MegaVol31UUUUU@]kl@              -DT!?@@-DT!?@@?  ??{BB@?333333?z$'?333333?@@@????{BB@      3DWing !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      3DWing !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~$I$@շdl@$I$@շdl@$I$@շdl@$I$@շdl@$I$@շdl@MegaCad23??7@UUUUU@]kl@?7@UUUUU@]kl@???7@UUUUU@]kl@I?h?;f?h}+Ԛ ?f}+?VUUUUU?78VUUUUU?7@`]RjyO@ t@ ?? BX<<@zw3P?91g;Vl(?? ;BB??Qck@B~@?ACIS BinaryFilelMegaCAD 2010 3D ACIS 19.0.3 NTThu Sep 02 06:41:46 2010?ư>|= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  wsm/rKJ?jqَ?0?|<|4<? ?@ ftreemeg attrib  4= face       loop    plane surface  89>.r*M~jqَ?0?|<|4ȡ<  loop     coedge     ftreemeg attrib  4= face       loop    cone surface  @wsm/rKJ?j@mَ?0?|<|4<? ?@  coedge       coedge       coedge       edge   N!8@   unknown ftreemeg attrib  4= face  ! 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T 1  coedge  B 2 I U "  coedge  2 A V W "  coedge  V I 2 D 7  edge  X@ YW[2@ C Z unknown  vertex  3 [ellipse curve   99>.r)M~j@mَ0ᅩ||4<?  point  6qΩ<4j@ loop  \ ] +  coedge  C V A U 7 ftreemeg attrib  94= face ^ _  `  loop  a 9 cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  <!4= face b c d  e  loop  f < plane surface  Гf~`@??  loop  g .  coedge  S S ] h =  edge  i i-DT!@ @ j unknown  edge  k8@ X@ I l unknown  coedge  I C B W 7  edge  YW[2@ k6oD!>@ V m unknown  vertex  U n vertex  D ointcurve curve   surfintcur nubs!2 ?2 ?%X@2 @k2"@RV@o9=.@@C@2"@e @X"@Jt#@<=.%@.f&@x!(@g\)@V;+@DX Ѡ,@3u2".@[E/@xLg0@gS1@VY2@2@lKt3@3(QW4@<=.5@Q 5@?.f6@zZ7@h!8@vO.t^2&4(znn@vO.t^2&Cen@t&7sn@ tn&a3n@f#t|"&| Un@Htj/_&V]n@yԣqtwhL&`n@,QCtɒǫ&&8n@>5ytISz&ġn@6@(t+[&{U=n@摜]tvmI&ݥ5,n@!$ZtQU#&#|n@0~ "un9&Opxn@@O u(h%Dqn@>&uD%#pon@aӋcu>%T3ln@/ u~%4(znkn@f“#u57Z%4(znkn@ev ?'urB%T3ln@!/u,@%#pon@4ur$Iqn@ܥ;u1$Xpxn@;L?u9o@OuHCa$VHB@o@pIuޝJ$B՞Ko@zFunQ$Po@;L?ujo@f“#u57Z%4(znko@/ u~%4(znko@aӋcu>%>jo@>&uD%g\.dlgo@@O u(h%J,j/do@0~ "un9&n Z#l^o@!$ZtQU#&t-ZZo@摜]tvmI&Po@6@(t+[&Y՞Ko@>5ytISz&HB@o@,QCtɒǫ&}I9o@yԣqtwhL&+o@Gtj/_&`L$o@f#t|"&o@ tn&CO o@t&.m+n@vO.t^2&mXwn@vO.t^2&4(znn@i%? cone@eupp%4(znn@;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point   99>.r)M~j@ loop  p q +  coedge  ] ] S h H ftreemeg attrib  K4= loop  r K plane surface  ȭkrz~ٔ"e$c(ӳFfQ?H;W9_@$azVft\?>,_@:^f^?I'_@x ;ofoG? ]W!_@u8wf.? *+_@Qf= ? *+_@ݣfu~Ř?G\W!_@Etf( ?'_@H>f~%?但>,_@؇qf"?V9_@+f7[?gA_@f'4?g@ T_@Dgf#ύ?t_k__@BDfy?`N &v_@?f[?2Y&_@L@Mf#?ezq_@f[yf?p_@ɅflZ?f̚_@`fr.?^ _@՘fB'G?F_@Гf`vL?rj`@Гf`vL? `@՘fB'G?Vj҅? `@`fr.?L{0`@ɅflZ?B9`@f[yf?,BH`@M@Mf#?l/TP`@?f[?hO^`@BDfy?d`@Dgf#ύ?f19p`@f(4?("mu`@+f8[?+Q~`@؇qf"?}`@H>f~%?.l`@Etf( ?Ӷ`@ݣfv~Ř?C!`@Qf= ?`@u8wf.?`@x ;ofoG??!`@:^f^?`@$azVft\?l`@>(ӳFfQ?P}`@ΰt&?f\I?%gQQ~`@SUp+1f|L?"mu`@da*f2W?kp`@%\bfNH?``d`@4 f,e?]O^`@,QSft ;?D9/TP`@3' fú?H`@7f[s?,B9`@9 xfzp?cw0`@NlXfUv?oׅ? `@Гe@HT?l `@Гe@HT?`@髵%? coneГf@`@?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  s7xu|qv~4(znkn@ point  ,GuNp%{nkn@ loop  +  coedge  p  coedge  q q \  edge  \@ FM 2@ q unknown  coedge  r _  coedge  r _  coedge  r  edge  u^0"ӿ r$ѿ r unknown  coedge  t s L  coedge  s  edge  +I&  ,@ tangent  coedge  t  edge  7Ls xY&@ tangent  coedge  u  coedge  u  loop  +  vertex   vertex  intcurve curve   surfintcur nubs"9@F0@t@i??.@g@vN@3eո\@\@ Ѡ@i`k2"@C\E@Ǔ @S!@Zw"@Rb"@-t#@( ,+QW$@m?.%@/S %@zg&@(|Z'@fN(@\}(@⧬\)@ 9^*@_> +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c@ unknown  vertex  tvertex vertex  dEE >intcurve curve   surfintcur nubs!R?R?}W@R@0[2"@S@(5=.@p@.@52"@9e @XX"@Jt#@p<=.%@N.f&@+!(@/\)@Y+@ Ѡ,@2".@}[E/@g0@"S1@[2@2@Lt3@ɘ(QW4@==.5@pQ 5@/f6@ zZ7@/!8@,ҧisB &,ҧisB &7j_lпB^ &DEXPzBV& dzdpg[B&Ƃ9'zyBS&?oB'W&j̖VYu TBe'%`GBU6b''q47S,C!;<'oF+I EC N'fU|a ia}CDs'r:A ACfч'I=[Lj C']PmavCQ'iz_=D6z']ExT&3_D (J`yDsC4(D +J(w-gDEӡu(gz,#E/(ZPma۠bEk(VLj yF@E|c"(5A  GEFkp(|a CkER-(ڙ?+I 7 F$G})34;ZFbj() `c:F2T@)DWV0T4KF",K)o3SeFAi[)+9yت4oF5iXb)HczdpiF(|Fk0j)xEEX̅;FQl)sl_lп̅;FQl)sl_l?iF(|Fk0j)yEEX?yت4oF5iXb)Eczdp?3SeFAi[){+9?0T4KF",K)xo?d:F2T@)4WV@;ZFbj() `@; F$G})24@CkER-(?+I @ GEEkp(`|a @yF@E{c"(5A @ ۠bEk(rVLj @,#E/(ZPma@.gDEӡu(gz@D +J(w@J`yDsC4(@T&3_D (@_=D6z']Ex@vCQ'iz@C']Pma@ACfч'I=[Lj @ia}CDs'r:A @EC N'fU|a @7S,C!;<'oF+I @GBU6b''q4@Yu TBe'%`@B'W&j̖V@'zyBS&?o?g[B&Ƃ9?PzBV& dzdp?B^ &DEX?,ҧisB &7j_l?,ҧisB &%? conedñVD6(W%N@?N@W%<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  _  coedge   edge  Z L%L unknown  coedge   edge  \ݲL? W: ? unknown  coedge   coedge   loop   vertex   vertex  ellipse curve  ؒ[7/rVl(?$c@  unknown  vertex   vertex  intcurve curve   surfintcur nubs!X!?X!?X@X!@B2"@ X@<=.@!@"@KB2"@Ӱf @X"@Jt#@<=.%@.f&@!(@\)@ +@0 Ѡ,@@2".@.P[E/@f0@ŷS1@X2@2@Jt3@((QW4@V<=.5@aQ 5@l.f6@vzZ7@!8@^% Zj8^% Zj8;Vk_lпΰZ|8FEEX9G'"Z䃋8czdpPjjZH89-M"Z v9QEoeeDZXE 9VrZH9f"`* Z9: 9/4jsu[/2O09lEC+I vvK"[]99=|a oTA>[y6L97A ͗_M[juSW9XLj d~Qyl[Gm9U\Pma(GY}[x9>hzή;7i[Yވ9x4[I+5 9IP,[W09M [v79x S\9ÔhzK\9V\Pma1B0\ijΚ9XLj hl?\٤97A in[\ow!:)|a |\h\f :GC+I cy\w{&:24D#\^r-:M"`p\9:V'sD\=o>:FoҌ0"\f0nG:N9\qSJ:'czdpc쌽\oN:FEEX @\O:VUk_lп @\O:TUk_l?c쌽\oN:FEEX?\qSJ:%czdp?Ҍ0"\f0nG:H9?&sD\:Fo?p\9:V@D#\^r-:D"`@by\w{&:24@|\h\f :GC+I @in[\ow!:(|a @hl?\٤97A @1B0\ijΚ9XLj @K\9V\Pma@ S\9Ĕhz@M [v79x@IP,[W09@4[I+5 9@ͮ;7i[Yވ9x@)GY}[x9Dhz@d~Qyl[Gm9U\Pma@͗_M[juSW9XLj @oTA>[y6L97A @vvK"[]99=|a @jsu[/2O09lEC+I @* Z9: 9/4@rZH9d"`@eeDZXE 9V@-M"Z v9kEo?PjjZH89?8G'"Z䃋8czdp?࿣Z|8FEEX?^% Zj8@Vk_l?^% Zj8I%? cone[Э9Xυ$? oh<)H<@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   intcurve curve   ref  point  m~D(C point  L~Da(k&C@ coedge     edge  2$ a/I&@  tangent  vertex  ellipse curve  91g.c@K;r$c%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@f~%?N@yi`؇qf"?Zm`+f7[?]A~`f'4? =ju`Dgf#ύ?p`BDfy?$d`?f[?'ݰL^`M@Mf#? QP`f[yf?LkH`ɅflZ?&28``fr.?m8.0`՘fB'G?w߄u< `Гf`vL?,s`Гf`vL?`՘fB'G?i&_`fr.?_ɅflZ?˫_f[yf?*HP _M@Mf#?d_?f[?rn_BDfy?v_Dgf#ύ?H?e__f(4?T_+f8[?dA_؇qf"?r69_H>f~%?$,_Etf( ?k'_ݣfv~Ř?1\K,_>(ӳFfQ?69_Ѱt&?f\I?4pA_UUp+1f|L?\T_da*f2W??@e__%\bfNH?}v_4 f,e?т~_,QSft ;?J_3' fú?i)P _7f[s?G櫔_9 xfzp?_NlXfUv?^ &_Гe@HT?A2`Гe@HT?0 H`髵%? coneГf@0 H`?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   intcurve curve   ref  point  [Э9 point  [Э9@ coedge      loop  1 straight curve  6v/w~~mqd'y$T< 軕d y0'@ point  e{/v5~eu~mq edge  JT(@ xL0@ 2 unknown  face 3 1  4  point  hK|%vP;Ā~~mq edge  爔Y? .#"? 5 unknown  vertex  6intcurve curve   surfintcur nubsp!5Vo ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн>0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs   ftreemeg attrib  4=cone surface  ؒ[7BS(/Vl(??7@? ?7@ ellipse curve  91g.c@r@ >-DT!@ ? unknown  point  CF3v~< coedge   * ) ,  edge  .@ @T[2@ A unknown  coedge  (   + ,  edge  @T[2@ -6oD!>@  B unknown  loop  C ( "  vertex   D vertex   Eintcurve curve   surfintcur nubs!W2 ?W2 ?%X@W2 @l2"@RV@o9=.@@Y@2"@e @΍X"@Jt#@<=.%@.f&@y!(@d\)@N;+@9X Ѡ,@$u2".@[E/@rLg0@bS1@SY2@2@lKt3@3(QW4@<=.5@Q 5@<.f6@zZ7@h!8@vO.t^2&0(znnvO.t^2&mXwnt&.m+n tn&CO og#t|"&輛oFtj/_& `L$owԣqtwhL&+o,QCtɒǫ&wI9o<5ytISz&HB@o6@(t+[&V՞Ko摜]tvmI&Po"$ZtQU#&r-ZZo.~ "un9&h Z#l^o@O u(h%F,j/do>&uD%d\.dlgoaӋcu>%>jo/ u~%0(znkof“#u57Z%0(znkoev ?'urB%>jo!/u,@%X.dlgo4ur$&j/doܥ;u1$Z#l^o;L?u9o+2Wu^7$' +o^ Yu`O,$h`L$o|xN\uO$^o`~]u{~$CO o}V)_uaW $m+n7i_u i$$ nXwn7i_u i$$@Cen~V)_uaW $rn`~]u{~$3n|xN\uO$ Un^ Yu`O,$]n+2Wu^7$8gnk1mgORuCR$18nOuFCa$ҡnpIuޝJ$#{U=nzFunQ$5,n;L?u=gۻ$-#|nޥ;u1$Xpxn4ur$Iqn!/u,@%#ponev ?'urB%T3lnf“#u57Z%0(znkn/ u~%0(znknaӋcu>%T3ln>&uD%#pon@O u(h%Dqn1~ "un9&Opxn#$ZtQU#&#|n摜]tvmI&֥5,n6@(t+[& {U=n?5ytISz&ġn,QCtɒǫ&&8nxԣqtwhL&`nHtj/_&R]nf#t|"&x Un tn&_3nt&5snvO.t^2&CenvO.t^2&0(znn%? cone@eupp%0(znn;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  Гe@HT?0 H` face F   G intcurve curve   surfintcur nubs" @q6@*t@nE?.@g@TJT@Ef\@?x@: Ѡ@H54"@ v^E@|( @hS!@S*"@&h"@!t#@q2+QW$@&?.%@deS %@g&@$|Z'@JT(@`(@Ⲹ\)@.9^*@&{+@vv+@r Ѡ,@Rn@a-@ j2".@~Gh.@~ ]E/@920@xL0@AK|%vP;Ā~~mqvs҈~_nql&"wvWlS~Tq#v|C)~F]Vq#kvgUg~Nsvq\TvYa~Cq+Ov~+q?vtzpʚ~^["q51Wv豃Κ~oqe@vӚ~qTv ՚~k;MqTv ՚~55q'@vӚ~3p6qWvh䱃Κ~0q;vmzpʚ~Z$qvOv`~ۤq_TvGa~\t qckv8g~+(aRBqXv!)~joqP+CvPǍ~e0ЯqTOptv%~Dzq v+k~LC!qp2vBpn_~.tqWv>z=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq|= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  @wsm/rKJ?j@mَ?0?|<|4<? ?@ ftreemeg attrib  4= face       loop    plane surface   99>.r)M~j@mَ?0?|<|4ȡ<  loop     coedge     ftreemeg attrib  4= face       loop    cone surface  @eupp%4(znn@;=L?Yΐ?<zmo1<? ?@  coedge       coedge       coedge       edge   j!8@   unknown ftreemeg attrib  4= face  ! "  #  loop  $  plane surface  s7xu|qv~4(znn@;=L?Yΐ?<zmo1ס<  loop  %  coedge  & ' ( )   edge  * *-DT!@  + unknown  loop  ,  -  vertex   .intcurve curve   surfintcur nubs!4 ?4 ?'X@4 @ct2"@YV@y9=.@@P@2"@e @QX"@Jt#@<=.%@.f&@k!(@2\)@:+@W Ѡ,@t2".