MegaVol35""""⫄@(\As@ jjjjRG-DT!?@@-DT!?@@?  ?? @`@@?333333?z$'?333333?@@@???? @`@@| HinweispfeilePunktednne gelbe LinieKrperkante/3DUnsichtbare Linie MittellinieText Bemassung dnne Linie  Info-Picker  SchraffuroStckliste gesamtpStckliste Pos.2qStckliste Pos.3rStckliste Pos.4sStckliste Pos.5tStckliste Pos.6uStckliste Pos.7vStckliste Pos.8wStckliste Pos.9x Stckliste Pos.10y Stckliste Pos.11znderungsmitteilung gesamt}Index a|Index b{Index cZeichnungsrahmen Form-OT kpl.Form-OTBoden1Verschlusschraube Mittelplatte Luftanschluss Ringschraube SchraubenZentralausstosserFeder# AusstosserSupport fr Zylinder Zylinder!Dsen" Schaufeln$      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~D@(\As@D@(\As@D@(\As@D@(\As@D@(\As@MegaCad25^`{?`?B&B߿){wk?8 *+??+Q?rq?Eۿ`{y7@]ުZuhgi"Dk÷clN4 <@?7@""""⫄@(\As@???7@""""⫄@(\As@;f?;f?=, p ڿ>, p ?>, p ?3Ey?3Ey3Ey?7@""""⫄@(\As@??2!<$}#KwHѿI|<#KwH?}?666$i<<@&WXGd.@?L?<<$}#KwHѿI|<#KwH?}?666$i<<@&WXGd.@?ACIS BinaryFile` MegaCAD 2014 3D ACIS 24.0.2 NTTue Apr 15 08:38:35 2014?ư>|= body    lump    shell     face      ftreemeg attrib  *3pX face    loop   torus surface  O[2xgVb2 bD@ ?S[@ @? ftreemeg attrib  (3pX face       loop    spline surface   rbblnsur blendsupsur coneO[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? ?S\@ null_curve nullbs blendsupsur planem pA0@?Ti null_curve nullbs*:0yE> ellipseO[2xgVd2 bD@Y#y>@?Ti$SC\\kc_Ti? -| Q&݁ null_curve null_curve null_curve null_curve  ? T?+G d?H0?m7? ?? T?+G&#m2la4\G-\ 8W֤^ޗ),H*i ellipseO[2xgVY2 bD@M3kޓPￅs ~:ƿ$ SC\ Q2 @s ~:? B[ r+V null_curve null_curve null_curve null_curve  ? B[ r+V?/4p? ?? B[ T\!OOЫ 6!\ۉrrEJS)pr+V/4p?  ? $;OPG ~ coedge  . / " 0   coedge  1  / 2 3 coedge   1 # 4 5 edge  6/x i &  7 unknown  pcurve   7 coedge  8  9 :   coedge  ; <  ! =  edge  'aA) >䏲m? ? tangent  coedge   8  0   coedge  @   4 %  coedge   A ; B %  loop   C  vertex   D vertex  ! Eintcurve curve   surfintcur nubs!ao}?ao}?[_@T_Ӽ @:wIQ@>)>@벽~I@#'R@Z0@58@vޱW@۝S!@&#@*k$@8pMr&@x(@mOWG*@,@Ig>.@hm/@eR0@p]n"1@ޤ)g1@4o_X2@J5@u.@w=?5@t"/@Q6.! x5@Cu_/@X2W~@v<4@ /@ec8{3ٿY94@C:+/@.ǻv%*ӿ gC24@W0@lTlÿ@j3@%`+0@}4< ͒3@=0@,,i˶ޑh-s[3@j pA0@rka52@j pA0@Qz2@oz=0@EWS%M2@,0@&Z2G2@N@u 0@a^>Sh¿yE1@<"0@5i'ѿS m1@/@HBdؿÍ0@ f/@B!A4@Qr0R'&@i^{5@k)m|&@Ee)g\uO55@dԼB'@" 5@8< <(@r.M5@no(@X 5d5@S)@XЇ6̙5@!xT9)@ `去k6@v35*@ L8{>? torusO[2xgVb2 bD@ ?S[@ @? planem pA0@?Ti nullbs nullbs   ftreemeg attrib  )3pX face F G H  I  loop  J  cone surface  u+I@~{ @XpiP9!#@$ ,&5@؄n#@)7 Px(5@ޣ k#@N`lo p^5@a4e%@#JAZb5@a"&@l\iT\w5@RJ6*@촾.Wg5@ hUg+@/Eh>_t\5@F_x-@n2Hv[YZ^95@x88.@KQ8"4@lxna(/@C+o^zo%84@}/@aE ݿ4@5њ/@ PrӿJ-p4@ʀ0@,J.Ͽ'N4@2_v0@/iɿ_\? torusO[2xgVb2 bD@ ?S[@ @? spline  ref  ? 5$%&d ˙e nullbs nubs/x iJ#0Ow'Ͽk 5+XiP ܿNww^A_h?4mr"Gx?'&~?4'?Mv+?ml+d?NcB܆?.CNW?Ě=",A1?h0e_5e?/8;1a ?D9?z5lmKD/? PM躉?L 9l!TC`?:CW}Yy~?Hq[Ћ!'$0@ ^ G2@ 9 _ unknown  coedge  ` $ B =  coedge  a [ b =  loop  c d  vertex  b eellipse curve  O[2xgVb2 bD@~Z@J ?g@? =M¿ TXa? coedge  A # f g %  coedge  $ @ h i %  edge  j=շ? '(f'3@ $ k unknown  face l m %  n  point  (N4@2_v0@/iɿ point  (f'3@m pA0@ftreemeg attrib  *)3pX face o p q  r  loop  s * torus surface  O[2xgVb2 bD@ SC\@@  coedge  t u v w +  coedge  x - \ y  z coedge  - x . P  { edge  ^J )^ QL~? - | unknown  pcurve   | coedge  / . } ~   edge  D" Qj1 . tangent  vertex  M ellipse curve  O[2xgVb2 bD@ ?i՚}[@4@? TXaſ =M? coedge  1 T  edge  X2 V 1 tangent  pcurve    exppc nubs2?ܔD_&?ܔD_& spline  ref  ? 5$%&d ˙e vertex  T ellipse curve  O[2xgVc2 bD@Z#y>@w?>DU<@h6ŗ?p(S\\kc_p? T?+G d?H0 vertex  4 ellipse curve  O[2xgVi@ޠ>E@]{"=@Ti?$SC\\kc_Ti? d?H0? T?+G? point  #@  coedge  9 < b ]  coedge  9 K y ]  loop  9  vertex  y intcurve curve   surfintcur nubs!6W?6W?ha?h@>4D @L_` '@9a@xu0@x@y+@S@,4H @^l!@JȹD#@d[$@N%@j &@C5=(@$;9)@e*@-%[ ,@V5t-@~0.@Ћ!'$0@ߊ5,0@7I11@*D2̱F2@N22@@}­3@bR^4@MP5@5@H~"*;2@@M? +1* 2@ZQ?? C#2@+t$A?km!wEV2@ L?)v|ܛӸ11@[2)"?Ws?x1@3>Y?xY.菹1@q[?*}e7C1@ndy?mE4z3Z1@bc\?Fт 37L 1@d[:?eAcm0@>?ż (Ny0@zhh?' &M\B0@?Ε? 7/@X*4?" ; Z0/@\ "j?zIs0.@?n0Sͭ-@@M? p.W,@@M? 䕶j9,@kvУ?MNwg6+@Mk?X9#KP*@Oʶ7?ĖlE?ʼ)@H)?Sj? |\)@'e=%@ ?z] \Z-%@D0?ƦAO An0%@֒Jr??|oOtMQ%@EtlAW?N0ʂ{n%@.mL?ЕT O%@d*T?`բ;q%@ =? ŴVvfK1l&@N:?dRf#7rn&@>a+?,[KB Q'@r#|P;?cVwg:!p'@#p*S?h 0 }(@t?YA޿hv#(@T?)l׿X1)@ӭw?Vb:ȿA*@V|mi?y4\=qD+@to?jk߿r)+@em`ŦC,@wb-p~un>-@,Fp?:[uĴWY7B.@}H?rA۽Yr.@ ? ,ȿFSQAB@91@UD?혖z*6+ﷆ1@Ⱥ ?cGJXxg.1@:y?jf?6nXh1@?r>f1@ g?4dI{e2@R=?fqym2@핝?bXZK H~"*;2@@M? ,U9? torusO[2xgVb2 bD@ ?S[@ @? planeu+I&@3ڠ`2ޓPￅs ~:ƿs ~:? nullbs nullbs    coedge  ; =  coedge  < =  edge  >4 !@ c4@ [ unknown  loop  d  face  =   point   f@,@ coedge  @ g q  edge  ~{ @ XpeD1@ @ tangent  coedge  A i  edge  j.P %E#@ A tangent  vertex  B straight curve  m pA0@? ftreemeg attrib  C3pX face   plane surface  m pA0@?Ti ftreemeg attrib  G)3pX face    loop  G cone surface  wr@?R+?d;? ?@  coedge  } H  coedge  J +  coedge  J +  coedge  J w  edge   pDJW? J tangent  coedge  L K   edge  ^ Ŗ\J? D"? \ tangent  pcurve    exppc nubsB[r+V?B[?r+V spline  ref  pcurve    exppc nubsB[r+VB[r+V spline  ref intcurve curve   surfintcur nubsJ )^ GhL~?7Iq0@}l?>,TӒ0@=?NGby:"1@1oW?Gj~ ̗1@%+?S2`1@F ?I[ވMPC2@-ZG?*qjA͂m2@* ^?dXA2@ 3?s *╗2@+#?ῃ  b_?]y`o5?pWbƎg?Fqґ[ѡ?eTu9 ?dҖL?G6Uٮ?^ ἗j1    coedge  s O ~ H  edge  VjU-۔ >Em;|? O tangent  vertex  P ellipse curve  O[2xgVZ2 bD@L3k<{Z4x/ƿ( S\ Q2 @/? B[ r+V point  , coedge  a ` =  coedge  h `  edge  ZP j6W? ` unknown  coedge  a  edge  xt xt? a unknown  vertex  straight curve  u+I6@  coedge  c ftreemeg attrib  d3pXplane surface  ??  coedge  f q  coedge  f q  vertex  straight curve  umd@ʑ0"?  tyٿ E_T۶5@ coedge  h  loop  m straight curve  7}˸@6)@|@iWxh?ᯥ;w= 2@p$ hD61@ point  =շ?m pA0@ftreemeg attrib  m(3pX face   cone surface  7}˸@3&@:R6Wxhᯥ;?w=?JW ?1~M ? ?? ftreemeg attrib  p)3pX face   sphere surface  `eD1@wr@@[u?][ӿVG<XW?9FҞ?O1Y??  coedge  s H  edge   V-DT!? s tangent  coedge  u t +  edge  NE}&  ܼrT@ tangent  coedge  u  edge  ܼrT NE}&@ tangent  coedge  v  coedge  v x  loop   vertex   vertex  ellipse curve  -AQ1@~{ @XpiP9?  pDJW? edge   x}? x tangent  pcurve    exppc nubsxy}?D"?D" spline  ref  ? $;OPG ~ellipse curve  O[2xgVw)]EC@S@ѫkޓP9?s ~:?$ SC\ Q2 @s ~:? r+V? B[? coedge  } H ellipse curve  O[2xgVb2 bD@ :Ռ1[@JDB?   NaF? point  p;;2@;7@  edge  X ? tangent  coedge   edge  =  մ)? tangent ftreemeg attrib  3pX face   plane surface  u+I&@3ڠ`2ޓPￅs ~:ƿs ~:?  coedge   edge  ? D\d+@ unknown  coedge   vertex  ellipse curve  /?@I!+@ԊY2:5O@v=?  coedge   loop   vertex  ellipse curve  /?@/?@eUReURl ?  point  ? coedge  c  coedge  c  coedge   edge  hu, :=  unknown  coedge    q  coedge     edge   ?  tangent  edge  2WD 4WD?  tangent  point  ~{ @umd@ʑ0" coedge    ftreemeg attrib  3pX face     loop   plane surface  ￁ަos ~:ƿs ~:ƿ? ftreemeg attrib  )3pX face      sphere surface  -AQ1@{ @ @⦟.?pSsCտ?zơ<tOǨBk|/ƿl}~t?  coedge    edge  p?Em;| zU-۔?  tangent  vertex  ellipse curve  ZeD1@wr@ ][ӿ[u?  -DT!? coedge      edge   DJW?  tangent  vertex  straight curve  u+I@uR?[б XpiP9 f8*+ 14@ coedge      loop   vertex  straight curve  u+I@~{ @#?XpiP 14 f8*+@ edge  \9 ,DT!?  tangent  point  -AQ1@~{ @# point  -AQ1@uR?