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"Gg$@t;F?=@(톎?N?ZO1]?^IH"?mzg=ƍ?@X TpE?BZm)n?؝:L`p?{+|}sG?Stv!?1Ø!=^D? 0}#8?rF%6?ī'>睋?T2(0y&m?QL*‡to?k],b6m? ) @@ @@  ? ?{\ M9? ??  $DT-?NI;<6Djfz0)&tS9.ހ6{\ M9?) nubsח׿Nѿ'qȿ3V}6#]µ6Ao?P rJ2?0x)@ƭ_F?1x)@|kw"?'?7v)@EA?{r)@وE+?fo)@`o?yTj)@g?tK&4e)@GG*?_)@It<ܲ?Y)@j@?v0dS)@ .M?D&P)@j6?(2L)@Bf?wI)@ȹx#?__D)@2g\?T)@?Prk)@Gy}?Lz)@ُm?v+p=)@?K=)@ nubsח׿Nѿ'qȿ3V}6#]µ6Ao?Pw8lI<䅩)>&T5?j3)w?v)ך?b]z)~W>(?~)F.0B?+xP)Ԛ?(C)N)?c$)?~,l)97RX@?ڲ)m;І?Փ)X?%)2??K)z)FS#?qF)ܴ?k5)iC?xq)s {?5#,b)J}?a)?J)    coedge  e F q } H  coedge  G H  edge  IJ)  G tangent  face  H   point  _]0@+dU@K`@@ coedge  L  coedge  L O  loop  L  pcurve   intcurve curve   surfintcur nubs gh?>.Ęu?25??vB?oA5?G19T?/$-@"iKFZU@`@@_U$-@ÚEZU@A^@@6s5$-@؉EZU@`t@@젵9]$-@FZU@D@@ kl$-@1FZU@GQ:@@#p$-@NfHZU@l @@vB$-@ɊIZU@1O@@]XW$-@lKZU@Dv@@$-@=NZU@Lq@@xR$-@SZU@㻜4@@Fm($-@?sXZU@]@@֟w$-@2klZU@?K@@D$-@M|ZU@]7@@Ƞ=^$-@XZU@q@@V`ef#-@pt:[U@5@@V'{-@LߟV_U@@@Oc-@'w?eU@>{@@^b#,@KaU@_"w@@`HD,@ӷU@i?@QE+@MMV@JmO>@P]d*@OV@8b6`>@E:)@ŸV@p/>@H7? spline  ref spline  rotsur intcurve  surfintcur nubsk],ErI%!ZgЪߥOA ӏ+(o+ʲX@qp@@1:(!|X@#@@1FLF(&D^=X@eΒI?@GI<' =W@Ζ;?>@I.q' oUHhW@@&QF9V@gAwp>@&ÊeVV@i>P>@7 =*%2U@ ۘ?@;1%K{suU@HK6"@@1w%eXK~U@xp@@ck> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothvο.1@vο.A@zJ@?7DXGu*6@tp@@?*b ı`w$|>bup@@?UDU=@Zv2Wqp@@?7Dh@u*Fkp@@?b ıP@b$|>R@op@@?VDUMZv2g@qp@@?7DXGu*6@tp@@?O_V +w4@=g:@<f?4ک_Iya=g:@<f?8,pn;@rԼK%>V=g:@<f?O_f@c+wD =g:@<f?3کO@IyQ@ =g:@<f?C8,pnK`ԼK%>f@=g:@<f?O_V +w4@=g:@<f?澪 Uv҂J3@{p@@?}x]1n_{p@@?FR;9@KNTxp@@?n澪 e@+v҂JCtp@@?}xM@Y1nO@vp@@?R;I9Nd@xp@@?澪 Uv҂J3@{p@@? ?  ?  nullbs nubsk],ErI%!ZgЪߥOA %eE@%eE@w/?%eE@t6I?%eE@č_?%eE@Wew?%eE@n-/?%eE@#p u?%eE@Fh?%eE@WW'S?%eE@K$?%eE@K=IYJ?%eE@_G%?%eE@? /8> k],D̝P*u96(1'ErI%ݛo##m!^j !ZgЪ?BF$%zZ 1cߥOA gcߥOAߥOA #ˤ =PvwJR2K@ċ$xgh?>.Ęu?25??vB?oA5?G19T?t۾)@i? ۛ)@ks'?տ)@4 #?B)@bƙU)?;u|)@[.?XNx)@s-2?w[x)@zc4?B۠x)@!J7?b{)@le:?bɞ)@:r Q>?B)@WA?7r)@4B?)@B(U4E?{fH)@nwsH?x)@ L?zI)@}ч`R?q]ߕ)@BW?J)@^[?nʶ)@sd?D*A)@4v"p?<})@Bϫ|?u)@ҙZ?w8*@?Ո??N`v=*@ ?b+0*@.KQf?u;u,@)?1V.@ƛVb?70@0|,E?(B&0@ܶ4 ?pM1@??L2@ nubs gh?>.Ęu?25??vB?oA5?G19T?v#?~z0Hiz?Iyż?u+-4t?|K!#?tw*D?C=-3f?H 8(2]?Ay?2g?}*ͦCy`?q"$/I3[?okO=/?Rvy?%C庺"?%+̿?UMNؿ?!7? [6BC6v? N:?* ~ Q?:}~znZ?K<9`?x5X&i'?    coedge  P O Q  edge   R!? tangent  face  Q   point  O/$-@IKFZU@o@@ coedge  Y U +  coedge  U  edge  ZCF @ E%@ U unknown  vertex  ellipse curve  3zj)!=GJ:\HC@ċ$x<1],$*C$T@t7?  coedge  r q W s  edge  DJW ^)? unknown  vertex  X straight curve  *@JKrY@9\HC@?*Y[碑<  coedge  Y  edge   1 Gn+ Y unknown ftreemeg attrib  ZZ face  s  plane surface  Ҟ#5_S@9\HC@ċ$x1<?@̿?6PR4< ftreemeg attrib  ^Zspline surface   ref+  ? [>b)  coedge  _  coedge  a 1  coedge  a 1  coedge  c b a   edge   H\:ދ@ tangent  pcurve    exppc nubsH\:ދ?5î5î spline  ref  coedge  b  edge  k 4G/@ tangent  pcurve    coedge  e c H  edge  4G/ l tangent  pcurve   intcurve curve   bldcur`r ?fy?S~?/6?HJd? spline  ref  null_surface nubs`r ?/6?`r ?/6? nullbs   intcurve curve   ref8  coedge  h   x intcurve curve   bldcur`r ?fy?S~?/6?HJd? spline  ref  null_surface nubs`r ?/6??`r ? ?/6? nullbs   intcurve curve   ref9  point  %$9@3LQW@فOJ@ point  @Ӿ):@*W@9pTJ@ coedge  n r  coedge  n  w  loop   intcurve curve   surfintcur nubsZɛD?kE @p-$f@ت#>@}BW@(3MK@Q >@ Ώ ZW@u1>K@KǥvC>@&1jdW@K@Ӓ۴s>@g|KnW@MFK@ 9>@ GqW@_K@\A>@DJrW@.ZsL@,ō>@hQP}qW@)L@&f?@n:rmW@?ў@mW@aK@ƾ(:?# B?2EgUiE$gE nubsZɛD?kE @p-$f@Bz@/?1w|@wU?,A@i|p?|ֽ @qbԱ ?/(^& @!3x?< @ C ;?-HRE @) |?uM @RQ?_ I @?#M> @ nullbs   intcurve curve   ref:  edge  x${' txH*%@ r  unknown  point  ت#>@(}BW@3MK@ coedge   w   x  edge  y'"@ {P@ w  unknown  face   x    point  Sf?@rmW@?ўœE@ž(:迨# BԿ2EgU?v?%ghx?  coedge     pcurve    exppc nubsX)$w@nڦYTIGAi3ݒ ?p1y&]?y,dIX1?mzg=ƍ?@X TpE?BZm)n?؝:L`p?{+|}sG?Stv!?1Ø!=^D? 0}#8?rF%6?ī'>睋?T2(0y&m?QL*‡to?k],b6m? spline  ref,  coedge     pcurve    exppc nubs:A)?Ai<7@)? spline  rotsur intcurve  ref5 #ˤ =PvwJR2K@ċ$x`A@ċ$x&wY6V@9\HC@U̿6?NR4  point  ],$C$T@9\HC@ vertex  ,ellipse curve  bj}8@~ɸܻS@9\HC@ċ$x1<?Yz5ۿo;f?  point  F#7@oF:S@9\HC@ coedge  - % .  vertex  /straight curve  BԜ&:3@zhV@9\HC@ؿ*Y?[碑 ftreemeg attrib  Z face 0 1 2  3 cone surface  bn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ??  coedge   4 5 _ 6 coedge  1 7 edge  8 9? 9 tangent  pcurve    exppc nubs9?cg&@cg&@ spline  ref"  coedge  : ; < = edge  5î< 8@ > tangent  pcurve   ? edge   5î @ tangent  pcurve   A pcurve    exppc nubsH\:ދ@4G/?4G/ spline  ref   vertex  B vertex  Cellipse curve  t/@4,Y@F@A键ٿ!%T̈G?!> p&@睋?T2(0y&m?QL*‡to?k],b6m?   intcurve curve   refE  pcurve   ] vertex  ^intcurve curve   bldcurќU@/@)ww#@cg&@cwK? spline  ref" null_surface nubscg&@??cg&@ nullbs    point  @'@/uꇎX@l@@ftreemeg attrib  Z face _ ` a  b plane surface  Et(StSX@;C@6?X̿?93X̿6?QR4  coedge  4 c  d  edge e f b6m?  g tangent  pcurve    exppc nubsՠ\οk],ՠ\?k],+P < spline  ref>  coedge  h   edge  f@]nh< +DT!? i unknown  pcurve    exppc nubs+DT!?k],MbP? spline  ref4 ftreemeg attrib  Z face j k d  l spline surface   ref4 straight curve  ȡ$Q,(T@<`A@ 1xvp?,5  point  Gw%XK~U@Cp@@ coedge  m ) &  coedge  m . &  loop  % n ellipse curve  3zj)!=GJ:\HC@ċ$x<1?#Z~´̗S@;?  coedge  o p q  edge  P0º; r`0º;@ $ s unknown  coedge  t u F v  point  ?#M~´̗S@9\HC@ point  {M:K 9@Gd7rS@9\HC@ coedge  w x y  edge  z %T1@ % { unknown  point  Ģei:@a-R@9\HC@ftreemeg attrib  Z face | } ~    loop   plane surface  ojP@ZBrX@Y0{I@"fpK;qZ  coedge    5 d  edge  8cg&  4  tangent  pcurve    pcurve    exppc nubs9?? spline  ref  vertex  ellipse curve   )@cNZ@92E@E[˿ӭ~f忬e_q@=?>:Xv?;f?  9? coedge   G <  coedge     <  loop  k  pcurve    exppc nubsxs`/ڊ Sn(#lyi?tE^zտU p?!q(x\~?FMf?('5 ?ze  N?[00h?5RYt 3?-94{M ї &?BQV [G?N=(Cdt? !MvnN)?0{O>?|7/*Ŧ?3["K98?Œe?@jZ VH؇?$+isg!/4Ө?tc"{ ? spline  ref intcurve curve   bldcurȏHAŪ |&%B*5îxz? spline  ref spline  ref nubs5î nubsxs`/ڊ Sn(#lyi?tE^zտU p?!q(x\~?FMf?('5 ?ze  N?[00h?5RYt 3?-94{M ї &?BQV [G?N=(Cdt? !MvnN)?0{O>?|7/*Ŧ?3["K98?Œe?@jZ VH؇?$+isg!/4Ө?tc"{ ?   intcurve curve   refK intcurve curve   bldcurȏHAŪ |&%B*5îxz? spline  ref null_surface nubs??5î nullbs   intcurve curve   refL  point  /@WhqY@5剴G@ point  .QZ1@SCFZ@8]H[iF@ coedge  F t   pcurve    exppc nubs^%ٿkؿ'D~׿P_0ֿxM;Կӿ{QEҿ.п4YSϿ7̿ ʿ'D~ǿYxM;Ŀ>QE¿4YS< wM;ⴿ4YS0xM;⤿ xM;┿<ozA!b%?ozA!Pl?ozA!590|?ozA!?ozA!iE]?ozA!`(e?ozA!8 S~?ozA!!?ozA!}?ozA!`h_0?ozA!D?ozA!IWQ?ozA!;?ozA!\kZr?ozA!\&y?ozA!0 M?ozA!ݜ$?ozA!{.U?ozA!^]E?ozA!BPߒ?ozA!Ϡ2g?ozA!~1?ozA!]!o?ozA!F$a?ozA!JHYS?ozA!iȖt?ozA! GՕ?ozA!,J?ozA!ONMO?ozA!2ˍ?ozA!b?ozA!*3@mW@aK@ƾ(:?# B?2EgUiE$gE  coedge      V  loop  P }  vertex  K ellipse curve  vPM="߿H,3333sN@?,`K@C\T@'hȭ#u:?  point   {.iA@_f V@,3333sN@ pcurve    exppc nubso<?? spline  ref" ellipse curve  $@7fX@NjEA@} 5ʿUY=hyjϽu9?E?;f? o< ? point  Yt%%@'@X@op@@intcurve curve   refF  point  I&,@ߡwZ@^tD@ftreemeg attrib   Z face       loop    cone surface  k*!=2_JRPH@ċ$x@?4ʣ5@wYD/S@}6hA@z?Ƣei:@a-R@;\HC@? null_surface null_surface nullbs nullbs  ?  ftreemeg attrib  1Z face  V    loop   1 cone surface  vPM="߿H2L@s9?ۙ}S@>e&A\@ :? ?(+[Pa@  coedge      2  coedge  c 4 ;  d intcurve curve   bldcurќU@/@)ww#@cg&@cwK? spline  ref" null_surface nubscg&@cg&@ nullbs   intcurve curve   refS  point  )@LXrZ@W4}D@ coedge  ; : u  <  pcurve    exppc nubsUM`Կtc"UM`?tc"{k< spline  rotsur intcurve  ref #ˤ =PvwJR2K@ċ$x !=]J;剴G@ċ$x@ edge  xC Wr) s@   unknown  vertex  v ellipse curve  |u2*UIZ@2`@J@6?;̿?U7O;<h?0`"M? 5q9/= W\t? coedge   w    coedge    w    edge   Z&Cx @   unknown  vertex  y intcurve curve   exactcur nurbs 0#@? c&@zqW@QKr*;@?;w+@V[_V@-5$=@o/?.S0@_{i_U@'es(>@? null_surface null_surface nullbs nullbs  ?   point  .S0@a{i_U@(es(>@ftreemeg attrib  }Zplane surface  -&]{W@,3333sN@??  coedge      2  coedge      2  edge  S^I 8Ê5   unknown  pcurve    exppc nubsWr) s@tc"MbP? spline  ref integer_attrib name_attribgen attrib   make_tangent vertex   ellipse curve  &Ke%"!=ܠIJW4}D@ċ$xe&A\@ :?  point  N0Zc`@,3333sN@ coedge        coedge        edge   tb3T"@   unknown  coedge      a  edge   Xw$ .xY?   unknown  vertex   intcurve curve   exactcur nurbs n#@r/i5@PK[@Y0{I@?ab2@oʕ~m[@H@?n1nt.@I\@-DF@? null_surface null_surface nullbs nullbs  ?   coedge       coedge        edge   _ n _@   unknown  coedge        coedge        vertex   straight curve  l)Y@ En@@wP?翃 xM  edge  l& ,.(?   unknown  point  --(RՐX@ƅU=@ellipse curve  /y,VI!=l5JSKr*;@ċ$xe&A\@ :?  point  b/i5@RK[@Y0{I@straight curve  N0[c`@2L@s9  edge  ~yS *6[Y?  # unknown intcurve curve   exactcur nurbstb3T"@o1nt.@I\@.DF@? mf+@ɩª[@%лD@XvR?}y(@.J]E[@+aoB@? null_surface null_surface nullbs nullbs  ?   edge   #,T?  $ unknown  vertex   %ellipse curve  +l!=ClϺJ-DF@ċ$x|= body    lump    shell     face      ftreemeg attrib  Z face    loop   plane surface  H?FT>@mW@aK@ƾ(:?# B?2EgUiE$gE ftreemeg attrib  Z face       loop    cone surface  OG!=J1<@ċ$x   coedge  ? @  ! A  edge  BP$%i5( ([(@ C unknown  coedge   D E F   coedge  G H  $ I  edge  )\HN@@ J'%S@ # K unknown  coedge  L  H M '  coedge   N ? O '  loop   P  vertex  O Q vertex  M Rellipse curve  Q0B+ z`\O}Pƾ(:?# B?2EgU3L\p+XYn@D\:̣E:eHP,? ftreemeg attrib  Z face S T U  V  loop  W  plane surface  Ҟ#5_S@9\HC@ċ$x1<?@̿?6PR4<  coedge  X Y Z [   coedge  \  Y ]   coedge   \  5   coedge   Z  3   edge  : ^ 0#@  _ unknown  coedge    ` a  edge  bt^ :VɽF%&? 1 c unknown  coedge  d e  7 f  edge  gl& 9,.(?  h unknown  coedge  i  e j   vertex   k vertex  3 lintcurve curve   exactcur nurbsZ&Cx @-i$@7+X@ȅU=@?|fl%@ƜqX@>?+2<@WXp?? c&@zqW@OKr*;@? null_surface null_surface nullbs nullbs  ?   coedge  Z  W m   coedge  n o  > U  edge  p BRN? = q unknown  coedge  r & O A  coedge  r n s A  loop  T  vertex  s tstraight curve   ;@QA܃kU@6 %oG@Tz5?o?;f?  coedge  " u v w   coedge  x y " F z  edge  Jx? {4kO? E | unknown  coedge  } # y ~ I  coedge  # } % M I  loop  #   vertex  ~ straight curve  ftCG@7N@,3333sN@ؿ*Y?  coedge  % '  edge  )m? va? % unknown  coedge  & '  edge  (zļ  o ? unknown  face  '   point  ?FT>@9W@`K@ point   {.iA@_f V@,3333sN@ftreemeg attrib  ,Z face  A   loop  = , cone surface  ?1!=7OwJ>`A@ċ$x@? null_surface null_surface nullbs nullbs  ?   coedge  4 a  edge  b m gs m@ 4 unknown  vertex  ellipse curve  /y,VI!