@[E/@Jg0@֒S1@Y2@2@jKt3@2(QW4@<=.5@vQ 5@.f6@zZ7@j!8@6qΩ<4j@6qΩ<4Jwj@dSq1s;4Noj@h53qDp54,8 7_j@Eq=504IVj@4܉43qB7$4)!Gj@xl;qpݴ4q?j@`QqI? 4n1j@L5q!ܗ4 y1,+j@xecGrרD3Rj@"4h}rB^~13 yj@"tzrܑ3j@p-Brn3җV j@IK$rL3Jzj@̀@r{ۉ3[j@P'r#J7j3zj@+r^?Z3j@5_3r-xB;3j@+ˇ7r-+3y j@DGU @rJ* 3_j@ ȈvԱ2~ yj@o#Zr븿%2Rj@_r9[2y1,+j@oTrbr2y1j@#I%gr? ^q2?j@-irnBi2!Gj@2rqlrd}9\2Vj@;mrNIW28 7_j@ÅRLor(P2sNoj@3~or@EO2Jwj@3~or@EO2/6 j@…RLor(P2EEXj@;mrNIW2`j@1rqlrd}9\22snj@-irnBi2B7޸j@#I%gr? ^q2Qr[mj@nTrbr2hAhj@_r:[26j@n#Zr긿%2#$1j@bVr>vԱ2Mj@%OrV[2}j@yVLr22_1j@ Ȉ.r)M~j@mَ0ᅩ||4<?  loop  > 6 -  face ? @   A  point  6qΩ<4j@ftreemeg attrib  !!4= face B C D  E  loop  F ! plane surface  Гf~`@??  loop  G   coedge  4 4 H I "  edge  J J-DT!@ % K unknown  coedge  ( 8 & 7 ,  edge  L8@ :@ 6 M unknown  coedge  6 ( ' 9 ,  edge  ;W[2@ L6oD!>@ 8 N unknown  vertex  7 O vertex  ) Pintcurve curve   surfintcur nubs!2 ?2 ?%X@2 @k2"@RV@o9=.@@C@2"@e @X"@Jt#@<=.%@.f&@x!(@g\)@V;+@DX Ѡ,@3u2".@[E/@xLg0@gS1@VY2@2@lKt3@3(QW4@<=.5@Q 5@?.f6@zZ7@h!8@vO.t^2&4(znn@vO.t^2&Cen@t&7sn@ tn&a3n@f#t|"&| Un@Htj/_&V]n@yԣqtwhL&`n@,QCtɒǫ&&8n@>5ytISz&ġn@6@(t+[&{U=n@摜]tvmI&ݥ5,n@!$ZtQU#&#|n@0~ "un9&Opxn@@O u(h%Dqn@>&uD%#pon@aӋcu>%T3ln@/ u~%4(znkn@f“#u57Z%4(znkn@ev ?'urB%T3ln@!/u,@%#pon@4ur$Iqn@ܥ;u1$Xpxn@;L?u9o@OuHCa$VHB@o@pIuޝJ$B՞Ko@zFunQ$Po@;L?ujo@f“#u57Z%4(znko@/ u~%4(znko@aӋcu>%>jo@>&uD%g\.dlgo@@O u(h%J,j/do@0~ "un9&n Z#l^o@!$ZtQU#&t-ZZo@摜]tvmI&Po@6@(t+[&Y՞Ko@>5ytISz&HB@o@,QCtɒǫ&}I9o@yԣqtwhL&+o@Gtj/_&`L$o@f#t|"&o@ tn&CO o@t&.m+n@vO.t^2&mXwn@vO.t^2&4(znn@i%? cone@eupp%4(znn@;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point   99>.r)M~j@ loop  Q H - ftreemeg attrib  -4= face R S T  U cone surface  91g.c@r@X@? ?X@ ftreemeg attrib  0#4= face V W X  Y  loop  Z [ 0 cone surface  dñVD6(W%N@?N@W%<? ?@  coedge  F F G \ 1  coedge  G G F \ 3  coedge  H H 4 I >  edge  ] ]mC΢8@ H ^ unknown  vertex  5 _ellipse curve  s7xu|qv~4(znn@;=LYΐzmo1<?  vertex  7 `intcurve curve   ref intcurve curve   ref  point  @eupp%4(znkn@ point  3Gu1 p%(xnko@ loop  a b - ftreemeg attrib  @4= face c d  e  loop  f @ cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  C#4= face g h i  j  loop  k C plane surface  ^s2D٫C$~W%N@?N@W%<  loop  l 0  coedge  m m b n D  edge  o o-DT!@ G p unknown  vertex  I qintcurve curve   surfintcur nubs!͇?͇?8ڥ@͇@;"f"@k;@<.@@qO@y'"@o @v]J."@`Vt#@tPw~.%@ɍ&@rC΢(@\)@p6+@FѠ,@n)n".@nٛE/@ZZ0@S1@p52@ ,2@tFt3@,aQW4@I|.5@,/ 5@ƫ6@(Z7@mC΢8@Гe@HT?`@Гe@HT?!e`@NlXfUv?tF_@9 xfzp?yg _@7f[s? ̚_@3' fú?+?5q_@,QSft ;?_@4 f,e?'_@%\bfNH?~7 &v_@ea*f3W?h`k__@TUp+1f|L?Yr"T_@аt&?f\I?􅳯A_@>(ӳFfQ?H;W9_@$azVft\?>,_@:^f^?I'_@x ;ofoG? ]W!_@u8wf.? *+_@Qf= ? *+_@ݣfu~Ř?G\W!_@Etf( ?'_@H>f~%?但>,_@؇qf"?V9_@+f7[?gA_@f'4?g@ T_@Dgf#ύ?t_k__@BDfy?`N &v_@?f[?2Y&_@L@Mf#?ezq_@f[yf?p_@ɅflZ?f̚_@`fr.?^ _@՘fB'G?F_@Гf`vL?rj`@Гf`vL? `@՘fB'G?Vj҅? `@`fr.?L{0`@ɅflZ?B9`@f[yf?,BH`@M@Mf#?l/TP`@?f[?hO^`@BDfy?d`@Dgf#ύ?f19p`@f(4?("mu`@+f8[?+Q~`@؇qf"?}`@H>f~%?.l`@Etf( ?Ӷ`@ݣfv~Ř?C!`@Qf= ?`@u8wf.?`@x ;ofoG??!`@:^f^?`@$azVft\?l`@>(ӳFfQ?P}`@ΰt&?f\I?%gQQ~`@SUp+1f|L?"mu`@da*f2W?kp`@%\bfNH?``d`@4 f,e?]O^`@,QSft ;?D9/TP`@3' fú?H`@7f[s?,B9`@9 xfzp?cw0`@NlXfUv?oׅ? `@Гe@HT?l `@Гe@HT?`@髵%? coneГf@`@?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  s7xu|qv~4(znkn@ point  ,GuNp%{nkn@ loop  r s -  coedge  t t [ n Q ftreemeg attrib  S4= loop  u S plane surface  ȭkrz~ٔ"e$c@ t unknown  vertex  n tvertex vertex  dEE >intcurve curve   surfintcur nubs!R?R?}W@R@0[2"@S@(5=.@p@.@52"@9e @XX"@Jt#@p<=.%@N.f&@+!(@/\)@Y+@ Ѡ,@2".@}[E/@g0@"S1@[2@2@Lt3@ɘ(QW4@==.5@pQ 5@/f6@ zZ7@/!8@,ҧisB &,ҧisB &7j_lпB^ &DEXPzBV& dzdpg[B&Ƃ9'zyBS&?oB'W&j̖VYu TBe'%`GBU6b''q47S,C!;<'oF+I EC N'fU|a ia}CDs'r:A ACfч'I=[Lj C']PmavCQ'iz_=D6z']ExT&3_D (J`yDsC4(D +J(w-gDEӡu(gz,#E/(ZPma۠bEk(VLj yF@E|c"(5A  GEFkp(|a CkER-(ڙ?+I 7 F$G})34;ZFbj() `c:F2T@)DWV0T4KF",K)o3SeFAi[)+9yت4oF5iXb)HczdpiF(|Fk0j)xEEX̅;FQl)sl_lп̅;FQl)sl_l?iF(|Fk0j)yEEX?yت4oF5iXb)Eczdp?3SeFAi[){+9?0T4KF",K)xo?d:F2T@)4WV@;ZFbj() `@; F$G})24@CkER-(?+I @ GEEkp(`|a @yF@E{c"(5A @ ۠bEk(rVLj @,#E/(ZPma@.gDEӡu(gz@D +J(w@J`yDsC4(@T&3_D (@_=D6z']Ex@vCQ'iz@C']Pma@ACfч'I=[Lj @ia}CDs'r:A @EC N'fU|a @7S,C!;<'oF+I @GBU6b''q4@Yu TBe'%`@B'W&j̖V@'zyBS&?o?g[B&Ƃ9?PzBV& dzdp?B^ &DEX?,ҧisB &7j_l?,ҧisB &%? 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cone[Э9Xυ$? oh<)H<@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  d  coedge   edge  Z L%L unknown  coedge   edge  \ݲL? 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QP`f[yf?LkH`ɅflZ?&28``fr.?m8.0`՘fB'G?w߄u< `Гf`vL?,s`Гf`vL?`՘fB'G?i&_`fr.?_ɅflZ?˫_f[yf?*HP _M@Mf#?d_?f[?rn_BDfy?v_Dgf#ύ?H?e__f(4?T_+f8[?dA_؇qf"?r69_H>f~%?$,_Etf( ?k'_ݣfv~Ř?1\K,_>(ӳFfQ?69_Ѱt&?f\I?4pA_UUp+1f|L?\T_da*f2W??@e__%\bfNH?}v_4 f,e?т~_,QSft ;?J_3' fú?i)P _7f[s?G櫔_9 xfzp?_NlXfUv?^ &_Гe@HT?A2`Гe@HT?0 H`髵%? coneГf@0 H`?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   intcurve curve   ref  point  [Э9 point  [Э9@ coedge     edge  2$ a/I&@  tangent  vertex  ellipse curve  91g.c@K;r$c%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@@ * unknown  vertex  + vertex  ,intcurve curve   surfintcur nubs!W2 ?W2 ?%X@W2 @l2"@RV@o9=.@@Y@2"@e @΍X"@Jt#@<=.%@.f&@y!(@d\)@N;+@9X Ѡ,@$u2".@[E/@rLg0@bS1@SY2@2@lKt3@3(QW4@<=.5@Q 5@<.f6@zZ7@h!8@vO.t^2&0(znnvO.t^2&mXwnt&.m+n tn&CO og#t|"&輛oFtj/_& `L$owԣqtwhL&+o,QCtɒǫ&wI9o<5ytISz&HB@o6@(t+[&V՞Ko摜]tvmI&Po"$ZtQU#&r-ZZo.~ "un9&h Z#l^o@O u(h%F,j/do>&uD%d\.dlgoaӋcu>%>jo/ u~%0(znkof“#u57Z%0(znkoev ?'urB%>jo!/u,@%X.dlgo4ur$&j/doܥ;u1$Z#l^o;L?u9o+2Wu^7$' +o^ Yu`O,$h`L$o|xN\uO$^o`~]u{~$CO o}V)_uaW $m+n7i_u i$$ nXwn7i_u i$$@Cen~V)_uaW $rn`~]u{~$3n|xN\uO$ Un^ Yu`O,$]n+2Wu^7$8gnk1mgORuCR$18nOuFCa$ҡnpIuޝJ$#{U=nzFunQ$5,n;L?u=gۻ$-#|nޥ;u1$Xpxn4ur$Iqn!/u,@%#ponev ?'urB%T3lnf“#u57Z%0(znkn/ u~%0(znknaӋcu>%T3ln>&uD%#pon@O u(h%Dqn1~ "un9&Opxn#$ZtQU#&#|n摜]tvmI&֥5,n6@(t+[& {U=n?5ytISz&ġn,QCtɒǫ&&8nxԣqtwhL&`nHtj/_&R]nf#t|"&x Un tn&_3nt&5snvO.t^2&CenvO.t^2&0(znn%? cone@eupp%0(znn;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  Гe@HT?0 H` coedge      loop  - straight curve  6v/w~~mqd'y$T< 軕d y0'@ point  e{/v5~eu~mq edge  JT(@ xL0@ . unknown  face / -  0  point  hK|%vP;Ā~~mq edge  爔Y? .#"? 1 unknown  vertex  2intcurve curve   surfintcur nubsp!5Vo ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн>0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs   ftreemeg attrib  4=cone surface  ؒ[7BS(/Vl(??7@? ?7@ ellipse curve  91g.c@r@z=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq >-DT!@ 6 ? unknown  point  Гe~0 H` vertex  < @ellipse curve  s7xu|qv~0(znn;=LYΐzmo1<?  point  s7xu|qv~0(znko End-of-ACIS-dataBB??Qck@B~@?ACIS BinaryFilelMegaCAD 2010 3D ACIS 19.0.3 NTThu Sep 02 06:41:46 2010?ư>|= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  @eupp%4(znn@;=L?Yΐ?<zmo1<? ?@ ftreemeg attrib  4= face       loop    plane surface  s7xu|qv~4(znn@;=L?Yΐ?<zmo1ס<  loop     coedge       ftreemeg attrib  !4= face       loop    cone surface  Гf@`@?@? ?@  coedge       coedge       coedge      coedge   ! "   coedge  !   #  edge  $@ %W[2@  & unknown ftreemeg attrib  !4= face ' ( )  *  loop  +  plane surface  Гf~`@??  loop  ,  coedge    - .   edge  / /-DT!@  0 unknown  coedge   !  #  edge  18@ $@  2 unknown  coedge     " #  edge  %W[2@ 16oD!>@ ! 3 unknown  loop  4  5  vertex  6 vertex   7intcurve curve   surfintcur nubs!2 ?2 ?%X@2 @k2"@RV@o9=.@@C@2"@e @X"@Jt#@<=.%@.f&@x!(@g\)@V;+@DX Ѡ,@3u2".@[E/@xLg0@gS1@VY2@2@lKt3@3(QW4@<=.5@Q 5@?.f6@zZ7@h!8@vO.t^2&4(znn@vO.t^2&Cen@t&7sn@ tn&a3n@f#t|"&| Un@Htj/_&V]n@yԣqtwhL&`n@,QCtɒǫ&&8n@>5ytISz&ġn@6@(t+[&{U=n@摜]tvmI&ݥ5,n@!$ZtQU#&#|n@0~ "un9&Opxn@@O u(h%Dqn@>&uD%#pon@aӋcu>%T3ln@/ u~%4(znkn@f“#u57Z%4(znkn@ev ?'urB%T3ln@!/u,@%#pon@4ur$Iqn@ܥ;u1$Xpxn@;L?u9o@OuHCa$VHB@o@pIuޝJ$B՞Ko@zFunQ$Po@;L?ujo@f“#u57Z%4(znko@/ u~%4(znko@aӋcu>%>jo@>&uD%g\.dlgo@@O u(h%J,j/do@0~ "un9&n Z#l^o@!$ZtQU#&t-ZZo@摜]tvmI&Po@6@(t+[&Y՞Ko@>5ytISz&HB@o@,QCtɒǫ&}I9o@yԣqtwhL&+o@Gtj/_&`L$o@f#t|"&o@ tn&CO o@t&.m+n@vO.t^2&mXwn@vO.t^2&4(znn@i%? cone@eupp%4(znn@;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   ftreemeg attrib  #4= face 8 9 :  ;  loop  < =  cone surface  dñVD6(W%N@?N@W%<? ?@  coedge  + + , >   coedge  , , + >   coedge  - -  . 4  edge  ? ?mC΢8@ - @ unknown  vertex   Aellipse curve  s7xu|qv~4(znn@;=LYΐzmo1<?  vertex  Bintcurve curve   ref intcurve curve   ref  loop  C - 5  face D E #  F  point  @eupp%4(znkn@ point  3Gu1 p%(xnko@ftreemeg attrib  (#4= face G H I  J  loop  K ( plane surface  ^s2D٫C$~W%N@?N@W%<  loop  L   coedge  M M N O )  edge  P P-DT!@ , Q unknown  vertex  . Rintcurve curve   surfintcur nubs!͇?͇?8ڥ@͇@;"f"@k;@<.@@qO@y'"@o @v]J."@`Vt#@tPw~.%@ɍ&@rC΢(@\)@p6+@FѠ,@n)n".@nٛE/@ZZ0@S1@p52@ ,2@tFt3@,aQW4@I|.5@,/ 5@ƫ6@(Z7@mC΢8@Гe@HT?