[б ellipse curve  -AQ1@~{ @tOǨB?k|/?l}~t⦟.?oSsC>zơ<?  xy}?ellipse curve  peD1@wr@?Ti?  ? coedge    straight curve  [@`+2?0Yt5ſ5ſ l ? EI0  #6@ftreemeg attrib  "3pX face       loop  ! cone surface  r#@GkF@FdUF@$o5?DQaICw;oZV?? ??  coedge    coedge   straight curve  ?  edge  %E# \!1R@ " tangent  point  D\d+@ edge  մ) #= @ $ tangent  face %  &  point  ? coedge  ' ( ) c  coedge  * + ,  edge  -.-DT! 9n . unknown  coedge  / 0 1 c  coedge  2 3 4  edge  9n 5,DT!? 6 unknown  coedge  7 3 8  coedge  7 * 9  loop  7 :  vertex  ; vertex  <straight curve  -?f @JrkIQ18?  coedge    edge  ZeD1 ~{  = tangent  coedge  > ?   loop     vertex   @ellipse curve  ~{ @wr@??  ? vertex  Aellipse curve  ~{ @wr@Wxh?ᯥ;w=JW ?4~M ? ftreemeg attrib  3pXplane surface  {BK@#  coedge  B C ftreemeg attrib  )3pX face D E   F  loop  G cone surface  ~{ @{BK @Kl 1p?!    edge  y o? I tangent  point  ~{ @~{ @#ellipse curve  -AQ1@{ @ iSsC?⦟.?⦟.? SsC=? \9 (-DT!? edge  xt #xt? J tangent ftreemeg attrib  "3pX face K L M  N  loop  O cone surface  h\$Ef @G@ FPk\:E@m,?'? ▄ik 2/ҿ Y s tangent  point  ~{ @wr@# point  uR?wr@[б  coedge  > G  C   edge  #oǿ y@  t tangent ftreemeg attrib  )3pX face u C   v sphere surface  ~{ @wr@@JW ?3~M Wxhᯥ;?w=?  coedge  B   H   edge   #DJW? G w tangent straight curve  ~{ @{BK @#Kl 1p< M 3D@ellipse curve  ~{ @~{ @5?5?l PivPivpc_޿? ftreemeg attrib  "3pX face x y z  {  loop  |  cone surface  9:bF0@G@h \E@d~?:;! ( ##Q%e[" ?0R?@&o?? ??  coedge  } ~     coedge   !    coedge  !  7 l  coedge    ! S   edge  m ,DT!? !  tangent  point  uR?~{ @[б  coedge  / '   c  coedge    ' W   edge  va,? [-DT!? V  unknown  coedge   ( + ^ Z  coedge  (    Z  loop     vertex  W straight curve  lVk @5* b?мz{`>3??  coedge  + *   ,  edge  CP - z{ X  tangent  face  j ,    point  LJ~y @F@м coedge    / b   edge  f8-DT! ^,? a  unknown  coedge   0   e  coedge  0  2 i e  loop     vertex  1 straight curve   "B0@mR?|`>3  coedge  3 2   4  edge  5z@ CP@ d  tangent  face   4    point  >@C0@b_A@ edge  o*7gVf mCfvf@ 7  tangent  vertex  8 straight curve  ([/@(.f?0eIGԊQ)@ei忕3 J'Q /HGza vertex  l straight curve  0-PJ @v?Ii"FԊQ)?@ei?3? @ }Q@ftreemeg attrib  :O{5MUplane surface   ( @,q@}w?&Z܌1d'Qi?LԊQ)?ei志3 ellipse curve  ~{ @wr@Kl 1p< s ~:ֿ?  DJW?straight curve  uR?{BK @[б Kl 1p? 3D M@ftreemeg attrib  E)3pXsphere surface  ~{ @~{ @@QivQivrc_ο5ſ5ſl ? ellipse curve  ~{ @~{ @Kl 1p??  DJW?ftreemeg attrib  L"3pX face       loop   L sphere surface  :f @,2źG@:[(\E@?0X[?q0G޿FԊQ)>ei忕3  coedge      M  coedge   O     coedge  O      coedge    O    edge  7U N,DT!? O  tangent  coedge  Q P    coedge    P    edge  Cfvf 07gVf@   tangent  coedge   R h    coedge  R      loop  R   vertex   ellipse curve  rb /@dF@o׶F@$o5?DQaL c FӿR6!??  8-DT!? coedge    U    edge  kT :@ U  unknown  coedge   V Y    coedge  V      loop     vertex   ellipse curve  RN @(3!@<l$?['^9?uv3?  coedge  Y X ~  Z  edge  [vz&!@ CP@ Y  tangent  face  : Z    point  ! @k!@м coedge    ]    edge  w! ow!? ]  tangent  vertex  ^ straight curve  V @ ,E8?vz&#FԊQ)@ei忕3 }Q ftreemeg attrib  _!3pXcone surface  ŵJ @(X8?tz&!FԊQ)??ei?3? (i<ҿ ,Fʿ[t9?? ??  coedge   a     coedge  a  c    loop     vertex   ellipse curve  `#/@(3!@d$?['^9?3?  coedge  d c   e  edge  CP fZ<'! c  tangent  face   e    point  vLxC0@_0!@ edge  mBa06" `06"? h  tangent  vertex   straight curve  ѳB0@l7E'?OGԊQ)?@ei?3? /HGza@ J'Q@ftreemeg attrib  j!3pXcone surface  v./@]'?OGԊQ)??ei?3?l+?;ʿ$d9?? ?? straight curve  ld#@F@J!8F@(o?5HQa?  5 (@ point  [/@4WضF@-E8F@ point  x^d @rz3?LԊQ)?ei志3 ellipse curve  \e @:rIF@xbӧF@!FԊQ)??ei?3?(i<ҿ,Fʿt9??  point  1 @SLMF@ybӧF@ coedge        edge  V!@ CP@   tangent  face       point  0-/@ ˞}e#@< coedge        edge  _xd  }ed?   tangent  vertex   straight curve  . C0@T @KN"XGԊQ)?ei忖3 QK+Q ^Nftreemeg attrib  O{5MU face  _    plane surface  cQ B0@&3e?dY?|`>30=LԊQ)??ei?3? ellipse curve  pb /@dF@o׶F@GԊQ)??ei?3?+?;ʿ$d9??  point  j=F0@F@o׶F@ftreemeg attrib  "3pX face       loop    sphere surface  6/@zF`G@a\E@?t%@?cC]?E-H޿GԊQ)>ei忕3  coedge        coedge      z  coedge      z  coedge      M  coedge        edge  ޭ>3) ,ٿ   tangent  coedge        edge  ,? ޭ>3)@   tangent  vertex    vertex   ellipse curve  |:f @-2źG@:[(\E@d~?:;! ( ##=ZR&F?C6!ѿ?  -DT!? edge  pW* ,DT!?   tangent straight curve  WXnf @T|Q5H@טh`E@s,?'? ▄i ڦ4$ y?straight curve  nVy3 @ G@ FPk\:E@r,' ▄i? y˿ ڦ4$ @ point  JHe @ qG@B_ei忕3?ܖҿAƓ?M8ȿ? ??  point  M 2 @F{gɺG@;[(\E@ coedge        edge   \ " h \ "?   tangent  vertex   straight curve  hF/@ a @ҏkGԊQ)??ei?3? ^N@ QK+Q@ftreemeg attrib  !3pXcone surface  hF/@Q @"KN"XGԊQ)?>ei?3?V*? 6?_N:ȿ? ?? straight curve  iRLF0@j*dS'SG@ʊE@ m,?'? ▄i DjM `a4? point  +f\F0@G@b\E@ftreemeg attrib  O{5MUplane surface  L`gF0@ 1H@ʜI`E@[ՊQ)?1?s;7ο ftreemeg attrib  "3pXsphere surface  \e @9rIF@xbӧF@? g࿓2$G?!FԊQ)?ei忔3  coedge        edge  BNBŻ ,DT!?   tangent  coedge        edge   -DT!?   tangent  vertex   straight curve  L`gF0@lG@2RMLE@j~?:;!#( ## dE*  cy?straight curve  9:bF0@:]3G@w\R=:E@j~:;!?#( ##?  cy dE*@ point  :f @?zG@wy:E@ point  ~n@f @ [G@hȂE@ellipse curve  :f @,2źG@:[(\E@o,' ▄i?wڙ?6!?e) F?? pW* ,DT!?straight curve  Ym׿/@jz>muG@o E@ m,' ▄i? `a4 DjM?ftreemeg attrib  O{5MUplane surface  C0@4ma @hzei?3??ܖҿAƓ?N8ȿ? ellipse curve  6/@zF`G@a\E@GԊQ)?>ei?3?@*?6?_N:ȿ?  point  6/@G@s_|= body    lump    shell     face      ftreemeg attrib  )3pX face    loop   cone surface  u+I@~{ @XpiP9!  ! ?  edge  (NE}& @ ܼrT@ A tangent  coedge  B 5  # C  edge  DܼrT 'NE}&@ " E tangent  coedge  %  2 F &  coedge   $ G H &  loop  $   vertex  # I vertex  ! Jellipse curve  -AQ1@~{ @XpiP9?  pDJW?ftreemeg attrib  )3pX face K L M  N sphere surface  -AQ1@{ @ @⦟.?pSsCտ?zơ<tOǨBk|/ƿl}~t?  coedge  7  O P   coedge  O  Q R   coedge   O S T   coedge  U V  1 W  edge  X Y?  Z tangent  coedge    $ F  coedge  [ \  4 ]  edge  9jU-۔ ^>Em;|? 3 _ tangent  coedge  " S  6 C  edge  'p?Em;| 8zU-۔? 5 ` tangent  coedge   - a b   vertex  6 c vertex  b dellipse curve  ZeD1@wr@ ][ӿ[u?  -DT!? coedge  e f  < g  edge  @ DDJW?  h tangent  coedge  i j k ?  coedge  i l m ?  loop  n  vertex  m ostraight curve  u+I@uR?[б XpiP9 f8*+ 14@ coedge  S " p q C  loop  " r  vertex  # sstraight curve  u+I@~{ @#?XpiP 14 f8*+@ edge  ^\9 ',DT!? 2 t tangent  coedge  u j % H v w edge  ^ (x}? G x tangent  point  -AQ1@~{ @# point  -AQ1@uR?[б ftreemeg attrib  +)3pX face y z W  {  loop  | + cone surface  ~{ @{BK @Kl 1p?! = ?  coedge  G = k v  edge   m  edge  @=  մ)? > tangent  face  ?   point  ~{ @uR?[б  coedge  | B q M  edge  Xy Do? B tangent  face  C   point  ~{ @~{ @#ellipse curve  -AQ1@{ @ iSsC?⦟.?⦟.? SsC=? \9 (-DT!? coedge  G \ v  loop  G  pcurve    exppc nubsxy}?D"?D" spline  rbblnsur blendsupsur coneO[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? ?S\@ null_curve nullbs blendsupsur planeu+I&@3ڠ`2ޓPￅs ~:ƿs ~:? null_curve nullbs*:0yE> ellipseO[2xgVY2 bD@M3kޓPￅs ~:ƿ$ SC\ Q2 @s ~:? B[ r+V null_curve null_curve null_curve null_curve  ? B[ r+V?/4p? ?? B[ T\!OOЫ 6!\ۉrrEJS)pr+V/4p?  ? $;OPG ~ellipse curve  -AQ1@~{ @tOǨB?k|/?l}~t⦟.?oSsC>zơ<?  xy}?ftreemeg attrib  L)3pX face  g  sphere surface  ~{ @wr@@JW ?3~M Wxhᯥ;?w=?  