=l5JSKr*;@ċ$x intcurve curve   exactcur nurbsvPA'@Á̊M9@nJS@;\HC@?g\u6@@g.rC9T@ZB@?3F'y2@Z)U@?p@@? null_surface null_surface nullbs nullbs  ?   coedge  @ ? A  edge  BF& @aV n unknown  point  .L?8@CbS@Y(C@ coedge  D i   coedge  D w  edge  {S^I 8Ê5 v unknown  coedge  E z  coedge  E G ~ z  loop  E  vertex  ellipse curve  tPM="߿HЄsEƾ(:迬# BԿ2EgU?י_@}˵I@ wj@2EgU?  coedge  H G I  edge  JN? va? y unknown  face  I   point  XNU.1@[FƏ`@,3333sN@ coedge  N L '  coedge  L  edge  K?B T@ L unknown  vertex  ellipse curve  vPM="߿H,3333sN@?,`K@C\T@'hȭ#u:?  coedge  N  edge  jY /r$ unknown  vertex  intcurve curve   surfintcur nubsE5, ?E5, ?:Gh?V ?@P/@d@ [ @Dv0@yqc@snJX@YUc#@^-@WZ-@[ @F1@4t+X<@ZWW@^K@E <@^}ArW@ȦSsK@̙>~<@DW@^M\K@H&<@V>W@)*#5K@?<@΁W@K@q){=@HȤeW@1eK@%+=@6W@2BK@r"b=@V|W@ٷ8lL@%-]=@'oS׏W@?L@~]=@0\fW@p2\L@?=@LW@NdL@&'>@@j܄W@9;K@ċ1>@@uʀW@ 7WK@8w>@WW@~-K@@>@#W@EsK@ %>@k$*W@huK@]a>@@>W@+mKK@D>@4 W@A4D6K@aP$>@@W@/.lI K@*ir>@QW@xJ@ I>@dvW@^PQrJ@(:/>@\YW@ͤJ@Ot=@wݕW@J@=@lNYW@C J@Tk=@TW@ލ9ĸJ@5no=@A)]W@0s]J@ q2=@݆MW@J@ya=@p ̥W@ĢF?J@y<@W@DFJ@# <@wCW@a@ K@~K<@TmWW@o%m4K@^0;<@Tk,W@1JK@4t+X<@ZWW@^K@Nr+A? conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? conevPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ nullbs nullbs   ftreemeg attrib  PZ face   z  cone surface  vPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ ftreemeg attrib  TZ face  P  cone surface  bn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ??  coedge  W o -  coedge  W X -  coedge  Y X   edge  z *cf ? unknown  vertex  m intcurve curve   exactcur nurbs%T1@.S0@_{i_U@#es(>@?4ʣ5@wYD/S@}6hA@z?Ƣei:@a-R@;\HC@? null_surface null_surface nullbs nullbs  ?   coedge  ` \  edge  ܊ b܊@ \ unknown  vertex  ellipse curve  'jNB!=|J)es(>@ċ$x@ coedge  ` d  loop  straight curve  ^JA(g7!W@1<@na)?p6yiD0ѿ  point  Tv'xlmW@QKr*;@ coedge  e d f  edge  g&DeE CeE@ d unknown  face  f   point  --(RՐX@ƅU=@ coedge  i  edge   tb3T"@ unknown  vertex  intcurve curve   exactcur nurbsLkW*@}y(@/J]E[@+aoB@?%SY&@ b/GY@b&XÅ@@?z ?-i$@7+X@…U=@? null_surface null_surface nullbs nullbs  ?  straight curve  BԜ&:3@zhV@9\HC@ؿ*Y?[碑  coedge  n U  coedge  o U  edge  HBH p}J@? o unknown  point  ̊M9@nJS@9\HC@ coedge  r  edge  >? ^hb9@ tangent  vertex  s intcurve curve   surfintcur nubs>??>??BΚF?d|Xm?w*}?EF@ʅBM@hS@H#67 @,@@oH @~#@ @bkԗ@5SK@SJy7@͓S@kYB@LTs7@:vޅS@SB@ 8r7@KS@/#C@@2~7@;ЈS@{ XC@H Pp7@uS@e|!C@FZX7@^alwS@_1C@V-f7@uF|:rS@]s8C@4a 07@69iS@_AC@Mj8@l:eS@)kMCC@YӃnW8@XW`S@RTCC@s'Oy8@u `_S@AC@BХ8@_S@U/t8C@8@z$`S@1C@n9@/MdS@u|!C@3l'9@agS@ UXC@ڈxN9@oi*pS@ah#C@2Z[9@rfuS@PB@3Gi9@N13S@$TB@tj9@~S@:S#B@Nh_9@).S@sKB@S9@BNґS@D~B@P2d19@[}S@RgYB@Ţ 9@.IS@s,\B@h.8@G[S@dB@b)8@b,S@ЎB@X8@SvS@ ЎB@S8ҧc8@ZtS@(gB@~W!8@jjS@H\B@8@/!vS@ٽHYB@m7@o2S@aH~B@Cq#7@NᚴS@l(B@o '7@mƫS@ "B@KhX7@tdgS@ܽɍTB@SJy7@͓S@kYB@nP8? conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? cone?1!=7OwJ>`A@ċ$xe&A\@ :? ?(+[Pa@ ftreemeg attrib  Zplane surface  ojP@ZBrX@Y0{I@"fpK;qZ  coedge    -  coedge    edge  P0º; `0º;@  unknown  vertex   ellipse curve  3zj)!=GJ:\HC@ċ$x<1?#Z~´̗S@;?  point  Ģei:@a-R@9\HC@straight curve  H&y V@sN=@uۈ?-C}eSٳ?  point  K?Ɯ%ɠU@(es(>@ coedge      coedge      face      coedge    edge  ~yS *6[Y?  unknown  vertex  straight curve  l)Y@ En@@wP?翃 xM ftreemeg attrib  Z face      cone surface  G8!=J}J En@@ċ$xe&A\@ :? straight curve  |K^oe=UI@,3333sN@U̿?6  point  N0Zc`@,3333sN@ftreemeg attrib  Z face 1   2 plane surface  Y'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx?  coedge     3 coedge  4   5 loop  4  pcurve    exppc nubs^%ٿkؿ'D~׿P_0ֿxM;Կӿ{QEҿ.п4YSϿ7̿ ʿ'D~ǿYxM;Ŀ>QE¿4YS< wM;ⴿ4YS0xM;⤿ xM;┿<ozA!b%?ozA!Pl?ozA!590|?ozA!?ozA!iE]?ozA!`(e?ozA!8 S~?ozA!!?ozA!}?ozA!`h_0?ozA!D?ozA!IWQ?ozA!;?ozA!\kZr?ozA!\&y?ozA!0 M?ozA!ݜ$?ozA!{.U?ozA!^]E?ozA!BPߒ?ozA!Ϡ2g?ozA!~1?ozA!]!o?ozA!F$a?ozA!JHYS?ozA!iȖt?ozA! GՕ?ozA!,J?ozA!ONMO?ozA!2ˍ?ozA!b?ozA!*3%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@? ?  ?  nullbs nubs_=M"jPV=ņc xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c  #ˤ =PvwJR2K@ċ$xn _@  ? unknown  coedge  @ A B  coedge  C    D edge  65q9/= EW\t?  F unknown ftreemeg attrib  Z face G   H plane surface  Et(StSX@;C@6?X̿?93X̿6?QR4 ellipse curve  vF+!=;bJ,aoB@ċ$x@I.q' oUHhW@@&QF9V@gAwp>@&ÊeVV@i>P>@7 =*%2U@ ۘ?@;1%K{suU@HK6"@@1w%eXK~U@xp@@ck> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothvο.1@vο.A@zJ@?7DXGu*6@tp@@?*b ı`w$|>bup@@?UDU=@Zv2Wqp@@?7Dh@u*Fkp@@?b ıP@b$|>R@op@@?VDUMZv2g@qp@@?7DXGu*6@tp@@?O_V +w4@=g:@<f?4ک_Iya=g:@<f?8,pn;@rԼK%>V=g:@<f?O_f@c+wD =g:@<f?3کO@IyQ@ =g:@<f?C8,pnK`ԼK%>f@=g:@<f?O_V +w4@=g:@<f?澪 Uv҂J3@{p@@?}x]1n_{p@@?FR;9@KNTxp@@?n澪 e@+v҂JCtp@@?}xM@Y1nO@vp@@?R;I9Nd@xp@@?澪 Uv҂J3@{p@@? ?  ?  nullbs nubsk],ErI%!ZgЪߥOA %eE@%eE@w/?%eE@t6I?%eE@č_?%eE@Wew?%eE@n-/?%eE@#p u?%eE@Fh?%eE@WW'S?%eE@K$?%eE@K=IYJ?%eE@_G%?%eE@? /8> k],D̝P*u96(1'ErI%ݛo##m!^j !ZgЪ?BF$%zZ 1cߥOA gcߥOAߥOA #ˤ =PvwJR2K@ċ$x Xw$ .xY? N unknown  face O  P  point  n1nt.@I\@,DF@ coedge  M Q "  R edge S ' $?Ǎ)4@iMPYT@CDS9W29@D(X@38VpI@Rn'8@;o MX@~C .I@fRx#? spline  ref planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? nubsƂYSi@V;aZu!ڧd ?HLqYn($?XW#RG[?9e [Ak_? nullbs   straight curve  ч>&wY6V@9\HC@U̿6?NR4  edge  > -#,T? * c unknown  vertex   dstraight curve  w&+K [@/0D@hZrF?{*xפ  coedge   & e f  coedge  g h  B i j edge  ExC kWr) s@ A l unknown  coedge  4  h m  n pcurve    exppc nubs@/=W\t?F5MbP? spline  ref   vertex   oellipse curve  |u2*UIZ@2`@J@6?;̿?U7O;<h?0`"M? 5q9/= W\t?ftreemeg attrib   Zcone surface  k*!=2_JRPH@ċ$xœE@ž(:迨# BԿ2EgU?v?%ghx? spline  ref nullbs nubsKLA'#26d&hI zUM`?B=+,2G?Zؚ<(?,܋"廸Z-?:nfH(|?D^KWt?Χ 'Ԥ'?ڙg~QtN4?&tGU?~o+ͫoYZ?֛Wv행?~2:u j]yY?_=M"*?    point  qh8@@SX@Y0{I@straight curve  u+ȫ)[@RPH@ N/?͝  point  XYx\,(mQ\@,DF@ coedge    @ f K  edge  kmCT5 yVmCT5@ e  unknown  coedge  ^ A   i  coedge  A ^ C m i  loop  ^ J  pcurve    exppc nubsWr) s@tc"MbP? spline  rotsur intcurve  surfintcur nubstc"Ht"O4^V_5pC  5j&g *c(Y@7剴G@\Fy$*2[Z@O#{*G@ˌi4B*$[ؠ8Z@NDG@G@p}*bsZ@efG@E*ЏZ@?G@qg*;Z@#R&G@S5* Z@F@#{*'hrZ@h_oF@k@u*_PZ@V/F@ [/*.Z@_RR}E@8r*A^Z@[fE@sN*hP/ʖZ@c9ǜD@*h<~Z@B ӭD@Y:*4<_Z@W4}D@<> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs both'A@'Q@d;RZ@??H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?m4N_Ji@8剴G@?H Yo^R7@9剴G@?sz,Zr7@ 5G@`t?԰97Cb>sbc 5G@`t?Y ?@/X{OY 5G@`t?sz,j@˓G 5G@`t?Ȱ97CR@*sbS@ 5G@`t? OX{Oi@ 5G@`t?sz,Zr7@ 5G@`t?LϵRgZ8@ϷzF@?,lb7cϷzF@?(?@AdYϷzF@?8ϵRgj@HϷzF@?,lR@7S@ϷzF@?J(O,di@ϷzF@?LϵRgZ8@ϷzF@?*֒ZvlJT8@&lE@`t?ؕbjd&lE@`t? ^@@MNZ&lE@`t?*֒j@jvlJTH&lE@`t?ؕR@jT@&lE@`t? ^P;Nj@&lE@`t?*֒ZvlJT8@&lE@`t?(*.ZUn7@W4}D@?Y.ɒDbI ٮcW4}D@?#&?@2tYW4}D@?(*.j@VUnGW4}D@?K.ɒDR@wI ٮS@W4}D@?I#&O2ti@W4}D@?(*.ZUn7@W4}D@? ?  ?  nullbs nubstc"Ht"O4^V_5pC  5j&gv)ƉU@v)ƉU@kjE?v)ƉU@?Γ1?v)ƉU@DL?v)ƉU@j(w*?v)ƉU@QS ?v)ƉU@ڋ}N?v)ƉU@sx0?v)ƉU@Mܸ?v)ƉU@Tnz?v)ƉU@[9?v)ƉU@m>7ln?v)ƉU@-}v&?v)ƉU@1ύ?v)ƉU@ K9Ϊ?v)ƉU@"=nr?v)ƉU@.??v)ƉU@ l?v)ƉU@? o-36> tc" !N!rx^ Ht"O%Í6S+bd4^tSUrr( 4bEV_8 $%+2ʪԿP _7J 5pC `ZcE^_D4 5j&gا\  5j&g 5j&gٿ #ˤ =PvwJR2K@ċ$xM`?  vertex  B ellipse curve  )BuY@A>ܬE@6̿嘽<0ҙHb?O:m=8@? xC Wr) s@ edge  E `UM`? C  tangent  pcurve    exppc nubsUM`?UM`? spline  ref  point   *a(Y@:剴G@ftreemeg attrib  JZspline surface   ref  coedge    U v K  coedge  Q M     pcurve    exppc nubsɲ0|l>kb) k!e,vA)?umZ<2w"?}S7AI?XSsfYJT[?Azp?h%[d;r?z*UI?#P_L܁?gp}n ?e!߇t`[?p_S#2V7?|wL%I~nZ?dh'*Rb?gz(?s(*}`7?k],ՠ\?P;? spline  ref  pcurve    exppc nubs+DT!?k],MbP? spline  ref   edge  wHGdI) |UaX r  unknown  vertex  V intcurve curve   surfintcur nubsɲ0|l>kb) k!e,vk+'1@F"3s;U@xp@@S0@&} prU@o8c8@@e&e/@hpeU@ɰV?@g$,@Cѷ4V@$+|>@se*@#IyV@ryS>@Wg(@ǀTW@ H1g>@'@%H`6IW@XBDol>@ǚZ&@P&>W@e>@޻u6&@mQW@P ?@o:/j&@keX@NhI?@&@1ޝX@ӵ1?@@@w&@Wr\X@pp@@P;? planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? spline  ref nullbs nubsɲ0|l>kb) k!e,vA)?umZ<2w"?}S7AI?XSsfYJT[?Azp?h%[d;r?z*UI?#P_L܁?gp}n ?e!߇t`[?p_S#2V7?|wL%I~nZ?dh'*Rb?gz(?s(*}`7?k],ՠ\?    vertex  f ellipse curve  @hG!'lIW@GC@6￵̿屯]0Ԕ@P8@ =Pr? @]nh< +DT!? pcurve    exppc nubsA `&n$XI>"֘'\,p!=?=hrտ D?iޜ$V'VP?$KfA[a?ӝļOns?"N?$҇?tB͘r?%J8պ;?9>` ?/O IcQ?z5m$A?VBXx!3D{?2(3k??S7㷏D?ƀLER2?pgײF ?ct\[ "`?6m!Cu~%?tc"UM`? ? spline  rotsur intcurve  ref #ˤ =PvwJR2K@ċ$x"֘'\,Id$+@;KZ@W4}D@  |+@8KZ@'D@ ,@Z@J(D@! 街,@JŎZ@ҔE@9&,@Go*ȭZ@!ij/E@-;`-@{ܕZ@~RE@1ۮz".@nT JZ@i-ϩE@nX|D2X0@GDzZ@kC"F@mT 0@8vZ@'F@L)2@_&{Z@?`G@6p2@Y SZ@hImyG@* H3@"a[Z@n+mSG@_<3@}qDY@5G@0m-4@bQY@3剴G@ ? planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? spline  ref# nullbs nubsA `&n$XI>"֘'\,p!=?=hrտ D?iޜ$V'VP?$KfA[a?ӝļOns?"N?$҇?tB͘r?%J8պ;?9>` ?/O IcQ?z5m$A?VBXx!3D{?2(3k??S7㷏D?ƀLER2?pgײF ?ct\[ "`?6m!Cu~%?tc"UM`?    point  0m-4@`QY@;剴G@ coedge  r e s  K  coedge  e r g  K straight curve  .˵)Sad Y@ܣB@K|5;s?;f?  edge  k |j!=? g  tangent  pcurve    exppc nubsj!=?)4wK<p!=? spline  ref#  pcurve    exppc nubsUM`Կtc"UM`?tc"{k< spline  ref#  point  G:*2<_Z@W4}D@integer_attrib name_attribgen attrib  m make_tangentellipse curve  `> !=]J;剴G@ċ$x|= body    lump    shell     face      ftreemeg attrib  Z face    loop   plane surface  ojP@ZBrX@Y0{I@"fpK;qZ ftreemeg attrib  Z face       loop    cone surface  vPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@  coedge       ftreemeg attrib  Z face       loop   cone surface  vPM="߿H2L@s9?ۙ}S@>e&A\@ :? ?(+[Pa@  coedge       coedge   !   coedge   " #   coedge  $ %  &  edge  'cLբ (va?  ) unknown ftreemeg attrib  Z face * + ,  -  loop  .  plane surface  -&]{W@,3333sN@??  coedge  / 0 1 2   coedge  3  4 5  coedge   6 7 8  coedge  9 :   ;  edge  <aL@ =54R@  > unknown  coedge    0 ?   coedge  @ 1  ! A  edge  'cs0@ Bl'EE@  C unknown  coedge  D E  # F  edge  GA`u; (mdxA  H unknown  coedge  I  E J &  coedge   I @ K &  loop   L  vertex  K M vertex  J Nellipse curve  v!=@ֱ6JY0{I@"f<pK<?eA?j+?z_[@Cϡ? ftreemeg attrib  Z face O P Q  R  loop  7  cone surface  bn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ??  coedge  S T U V   coedge  W  X Y   coedge   W  ?   coedge  Z  2 A  edge  BPe [Pe@  \ unknown  coedge  U  ] ^  coedge  _ `  5 a b edge c <xQʇ": d,/? 