`@Гe@HT?!e`@NlXfUv?tF_@9 xfzp?yg _@7f[s? ̚_@3' fú?+?5q_@,QSft ;?_@4 f,e?'_@%\bfNH?~7 &v_@ea*f3W?h`k__@TUp+1f|L?Yr"T_@аt&?f\I?􅳯A_@>(ӳFfQ?H;W9_@$azVft\?>,_@:^f^?I'_@x ;ofoG? ]W!_@u8wf.? *+_@Qf= ? *+_@ݣfu~Ř?G\W!_@Etf( ?'_@H>f~%?但>,_@؇qf"?V9_@+f7[?gA_@f'4?g@ T_@Dgf#ύ?t_k__@BDfy?`N &v_@?f[?2Y&_@L@Mf#?ezq_@f[yf?p_@ɅflZ?f̚_@`fr.?^ _@՘fB'G?F_@Гf`vL?rj`@Гf`vL? `@՘fB'G?Vj҅? `@`fr.?L{0`@ɅflZ?B9`@f[yf?,BH`@M@Mf#?l/TP`@?f[?hO^`@BDfy?d`@Dgf#ύ?f19p`@f(4?("mu`@+f8[?+Q~`@؇qf"?}`@H>f~%?.l`@Etf( ?Ӷ`@ݣfv~Ř?C!`@Qf= ?`@u8wf.?`@x ;ofoG??!`@:^f^?`@$azVft\?l`@>(ӳFfQ?P}`@ΰt&?f\I?%gQQ~`@SUp+1f|L?"mu`@da*f2W?kp`@%\bfNH?``d`@4 f,e?]O^`@,QSft ;?D9/TP`@3' fú?H`@7f[s?,B9`@9 xfzp?cw0`@NlXfUv?oׅ? `@Гe@HT?l `@Гe@HT?`@髵%? coneГf@`@?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  s7xu|qv~4(znkn@ point  ,GuNp%{nkn@ loop  S N 5 ftreemeg attrib  54= face T U V  W cone surface  91g.c@r@X@? ?X@ ftreemeg attrib  9"4= face X Y Z  [  loop  \ ] 9 cone surface  [Э9Xυ$? oh<)H<@? ?@  coedge  K K L ^ :  coedge  L L K ^ <  coedge  = = _ ` )  coedge  _ _ = O C  edge  a\@ bFM 2@ N c unknown  vertex  > dellipse curve  Гf~`@@?  point  Гe@HT?`@ loop  e f 5 ftreemeg attrib  E4= face g h  i  loop  j E cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  H"4= face k l m  n  loop  o H plane surface   1[aVb~Xυ$? oh<)(<?  loop  p 9  coedge  q q f r I  edge  s s-DT!@ L t unknown  coedge  N N M ` C  edge  bFM 2@ aV'9!>@ _ u unknown  vertex  O vtvertex vertex  ` wdEE >intcurve curve   surfintcur nubs!R?R?}W@R@0[2"@S@(5=.@p@.@52"@9e @XX"@Jt#@p<=.%@N.f&@+!(@/\)@Y+@ Ѡ,@2".@}[E/@g0@"S1@[2@2@Lt3@ɘ(QW4@==.5@pQ 5@/f6@ zZ7@/!8@,ҧisB &,ҧisB &7j_lпB^ &DEXPzBV& dzdpg[B&Ƃ9'zyBS&?oB'W&j̖VYu TBe'%`GBU6b''q47S,C!;<'oF+I EC N'fU|a ia}CDs'r:A ACfч'I=[Lj C']PmavCQ'iz_=D6z']ExT&3_D (J`yDsC4(D +J(w-gDEӡu(gz,#E/(ZPma۠bEk(VLj yF@E|c"(5A  GEFkp(|a CkER-(ڙ?+I 7 F$G})34;ZFbj() `c:F2T@)DWV0T4KF",K)o3SeFAi[)+9yت4oF5iXb)HczdpiF(|Fk0j)xEEX̅;FQl)sl_lп̅;FQl)sl_l?iF(|Fk0j)yEEX?yت4oF5iXb)Eczdp?3SeFAi[){+9?0T4KF",K)xo?d:F2T@)4WV@;ZFbj() `@; F$G})24@CkER-(?+I @ GEEkp(`|a @yF@E{c"(5A @ ۠bEk(rVLj @,#E/(ZPma@.gDEӡu(gz@D +J(w@J`yDsC4(@T&3_D (@_=D6z']Ex@vCQ'iz@C']Pma@ACfч'I=[Lj @ia}CDs'r:A @EC N'fU|a @7S,C!;<'oF+I @GBU6b''q4@Yu TBe'%`@B'W&j̖V@'zyBS&?o?g[B&Ƃ9?PzBV& dzdp?B^ &DEX?,ҧisB &7j_l?,ҧisB &%? conedñVD6(W%N@?N@W%<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  Гe~`@ loop  x y 5  coedge  z z ] r S ftreemeg attrib  U4= loop  { U plane surface  ȭkrz~ٔ"e$c@ z unknown  vertex  r  vertex  r intcurve curve   surfintcur nubs!X!?X!?X@X!@B2"@ X@<=.@!@"@KB2"@Ӱf @X"@Jt#@<=.%@.f&@!(@\)@ +@0 Ѡ,@@2".@.P[E/@f0@ŷS1@X2@2@Jt3@((QW4@V<=.5@aQ 5@l.f6@vzZ7@!8@^% Zj8^% Zj8;Vk_lпΰZ|8FEEX9G'"Z䃋8czdpPjjZH89-M"Z v9QEoeeDZXE 9VrZH9f"`* Z9: 9/4jsu[/2O09lEC+I vvK"[]99=|a oTA>[y6L97A ͗_M[juSW9XLj d~Qyl[Gm9U\Pma(GY}[x9>hzή;7i[Yވ9x4[I+5 9IP,[W09M [v79x S\9ÔhzK\9V\Pma1B0\ijΚ9XLj hl?\٤97A in[\ow!:)|a |\h\f :GC+I cy\w{&:24D#\^r-:M"`p\9:V'sD\=o>:FoҌ0"\f0nG:N9\qSJ:'czdpc쌽\oN:FEEX @\O:VUk_lп @\O:TUk_l?c쌽\oN:FEEX?\qSJ:%czdp?Ҍ0"\f0nG:H9?&sD\:Fo?p\9:V@D#\^r-:D"`@by\w{&:24@|\h\f :GC+I @in[\ow!:(|a @hl?\٤97A @1B0\ijΚ9XLj @K\9V\Pma@ S\9Ĕhz@M [v79x@IP,[W09@4[I+5 9@ͮ;7i[Yވ9x@)GY}[x9Dhz@d~Qyl[Gm9U\Pma@͗_M[juSW9XLj @oTA>[y6L97A @vvK"[]99=|a @jsu[/2O09lEC+I @* Z9: 9/4@rZH9d"`@eeDZXE 9V@-M"Z v9kEo?PjjZH89?8G'"Z䃋8czdp?࿣Z|8FEEX?^% Zj8@Vk_l?^% Zj8I%? cone[Э9Xυ$? oh<)H<@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  CF3v~< loop  5  coedge  x  edge   jC΢8@ y unknown  coedge  { h  coedge  { h  coedge  {  edge  u^0"ӿ r$ѿ { unknown  coedge  } | V  coedge  |  edge  +I&  ,@ tangent  coedge  }  edge  7Ls xY&@ tangent  coedge  ~  coedge  ~  vertex   vertex  intcurve curve   surfintcur nubs"9@F0@t@i??.@g@vN@3eո\@\@ Ѡ@i`k2"@C\E@Ǔ @S!@Zw"@Rb"@-t#@( ,+QW$@m?.%@/S %@zg&@(|Z'@fN(@\}(@⧬\)@ 9^*@_> +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@cf~%?N@yi`؇qf"?Zm`+f7[?]A~`f'4? =ju`Dgf#ύ?p`BDfy?$d`?f[?'ݰL^`M@Mf#? QP`f[yf?LkH`ɅflZ?&28``fr.?m8.0`՘fB'G?w߄u< `Гf`vL?,s`Гf`vL?`՘fB'G?i&_`fr.?_ɅflZ?˫_f[yf?*HP _M@Mf#?d_?f[?rn_BDfy?v_Dgf#ύ?H?e__f(4?T_+f8[?dA_؇qf"?r69_H>f~%?$,_Etf( ?k'_ݣfv~Ř?1\K,_>(ӳFfQ?69_Ѱt&?f\I?4pA_UUp+1f|L?\T_da*f2W??@e__%\bfNH?}v_4 f,e?т~_,QSft ;?J_3' fú?i)P _7f[s?G櫔_9 xfzp?_NlXfUv?^ &_Гe@HT?A2`Гe@HT?0 H`髵%? coneГf@0 H`?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  h  coedge   edge  Z L%L unknown  coedge   edge  \ݲL? W: ? unknown  coedge   coedge   loop   vertex   vertex  ellipse curve  ؒ[7/rVl(?$c@  unknown  vertex   vertex  intcurve curve   surfintcur nubs!W2 ?W2 ?%X@W2 @l2"@RV@o9=.@@Y@2"@e @΍X"@Jt#@<=.%@.f&@y!(@d\)@N;+@9X Ѡ,@$u2".@[E/@rLg0@bS1@SY2@2@lKt3@3(QW4@<=.5@Q 5@<.f6@zZ7@h!8@vO.t^2&0(znnvO.t^2&mXwnt&.m+n tn&CO og#t|"&輛oFtj/_& `L$owԣqtwhL&+o,QCtɒǫ&wI9o<5ytISz&HB@o6@(t+[&V՞Ko摜]tvmI&Po"$ZtQU#&r-ZZo.~ "un9&h Z#l^o@O u(h%F,j/do>&uD%d\.dlgoaӋcu>%>jo/ u~%0(znkof“#u57Z%0(znkoev ?'urB%>jo!/u,@%X.dlgo4ur$&j/doܥ;u1$Z#l^o;L?u9o+2Wu^7$' +o^ Yu`O,$h`L$o|xN\uO$^o`~]u{~$CO o}V)_uaW $m+n7i_u i$$ nXwn7i_u i$$@Cen~V)_uaW $rn`~]u{~$3n|xN\uO$ Un^ Yu`O,$]n+2Wu^7$8gnk1mgORuCR$18nOuFCa$ҡnpIuޝJ$#{U=nzFunQ$5,n;L?u=gۻ$-#|nޥ;u1$Xpxn4ur$Iqn!/u,@%#ponev ?'urB%T3lnf“#u57Z%0(znkn/ u~%0(znknaӋcu>%T3ln>&uD%#pon@O u(h%Dqn1~ "un9&Opxn#$ZtQU#&#|n摜]tvmI&֥5,n6@(t+[& {U=n?5ytISz&ġn,QCtɒǫ&&8nxԣqtwhL&`nHtj/_&R]nf#t|"&x Un tn&_3nt&5snvO.t^2&CenvO.t^2&0(znn%? cone@eupp%0(znn;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  Гe@HT?0 H` coedge     edge  2$ a/I&@  tangent  vertex  ellipse curve  91g.c@K;r$c%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs    vertex  intcurve curve   ref intcurve curve   ref  point  ,GuNp%kxnko point  @eupp%0(znko coedge      loop   straight curve  6v/w~~mqd'y$T< 軕d y0'@ point  e{/v5~eu~mq edge  JT(@ xL0@  unknown  face    !  point  hK|%vP;Ā~~mq edge  爔Y? .#"? " unknown  vertex  #intcurve curve   surfintcur nubsp!5Vo ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн>z=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq|= body    lump    shell     face      ftreemeg attrib  !4= face    loop   cone surface  Гf@`@?@? ?@ ftreemeg attrib  !4= face       loop    plane surface  Гf~`@??  loop     coedge     ftreemeg attrib  #4= face       loop    cone surface  dñVD6(W%N@?N@W%<? ?@  coedge       coedge       coedge       edge   mC΢8@   unknown ftreemeg attrib  #4= face  ! "  #  loop  $  plane surface  ^s2D٫C$~W%N@?N@W%<  loop  %  coedge  & & ' (   edge  ) )-DT!@  * unknown  loop  +  ,  vertex   -intcurve curve   surfintcur nubs!͇?͇?8ڥ@͇@;"f"@k;@<.@@qO@y'"@o @v]J."@`Vt#@tPw~.%@ɍ&@rC΢(@\)@p6+@FѠ,@n)n".@nٛE/@ZZ0@S1@p52@ ,2@tFt3@,aQW4@I|.5@,/ 5@ƫ6@(Z7@mC΢8@Гe@HT?`@Гe@HT?!e`@NlXfUv?tF_@9 xfzp?yg _@7f[s? ̚_@3' fú?+?5q_@,QSft ;?_@4 f,e?'_@%\bfNH?~7 &v_@ea*f3W?h`k__@TUp+1f|L?Yr"T_@аt&?f\I?􅳯A_@>(ӳFfQ?H;W9_@$azVft\?>,_@:^f^?I'_@x ;ofoG? ]W!_@u8wf.? *+_@Qf= ? *+_@ݣfu~Ř?G\W!_@Etf( ?'_@H>f~%?但>,_@؇qf"?V9_@+f7[?gA_@f'4?g@ T_@Dgf#ύ?t_k__@BDfy?`N &v_@?f[?2Y&_@L@Mf#?ezq_@f[yf?p_@ɅflZ?f̚_@`fr.?^ _@՘fB'G?F_@Гf`vL?rj`@Гf`vL? `@՘fB'G?Vj҅? `@`fr.?L{0`@ɅflZ?B9`@f[yf?,BH`@M@Mf#?l/TP`@?f[?hO^`@BDfy?d`@Dgf#ύ?f19p`@f(4?("mu`@+f8[?+Q~`@؇qf"?}`@H>f~%?.l`@Etf( ?Ӷ`@ݣfv~Ř?C!`@Qf= ?`@u8wf.?`@x ;ofoG??!`@:^f^?`@$azVft\?l`@>(ӳFfQ?P}`@ΰt&?f\I?%gQQ~`@SUp+1f|L?"mu`@da*f2W?kp`@%\bfNH?``d`@4 f,e?]O^`@,QSft ;?D9/TP`@3' fú?H`@7f[s?,B9`@9 xfzp?cw0`@NlXfUv?oׅ? `@Гe@HT?l `@Гe@HT?`@髵%? coneГf@`@?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   ftreemeg attrib  "4= face . / 0  1  loop  2 3  cone surface  [Э9Xυ$? oh<)H<@? ?@  coedge  $ $ % 4   coedge  % % $ 4   coedge    5 6   coedge  5 5  ( +  edge  7\@ 8FM 2@ ' 9 unknown  vertex   :ellipse curve  Гf~`@@?  loop  ; ' ,  face < =   >  point  Гe@HT?`@ftreemeg attrib  !"4= face ? @ A  B  loop  C ! plane surface   1[aVb~Xυ$? oh<)(<?  loop  D   coedge  E E F G "  edge  H H-DT!@ % I unknown  coedge  ' ' & 6 +  edge  8FM 2@ 7V'9!>@ 5 J unknown  vertex  ( Ktvertex vertex  6 LdEE >intcurve curve   surfintcur nubs!R?R?}W@R@0[2"@S@(5=.@p@.@52"@9e @XX"@Jt#@p<=.%@N.f&@+!(@/\)@Y+@ Ѡ,@2".@}[E/@g0@"S1@[2@2@Lt3@ɘ(QW4@==.5@pQ 5@/f6@ zZ7@/!8@,ҧisB &,ҧisB &7j_lпB^ &DEXPzBV& dzdpg[B&Ƃ9'zyBS&?oB'W&j̖VYu TBe'%`GBU6b''q47S,C!;<'oF+I EC N'fU|a ia}CDs'r:A ACfч'I=[Lj C']PmavCQ'iz_=D6z']ExT&3_D (J`yDsC4(D +J(w-gDEӡu(gz,#E/(ZPma۠bEk(VLj yF@E|c"(5A  GEFkp(|a CkER-(ڙ?+I 7 F$G})34;ZFbj() `c:F2T@)DWV0T4KF",K)o3SeFAi[)+9yت4oF5iXb)HczdpiF(|Fk0j)xEEX̅;FQl)sl_lп̅;FQl)sl_l?iF(|Fk0j)yEEX?yت4oF5iXb)Eczdp?3SeFAi[){+9?0T4KF",K)xo?d:F2T@)4WV@;ZFbj() `@; F$G})24@CkER-(?