coedge  p f M  vertex  ellipse curve  peD1@wr@?Ti?  ? coedge  Q  coedge  Q  loop  Q straight curve  umd@ʑ0"?  tyٿ E_T۶5@straight curve  wr@# E_T۶5  ty? coedge  p U M  edge   XDJW? tangent  coedge  V  edge  2WD Y4WD? tangent  point  ~{ @wr@# point  ~{ @umd@ʑ0" coedge  \ [ ]  coedge  a [  edge  *}r5 9ܔD_& [ tangent  edge  ^D" \f \ tangent  face  n ]   point  p;;2@;7@  coedge  a  loop  a  pcurve    exppc nubs2?ܔD_&?ܔD_& spline  rbblnsur blendsupsur coneO[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? ?S\@ null_curve nullbs blendsupsur planem pA0@?Ti null_curve nullbs*:0yE> ellipseO[2xgVd2 bD@Y#y>@?Ti$SC\\kc_Ti? -| Q&݁ null_curve null_curve null_curve null_curve  ? T?+G d?H0?m7? ?? T?+G&#m2la4\G-\ 8W֤^ޗ),H*i@w?>DU<@h6ŗ?p(S\\kc_p? T?+G d?H0 vertex  ellipse curve  O[2xgVZ2 bD@L3k<{Z4x/ƿ( S\ Q2 @/? B[ r+Vftreemeg attrib  3pXcone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@  pcurve    exppc nubsT?+G(??T?+G?(? spline  ref  coedge   vertex  ellipse curve  ~{ @~{ @5?5?l PivPivpc_޿? ellipse curve  ~{ @~{ @Kl 1p??  DJW? coedge   coedge   loop  straight curve  u+I6@  edge   B@ unknown  pcurve    exppc nubs?g1?>^@B@\fvI?mujyYL? Ĥ簲?ZinƔ?P}>n ێ1?b~:.Br?턝~ޯB?D|~Im?e_~@1S?iF~27?lA-~Do?A̋@~? spline  ref  point  xSH{0@ t<)! edge  xt xt? unknown  face    point  ?ftreemeg attrib  "3pX face    loop  cone surface  r#@GkF@FdUF@$o5?DQaICw;oZV?? ?? ftreemeg attrib  (3pXspline surface   ref  ? $;OPG ~ftreemeg attrib  (3pXspline surface   ref  ? 5$%&d ˙e coedge   edge  oǿ y@ tangent  vertex  ellipse curve  O[2xgVi@ޠ>E@]{"=@Ti?$SC\\kc_Ti? d?H0? T?+G? coedge    edge  =շ? [}Y4@  unknown  coedge     vertex  straight curve  7}˸@6)@|@iWxh?ᯥ;w= 2@p$ hD61@ftreemeg attrib  3pX face     plane surface  m pA0@?Ti  edge  %E# \!1R@  tangent  point  uR?wr@[б  coedge    coedge  ellipse curve  O[2xgVb2 bD@?nMX@ݵL  c=?  edge   O7iY@  unknown  pcurve    exppc nubsF z??}$c8?%lb%N27 ?mjaQ5Q?XD_^@B@eb2@ ]v?<HCJ2@D k?2 <]+&2@me?h(=b\1@L,LB?h(=MOՑ1@_H?4N{C'21@IF_^5?4 l1@صR?,>$<0@Κh?,>(48ܠ0@W?QY= =hSH{0@= =`t > spline  ref plane?? nubs?g1?>^@B@\fvI?mujyYL? Ĥ簲?ZinƔ?P}>n ێ1?b~:.Br?턝~ޯB?D|~Im?e_~@1S?iF~27?lA-~Do?A̋@~??}$c8?%lb%N27 ?mjaQ5Q?XD_ ?  # @  edge  Ahu, B:=  C unknown ftreemeg attrib  "3pX face D E F  G  loop  H  sphere surface  :f @,2źG@:[(\E@?0X[?q0G޿FԊQ)>ei忕3  coedge  I J H K   coedge  L  M N  coedge   L O P  coedge  Q R  , S  edge  T7U UN,DT!?  V tangent  coedge    R W  coedge  X M  / Y  edge  6Cfvf U07gVf@ . Z tangent  coedge  ? >  1 @  edge  [*7gVf 5Cfvf@ 0 \ tangent  coedge  3  ] ^ 4  coedge   2 _ ` 4  loop   a  vertex  b c vertex  / dellipse curve  rb /@dF@o׶F@$o5?DQaL c FӿR6!??  8-DT!? coedge  e  f g  coedge  h i  : j  edge  k.-DT! B9n 9 l unknown  coedge  ! m n o  coedge  p q ! = r  edge  A9n s,DT!? < t unknown  coedge  0 " q b @  coedge  " 0 h u @  loop  0 v  vertex  # w vertex  : xstraight curve  -?f @JrkIQ18? ftreemeg attrib  %"3pX face y z {  |  loop  } % cone surface  %"l Ϳ/@ ,+SG@ʊE@m,' ▄i?FW?9Bv6?wON?? ??  coedge  ~  ( K &  coedge   (     coedge  (      edge   -DT!? (  tangent  coedge  * )    coedge  .  ) N Y  edge  U͙ Jhٿ M  tangent  coedge    * P   edge  Jh? T͙@ O  tangent  coedge  R +   S  coedge  + Q - W S  loop  + z  vertex    vertex  / ellipse curve  \e @9rIF@xbӧF@o,?'? ▄i/ٿ?=? 7U ,DT!? edge  U [,DT!? -  tangent  coedge   .   Y  loop  .  straight curve  ).}#@/HG@o  tangent  point  [/@4WضF@-E8F@ point  ,PV/@kdG@"c b r  loop  ]   vertex  = ellipse curve  :E6/@ )A@`$\'^93?  edge  Bz %E @ [CP@ ?  tangent  face  @    point  񍛹/@Y@ point   L @&XS@ftreemeg attrib  E"3pX face  a S    loop   E sphere surface  6/@zF`G@a\E@?t%@?cC]?E-H޿GԊQ)>ei忕3  coedge      F  coedge   H   &  coedge  H ~ L  &  coedge  J I     coedge  M X I  Y  edge  ޭ>3) ,ٿ   tangent  coedge    J    edge  ,? ޭ>3)@   tangent  vertex    vertex  N ellipse curve  |:f @-2źG@:[(\E@d~?:;! ( ##=ZR&F?C6!ѿ?  -DT!? edge  pW* ,DT!? L  tangent straight curve  WXnf @T|Q5H@טh`E@s,?'? ▄i ڦ4$ y? coedge  f O     coedge  O f i    loop  O   vertex   straight curve  nVy3 @ G@ FPk\:E@r,' ▄i? y˿ ڦ4$ @ coedge  i h Q  j  edge  Tw! [w!?   tangent  edge  TCP k z{   tangent  point  1 @SLMF@ybӧF@ point  JHe @ qG@B_3??  face   j    point  LJ~y @F@м coedge    m    edge  8-DT! ^,?   unknown  coedge   n     coedge  n  p    loop     vertex  o straight curve   "B0@mR?|`>3  edge  sz@ CP@   tangent  face   r    point  >@C0@b_A@straight curve  0-PJ @v?Ii"FԊQ)?@ei?3? @ }Q@ftreemeg attrib  vO{5MUplane surface   ( @,q@}w?&Z܌1d'Qi?LԊQ)?ei志3 ftreemeg attrib  z"3pXsphere surface  \e @9rIF@xbӧF@? g࿓2$G?!FԊQ)?ei忔3  coedge    }  {  edge  BNBŻ ,DT!? }  tangent  coedge    ~    edge  N,! N,!?   tangent  coedge      {  edge   -DT!?   tangent  vertex   straight curve  L`gF0@lG@2RMLE@j~?:;!#( ## dE*  cy? coedge        coedge        loop     vertex   straight curve  9:bF0@:]3G@w\R=:E@j~:;!?#( ##?  cy dE*@ edge  CP HI,!   tangent  point  :f @?zG@wy:E@ point  ~n@f @ [G@hȂE@ellipse curve  :f @,2źG@:[(\E@o,' ▄i?wڙ?6!?e) F?? pW* ,DT!? coedge        edge  vz&!@ CP@   tangent  face  v     point  M 2 @F{gɺG@;[(\E@ellipse curve  \e @:rIF@xbӧF@!FԊQ)??ei?3?(i<ҿ,Fʿt9?? straight curve  V @ ,E8?vz&#FԊQ)@ei忕3 }Q straight curve  Ym׿/@jz>muG@o E@ m,' ▄i? `a4 DjM?ftreemeg attrib  O{5MUplane surface  L`gF0@ 1H@ʜI`E@[ՊQ)?1?s;7ο  edge  _xd  }ed?   tangent  point  j=F0@F@o׶F@ coedge       ftreemeg attrib  !3pX face       loop    cone surface  K' K @ @kL1}FԊQ)>ei忕3?ܖҿAƓ?M8ȿ? ??  coedge        edge  kT :@   unknown  coedge        vertex   ellipse curve  RN @(3!@<l$?['^9?uv3?  point  ! @k!@мftreemeg attrib  !3pXcone surface  ŵJ @(X8?tz&!FԊQ)??ei?3? (i<ҿ ,Fʿ[t9?? ??  coedge        coedge        loop     vertex   ellipse curve  `#/@(3!@d$?['^9?3?  edge  CP Z<'!   tangent  face       point  vLxC0@_0!@straight curve  ѳB0@l7E'?OGԊQ)?@ei?3? /HGza@ J'Q@ftreemeg attrib  !3pXcone surface  v./@]'?OGԊQ)??ei?3?l+?;ʿ$d9?? ??  coedge      {  vertex   ellipse curve  6/@zF`G@a\E@ m,' ▄i?/?=? BNBŻ ,DT!?ellipse curve  :f @-2źG@;[(\E@FԊQ)?>ei?3??ܖҿAƓ?N8ȿ? ellipse curve  6/@zF`G@b\E@d~:;!? ( ##?xڙ?6!?e) F??  -DT!? point  /@G@,NP6E@ edge  V!@ CP@   tangent  edge   \ " h \ "?   tangent  point  6/@G@s_3?LԊQ)?ei志3 straight curve  iRLF0@j*dS'SG@ʊE@ m,?'? ▄i DjM `a4?ftreemeg attrib  O{5MU face      plane surface  C0@4ma @hz30=LԊQ)??ei?3?  point  +f\F0@G@b\E@straight curve  hF/@ a @ҏkGԊQ)??ei?3? ^N@ QK+Q@ellipse curve  6/@zF`G@a\E@GԊQ)?>ei?3?@*?6?_N:ȿ? ftreemeg attrib  !3pXcone surface  hF/@Q @"KN"XGԊQ)?>ei?3?V*? 6?_N:ȿ? ??  End-of-ACIS-data<<$}#KwHѿI|<#KwH?}?666$i<<@&WXGd.@?ACIS BinaryFile` MegaCAD 2014 3D ACIS 24.0.2 NTTue Apr 15 08:38:35 2014?ư>|= body    lump    shell     face      ftreemeg attrib  (3pX face    loop   spline surface   rbblnsur blendsupsur coneO[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? ?S\@ null_curve nullbs blendsupsur planem pA0@?Ti null_curve nullbs*:0yE> ellipseO[2xgVd2 bD@Y#y>@?Ti$SC\\kc_Ti? -| Q&݁ null_curve null_curve null_curve null_curve  ? T?+G d?H0?m7? ?? T?+G&#m2la4\G-\ 8W֤^ޗ),H*i ellipseO[2xgVY2 bD@M3kޓPￅs ~:ƿ$ SC\ Q2 @s ~:? B[ r+V null_curve null_curve null_curve null_curve  ? B[ r+V?