4 e tangent  coedge   f g h  coedge  i j  8 ,  edge  =+Ŋ k o 7 l unknown  coedge  m  j n ;  coedge   o _ p ;  loop   q  vertex  p r vertex  8 sellipse curve  8<:X\BД2q鑱;f?QߜV\3 ѱbpr'oL?  edge  G)< Bva? 0 t unknown  coedge  u % K A  loop  v w  vertex  ? xstraight curve  RS'/r!KW@Y0{I@U̿?6E9FQcj<  coedge  y " W z F  coedge  " { $ J F  loop  E |  vertex  # }straight curve  ["gN@KxV@Y0{I@;qZK\<  coedge  % $ ~  &  edge  (",T @ $ unknown  edge   '#,T? % unknown  face  &   point  \A?j+2z_[@Y0{I@ point  DN@rjV@Y0{I@ftreemeg attrib  +Z face  a   loop  g + plane surface  Y'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx?  coedge  X . y   coedge  . X Z   coedge  3 . V  edge  (' va? U unknown  coedge  0 / D z   coedge  T S / Y   edge  )< [va? / unknown  coedge  1 T A  vertex  Y straight curve  N0[c`@2L@s9  coedge  y 3 ^ F  edge  H?B d^@ 3 unknown  coedge  4 : p a  coedge  4 a  loop  ` P  pcurve    exppc nubs,/ҿ!#ѿȗP[п9+*οpƺ˿aɿEpǿ_ ſ2Wkÿ@͖yи~Df >MrZPtZ5Y'$T9諿LN0Z78@t8Mu<juzA!~va?juzA!?juzA!]ʪ?juzA!࠹}?juzA!F2Q?juzA!l]g$?juzA!ʖ?juzA! ?juzA!:?juzA!4s8q?juzA!m7lD?juzA!?juzA!ƺQ?juzA!a ?juzA!"=?juzA!YH.rd?juzA!ŋg7?juzA!/ ?juzA!r ?juzA!DC?juzA!N~Yw?juzA!W?juzA!!*?juzA!q?juzA!H?juzA!@ |?juzA!weiw?juzA!|J?juzA!ޓ3?juzA!XFN?juzA!8p?juzA!u]?juzA!L$j?juzA!cD]>?juzA!{S?juzA!&@+?juzA!^Wn:?juzA!ns?juzA!3U$^?juzA!JY1?juzA!#bP?juzA!Nv?juzA!}U?juzA!s \T?juzA!5R1?juzA!.dأ%I?juzA!^?juzA!?juzA!TK,^_%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@? ?  ?  nullbs nubs_=M"jPV=ņc xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c  #ˤ =PvwJR2K@ċ$x@NКW@=? xQʇ": ,/? coedge  6  coedge  6 h Q  edge  kjY /r$ g unknown  coedge  7 ,  coedge  7 9 n ,  vertex  intcurve curve   surfintcur nubsE5, ?E5, ?:Gh?V ?@P/@d@ [ @Dv0@yqc@snJX@YUc#@^-@WZ-@[ @F1@4t+X<@ZWW@^K@E <@^}ArW@ȦSsK@̙>~<@DW@^M\K@H&<@V>W@)*#5K@?<@΁W@K@q){=@HȤeW@1eK@%+=@6W@2BK@r"b=@V|W@ٷ8lL@%-]=@'oS׏W@?L@~]=@0\fW@p2\L@?=@LW@NdL@&'>@@j܄W@9;K@ċ1>@@uʀW@ 7WK@8w>@WW@~-K@@>@#W@EsK@ %>@k$*W@huK@]a>@@>W@+mKK@D>@4 W@A4D6K@aP$>@@W@/.lI K@*ir>@QW@xJ@ I>@dvW@^PQrJ@(:/>@\YW@ͤJ@Ot=@wݕW@J@=@lNYW@C J@Tk=@TW@ލ9ĸJ@5no=@A)]W@0s]J@ q2=@݆MW@J@ya=@p ̥W@ĢF?J@y<@W@DFJ@# <@wCW@a@ K@~K<@TmWW@o%m4K@^0;<@Tk,W@1JK@4t+X<@ZWW@^K@Nr+A? conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? conevPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ nullbs nullbs    coedge  9 ;  edge  t`I9 =|bP 9 tangent  coedge  : ;  edge  <*f/? ;? _ unknown  face  ;   point  .&@>@|iW@zXN~OJ@ point  B.>@但W@ 1 K@ellipse curve  vPM="߿HY0{I@"f<pK<?ۙ}S@>e&A\@ :?  coedge  @ A  coedge  A  face  q A   point  N0Zc`@Y0{I@ coedge  ] D S F  edge  GPe Pe@ W unknown  coedge  E F  face  F   point  ܙ}S@>e&A\@Y0{I@ coedge  I   edge   Xw$ va? ~ unknown  vertex   straight curve  2=)O@#X#`W@RPH@!?INNpH?͝  vertex  straight curve  u+ȫ)[@RPH@ N/?͝ ftreemeg attrib  L Z face   cone surface  k*!=2_JRPH@ċ$x%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@LT5*hqH$SY@R =wG@. *kݡZ@Z9G@ *osZ@[G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?6]O?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@?AYNV7@uJ/G@?Ya`_5cuJ/G@?.ߡ>@3pB YuJ/G@?yAi@WNVG uJ/G@?YQ@`_5S@uJ/G@?hߡN3pB i@uJ/G@?AYNV7@uJ/G@?xnYN!֠[7@ G@?K~aWQ9c G@? N>@}-:Y G@?xni@!֠[G G@?K~Q@vWQ9S@ G@?ZNN}-:i@ G@?xnYN!֠[7@ G@?? ?   ? nullbs nubs_=M"jPV=ņc X^GO?xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c Ï? #ˤ =PvwJR2K@ċ$xe&A\@ :?  coedge  Z A  point  N0Zc`@,3333sN@ coedge  ] ` F straight curve  -UQK@HgT@XVM@?Э^E6_{?  coedge  _ o a  pcurve    exppc nubs*f/?B&S?;? *zA!_U:?^P". 5?t AK?Lk,#>/X?揓upA?^?M|)?f\e5xC?MbP? spline  ref  coedge  ` a  edge  8!= dq|? ` unknown  pcurve    exppc nubs8!=Cޔ?Cޔ? r|?Bޔ? =9 ?q|?.~va? ~va?;}va?\IB~va?K.~va?y ~va?!KNB~va? "~va?Z \~va?z.~va?RlH~va?܌~va?zA!~va?MbP? spline  rotsur intcurve  ref #ˤ =PvwJR2K@ċ$x? ^hb9@ tangent  point  >Ȅ=@݆&DWW@ axK@ coedge  m ;  coedge  m  edge  L2RT" $5 unknown  vertex  straight curve  ~@>@y]W@"q6K@Tz5?o?;f?  coedge  o ;  edge  0~& *SK unknown  vertex  ellipse curve  tVs=@2*Y@OJ@ʵB?ܫ2q鑱?L9fֿ2m@  %=U@&ͰP? *f/? ;?ftreemeg attrib  q Z face   plane surface  eYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!   coedge  u A  coedge  ~ u  edge   _ n _@ unknown  coedge  v A  coedge  v A  coedge   v  edge  5q9/= W\t?  unknown ftreemeg attrib  wZplane surface  Et(StSX@;C@6?X̿?93X̿6?QR4 straight curve  ܙ}S@>e&A\@2L@s9  coedge  {    F  coedge  ~ {  edge  x _  _@  unknown ftreemeg attrib  |Zplane surface  QnK@i;T@;C@;qZ?ῌ᝼?;qZ?lKv  loop  ellipse curve  +l!=ClϺJ-DF@ċ$xe&A\@,3333sN@ coedge     F  pcurve    coedge    edge  jy/? ~va?  tangent  pcurve    exppc nubsjy/?~va?hy/?|va? spline  ref   vertex  ellipse curve  70nM@.U@ `@J@;qZ꿂?  ſ(G$п@w#\T? 8!= q|? coedge   coedge    pcurve    exppc nubs^%ٿkؿ'D~׿P_0ֿxM;Կӿ{QEҿ.п4YSϿ7̿ ʿ'D~ǿYxM;Ŀ>QE¿4YS< wM;ⴿ4YS0xM;⤿ xM;┿<ozA!b%?ozA!Pl?ozA!590|?ozA!?ozA!iE]?ozA!`(e?ozA!8 S~?ozA!!?ozA!}?ozA!`h_0?ozA!D?ozA!IWQ?ozA!;?ozA!\kZr?ozA!\&y?ozA!0 M?ozA!ݜ$?ozA!{.U?ozA!^]E?ozA!BPߒ?ozA!Ϡ2g?ozA!~1?ozA!]!o?ozA!F$a?ozA!JHYS?ozA!iȖt?ozA! GՕ?ozA!,J?ozA!ONMO?ozA!2ˍ?ozA!b?ozA!*3 plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs both'A@'Q@d;RZ@??H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?m4N_Ji@8剴G@?H Yo^R7@9剴G@?sz,Zr7@ 5G@`t?԰97Cb>sbc 5G@`t?Y ?@/X{OY 5G@`t?sz,j@˓G 5G@`t?Ȱ97CR@*sbS@ 5G@`t? OX{Oi@ 5G@`t?sz,Zr7@ 5G@`t?LϵRgZ8@ϷzF@?,lb7cϷzF@?(?@AdYϷzF@?8ϵRgj@HϷzF@?,lR@7S@ϷzF@?J(O,di@ϷzF@?LϵRgZ8@ϷzF@?*֒ZvlJT8@&lE@`t?ؕbjd&lE@`t? ^@@MNZ&lE@`t?*֒j@jvlJTH&lE@`t?ؕR@jT@&lE@`t? ^P;Nj@&lE@`t?*֒ZvlJT8@&lE@`t?(*.ZUn7@W4}D@?Y.ɒDbI ٮcW4}D@?#&?@2tYW4}D@?(*.j@VUnGW4}D@?K.ɒDR@wI ٮS@W4}D@?I#&O2ti@W4}D@?(*.ZUn7@W4}D@? ?  ?  nullbs nubstc"Ht"O4^V_5pC  5j&gv)ƉU@v)ƉU@kjE?v)ƉU@?Γ1?v)ƉU@DL?v)ƉU@j(w*?v)ƉU@QS ?v)ƉU@ڋ}N?v)ƉU@sx0?v)ƉU@Mܸ?v)ƉU@Tnz?v)ƉU@[9?v)ƉU@m>7ln?v)ƉU@-}v&?v)ƉU@1ύ?v)ƉU@ K9Ϊ?v)ƉU@"=nr?v)ƉU@.??v)ƉU@ l?v)ƉU@? o-36> tc" !N!rx^ Ht"O%Í6S+bd4^tSUrr( 4bEV_8 $%+2ʪԿP _7J 5pC `ZcE^_D4 5j&gا\  5j&g 5j&gٿ #ˤ =PvwJR2K@ċ$x unknown  coedge  ; ?  vertex  @straight curve  w&+K [@/0D@hZrF?{*xפ  edge  4 8 c|? A unknown  coedge  B C D A  coedge  E F G H edge  xC IWr) s@ J unknown  coedge   F K L pcurve    exppc nubs@/=W\t?F5MbP? spline  ref  vertex  M vertex  Nellipse curve  |u2*UIZ@2`@J@6?;̿?U7O;<h?0`"M? 5q9/= W\t? coedge  O P Q F  coedge  < ;    edge  CeE R6DeE@  S unknown  vertex  ? Tstraight curve  %#W@O@sW@/0D@+e տ<߿ؤ ftreemeg attrib  Z face U V W  X  loop   cone surface  G8!=J}J En@@ċ$x !=]J;剴G@ċ$x9W29@D(X@38VpI@Rn'8@;o MX@~C .I@fRx#? spline  ref  planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? nubsƂYSi@V;aZu!ڧd ?HLqYn($?XW#RG[?9e [Ak_? nullbs    coedge  ` f g Q  coedge  h   edge  5L* i}Pp  j unknown intcurve curve   surfintcur nubs>??>??BΚF?d|Xm?w*}?EF@ʅBM@hS@H#67 @,@@oH @~#@ @bkԗ@5SK@SJy7@͓S@kYB@LTs7@:vޅS@SB@ 8r7@KS@/#C@@2~7@;ЈS@{ XC@H Pp7@uS@e|!C@FZX7@^alwS@_1C@V-f7@uF|:rS@]s8C@4a 07@69iS@_AC@Mj8@l:eS@)kMCC@YӃnW8@XW`S@RTCC@s'Oy8@u `_S@AC@BХ8@_S@U/t8C@8@z$`S@1C@n9@/MdS@u|!C@3l'9@agS@ UXC@ڈxN9@oi*pS@ah#C@2Z[9@rfuS@PB@3Gi9@N13S@$TB@tj9@~S@:S#B@Nh_9@).S@sKB@S9@BNґS@D~B@P2d19@[}S@RgYB@Ţ 9@.IS@s,\B@h.8@G[S@dB@b)8@b,S@ЎB@X8@SvS@ ЎB@S8ҧc8@ZtS@(gB@~W!8@jjS@H\B@8@/!vS@ٽHYB@m7@o2S@aH~B@Cq#7@NᚴS@l(B@o '7@mƫS@ "B@KhX7@tdgS@ܽɍTB@SJy7@͓S@kYB@nP8? conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? cone?1!=7OwJ>`A@ċ$x5?\~#ޘT?b!Ky!ђnQ?t?g|:)n`uH@I.q' oUHhW@@&QF9V@gAwp>@&ÊeVV@i>P>@7 =*%2U@ ۘ?@;1%K{suU@HK6"@@1w%eXK~U@xp@@ck> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothvο.1@vο.A@zJ@?7DXGu*6@tp@@?*b ı`w$|>bup@@?UDU=@Zv2Wqp@@?7Dh@u*Fkp@@?b ıP@b$|>R@op@@?VDUMZv2g@qp@@?7DXGu*6@tp@@?O_V +w4@=g:@<f?4ک_Iya=g:@<f?8,pn;@rԼK%>V=g:@<f?O_f@c+wD =g:@<f?3کO@IyQ@ =g:@<f?C8,pnK`ԼK%>f@=g:@<f?O_V +w4@=g:@<f?澪 Uv҂J3@{p@@?}x]1n_{p@@?FR;9@KNTxp@@?n澪 e@+v҂JCtp@@?}xM@Y1nO@vp@@?R;I9Nd@xp@@?澪 Uv҂J3@{p@@? ?  ?  nullbs nubsk],ErI%!ZgЪߥOA %eE@%eE@w/?%eE@t6I?%eE@č_?%eE@Wew?%eE@n-/?%eE@#p u?%eE@Fh?%eE@WW'S?%eE@K$?%eE@K=IYJ?%eE@_G%?%eE@? /8> k],D̝P*u96(1'ErI%ݛo##m!^j !ZgЪ?BF$%zZ 1cߥOA gcߥOAߥOA #ˤ =PvwJR2K@ċ$xuUXW@+$>@ 5@W@0>@9OK5@~9~rV@c>@|6@p=V@Չ)>@EY6@وuU@L6p?@@c6@=Z$"U@W^Q8@@lJFDW7@6?T@xp@@:@? planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  spline  ref nullbs nubsQ6}Y.ݰ4'|UI!hW24k],t?X;8*:L i?6(mRn?FТ%]%ƀ>5?\~#ޘT?b!Ky!ђnQ?t?g|:)n`uH?zX{&|)? <xՅ?kՙ?(n޴[H?ьG=?*k h4\?G5B=??=&@"?q{=r f ?$i)KK0w?͵V?P޿"a?| i@?YH> spline  ref  vertex  | ~intcurve curve   surfintcur nubs 0τ?$cD!]};}Oyh4;@s$BY@3剴G@;@ w]Y@!G@5j ;@e!xY@p0G@b;@ Y@X4G@rd4I;@`&Y@<#ƵG@!;@DY@HzG@,e;@ lY@dlcG@rah:@鞡0$Z@1<G@d:@JGV;Z@,uNF@>ay5:@0XZ@3zkOF@%9@`Z@E' F@n[˃{9@1YUaZ@'PE@sZN9@D>W1\Z@nw|nJE@M$8@LEZ@,y[S)D@I|;8@nJ5Z@~NOD@6 8@ge!Z@W4}D@YH> planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  spline  ref nullbs nubs 0τ?$cD!]};}Oyhtc"ny/?ኺ#!/8M?Xo Y~E?$' '?eΓ?2)+b%ګ?y WQ.h?$*cS? 1 ,>?zX{&|)? <xՅ?kՙ?(n޴[H?ьG=?*k h4\?G5B=??=&@"?q{=r f ?$i)KK0w?͵V?P޿"a?| i@?    point  ;;@s$BY@;剴G@ftreemeg attrib   Z face  L '    loop  # cone surface  G-!=KwmJܣB@ċ$xM`?  vertex  ellipse curve  )BuY@A>ܬE@6̿嘽<0ҙHb?O:m=8@? xC Wr) s@ edge   cUM`?   tangent  pcurve    exppc nubsUM`?UM`? spline  ref   point  (.t=X@Y0{I@ point   *a(Y@:剴G@ coedge      F  coedge     Q W  edge  Rk m  m@ P  unknown  vertex   straight curve  В!M@j2tgU@ En@@hLRۿM俅 xM  point  IBN@ns+V@+aoB@ftreemeg attrib  Z face       loop  P  cone surface  OG!=J1<@ċ$xܬE@;qZ?ȾZ'ޱ<A?3*gY@8o? ^=: Wr) s@ coedge      Q  coedge  F E  b G  edge  A `& c a  unknown  vertex  b intcurve curve   surfintcur nubsKLA'#26d&hI 0m-4@eQY@8剴G@{njt4@&Y@f]G@"!B 4@]y!bY@Kr!H@;D5@Y@B0H@v5@R X@PH@ɲP<7@jX@&#H@P:8@BjgCX@txS0I@+9.%;:@)gW@XjJ@ˋy:@}W@xJ@?[;@H*W@-`@J@y:3? planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? spline  ref  nullbs nubsKLA'#26d&hI zUM`?B=+,2G?Zؚ<(?,܋"廸Z-?:nfH(|?D^KWt?Χ 'Ԥ'?ڙg~QtN4?&tGU?~o+ͫoYZ?֛Wv행?~2:u j]yY?_=M"*?    point  qh8@@SX@Y0{I@ coedge     g   edge  iɲ0  f  unknown  coedge       vertex   intcurve curve   exactcur nurbs}Pp@5L*@%z+'1@B"3s;U@v@@>?Ǎ)4@iMPYT@CDS`A@ċ$xV@W4}D@ coedge    `    edge  HGdI) UaX   unknown  pcurve    exppc nubsA `&n$XI>"֘'\,p!=?=hrտ D?iޜ$V'VP?$KfA[a?ӝļOns?"N?$҇?tB͘r?%J8պ;?9>` ?/O IcQ?z5m$A?VBXx!3D{?2(3k??S7㷏D?ƀLER2?pgײF ?ct\[ "`?6m!Cu~%?tc"UM`? ? spline  ref  vertex   intcurve curve   surfintcur nubsA `&n$XI>"֘'\,Id$+@;KZ@W4}D@  |+@8KZ@'D@ ,@Z@J(D@! 街,@JŎZ@ҔE@9&,@Go*ȭZ@!ij/E@-;`-@{ܕZ@~RE@1ۮz".@nT JZ@i-ϩE@nX|D2X0@GDzZ@kC"F@mT 0@8vZ@'F@L)2@_&{Z@?`G@6p2@Y SZ@hImyG@* H3@"a[Z@n+mSG@_<3@}qDY@5G@0m-4@bQY@3剴G@ ? planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? spline  ref nullbs nubsA `&n$XI>"֘'\,p!=?=hrտ D?iޜ$V'VP?$KfA[a?ӝļOns?"N?$҇?tB͘r?