+I @ GEEkp(`|a @yF@E{c"(5A @ ۠bEk(rVLj @,#E/(ZPma@.gDEӡu(gz@D +J(w@J`yDsC4(@T&3_D (@_=D6z']Ex@vCQ'iz@C']Pma@ACfч'I=[Lj @ia}CDs'r:A @EC N'fU|a @7S,C!;<'oF+I @GBU6b''q4@Yu TBe'%`@B'W&j̖V@'zyBS&?o?g[B&Ƃ9?PzBV& dzdp?B^ &DEX?,ҧisB &7j_l?,ҧisB &%? conedñVD6(W%N@?N@W%<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  Гe~`@ loop  M F , ftreemeg attrib  ,4= face N O P  Q cone surface  91g.c@r@X@? ?X@ ftreemeg attrib  /!4= face R S T  U  loop  V W / cone surface  Гf@0 H`?@? ?@  coedge  C C D X 0  coedge  D D C X 2  coedge  3 3 Y Z "  coedge  Y Y 3 G ;  edge  [!@ \X2@ F ] unknown  vertex  4 ^ellipse curve  ^s2D٫C$~W%?N@N@W%<? intcurve curve   ref  point  m~D(C point  L~Da(k&C@ loop  _ ` , ftreemeg attrib  =4= face a b  c  loop  d = cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  @!4= face e f g  h  loop  i @ plane surface  Гf~0 H`??  loop  j /  coedge  W W ` k A  edge  l l-DT!@ D m unknown  coedge  F F E Z ;  edge  \X2@ [fA2">@ Y n unknown  vertex  G o vertex  G pintcurve curve   surfintcur nubs!X!?X!?X@X!@B2"@ X@<=.@!@"@KB2"@Ӱf @X"@Jt#@<=.%@.f&@!(@\)@ +@0 Ѡ,@@2".@.P[E/@f0@ŷS1@X2@2@Jt3@((QW4@V<=.5@aQ 5@l.f6@vzZ7@!8@^% Zj8^% Zj8;Vk_lпΰZ|8FEEX9G'"Z䃋8czdpPjjZH89-M"Z v9QEoeeDZXE 9VrZH9f"`* Z9: 9/4jsu[/2O09lEC+I vvK"[]99=|a oTA>[y6L97A ͗_M[juSW9XLj d~Qyl[Gm9U\Pma(GY}[x9>hzή;7i[Yވ9x4[I+5 9IP,[W09M [v79x S\9ÔhzK\9V\Pma1B0\ijΚ9XLj hl?\٤97A in[\ow!:)|a |\h\f :GC+I cy\w{&:24D#\^r-:M"`p\9:V'sD\=o>:FoҌ0"\f0nG:N9\qSJ:'czdpc쌽\oN:FEEX @\O:VUk_lп @\O:TUk_l?c쌽\oN:FEEX?\qSJ:%czdp?Ҍ0"\f0nG:H9?&sD\:Fo?p\9:V@D#\^r-:D"`@by\w{&:24@|\h\f :GC+I @in[\ow!:(|a @hl?\٤97A @1B0\ijΚ9XLj @K\9V\Pma@ S\9Ĕhz@M [v79x@IP,[W09@4[I+5 9@ͮ;7i[Yވ9x@)GY}[x9Dhz@d~Qyl[Gm9U\Pma@͗_M[juSW9XLj @oTA>[y6L97A @vvK"[]99=|a @jsu[/2O09lEC+I @* Z9: 9/4@rZH9d"`@eeDZXE 9V@-M"Z v9kEo?PjjZH89?8G'"Z䃋8czdp?࿣Z|8FEEX?^% Zj8@Vk_l?^% Zj8I%? cone[Э9Xυ$? oh<)H<@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  CF3v~< loop  q r ,  coedge  ` ` W k M ftreemeg attrib  O4= loop  s O plane surface  ȭkrz~ٔ"e$cf~%?N@yi`؇qf"?Zm`+f7[?]A~`f'4? =ju`Dgf#ύ?p`BDfy?$d`?f[?'ݰL^`M@Mf#? QP`f[yf?LkH`ɅflZ?&28``fr.?m8.0`՘fB'G?w߄u< `Гf`vL?,s`Гf`vL?`՘fB'G?i&_`fr.?_ɅflZ?˫_f[yf?*HP _M@Mf#?d_?f[?rn_BDfy?v_Dgf#ύ?H?e__f(4?T_+f8[?dA_؇qf"?r69_H>f~%?$,_Etf( ?k'_ݣfv~Ř?1\K,_>(ӳFfQ?69_Ѱt&?f\I?4pA_UUp+1f|L?\T_da*f2W??@e__%\bfNH?}v_4 f,e?т~_,QSft ;?J_3' fú?i)P _7f[s?G櫔_9 xfzp?_NlXfUv?^ &_Гe@HT?A2`Гe@HT?0 H`髵%? coneГf@0 H`?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point   1[aVb~@ coedge  q  coedge  r } _  coedge  r _  coedge  } r g  edge  8@ @ r unknown  coedge  s b  coedge  s b  coedge  s  edge  u^0"ӿ r$ѿ s unknown  coedge  u t P  coedge  t  edge  +I&  ,@ tangent  coedge  u  edge  7Ls xY&@ tangent  coedge  v q  coedge  v q  vertex   vertex  intcurve curve   surfintcur nubs"9@F0@t@i??.@g@vN@3eո\@\@ Ѡ@i`k2"@C\E@Ǔ @S!@Zw"@Rb"@-t#@( ,+QW$@m?.%@/S %@zg&@(|Z'@fN(@\}(@⧬\)@ 9^*@_> +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c@ unknown  vertex   vertex  intcurve curve   surfintcur nubs!W2 ?W2 ?%X@W2 @l2"@RV@o9=.@@Y@2"@e @΍X"@Jt#@<=.%@.f&@y!(@d\)@N;+@9X Ѡ,@$u2".@[E/@rLg0@bS1@SY2@2@lKt3@3(QW4@<=.5@Q 5@<.f6@zZ7@h!8@vO.t^2&0(znnvO.t^2&mXwnt&.m+n tn&CO og#t|"&輛oFtj/_& `L$owԣqtwhL&+o,QCtɒǫ&wI9o<5ytISz&HB@o6@(t+[&V՞Ko摜]tvmI&Po"$ZtQU#&r-ZZo.~ "un9&h Z#l^o@O u(h%F,j/do>&uD%d\.dlgoaӋcu>%>jo/ u~%0(znkof“#u57Z%0(znkoev ?'urB%>jo!/u,@%X.dlgo4ur$&j/doܥ;u1$Z#l^o;L?u9o+2Wu^7$' +o^ Yu`O,$h`L$o|xN\uO$^o`~]u{~$CO o}V)_uaW $m+n7i_u i$$ nXwn7i_u i$$@Cen~V)_uaW $rn`~]u{~$3n|xN\uO$ Un^ Yu`O,$]n+2Wu^7$8gnk1mgORuCR$18nOuFCa$ҡnpIuޝJ$#{U=nzFunQ$5,n;L?u=gۻ$-#|nޥ;u1$Xpxn4ur$Iqn!/u,@%#ponev ?'urB%T3lnf“#u57Z%0(znkn/ u~%0(znknaӋcu>%T3ln>&uD%#pon@O u(h%Dqn1~ "un9&Opxn#$ZtQU#&#|n摜]tvmI&֥5,n6@(t+[& {U=n?5ytISz&ġn,QCtɒǫ&&8nxԣqtwhL&`nHtj/_&R]nf#t|"&x Un tn&_3nt&5snvO.t^2&CenvO.t^2&0(znn%? cone@eupp%0(znn;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  b  edge  Z L%L unknown  coedge   edge  \ݲL? W: ? unknown  coedge   vertex   vertex  ellipse curve  ؒ[7/rVl(?$c0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs   intcurve curve   ref  point  ,GuNp%kxnko point  @eupp%0(znko coedge   edge  2$ a/I&@ tangent  vertex  ellipse curve  91g.c@K;r$c%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@ ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн>z=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq|= body    lump    shell     face      ftreemeg attrib  #4= face    loop   cone surface  dñVD6(W%N@?N@W%<? ?@ ftreemeg attrib  #4= face       loop    plane surface  ^s2D٫C$~W%N@?N@W%<  loop     coedge       ftreemeg attrib  "4= face       loop    cone surface  [Э9Xυ$? oh<)H<@? ?@  coedge       coedge       coedge      coedge      edge  !\@ "FM 2@  # unknown ftreemeg attrib  "4= face $ % &  '  loop  (  plane surface   1[aVb~Xυ$? oh<)(<?  loop  )  coedge  * * + ,   edge  - --DT!@  . unknown  coedge       edge  "FM 2@ !V'9!>@  / unknown  loop  0  1  vertex   2tvertex vertex   3dEE >intcurve curve   surfintcur nubs!R?R?}W@R@0[2"@S@(5=.@p@.@52"@9e @XX"@Jt#@p<=.%@N.f&@+!(@/\)@Y+@ Ѡ,@2".@}[E/@g0@"S1@[2@2@Lt3@ɘ(QW4@==.5@pQ 5@/f6@ zZ7@/!8@,ҧisB &,ҧisB &7j_lпB^ &DEXPzBV& dzdpg[B&Ƃ9'zyBS&?oB'W&j̖VYu TBe'%`GBU6b''q47S,C!;<'oF+I EC N'fU|a ia}CDs'r:A ACfч'I=[Lj C']PmavCQ'iz_=D6z']ExT&3_D (J`yDsC4(D +J(w-gDEӡu(gz,#E/(ZPma۠bEk(VLj yF@E|c"(5A  GEFkp(|a CkER-(ڙ?+I 7 F$G})34;ZFbj() `c:F2T@)DWV0T4KF",K)o3SeFAi[)+9yت4oF5iXb)HczdpiF(|Fk0j)xEEX̅;FQl)sl_lп̅;FQl)sl_l?iF(|Fk0j)yEEX?yت4oF5iXb)Eczdp?3SeFAi[){+9?0T4KF",K)xo?d:F2T@)4WV@;ZFbj() `@; F$G})24@CkER-(?+I @ GEEkp(`|a @yF@E{c"(5A @ ۠bEk(rVLj @,#E/(ZPma@.gDEӡu(gz@D +J(w@J`yDsC4(@T&3_D (@_=D6z']Ex@vCQ'iz@C']Pma@ACfч'I=[Lj @ia}CDs'r:A @EC N'fU|a @7S,C!;<'oF+I @GBU6b''q4@Yu TBe'%`@B'W&j̖V@'zyBS&?o?g[B&Ƃ9?PzBV& dzdp?B^ &DEX?,ҧisB &7j_l?,ҧisB &%? conedñVD6(W%N@?N@W%<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   ftreemeg attrib  !4= face 4 5 6  7  loop  8 9  cone surface  Гf@0 H`?@? ?@  coedge  ( ( ) :   coedge  ) ) ( :   coedge    ; <   coedge  ; ;  , 0  edge  =!@ >X2@ + ? unknown  vertex   @ellipse curve  ^s2D٫C$~W%?N@N@W%<? intcurve curve   ref  loop  A + 1  face B C  D  point  m~D(C point  L~Da(k&C@ftreemeg attrib  %!4= face E F G  H  loop  I % plane surface  Гf~0 H`??  loop  J   coedge  9 9 K L &  edge  M M-DT!@ ) N unknown  coedge  + + * < 0  edge  >X2@ =fA2">@ ; O unknown  vertex  , P vertex  , Qintcurve curve   surfintcur nubs!X!?X!?X@X!@B2"@ X@<=.@!@"@KB2"@Ӱf @X"@Jt#@<=.%@.f&@!(@\)@ +@0 Ѡ,@@2".@.P[E/@f0@ŷS1@X2@2@Jt3@((QW4@V<=.5@aQ 5@l.f6@vzZ7@!8@^% Zj8^% Zj8;Vk_lпΰZ|8FEEX9G'"Z䃋8czdpPjjZH89-M"Z v9QEoeeDZXE 9VrZH9f"`* Z9: 9/4jsu[/2O09lEC+I vvK"[]99=|a oTA>[y6L97A ͗_M[juSW9XLj d~Qyl[Gm9U\Pma(GY}[x9>hzή;7i[Yވ9x4[I+5 9IP,[W09M [v79x S\9ÔhzK\9V\Pma1B0\ijΚ9XLj hl?\٤97A in[\ow!:)|a |\h\f :GC+I cy\w{&:24D#\^r-:M"`p\9:V'sD\=o>:FoҌ0"\f0nG:N9\qSJ:'czdpc쌽\oN:FEEX @\O:VUk_lп @\O:TUk_l?c쌽\oN:FEEX?\qSJ:%czdp?Ҍ0"\f0nG:H9?&sD\:Fo?p\9:V@D#\^r-:D"`@by\w{&:24@|\h\f :GC+I @in[\ow!:(|a @hl?\٤97A @1B0\ijΚ9XLj @K\9V\Pma@ S\9Ĕhz@M [v79x@IP,[W09@4[I+5 9@ͮ;7i[Yވ9x@)GY}[x9Dhz@d~Qyl[Gm9U\Pma@͗_M[juSW9XLj @oTA>[y6L97A @vvK"[]99=|a @jsu[/2O09lEC+I @* Z9: 9/4@rZH9d"`@eeDZXE 9V@-M"Z v9kEo?PjjZH89?8G'"Z䃋8czdp?࿣Z|8FEEX?^% Zj8@Vk_l?^% Zj8I%? cone[Э9Xυ$? oh<)H<@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  CF3v~< loop  R K 1 ftreemeg attrib  14= face S T U  V cone surface  91g.c@r@X@? ?X@ ftreemeg attrib  54= face W X Y  Z  loop  [ \ 5 cone surface  @eupp%0(znn;=L?Yΐ?<zmo1<? ?@  coedge  I I J ] 6  coedge  J J I ] 8  coedge  K K 9 L A  edge  ^ ^jC΢8@ K _ unknown  vertex  : `ellipse curve   1[aVb~Xυ?$8 oh<)H<@? intcurve curve   ref  point  [Э9 point  [Э9@ loop  a b 1 ftreemeg attrib  C4= face c d  e  loop  f C cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  F4= face g h i  j  loop  k F plane surface  s7xu|qv~0(znn;=L?Yΐ?<zmo1ס<  loop  l 5  coedge  m n o p G  edge  q q-DT!@ J r unknown  vertex  L sintcurve curve   surfintcur nubs!'͇?'͇?٥@'͇@!f"@=;@<.@揺@qO@Y'"@ o @f]J."@`Vt#@dPw~.%@ɍ&@bC΢(@Ἲ\)@`6+@߯FѠ,@^)n".@nٛE/@ ZZ0@S1@h52@ ,2@tFt3@"aQW4@I|.5@#/ 5@ƫ6@(Z7@jC΢8@Гe@HT?0 H`Гe@HT?w`NlXfUv?u< `: xfzp?*0`7f[s?<28`3' fº?BH`,QSft ;?cjQP`4 f,e?PL^`%\bfNH?~Ad`fa*f4W?pp`UUp+1f|L?fju`аt&?f\I?FA~`=(ӳFfQ??m`$azVft\?"jyi`:^f^?9`x ;ofoG?_Y`u8wf.?0 H`Qf= ?0 H`ݣfv~Ř?ba`Etf( ?+Z`H>f~%?N@yi`؇qf"?Zm`+f7[?]A~`f'4? 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QP`f[yf?LkH`ɅflZ?&28``fr.?m8.0`՘fB'G?w߄u< `Гf`vL?,s`Гf`vL?`՘fB'G?i&_`fr.?_ɅflZ?˫_f[yf?*HP _M@Mf#?d_?f[?rn_BDfy?v_Dgf#ύ?H?e__f(4?T_+f8[?dA_؇qf"?r69_H>f~%?$,_Etf( ?k'_ݣfv~Ř?1\K,_>(ӳFfQ?69_Ѱt&?f\I?4pA_UUp+1f|L?\T_da*f2W??@e__%\bfNH?}v_4 f,e?т~_,QSft ;?J_3' fú?i)P _7f[s?G櫔_9 xfzp?_NlXfUv?^ &_Гe@HT?A2`Гe@HT?0 H`髵%? coneГf@0 H`?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point   1[aVb~@ loop  t 1  coedge  o u m v R ftreemeg attrib  T4= loop  w T plane surface  ȭkrz~ٔ"e$c@ u unknown  vertex  v  vertex  p intcurve curve   surfintcur nubs!W2 ?W2 ?