€SNODÀ ¦Èø¨Ðªà«  ?@4 4ÿH˜HC_x  ?@4 4ÿ�˜HC_x  ?@4 4ÿؘHC_x  ?@4 4ÿ ™HC_xSNODè(¬ð€®ø�¯ °  ?@4 4ÿh™HC_x @°™HC_€  ?@4 4ÿø™HC_x  ?@4 4ÿ@šHC_xSNOD°±´0µ8(¶  ?@4 4ÿˆšHC_x  ?@4 4ÿКHC_x  ?@4 4ÿ›HC_x  ?@4 4ÿ`›HC_xSNOD@8·H�¹P ºX°»`À¼h¿p(À  ?@4 4ÿ¨›HC_x  ?@4 4ÿð›HC_x