/4p? ?? B[ T\!OOЫ 6!\ۉrrEJS)pr+V/4p?  ? $;OPG ~ coedge       ftreemeg attrib  (3pX face       loop   cone surface  7}˸@3&@:R6Wxhᯥ;?w=?JW ?1~M ? ??  coedge       coedge  ! " #  $ coedge  ! % &  ' coedge  ( )  *  edge  + ,xF@  - unknown  pcurve    exppc nubs\g?-@&( @o@xF@T1K`?@%AUd1?W{Vm9?fSDz2?Xr?-!DL6?@1po?0 ^3j?_ . ?c?F!,̆S?# GT+?wOsm@?qFP#I?hrn?5٣?.wEWZM7i ? spline  ref ftreemeg attrib  (3pX face . / 0  1  loop  2  cone surface  [@[@43ѿ5?5?l QivSivQc_޿? ??  coedge  3 4 5 6   coedge  7  8 9 : coedge   7 ; < = coedge  > ?   @  edge  A BB@  C unknown  pcurve    exppc nubs?g1?>^@B@\fvI?mujyYL? Ĥ簲?ZinƔ?P}>n ێ1?b~:.Br?턝~ޯB?D|~Im?e_~@1S?iF~27?lA-~Do?A̋@~? spline  ref  coedge    D E  F coedge  G H  # I  edge  ,,wEW? Jb? " K tangent  pcurve    exppc nubsT?+G(??T?+G?(? spline  ref  coedge  L M  & 0  edge  N*}r5 + % O tangent  pcurve    exppc nubsT?+G(?T?+G(? spline  ref  coedge  P  M Q *  coedge   R G S *  loop   T  vertex  Q U vertex   Vintcurve curve   surfintcur nubs\g?-@&( @o@xF@s0BK3@8LT@#+r3@x{@#J3 3@#VMc@$,"4u3@u&p6@$nQu_3@g@$Ӈ23@W7٢ @$Mr2@A P@N $c2@O@N $vX2@o]@$]~)2@jm@$AA1@{BK@#O1@{BK@#ZM7i ? spline  ref plane{BK@# nubs\g?-@&( @o@xF@T1K`?@%AUd1?W{Vm9?fSDz2?Xr?-!DL6?@1po?0 ^3j?_ . ?c?F!,̆S?# GT+?wOsm@?qFP#I?hrn?5٣?.wEW nullbs   ftreemeg attrib  3pX face W T X  Y  loop  %  cone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@  coedge  Z [ \ ]   coedge  ^  _ `   coedge   ^ a b   coedge  c d  6 @  edge  eZP f6W? 5 g unknown  coedge    P h i coedge  j k  9 l  edge  B^@B@eb2@ ]v?<HCJ2@D k?2 <]+&2@me?h(=b\1@L,LB?h(=MOՑ1@_H?4N{C'21@IF_^5?4 l1@صR?,>$<0@Κh?,>(48ܠ0@W?QY= =hSH{0@= =`t > spline  ref plane?? nubs?g1?>^@B@\fvI?mujyYL? Ĥ簲?ZinƔ?P}>n ێ1?b~:.Br?턝~ޯB?D|~Im?e_~@1S?iF~27?lA-~Do?A̋@~? ! E @  edge  J NO7iY@ D x unknown  pcurve    exppc nubsF z??}$c8?%lb%N27 ?mjaQ5Q?XD_E@]{"=@Ti?$SC\\kc_Ti? d?H0? T?+G? coedge  ; % > q 0  coedge  % ; ( Q 0  vertex  & |ellipse curve  O[2xgVc2 bD@Z#y>@w?>DU<@h6ŗ?p(S\\kc_p? T?+G d?H0 coedge  } ( 7 h *  edge  +ZIɿ o~r6^ȿ ( ~ unknown  coedge  )  ^ *  edge  og.w @ ,O1@ ) unknown  face  *   point  s0BK3@w8LT@$ point  O1@{BK@#ftreemeg attrib  /3pX loop  a / plane surface  ￁ަos ~:ƿs ~:ƿ?  coedge  2   coedge  2   coedge   } 2 ] *  edge  xt xt? \ unknown  coedge  4 3 R   coedge  H G 3 ` I  edge  f.P Dm @ _ tangent  coedge  4 b X  edge  n/t# e\!1R@ a tangent  coedge  r 5 @  coedge  5 D H y @  vertex  b  vertex  y ellipse curve  /?@I!+@ԊY2:5O@v=?  edge  m o]`-@ P unknown  pcurve    exppc nubs[??fPL@]`-@?\Z~sA?>Qd?xZV+M?P`l`?'IMf?CMn ?sh"jm?=HNZ^?+N̄}eT] ?܎*s ?_/B?vAK"ո> spline  ref  coedge  8 ? s l  coedge  8 } l  loop  8  vertex  ellipse curve  O[2xgVw)]EC@S@ѫkޓP9?s ~:?$ SC\ Q2 @s ~:? r+V? B[? vertex  h ellipse curve  O[2xgVZ2 bD@L3k<{Z4x/ƿ( S\ Q2 @/? B[ r+V edge  A ^ @? NB? > unknown  coedge  ? c @  edge  BA6@ c4@ j unknown  loop  u  face  @   point  eb2@4 ]v? point  xSH{0@ t<)!intcurve curve   surfintcur nubsF z??}$c8?%lb%N27 ?mjaQ5Q?XD_fZ6?$)&_1@>fZ6?$qD1@n/Y?$t;Wf2@m2@$ ;U2@Xgl@@#w+&2@gۃ@#;>Ļ2@ v@#GJ2@4S@#9 2@{?U+@#,ul3@> @#K"ո> spline  ref plane{BK@# nubs[??fPL@]`-@?\Z~sA?>Qd?xZV+M?P`l`?'IMf?CMn ?sh"jm?=HNZ^?+N̄}eT] ?܎*s ?_/B?vA nullbs    edge  mFPr"& veA? } unknown  point  Ć{1@>fZ6?$ point  0ul3@ > @$ellipse curve  O[2xgVb2 bD@?nMX@ݵL  c=?  edge  xt xt? r unknown  vertex  straight curve  u+I6@  coedge  t ftreemeg attrib  u3pXplane surface  ?? straight curve  m pA0@? ftreemeg attrib  z3pXplane surface  m pA0@?Ti  edge  76T? ҽ?  unknown ellipse curve  X8,]Z@Zp>@#?ԊY2:5O@v=?  point  og.w @{BK@#ftreemeg attrib  3pX face   plane surface  u+I&@3ڠ`2ޓPￅs ~:ƿs ~:? straight curve  [@`+2?0Yt5ſ5ſ l ? EI0  #6@ vertex  straight curve  `+2?[@0Yt5?5? l  #6 EI0@ point  >fZ6?^- @# point  \- @>fZ6?# point  >fZ6?u˦~@#straight curve  ? straight curve  u+I@>fZ6?#?XpiP ellipse curve  /?@/?@eUReURl ?  point  ? coedge  t  coedge  t  coedge   edge  hu, := unknown straight curve  >fZ6?{BK @#Kl 1p< BU^n e=fm@ftreemeg attrib  "3pX face    loop  cone surface  r#@GkF@FdUF@$o5?DQaICw;oZV?? ??  point  ? coedge  t  coedge   edge  .-DT! 9n unknown  coedge  t  coedge   edge  9n ,DT!? unknown  coedge   coedge   loop   vertex   vertex  straight curve  -?f @JrkIQ18? ftreemeg attrib  "3pX face    loop  cone surface  h\$Ef @G@ FPk\:E@m,?'? ▄ik 2/ҿ Y3??  coedge  ( )  edge  *CP  z{ + tangent  face ,   -  point  LJ~y @F@м coedge  . / 0  edge  8-DT! 1^,? 2 unknown  coedge  3 / 4  coedge  3   loop  3 5  vertex  6straight curve   "B0@mR?|`>3  coedge   7  edge  z@ 8CP@ 9 tangent  face : &  ;  point  >@C0@b_A@ edge  *7gVf Cfvf@ < tangent  vertex  =straight curve  ([/@(.f?0eIGԊQ)@ei忕3 J'Q /HGza vertex   >straight curve  0-PJ @v?Ii"FԊQ)?@ei?3? @ }Q@ftreemeg attrib  O{5MUplane surface   ( @,q@}w?&Z܌1d'Qi?LԊQ)?ei志3 ftreemeg attrib  "3pX face ? @ A  B  loop  C sphere surface  :f @,2źG@:[(\E@?0X[?q0G޿FԊQ)>ei忕3  coedge  D E C F  coedge  G H I  coedge  G $ J  coedge  ( K  L  edge  *7U MN,DT!? N tangent  coedge  K O  coedge  P H  Q  edge  Cfvf M07gVf@  R tangent  coedge    7   coedge   S T   loop  U  vertex   Vellipse curve  rb /@dF@o׶F@$o5?DQaL c FӿR6!??  8-DT!? coedge  W X  Y  edge  "kT 1:@ Z unknown  coedge  [ % !  coedge  [ W \ !  loop  [ ]  vertex   ^ellipse curve  RN @(3!@<l$?['^9?uv3?  coedge   J  edge  vz&!@ _CP@ ` tangent  face a  b  point  ! @k!@м coedge  K  ) L  edge  *w! w!? c tangent  vertex  dstraight curve  V @ ,E8?vz&#FԊQ)@ei忕3 }Q ftreemeg attrib  !3pXcone surface  ŵJ @(X8?tz&!FԊQ)??ei?3? (i<ҿ ,Fʿ[t9?? ??  coedge  e X f 0  coedge  e 4 0  loop  e g  vertex   hellipse curve  `#/@(3!@d$?['^9?3?  coedge  i j  edge  kCP Z<'! l tangent  face m n  o  point  vLxC0@_0!@ edge  Ba06" 8`06"?  p tangent  vertex  j qstraight curve  ѳB0@l7E'?OGԊQ)?@ei?3? /HGza@ J'Q@ftreemeg attrib  !3pXcone surface  v./@]'?OGԊQ)??ei?3?l+?;ʿ$d9?? ?? straight curve  ld#@F@J!8F@(o?5HQa?  5 (@ point  [/@4WضF@-E8F@ point  x^d @rz3?LԊQ)?ei志3 ellipse curve  \e @:rIF@xbӧF@!FԊQ)??ei?3?(i<ҿ,Fʿt9??  point  1 @SLMF@ybӧF@ coedge  / .   0  edge  1V!@ CP@ X  tangent  face  5 0    point  0-/@ ˞}e#@< coedge  v S 3 j A  edge  8_xd k }ed? 3  tangent  vertex  4 straight curve  . C0@T @KN"XGԊQ)?ei忖3 QK+Q ^Nftreemeg attrib  5O{5MU face  Q   plane surface  cQ B0@&3e?dY?|`>30=LԊQ)??ei?3? ellipse curve  pb /@dF@o׶F@GԊQ)??ei?3?+?;ʿ$d9??  point  j=F0@F@o׶F@ftreemeg attrib  @"3pX face  U L    loop   @ sphere surface  6/@zF`G@a\E@?t%@?cC]?E-H޿GԊQ)>ei忕3  coedge   i   A  coedge  x C [    coedge  C w G    coedge  E D    coedge  H P D { Q  edge  ޭ>3) ,ٿ z  tangent  coedge  X W E } Y  edge  ,? ~ޭ>3)@ |  tangent  vertex  \  vertex  I ellipse curve  |:f @-2źG@:[(\E@d~?:;! ( ##=ZR&F?C6!ѿ?  -DT!? edge  pW* _,DT!? G  tangent straight curve  WXnf @T|Q5H@טh`E@s,?'? ▄i ڦ4$ y?straight curve  nVy3 @ G@ FPk\:E@r,' ▄i? y˿ ڦ4$ @ point  JHe @ qG@B_ei忕3?ܖҿAƓ?M8ȿ? ??  point  M 2 @F{gɺG@;[(\E@ coedge    e  t  edge  k \ " h \ "? e  tangent  vertex   straight curve  hF/@ a @ҏkGԊQ)??ei?3? ^N@ QK+Q@ftreemeg attrib  g!3pXcone surface  hF/@Q @"KN"XGԊQ)?>ei?3?V*? 6?_N:ȿ? ?? straight curve  iRLF0@j*dS'SG@ʊE@ m,?'