%J8պ;?9>` ?/O IcQ?z5m$A?VBXx!3D{?2(3k??S7㷏D?ƀLER2?pgײF ?ct\[ "`?6m!Cu~%?tc"UM`?    point  0m-4@`QY@;剴G@ coedge   f     coedge  f  h    loop  f z  pcurve    exppc nubsɲ0|l>kb) k!e,vA)?umZ<2w"?}S7AI?XSsfYJT[?Azp?h%[d;r?z*UI?#P_L܁?gp}n ?e!߇t`[?p_S#2V7?|wL%I~nZ?dh'*Rb?gz(?s(*}`7?k],ՠ\?P;? spline  ref  vertex  g intcurve curve   surfintcur nubsɲ0|l>kb) k!e,vk+'1@F"3s;U@xp@@S0@&} prU@o8c8@@e&e/@hpeU@ɰV?@g$,@Cѷ4V@$+|>@se*@#IyV@ryS>@Wg(@ǀTW@ H1g>@'@%H`6IW@XBDol>@ǚZ&@P&>W@e>@޻u6&@mQW@P ?@o:/j&@keX@NhI?@&@1ޝX@ӵ1?@@@w&@Wr\X@pp@@P;? planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? spline  ref nullbs nubsɲ0|l>kb) k!e,vA)?umZ<2w"?}S7AI?XSsfYJT[?Azp?h%[d;r?z*UI?#P_L܁?gp}n ?e!߇t`[?p_S#2V7?|wL%I~nZ?dh'*Rb?gz(?s(*}`7?k],ՠ\?    coedge  s h    edge   i@ellipse curve  /y,VI!=l5JSKr*;@ċ$x@ftreemeg attrib  Zplane surface  Ҟ#5_S@9\HC@ċ$x1<?@̿?6PR4<  coedge        point  ],$C$T@9\HC@straight curve  wZ[NF@=|P@9\HC@?;qZ?lKv straight curve  ч>&wY6V@9\HC@U̿6?NR4  edge  z va?   unknown  point  ?#M~´̗S@9\HC@ellipse curve  'jNB!=|J)es(>@ċ$x@mW@aK@Z.L?8@CbS@Y(C@j+'1@F"3s;U@@p@@ZZZZ@@@@j+'1@F"3s;U@@p@@>Ȅ=@݆&DWW@ axK@ZZZZ@@@@>Ȅ=@݆&DWW@ axK@?FT>@9W@`K@ZZZZZ<$????}ACIS BinaryFileMegaCAD Profi plus 2012 ACIS 22.0.1 NTThu Jul 05 11:50:51 2012?ư>|= body    lump    shell     face      ftreemeg attrib  Z face    loop   spline surface   rbblnsur blendsupsur planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  null_curve nullbs blendsupsur spline  rotsur intcurve  surfintcur nubsZWk],ErI%!ZgЪߥOA }N4@&(F@kn3Hw gc@YV@1b$ a@0{,jQ@)q-$ux+~f]@jwt J@Տ+(p+ʲX@rp@@1:(!|X@#@@1FLF(&D^=X@eΒI?@GI<' =W@Ζ;?>@I.q' oUHhW@@&QF9V@gAwp>@&ÊeVV@i>P>@7 =*%2U@ ۘ?@;1%K{suU@HK6"@@1w%eXK~U@xp@@\ozQ$I+IT@BWB@N}#1;A <S@ F skE@u-_!,W)Q@Ӱ-G@ qe Xj(%_P@Z J@"4#PAM@:^M@Ko˕9J@:+xP@ck> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothvο.1@vο.A@zJ@yb5*? @f;+dtpB@l~Y@??&lz nj~Y@?`ڡH@ gY1dp~Y@?L;+t@tpR\~Y@??&\@z ^@n~Y@?kڡXfY1t@`~Y@?f;+dtpB@l~Y@?/cT`4+ =@S~|P@?$NfɊDhR~|P@? ӽC@.J `T~|P@?/cTp@'5+ MI~|P@?$NV@ɊDX@S~|P@?6ӽSJ p@L~|P@?/cT`4+ =@S~|P@?7DXGu*6@tp@@?*b ı`w$|>bup@@?UDU=@Zv2Wqp@@?7Dh@u*Fkp@@?b ıP@b$|>R@op@@?VDUMZv2g@qp@@?7DXGu*6@tp@@?O_V +w4@=g:@<f?4ک_Iya=g:@<f?8,pn;@rԼK%>V=g:@<f?O_f@c+wD =g:@<f?3کO@IyQ@ =g:@<f?C8,pnK`ԼK%>f@=g:@<f?O_V +w4@=g:@<f?澪 Uv҂J3@{p@@?}x]1n_{p@@?FR;9@KNTxp@@?n澪 e@+v҂JCtp@@?}xM@Y1nO@vp@@?R;I9Nd@xp@@?澪 Uv҂J3@{p@@?(?ª'N9;+@pOEª'^@:;;iOE܂ @22T@?`Q9I坉-K,2T@?Y}%@o|A42T@?R@܂0/2T@?@`Q99@B坉-;@42T@?Y}5K|Q@)2T@?OB>܂ @22T@?? ?   ? nullbs nubsZWk],ErI%!ZgЪߥOA }N4@&(F@%eE@Q%eE@љ%eE@љ%eE@%eE@w/?%eE@t6I?%eE@č_?%eE@Wew?%eE@n-/?%eE@#p u?%eE@Fh?%eE@WW'S?%eE@K$?%eE@K=IYJ?%eE@_G%?%eE@?%eE@nlq?%eE@nlq@%eE@&"@%eE@-kߨ @%eE@a@%eE@RX@ k],Vie> ZWk],ErI%!ZgЪߥOA }N4@&(F@ #ˤ =PvwJR2K@ċ$x@'RZ R@c-0F@K<@<S@knTC@^9@d U@XjEA@_<9@{j9U@tIYn@@Jh9@dxrU@ RIy@@I,K9@ U@.^PU@@XJI[8@j©)V@9fd;@@%Q8@hzV@ŔR8@@C8@̎V@ EwK@@W8@ w>JW@1@@@N%8@KzW@]Q`@@ c9@HwW@J (A@L! %9@DxJDW@MXT6A@ ++.9@ZZLW@SjEA@.SSS;@;MY@E@t뉫>@ǣJ[@],H I@ @@J]@]9SN@@@ spline  ref planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  nubs|lA8@l“c@L"q!@z u&@P)'@z6jH@L9,#4@o?-,y3i+@: ?8D@D?Ò!?Çp5?/}!xƎdd?Z q;?/jhi7QJ'?|Hg]u?nɝ(|9?eC =*qz?|bBl"#6?\$'?ibM &-?86G(hZ?MU +Ye?]j+ꙶ?A!+D?k],2Y:O?]j4N:+7?,%7Cwa?ɽGI+N%N? nullbs P)'@ @@ null_curve null_curve null_curve null_curve@@  ? ??*? ??#}yg3 >Y)04UL vk@bB@X ;[C@l“c@@j[@S @L_,#@P)'@b|.@ Oz4@7Ha<@jެl#!B@?*?P)'@  ? @@= j)'@ftreemeg attrib  Z face       loop    spline surface   rbblnsur blendsupsur planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  null_curve nullbs blendsupsur coneG-!=KwmJܣB@ċ$x@n_`n[@l@VI@Ԁڰ>@#[@ Z0J@@@ coneG-!=KwmJܣB@ċ$x`A@ċ$xM*j@@6uP@2;H@o,}M>@ ٜL:4R@O?hhIE@rXXF=@CR@CfڠD@8tD;@ݮ.3T@f&5B@R-RϞ:@vٞT@fw4A@Zy=9@59\U@C|@@c)n8@?nU@Y'd?@)'7@slV@#E=@@@ cone?1!=7OwJ>`A@ċ$xx!=@dA@Sz?  ? ۇ.JA<@ dA@ coedge       coedge  ! " #  $ coedge  ! % &  ' coedge     ( edge " )p *xv3r@ + tangent  pcurve    exppc nubspxv3r@?j)'@j)'@ spline  ref ftreemeg attrib  Z face , - .  /  loop  0  spline surface   rbblnsur blendsupsur planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  null_curve nullbs blendsupsur spline  rotsur intcurve  surfintcur nubs 48N.EjGtc"Ht"O4^V_5pC  5j&g8#Zp plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs both'A@'Q@d;RZ@U@#??g80 J @^<#J@?4[78N98_<#J@?xM܊@x&0_<#J@?,g8@@J ._<#J@?4['@N)@_<#J@?I܊$x&@@4_<#J@?g80 J @^<#J@?p 'ML3+@hx I@?yg$LTՂ\cV:hx I@?]1@VQT0M%hx I@?}p ']@?L3;0hx I@?f$LD@\cF@#hx I@?i]AOQT0]@6hx I@?p 'ML3+@hx I@?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?m4N_Ji@8剴G@?H Yo^R7@9剴G@?sz,Zr7@ 5G@`t?԰97Cb>sbc 5G@`t?Y ?@/X{OY 5G@`t?sz,j@˓G 5G@`t?Ȱ97CR@*sbS@ 5G@`t? OX{Oi@ 5G@`t?sz,Zr7@ 5G@`t?LϵRgZ8@ϷzF@?,lb7cϷzF@?(?@AdYϷzF@?8ϵRgj@HϷzF@?,lR@7S@ϷzF@?J(O,di@ϷzF@?LϵRgZ8@ϷzF@?*֒ZvlJT8@&lE@`t?ؕbjd&lE@`t? ^@@MNZ&lE@`t?*֒j@jvlJTH&lE@`t?ؕR@jT@&lE@`t? ^P;Nj@&lE@`t?*֒ZvlJT8@&lE@`t?(*.ZUn7@W4}D@?Y.ɒDbI ٮcW4}D@?#&?@2tYW4}D@?(*.j@VUnGW4}D@?K.ɒDR@wI ٮS@W4}D@?I#&O2ti@W4}D@?(*.ZUn7@W4}D@? ?   ? nullbs nubs 48N.EjGtc"Ht"O4^V_5pC  5j&gv)ƉU@)Zv)ƉU@м;ĝv)ƉU@Exmv)ƉU@sB<v)ƉU@7v)ƉU@7v)ƉU@v)ƉU@kjE?v)ƉU@?Γ1?v)ƉU@DL?v)ƉU@j(w*?v)ƉU@QS ?v)ƉU@ڋ}N?v)ƉU@sx0?v)ƉU@Mܸ?v)ƉU@Tnz?v)ƉU@[9?v)ƉU@m>7ln?v)ƉU@-}v&?v)ƉU@1ύ?v)ƉU@ K9Ϊ?v)ƉU@"=nr?v)ƉU@.??v)ƉU@ l?v)ƉU@? tc"O>S>  48N.EjGtc"Ht"O4^V_5pC  5j&g #ˤ =PvwJR2K@ċ$x-uX;@sE@F)>?B2Tݿc?jZ_8(?A' +c?P=hg?CT3%Oo?J#Q ?V4 vM?:aOT8&?gIǁkV9?֘O?Tyh?m,!M3m?0Ն_?BҌku?$^`?$ |15?D!Nҫ?tc"?7% 0Wt"?i}[6x̖?Y< C=FZ1?vYJ@3uq?ߔ=Cxr?*7pEPO>{N?* intcurve  offintcur nubs U? ?5@=:S^g @]@@v>-uX;@sE@ X);@b䡣Y@w92E@qW[;@?,Y@FGE@İ1BH;@nܥBY@ aE@=70;@&M=FY@hE@)&;@1Y@mְE@@+(<@bYLoY@?9E@}GeD<@aY@ F@LŰ{<@&Y@Dw8_F@'<@񼟖Y@2tրF@v<@jKyY@v#øF@N<@=fY@ F@x=@}]CY@9aPw-F@$Y& =@n2Y@pBltF@d%G=@]H?U!Y@F@6w=@#winJW@]Lb+ G@J0j>@j5{rU@֑QKG@Ff)?@v[ YJR@LBG@`rl@@ +P@qG@lC@@@-OOO@.xG@@@ spline  ref  planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  nubs U? ?5@=:S^g @]@@v>-uX;@sE@F)>?B2Tݿc?jZ_8(?A' +c?P=hg?CT3%Oo?J#Q ?V4 vM?:aOT8&?gIǁkV9?֘O?Tyh?m,!M3m?0Ն_?BҌku?$^`?$ |15?D!Nҫ?tc"?7% 0Wt"?i}[6x̖?Y< C=FZ1?vYJ@3uq?ߔ=Cxr?*7pEPO>{N? nullbs @ @@ null_curve null_curve null_curve null_curve@@  ? ?f!1? ?? T]}?:-?snf@\k@@ĥub @1*@,5@<>@f!1?@  ?  @ coedge  1 2 3 4  5 coedge    6 7 8 coedge    9 : ; coedge  < =    > edge  ?X%O< @tyw@  A tangent  pcurve    exppc nubsX%O<tyw@?91@91@ spline  ref tcoedge coedge    B C  DQ7G?  coedge  6 E  # F  edge # *j)' GEZɩA " H tangent  pcurve   I coedge  J K  & L M edge % N @= )j)'@ % O tangent  pcurve   P pcurve    exppc nubsxv3rE`5@?E`5@ spline  ref  vertex  Q R vertex  # Sellipse curve   ++.9@ZZLW@XjEA@F"?־5?O `?o8?~?@<f? p xv3r@ftreemeg attrib  Z face T U V  W  loop  X  spline surface   rbblnsur blendsupsur conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? null_curve nullbs blendsupsur cone?1!=7OwJ>`A@ċ$x=D@ŝU6@U =oS@ #dYD@YLHg6@ieyS@D@A77@ؠOS@⯣D@I7@TelS@OD@Hi2+8@8n>cS@celVD@@\8@"FWS@TD@tQ9@raUUS@6cD@5b :@ VXS@~zD@e%Sf:@X^]]S@lbD@C;:@)"mS@^wN+D@F<;@ET! yS@~Y D@#t;@!`S@oiC@Tfj;@AT٤S@2.6̣C@5;@WS@wږ]C@:j(;@M9S@ĉn:C@ZS;@\^4 S@`6iC@-pp;@@t,S@i+C@YD;@fdKS@W8.C@@@ cone?1!=7OwJ>`A@ċ$x@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? nullbs nullbs  @@ null_curve null_curve null_curve null_curve@@  ? ?F{A~? ??[$2s`R.]B'tO8i-rF{A~? K\ ? ? JR5 *s}"2 coedge  = < Y Z  [ coedge  \  ] ^  _ coedge   B E `  a coedge  b c  4 d  edge ' eH- f  g unknown  pcurve   g coedge  h "  7 F  edge & @91 *E`5 6 i tangent  pcurve   j coedge  k l  : m  edge  )E`5@ ?91@ 9 n tangent  pcurve   o coedge  0  p q  r coedge   0 h s  t pcurve    exppc nubstyw? spline  ref   vertex  u v vertex  7 wellipse curve  x);@gY@|92E@ ͂??fW_~?+qQ?8cN??&g? X%O< tyw@tcoedge coedge  2 \ ! C  xQ7G tedge edge $ G NQ7G? ! y tangent ?9 hP? pcurve    exppc nubsQ7G? @=? @= spline  ref  coedge  " z 2 ` F  loop  { | tvertex vertex  # }`hP?intcurve curve   bldcur EZɩA= vk@bB@X ;[C@l“c@@j[@S @L_,#@j)'@?*? spline  ref null_surface nubsEZɩA=j)'@B=i)'@ nullbs   intcurve curve   ref  coedge  ~ %  L  coedge  % ~ k Q L  loop  %  pcurve    exppc nubs@l“c@L"q!@z u&@P)'@Ò!?Çp5?/}!xƎdd?Z q;?/jhi7QJ'?|Hg]u?nɝ(|9?eC =*qz?|bBl"#6?\$'?ibM &-?86G(hZ?MU +Ye?]j+ꙶ?A!+D?k],2Y:O? spline  ref tvertex vertex  vA?intcurve curve   bldcur  @= vk@bB@X ;[C@l“c@@j[@S @L_,#@j)'@?*? spline  ref spline  ref nubs @=j)'@?@@=?i)'@ nubs@l“c@L"q!@z u&@P)'@Ò!?Çp5?/}!xƎdd?Z q;?/jhi7QJ'?|Hg]u?nɝ(|9?eC =*qz?|bBl"#6?\$'?ibM &-?86G(hZ?MU +Ye?]j+ꙶ?A!+D?k],2Y:O?   intcurve curve   ref  edge = )0Y:O? va? k tangent  point   9@ϴRX@vp@@ point  P7@fW@AgtjA@ftreemeg attrib  -Z face    loop  - spline surface   rbblnsur blendsupsur planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  null_curve nullbs blendsupsur spline  rotsur intcurve  surfintcur nubs^iA_=M"jPV=ņc X^GO?(W%X@>75.T@(O%X@0=Q@(G%X@FfErO@(?%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@LT5*hqH$SY@R =wG@. *kݡZ@Z9G@ *osZ@[G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@ $=f?6]O?EX<26@LuX@?`3M"b~LuX@?w'U(=@ܶtWLuX@?͡Eh@2F~LuX@?P@3M"R@LuX@?w'U(Mܶtg@|LuX@?EX<26@LuX@?ꡯEX826@OacaS@?`3M"bKacaS@?w'U(=@ܶtWOacaS@?͡Eh@2FHacaS@?P@3M"R@NacaS@?"w'U(Mܶtg@IacaS@?ꡯEX826@OacaS@?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@?AYNV7@uJ/G@?Ya`_5cuJ/G@?.ߡ>@3pB YuJ/G@?yAi@WNVG uJ/G@?YQ@`_5S@uJ/G@?hߡN3pB i@uJ/G@?AYNV7@uJ/G@?xnYN!֠[7@ G@?K~aWQ9c G@? N>@}-:Y G@?xni@!֠[G G@?K~Q@vWQ9S@ G@?ZNN}-:i@ G@?xnYN!֠[7@ G@?? ?   ? nullbs nubs^iA_=M"jPV=ņc X^GO?xCÿ ^iA_=M"jPV=ņc X^GO? #ˤ =PvwJR2K@ċ$x?U*9lз? ?ֻ\ NH?2n8ݷ?!x*&?mx0?b0p,+.C?|{?MGb  1?_/-W!Å?_=M"^O?$+-o,wAA)j?B6[2:c?Zz7[;?F;pP¤?hXl?- 6?^iA-Zn?* intcurve  offintcur nubs6d׾?- ~- @X@[ '@j+@VtK=@V {E@_ y=@hC)Y@9NF@ϙh=@,Oo&Y@aDF@ X=@cMg$Y@d 7F@\'%-=@LԣKX@F@58]=@EގX@NG@*%#=@Z7DW@iMG@ Ef?>@wHeW@^nG@nCP?@( @W@H@O?@xW@'nI@x m'@@܌uWbV@ 5=XJ@@.H@@xƕ2V@mvJ@ $h@@q_V@/`@J@0c@a^A@*V@uM@u*`TB@BrV@~O@S;gD@4S aV@XR0R@Ԯ8D@%$U@JV/S@aE@(U@@75.T@@@ spline  ref planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  nubs6d׾?- ~- @X@[ '@j+@VtK=@V {E@X^GO?5R?YR߲?th ?|Ni?;Q?~?/Z`>?U*9lз? ?ֻ\ NH?2n8ݷ?!x*&?mx0?b0p,+.C?|{?MGb  1?_/-W!Å?_=M"^O?$+-o,wAA)j?B6[2:c?Zz7[;?F;pP¤?hXl?- 6?^iA-Zn? nullbs 6d׾?j+@ @@ null_curve null_curve null_curve null_curve@@  ? ?*3t? ?? 6d׾?W)3?2iZ@"dy"@j+@)cd=0@jj3@7@9@AL@@*3t?j+@  ? 6d׾? %@ coedge  ] c .  coedge  0 Z V  edge    wU? 0 tangent  pcurve    exppc nubs wU??