%X@W2 @l2"@RV@o9=.@@Y@2"@e @΍X"@Jt#@<=.%@.f&@y!(@d\)@N;+@9X Ѡ,@$u2".@[E/@rLg0@bS1@SY2@2@lKt3@3(QW4@<=.5@Q 5@<.f6@zZ7@h!8@vO.t^2&0(znnvO.t^2&mXwnt&.m+n tn&CO og#t|"&輛oFtj/_& `L$owԣqtwhL&+o,QCtɒǫ&wI9o<5ytISz&HB@o6@(t+[&V՞Ko摜]tvmI&Po"$ZtQU#&r-ZZo.~ "un9&h Z#l^o@O u(h%F,j/do>&uD%d\.dlgoaӋcu>%>jo/ u~%0(znkof“#u57Z%0(znkoev ?'urB%>jo!/u,@%X.dlgo4ur$&j/doܥ;u1$Z#l^o;L?u9o+2Wu^7$' +o^ Yu`O,$h`L$o|xN\uO$^o`~]u{~$CO o}V)_uaW $m+n7i_u i$$ nXwn7i_u i$$@Cen~V)_uaW $rn`~]u{~$3n|xN\uO$ Un^ Yu`O,$]n+2Wu^7$8gnk1mgORuCR$18nOuFCa$ҡnpIuޝJ$#{U=nzFunQ$5,n;L?u=gۻ$-#|nޥ;u1$Xpxn4ur$Iqn!/u,@%#ponev ?'urB%T3lnf“#u57Z%0(znkn/ u~%0(znknaӋcu>%T3ln>&uD%#pon@O u(h%Dqn1~ "un9&Opxn#$ZtQU#&#|n摜]tvmI&֥5,n6@(t+[& {U=n?5ytISz&ġn,QCtɒǫ&&8nxԣqtwhL&`nHtj/_&R]nf#t|"&x Un tn&_3nt&5snvO.t^2&CenvO.t^2&0(znn%? cone@eupp%0(znn;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  Гe~0 H` coedge  z t a  coedge  t a  coedge  t i  edge  {lg浆+ .h2+@ t unknown  vertex  v intcurve curve   ref  coedge  w d  coedge  w d  coedge  w i  edge  u^0"ӿ r$ѿ w unknown  coedge  y x U  coedge  x ~  edge  +I&  ,@ tangent  coedge  y  edge  7Ls xY&@ tangent  coedge  z a  vertex   vertex  intcurve curve   surfintcur nubs"9@F0@t@i??.@g@vN@3eո\@\@ Ѡ@i`k2"@C\E@Ǔ @S!@Zw"@Rb"@-t#@( ,+QW$@m?.%@/S %@zg&@(|Z'@fN(@\}(@⧬\)@ 9^*@_> +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  ,GuNp%kxnko coedge  d  coedge   edge  \ݲL? W: ? unknown  vertex  ellipse curve  ؒ[7/rVl(?$c ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн>%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@z=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq|= body    lump    shell     face      ftreemeg attrib  "4= face    loop   cone surface  [Э9Xυ$? oh<)H<@? ?@ ftreemeg attrib  "4= face       loop    plane surface   1[aVb~Xυ$? oh<)(<?  loop     coedge       ftreemeg attrib  !4= face       loop    cone surface  Гf@0 H`?@? ?@  coedge       coedge       coedge      coedge      edge  !!@ "X2@  # unknown ftreemeg attrib  !4= face $ % &  '  loop  (  plane surface  Гf~0 H`??  loop  )  coedge    * +   edge  , ,-DT!@  - unknown  coedge       edge  "X2@ !fA2">@  . unknown  loop  /  0  vertex   1 vertex   2intcurve curve   surfintcur nubs!X!?X!?X@X!@B2"@ X@<=.@!@"@KB2"@Ӱf @X"@Jt#@<=.%@.f&@!(@\)@ +@0 Ѡ,@@2".@.P[E/@f0@ŷS1@X2@2@Jt3@((QW4@V<=.5@aQ 5@l.f6@vzZ7@!8@^% Zj8^% Zj8;Vk_lпΰZ|8FEEX9G'"Z䃋8czdpPjjZH89-M"Z v9QEoeeDZXE 9VrZH9f"`* Z9: 9/4jsu[/2O09lEC+I vvK"[]99=|a oTA>[y6L97A ͗_M[juSW9XLj d~Qyl[Gm9U\Pma(GY}[x9>hzή;7i[Yވ9x4[I+5 9IP,[W09M [v79x S\9ÔhzK\9V\Pma1B0\ijΚ9XLj hl?\٤97A in[\ow!:)|a |\h\f :GC+I cy\w{&:24D#\^r-:M"`p\9:V'sD\=o>:FoҌ0"\f0nG:N9\qSJ:'czdpc쌽\oN:FEEX @\O:VUk_lп @\O:TUk_l?c쌽\oN:FEEX?\qSJ:%czdp?Ҍ0"\f0nG:H9?&sD\:Fo?p\9:V@D#\^r-:D"`@by\w{&:24@|\h\f :GC+I @in[\ow!:(|a @hl?\٤97A @1B0\ijΚ9XLj @K\9V\Pma@ S\9Ĕhz@M [v79x@IP,[W09@4[I+5 9@ͮ;7i[Yވ9x@)GY}[x9Dhz@d~Qyl[Gm9U\Pma@͗_M[juSW9XLj @oTA>[y6L97A @vvK"[]99=|a @jsu[/2O09lEC+I @* Z9: 9/4@rZH9d"`@eeDZXE 9V@-M"Z v9kEo?PjjZH89?8G'"Z䃋8czdp?࿣Z|8FEEX?^% Zj8@Vk_l?^% Zj8I%? cone[Э9Xυ$? oh<)H<@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   ftreemeg attrib  4= face 3 4 5  6  loop  7 8  cone surface  @eupp%0(znn;=L?Yΐ?<zmo1<? ?@  coedge  ( ( ) 9   coedge  ) ) ( 9   coedge  * *  + /  edge  : :jC΢8@ * ; unknown  vertex   <ellipse curve   1[aVb~Xυ?$8 oh<)H<@? intcurve curve   ref  loop  = * 0  face > ?  @  point  [Э9 point  [Э9@ftreemeg attrib  %4= face A B C  D  loop  E % plane surface  s7xu|qv~0(znn;=L?Yΐ?<zmo1ס<  loop  F   coedge  G H I J &  edge  K K-DT!@ ) L unknown  vertex  + Mintcurve curve   surfintcur nubs!'͇?'͇?٥@'͇@!f"@=;@<.@揺@qO@Y'"@ o @f]J."@`Vt#@dPw~.%@ɍ&@bC΢(@Ἲ\)@`6+@߯FѠ,@^)n".@nٛE/@ ZZ0@S1@h52@ ,2@tFt3@"aQW4@I|.5@#/ 5@ƫ6@(Z7@jC΢8@Гe@HT?0 H`Гe@HT?w`NlXfUv?u< `: xfzp?*0`7f[s?<28`3' fº?BH`,QSft ;?cjQP`4 f,e?PL^`%\bfNH?~Ad`fa*f4W?pp`UUp+1f|L?fju`аt&?f\I?FA~`=(ӳFfQ??m`$azVft\?"jyi`:^f^?9`x ;ofoG?_Y`u8wf.?0 H`Qf= ?0 H`ݣfv~Ř?ba`Etf( ?+Z`H>f~%?N@yi`؇qf"?Zm`+f7[?]A~`f'4? =ju`Dgf#ύ?p`BDfy?$d`?f[?'ݰL^`M@Mf#? QP`f[yf?LkH`ɅflZ?&28``fr.?m8.0`՘fB'G?w߄u< `Гf`vL?,s`Гf`vL?`՘fB'G?i&_`fr.?_ɅflZ?˫_f[yf?*HP _M@Mf#?d_?f[?rn_BDfy?v_Dgf#ύ?H?e__f(4?T_+f8[?dA_؇qf"?r69_H>f~%?$,_Etf( ?k'_ݣfv~Ř?1\K,_>(ӳFfQ?69_Ѱt&?f\I?4pA_UUp+1f|L?\T_da*f2W??@e__%\bfNH?}v_4 f,e?т~_,QSft ;?J_3' fú?i)P _7f[s?G櫔_9 xfzp?_NlXfUv?^ &_Гe@HT?A2`Гe@HT?0 H`髵%? coneГf@0 H`?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point   1[aVb~@ loop  N O 0 ftreemeg attrib  04= face P Q R  S cone surface  91g.c@r@X@? ?X@ ftreemeg attrib  44= face T U V  W  loop  X 4 cone surface  ؒ[7BS(/Vl(??7@? ?7@  coedge  E E F Y 5  coedge  F F E Y 7  coedge  H 8 O Z &  coedge  8 G [ \ &  coedge  [ O 8 J =  edge  ]@ ^T[2@ I _ unknown  vertex  9 `ellipse curve  Гf~0 H`@?  point  Гe@HT?0 H` loop  a 0  coedge  I [ G Z = ftreemeg attrib  ?4= face b c  d  loop  e ? cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  B4= face f g h  i  loop  j B plane surface  G1kz~ (#e@@ [ s unknown  vertex  Z t vertex  J uintcurve curve   surfintcur nubs!W2 ?W2 ?%X@W2 @l2"@RV@o9=.@@Y@2"@e @΍X"@Jt#@<=.%@.f&@y!(@d\)@N;+@9X Ѡ,@$u2".@[E/@rLg0@bS1@SY2@2@lKt3@3(QW4@<=.5@Q 5@<.f6@zZ7@h!8@vO.t^2&0(znnvO.t^2&mXwnt&.m+n tn&CO og#t|"&輛oFtj/_& `L$owԣqtwhL&+o,QCtɒǫ&wI9o<5ytISz&HB@o6@(t+[&V՞Ko摜]tvmI&Po"$ZtQU#&r-ZZo.~ "un9&h Z#l^o@O u(h%F,j/do>&uD%d\.dlgoaӋcu>%>jo/ u~%0(znkof“#u57Z%0(znkoev ?'urB%>jo!/u,@%X.dlgo4ur$&j/doܥ;u1$Z#l^o;L?u9o+2Wu^7$' +o^ Yu`O,$h`L$o|xN\uO$^o`~]u{~$CO o}V)_uaW $m+n7i_u i$$ nXwn7i_u i$$@Cen~V)_uaW $rn`~]u{~$3n|xN\uO$ Un^ Yu`O,$]n+2Wu^7$8gnk1mgORuCR$18nOuFCa$ҡnpIuޝJ$#{U=nzFunQ$5,n;L?u=gۻ$-#|nޥ;u1$Xpxn4ur$Iqn!/u,@%#ponev ?'urB%T3lnf“#u57Z%0(znkn/ u~%0(znknaӋcu>%T3ln>&uD%#pon@O u(h%Dqn1~ "un9&Opxn#$ZtQU#&#|n摜]tvmI&֥5,n6@(t+[& {U=n?5ytISz&ġn,QCtɒǫ&&8nxԣqtwhL&`nHtj/_&R]nf#t|"&x Un tn&_3nt&5snvO.t^2&CenvO.t^2&0(znn%? cone@eupp%0(znn;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  Гe~0 H` coedge  v w x y N ftreemeg attrib  Q4= loop  z Q plane surface  ȭkrz~ٔ"e$c ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн>0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  z c  coedge  | { R  coedge  { V  edge  +I&  ,@ tangent  coedge  |  edge  7Ls xY&@ tangent  coedge  } N  vertex   vertex  intcurve curve   surfintcur nubs"9@F0@t@i??.@g@vN@3eո\@\@ Ѡ@i`k2"@C\E@Ǔ @S!@Zw"@Rb"@-t#@( ,+QW$@m?.%@/S %@zg&@(|Z'@fN(@\}(@⧬\)@ 9^*@_> +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@z=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq|= body    lump    shell     face      ftreemeg attrib  !4= face    loop   cone surface  Гf@0 H`?@? ?@ ftreemeg attrib  !4= face       loop    plane surface  Гf~0 H`??  loop     coedge     ftreemeg attrib  4= face       loop    cone surface  @eupp%0(znn;=L?Yΐ?<zmo1<? ?@  coedge       coedge       coedge       edge   jC΢8@   unknown ftreemeg attrib  4= face  ! "  #  loop  $  plane surface  s7xu|qv~0(znn;=L?Yΐ?<zmo1ס<  loop  %  coedge  & ' ( )   edge  * *-DT!@  + unknown  loop  ,  -  vertex   .intcurve curve   surfintcur nubs!'͇?'͇?٥@'͇@!f"@=;@<.@揺@qO@Y'"@ o @f]J."@`Vt#@dPw~.%@ɍ&@bC΢(@Ἲ\)@`6+@߯FѠ,@^)n".@nٛE/@ ZZ0@S1@h52@ ,2@tFt3@"aQW4@I|.5@#/ 5@ƫ6@(Z7@jC΢8@Гe@HT?0 H`Гe@HT?w`NlXfUv?u< `: xfzp?*0`7f[s?<28`3' fº?BH`,QSft ;?cjQP`4 f,e?PL^`%\bfNH?~Ad`fa*f4W?pp`UUp+1f|L?fju`аt&?f\I?FA~`=(ӳFfQ??m`$azVft\?"jyi`:^f^?9`x ;ofoG?_Y`u8wf.?0 H`Qf= ?0 H`ݣfv~Ř?ba`Etf( ?+Z`H>f~%?N@yi`؇qf"?Zm`+f7[?]A~`f'4? =ju`Dgf#ύ?p`BDfy?$d`?f[?'ݰL^`M@Mf#? QP`f[yf?LkH`ɅflZ?&28``fr.?m8.0`՘fB'G?w߄u< `Гf`vL?,s`Гf`vL?`՘fB'G?i&_`fr.?_ɅflZ?˫_f[yf?*HP _M@Mf#?d_?f[?rn_BDfy?v_Dgf#ύ?H?e__f(4?T_+f8[?dA_؇qf"?r69_H>f~%?$,_Etf( ?k'_ݣfv~Ř?1\K,_>(ӳFfQ?69_Ѱt&?f\I?4pA_UUp+1f|L?\T_da*f2W??@e__%\bfNH?}v_4 f,e?т~_,QSft ;?J_3' fú?i)P _7f[s?G櫔_9 xfzp?_NlXfUv?^ &_Гe@HT?A2`Гe@HT?0 H`髵%? coneГf@0 H`?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   ftreemeg attrib  4= face / 0 1  2  loop  3  cone surface  ؒ[7BS(/Vl(??7@? ?7@  coedge  $ $ % 4   coedge  % % $ 4   coedge  '  5 6   coedge   & 7 8   coedge  7 5  ) ,  edge  9@ :T[2@ ( ; unknown  vertex   <ellipse curve  Гf~0 H`@?  loop  = 5 -  face > ?   @  point  Гe@HT?0 H`ftreemeg attrib  !4= face A B C  D  loop  E ! plane surface  G1kz~ (#e@@ 7 N unknown  vertex  6 O vertex  ) Pintcurve curve   surfintcur nubs!W2 ?W2 ?%X@W2 @l2"@RV@o9=.@@Y@2"@e @΍X"@Jt#@<=.%@.f&@y!(@d\)@N;+@9X Ѡ,@$u2".@[E/@rLg0@bS1@SY2@2@lKt3@3(QW4@<=.5@Q 5@<.f6@zZ7@h!8@vO.t^2&0(znnvO.t^2&mXwnt&.m+n tn&CO og#t|"&輛oFtj/_& `L$owԣqtwhL&+o,QCtɒǫ&wI9o<5ytISz&HB@o6@(t+[&V՞Ko摜]tvmI&Po"$ZtQU#&r-ZZo.~ "un9&h Z#l^o@O u(h%F,j/do>&uD%d\.dlgoaӋcu>%>jo/ u~%0(znkof“#u57Z%0(znkoev ?'urB%>jo!