? ▄i DjM `a4? point  +f\F0@G@b\E@ftreemeg attrib  nO{5MUplane surface  L`gF0@ 1H@ʜI`E@[ՊQ)?1?s;7ο ftreemeg attrib  s"3pXsphere surface  \e @9rIF@xbӧF@? g࿓2$G?!FԊQ)?ei忔3  coedge    v  t  edge  kBNBŻ ,DT!? v  tangent  coedge    y  t  edge   -DT!? y  tangent  vertex  { straight curve  L`gF0@lG@2RMLE@j~?:;!#( ## dE*  cy?straight curve  9:bF0@:]3G@w\R=:E@j~:;!?#( ##?  cy dE*@ point  :f @?zG@wy:E@ point  ~n@f @ [G@hȂE@ellipse curve  :f @,2źG@:[(\E@o,' ▄i?wڙ?6!?e) F?? pW* ,DT!?straight curve  Ym׿/@jz>muG@o E@ m,' ▄i? `a4 DjM?ftreemeg attrib  O{5MUplane surface  C0@4ma @hzei?3??ܖҿAƓ?N8ȿ? ellipse curve  6/@zF`G@a\E@GԊQ)?>ei?3?@*?6?_N:ȿ?  point  6/@G@s_|= body    lump    shell     face      ftreemeg attrib  "3pX face    loop   cone surface  r#@GkF@FdUF@$o5?DQaICw;oZV?? ?? ftreemeg attrib  "3pX face       loop    cone surface  h\$Ef @G@ FPk\:E@m,?'? ▄ik 2/ҿ Yei忕3  coedge  / 0 . 1   coedge  2  3 4  coedge   2 5 6  coedge  7 8   9  edge  :7U ;N,DT!?  < tangent  coedge    8 =   coedge  > 3  ! ?  edge  (Cfvf ;07gVf@ @ tangent  coedge  A B  # C  edge  D*7gVf 'Cfvf@ " E tangent  coedge  %  F G &  coedge   $ H I &  loop   J  vertex  K L vertex  ! Mellipse curve  rb /@dF@o׶F@$o5?DQaL c FӿR6!??  8-DT!?ftreemeg attrib  "3pX face N O P  Q  loop  R  cone surface  %"l Ϳ/@ ,+SG@ʊE@m,' ▄i?FW?9Bv6?wON?? ??  coedge  S T  1   coedge  U  V W   coedge   U X Y   edge  Z [-DT!?  \ tangent  coedge    T ]  coedge  V  4 ?  edge  ;͙ [Jhٿ 3 ^ tangent  coedge  _ `  6 a  edge  bJh? :͙@ 5 c tangent  coedge  8  d e 9  coedge   7  = 9  loop   O  vertex  f g vertex  ! hellipse curve  \e @9rIF@xbӧF@o,?'? ▄i/ٿ?=? 7U ,DT!? edge  ; D,DT!?  i tangent  coedge  V j k ?  loop  l straight curve  ).}#@/HG@oei忕3  coedge  j w ,  coedge  T .   coedge  . S 2 ]   coedge  0 /   coedge  3 > / W ?  edge  [ޭ>3) ,ٿ V tangent  coedge  0 Y  edge  ,? Zޭ>3)@ X tangent  vertex   vertex  4 ellipse curve  |:f @-2źG@:[(\E@d~?:;! ( ##=ZR&F?C6!ѿ?  -DT!? edge  [pW* b,DT!? 2 tangent straight curve  WXnf @T|Q5H@טh`E@s,?'? ▄i ڦ4$ y? coedge  5 a  coedge  5 f a  loop  5  vertex  straight curve  nVy3 @ G@ FPk\:E@r,' ▄i? y˿ ڦ4$ @ coedge  n 7 e  edge  :w! Dw!? d tangent  edge  :CP  z{ ` tangent  point  1 @SLMF@ybӧF@ point  JHe @ qG@B_ k ,  edge   }ed (_xd? > tangent  face  ?   coedge  B A C  coedge  d A o  edge  z %E @ DCP@ A tangent  coedge  F B K t  face  C   point  x^d @rzmuG@o E@ m,' ▄i? `a4 DjM?ftreemeg attrib  lO{5MU face   plane surface  L`gF0@ 1H@ʜI`E@[ՊQ)?1?s;7ο  coedge  m  edge  |hu, := unknown  coedge  n  vertex  straight curve  0-PJ @v?Ii"FԊQ)?@ei?3? @ }Q@ coedge  s p t ftreemeg attrib  qO{5MU face   plane surface   ( @,q@}w?&Z܌1d'Qi?LԊQ)?ei志3  coedge  s  edge  z@ uCP@ tangent  face  t   edge  u_xd  }ed? tangent  point  j=F0@F@o׶F@ coedge  w ftreemeg attrib  z!3pX face    loop  z cone surface  K' K @ @kL1}FԊQ)>ei忕3?ܖҿAƓ?M8ȿ? ??  point  񍛹/@Y@ coedge  P  vertex  ellipse curve  6/@zF`G@a\E@ m,' ▄i?/?=? BNBŻ ,DT!? coedge  ellipse curve  :f @-2źG@;[(\E@FԊQ)?>ei?3??ܖҿAƓ?N8ȿ? ellipse curve  6/@zF`G@b\E@d~:;!? ( ##?xڙ?6!?e) F??  -DT!? point  /@G@,NP6E@ coedge   coedge   edge  V!@ CP@ tangent  edge   \ " h \ "? tangent  point  6/@G@s_3?LԊQ)?ei志3  point  LJ~y @F@мftreemeg attrib  !3pXcone surface  ŵJ @(X8?tz&!FԊQ)??ei?3? (i<ҿ ,Fʿ[t9?? ??  coedge   coedge   loop  straight curve  -?f @JrkIQ18?  edge  .-DT! 9n unknown  point   L @&XS@ edge  |9n ,DT!? unknown ftreemeg attrib  3pX face    loop  cone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@  coedge   loop   vertex  straight curve  ѳB0@l7E'?OGԊQ)?@ei?3? /HGza@ J'Q@ftreemeg attrib  !3pXcone surface  v./@]'?OGԊQ)??ei?3?l+?;ʿ$d9?? ?? straight curve  iRLF0@j*dS'SG@ʊE@ m,?'? ▄i DjM `a4? coedge  ftreemeg attrib  O{5MU face   plane surface  C0@4ma @hzei?3?@*?6?_N:ȿ?  point   kO @˞}e#@< coedge  straight curve  lVk @5* b?мz{`>3??  edge  va,? -DT!?  unknown  point  ! @k!@м coedge    loop    face    ellipse curve  Ma3M @0 F@|$\'^9|Xtv3? ellipse curve  :E6/@ )A@`$\'^93? ftreemeg attrib  3pX face       loop   plane surface  ￁ަos ~:ƿs ~:ƿ?  coedge       edge  ó 2  unknown  face  l    point  >@C0@b_A@ coedge  ftreemeg attrib  !3pXcone surface  hF/@Q @"KN"XGԊQ)?>ei?3?V*? 6?_N:ȿ? ??  vertex  straight curve  . C0@T @KN"XGԊQ)?ei忖3 QK+Q ^N coedge   straight curve  C @˞}e#@<?[cҼ  edge  8-DT! ^,?  unknown  point  0-/@ ˞}e#@<ellipse curve  RN @(3!@<l$?['^9?uv3?  coedge      ftreemeg attrib  3pXplane surface  ?? ftreemeg attrib  3pX face       loop   plane surface  u+I&@3ڠ`2ޓPￅs ~:ƿs ~:?  coedge  ! " # $  coedge   % &  coedge    '  coedge  ( )    edge  *ߢ0Ϳ +4ƿ  , unknown straight curve   "B0@mR?|`>3 ftreemeg attrib  O{5MUplane surface  cQ B0@&3e?dY?|`>30=LԊQ)??ei?3?  point  vLxC0@_0!@ellipse curve  `#/@(3!@d$?['^9?3?  coedge  #  - .  coedge   # / 0  coedge       edge  1F(t!? 2[͈?  3 unknown ftreemeg attrib  3pX face 4 5  6  loop    plane surface  {BK@#  coedge  / 7  '   coedge  8  9 :  coedge   8 ; <  coedge     $  edge  = >m pA0@  ? unknown  coedge  @ -  & 5  edge  2. *zVy^ % A unknown  edge  +ZIpc 1A8hM  B unknown  coedge  C  7 D   coedge   C @ E   vertex   F vertex   Gellipse curve  O[2xgVb2 bD@$nMX@ݵL  c=?  coedge  % 9  . 5  edge  > 24 6@ - H unknown  coedge  ;   0   edge  1ddk:43@ =u+I6@ / I unknown  vertex  ' J vertex  & Kellipse curve  O[2xgVb2 bD@?nMX@ݵL  c=? ftreemeg attrib  3pX loop  %  plane surface  m pA0@?Ti  coedge   ; ( D   coedge  " ! C L  coedge  - @ ! : 5  edge  M$N@{[ >CgY@ 9 N unknown  coedge  7 / " <   edge  =^b O@nj"@ ; P unknown  vertex  0 Q vertex  . Rstraight curve  ?  coedge  9 % ) E 5 ellipse curve  O[2xgVd2 bD@ۗ{;@?Ti$S\_Ti? ellipse curve  O[2xgVY2 bD@D'CmޓP9?s ~:?$ S\RCc@s ~:?  coedge  ) ( 8 L   edge  +~) Oxf@ ( S unknown  edge  M>fZ6? *ˆ_4@ ) T unknown  point  ˆ_4@{BK@# point  84s2@>fZ6?$straight curve  m pA0@? straight curve  u+I6@  point  \|1@C< point  4 6@m pA0@ edge  O< M{BK @ C U unknown  vertex  E Vstraight curve  k?䘊^[)@yWxh?ᯥ;w= Hti b4j@ vertex  D Wstraight curve  Jz?z?:ls5ſ5ſl ? X5>Jd ꢐ6?c@ point   point  m pA0@straight curve  u+I@>fZ6?#?XpiP straight curve  {BK@#? straight curve  >fZ6?{BK @#Kl 1p< BU^n e=fm@ point  >fZ6?{BK@# point  >fZ6?>fZ6?# End-of-ACIS-data<<$}#KwHѿI|<#KwH?}?666$i<<@&WXGd.@?CFACIS BinaryFile` MegaCAD 2014 3D ACIS 24.0.2 NTTue Apr 15 08:38:35 2014?ư>|= body    lump    shell     face      ftreemeg attrib  !3pX face    loop   cone surface  K' K @ @kL1}FԊQ)>ei忕3?ܖҿAƓ?M8ȿ? ?? ftreemeg attrib  !3pX face       loop    cone surface  hF/@Q @"KN"XGԊQ)?>ei?3?V*? 6?_N:ȿ? ??  coedge       ftreemeg attrib  !3pX face       loop   cone surface  ŵJ @(X8?tz&!FԊQ)??ei?3? (i<ҿ ,Fʿ[t9?? ??  coedge       coedge   !   coedge   " #   coedge  $ %  &  edge  'N,! (N,!?  ) unknown ftreemeg attrib  !3pX face * + ,  -  loop  .  cone surface  v./@]'?OGԊQ)??ei?3?l+?;ʿ$d9?? ??  coedge  / 0 1 2   coedge  3  4 5  coedge   3 6 7  coedge  % 8   &  edge  9b \ " : \ "?  ; unknown  coedge    < =   coedge  > ?  ! @  edge  (1"ݝP AHI,! B tangent  coedge  C D  # ,  edge  Evz&!@ '1"ݝP@ " F tangent  coedge  1  D G &  coedge    > H &  loop   I  vertex  # J vertex  H Kellipse curve  xn@f @ [G@hȂE@[ՊQ)3?LԊQ)?ei志3  coedge  P Q R S   coedge  T  U V   coedge   T W X   coedge  Y $  2 &  edge  Zw! [w!? 1 \ unknown  coedge    ] ^  coedge  _ `  5 a  edge  :1"ݝP bZ<'! 