@@ spline  ref   coedge  B 1   coedge  X 1 ^ .  edge ( e<'? P,? 1 tangent  pcurve    exppc nubsP,?)᠇A<@?)᠇A<@ spline  ref  edge * GA f_< E tangent  pcurve    coedge  3 z d  coedge  3 X d  loop   vertex  ^ tvertex vertex   M,>intcurve curve   surfintcur nubsH-?m&9@d8T@8\HC@59@AS@8\HC@(oY9@<BS@9\HC@j<9@S@9\HC@j Q? spline  ref planeҞ#5_S@9\HC@ċ$x1<?@̿?6PR4< nubsH-?FO:<@e%c ?Ͱ8<@pzڶ?m<@ba?)᠇A<@ nullbs    coedge  { 6 = s F intcurve curve   bldcurE`5@"#}m"@מ6v*@91@'b͋? spline  ref null_surface nubsE`5@91@E`5@91@ nullbs   intcurve curve   ref   coedge  9 K Q m  coedge  9 u m  loop  9 intcurve curve   bldcurE`5@"#}m"@מ6v*@91@'b͋? spline  ref null_surface nubsE`5@91@?E`5@?91@ nullbs   intcurve curve   ref!  coedge  < q  edge  ? @ p tangent  pcurve    edge +  @ h tangent  pcurve    edge  ?<? ~va? tangent  point  X^Rr;@ cY@B4}D@ point  V9@7Y@(E@ pcurve    exppc nubsQ7G<?dA@dA@ spline  ref ellipse curve  ^9@d U@IjEA@3~'e?Exj%D?ൔB2q;f??  Q7G? coedge  E b F  coedge  h F  face  F   point  =\4v8@K @pRU@8gtjA@ coedge  K J L  coedge  J  edge > NxÒ!? ~va? J tangent  pcurve    exppc nubsZ|Em?~va?=W~Em?~va? spline  rotsur intcurve  surfintcur nubsk],ErI%!ZgЪߥOA ӏ+(o+ʲX@qp@@1:(!|X@#@@1FLF(&D^=X@eΒI?@GI<' =W@Ζ;?>@I.q' oUHhW@@&QF9V@gAwp>@&ÊeVV@i>P>@7 =*%2U@ ۘ?@;1%K{suU@HK6"@@1w%eXK~U@xp@@ck> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothvο.1@vο.A@zJ@?7DXGu*6@tp@@?*b ı`w$|>bup@@?UDU=@Zv2Wqp@@?7Dh@u*Fkp@@?b ıP@b$|>R@op@@?VDUMZv2g@qp@@?7DXGu*6@tp@@?O_V +w4@=g:@<f?4ک_Iya=g:@<f?8,pn;@rԼK%>V=g:@<f?O_f@c+wD =g:@<f?3کO@IyQ@ =g:@<f?C8,pnK`ԼK%>f@=g:@<f?O_V +w4@=g:@<f?澪 Uv҂J3@{p@@?}x]1n_{p@@?FR;9@KNTxp@@?n澪 e@+v҂JCtp@@?}xM@Y1nO@vp@@?R;I9Nd@xp@@?澪 Uv҂J3@{p@@? ?  ?  nullbs nubsk],ErI%!ZgЪߥOA %eE@%eE@w/?%eE@t6I?%eE@č_?%eE@Wew?%eE@n-/?%eE@#p u?%eE@Fh?%eE@WW'S?%eE@K$?%eE@K=IYJ?%eE@_G%?%eE@? /8> k],D̝P*u96(1'ErI%ݛo##m!^j !ZgЪ?BF$%zZ 1cߥOA gcߥOAߥOA #ˤ =PvwJR2K@ċ$x@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? null_curve nullbs blendsupsur spline  rotsur intcurve  ref #ˤ =PvwJR2K@ċ$xx?>Fʞ";6?!b"'?\P!6qp{? &uDv?ӆr]y?Չ݁>8?) Jjۖ?04a3="?s9M?PvN-?3 :?Ò'Ne~OcH`&[N ?/Ҵ '?9'KIeT?`'U4(? th,(%4??M(<""?t%Y(0?d1_a(;Tn? Cd(=?6d( Y? me(a쪻?P*e($I{?0e(jv?%ee([QJ?r?$秗d(څ<ܺm?Hk`( E?VYEG(aH?c(Uh?Y %'09?ؾއ':?r7c'l?L +m&ghj,+?9Ӎ%e?x;dۢ$?*J6_# C~?K=2#l?_=M"=?* intcurve  offintcur nubsZq ?=?T@^-G @NW@t =@J@B3@Z{@ CY@X"@ @O^ @("@uWp$@e)'@R?r(@,{,@[L.@xN0@vLao0@&p?0@0@u:U1@2@x" 4@.BK5@o=]Q:@@TW@/`@J@wJM:@TW@zJ@ۂxJ:@a.UW@زJ@/4:@=0WW@hJ@ z1:@aBh[W@hdlJ@HS:@ cW@HH-J@| r:@jhW@L^le;I@ʱ+i:@y-2pW@ 6*I@@;;@osW@R.eI@zX2;@'O-xW@Ȏh:)I@60v;@8MXxW@34I@8 Qs<@vW@4H@&<@$v`)tW@VK7H@ =@ [Z2oW@|daH@Du34=@-lW@߂H@,uBBe=@6ahW@dG!H@)tgn=@ˏN0hW@ H@ݘWqI=@i fW@;FH@ 6ك=@eW@r8nH@ƵQy=@zHOcW@-1H@7=@|1`aW@i!H@]C>@={ZW@ώ˪H@IEE,J0>@ zTW@nf%0H@Ŗ>@\فDW@mcI@}Tz>@@ i9W@r)I@QMI_?@b!W@MI@Hs?@}`QW@m-mxqI@,??@V@ŮI@Ő#v?@V!V@omI@׼?@r1s~V@7 qQJ@?@5V@T'&hJ@f,6?@ܫ?V@nY]yIJ@?@եV@B[XJ@:ql?@F%V@/`@J@+/x?@9V@dAMJK@Oʽ~?@ʼ6V@\tzK@)o>@QV@DH(L@z;>@wDDV@s2L@(a@)f W@ iL@G):=@{;AW@}{L@yu=@#:W@ʞL@~Kzf=@ bnW@|{BL@lǝJ=@uW@{bTL@Q'=@{C"kW@s`TÉL@wG!=@4W@;XF`ډL@ZP3=@'W@^L@ķ =@{ z W@iۉL@kr$4~<@rb%W@!|ɈL@{_n<@f *W@5xL@<@1 3W@ciL@qd;@I 9W@tpQL@qm03;@Y&@uDW@ZV L@[G:@`LIW@#TK@%b:@l8PW@^p)AeK@1فf:@Bu&SW@R2K@o=]Q:@@TW@/`@J@@@ spline  ref) conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? nubsZq ?=?T@^-G @NW@t =@J@B3@Z{@ CY@X"@ @O^ @("@uWp$@e)'@R?r(@,{,@[L.@xN0@vLao0@&p?0@0@u:U1@2@x" 4@.BK5@_=M"=?aG$3">x?>Fʞ";6?!b"'?\P!6qp{? &uDv?ӆr]y?Չ݁>8?) Jjۖ?04a3="?s9M?PvN-?3 :?Ò'Ne~OcH`&[N ?/Ҵ '?9'KIeT?`'U4(? th,(%4??M(<""?t%Y(0?d1_a(;Tn? Cd(=?6d( Y? me(a쪻?P*e($I{?0e(jv?%ee([QJ?r?$秗d(څ<ܺm?Hk`( E?VYEG(aH?c(Uh?Y %'09?ؾއ':?r7c'l?L +m&ghj,+?9Ӎ%e?x;dۢ$?*J6_# C~?K=2#l?_=M"=? nullbs R?r(@ @@ null_curve null_curve null_curve null_curve@@  ? ?Lƴ? ??("@: t`#@VÑ$@iCz&@R?r(@:;Ahl)@ӭ{w*@2I}-@} 0@-mu0@JZ "1@:p62@<3@oc4@S;R5@ I6@a8@^9@Lƴ?R?r(@  ? ("@ V:'@ coedge  V  coedge  ] X .  edge , ,l~4 eUN X unknown  pcurve   tcoedge coedge  Y V 6d׾?%@  coedge  Y { V  pcurve    exppc nubs wU6d׾??6d׾? spline  ref tvertex vertex  p`0= vertex  s ellipse curve  d%G=@]H?U!Y@F@8"A??=4�٧?8 hr?\֣? g??   wU? coedge   \  edge ) )᠇A<@ NdA@ tangent  pcurve    pcurve    exppc nubsP,? spline  ref [$2 vertex  ellipse curve  YD;@~fdKS@W8.C@x;?&d{r?RBq2f??  P,?intcurve curve   bldcur_<@>x!=@A@Sz? spline  ref null_surface nubs_<@A@_<@A@ nullbs   intcurve curve   ref-  coedge  b d  edge @ iY f߫ z unknown  coedge  c d  coedge  d  face  d   point  j<9@S@9\HC@ point  c`&9@1EɂT@ /HC@ coedge  l k m  coedge  p l u  face  m   coedge  p  loop  p  pcurve    exppc nubsU? ?5@=:S^g @]@@F)>?B2Tݿc?jZ_8(?A' +c?P=hg?CT3%Oo?J#Q ?V4 vM?:aOT8&?gIǁkV9?֘O?Tyh?m,!M3m?0Ն_?BҌku?$^`?$ |15?D!Nҫ?tc"? spline  ref  intcurve curve   bldcurT]}?:-?snf@\k@@f!1? spline  ref  spline  ref  nubs@??@ nubsU? ?5@=:S^g @]@@F)>?B2Tݿc?jZ_8(?A' +c?P=hg?CT3%Oo?J#Q ?V4 vM?:aOT8&?gIǁkV9?֘O?Tyh?m,!M3m?0Ն_?BҌku?$^`?$ |15?D!Nҫ?tc"?   intcurve curve   ref/ intcurve curve   bldcurT]}?:-?snf@\k@@f!1? spline  ref  null_surface nubs@@ nullbs   intcurve curve   ref0 integer_attrib name_attribgen attrib  u make_tangent vertex  u ellipse curve  &Ke%"!=ܠIJW4}D@ċ$x@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? null_curve nullbs blendsupsur conevPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ null_curve nullbs* intcurve  offintcur nubsF" ~v?$ qS @kGۨ@ZF:\@v~y@;O@QEo@smٔ!@x]83%@(@4+@|Qe-@9G1/@q:=0@`0@}"2@Y~d3@z.Q4@Jv5@ M ?@V@oAJ@w77?@veV@0 J@٥4 ?@i3V@Xrܮ@K@92?@ =V@Eyp?K@Sn>@1V@fK@NACZ>@pV@AN-L@Z>@8)pn8V@&CL@x "=@l`W@e\L@ysd=@[@9&W@^&cL@ԼG<@LMGOW@^ZgL@|a<@%^8mW@fL@$X<@ KW@vZL@o<@=!W@rml NL@YCuo;@p.W@U>%L@ E;@,==5W@XmL@Q>d:@feBW@=NK@# }:@acHW@C% vK@xD:@8ySW@V #J@Z{@1:@ zXW@b ժJ@T,,?:@%c7ɩ^W@΋J@;b:@)a_W@;I@.x:@S]W@R(AI@ֲ}R;@[W@:VR I@1jc=;@;VSW@ZKNH@;@{ COW@sH@BKs<@FW@(DH@&@<@OTBW@`?wH@-B=@:W@,~H@G @/W@l:H@-Q>@]W@ޯ$H@K?@wVxW@+R!I@9~?@M=BV@58QV@XsJ@ M ?@V@oAJ@@@ conevPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? nullbs nullbs  @@ null_curve null_curve null_curve null_curve@@  ? ?"f^3? ?? jN?@5/@f(V@h@`%#@k[6A*@Nr..@d pcurve    exppc nubs6d׾?%@?6d׾??%@MbP? spline  ref  ? 6d׾? %@ pcurve    edge < ? ~va?  tangent  point  絿c=@4>'Y@2剴G@ point  GK4;@`Y@$NG@intcurve curve   bldcur)᠇A<@>x!=@dA@Sz? spline  ref null_surface nubs)᠇A<@dA@?)᠇A<@?dA@ nullbs   intcurve curve   ref8  point  a4;@N`2S@5`B@ coedge     edge 8 ^)? ms-8R@  unknown  vertex  straight curve   f/9@rZ%U@9\HC@ 2VxȲ9^?^!w  coedge    d  coedge   edge A jL8? va? ! unknown  coedge  " # d  coedge  $ %   edge ? Gn+@ & 1@ ' unknown ftreemeg attrib  Z face ( )  * plane surface  Ҟ#5_S@9\HC@ċ$x1<?@̿?6PR4<  coedge  +  edge  0mCT5 =mCT5@ , unknown  coedge  + - . pcurve    exppc nubs{ i@?~va?{ i@?~va? spline  rotsur intcurve  surfintcur nubstc"Ht"O4^V_5pC  5j&g *c(Y@7剴G@\Fy$*2[Z@O#{*G@ˌi4B*$[ؠ8Z@NDG@G@p}*bsZ@efG@E*ЏZ@?G@qg*;Z@#R&G@S5* Z@F@#{*'hrZ@h_oF@k@u*_PZ@V/F@ [/*.Z@_RR}E@8r*A^Z@[fE@sN*hP/ʖZ@c9ǜD@*h<~Z@B ӭD@Y:*4<_Z@W4}D@<> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs both'A@'Q@d;RZ@??H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?m4N_Ji@8剴G@?H Yo^R7@9剴G@?sz,Zr7@ 5G@`t?԰97Cb>sbc 5G@`t?Y ?@/X{OY 5G@`t?sz,j@˓G 5G@`t?Ȱ97CR@*sbS@ 5G@`t? 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R tangent  pcurve    exppc nubs.G< $j?? ;:'@ ;:'@ spline  ref(  pcurve    exppc nubsDM("@?("@ spline  ref( tvertex vertex  SHm~>ellipse curve  Z?@u7I W@&WtI@Rˎ)?+i+2ܿ 9?1B5?-_h?5 ?? < DM?intcurve curve   bldcurW1F'rF{A~? spline  ref null_surface nubsW1F'?W1F'? nullbs   W1F' intcurve curve   refA W1F'  point  ;wU:@m=)S@HC@ coedge  T  M  U loop   D  pcurve    exppc nubs6d׾?@;?W)3?d~D @,N @D' @fp# @ߓu @1ᾏ @m.QrX@]1M@2iZ@f@M@'@@PNM0X@t@I=K@=;{@@=hNx"@"dy"@%@~?c ʿK> ?Iވ3}ڿ׾ ?BE y2?N}Ћ?nlpKR'?ΛT ?-)MQ?lTB.Dd?5 )?ͧ® z?:G}?YT9%?s+E"/c?k8ّs5i(?,҉6?H<+ F? 6*gIڮ?#4ɘk?o+ 7[/"?+Eqρ.?7)"G ?`R?Kd !j?wm ^*ׂ?Єk{p?|܄'"]?2>sB?VB/?){?@Va?:?bP5S?ub%r ?6W ?W]ﯼrU?2PD ?Zid%p͍?&r,4{?}k꽮N:i ?q+In %?g&?%l84{'?=1>S2)?Gx 2,?͋%k)a-?a߭L4IlH?/c|yAdc?qfOxF|?ֱZp?t )'a[ Q?}'^0t_?|,S?V|?AMr}j?ɌJX?% i+?Z!U >x8,/> spline  rotsur intcurve  surfintcur nubs_=M"jPV=ņc X^GO?(>%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@LT5*hqH$SY@R =wG@. *kݡZ@Z9G@ *osZ@[G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?6]O?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@?AYNV7@uJ/G@?Ya`_5cuJ/G@?.ߡ>@3pB YuJ/G@?yAi@WNVG uJ/G@?YQ@`_5S@uJ/G@?hߡN3pB i@uJ/G@?AYNV7@uJ/G@?xnYN!֠[7@ G@?K~aWQ9c G@? N>@}-:Y G@?xni@!֠[G G@?K~Q@vWQ9S@ G@?ZNN}-:i@ G@?xnYN!֠[7@ G@?? ?   ? nullbs nubs_=M"jPV=ņc X^GO?xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c Ï? #ˤ =PvwJR2K@ċ$x?'feB5/?)=k ? q" K,H?nc,޷?qs|}/+&?}?*p7Z^kwb? %9Uh+?   intcurve curve   ref> integer_attrib name_attribgen attrib   make_tangent vertex  Vellipse curve  `> !=]J;剴G@ċ$x`A@ċ$x%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@? ?  ?  nullbs nubs_=M"jPV=ņc xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c  #ˤ =PvwJR2K@ċ$x@y]W@"q6K@Tz5?o?;f?  edge 2 Q::' (" 3 k tangent  point  |e=@B~W@#I@ftreemeg attrib  Z face l `  m  loop  n cone surface  6F!=JsN=@ċ$x vertex  5 ellipse curve  9X ?@;.V@rJ@Z̹#&2?Zh?h?@ZO?? .G<  $j? point  l<`&@@ p{W@IzrI@ coedge   /     pcurve    exppc nubs("@uWp$@ ;:'@Єq%|Q+?WlU?H?6ٔm. Y[?$C2pYf?[ )  ODp? ܬE@;qZ?ȾZ'ޱ<A?3*gY@8o? ^=: Wr) s@ edge  8!= q|? /  unknown  pcurve    exppc nubs8!=Cޔ?Cޔ? r|?Bޔ? =9 ?q|?.~va? ~va?;}va?\IB~va?K.~va?y ~va?!KNB~va? "~va?Z \~va?z.~va?RlH~va?܌~va?zA!~va?MbP? spline  refI _=M"  {GF ? ~va?intcurve curve   bldcur("@: t`#@VÑ$@iCz&@::'@Lƴ? spline  ref( null_surface nubs("@::'@("@::'@ nullbs   ftreemeg attrib  8Zcone surface  g6!=Js.A@ċ$x W  tangent  pcurve   Jv5 edge 6 P PΚ @   tangent  pcurve   tvertex vertex  J s R> vertex  X intcurve curve   surfintcur nubs?"?'( ?3,NE@Af?@]rmW@@ў@BqW@ަ^;'L@5p>@w6RsW@]L@>΂>@2(ƌpW@lOK@Q d>@)klW@3'K@QRW,>@QF]W@ N]K@ D>@[GPW@iPjK@ڪ#>@}BW@͚3MK@W^/R&? spline  ref3 planeH?FT>@mW@aK@ƾ(:迬# BԿ2EgU?iE$gE nubs?"?'( ?3,NE@?( @~N?Ht @zCN֖?9U @qH?Kb(m @e0 *?g @x??= @{?hG @:ŗ?0o7 ϭ@%4?S;+G@X/@ nullbs   intcurve curve   refP intcurve curve   bldcur("@: t`#@VÑ$@iCz&@ ;:'@Lƴ? spline  ref( spline  ref) nubs("@ ;:'@?("@?V:'@ nubs("@uWp$@ ;:'@Єq%|Q+?g mˀ@H?Xn. 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End-of-ACIS-data<D$????ACIS BinaryFileMegaCAD Profi plus 2012 ACIS 22.0.1 NTThu Jul 05 11:50:51 2012?