/u,@%X.dlgo4ur$&j/doܥ;u1$Z#l^o;L?u9o+2Wu^7$' +o^ Yu`O,$h`L$o|xN\uO$^o`~]u{~$CO o}V)_uaW $m+n7i_u i$$ nXwn7i_u i$$@Cen~V)_uaW $rn`~]u{~$3n|xN\uO$ Un^ Yu`O,$]n+2Wu^7$8gnk1mgORuCR$18nOuFCa$ҡnpIuޝJ$#{U=nzFunQ$5,n;L?u=gۻ$-#|nޥ;u1$Xpxn4ur$Iqn!/u,@%#ponev ?'urB%T3lnf“#u57Z%0(znkn/ u~%0(znknaӋcu>%T3ln>&uD%#pon@O u(h%Dqn1~ "un9&Opxn#$ZtQU#&#|n摜]tvmI&֥5,n6@(t+[& {U=n?5ytISz&ġn,QCtɒǫ&&8nxԣqtwhL&`nHtj/_&R]nf#t|"&x Un tn&_3nt&5snvO.t^2&CenvO.t^2&0(znn%? cone@eupp%0(znn;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  Гe~0 H` loop  Q - ftreemeg attrib  -4= face R S T  U cone surface  91g.c@r@X@? ?X@ ftreemeg attrib  04= face V W X  Y  loop  H 0 cone surface  91g.c@r@P@? P@  coedge  Z [ F \ 1  coedge  ] 3 E \ "  coedge  3 ] ^ _ "  coedge  ` a 3 I C  edge  bUa, ck ;a,@ H d unknown  vertex  4 eellipse curve  s7xu|qv~0(znn;=LYΐzmo1<?  vertex  6 fintcurve curve   ref intcurve curve   ref  point  @eupp%0(znko point  3Gu1 p%9l{nkn coedge  g h ] i = ftreemeg attrib  ?4= face j k  l  loop  m ? cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  B4= face n - o  p  loop  q B cone surface  [gv!c~.bqd'~$T<ν(쿋 ; ?qA? ??  coedge  r E a s 1  coedge  E r g t 1  edge  c爔Y? u.#"? E v unknown  coedge  G F Q i "  coedge  w x G _ k  edge  yu^0"ӿ br$ѿ ^ z unknown  coedge  { H x | C  coedge  H } Z s C  vertex  | ~ vertex  I intcurve curve   surfintcur nubsp!5Vo ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн>0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  m r T  coedge  m T  edge  fN(@ תL0@ unknown  coedge  o  coedge  q X  coedge  q X  edge  ^;@ TN(@ unknown  edge  +I&  ,@ r tangent  vertex  s ellipse curve  91g.c@r@ +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@cz=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@|= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  @eupp%0(znn;=L?Yΐ?<zmo1<? ?@ ftreemeg attrib  4= face       loop    plane surface  s7xu|qv~0(znn;=L?Yΐ?<zmo1ס<  loop     coedge       ftreemeg attrib  4= face       loop   cone surface  ؒ[7BS(/Vl(??7@? ?7@  coedge       coedge       coedge       coedge   !   coedge    "  edge  #@ $T[2@  % unknown ftreemeg attrib  4= face & ' (  )  loop  *  plane surface  G1kz~ (#e@@ 3 unknown  loop  4  5  vertex   6 vertex   7intcurve curve   surfintcur nubs!W2 ?W2 ?%X@W2 @l2"@RV@o9=.@@Y@2"@e @΍X"@Jt#@<=.%@.f&@y!(@d\)@N;+@9X Ѡ,@$u2".@[E/@rLg0@bS1@SY2@2@lKt3@3(QW4@<=.5@Q 5@<.f6@zZ7@h!8@vO.t^2&0(znnvO.t^2&mXwnt&.m+n tn&CO og#t|"&輛oFtj/_& `L$owԣqtwhL&+o,QCtɒǫ&wI9o<5ytISz&HB@o6@(t+[&V՞Ko摜]tvmI&Po"$ZtQU#&r-ZZo.~ "un9&h Z#l^o@O u(h%F,j/do>&uD%d\.dlgoaӋcu>%>jo/ u~%0(znkof“#u57Z%0(znkoev ?'urB%>jo!/u,@%X.dlgo4ur$&j/doܥ;u1$Z#l^o;L?u9o+2Wu^7$' +o^ Yu`O,$h`L$o|xN\uO$^o`~]u{~$CO o}V)_uaW $m+n7i_u i$$ nXwn7i_u i$$@Cen~V)_uaW $rn`~]u{~$3n|xN\uO$ Un^ Yu`O,$]n+2Wu^7$8gnk1mgORuCR$18nOuFCa$ҡnpIuޝJ$#{U=nzFunQ$5,n;L?u=gۻ$-#|nޥ;u1$Xpxn4ur$Iqn!/u,@%#ponev ?'urB%T3lnf“#u57Z%0(znkn/ u~%0(znknaӋcu>%T3ln>&uD%#pon@O u(h%Dqn1~ "un9&Opxn#$ZtQU#&#|n摜]tvmI&֥5,n6@(t+[& {U=n?5ytISz&ġn,QCtɒǫ&&8nxԣqtwhL&`nHtj/_&R]nf#t|"&x Un tn&_3nt&5snvO.t^2&CenvO.t^2&0(znn%? cone@eupp%0(znn;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   ftreemeg attrib  4= face 8 9 :  ;  loop  -  cone surface  91g.c@r@P@? P@  coedge  < = + >   coedge  ?  * >   coedge   ? @ A   coedge  B C  . (  edge  DUa, Ek ;a,@ - F unknown  vertex   Gellipse curve  s7xu|qv~0(znn;=LYΐzmo1<?  vertex   Hintcurve curve   ref intcurve curve   ref  loop  I 5  face J K "  L  point  @eupp%0(znko point  3Gu1 p%9l{nknftreemeg attrib  '4= face M 5 N  O  loop  P ' cone surface  [gv!c~.bqd'~$T<ν(쿋 ; ?qA? ??  coedge  Q * C R   coedge  * Q S T   edge  E爔Y? U.#"? * V unknown  coedge  , + I W   coedge  X Y , A Z  edge  [u^0"ӿ Dr$ѿ @ \ unknown  coedge  ] - Y ^ (  coedge  - _ < R (  vertex  ^ ` vertex  . aintcurve curve   surfintcur nubsp!5Vo ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн> sellipse curve  ؒ[7ԿrVl(?0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  Y X i Z  edge  Z [L%L b unknown  point  Q[3Ksd-4* coedge  _ ] (  coedge  i h ] z :  edge  JT(@ {xL0@ ] unknown  vertex  ellipse curve  91g.c@K;r$cz=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@ +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c|= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  ؒ[7BS(/Vl(??7@? ?7@ ftreemeg attrib  4= face       loop    plane surface  G1kz~ (#e@ ,.(uSv~o{z*VYk4 TS~p&'ۑ[Z~J o$@"~ډBT~qRR7)Q~l׿@AØ~6A5*o NהпBE~=2Tz~mgн>  ?  loop  @  plane surface  |`wOt$~r@'￷d?d?'?  coedge  A B C D   coedge    E F  edge  Gs5 #tL ! H unknown  coedge  I 0  - >  edge  J  edge  .{lg浆+ 5.h2+@ 0 N unknown  coedge  O  M P 4  coedge   O 8 4  loop   Q  vertex   Rellipse curve  ؒ[7/rVl(?$c  edge  b^;@ cTN(@ C d unknown  coedge  X e * F [  edge  J+I& G ,@ * f tangent  vertex  + gellipse curve  91g.c@r@  vertex  - iellipse curve  91g.c@r@ intcurve curve   surfintcur nubsCS!5ؑ9)y~3g/S1R.~)h/S!h/Sh/Sg/S@g/S@g/S!@~)@R.@g/S1@ؑ9)y~3@CS!5@h$p/6O=3@*=#jxߠ)z@M"2@ V/@ "zb562@ Rp|YV-D1@w4VPZA/0@k:tH5.Q /@;F$?>0pU3j.@f8]ow BJX?|4 ,@ Z4"Q*@XW+4 H&w&fd!''@U m[r 2s(2o$@mԏ)n.?q<@&qOz`!@~l׿  _vTp @`7п@@w{@[tgн38 M?ؒ[Z:H%?ؒ[Z:Vl(?ؒ[Z:w$[tgн384ML_7п@@vdz~l׿  Ao &qOz7xԏ)n.=~ډU m[r 2pQP-o$`W+4 G&w%&' XILz*Y8]ow BAfw ,;F$?>0p }.j. k:tH~UL/w4VPZA<0=0Rp|Y4D1V/@ "zbd62*=#ixߠ# 2h$p/6Or%%3q!@? coneؒ[7BS(/Vl(??7@? ?7@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  3 2 B ` 4  edge  bZ 5L%L M j unknown  face k 4  l  point  Q[3Ksd-4* coedge  9 7 ^ m   coedge  B A 7 U   edge  nJT(@ VxL0@ 7 o unknown  vertex  ` pellipse curve  91g.c@K;r$c  vertex  P x vertex  D yintcurve curve   surfintcur nubs!e酢?e酢?R o?e酢??)"?@7.@*gB@B.  @Y2"@8@0@pt@i??.@ȼg@uN@H_\@0q@ Ѡ@O4"@`m^E@~# @LS!@w"@bRb"@-t#@,+QW$@:?.%@/S %@zg&@|Z'@TN(@ޒUiwPS/bqޒUiwPSg6q9 e#8wJ Qq6qShwJ%0qyjw+f)-'qʶ )w.|4ƵۤqJ$w;Z q=w\KbRBqjSvw1_UTL oq=wPtogЕЯqB~wSP8r Czqwky&~C!qfn w[sqb: wi~İpzqWPhw.s?ܨq`wz=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@ +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c|= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  [gv!c~.bqd'~$T<ν(쿋 ; ?qA? ?? ftreemeg attrib  4= face       loop    plane surface  |`wOt$~r@'￷d?d?'?  coedge       ftreemeg attrib  4= face       loop   cone surface  91g.c@r@X@? ?X@  coedge       coedge       coedge       coedge  !    edge  "^;@ #TN(@  $ unknown ftreemeg attrib  4= face % & '  (  loop  )  cone surface  [gv c~1%q@d'8A((` ?tA?? ?@  coedge  *  ! +  coedge   * , -  edge  #xY& .7Ls@  / tangent  coedge    0 1   coedge  2 3   4  edge  52$ "a/I&@  6 tangent  coedge  7  3 8   coedge   9  +   vertex  8 : vertex   ;intcurve curve   surfintcur nubs!e酢?e酢?R o?e酢??)"?@7.@*gB@B.  @Y2"@8@0@pt@i??.@ȼg@uN@H_\@0q@ Ѡ@O4"@`m^E@~# @LS!@w"@bRb"@-t#@,+QW$@:?.%@/S %@zg&@|Z'@TN(@ޒUiwPS/bqޒUiwPSg6q9 e#8wJ Qq6qShwJ%0qyjw+f)-'qʶ )w.|4ƵۤqJ$w;Z q=w\KbRBqjSvw1_UTL oq=wPtogЕЯqB~wSP8r Czqwky&~C!qfn w[sqb: wi~İpzqWPhw.s?ܨq`w  ?  loop  @  plane surface  N _*@u~r@p0?庛R??庛R??p0  coedge  A B 9 C   coedge    B D  edge  E@=@ #`1@ ! F unknown  coedge  G 0  - >  edge  H@=@ .`1@  I unknown  vertex   Jstraight curve  ew'拼~.bqd?'?y$T y0' 軕d @ coedge  , K  1 >  edge  .JT(@ 5xL0@ 0 L unknown  coedge  M  K N 4  coedge   M 8 4  loop   =  vertex   Ostraight curve  6v/w~~mqd'y$T< 軕d y0'@ coedge  9 P Q   edge  "Z RXA S unknown  coedge  ! 7 ) C   point  e{/v5~eu~mq point  ޒUiwPS/bqftreemeg attrib  &4= face T U 4  V  loop  0 & cone surface  91g.c@r@P@? P@  coedge  W X M Y '  coedge  Z ) [ \   coedge  ) Z * D   edge  EfN(@ ]תL0@ 9 ^ unknown  edge  H7Ls ExY&@ * _ tangent  vertex  + `straight curve  ޒUiwPSr@  coedge  a , Z b >  vertex  - cstraight curve  JfA w@L$*~r@  point  JfA w@L$*~/bq coedge  0 d 2 N > intcurve curve   surfintcur nubs" @q6@*t@nE?.@g@TJT@Ef\@?x@: Ѡ@H54"@ v^E@|( @hS!@S*"@&h"@!t#@q2+QW$@&?.%@deS %@g&@$|Z'@JT(@`(@Ⲹ\)@.9^*@&{+@vv+@r Ѡ,@Rn@a-@ j2".@~Gh.@~ ]E/@920@xL0@AK|%vP;Ā~~mqvs҈~_nql&"wvWlS~Tq#v|C)~F]Vq#kvgUg~Nsvq\TvYa~Cq+Ov~+q?vtzpʚ~^["q51Wv豃Κ~oqe@vӚ~qTv ՚~k;MqTv ՚~55q'@vӚ~3p6qWvh䱃Κ~0q;vmzpʚ~Z$qvOv`~ۤq_TvGa~\t qckv8g~+(aRBqXv!)~joqP+CvPǍ~e0ЯqTOptv%~Dzq v+k~LC!qp2vBpn_~.tqWv>z=E~m*qzqLSv_7~?@ܨqVv~Z< q4 vy5~.bܧq70v[Gg~.bܧqbs"wK4~< q6(JDwTə~r?ܨq}ERw]#~pzqltC w~0sq& w~]~C!q (w./K}~Czq6?w֞r~bЕЯqwa_~I oq(lw.V~bRBqw FF~O qxw@~ۤq +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c  edge  qy6;@ H!JT(@ G u unknown  point  JfA w@L$*~1%q@ coedge  K a W m >  vertex  m vellipse curve  91g.c@K;r$c%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@|= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  4= face       loop    cone surface  91g.c@r@X@? ?X@  coedge       ftreemeg attrib  4= face       loop   plane surface  |`wOt$~r@'￷d?d?'