4 c tangent  coedge  ? >  7 @  edge  dV!@ 91"ݝP@ 6 e tangent  coedge   R _ f &  vertex  7 g vertex  f hellipse curve  /@G@,NP6E@[ՊQ) r unknown  face s t &  u  point  c= 3 @* 5 G@hȂE@ point  yn@f @Ư$H@P&&`E@ftreemeg attrib  +O{5MU face v w @  x  loop  W + plane surface   ( @,q@}w?&Z܌1d'Qi?LԊQ)?ei志3  coedge  y . z {   coedge  . y | }   coedge  8 Y . S &  edge  ~`06" 6a06"? R unknown  coedge  0 /   coedge  D C / V ,  edge  [1"ݝP  z{ U tangent  coedge  0 X N  edge  z %E @ Z1"ݝP@ W tangent  coedge  R 1 &  vertex  X  vertex  G ellipse curve  JHe @qG@@_1?s;7ο ftreemeg attrib  MO{5MU face  I a  plane surface  C0@4ma @hz3?? ftreemeg attrib  t3pX face    loop  t cone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@ ftreemeg attrib  wO{5MUplane surface  cQ B0@&3e?dY?|`>30=LԊQ)??ei?3?  coedge  y k  edge  9n ,DT!? y unknown  vertex  straight curve  ([/@(.f?0eIGԊQ)@ei忕3 J'Q /HGza vertex  straight curve  ѳB0@l7E'?OGԊQ)?@ei?3? /HGza@ J'Q@ point  M`DBF0@ʋ/G@"c3  coedge  ftreemeg attrib  3pXplane surface  ?? ftreemeg attrib  3pX face    loop  plane surface  ￁ަos ~:ƿs ~:ƿ?  coedge  ellipse curve  :E6/@ )A@`$\'^93?  point  񍛹/@Y@ point  >@C0@b_A@straight curve  -?f @JrkIQ18?  coedge   coedge   coedge   edge  F(t!? [͈? unknown ftreemeg attrib  3pX face    loop  plane surface  u+I&@3ڠ`2ޓPￅs ~:ƿs ~:?  coedge   coedge   coedge   coedge   edge  ߢ0Ϳ 4ƿ unknown  coedge   coedge   edge   4 6@ unknown  coedge   edge  ddk:43@ u+I6@ unknown  vertex   vertex  ellipse curve  O[2xgVb2 bD@?nMX@ݵL  c=? ftreemeg attrib  3pX face    loop  plane surface  {BK@#  coedge   coedge   coedge   edge   m pA0@ unknown  coedge   edge  . zVy^ unknown  edge  ZIpc A8hM unknown  coedge   coedge   vertex   vertex  ellipse curve  O[2xgVb2 bD@$nMX@ݵL  c=?  coedge   loop   vertex  straight curve  m pA0@?  coedge   vertex  straight curve  u+I6@  point  \|1@C< point  4 6@m pA0@ftreemeg attrib  3pXplane surface  m pA0@?Ti  coedge   coedge   edge  $N@{[ CgY@ unknown  edge  ^b @nj"@ unknown straight curve  ?  coedge  ellipse curve  O[2xgVd2 bD@ۗ{;@?Ti$S\_Ti? ellipse curve  O[2xgVY2 bD@D'CmޓP9?s ~:?$ S\RCc@s ~:?  coedge   edge  ~) xf@ unknown  edge  >fZ6? ˆ_4@ unknown  point  ˆ_4@{BK@# point  84s2@>fZ6?$ point  m pA0@ point   edge  < {BK @ unknown  vertex  straight curve  k?䘊^[)@yWxh?ᯥ;w= Hti b4j@ vertex  straight curve  Jz?z?:ls5ſ5ſl ? X5>Jd ꢐ6?c@straight curve  u+I@>fZ6?#?XpiP straight curve  {BK@#? straight curve  >fZ6?{BK @#Kl 1p< BU^n e=fm@ point  >fZ6?{BK@# point  >fZ6?>fZ6?# End-of-ACIS-data<A$}#KwHѿI|<#KwH?}?666$i<<@&WXGd.@??/ACIS BinaryFile` MegaCAD 2014 3D ACIS 24.0.2 NTTue Apr 15 08:38:35 2014?ư>|= body    lump    shell     face      ftreemeg attrib  O{5MU face    loop   plane surface  C0@4ma @hz3?LԊQ)?ei志3  coedge       ftreemeg attrib  O{5MU face       loop   plane surface   ( @,q@}w?&Z܌1d'Qi?LԊQ)?ei志3  coedge       coedge      coedge   ! "   coedge  #   $  edge  %x &,ݼC @  ' unknown ftreemeg attrib  O{5MU face ( ) *  +  loop  ,  plane surface  cQ B0@&3e?dY?|`>30=LԊQ)??ei?3?  coedge  - . / 0   coedge  1  . 2  coedge   1   coedge   /   $  edge  3Jy @ %I @  4 unknown  coedge    5 6   edge  7 %s{L@  8 unknown  coedge  9 ,  "   edge  &%!@ :/"ݝP@ ! ; unknown  coedge  /  , < $  loop  =  >  vertex   ? vertex  < @straight curve  C @˞}e#@<?[cҼ ftreemeg attrib  O{5MU face A B C  D  loop  5  plane surface  L`gF0@ 1H@ʜI`E@[ՊQ)?1?s;7ο  coedge  ! E # <   coedge  F  E G   coedge   F  2   coedge   #  0 $  edge  He&B- 3. / I unknown  coedge    J K  edge  3=h֑ @ L/"ݝP@  M unknown  vertex   Nstraight curve  lVk @5* b?мz{`>3??  coedge  J O  6 *  edge  7 :SOb *@  P unknown  vertex  K Qstraight curve   ȥ:3 @(H@.g`E@LԊQ)Aei忙3  coedge  E ! O R   vertex  " Sstraight curve  C0@4ma @hzLԊQ)?Aei?3?  edge  &f. MD! Hs6Np # T unknown  loop  U >  face V $  W  point  ǽ @˞}e#@ point  Pu~C0@˞}e#@ftreemeg attrib  )3pX face X Y Z  [  loop  \ ) cone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@  coedge  , 9 - G   coedge  . - ] ^   edge  HwR @ _/"ݝP@ - ` unknown  vertex  0 astraight curve  -?f @JrkIQ18?  coedge  ] 5 1 K *  edge  L 7h@ 1 b unknown  vertex  2 cstraight curve   ( @,q@}w?&ZLԊQ)?Aei?3?  point   @Qz@ coedge  5 ] 9 R * straight curve   ȥ:3 @(H@.g`E@a~?0:;!( ##  point   ȥ:3 @(H@.g`E@ edge  : _~j'@ 9 d unknown  point  L`gF0@ 1H@ʜI`E@straight curve   "B0@mR?|`>3  coedge  e f g h = ftreemeg attrib  >3pXplane surface  ?? ftreemeg attrib  B3pX face i j k  l  loop  m B plane surface  ￁ަos ~:ƿs ~:ƿ?  coedge  n o p q C  coedge  O J F ^ *  edge  _ L0*@ F r unknown  vertex  G sstraight curve  cQ B0@&3e?dYLԊQ)?Aei?3?  point  5C0@k@straight curve  '1 @:WzF@2YO^F@,?'? ▄i  point  '1 @:WzF@2YO^F@straight curve  L`gF0@ 1H@ʜI`E@,' ▄i?  coedge  t U u v =  coedge  U t w x =  coedge  o n U h C  edge  yF(t!? z[͈? U { unknown ftreemeg attrib  Y3pX face | } ~    loop  Y plane surface  u+I&@3ڠ`2ޓPￅs ~:ƿs ~:?  coedge  t Z  coedge  g \ C  coedge  \ g C  coedge  \ q ~  edge  ߢ0Ϳ 4ƿ p unknown straight curve  P   loop  p j plane surface  {BK@#  coedge  w o k  coedge  m Z  coedge  m Z  edge   m pA0@ m unknown  coedge  u n  edge  z. zVy^ unknown  edge  ZIpc yA8hM unknown  coedge  p ~  coedge  p ~  vertex  q  vertex  q ellipse curve  O[2xgVb2 bD@$nMX@ݵL  c=?  coedge  u  loop  }  vertex  v straight curve  m pA0@?  coedge  w k  vertex  x straight curve  u+I6@  point  \|1@C< point  4 6@m pA0@ftreemeg attrib  }3pXplane surface  m pA0@?Ti  coedge  k  coedge  Z  edge  $N@{[ CgY@ unknown  edge  ^b @nj"@ unknown straight curve  ?  coedge  ellipse curve  O[2xgVd2 bD@ۗ{;@?Ti$S\_Ti? ellipse curve  O[2xgVY2 bD@D'CmޓP9?s ~:?$ S\RCc@s ~:?  coedge  ~  edge  ~) xf@ unknown  edge  >fZ6? ˆ_4@ unknown  point  ˆ_4@{BK@# point  84s2@>fZ6?$ point  m pA0@ point   edge  < {BK @ unknown  vertex  straight curve  k?䘊^[)@yWxh?ᯥ;w= Hti b4j@ vertex  straight curve  Jz?z?:ls5ſ5ſl ? X5>Jd ꢐ6?c@straight curve  u+I@>fZ6?#?XpiP straight curve  {BK@#? straight curve  >fZ6?{BK @#Kl 1p< BU^n e=fm@ point  >fZ6?{BK@# point  >fZ6?>fZ6?# End-of-ACIS-dataAK$}#KwHѿI|<#KwH?}?666$i<<@&WXGd.@?ACIS BinaryFile` MegaCAD 2014 3D ACIS 24.0.2 NTTue Apr 15 08:38:35 2014?ư>|= body    lump    shell     face      ftreemeg attrib  3pX face    loop   cone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@ ftreemeg attrib  3pX face       loop    plane surface  ￁ަos ~:ƿs ~:ƿ?  coedge       ftreemeg attrib  3pX face       loop   plane surface  u+I&@3ڠ`2ޓPￅs ~:ƿs ~:?  coedge       coedge   !   coedge    "   coedge  # $    edge  %ߢ0Ϳ &4ƿ  ' unknown ftreemeg attrib  3pX face ( ) *  +  loop    plane surface  {BK@#  coedge  , -  "   coedge  .  / 0  coedge   . 1 2  coedge  3 4   5  edge  6 7m pA0@  8 unknown  coedge    9 :   coedge  ; <  ! *  edge  =. %zVy^ > unknown  edge  &ZIpc ?A8hM  @ unknown  coedge  A  - B   coedge   A ; C   vertex   D vertex   Eellipse curve  O[2xgVb2 bD@$nMX@ݵL  c=? ftreemeg attrib  3pX face F 5  G  loop   plane surface  m pA0@?Ti  coedge  1  3 H   coedge   1 # B   coedge    A I  coedge  < ;  0 *  edge  J$N@{[ 7CgY@ / K unknown  coedge  - ,  2   edge  6^b L@nj"@ 1 M unknown  coedge  9  , H 5  coedge   9 < N 5  loop  9 )  vertex  H O vertex  N Pstraight curve  ?  