ư>|= body    lump    shell     face      ftreemeg attrib  Z face    loop   plane surface  H?FT>@mW@aK@ƾ(:?# B?2EgUiE$gE ftreemeg attrib  Z face       loop    cone surface  G8!=J}J En@@ċ$x   coedge  ? @  ! A  edge  B'%S (\HN@ C unknown  coedge   D E F   coedge  G H  $ I  edge  )[( JP$%i5(@ # K unknown  coedge  L  H M '  coedge   N ? O '  loop   P  vertex   Q vertex   Rellipse curve  Q0B+ z`\O}Pƾ(:迬# BԿ2EgU?3L\p+XYn@D\:̣E:eHP,? ftreemeg attrib  Z face S T U  V  loop  W  plane surface  ojP@ZBrX@Y0{I@"fpK;qZ  coedge  X Y Z [   coedge  \  Y ]   coedge   \  5   coedge   Z  3   edge  : ^tb3T"@  _ unknown  coedge    ` a  edge  :*6[Y? bva?  c unknown  coedge  d e  7 f  edge  9,.(? g~va? 6 h unknown  coedge  i  e j   vertex  7 k vertex  5 lintcurve curve   exactcur nurbsLkW*@-i$@7+X@…U=@?%SY&@ b/GY@b&XÅ@@?z ?}y(@/J]E[@+aoB@? null_surface null_surface nullbs nullbs  ?   coedge  Z  W m   coedge  n o  > U  edge  p4kO Bx = q unknown  coedge  r & O A  coedge  r n s A  loop  T  vertex  ! tstraight curve  ftCG@7N@,3333sN@?*Y  coedge  " u v w   coedge  x y " F z  edge  J0%@ {vPA'@ E | unknown  coedge  } # y ~ I  coedge  # } % M I  loop  #   vertex  $ straight curve   ;@QA܃kU@6 %oG@Tz5˿o忬;f  coedge  % '  edge  +Ŋ )zļ H unknown  coedge  & '  edge  (' (m? & unknown  face   '   point   {.iA@_f V@,3333sN@ point  ?FT>@9W@`K@ftreemeg attrib  ,Z face  P A   loop  = , cone surface  vPM="߿H2L@s9?ۙ}S@>e&A\@ :? ?(+[Pa@  coedge  < m -  coedge  /   coedge  / 0 ]   coedge  2 < / [   edge  ^  n#@ / unknown  coedge  1 0   edge  ^.xY? va? 0 unknown  vertex  ] intcurve curve   exactcur nurbstb3T"@}y(@.J]E[@+aoB@? mf+@ɩª[@%лD@XvR?o1nt.@I\@.DF@? null_surface null_surface nullbs nullbs  ?   coedge  4 a  edge  bCeE g6DeE@ 4 unknown  vertex  5 ellipse curve  vF+!=;bJ,aoB@ċ$x ellipse curve  tPM="߿HЄsEƾ(:?# B?2EgUי_@}˵I@ wj@2EgU?  coedge  @ ? A  edge  )< BN? n unknown  point  XNU.1@[FƏ`@,3333sN@ coedge  D i   coedge  D w  edge  {hd$-@  1@ v unknown  coedge  E z  coedge  E G ~ z  loop  E  vertex  intcurve curve   exactcur nurbsvPA'@3F'y2@Z)U@?p@@?g\u6@@g.rC9T@ZB@?Á̊M9@nJS@;\HC@? null_surface null_surface nullbs nullbs  ?   coedge  H G I  edge  5 JF& y unknown  face  I   point  .L?8@CbS@Y(C@ coedge  N L '  coedge  L  edge  aL@ 54R@ unknown  vertex  M intcurve curve   surfintcur nubsE5, ?E5, ?:Gh?V ?@P/@d@ [ @Dv0@yqc@snJX@YUc#@^-@WZ-@[ @F1@4t+X<@ZWW@^K@E <@^}ArW@ȦSsK@̙>~<@DW@^M\K@H&<@V>W@)*#5K@?<@΁W@K@q){=@HȤeW@1eK@%+=@6W@2BK@r"b=@V|W@ٷ8lL@%-]=@'oS׏W@?L@~]=@0\fW@p2\L@?=@LW@NdL@&'>@@j܄W@9;K@ċ1>@@uʀW@ 7WK@8w>@WW@~-K@@>@#W@EsK@ %>@k$*W@huK@]a>@@>W@+mKK@D>@4 W@A4D6K@aP$>@@W@/.lI K@*ir>@QW@xJ@ I>@dvW@^PQrJ@(:/>@\YW@ͤJ@Ot=@wݕW@J@=@lNYW@C J@Tk=@TW@ލ9ĸJ@5no=@A)]W@0s]J@ q2=@݆MW@J@ya=@p ̥W@ĢF?J@y<@W@DFJ@# <@wCW@a@ K@~K<@TmWW@o%m4K@^0;<@Tk,W@1JK@4t+X<@ZWW@^K@Nr+A? conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? conevPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ nullbs nullbs    coedge  N  edge  H?B ^@ N unknown  vertex  ellipse curve  vPM="߿H,3333sN@?,`K@C\T@'hȭ#u:? ftreemeg attrib  PZcone surface  vPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ ftreemeg attrib  TZplane surface  -&]{W@,3333sN@??  coedge  W o -  coedge  W X -  coedge  Y X   edge  ھw? va? X unknown  vertex  intcurve curve   exactcur nurbs n#@n1nt.@I\@-DF@?ab2@oʕ~m[@H@?r/i5@PK[@Y0{I@? null_surface null_surface nullbs nullbs  ?   coedge  ` \  edge  x _ b _@ \ unknown  vertex  ] ellipse curve  +l!=ClϺJ-DF@ċ$x?+2<@WXp?-i$@7+X@ȅU=@? null_surface null_surface nullbs nullbs  ?  straight curve  -qo=@SV@Y0{I@ؿ*Y?á;  coedge  o n U  edge  )< p|? o unknown  point  4rV26$@#\\Ra@Y0{I@ coedge  r  edge  IU kMG unknown  vertex  ellipse curve  vPM="߿H,3333sN@ۙ}S@>e&A\@ :?  coedge  u  edge   %T1@ unknown  coedge  v  coedge  v x  loop  v  vertex  straight curve  BԜ&:3@zhV@9\HC@?*Y[碑<  coedge  x z  edge  {}J@? va? x unknown  coedge  y z  face  z   point  ̊M9@nJS@9\HC@ coedge  }  edge  t`I9 |bP tangent  vertex  intcurve curve   surfintcur nubs>??>??BΚF?d|Xm?w*}?EF@ʅBM@hS@H#67 @,@@oH @~#@ @bkԗ@5SK@SJy7@͓S@kYB@LTs7@:vޅS@SB@ 8r7@KS@/#C@@2~7@;ЈS@{ XC@H Pp7@uS@e|!C@FZX7@^alwS@_1C@V-f7@uF|:rS@]s8C@4a 07@69iS@_AC@Mj8@l:eS@)kMCC@YӃnW8@XW`S@RTCC@s'Oy8@u `_S@AC@BХ8@_S@U/t8C@8@z$`S@1C@n9@/MdS@u|!C@3l'9@agS@ UXC@ڈxN9@oi*pS@ah#C@2Z[9@rfuS@PB@3Gi9@N13S@$TB@tj9@~S@:S#B@Nh_9@).S@sKB@S9@BNґS@D~B@P2d19@[}S@RgYB@Ţ 9@.IS@s,\B@h.8@G[S@dB@b)8@b,S@ЎB@X8@SvS@ ЎB@S8ҧc8@ZtS@(gB@~W!8@jjS@H\B@8@/!vS@ٽHYB@m7@o2S@aH~B@Cq#7@NᚴS@l(B@o '7@mƫS@ "B@KhX7@tdgS@ܽɍTB@SJy7@͓S@kYB@nP8? conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? cone?1!=7OwJ>`A@ċ$x@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ??  coedge   edge  xQʇ": ,/?  tangent  coedge     loop   vertex   ellipse curve  8<:X\BД2q鑱;f?QߜV\3 ѱbpr'oL?  point  B.>@但W@ 1 K@ coedge     vertex   straight curve  -UQK@HgT@XVM@?Э^E6_{?  point  ,`K@7\T@,3333sN@ coedge    -  coedge    edge  ",T @  unknown  vertex  ellipse curve  v!=@ֱ6JY0{I@"f<pK<?eA?j+?z_[@Cϡ?  point  b/i5@RK[@Y0{I@straight curve  %#W@O@sW@/0D@+e տ<߿ؤ  point  zYnkO@A;W@,DF@ coedge      face     coedge    edge  VɽF%&? va?  unknown  vertex  straight curve  {nK@vT@1<@o+V5; hpnD0ѿ ftreemeg attrib  Z face     cone surface  OG!=J1<@ċ$x@?;w+@V[_V@-5$=@o/?? c&@zqW@QKr*;@? null_surface null_surface nullbs nullbs  ?   point  ? c&@zqW@SKr*;@ coedge    edge  Pe Pe@  unknown  vertex   ellipse curve  vPM="߿HY0{I@"f<pK<?ۙ}S@>e&A\@ :? straight curve  hvD;<@R3Q9D@,3333sN@;qZ  point  ܙ}S@>e&A\@,3333sN@ coedge     coedge    loop   intcurve curve   exactcur nurbs%T1@Ƣei:@a-R@;\HC@?4ʣ5@wYD/S@}6hA@z?.S0@_{i_U@#es(>@? null_surface null_surface nullbs nullbs  ?   coedge     edge  *cf ? va?  unknown  face   !  point  Ģei:@a-R@9\HC@ coedge  " # z  coedge   $  edge  zw %w@ & unknown  vertex  'ellipse curve  3zj)!=GJ:\HC@ċ$x<1],$*C$T@t7?  coedge  (  edge  )L2RT" $5 * unknown ftreemeg attrib  Zcone surface  ?1!=7OwJ>`A@ċ$x@y]W@"q6K@Tz5?o?;f?  point  {$S]9@jS@MoB@ftreemeg attrib  Z face + ,  -  loop  spline surface   rotsur intcurve  surfintcur nubs_=M"jPV=ņc X^GO?(>%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@LT5*hqH$SY@R =wG@. *kݡZ@Z9G@ *osZ@[G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?6]O?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@?AYNV7@uJ/G@?Ya`_5cuJ/G@?.ߡ>@3pB YuJ/G@?yAi@WNVG uJ/G@?YQ@`_5S@uJ/G@?hߡN3pB i@uJ/G@?AYNV7@uJ/G@?xnYN!֠[7@ G@?K~aWQ9c G@? N>@}-:Y G@?xni@!֠[G G@?K~Q@vWQ9S@ G@?ZNN}-:i@ G@?xnYN!֠[7@ G@?? ?   ? nullbs nubs_=M"jPV=ņc X^GO?xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c Ï? #ˤ =PvwJR2K@ċ$xMrZPtZ5Y'$T9諿LN0Z78@t8Mu<juzA!~va?juzA!?juzA!]ʪ?juzA!࠹}?juzA!F2Q?juzA!l]g$?juzA!ʖ?juzA! ?juzA!:?juzA!4s8q?juzA!m7lD?juzA!?juzA!ƺQ?juzA!a ?juzA!"=?juzA!YH.rd?juzA!ŋg7?juzA!/ ?juzA!r ?juzA!DC?juzA!N~Yw?juzA!W?juzA!!*?juzA!q?juzA!H?juzA!@ |?juzA!weiw?juzA!|J?juzA!ޓ3?juzA!XFN?juzA!8p?juzA!u]?juzA!L$j?juzA!cD]>?juzA!{S?juzA!&@+?juzA!^Wn:?juzA!ns?juzA!3U$^?juzA!JY1?juzA!#bP?juzA!Nv?juzA!}U?juzA!s \T?juzA!5R1?juzA!.dأ%I?juzA!^?juzA!?juzA!TK,^_%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@? ?  ?  nullbs nubs_=M"jPV=ņc xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c  #ˤ =PvwJR2K@ċ$x@NКW@=? xQʇ": ,/? coedge  2 . 3  edge  *f/? 4;? 5 unknown  point  .&@>@|iW@zXN~OJ@ coedge  6 7 8  edge  98!= q|? : unknown  point  hK@cIT@yXN~OJ@ coedge    edge  A`u; mdxA ; unknown straight curve  2=)O@#X#`W@RPH@!?INNpH?͝  point  DN@rjV@Y0{I@ coedge    <  coedge    edge  ܊ =|܊@  > unknown ftreemeg attrib  Zplane surface  QnK@i;T@;C@;qZ?ῌ᝼?;qZ?lKv ellipse curve  /y,VI!=l5JSKr*;@ċ$x@straight curve  ܙ}S@>e&A\@2L@s9  point  ܙ}S@>e&A\@Y0{I@ coedge   <  coedge     edge  )7/n o@X? 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OX{Oi@ 5G@`t?sz,Zr7@ 5G@`t?LϵRgZ8@ϷzF@?,lb7cϷzF@?(?@AdYϷzF@?8ϵRgj@HϷzF@?,lR@7S@ϷzF@?J(O,di@ϷzF@?LϵRgZ8@ϷzF@?*֒ZvlJT8@&lE@`t?ؕbjd&lE@`t? ^@@MNZ&lE@`t?*֒j@jvlJTH&lE@`t?ؕR@jT@&lE@`t? ^P;Nj@&lE@`t?*֒ZvlJT8@&lE@`t?(*.ZUn7@W4}D@?Y.ɒDbI ٮcW4}D@?#&?@2tYW4}D@?(*.j@VUnGW4}D@?K.ɒDR@wI ٮS@W4}D@?I#&O2ti@W4}D@?(*.ZUn7@W4}D@? ?   ? nullbs nubs 48N.EjGtc"Ht"O4^V_5pC  5j&gv)ƉU@)Zv)ƉU@м;ĝv)ƉU@Exmv)ƉU@sB<v)ƉU@7v)ƉU@7v)ƉU@v)ƉU@kjE?v)ƉU@?Γ1?v)ƉU@DL?v)ƉU@j(w*?v)ƉU@QS ?v)ƉU@ڋ}N?v)ƉU@sx0?v)ƉU@Mܸ?v)ƉU@Tnz?v)ƉU@[9?v)ƉU@m>7ln?v)ƉU@-}v&?v)ƉU@1ύ?v)ƉU@ K9Ϊ?v)ƉU@"=nr?v)ƉU@.??v)ƉU@ l?v)ƉU@? tc"O>S>  48N.EjGtc"Ht"O4^V_5pC  5j&g #ˤ =PvwJR2K@ċ$x-uX;@sE@F)>?B2Tݿc?jZ_8(?A' +c?P=hg?CT3%Oo?J#Q ?V4 vM?:aOT8&?gIǁkV9?֘O?Tyh?m,!M3m?0Ն_?BҌku?$^`?$ |15?D!Nҫ?tc"?7% 0Wt"?i}[6x̖?Y< C=FZ1?vYJ@3uq?ߔ=Cxr?*7pEPO>{N?* intcurve  offintcur nubs U? ?5@=:S^g @]@@v>-uX;@sE@ X);@b䡣Y@w92E@qW[;@?,Y@FGE@İ1BH;@nܥBY@ aE@=70;@&M=FY@hE@)&;@1Y@mְE@@+(<@bYLoY@?9E@}GeD<@aY@ F@LŰ{<@&Y@Dw8_F@'<@񼟖Y@2tրF@v<@jKyY@v#øF@N<@=fY@ F@x=@}]CY@9aPw-F@$Y& =@n2Y@pBltF@d%G=@]H?U!Y@F@6w=@#winJW@]Lb+ G@J0j>@j5{rU@֑QKG@Ff)?@v[ YJR@LBG@`rl@@ +P@qG@lC@@@-OOO@.xG@@@ spline  ref  planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  nubs U? ?5@=:S^g @]@@v>-uX;@sE@F)>?B2Tݿc?jZ_8(?A' +c?P=hg?CT3%Oo?J#Q ?V4 vM?:aOT8&?gIǁkV9?֘O?Tyh?m,!M3m?0Ն_?BҌku?$^`?$ |15?D!Nҫ?tc"?7% 0Wt"?i}[6x̖?Y< C=FZ1?vYJ@3uq?ߔ=Cxr?*7pEPO>{N? nullbs @ @@ null_curve null_curve null_curve null_curve@@  ? ?f!1? ?? T]}?:-?snf@\k@@ĥub @1*@,5@<>@f!1?@  ?  @ coedge  1 2 3 4  5 coedge    6 7 8 coedge    9 : ; coedge  < =    > edge  ?X%O< @tyw@  A tangent  pcurve    exppc nubsX%O<tyw@?91@91@ spline  ref tcoedge coedge    B C  DQ7G?  coedge  6 E  # F  edge C *j)' GEZɩA " H tangent  pcurve   I coedge  J K  & L M edge E N @= )j)'@ % O tangent  pcurve   P pcurve    exppc nubsxv3rE`5@?E`5@ spline  ref  vertex  Q R vertex  # Sellipse curve   ++.9@ZZLW@XjEA@F"?־5?O `?o8?~?@<f? p xv3r@ftreemeg attrib  Z face T U V  W  loop  X  spline surface   rbblnsur blendsupsur conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? null_curve nullbs blendsupsur cone?1!=7OwJ>`A@ċ$x=D@ŝU6@U =oS@ #dYD@YLHg6@ieyS@D@A77@ؠOS@⯣D@I7@TelS@OD@Hi2+8@8n>cS@celVD@@\8@"FWS@TD@tQ9@raUUS@6cD@5b :@ VXS@~zD@e%Sf:@X^]]S@lbD@C;:@)"mS@^wN+D@F<;@ET! yS@~Y D@#t;@!`S@oiC@Tfj;@AT٤S@2.6̣C@5;@WS@wږ]C@:j(;@M9S@ĉn:C@ZS;@\^4 S@`6iC@-pp;@@t,S@i+C@YD;@fdKS@W8.C@@@ cone?1!