?  coedge      coedge       coedge       edge  fN(@ !תL0@  " unknown ftreemeg attrib  4= face # $ %  &  loop  '  plane surface  N _*@u~r@p0?庛R??庛R??p0  coedge  ( )     coedge  *  ) +  coedge   * , -  coedge    . /   coedge  , 0   1  edge  !+I& 2 ,@  3 tangent  edge  47Ls xY&@  5 tangent  vertex  + 6 vertex  - 7intcurve curve   surfintcur nubs"9@F0@t@i??.@g@vN@3eո\@\@ Ѡ@i`k2"@C\E@Ǔ @S!@Zw"@Rb"@-t#@( ,+QW$@m?.%@/S %@zg&@(|Z'@fN(@\}(@⧬\)@ 9^*@_> +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c ?   coedge  @  A B   coedge   @  +   coedge    C D  edge  @=@ EN@  F unknown  coedge  G   - 1  edge  ! * D :  edge  E-DT! HXA * \ unknown  vertex  + ]straight curve  ޒUiwPSr@  coedge  0 , = T 1  vertex  - ^ellipse curve  91g.c@r@%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@ Q Y c :  vertex  S dstraight curve  kk2=*@@ba~6ǿ(J ?-7t 6O4 jA edge  Z7Ls ExY&@ @ e unknown  coedge  A R U c %  vertex  B fstraight curve  JfA w@L$*~r@ ellipse curve  91g.c@K;r$c|= body    lump    shell     face      ftreemeg attrib  4= face    loop   plane surface  |`wOt$~r@'￷d?d?'? ftreemeg attrib  4= face       loop    cone surface  91g.c@r@X@? ?X@  coedge       ftreemeg attrib  4= face       loop   plane surface  N _*@u~r@p0?庛R??庛R??p0  coedge       coedge      coedge   ! "   coedge  # $  %  edge  &7Ls 'xY&@ ( unknown ftreemeg attrib  4= face ) * %  +  loop  ,  cone surface  91g.c@r@P@? P@  coedge  - . / 0   coedge      coedge    $ 1  coedge  2 3   4  edge  5-DT! 6XA  7 unknown  coedge    3 8   edge  5 'N@  9 unknown  coedge  : ,  "   edge  ; &N@  < unknown  coedge  /  , = %  coedge   /  1 %  loop     vertex  " > vertex  ?straight curve  ew'拼~K;rd'y$T< m4 KH Aftreemeg attrib  4= face @ 4  A plane surface  ȭkrz~ٔ"e$c|= body    lump    shell     face      ftreemeg attrib  4= face    loop   plane surface  |`wOt$~r@'￷d?d?'? ftreemeg attrib  4= face       loop    cone surface  91g.c@r@X@? ?X@  coedge       ftreemeg attrib  4= face       loop   plane surface  N _*@u~r@p0?庛R??庛R??p0  coedge       coedge      coedge   ! "   coedge  #   $  edge  %P@ &X@ ' unknown ftreemeg attrib  4= face ( ) $  *  loop  +  cone surface  91g.c@r@P@? P@  coedge  , - . /   coedge  0  - 1  coedge   0   coedge   .   $  edge  &,N 2UR  3 unknown  coedge    4 5   edge  6 &N@  7 unknown  coedge  8 +  "   edge  9 %N@  : unknown  coedge  .  + ; $  loop     vertex  " < vertex  =straight curve  91g.c@K;rd' ftreemeg attrib  4= face > ?  @ plane surface  l1GfF8~K;r??  coedge  ! A # ;   coedge  B  A C   coedge   B  1   coedge   #  / $  edge  2 D @  E unknown  coedge    F G  edge  Hr@ 2N@ - I unknown  vertex  1 Jellipse curve  91g.c@K;r?X@?  coedge  F K  5 ?  edge  97Ls 6xY&@  L unknown  vertex  5 Mstraight curve  ޒUiwPSr@  coedge  A ! K N   vertex  N Ostraight curve  JfA w@L$*~r@  edge  DUR? %,N? + P unknown  point  JfA w@L$*~K;r point  ޒUiwPSK;rftreemeg attrib  )4= loop  K ) plane surface  G1kz~ (#e@|= body    lump    shell     face      ftreemeg attrib  4= face    loop   plane surface  |`wOt$~r@'￷d?d?'? ftreemeg attrib  4= face       loop    cone surface  91g.c@r@X@? ?X@  coedge       ftreemeg attrib  4= face       loop   plane surface  N _*@u~r@p0?庛R??庛R??p0  coedge       coedge      coedge   ! "   coedge  #   $  edge  %P@ &X@ ' unknown ftreemeg attrib  4= face ( ) $  *  loop  +  cone surface  91g.c@r@P@? P@  coedge  , - . /   coedge  0  - 1  coedge   0   coedge   .   $  edge  &,N 2UR  3 unknown  coedge 4   5 6   edge  7 &N@  8 unknown  coedge  9 +  "   edge  : %N@  ; unknown  coedge  .  + < $  loop     vertex  " = vertex  >straight curve  91g.c@K;rd' ftreemeg attrib  ? 4= face @ A  B plane surface  l1GfF8~K;r??  coedge  ! C # <   coedge  D  C E   coedge   D  1   coedge   #  / $  edge  2 F @  G unknown  coedge H   I J  edge  K 2N@ - L unknown  vertex  1 Mellipse curve  91g.c@K;r?X@? tagsys attrib    coedge  I N  6 A  edge O :O@ 7X@  P unknown  vertex Q 6 Rstraight curve  ޒUiwPSr@  coedge S C ! N T   vertex U T Vstraight curve  JfA w@L$*~r@  edge  FUR? %,N? + W unknown  point  JfA w@L$*~K;r point  ޒUiwPSK;rtagsys attrib  (  ftreemeg attrib  )4= loop  N ) plane surface  l1GfF8~r@??  coedge  + 9 , E   coedge X - , Y Z   edge  [ FN@ C \ unknown  vertex  E ]straight curve  @+*@GָK;r庛R?p0? tagsys attrib  0 0 coedge  Y 5 0 J A  edge ^ 7,N KUR 0 _ unknown  vertex ` J astraight curve  @+*@Gָr@  point  @+*@GָK;r coedge  5 Y 9 T A tagsys attrib  6 6straight curve  91g.c@r@d' tagsys attrib  7 7 point  ޒUiwPSr@tagsys attrib  9 9 edge b :,N [UR 9 c unknown tagsys attrib  : : point  JfA w@L$*~r@ellipse curve  91g.c@K;rP@? tagsys attrib  D D coedge  N I D Z A  edge d K [ @ D e unknown  vertex f Z gstraight curve  P{අ*@ ƒ~r@  point  P{අ*@ ƒ~K;rtagsys attrib  J Jellipse curve  91g.c@r@?X@? tagsys attrib  K K point  @+*@Gָr@tagsys attrib  T Tellipse curve  91g.c@r@?P@? tagsys attrib  Z Zstraight curve  @+*@Gָr@庛R?p0? tagsys attrib  [ [ point  P{අ*@ ƒ~r@ End-of-ACIS-data K;rr@?U ??-~G?"]1g =~JfA w@L$*~91g.c@P@-DT! @-DT!ޒUiwPS91g.c@Uiw@T-]1g =@91g.c@X@-DT! @-DT!@+*@Gָ91g.c@X@-DT!P{අ*@ ƒ~@+*@Gָ91g.c@"]1g =~91g.c@P@-DT!ԱzJfA w@L$*~r@4=4=4=`{අ*@ ƒ~ ?ʢ zޒUiwPSK;r4=4=4=ޒUiwPSK;rJfA w@L$*~r@ޒUiwPSr@4=4=4=4=@$@4=ޒUiwPSK;rJfA w@L$*~K;r4=4=4=4=@$@4= X???P??'ACIS BinaryFilelMegaCAD 2010 3D ACIS 19.0.3 NTThu Sep 02 06:41:46 2010?ư>|= body    lump    shell     face      ftreemeg attrib  4= face    loop   plane surface  e5aPwgfX?McI!> tangent  coedge  ?  ; @ $  loop   A  vertex  " B vertex  Cstraight curve  d)+wul rI@Bml!> < ftreemeg attrib  4= face D A <  E  loop  F  plane surface  l5aPwgy+Uc@I"> = F { unknown  vertex  w |ellipse curve  ؒ[7M^A?I@7@? ftreemeg attrib  } A4= face ~ V   plane surface  ao3M^A?I@??  coedge  F \ w *  coedge  F G i *  coedge  H G   edge   jY@ g tangent  vertex  i ellipse curve   Av!)Aq@I@@? tagsys attrib  K K coedge  P K n V  edge  RO z@ o` @ K unknown  vertex  straight curve   A/w!)Aq@I?  point   A/w!)Aq@I@tagsys attrib  Q Qellipse curve   AvەqI?@? tagsys attrib  R R point   A/wەqI coedge  U V  edge  y aY@ \ tangent tagsys attrib  ] ] vertex  ] ellipse curve  ؒ[7M^A?I?7@? straight curve  Ӛ:,@Ė?I@Bml?"> <  point  (:6т"S"`a2@I@tagsys attrib  c A Aftreemeg attrib  d4=plane surface  ao3M^A?I??  coedge  g f v * tagsys attrib  h h coedge  v m h V  edge  ro t? o-DT! @ h unknown  vertex  straight curve  *dv<?q@I?  point  *dv<?q@I@tagsys attrib  n nstraight curve   A/w\6rIHh_(e? tagsys attrib  o o point   A/w!)Aq@I edge  y;"܎>=@ MJ}@ unknown straight curve  (:6т"S"`a2@I? tagsys attrib  y y point  (:6т"S"`a2@Itagsys attrib   tagsys attrib   ellipse curve   Av!)Aq@I?@? tagsys attrib    point  *dv<?q@Itagsys attrib   straight curve  Ӛ:,@Ė?IBml"> |= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  ?@? ?@ ftreemeg attrib  4= face      loop    plane surface  @??  loop     coedge     ftreemeg attrib  4= loop   plane surface  ??  coedge      coedge       edge   -DT!@  unknown  coedge        edge   -DT!@   unknown  vertex   ellipse curve  @@?  vertex   ellipse curve  ?@?  point  @@ point  @ End-of-ACIS-data@?R@X???Z)w@~Tww@@? ACIS BinaryFilelMegaCAD 2010 3D ACIS 19.0.3 NTThu Sep 02 06:41:46 2010?ư>|= body    lump    shell     face      ftreemeg attrib  !4= face    loop   cone surface  ?@? ?@ ftreemeg attrib  !4= face      loop    plane surface  @??  loop     coedge     ftreemeg attrib  !4= loop   plane surface  ??  coedge      coedge       edge   -DT!@  unknown  coedge        edge   -DT!@   unknown  vertex   ellipse curve  @@?  vertex   ellipse curve  ?@?  point  @@ point  @ End-of-ACIS-data@?R@ oh<)(<$?|= body    lump    shell     face      ftreemeg attrib  "4= face    loop   cone surface  ?@? ?@ ftreemeg attrib  "4= face      loop    plane surface  @??  loop     coedge     ftreemeg attrib  "4= loop   plane surface  ??  coedge      coedge       edge   -DT!@  unknown  coedge        edge   -DT!@   unknown  vertex   ellipse curve  @@?  vertex   ellipse curve  ?@?  point  @@ point  @ End-of-ACIS-data@?R@N@W%c <nPRG|= body    lump    shell     face      ftreemeg attrib  #4= face    loop   cone surface  ?@? ?@ ftreemeg attrib  #4= face      loop    plane surface  @??  loop     coedge     ftreemeg attrib  #4= loop   plane surface  ??  coedge      coedge       edge   -DT!@  unknown  coedge        edge   -DT!@   unknown  vertex   ellipse curve  @@?  vertex   ellipse curve  ?@?  point  @@ point  @ End-of-ACIS-data@?R@???Z)w@:ф@@??zmo1ס|= body    lump    shell     face      ftreemeg attrib  4= face    loop   cone surface  ?@? ?@ ftreemeg attrib  4= face      loop    plane surface  @,P-@??  