coedge  4 3  : 5  edge  ?F(t!? =[͈? 9 Q unknown  coedge  / $ C *  coedge  / 4 N *  vertex  ! Rellipse curve  O[2xgVd2 bD@ۗ{;@?Ti$S\_Ti?  vertex  " Sellipse curve  O[2xgVY2 bD@D'CmޓP9?s ~:?$ S\RCc@s ~:?  coedge  $ # . I   edge  &~) Lxf@ # T unknown  edge  J>fZ6? %ˆ_4@ $ U unknown  point  ˆ_4@{BK@# point  84s2@>fZ6?$ftreemeg attrib  )3pXplane surface  ??  edge  ?ddk:43@ 6u+I6@ , V unknown  edge  L< J{BK @ A W unknown  vertex  C Xstraight curve  k?䘊^[)@yWxh?ᯥ;w= Hti b4j@ vertex  B Ystraight curve  Jz?z?:ls5ſ5ſl ? X5>Jd ꢐ6?c@ edge  7 =4 6@ < Z unknown  point   point  m pA0@ellipse curve  O[2xgVb2 bD@?nMX@ݵL  c=?  point  4 6@m pA0@ point  \|1@C<straight curve  u+I@>fZ6?#?XpiP straight curve  {BK@#? straight curve  u+I6@ straight curve  >fZ6?{BK @#Kl 1p< BU^n e=fm@ point  >fZ6?{BK@# point  >fZ6?>fZ6?#straight curve  m pA0@?  End-of-ACIS-dataKK$}#KwHѿI|<#KwH?}?666$i<<@&WXGd.@?ACIS BinaryFile` MegaCAD 2014 3D ACIS 24.0.2 NTTue Apr 15 08:38:35 2014?ư>|= body    lump    shell     face      ftreemeg attrib  3pX face    loop   cone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@ ftreemeg attrib  3pX face       loop    plane surface  ?  coedge       ftreemeg attrib  3pX face       loop   plane surface  u+I&@3ڠ`2ޓPￅs ~:ƿs ~:?  coedge       coedge   !   coedge    "   coedge  # $    edge  %ߢ0Ϳ &4ƿ  ' unknown ftreemeg attrib  3pX face ( ) *  +  loop    plane surface  {BK@#  coedge  , -  "   coedge  .  / 0  coedge   . 1 2  coedge  3 4   5  edge  6 7m pA0@  8 unknown  coedge    9 :   coedge  ; <  ! *  edge  =. %zVy^ > unknown  edge  &ZIpc ?A8hM  @ unknown  coedge  A  - B   coedge   A ; C   vertex   D vertex   Eellipse curve  O[2xgVb2 bD@$nMX@ݵL  c=? ftreemeg attrib  3pX face F 5  G  loop   plane surface  m pA0@?Ti  coedge  1  3 H   coedge   1 # B   coedge    A I  coedge  < ;  0 *  edge  J 7낲*@ / K unknown  coedge  - ,  2   edge  6S7D LGN$@ 1 M unknown  coedge  9  , H 5  coedge   9 < N 5  loop  9 )  vertex  H O vertex  N Pstraight curve  ?  coedge  4 3  : 5  edge  ?F(t!? =[͈? 9 Q unknown  coedge  / $ C *  coedge  / 4 N *  vertex  ! Rellipse curve  O[2xgVd2 bD@ۗ{;@?Ti$S\_Ti?  vertex  " Sellipse curve  O[2xgVY2 bD@D'CmޓP9?s ~:?$ S\RCc@s ~:?  coedge  $ # . I   edge  &~) Lu+I@ # T unknown  edge  J %ˆ_4@ $ U unknown  point  ˆ_4@{BK@# point  84s2@>fZ6?$ftreemeg attrib  )3pXplane surface  ??  edge  ?ddk:43@ 6u+I6@ , V unknown  edge  L>fZ6? J{BK@ A W unknown  vertex  C Xstraight curve  {BK@#Ti??  vertex  B Ystraight curve  GJEw9Ks ~:? UZb KFd@ edge  7 =4 6@ < Z unknown  point   point  m pA0@ellipse curve  O[2xgVb2 bD@?nMX@ݵL  c=?  point  4 6@m pA0@ point  \|1@C<straight curve  u+I@>fZ6?#?XpiP ESsm Ovn@straight curve  {BK@#? straight curve  u+I6@ straight curve  #?  point  {BK@# point  >fZ6?#straight curve  m pA0@?  End-of-ACIS-dataKM$}#KwHѿI|<#KwH?}?666$i<<@&WXGd.@? ACIS BinaryFile` MegaCAD 2014 3D ACIS 24.0.2 NTTue Apr 15 08:38:35 2014?ư>|= body    lump    shell     face      ftreemeg attrib  3pX face    loop   cone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@ ftreemeg attrib  3pX face       loop    plane surface  ?  coedge       ftreemeg attrib  3pX face       loop   plane surface  u+I6@  coedge       coedge   !   coedge    "   coedge  # $    edge  %ߢ0Ϳ &F(t!Ŀ  ' unknown ftreemeg attrib  3pX face ( ) *  +  loop    plane surface  {BK@#  coedge  , -  "   coedge  .  / 0  coedge   . 1 2  coedge  3 4   5  edge  6 7m pA0@  8 unknown  coedge    9 :   coedge  ; <  ! *  edge  =. %zVy^ > unknown  edge  & ?@  @ unknown  coedge  A  - B   coedge   A ; C   vertex   D vertex   Eellipse curve  O[2xgVb2 bD@$nMX@ݵL  c=? ftreemeg attrib  3pX face F 5  G  loop   plane surface  m pA0@?Ti  coedge  1  3 H   coedge   1 # B   coedge    A I  coedge  < ;  0 *  edge  J 7낲*@ / K unknown  coedge  - ,  2   edge  6 L#@ 1 M unknown  coedge  9  , H 5  coedge   9 < N 5  loop  9 )  vertex  H O vertex  N Pstraight curve  ?  coedge  4 3  : 5  edge  ?F(t!? =[͈? 9 Q unknown  coedge  / $ C *  coedge  / 4 N *  vertex  ! 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?? null_curve nullbs blendsupsur plane?? null_curve nullbs*:0yE> ellipse(չ/@,@??V B_e$3? null_curve null_curve null_curve null_curve??  ? ?bJQ? ?? -DT! &'hqT>c_/:i_4P..P \?:?28X@-DT! @bJQ?  ? H9n {?ftreemeg attrib  AfQuX face       loop    spline surface   rbblnsur blendsupsur coneŵJ @(X8?tz&!FԊQ)??ei?3? (i<ҿ ,Fʿ[t9?? ?? null_curve nullbs blendsupsur plane?? null_curve nullbs*:0yE> ellipse)EM @̨D@??V B_e$3? null_curve null_curve null_curve null_curve??  ? ?GQ? ?? -DT! &'hqT>c_/:i_4P.. \?0:?8X@-DT! @GQ?  ? 8-DT! N/9n  coedge       ftreemeg attrib  AfQuX face       loop   spline surface   rbblnsur blendsupsur coneK' K @ @kL1}FԊQ)>ei忕3?ܖҿAƓ?M8ȿ? ?? null_curve nullbs blendsupsur plane?? null_curve nullbs*:0yE> ellipsepO @V,V#@??V B_e$3? null_curve null_curve null_curve null_curve??  ? ?OQ? ?? -DT! &'hqT>c_/:i_4P.. \?b:?d8X@-DT! @OQ?  ? DPm" @ !3|@ coedge       coedge  ! " #  $ coedge  ! % &  ' coedge  ( )  *  edge  + ,>? - tangent  pcurve    exppc nubs>? 9n ? 9n  spline  ref ftreemeg attrib  AfQuX face . / 0  1  loop  2  cone surface  C @b^'@??[cҼe;R+ڿ? ?  coedge  3 4 5 6  7 coedge  8  9 : ; coedge   8 < = > coedge  ? @   A  edge  B C,-DT!?  D tangent  pcurve    exppc nubs,-DT!?8-DT!?8-DT! spline  ref  coedge    E F  G coedge  H I  # J  edge  ,@ 9n K{? " L tangent  pcurve    exppc nubsb ue&7@?r u?r&7@ spline  ref  coedge  M N  & O  edge  P{ + 9n ? % Q tangent  pcurve    exppc nubsN uN&7@r ur&7@ spline  ref  coedge  R  S T *  coedge   R H U *  loop  R V  vertex  T W vertex  # Xellipse curve  86/@VTR@?Jrkv{Q18?1??X'Qi?  >?ftreemeg attrib  AfQuX face Y Z [  \  loop  ]  spline surface   rbblnsur blendsupsur conehF/@Q @"KN"XGԊQ)?>ei?3?V*? 6?_N:ȿ? ?? null_curve nullbs blendsupsur plane?? null_curve nullbs*:0yE> ellipseNsF/@O,V#@??|V B_e$3? null_curve null_curve null_curve null_curve??  ? ?(͞7? ?? &_" ݫ! rt I-y'6MNZ=h^i x )"] =8! (͞7?  ? ,DT!? FPm" @ coedge  ^ _ ` a   coedge  b  c d  e coedge   b f g  h coedge  _ ^  6   edge  i j<@n@  k tangent  pcurve    exppc nubs<@n@DPm" @?DPm" @ spline  ref  coedge    R l m coedge  n H  : J  edge  C6-DT! o9n 9 p tangent  pcurve    exppc nubs&7ƙt??&7?ƙt? spline  ref  coedge  q r  = s  edge  tN/9n ? B8-DT!? < u tangent  pcurve    exppc nubs&7ƙt?&7ƙt? spline  ref  coedge  v  w x A  coedge   v n y A  loop  v Z  vertex  x z vertex  : {ellipse curve  PQ@+@?{`>3???{`>3<?  ,-DT!? coedge  | } ! F ~  edge  K P`? ! tangent  pcurve    exppc nubs`??{?{? spline  ref  coedge  9 " ) U J  coedge  " J  loop  "  vertex  ellipse curve  (չ/@,@?V B_e$3? p u r&7@ coedge  % } O  coedge  % O  loop  M  vertex  & ellipse curve  (չ/@,@?@Ix#?^0?PS5p;y@ ▄iXCzo[? r&7 p u? coedge  ) ( 8 l *  coedge  ( T  edge  +uu, twM8= S tangent  edge  owM8=@ ,uu,@ H tangent  face  *   point  Qe/@5~FK@P],? point  86/@VTR@ftreemeg attrib  /AfQuX face  V A   loop  / cone surface  "B1@6aO??