=7OwJ>`A@ċ$x@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? nullbs nullbs  @@ null_curve null_curve null_curve null_curve@@  ? ?F{A~? ??[$2s`R.]B'tO8i-rF{A~? K\ ? ? JR5 *s}"2 coedge  = < Y Z  [ coedge  \  ] ^  _ coedge   B E `  a coedge  b c  4 d  edge G eH- f  g unknown  pcurve   g coedge  h "  7 F  edge F @91 *E`5 6 i tangent  pcurve   j coedge  k l  : m  edge  )E`5@ ?91@ 9 n tangent  pcurve   o coedge  0  p q  r coedge   0 h s  t pcurve    exppc nubstyw? spline  ref   vertex  u v vertex  7 wellipse curve  x);@gY@|92E@ ͂??fW_~?+qQ?8cN??&g? X%O< tyw@tcoedge coedge  2 \ ! C  xQ7G tedge edge D G NQ7G? ! y tangent ?9 hP? pcurve    exppc nubsQ7G? @=? @= spline  ref  coedge  " z 2 ` F  loop  { | tvertex vertex  # }`hP?intcurve curve   bldcur EZɩA= vk@bB@X ;[C@l“c@@j[@S @L_,#@j)'@?*? spline  ref null_surface nubsEZɩA=j)'@B=i)'@ nullbs   intcurve curve   ref  coedge  ~ %  L  coedge  % ~ k Q L  loop  %  pcurve    exppc nubs@l“c@L"q!@z u&@P)'@Ò!?Çp5?/}!xƎdd?Z q;?/jhi7QJ'?|Hg]u?nɝ(|9?eC =*qz?|bBl"#6?\$'?ibM &-?86G(hZ?MU +Ye?]j+ꙶ?A!+D?k],2Y:O? spline  ref tvertex vertex  vA?intcurve curve   bldcur  @= vk@bB@X ;[C@l“c@@j[@S @L_,#@j)'@?*? spline  ref spline  ref nubs @=j)'@?@@=?i)'@ nubs@l“c@L"q!@z u&@P)'@Ò!?Çp5?/}!xƎdd?Z q;?/jhi7QJ'?|Hg]u?nɝ(|9?eC =*qz?|bBl"#6?\$'?ibM &-?86G(hZ?MU +Ye?]j+ꙶ?A!+D?k],2Y:O?   intcurve curve   ref  edge Y )0Y:O? va? k tangent  point   9@ϴRX@vp@@ point  P7@fW@AgtjA@ftreemeg attrib  -Z face    loop  - spline surface   rbblnsur blendsupsur planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  null_curve nullbs blendsupsur spline  rotsur intcurve  surfintcur nubs^iA_=M"jPV=ņc X^GO?(W%X@>75.T@(O%X@0=Q@(G%X@FfErO@(?%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@LT5*hqH$SY@R =wG@. *kݡZ@Z9G@ *osZ@[G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@ $=f?6]O?EX<26@LuX@?`3M"b~LuX@?w'U(=@ܶtWLuX@?͡Eh@2F~LuX@?P@3M"R@LuX@?w'U(Mܶtg@|LuX@?EX<26@LuX@?ꡯEX826@OacaS@?`3M"bKacaS@?w'U(=@ܶtWOacaS@?͡Eh@2FHacaS@?P@3M"R@NacaS@?"w'U(Mܶtg@IacaS@?ꡯEX826@OacaS@?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@?AYNV7@uJ/G@?Ya`_5cuJ/G@?.ߡ>@3pB YuJ/G@?yAi@WNVG uJ/G@?YQ@`_5S@uJ/G@?hߡN3pB i@uJ/G@?AYNV7@uJ/G@?xnYN!֠[7@ G@?K~aWQ9c G@? N>@}-:Y G@?xni@!֠[G G@?K~Q@vWQ9S@ G@?ZNN}-:i@ G@?xnYN!֠[7@ G@?? ?   ? nullbs nubs^iA_=M"jPV=ņc X^GO?xCÿ ^iA_=M"jPV=ņc X^GO? #ˤ =PvwJR2K@ċ$x?U*9lз? ?ֻ\ NH?2n8ݷ?!x*&?mx0?b0p,+.C?|{?MGb  1?_/-W!Å?_=M"^O?$+-o,wAA)j?B6[2:c?Zz7[;?F;pP¤?hXl?- 6?^iA-Zn?* intcurve  offintcur nubs6d׾?- ~- @X@[ '@j+@VtK=@V {E@_ y=@hC)Y@9NF@ϙh=@,Oo&Y@aDF@ X=@cMg$Y@d 7F@\'%-=@LԣKX@F@58]=@EގX@NG@*%#=@Z7DW@iMG@ Ef?>@wHeW@^nG@nCP?@( @W@H@O?@xW@'nI@x m'@@܌uWbV@ 5=XJ@@.H@@xƕ2V@mvJ@ $h@@q_V@/`@J@0c@a^A@*V@uM@u*`TB@BrV@~O@S;gD@4S aV@XR0R@Ԯ8D@%$U@JV/S@aE@(U@@75.T@@@ spline  ref planeeYtI@@ꌦEV@*M@B?Д2q鑱?;fֿ?KRҿ}”?+!  nubs6d׾?- ~- @X@[ '@j+@VtK=@V {E@X^GO?5R?YR߲?th ?|Ni?;Q?~?/Z`>?U*9lз? ?ֻ\ NH?2n8ݷ?!x*&?mx0?b0p,+.C?|{?MGb  1?_/-W!Å?_=M"^O?$+-o,wAA)j?B6[2:c?Zz7[;?F;pP¤?hXl?- 6?^iA-Zn? nullbs 6d׾?j+@ @@ null_curve null_curve null_curve null_curve@@  ? ?*3t? ?? 6d׾?W)3?2iZ@"dy"@j+@)cd=0@jj3@7@9@AL@@*3t?j+@  ? 6d׾? %@ coedge  ] c .  coedge  0 Z V  edge    wU? 0 tangent  pcurve    exppc nubs wU??@@ spline  ref   coedge  B 1   coedge  X 1 ^ .  edge H e<'? P,? 1 tangent  pcurve    exppc nubsP,?)᠇A<@?)᠇A<@ spline  ref  edge J GA f_< E tangent  pcurve    coedge  3 z d  coedge  3 X d  loop   vertex  ^ tvertex vertex   M,>intcurve curve   surfintcur nubsH-?m&9@d8T@8\HC@59@AS@8\HC@(oY9@<BS@9\HC@j<9@S@9\HC@j Q? spline  ref planeҞ#5_S@9\HC@ċ$x1<?@̿?6PR4< nubsH-?FO:<@e%c ?Ͱ8<@pzڶ?m<@ba?)᠇A<@ nullbs    coedge  { 6 = s F intcurve curve   bldcurE`5@"#}m"@מ6v*@91@'b͋? spline  ref null_surface nubsE`5@91@E`5@91@ nullbs   intcurve curve   ref   coedge  9 K Q m  coedge  9 u m  loop  9 intcurve curve   bldcurE`5@"#}m"@מ6v*@91@'b͋? spline  ref null_surface nubsE`5@91@?E`5@?91@ nullbs   intcurve curve   ref!  coedge  < q  edge  ? @ p tangent  pcurve    edge K  @ h tangent  pcurve    edge  ?<? ~va? tangent  point  X^Rr;@ cY@B4}D@ point  V9@7Y@(E@ pcurve    exppc nubsQ7G<?dA@dA@ spline  ref ellipse curve  ^9@d U@IjEA@3~'e?Exj%D?ൔB2q;f??  Q7G? coedge  E b F  coedge  h F  face  F   point  =\4v8@K @pRU@8gtjA@ coedge  K J L  coedge  J  edge Z NxÒ!? ~va? J tangent  pcurve    exppc nubsZ|Em?~va?=W~Em?~va? spline  rotsur intcurve  surfintcur nubsk],ErI%!ZgЪߥOA ӏ+(o+ʲX@qp@@1:(!|X@#@@1FLF(&D^=X@eΒI?@GI<' =W@Ζ;?>@I.q' oUHhW@@&QF9V@gAwp>@&ÊeVV@i>P>@7 =*%2U@ ۘ?@;1%K{suU@HK6"@@1w%eXK~U@xp@@ck> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothvο.1@vο.A@zJ@?7DXGu*6@tp@@?*b ı`w$|>bup@@?UDU=@Zv2Wqp@@?7Dh@u*Fkp@@?b ıP@b$|>R@op@@?VDUMZv2g@qp@@?7DXGu*6@tp@@?O_V +w4@=g:@<f?4ک_Iya=g:@<f?8,pn;@rԼK%>V=g:@<f?O_f@c+wD =g:@<f?3کO@IyQ@ =g:@<f?C8,pnK`ԼK%>f@=g:@<f?O_V +w4@=g:@<f?澪 Uv҂J3@{p@@?}x]1n_{p@@?FR;9@KNTxp@@?n澪 e@+v҂JCtp@@?}xM@Y1nO@vp@@?R;I9Nd@xp@@?澪 Uv҂J3@{p@@? ?  ?  nullbs nubsk],ErI%!ZgЪߥOA %eE@%eE@w/?%eE@t6I?%eE@č_?%eE@Wew?%eE@n-/?%eE@#p u?%eE@Fh?%eE@WW'S?%eE@K$?%eE@K=IYJ?%eE@_G%?%eE@? /8> k],D̝P*u96(1'ErI%ݛo##m!^j !ZgЪ?BF$%zZ 1cߥOA gcߥOAߥOA #ˤ =PvwJR2K@ċ$x@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? null_curve nullbs blendsupsur spline  rotsur intcurve  ref #ˤ =PvwJR2K@ċ$xx?>Fʞ";6?!b"'?\P!6qp{? &uDv?ӆr]y?Չ݁>8?) Jjۖ?04a3="?s9M?PvN-?3 :?Ò'Ne~OcH`&[N ?/Ҵ '?9'KIeT?`'U4(? th,(%4??M(<""?t%Y(0?d1_a(;Tn? Cd(=?6d( Y? me(a쪻?P*e($I{?0e(jv?%ee([QJ?r?$秗d(څ<ܺm?Hk`( E?VYEG(aH?c(Uh?Y %'09?ؾއ':?r7c'l?L +m&ghj,+?9Ӎ%e?x;dۢ$?*J6_# C~?K=2#l?_=M"=?* intcurve  offintcur nubsZq ?=?T@^-G @NW@t =@J@B3@Z{@ CY@X"@ @O^ @("@uWp$@e)'@R?r(@,{,@[L.@xN0@vLao0@&p?0@0@u:U1@2@x" 4@.BK5@o=]Q:@@TW@/`@J@wJM:@TW@zJ@ۂxJ:@a.UW@زJ@/4:@=0WW@hJ@ z1:@aBh[W@hdlJ@HS:@ cW@HH-J@| r:@jhW@L^le;I@ʱ+i:@y-2pW@ 6*I@@;;@osW@R.eI@zX2;@'O-xW@Ȏh:)I@60v;@8MXxW@34I@8 Qs<@vW@4H@&<@$v`)tW@VK7H@ =@ [Z2oW@|daH@Du34=@-lW@߂H@,uBBe=@6ahW@dG!H@)tgn=@ˏN0hW@ H@ݘWqI=@i fW@;FH@ 6ك=@eW@r8nH@ƵQy=@zHOcW@-1H@7=@|1`aW@i!H@]C>@={ZW@ώ˪H@IEE,J0>@ zTW@nf%0H@Ŗ>@\فDW@mcI@}Tz>@@ i9W@r)I@QMI_?@b!W@MI@Hs?@}`QW@m-mxqI@,??@V@ŮI@Ő#v?@V!V@omI@׼?@r1s~V@7 qQJ@?@5V@T'&hJ@f,6?@ܫ?V@nY]yIJ@?@եV@B[XJ@:ql?@F%V@/`@J@+/x?@9V@dAMJK@Oʽ~?@ʼ6V@\tzK@)o>@QV@DH(L@z;>@wDDV@s2L@(a@)f W@ iL@G):=@{;AW@}{L@yu=@#:W@ʞL@~Kzf=@ bnW@|{BL@lǝJ=@uW@{bTL@Q'=@{C"kW@s`TÉL@wG!=@4W@;XF`ډL@ZP3=@'W@^L@ķ =@{ z W@iۉL@kr$4~<@rb%W@!|ɈL@{_n<@f *W@5xL@<@1 3W@ciL@qd;@I 9W@tpQL@qm03;@Y&@uDW@ZV L@[G:@`LIW@#TK@%b:@l8PW@^p)AeK@1فf:@Bu&SW@R2K@o=]Q:@@TW@/`@J@@@ spline  ref) conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? nubsZq ?=?T@^-G @NW@t =@J@B3@Z{@ CY@X"@ @O^ @("@uWp$@e)'@R?r(@,{,@[L.@xN0@vLao0@&p?0@0@u:U1@2@x" 4@.BK5@_=M"=?aG$3">x?>Fʞ";6?!b"'?\P!6qp{? &uDv?ӆr]y?Չ݁>8?) Jjۖ?04a3="?s9M?PvN-?3 :?Ò'Ne~OcH`&[N ?/Ҵ '?9'KIeT?`'U4(? th,(%4??M(<""?t%Y(0?d1_a(;Tn? Cd(=?6d( Y? me(a쪻?P*e($I{?0e(jv?%ee([QJ?r?$秗d(څ<ܺm?Hk`( E?VYEG(aH?c(Uh?Y %'09?ؾއ':?r7c'l?L +m&ghj,+?9Ӎ%e?x;dۢ$?*J6_# C~?K=2#l?_=M"=? nullbs R?r(@ @@ null_curve null_curve null_curve null_curve@@  ? ?Lƴ? ??("@: t`#@VÑ$@iCz&@R?r(@:;Ahl)@ӭ{w*@2I}-@} 0@-mu0@JZ "1@:p62@<3@oc4@S;R5@ I6@a8@^9@Lƴ?R?r(@  ? ("@ V:'@ coedge  V  coedge  ] X .  edge L ,l~4 eUN X unknown  pcurve   tcoedge coedge  Y V 6d׾?%@  coedge  Y { V  pcurve    exppc nubs wU6d׾??6d׾? spline  ref tvertex vertex  p`0= vertex  s ellipse curve  d%G=@]H?U!Y@F@8"A??=4�٧?8 hr?\֣? g??   wU? coedge   \  edge I )᠇A<@ NdA@ tangent  pcurve    pcurve    exppc nubsP,? spline  ref [$2 vertex  ellipse curve  YD;@~fdKS@W8.C@x;?&d{r?RBq2f??  P,?intcurve curve   bldcur_<@>x!=@A@Sz? spline  ref null_surface nubs_<@A@_<@A@ nullbs   intcurve curve   ref-  coedge  b d  edge ] iY f߫ z unknown  coedge  c d  coedge  d  face  d   point  j<9@S@9\HC@ point  c`&9@1EɂT@ /HC@ coedge  l k m  coedge  p l u  face  m   coedge  p  loop  p  pcurve    exppc nubsU? ?5@=:S^g @]@@F)>?B2Tݿc?jZ_8(?A' +c?P=hg?CT3%Oo?J#Q ?V4 vM?:aOT8&?gIǁkV9?֘O?Tyh?m,!M3m?0Ն_?BҌku?$^`?$ |15?D!Nҫ?tc"? spline  ref  intcurve curve   bldcurT]}?:-?snf@\k@@f!1? spline  ref  spline  ref  nubs@??@ nubsU? ?5@=:S^g @]@@F)>?B2Tݿc?jZ_8(?A' +c?P=hg?CT3%Oo?J#Q ?V4 vM?:aOT8&?gIǁkV9?֘O?Tyh?m,!M3m?0Ն_?BҌku?$^`?$ |15?D!Nҫ?tc"?   intcurve curve   ref/ intcurve curve   bldcurT]}?:-?snf@\k@@f!1? spline  ref  null_surface nubs@@ nullbs   intcurve curve   ref0 integer_attrib name_attribgen attrib  u make_tangent vertex  u ellipse curve  &Ke%"!=ܠIJW4}D@ċ$x@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? null_curve nullbs blendsupsur conevPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ null_curve nullbs* intcurve  offintcur nubsF" ~v?$ qS @kGۨ@ZF:\@v~y@;O@QEo@smٔ!@x]83%@(@4+@|Qe-@9G1/@q:=0@`0@}"2@Y~d3@z.Q4@Jv5@ M ?@V@oAJ@w77?@veV@0 J@٥4 ?@i3V@Xrܮ@K@92?@ =V@Eyp?K@Sn>@1V@fK@NACZ>@pV@AN-L@Z>@8)pn8V@&CL@x "=@l`W@e\L@ysd=@[@9&W@^&cL@ԼG<@LMGOW@^ZgL@|a<@%^8mW@fL@$X<@ KW@vZL@o<@=!W@rml NL@YCuo;@p.W@U>%L@ E;@,==5W@XmL@Q>d:@feBW@=NK@# }:@acHW@C% vK@xD:@8ySW@V #J@Z{@1:@ zXW@b ժJ@T,,?:@%c7ɩ^W@΋J@;b:@)a_W@;I@.x:@S]W@R(AI@ֲ}R;@[W@:VR I@1jc=;@;VSW@ZKNH@;@{ COW@sH@BKs<@FW@(DH@&@<@OTBW@`?wH@-B=@:W@,~H@G @/W@l:H@-Q>@]W@ޯ$H@K?@wVxW@+R!I@9~?@M=BV@58QV@XsJ@ M ?@V@oAJ@@@ conevPM="߿HXVM@s9?)UQK@HgT@:? ¸O?6sQסX@ conebn>@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ?? nullbs nullbs  @@ null_curve null_curve null_curve null_curve@@  ? ?"f^3? ?? jN?@5/@f(V@h@`%#@k[6A*@Nr..@d pcurve    exppc nubs6d׾?%@?6d׾??%@MbP? spline  ref  ? 6d׾? %@ pcurve    edge V ? ~va?  tangent  point  絿c=@4>'Y@2剴G@ point  GK4;@`Y@$NG@intcurve curve   bldcur)᠇A<@>x!=@dA@Sz? spline  ref null_surface nubs)᠇A<@dA@?)᠇A<@?dA@ nullbs   intcurve curve   ref8  point  a4;@N`2S@5`B@ coedge     d  coedge     edge p DJW ls-8R@  unknown  vertex  straight curve   f/9@rZ%U@9\HC@ 2VxȲ9^?^!w  coedge    d  coedge   edge ^ jL8? va?  unknown  coedge    ! d  coedge  " # $  edge o %z &va? 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OX{Oi@ 5G@`t?sz,Zr7@ 5G@`t?LϵRgZ8@ϷzF@?,lb7cϷzF@?(?@AdYϷzF@?8ϵRgj@HϷzF@?,lR@7S@ϷzF@?J(O,di@ϷzF@?LϵRgZ8@ϷzF@?*֒ZvlJT8@&lE@`t?ؕbjd&lE@`t? ^@@MNZ&lE@`t?*֒j@jvlJTH&lE@`t?ؕR@jT@&lE@`t? ^P;Nj@&lE@`t?*֒ZvlJT8@&lE@`t?(*.ZUn7@W4}D@?Y.ɒDbI ٮcW4}D@?#&?@2tYW4}D@?(*.j@VUnGW4}D@?K.ɒDR@wI ٮS@W4}D@?I#&O2ti@W4}D@?(*.ZUn7@W4}D@? ?  ?  nullbs nubstc"Ht"O4^V_5pC  5j&gv)ƉU@v)ƉU@kjE?v)ƉU@?