loop     coedge     ftreemeg attrib  4= loop   plane surface  ??  coedge      coedge       edge   -DT!@  unknown  coedge        edge   -DT!@   unknown  vertex   ellipse curve  @,P-@@?  vertex   ellipse curve  ?@?  point  @@,P-@ point  @ End-of-ACIS-data@,P-@?R@B|?4ȡ<0jBZ.qَ?qَ?|0?S@@B~)@KJ?????kzu@8$~@P?? 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Bintcurve curve   surfintcur nubs!3 ?3 ?&X@3 @rs2"@YV@Xy9=.@'@ֹ@2"@e @X"@Jt#@<=.%@P.f&@!(@"I\)@,+@5 Ѡ,@>!2".@_[E/@ug0@QS1@Y2@n2@Kt3@s(QW4@Q==.5@!=Q 5@0)/f6@?zZ7@N!8@6qΩ<4j6qΩ<4h/6 jcSq1s;4DEXj(53qDp54jEq=504snjۉ43qB7$48޸j9l;qoݴ4Wr[mj`QqI? 4:AhjL5q!ܗ4Oj8ecGrרD3$1j"4h}rB^~13DMj{"tzrܑ32}jo-Brn3.h1jIK$rL3tAj̀@r{ۉ3.jP'r#J7j3&;j~+r^?Z3kD5_3r,xB;3kˇ7r-+3&;jDGU @rJ* 3vj ȈvԱ2Mj.#Zr븿%2&$1jд_r9[27j+Trbr2iAhjH%gr? ^q2Qr[mj?-irnBi2B7޸jrqlrd}9\23snjP;mrNIW2ajRLor(P2EEXj3~or@EO2/6 j3~or@EO2-IwjlRLor(P2Noj;mrNIW2$5 7_j@rqlrd}9\2Vj-irnBi2!GjG%grM ^q2?juTrbr2vr1j_r6[2Xy1,+ju#Zr긿%2^RjbVrOvԱ2 yjE%OrV[2_"jtvVLr22V jvȈ.r*M~jqَ0ᅩ||4<?  loop  P < A  face Q R /  S  point  6qΩ<4j vertex  3 Tellipse curve  91gP?Vl(????  point  9gPVl(?ftreemeg attrib  74= face U V W  X  loop  Y 7 plane surface  s7xu|qv~4(znn@;=L?Yΐ?<zmo1ס<  loop  Z )  coedge  [ \ ] ^ 8  edge  _ _-DT!@ ; ` unknown  vertex  = aintcurve curve   surfintcur nubs!4 ?4 ?'X@4 @ct2"@YV@y9=.@@P@2"@e @QX"@Jt#@<=.%@.f&@k!(@2\)@:+@W Ѡ,@t2".@[E/@Jg0@֒S1@Y2@2@jKt3@2(QW4@<=.5@vQ 5@.f6@zZ7@j!8@6qΩ<4j@6qΩ<4Jwj@dSq1s;4Noj@h53qDp54,8 7_j@Eq=504IVj@4܉43qB7$4)!Gj@xl;qpݴ4q?j@`QqI? 4n1j@L5q!ܗ4 y1,+j@xecGrרD3Rj@"4h}rB^~13 yj@"tzrܑ3j@p-Brn3җV j@IK$rL3Jzj@̀@r{ۉ3[j@P'r#J7j3zj@+r^?Z3j@5_3r-xB;3j@+ˇ7r-+3y j@DGU @rJ* 3_j@ ȈvԱ2~ yj@o#Zr븿%2Rj@_r9[2y1,+j@oTrbr2y1j@#I%gr? ^q2?j@-irnBi2!Gj@2rqlrd}9\2Vj@;mrNIW28 7_j@ÅRLor(P2sNoj@3~or@EO2Jwj@3~or@EO2/6 j@…RLor(P2EEXj@;mrNIW2`j@1rqlrd}9\22snj@-irnBi2B7޸j@#I%gr? ^q2Qr[mj@nTrbr2hAhj@_r:[26j@n#Zr긿%2#$1j@bVr>vԱ2Mj@%OrV[2}j@yVLr22_1j@ Ȉ.r*M~k loop  b c A ftreemeg attrib  A4= face d e f  g cone surface  91g.c@r@X@? ?X@  point  9gP?Vl(?ftreemeg attrib  G!4= face h i j  k  loop  l m G cone surface  Гf@`@?@? ?@  coedge  Y Y Z n H  coedge  Z Z Y n J  coedge  \ K c o 8  coedge  K [ p q 8  coedge  p c K ^ P  edge  r@ sW[2@ ] t unknown  vertex  L uellipse curve   99>.r)M~j@mَ0ᅩ||4<?  point  6qΩ<4j@ loop  v w A  coedge  ] p [ o P ftreemeg attrib  R4= face x y  z  loop  { R cone surface  [gv c~1%q@d'8A((` ?tA?? ?@ ftreemeg attrib  V!4= face | } ~    loop  V plane surface  Гf~`@??  loop  G  coedge  m m w W  edge   -DT!@ Z unknown  edge  8@ r@ c unknown  coedge  c ] \ q P  edge  sW[2@ 6oD!>@ p unknown  vertex  o  vertex  ^ intcurve curve   surfintcur nubs!2 ?2 ?%X@2 @k2"@RV@o9=.@@C@2"@e @X"@Jt#@<=.%@.f&@x!(@g\)@V;+@DX Ѡ,@3u2".@[E/@xLg0@gS1@VY2@2@lKt3@3(QW4@<=.5@Q 5@?.f6@zZ7@h!8@vO.t^2&4(znn@vO.t^2&Cen@t&7sn@ tn&a3n@f#t|"&| Un@Htj/_&V]n@yԣqtwhL&`n@,QCtɒǫ&&8n@>5ytISz&ġn@6@(t+[&{U=n@摜]tvmI&ݥ5,n@!$ZtQU#&#|n@0~ "un9&Opxn@@O u(h%Dqn@>&uD%#pon@aӋcu>%T3ln@/ u~%4(znkn@f“#u57Z%4(znkn@ev ?'urB%T3ln@!/u,@%#pon@4ur$Iqn@ܥ;u1$Xpxn@;L?u9o@OuHCa$VHB@o@pIuޝJ$B՞Ko@zFunQ$Po@;L?ujo@f“#u57Z%4(znko@/ u~%4(znko@aӋcu>%>jo@>&uD%g\.dlgo@@O u(h%J,j/do@0~ "un9&n Z#l^o@!$ZtQU#&t-ZZo@摜]tvmI&Po@6@(t+[&Y՞Ko@>5ytISz&HB@o@,QCtɒǫ&}I9o@yԣqtwhL&+o@Gtj/_&`L$o@f#t|"&o@ tn&CO o@t&.m+n@vO.t^2&mXwn@vO.t^2&4(znn@i%? cone@eupp%4(znn@;=L?Yΐ?<zmo1<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point   99>.r)M~j@ loop  A  coedge  w w m b ftreemeg attrib  e4= loop  e plane surface  ȭkrz~ٔ"e$c(ӳFfQ?H;W9_@$azVft\?>,_@:^f^?I'_@x ;ofoG? ]W!_@u8wf.? *+_@Qf= ? *+_@ݣfu~Ř?G\W!_@Etf( ?'_@H>f~%?但>,_@؇qf"?V9_@+f7[?gA_@f'4?g@ T_@Dgf#ύ?t_k__@BDfy?`N &v_@?f[?2Y&_@L@Mf#?ezq_@f[yf?p_@ɅflZ?f̚_@`fr.?^ _@՘fB'G?F_@Гf`vL?rj`@Гf`vL? `@՘fB'G?Vj҅? `@`fr.?L{0`@ɅflZ?B9`@f[yf?,BH`@M@Mf#?l/TP`@?f[?hO^`@BDfy?d`@Dgf#ύ?f19p`@f(4?("mu`@+f8[?+Q~`@؇qf"?}`@H>f~%?.l`@Etf( ?Ӷ`@ݣfv~Ř?C!`@Qf= ?`@u8wf.?`@x ;ofoG??!`@:^f^?`@$azVft\?l`@>(ӳFfQ?P}`@ΰt&?f\I?%gQQ~`@SUp+1f|L?"mu`@da*f2W?kp`@%\bfNH?``d`@4 f,e?]O^`@,QSft ;?D9/TP`@3' fú?H`@7f[s?,B9`@9 xfzp?cw0`@NlXfUv?oׅ? `@Гe@HT?l `@Гe@HT?`@髵%? coneГf@`@?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    point  s7xu|qv~4(znkn@ point  ,GuNp%{nkn@ loop  A  coedge   coedge  v  edge  \@ FM 2@ unknown  coedge  y  coedge  y  coedge   edge  u^0"ӿ r$ѿ unknown  coedge  f  coedge   edge  +I&  ,@ tangent  coedge   edge  7Ls xY&@ tangent  coedge   coedge   loop  A  vertex   vertex  intcurve curve   surfintcur nubs"9@F0@t@i??.@g@vN@3eո\@\@ Ѡ@i`k2"@C\E@Ǔ @S!@Zw"@Rb"@-t#@( ,+QW$@m?.%@/S %@zg&@(|Z'@fN(@\}(@⧬\)@ 9^*@_> +@p+@ Ѡ,@-9a-@r2".@8Gh.@]E/@b@920@תL0@:{/v euy4bnq@dmvs}0q@Mxvac&؆q@i7av\:.7.q@ vNԌ5wq@iv"抑o? |q@ 4vJ"I'<q@]U vxȿˀ#q@SUov0$_lWq@-b<v27} Qq@nv"6rq@nvwq@-b<v27}@q@SUov0$q@]U vxȿėɖq@ 4vJ"IZ'q@iv"抑nYq@ vNfCq@i7av\:.7伕1q@dƁ9v:h\ Яq@F"v^wܸ{q@^q@wly&YtDq@fn w[q@b: wj~İ@>q@WPhw@q@`wq@Fp5v;T|q@c@ unknown  vertex  tvertex vertex  dEE >intcurve curve   surfintcur nubs!R?R?}W@R@0[2"@S@(5=.@p@.@52"@9e @XX"@Jt#@p<=.%@N.f&@+!(@/\)@Y+@ Ѡ,@2".@}[E/@g0@"S1@[2@2@Lt3@ɘ(QW4@==.5@pQ 5@/f6@ zZ7@/!8@,ҧisB &,ҧisB &7j_lпB^ &DEXPzBV& dzdpg[B&Ƃ9'zyBS&?oB'W&j̖VYu TBe'%`GBU6b''q47S,C!;<'oF+I EC N'fU|a ia}CDs'r:A ACfч'I=[Lj C']PmavCQ'iz_=D6z']ExT&3_D (J`yDsC4(D +J(w-gDEӡu(gz,#E/(ZPma۠bEk(VLj yF@E|c"(5A  GEFkp(|a CkER-(ڙ?+I 7 F$G})34;ZFbj() `c:F2T@)DWV0T4KF",K)o3SeFAi[)+9yت4oF5iXb)HczdpiF(|Fk0j)xEEX̅;FQl)sl_lп̅;FQl)sl_l?iF(|Fk0j)yEEX?yت4oF5iXb)Eczdp?3SeFAi[){+9?0T4KF",K)xo?d:F2T@)4WV@;ZFbj() `@; F$G})24@CkER-(?+I @ GEEkp(`|a @yF@E{c"(5A @ ۠bEk(rVLj @,#E/(ZPma@.gDEӡu(gz@D +J(w@J`yDsC4(@T&3_D (@_=D6z']Ex@vCQ'iz@C']Pma@ACfч'I=[Lj @ia}CDs'r:A @EC N'fU|a @7S,C!;<'oF+I @GBU6b''q4@Yu TBe'%`@B'W&j̖V@'zyBS&?o?g[B&Ƃ9?PzBV& dzdp?B^ &DEX?,ҧisB &7j_l?,ҧisB &%? conedñVD6(W%N@?N@W%<? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs    coedge  y  coedge   edge  Z L%L unknown  coedge   edge  \ݲL? W: ? unknown  coedge   coedge   loop   vertex   vertex  ellipse curve  ؒ[7/rVl(?$c@  unknown  vertex   vertex  !intcurve curve   surfintcur nubs!X!?X!?X@X!@B2"@ X@<=.@!@"@KB2"@Ӱf @X"@Jt#@<=.%@.f&@!(@\)@ +@0 Ѡ,@@2".@.P[E/@f0@ŷS1@X2@2@Jt3@((QW4@V<=.5@aQ 5@l.f6@vzZ7@!8@^% Zj8^% Zj8;Vk_lпΰZ|8FEEX9G'"Z䃋8czdpPjjZH89-M"Z v9QEoeeDZXE 9VrZH9f"`* Z9: 9/4jsu[/2O09lEC+I vvK"[]99=|a oTA>[y6L97A ͗_M[juSW9XLj d~Qyl[Gm9U\Pma(GY}[x9>hzή;7i[Yވ9x4[I+5 9IP,[W09M [v79x S\9ÔhzK\9V\Pma1B0\ijΚ9XLj hl?\٤97A in[\ow!:)|a |\h\f :GC+I cy\w{&:24D#\^r-:M"`p\9:V'sD\=o>:FoҌ0"\f0nG:N9\qSJ:'czdpc쌽\oN:FEEX @\O:VUk_lп @\O:TUk_l?c쌽\oN:FEEX?\qSJ:%czdp?Ҍ0"\f0nG:H9?&sD\:Fo?p\9:V@D#\^r-:D"`@by\w{&:24@|\h\f :GC+I @in[\ow!:(|a @hl?\٤97A @1B0\ijΚ9XLj @K\9V\Pma@ S\9Ĕhz@M [v79x@IP,[W09@4[I+5 9@ͮ;7i[Yވ9x@)GY}[x9Dhz@d~Qyl[Gm9U\Pma@͗_M[juSW9XLj @oTA>[y6L97A @vvK"[]99=|a @jsu[/2O09lEC+I @* Z9: 9/4@rZH9d"`@eeDZXE 9V@-M"Z v9kEo?PjjZH89?8G'"Z䃋8czdp?࿣Z|8FEEX?^% Zj8@Vk_l?^% Zj8I%? cone[Э9Xυ$? oh<)H<@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   intcurve curve   ref  point  m~D(C point  L~Da(k&C@ coedge   " #  edge  2$ a/I&@ $ tangent  vertex  %ellipse curve  91g.c@K;r$c%~޸{q@%3=v)PǍ~_ Яq@#v|C)~1q@#kvfUg~Cq@\TvYa~pYq@+Ov~b'q@?vtzpʚ~ėɖq@51Wv豃Κ~q@e@vӚ~q@Tv ՚~wq@Tv ՚~E6rq@e@vӚ~ Qq@51Wv豃Κ~LlWq@?vtzpʚ~:ˀ#q@+Ov~&<q@\TvYa~= |q@"kvgUg~'Ҍ5wq@#v|C)~q@&3=v)PǍ~.NXnq@Iptv>%~kϪ>q@v]5k~pDq@*-vVn_~|q@sWv {=E~Ml>q@Sv1_7~²q@sv1~=5q@f v~5~1%q@~70v[Gg~1%q@es"wK4~Pq@9(JDwTə~P@q@}ERw]#~>q@mtC w~q@& w~tDq@ (w./K}~쯸>q@6?w֞r~]nq@wa_~.q@(lw.V~(5wq@w FF~ |q@xw@~z=q@  loop  ? cone surface  Гf@0 H`?@? ?@  coedge     @  coedge     @  vertex  Aellipse curve  ^s2D٫C$~W%?N@N@W%<?  coedge   B C  coedge   D E  coedge  D B  F  edge  G8@ H@ I unknown  vertex  Jintcurve curve   surfintcur nubs!'͇?'͇?٥@'͇@!f"@=;@<.@揺@qO@Y'"@ o @f]J."@`Vt#@dPw~.%@ɍ&@bC΢(@Ἲ\)@`6+@߯FѠ,@^)n".@nٛE/@ ZZ0@S1@h52@ ,2@tFt3@"aQW4@I|.5@#/ 5@ƫ6@(Z7@jC΢8@Гe@HT?0 H`Гe@HT?w`NlXfUv?u< `: xfzp?*0`7f[s?<28`3' fº?BH`,QSft ;?cjQP`4 f,e?PL^`%\bfNH?~Ad`fa*f4W?pp`UUp+1f|L?fju`аt&?f\I?FA~`=(ӳFfQ??m`$azVft\?"jyi`:^f^?9`x ;ofoG?_Y`u8wf.?0 H`Qf= ?0 H`ݣfv~Ř?ba`Etf( ?+Z`H>f~%?N@yi`؇qf"?Zm`+f7[?]A~`f'4? =ju`Dgf#ύ?p`BDfy?$d`?f[?'ݰL^`M@Mf#? QP`f[yf?LkH`ɅflZ?&28``fr.?m8.0`՘fB'G?w߄u< `Гf`vL?,s`Гf`vL?`՘fB'G?i&_`fr.?_ɅflZ?˫_f[yf?*HP _M@Mf#?d_?f[?rn_BDfy?v_Dgf#ύ?H?e__f(4?T_+f8[?dA_؇qf"?r69_H>f~%?$,_Etf( ?k'_ݣfv~Ř?1\K,_>(ӳFfQ?69_Ѱt&?f\I?4pA_UUp+1f|L?\T_da*f2W??@e__%\bfNH?}v_4 f,e?т~_,QSft ;?J_3' fú?i)P _7f[s?G櫔_9 xfzp?_NlXfUv?^ &_Гe@HT?A2`Гe@HT?0 H`髵%? coneГf@0 H`?@? ?@ cone91g.c@r@X@? ?X@ nullbs nullbs   intcurve curve   ref  point  [Э9 point  [Э9@ coedge  2 & #  loop   K straight curve  6v/w~~mqd'y$T< 軕d y0'@ point  e{/v5~eu~mq edge  4JT(@ xL0@ L unknown  face M K  N  point  hK|%vP;Ā~~mq edge  *爔Y? .#"?  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