‰HDF  ÿÿÿÿÿÿÿÿ8Éÿÿÿÿÿÿÿÿ`ˆ¨  ˜TREEÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ`1(DhðJ°xPøV88]xÀjÈHpÐu0X{`hY¨�‰Ø—( œX(¢€°§°8­àÀ²HÀ8ÐÅpHEAP€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@Ia H h5py_version¸ @input_catalog_typeConsistent Trees Hinput_filedatestamp ?@4 4ÿÀC��×A Pinput_filename'All100.hdf5/hlist_00000025_0.07994.list  ?@4 4ÿ¸6P)C_xSNODP0¨2 ¸3(È4  ?@4 4ÿ7P)C_x  ?@4 4ÿX7P)C_x  ?@4 4ÿ¨7P)C_x7‰A`åð2@sh‘í|¯#@»¸�ðö&ÀÍ@eüûLÀ$(~Œ¹Ë/@a2U0*¹2@Ú¬ú\må&@ pUj À× m9÷@êxÌ@eüÀ·ÑÞI1@ãkÏ,I@sôøÀQèy’㿃ÀÊ¡E6(@ +‡™+@•Ù “ŒÜ@ÒûÆ×žÙ@¸XQƒiØ@ñ ú'¸ë¿åypwÖîý?gÕçj+ö*ÀǺ¸��@‰A`åÐâ4@xz¥,C¬5@jjÙZ_¤@ËǺ¸ &@bœ¿ …(À¥,Cë¢/À¤ü¤Ú§@-²�ï§Æø?0»' •$À£Xni5d@@¤ß¾L3@Zd;ßO�2@†þ .VT@‚âǘ»)@t€`Ž?ö? cîZBî1Àí�V`Èj@ƒÀÊ¡…-@ÊÃB­i2@ *@åD» )ÀŽðH'ÀM„ O¯ÔÀ£ª ¢î@°çŒ(Í2@õJY†8†=@˜nƒÀº8@‘z6«ž*@ÊÃB­iž'@]ÄwbÖ+#@¤k&ßl3Àœ¼è+èÀ?ÁÅŠLÀ÷Hmâä@†§WÊ‚0@ÙÎ÷Só>@� ø1æ.0@â®58}q3>Z€Eq÷>}ƒªË5B>㧈!�ò%>9°‡ÕdÃ0>CJs?uÖ">+ÚLFÅ>¶W‰”pO/>“«(npŠ>7¼¡x¥÷½ØJÎl^>I=”f§/>iyÒõ¸#>¬ ô=#>$š@š™™™™­‡@fffff¾Œ@¬Ÿ@„Ž@“@œ@æ @Œ�@•@n¡@33333‰@fffffªŠ@¬Ÿ@8�@¬™@œ@æ @–@•@P—@ÍÌÌÌÌ8‡@fffffj�@¬Ÿ@ðŽ@ü�@œ@æ @š™™™™��@•@p¤@fffff Š@33333;‰@¬Ÿ@33333SŒ@4ž@œ@æ @à™@•@p¤@fffff Š@33333;‰@¬Ÿ@33333SŒ@4ž@œ@æ @à™@•@×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?:UÀ> t'H?x`?³¡h?…&'H?/`?¯>h?=;r¨?œ°?¯1¸?wU ð?éc@²D?€@-ˆ§FBú819Be2ë=B.b=BÕã�:B€ DU@BžÌ:Bã¾\?Bg–t?B 0‘;B×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?×i¤¥òv´?{®Gá’s@R¸…ëál@ ×£p=Šn@{®Gáp@= ×£pmn@q= ×£0q@…ëQ¸Ep@×£p= 'p@q= ×£p@ìQ¸…‹l@Á½À>+ÉH?<Ø`?ôºh?×ð¨?ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ…Í€@|ò°PkŠL@<ßO�—P@®Gáz4O@ÓMbX9K@�•C‹l×J@{®Gá‚J@O�—n“F@j¼t“4M@d;ßO�çN@= ×£pýP@‡P¥f´²?vi©¼±?vi©¼±?×i¤¥òv´?vi©¼±?‡P¥f´²?×i¤¥òv´?×i¤¥òv´?‡P¥f´²?‡P¥f´²?@Ï#ÂàÙ’÷ÁVàA€ÆY¾A këÁ°ßÞA =!ÅAü®Âp�BФßÁ€ àÞA,©±ôÁhÅøõAØŸ| ÂЍóÁÿòAÀ‰°ÙÁ(•cöÁ Îè B€(—ïÁ¤6¸BàÇ×ÁðÝ�ÕÁ&×wÂè!ÐëÁ°ÁïA!âÙÁ¨Ñ™Âø) óÁXcFìÁ  ?@4 4ÿø7P)C_x  ?@4 4ÿH8P)C_x  ?@4 4ÿ˜8P)C_x  ?@4 4ÿè8P)C_x  ?@4 4ÿ89P)C_xSNOD8¸>@È?PØ@hèA  ?@4 4ÿˆ9P)C_x  ?@4 4ÿØ9P)C_x  ?@4 4ÿ(:P)C_x  ?@4 4ÿ˜=P)C_x  ?@4 4ÿx:P)C_xSNOD€øB�PE `F°pG  ?@4 4ÿÈ:P)C_x @;P)C_€ @h;P)C_€  ?@4 4ÿ¸;P)C_xSNODÀàIÐ8LàHMøXN  ?@4 4ÿ<P)C_x  ?@4 4ÿX<P)C_x @¨<P)C_€  ?@4 4ÿø<P)C_xSNODhOÀQ(ÐR8àS  ?@4 4ÿH=P)C_x  ?@4 4ÿ€eP)C_xSNOD€Hz� | °}¨À~  ?@4 4ÿè=P)C_x  ?@4 4ÿ8>P)C_xSNODPðT`HWp€Hx[ @�_P)C_€…WÀ>‡&'H?1`?¯>h??;r¨?œ°?¯1¸?wU ð?ëc@³D?€@…WÀ>‡&'H?2`?¯>h?A;r¨?œ°?¯1¸?wU ð?ëc@³D?€@™*•Ô Ò?š™™™™™±?xî=\rܱ?=¸;k·]Ä?´Èv¾ŸÏ?³Ò¤t{Á?ÞY»íBsµ?@èSFB€ã ˜8B€‡$=B€MQ�B€õ‡>B€ô¼9B@èSFB€ã ˜8B€‡$=Bç¥yB€õ‡>B€ô¼9B@Ah¦*B´ü  B»WÁBÐBÑ(B€Ü$BHÓË#B=RãBº5Í BÔ,âB€‡ÎòCB/Í&.B€êd¸3B"O6BÀJç¤3BÀãÕž9B(M{4B¦!Õ7B€¢ ‡7B€/Þ ,BEï˜IB*u5BÃ!¨8Bõï9B€’®'7B` Ô@B”¹N8B‘„ö;B+;B€v`7B@E+Ï6B¡âUh?B;r¨?ÿÿÿÿÿÿÿÿ°1¸?xU ð?ìc@ÿÿÿÿÿÿÿÿ¼ðHPfA!Xš#X–ºfNˆIìWó^g £XAtYV}®¶b2@Ë¡E¶óí:@w-!ôÜ<@®GázÔ3@–² q¬[5@ÓMbX¹1@b¡Ö4ï8,@>èÙ¬úì5@EGrùi6@46<½G@Ý$�•b@-²�ïÏ]@Å °rh‘_@þÔxé&a_@+‡ÙÎW^@¸…ëQ@`@ìQ¸…#^@ÍÌÌÌÌ`@ã¥›Ä `@Év¾Ÿ·^@@@@@@@@@@@ƒÀÊ¡E–? 3mÿÊJ“?ÜN ^ô…?Êõ�î ?�X‹O0Ž?ëÿæË �?¡g³êsµu?d’‘³°§?ƒú–9]s?ZØÓM†?KY†8ÖÅ�?«ÏÕVì/›?’Wç�½Ž?tòR°H?;ƒ&`?L>h?ßì¨?ÚŒn°?jR¸?s÷€ð?