Γ1?v)ƉU@DL?v)ƉU@j(w*?v)ƉU@QS ?v)ƉU@ڋ}N?v)ƉU@sx0?v)ƉU@Mܸ?v)ƉU@Tnz?v)ƉU@[9?v)ƉU@m>7ln?v)ƉU@-}v&?v)ƉU@1ύ?v)ƉU@ K9Ϊ?v)ƉU@"=nr?v)ƉU@.??v)ƉU@ l?v)ƉU@? o-36> tc" !N!rx^ Ht"O%Í6S+bd4^tSUrr( 4bEV_8 $%+2ʪԿP _7J 5pC `ZcE^_D4 5j&gا\  5j&g 5j&gٿ #ˤ =PvwJR2K@ċ$xV@W4}D@ coedge  3   edge \ u8 d 4 tangent  vertex  5 6intcurve curve   bldcur6d׾?W)3?2iZ@"dy"@m%@*3t? spline  ref null_surface nubs6d׾?m%@6d׾?l%@ nullbs   ftreemeg attrib  Z face 7 8  9 cone surface  ?1!=7OwJ>`A@ċ$x%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@LT5*hqH$SY@R =wG@. *kݡZ@Z9G@ *osZ@[G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?6]O?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@?AYNV7@uJ/G@?Ya`_5cuJ/G@?.ߡ>@3pB YuJ/G@?yAi@WNVG uJ/G@?YQ@`_5S@uJ/G@?hߡN3pB i@uJ/G@?AYNV7@uJ/G@?xnYN!֠[7@ G@?K~aWQ9c G@? N>@}-:Y G@?xni@!֠[G G@?K~Q@vWQ9S@ G@?ZNN}-:i@ G@?xnYN!֠[7@ G@?? ?   ? nullbs nubs_=M"jPV=ņc X^GO?xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c Ï? #ˤ =PvwJR2K@ċ$x ? @ coedge  3 5 A coedge   B C coedge  D <  E edge Q F.G< G $j? H tangent  pcurve    exppc nubs.G< $j?? ;:'@ ;:'@ spline  ref(  pcurve    exppc nubsDM("@?("@ spline  ref( tvertex vertex  IHm~>ellipse curve  Z?@u7I W@&WtI@Rˎ)?+i+2ܿ 9?1B5?-_h?5 ?? < DM?intcurve curve   bldcurW1F'rF{A~? spline  ref null_surface nubsW1F'?W1F'? nullbs   W1F' intcurve curve   refD W1F'  point  ;wU:@m=)S@HC@ coedge  J  B K pcurve    exppc nubs6d׾?@;?W)3?d~D @,N @D' @fp# @ߓu @1ᾏ @m.QrX@]1M@2iZ@f@M@'@@PNM0X@t@I=K@=;{@@=hNx"@"dy"@%@~?c ʿK> ?Iވ3}ڿ׾ ?BE y2?N}Ћ?nlpKR'?ΛT ?-)MQ?lTB.Dd?5 )?ͧ® z?:G}?YT9%?s+E"/c?k8ّs5i(?,҉6?H<+ F? 6*gIڮ?#4ɘk?o+ 7[/"?+Eqρ.?7)"G ?`R?Kd !j?wm ^*ׂ?Єk{p?|܄'"]?2>sB?VB/?){?@Va?:?bP5S?ub%r ?6W ?W]ﯼrU?2PD ?Zid%p͍?&r,4{?}k꽮N:i ?q+In %?g&?%l84{'?=1>S2)?Gx 2,?͋%k)a-?a߭L4IlH?/c|yAdc?qfOxF|?ֱZp?t )'a[ Q?}'^0t_?|,S?V|?AMr}j?ɌJX?% i+?Z!U >x8,/> spline  ref? intcurve curve   bldcur6d׾?W)3?2iZ@"dy"@%@*3t? spline  ref spline  ref nubs6d׾?%@?6d׾??%@ nubs6d׾?- ~- @X@%@~?LKz+`>?'feB5/?)=k ? q" K,H?nc,޷?qs|}/+&?}?*p7Z^kwb? %9Uh+?   intcurve curve   ref> integer_attrib name_attribgen attrib   make_tangent vertex  Lellipse curve  `> !=]J;剴G@ċ$x@YW@wK@Uz5?o?;f?k/fi?vj2EgU?? ??  coedge  k - straight curve  eL@! k nU@ܣB@o3[?To%?;f?  edge  ^=: Wr) s@ l unknown  pcurve    exppc nubsBWr) s@~va?tc"~va? spline  ref:  coedge  J k m n pcurve    exppc nubsjy/?~va?hy/?|va? spline  rotsur intcurve  surfintcur nubs_=M"jPV=ņc (>%X@+`@J@(=%X@f0 J@挝(Df4X@YKJ@ՃmI(vX@]ygI@:9(\GlX@¬BI@/)ZIY@]NgH@)p-C)4I:Y@r^kH@q")eY@P^RH@J)/R6Y@lG@ݑ *e(Y@9剴G@~> plane( _=Xzt KE@6?@̿?bSoo<ҧj V{6 spline  exactsur nurbs bothכw>@כwN@zᴙV@?ޡEX426@.`@J@?`3M"b/`@J@?w'U(=@ܶtW+`@J@?͡Eh@2F%`@J@?P@3M"R@)`@J@?*w'U(Mܶtg@+`@J@?ޡEX426@.`@J@?ۡEX326@5q_H@<~/?`3M"b7q_H@<~/?w'U(=@ܶtW1q_H@<~/?͡Eh@2F,q_H@<~/?P@3M"R@/q_H@<~/?,w'U(Mܶtg@3q_H@<~/?ۡEX326@5q_H@<~/?H Yo^R7@9剴G@?ӽ=la g1c<剴G@?<4>@0_JY7剴G@?2 i@ o^RG2剴G@?ӽ=lQ@ g1S@5剴G@?v4N_Ji@8剴G@?H Yo^R7@9剴G@? ?  ?  nullbs nubs_=M"jPV=ņc xCÿ _=M"9FE!t< S gjPV0kJ(Q9j=ņíKF  c |ޝc c  #ˤ =PvwJR2K@ċ$x@y]W@"q6K@Tz5?o?;f?  edge R G::' (" 3 p tangent  point  |e=@B~W@#I@ftreemeg attrib  Z face q r s  t plane surface  QnK@i;T@;C@;qZ?ῌ᝼?;qZ?lKv  coedge  u v w x straight curve  yG@ X`Q@=`A@{W?(8?.5  coedge    o y z coedge   D { | @ coedge  { }  ? ~  edge l  Qbh? >  unknown  pcurve    exppc nubsp-$f$ DuCi?( @~N?Ht @zCN֖?9U @qH?Kb(m @e0 *?g @x??= @{?hG @:ŗ?0o7 ϭ@%4?S;+G@X/@W^/R&? spline  ref3  pcurve    edge S ("@ F ;:'@   tangent  pcurve    coedge  =     pcurve    exppc nubs $j? spline  ref3 tvertex vertex   <$> vertex  5 ellipse curve  9X ?@;.V@rJ@Z̹#&2?Zh?h?@ZO?? .G<  $j? point  l<`&@@ p{W@IzrI@ coedge   /    pcurve    exppc nubs("@uWp$@ ;:'@Єq%|Q+?WlU?H?6ٔm. 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(  unknown  coedge  ) <   =  pcurve    vertex  . intcurve curve   surfintcur nubsח׿Nѿ'qȿ3V}6#]µ6Ao?ߜz$-@8'SGZU@jXn @@s묍-@ga`U@,h@@Z -@qhU@𚞌s@@.9.@Yw|U@#=F\g@@4)/@wiU@rMf@@1/@iJnU@$o@@k6- 0@Ê;U@(Z y@@&10@!U@d8 @@r(=0@X U@؛@@DV0@přU@ 2)@@tb\0@oU@ޭ@@g{f]0@a5U@=˹@@Wڋ]0@ZU@a|@@_]0@+dU@K`@@D"8? spline  refR spline  refk nubsח׿Nѿ'qȿ3V}6#]µ6Ao?P rJ2?0x)@ƭ_F?1x)@|kw"?'?7v)@EA?{r)@وE+?fo)@`o?yTj)@g?tK&4e)@GG*?_)@It<ܲ?Y)@j@?v0dS)@ .M?D&P)@j6?(2L)@Bf?wI)@ȹx#?__D)@2g\?T)@?Prk)@Gy}?Lz)@ُm?v+p=)@?K=)@ nubsח׿Nѿ'qȿ3V}6#]µ6Ao?Pw8lI<䅩)>&T5?j3)w?v)ך?b]z)~W>(?~)F.0B?+xP)Ԛ?(C)N)?c$)?~,l)97RX@?ڲ)m;І?Փ)X?%)2??K)z)FS#?qF)ܴ?k5)iC?xq)s {?5#,b)J}?a)?J)    coedge  N -   O  pcurve   intcurve curve   surfintcur nubs gh?>.Ęu?25??vB?oA5?G19T?/$-@"iKFZU@`@@_U$-@ÚEZU@A^@@6s5$-@؉EZU@`t@@젵9]$-@FZU@D@@ kl$-@1FZU@GQ:@@#p$-@NfHZU@l @@vB$-@ɊIZU@1O@@]XW$-@lKZU@Dv@@$-@=NZU@Lq@@xR$-@SZU@㻜4@@Fm($-@?sXZU@]@@֟w$-@2klZU@?K@@D$-@M|ZU@]7@@Ƞ=^$-@XZU@q@@V`ef#-@pt:[U@5@@V'{-@LߟV_U@@@Oc-@'w?eU@>{@@^b#,@KaU@_"w@@`HD,@ӷU@i?@QE+@MMV@JmO>@P]d*@OV@8b6`>@E:)@ŸV@p/>@H7? spline  refR spline  reft nubs gh?>.Ęu?25??vB?oA5?G19T?t۾)@i? ۛ)@ks'?տ)@4 #?B)@bƙU)?;u|)@[.?XNx)@s-2?w[x)@zc4?B۠x)@!J7?b{)@le:?bɞ)@:r Q>?B)@WA?7r)@4B?)@B(U4E?{fH)@nwsH?x)@ L?zI)@}ч`R?q]ߕ)@BW?J)@^[?nʶ)@sd?D*A)@4v"p?<})@Bϫ|?u)@ҙZ?w8*@?Ո??N`v=*@ ?b+0*@.KQf?u;u,@)?1V.@ƛVb?70@0|,E?(B&0@ܶ4 ?pM1@??L2@ nubs gh?>.Ęu?25??vB?oA5?G19T?v#?~z0Hiz?Iyż?u+-4t?|K!#?tw*D?C=-3f?H 8(2]?Ay?2g?}*ͦCy`?q"$/I3[?okO=/?Rvy?%C庺"?%+̿?UMNؿ?!7? [6BC6v? N:?* ~ Q?:}~znZ?K<9`?x5X&i'?    point  O/$-@IKFZU@o@@ coedge    3    edge   5î 3  tangent  coedge   4 6  v  coedge  4    v  pcurve    vertex  5 intcurve curve   bldcur4G/z-$x/G_m#3tg? spline  refw null_surface nubs4G/?4G/? nullbs    edge  8< 8JC? 6  tangent  pcurve    exppc nubs8<JC??/6?/6? spline  refe intcurve curve   refi  point  @Ӿ):@*W@9pTJ@ coedge   :     coedge  :  <    loop     pcurve    vertex   intcurve curve   bldcurќU@/@)ww#@cg&@cwK? spline  rbblnsur blendsupsur coneG-!=KwmJܣB@ċ$xœE@ž(:迨# BԿ2EgU?v?%ghx? null_curve nullbs+:0yE> intcurve  exactcur nubscg&@$@7fX@NjEA@!n%@X@7 B@ &@ Z)Y@N B@d8'@w©JY@N]%iC@J)ߘ(@Y@ԝiD@ )@cNZ@92E@ null_surface null_surface nullbs nullbs  ?  intcurve  exactcur nubsќU@/@)ww#@cg&@Yt%%@'@X@op@@hS~x%@^X@ S@@one%@ȓ1Y@7A@ѭ&@Ǖ¯F#Y@C\A@ &@MmdY@>VUA@rJsa'@BY@hB@T:m'@TY@8p B@Ri m3(@sY@GQ'_GC@2 }(@:1-Z@MyC@VT(@EA(AZ@*]ũC@@Lc8)@[r]bZ@!6-C@"c1/)@zZ@8>/D@>y)@GYkZ@ID@I{4/)@Z@kcD@)@LXrZ@W4}D@ null_surface null_surface nullbs nullbs  ?  intcurve  exactcur nubsќU@/@)ww#@cg&@@'@/uꇎX@l@@?FG(@Z^X@' l@@jd(@tmX@G>XmBA@&&(@ߪ X@{ˎpA@jߋ)@ 12Y@]k B@@$*,*@B9&tY@JlB@c)|*@?8Y@pw:gB@]z<*@_dSY@.?C@j ~+@UR2lY@3ߪC@EC+@ItZ@cC@^3T,@W1Z@Y='D@Q,@]lQZ@)FL2ZD@z.p,@"^Z@OK tsD@,@:Y.jZ@VčD@I&,@ߡwZ@^tD@ null_surface null_surface nullbs nullbs  ?  intcurve  ref intcurve  offintcur nubscg&@$@7fX@NjEA@Dkj&@2 Y@8EvB@ug'@^߫Y@VC@ )@cNZ@92E@@@ planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? coneG-!=KwmJܣB@ċ$xM`? ellipse curve  )BuY@A>ܬE@6̿嘽<0ҙHb?O:m=8@? xC Wr) s@ coedge   ^  . _ / edge 0 b 1z ? ^ 2 tangent  pcurve    exppc nubsUM`?UM`? spline  refI  face 3 ' _  4  point  (.t=X@Y0{I@ point   *a(Y@:剴G@ftreemeg attrib  eZ face 5 }  6 cone surface  9ܸ;{ !=S:%J00D@ċ$xœE@ž(:迨# BԿ2EgU?v?%ghx? null_curve nullbs+:0yE> intcurve  exactcur nubs+3L ̚ ΣxsrBlfQf`/T% <:ӟڊ %+a= z|7n( SL5P ; x~Pn(#*ml4x(#(#п5î )@cNZ@92E@L )@VOZ@ß4E@٦)@1PZ@ȇ7E@iohݙ)@QZ@u y9E@#d)@J*TZ@NV=q>E@ !)@<=VZ@qBCE@ݩo)@@WZ@7h#FE@{)@h8YZ@ViOKE@%+)@=[Z@APE@))@Ln-[Z@uqGSE@#h)@B (]Z@1HXE@ 1)@||f_Z@IA+^E@N"7)@2`Z@g`E@uW[)@w`Z@i|cE@-8)@bZ@ņGiE@V$)@ BcZ@tF@]L,@|e?bZ@F#Q?EF@k#z,@Pմ_Z@~QF@E|糧,@m[Z@r^F@KN|,@ZZ@)abldF@{?,@M$VZ@,OqoF@JY"6-@)}QZ@Q {F@aX|/-@SzOZ@_ĺF@֖;$F-@<XMZ@ɲLF@4ݦq-@/=fHZ@vL3F@{Q-@m3[FZ@["F@f e#-@2CZ@!F@e-@M`>Z@`8F@^B-@r9Z@M F@2$.@T%6Z@iaF@Zh..@W1Z@iZF@&W.@+Z@@/F@O9k.@(Z@ĂCF@.@rk"Z@S$5xF@\~.@b Z@J"F@F~.5.@ZZ@Y\41F@ .@খZ@S)F@/@Z@ YF@YĤo/@=7 Z@,F@Q/@sK Z@.YF@Bﲊt7/@GJ#iZ@V F@֨Q/@G Z@ 9F@kBh^/@$ٯUY@~cF@Ccx/@ Y@WP0F@>3L/@/4?Y@dÄ F@|k/@G|vkY@P罀F@i}"/@JӜY@^ƊqF@]׼/@ Y@ F@{(/@8Y@hWF@o o/@Rq)Y@&MF@t/@3,Y@F@ null_surface null_surface nullbs nullbs +3L ̚ ΣxsrBlfQf`/T% <:ӟڊ %+a= z|7n( SL5P ; x~Pn(#*ml4x(#(#п ?  intcurve  exactcur nubs+3L ̚ ΣxsrBlfQfȏHA`/T% <:ӟڊ Ū %+a= z|7n( SL5P |&%B; x~Pn(#*ml4*x(#(#п5î)@LXrZ@W4}D@[)@ ;Z@N|D@,b*@Z@fBgD@E p*@`ìZ@U0E@i-~*@B=)aZ@j E@(2*@Z5Z@u E@$,uJv*@+)Z@-4E@" d*@ZF#lZ@k`W.@Q ߏZ@JCxgG@6,MBi.@NLZ@NoG@t.@-ׇZ@MrmtG@_".@i3Z@-G@`.@DwZ@q-G@b(.@"qZ@JzגG@H=U.@GJݑVfZ@=TƣG@Mh/@ZZ@Of°G@pH/@ ;?δTZ@muG@P #/@Fh}NZ@ɼG@[g$>/@ҫCZ@ "OrG@X J/@Ǣ ?Z@jG@׌PU/@fW:Z@< E2G@ a/@h-4Z@6@G@kvm/@ShbJ/Z@}B G@}[ĬHZ@D@,@;RBDZ@xD@ ,@3Z@nD@':T,@5Z@B-+D@M.m,@NzZ@BD@{El-@A!Z@ZKD@,ea -@R!ƋZ@# HD@׾F-@sZ@ _D@odW-@Z@WD@ *-@<ߪ3Z@̰D@(W1-@25яZ@`=D@ti>-@bcZ@勰D@K-@2 Z@;lҰD@q^R-@؋Z@ YE@܎4_-@ԵnZ@qhE@`Am-@e6Z@F@E@퀓s-@z1Z@kE@"z-@o5Z@cZ@Ҁ~E@{NS/@(FfZ@MV=(E@Fj/@Y6Z@|E@z΅/@nSZ@wI8E@*(/@"wZ@FjoE@ce/@\Z@52nE@I?0@Ƌ~Z@j"7/E@N0@gbzZ@G`zqE@༞ޑ&0@sQ<)xZ@E@=10@\YuZ@^OE@G0@Pք8qZ@8F@g+R0@MnZ@Sl F@DS\0@;MrlZ@/95F@ k0@ mphZ@"uF@QVI4z0@OeZ@qjF@+t^~0@=>DdZ@F@҈0@oaZ@Z4"F@E50@^Z@Yz&F@֞Vq0@ 4]Z@S)F@0@رXZ@v,/F@ϼ=0@BVTZ@5F@3!P0@+JQZ@[V_9F@g H>0@C#JZ@@F@O:_0@QDZ@cGF@7N0@;aAZ@ĚJF@2Q0@'>Z@O~MF@I1@[E8Z@x-dRF@DX1@:W5Z@52gTF@+1@Z%f'3Z@ -xSVF@Ä$1@UU"40Z@`bXF@Wf,1@\5-Z@GEVOZF@~,1@c9,Z@@0ZF@31@S$5*Z@xpc5\F@):1@f⏃'Z@ͫ]F@{L?1@nݪ$%Z@daӿ_F@<K1@Nw Z@taF@YW1@m{6Z@XcF@'S.i]1@i`Z@%FdF@s1 Ei1@;Z@PPfF@SQ t1@^״p Z@-_ hF@z1@TR Z@0yKhF@)&k1@F@ _,@3CZZ@쐣\hF@lpG-@;Z@HF@Bv.@piv(Z@?TMF@˃BO/@\ɔZ@F@/@Z[nY@XhN5F@t/@3,Y@F@@@ planeY'%@7y]@>œE@ž(:迨# BԿ2EgU?v?%ghx? spline  ref nullbs nubsxs`/ڊ Sn(#lyi?tE^zտU p?!q(x\~?FMf?('5 ?ze  N?[00h?5RYt 3?-94{M ї &?BQV [G?N=(Cdt? !MvnN)?0{O>?|7/*Ŧ?3["K98?Œe?@jZ VH؇?$+isg!/4Ө?tc"{ ?  @@ @@  ? ?xz? ??ȏHAŪ |&%B*5îxz?  point  ܙ}S@>e&A\@,3333sN@ edge  l& ~~va?  ; unknown  point  MDK@tT@DžU=@ edge   _ n _@  < unknown  vertex   =ellipse curve  vF+!=;bJ,aoB@ċ$x edge ?h dԡj 4;®?  @ tangent  vertex   Aintcurve curve   bldcur`r ?fy?S~?/6?HJd? spline  refe null_surface nubs`r ?/6??`r ? ?/6? nullbs   ftreemeg attrib  Zcone surface  OG!=J1<@ċ$x !=]J;剴G@ċ$x睋?T2(0y&m?QL*‡to?k],b6m?   intcurve curve   ref  coedge    + U  Y pcurve    exppc nubsH\:ދ?5î5î spline  ref  pcurve    exppc nubs9?? spline  ref intcurve curve   ref  pcurve   Zellipse curve  t/@4,Y@F@A键ٿ!%T̈G?!> p&@:Xv?;f?  9? point  Yt%%@'@X@op@@ftreemeg attrib  Zspline surface   ref integer_attrib name_attribgen attrib  ! make_tangentellipse curve  &Ke%"!=ܠIJW4}D@ċ$x?|7/*Ŧ?3["K98?Œe?@jZ VH؇?$+isg!/4Ө?tc"{ ? spline  ref intcurve curve   bldcur4G/z-$x/G_m#3tg? spline  refw spline  refx nubs4G/4G/ nubs4G/[*!Y%j z ??|7/*Ŧ?3["K98?Œe?@jZ VH؇?$+isg!/4Ө?tc"{ ?   intcurve curve   ref  End-of-ACIS-data