�T½@¦òì€@{®Gá’s@R¸…ëál@ ×£p=Šn@{®Gáp@= ×£pmn@q= ×£0q@…ëQ¸Ep@×£p= 'p@q= ×£p@ìQ¸…‹l@{®Gá’s@R¸…ëál@ ×£p=Šn@{®Gáp@= ×£pmn@q= ×£0q@…ëQ¸Ep@×£p= 'p@q= ×£p@ìQ¸…‹l@q= ×£°O@ö(\�Âu4@…ëQ¸ž;@…ëQ¸åL@)\�Âõ(@®GázN7@š™™™™Y=@{®GáB@\�Âõ(œE@{®GázB@{®Gá’s@R¸…ëál@ ×£p=Âo@{®Gáp@= ×£pmn@q= ×£0q@…ëQ¸Ep@×£p= 'p@q= ×£p@ìQ¸…‹l@ñ�˜õ@3mÿÊJS@Y·Ñž0@›UŸ«­87@½R–!Ž5-@ö(\� @Ñ"Ûù~Ê(@ÌH¿}=/@,Ôšæ×C@§èH..@;Sè¼Æà?z6«>W[Õ?õJY†8Öà?C�ƒfÚã?;Xÿç0_Ú?^×/Ø ÛÞ?~©Ÿ7©é?燣�ì?]ù,σ»Õ?F”ö_˜Ô?£#¹ü‡ôÙ? åD» )Û?)ËǺ¸ß?‹¦³“ÁÝ?g~5Ø?šž^)ß?]Š«Ê¾+í?×/Ø Ûï?ëâ6À[¸?§/ú ÒÚ?ÅZ| €ñÙ?éCÔ·ÌÓ?Ãõ(\�ÂÛ?|,}è‚úØ?šBç5v‰Ò?w¹ˆïĬÖ?fÚþ••à? .VÔ`ä?Zd;ßO�Ë?×*ÁâpæÏ?)\�Âõ(Ñ?Ñõ-sºÔ?ŸF�Ú?hUMuÏ?$bJ$ÑËÄ?øü0BxÖ?Zd;ßOã?Á=~oÓà?eª`TR'°?ˆ¿&kÔCÔ?àýÀ>{H?}>`?Üöh?>r¨?f’°?‡¸?çïð?YØ@Y €@ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿVŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?VŸ«­Ø_¶?Á½À>+ÉH?<Ø`?ôºh?×ð¨?í”°?%�¸?˺ð?†°@…Í€@ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ–C‹lç4@ü©ñÒMbC@ßO�—nBB@u“VN?@Ház®ç5@V-27@ð§ÆK7I(@®GázN6@´Èv¾ŸB@¼t“T@Ë¡E¶óAR@î|?5^ºW@òÒMbàP@Ê¡E¶ómN@ÆK7‰A O@/Ý$�5Q@òÒMb¸F@NbX9ŒT@D‹lçû1S@ï§ÆK7‰^@-ˆ§FBÀj{:BÀß-->B.b=B€F'ñ;B€ DU@BžÌ:Bã¾\?BÀ¬„T>B@�ûÚÀq= ×£a@ö(\�Â¥e@…ëQ¸Î^ÀHáz®Ç5ÀHáz®gQÀö(\�ÂZ@®GáztH@š™™™™9k@R¸…ë±PÀìQ¸… K@Ãõ(\�šbÀHáz®Ç8ÀR¸…ë!]@¸…ëQX@®GázžZÀfffffvnÀ333333FÀ{®Gáº6@ö(\�µ]ÀÃõ(\�Y@°rh‘íЀ@h‘í|?n‚@…ëQ¸`�@žï§ÆKÙ€@²�ï§ÆL‚@ð§ÆK7ó@¬Zd€@˜nƒÀÅ�@ìQ¸… �@R¸…ë<�@ºk ù @@áz®GA\@?5^ºIŒe@-²�ï;g@T㥛Ä4a@ã¥›Ä $b@P�—n³]@j¼t“–p@åÐ"ÛùRk@ +‡³v@ÓMbX˜Š@R¸…ëÛ€@‘í|?5Š@+‡Ù‚Œ@ÍÌÌÌÌ_›@…ëQ¸0�@ö(\�‹ž@5^ºI h„@%�•C˜Ž@/Ý$ey@  ?@4 4ÿˆ·P)C_xSNOD°±´0µ8(¶  ?@4 4ÿØ·P)C_x  ?@4 4ÿ(¸P)C_x  ?@4 4ÿx¸P)C_x  ?@4 4ÿȸP)C_xSNOD@8¿H�ÁP ÂX°Ã`ÀÄhÇp(È  ?@4 4ÿ¹P)C_x  ?@4 4ÿh¹P)C_x