|`>3$"VҙGXv6+?;f? ?  coedge  0  coedge  5 2   coedge  2 5   coedge  2 a 0  edge   *@n@ 2 tangent  coedge  4 3 v   coedge  n 3 d J  edge  jDPm" @ !3|@ c tangent  pcurve    exppc nubs޼K ?-DT! @ҩF@?޼K ??-DT! @?ҩF@ spline  ref  coedge  4 g  edge  !3| iDPm" f tangent  pcurve    exppc nubs޼K ?-DT! @ҩF@޼K ?-DT! @ҩF@ spline  ref  vertex  g  vertex  d ellipse curve  1P @b^'@??¼h(ռмTi??  <@n@ edge  o t>? 8 tangent  pcurve    exppc nubs>??N/9n N/9n  spline  ref  coedge  c 9 @ y J  vertex  : ellipse curve  )EM @̨D@?V B_e$3? &7 ƙt? coedge  < s  coedge  < s  loop  <  vertex  ellipse curve  )EM @̨D@?=Ix#?^0?PS5p;y@ ▄iXCzo[? ƙt &7@ coedge  @ ? b A  coedge  ? x  edge  BUU@  ; @ w tangent  edge   ; CUU n tangent  point  3@ @@? point  PQ@+@ coedge  E ~  coedge  E M ~  loop   pcurve    exppc nubs`3,_/.=?3,_/.= spline  rbblnsur blendsupsur conev./@]'?OGԊQ)??ei?3?l+?;ʿ$d9?? ?? null_curve nullbs blendsupsur torusO[2xgVb2 bD@ ?S[@ @? null_curve nullbs+:0yE> intcurve  exactcur nubs3,_/.=, 2`p7?2`p7?%Hi?2`p7?RX,Q?(8?U$x?+!t?؏Ow? ó?Fw?+-?G/?\61? N@el$I@Z`D@H?@6;@%6 @?V @}#ߓXt @ @! {A@skv@L@F8@ gB@/@#X[@?410@?յn0@8XV@{,&?CRΜ0@)I~d@SAW?u0@@KO?I0@ @kFU?g0@64@N> s?_!0@eH7@̰?4f0@A=L@_˳?Up0@ @i?,Tc0@3E@i͔?:!0@Xt@@po?/g0@Y\V@ |? 0@ium@M?oq?wX>aY0@Wٕ@[?V~Rf0@|D@i{bH?6!L0@B@x@*8q??U}0@~bI@Djy.?'1@F@| ? ~K1@6%E`@Ff?(C 1@8@"y?A+1@3 @2p?Ms1@#@:?c]1@}@ {BԢ?^1@'O:@8\? <- 1@wy_@f˵?otY#1@P4@j?OK)1@@lR?lu.1@`5@k%|?Zl01@DH)H=@6j\!?L0@51@Lj@vQ?81@$5@>?܍:1@ '@v?v|=1@ֆBG@k+?^d?1@ޣ@%b8>?Ih@1@87~@'X@H?pbgA1@v@M.wS? `B1@&8@_{Ym?K8U8C1@wғ}h@zW|?4IpC1@P@PЌ?RQY[C1@tJ@@Bse? 9B1@ߣx[@?ք]eA1@z'@.&%?L38?1@i҅@~?{;1@-BL@V-?:1@%|@??3s<51@x@, %wc?in01@m ;@nvV?m8x-1@%>j@Y.{?':^:*1@#f@c?$1@ڹ4@mK?1AN!1@56G @=0?Iʹ9Y1@Y-@P@h?1@5 !q@j.i??5r1@sB@>zNn?^f_r 1@Zi@k0]?1@|U @oe?L0@!rT+ @*B?<?ZI0@]; @Yr?P#E0@WI&Z @2L N?0@aTMx @5?#mmxz0@x @/pWh?GB0@jc @h$?0@/@P @N b?_\0@Z @4J?p050@8?U=t?ͧ0@;΋&@ ͦ? 0@%vڰ:@f?4, 0@FBD@8W=? ?HPM!0@'EO@+b?SA^#0@;Θd@fL?ǮѰ$0@ ,o@c nx?` q%0@K{@,KJ?hQf'0@Z@H_J-M?:(0@s%T@,hS?\Va(0@^@Wf-?~>ȹ)0@~@o*,?+0@]kZ@cwq?"p#,0@p!@O8]?NK.0@Z@u#_pd0?**O00@dfh@ r?uH10@@}?'30@<.@'wƅ?}x40@IKVSM@9?%Z)۶50@6]@ztZ?]J60@ 5l@?F>J80@1v@t$RP?mA90@'@@ ?'p):0@s*K@(𴩈?@;0@]@R?VV=0@Or?@䨇>?A>0@x#/@8 2?=g>0@IC0@@F0ϱ?YC0@"@=vwF?RTC0@3 C@Tݰ q?C0@i@>2TN?3B0@-Pe9@2ҷ?'B0@)#v@BO/?{1;A0@ l$@O?R@0@AO^@ '?Ax?0@Ƅ @Z?Oх=0@'&CF@sA5?$9%=0@d ic@œM}?5p*<0@zK@{@?x2k:0@i@e;$?q:0@Wϒ@QY\@c~[?gsa%0@6W@]?͹ 51#0@1)@"+/!?U,h"0@m] &t1@t?&O!0@ 9@9zV?0@7@Lq?u$C0@@%@_T?pE0@-g{@#?30@N?Z@`? e]0@@*m?!x 0@ZKC@[? null_surface null_surface nullbs nullbs !, 2`p7?nB?2`p7?%Hi?2`p7?]O?RX,Q?(8?U$x?+!t?KH-?؏Ow? ó?Fw?+-?G/?\61?!i? N@el$I@Z`D@H?@6;@%6 @ sQ @?V @}#ߓXt @ @! {A@skv@L@F8@ke,@ ?  intcurve  exactcur nubs#3,_/.=, 2`p7?nB?2`p7?%Hi?2`p7?]O?RX,Q?(8?U$x?+!t?KH-?؏Ow? ó?Fw?+-?G/?\61?!i? N@el$I@Z`D@H?@6;@%6 @ sQ @?V @}#ߓXt @ @! {A@skv@L@F8@ke,@ gB@/@+X[@G0@%V^`@j'P| 0@9e@l4/(_s 0@;Mk@2GM4?0@}v@йJu 0@ykԃ@OXdlY H˥"0@Rv@@UJ_bV'0@ؑ@ŒdH,0@0/͚@Y)i{.0@(z@1qkG}a40@jE~@}[qc:0@dr@Vxu#=?0@w/@i^xO%'+I0@?4@n&SMR0@; v@5qߍ+E?W0@@FeGq[0@sg(0 @e@,4t~ x]b0@,kxb@@ 5aVd0@""@y{ڢ% Mf0@(@=POoj0@L6@ *ЏX ܺn0@*mAD@ y)Vfa q0@(VK@nionsw0@V*b@lg]hX}0@1pdy@t RƁ0@hqxވ@M`>Fć0@E@!-ƺUo0@<@o|)՚7&:0@nm@r Im0@'g C@$D*ݣ0@V?!@F&c0@D'3@Anת0@oFE@yR,pe Ʊ0@=8k@kN. fA0@h@RE ~뫸0@ʾd@G),0@w$Cn@ES𱣿Y7m?0@aL@vR3`Oՙ0@O[@ oC0@\Oa@ziӤ 0@E܄@NZYqo0@v@+Q˥AYZ0@EpG@9-ໜE)0@G(nz@ѫ&LNfO0@ )@gNT➧X0@.X @I9g/Ʒ0@<k@X4w0@H[@$ͬͨW0@td1@B>uD(0@t:p@V<P%g0@)k@K?)WvX0@@9acZ&z1@_CP@ m_1@M#L@O&4%U1@-w q@i m1 1@GIX@O#"恸X 1@bz@1hd]I1@JP=@3BVK k1@:m@< G ag1@@eHiyD1@ =@Pjtkw 1@~fŅ@T³1@(Et@WBݥ+1@ \O@\*V1@4RuU@Ԥ'1@'f@ȫP%KL1@ZC@@Ӣء 1@;@ﮞ-  vc"1@o#@eJi}#1@i̯@\M%#1@A)n@ KƘa"1@Y@@!5W!1@ m@mUnht3)!1@g Y@~*7 @\IZh1t1@㢒!T@Lx*ه?61@_@!%#D1@% $2@%#׿@h*1@~U"@\hsI|޴g1@A |<@lX4zN81@bN@ @x"axZ1@b)@c;\#tX؁1@nϧ>J@-k/5q1@jj[@{2nغ 1@ی@L=2}e˲i 1@Q1@ OziT[~x?}1@u@ܲîRw;;1@‰쌶 @![;3 E+0@{, @x>m?&$G%0@4]$: @U?͋y0@#=X @ 1M4 w0@c-Zt @hq<P4N0@|;| @k#nwY 20@"jv @ɏuUc70@  @eZAIo5;0@gڨ @@qt!{40@%C @^YletD3` 0@m @r w3y/-0@X @c)&}0@IͼD @n/qe0@xy @jggg.C0@ͦ7 @nom0@6*w @eQ0@aX| @ZwFW"0@,1 @,\10@S" @mtQw-0@P\a!@mu0@Qk#!@` 3]0@zk!@mgxRTtλ0@,VW!@!&0@x !@Nҩ} null_surface null_surface nullbs nullbs !, 2`p7?nB?2`p7?%Hi?2`p7?]O?RX,Q?(8?U$x?+!t?KH-?؏Ow? ó?Fw?+-?G/?\61?!i? N@el$I@Z`D@H?@6;@%6 @ sQ @?V @}#ߓXt @ @! {A@skv@L@F8@ke,@ ?  intcurve  ref intcurve  offintcur nubs2`p7?+!t?+-?el$I@%6 @! {A@C_|Y@p@$Y +@Ef3@2N@={{@ZKw@ ߰z @y/!@S"@4{#@ uf$@/@"X[@?uG(0@kZp@?.1@m@b?cF1@C!I@? ?ч2>1@g@T?h\C1@H@3ɔ:?UJ20@+w8wE @nti?%r0@>9 @3?Y΀X0@':f!@vkvY?p;h0@e P!@EyH?9K0@n1d!@;}D?m0@~1s!@:*\?$/@kp >n!@?8Ĺ-?ڌe/@bqM!@ ?/ !/@c ?,!@hU?.@> @?).@49d @}􆱃?C\-@iK,@ku%9?.ˁY-@Qh=@zW? -@ j@q8bd?Sc,@cQ@jn?C,@Px@rO(?Q=,@F_+@??(w2-@B%nw@R?k]c-@Ay@fUO?BF-@|).@Z1@5?Y#.@ѕt,@[@?erY?qOѼ<?  `? coedge  I J  coedge  I  edge  KJP? 䏲m? I tangent  face  J   point  /@X[@ coedge  M O  edge  `p P3,_/. M tangent  coedge  N O  coedge  S N  edge  CP + tangent  face  O   point  $8/@oBQ@;v\_? coedge  S q  loop  S straight curve  I3??$"V?EXv6+;f? ?  coedge  [  coedge  ` ] 0  coedge  ] ` 0  coedge  ] [  edge  9 ,DT!? ] tangent  pcurve    exppc nubs9,DT!?,DT!??,DT!? spline  ref  coedge  c ^ J  edge   j&E@ tangent  coedge  _  edge  i &E @ tangent  pcurve    exppc nubs*@n?FPm" @FPm" @ spline  ref  vertex   vertex  ellipse curve  &f/@b^'@??[cҼTi??  *@n@ edge   ,-DT!? b tangent  pcurve    exppc nubs,-DT!??!3|@!3|@ spline  ref  vertex  d ellipse curve  pO @V,V#@?V B_e$3? ޼K ? ҩF@ coedge  f  coedge  f  loop  f  vertex  ellipse curve  pO @V,V#@?:Ix#?^0?PS5p;y@ ▄iXCzo[? ҩF ޼K  point  1P @&@g*G´? point  1P @b^'@ellipse curve  ;)sL @iW@?Jrk?`Q18м?  >? point  ;)sL @iW@ coedge  r q s  edge  t8L@ CP@ tangent  coedge  w r  edge  CP B'n tangent  face  s   point  mM @@dP@`],? coedge  w  loop  w straight curve  dVk @5* b??z{`>3?? XZ @ Cb)/@straight curve  ُ\k@=+d?z{`>3 Cb)/ XZ  coedge  } |  ~  coedge   |  edge  K3,_/.= `p@  tangent  pcurve    pcurve    coedge     J  coedge      edge  4 !@ c4@  unknown  coedge      loop   vertex  ellipse curve  O[2xgVb2 bD@~Z@J ?g@? =M¿ TXa?ftreemeg attrib  3pX face     plane surface  ??  coedge      edge  L@ CP@  tangent  vertex  intcurve curve   bldcur3,_/.=nB?]O?KH-?!i?`p@n{? spline  ref null_surface nubs3,_/.=`p@3,_/.=i=w`p@ nullbs    coedge      edge  Ba06" `06"?  tangent  coedge     vertex  !straight curve  ([/@(.f?0eIGԊQ)@ei忕3 J'Q /HGzaftreemeg attrib  !3pX face "  # cone surface  v./@]'?OGԊQ)??ei?3?l+?;ʿ$d9?? ??  face $  % ftreemeg attrib  AfQuX face & ' (  ) spline surface   ref  ? 3,_/.= w`p@ coedge  * + [  coedge  , - [  coedge  . / ( 0 edge  1 2,DT!? 3 tangent  coedge  * J  edge  ,DT!? FPm" @ 4 tangent  pcurve    exppc nubs3hJ?HPm" @`ʟ@?کF?=8! ?! spline  ref -DT!@ coedge  5 6 7  edge  FPm" ,DT! 8 tangent  pcurve    exppc nubs3hJ?FPm" @`ʟ@ةF=8! ! spline  ref -DT!@ vertex  9 vertex  :ellipse curve  (C1@fHu#@?|`>3|`>3?? 9 ,DT!?straight curve  C @b^'@[c< ! ֛D@ coedge  ;  coedge  ; 5  loop  < straight curve  C @&@g*G´??[cҼ ֛D !@ edge  ^&@ =CP@ > tangent  point  &f/@&@g*G´? point  &f/@b^'@ellipse curve  L@7#@?{`>3ￒ߼<?  ,-DT!? point  L@7#@ coedge  ? @  edge  p#@ ACP@ B tangent  edge  CCP i,ó\& D tangent  face E  F  point  zL @(#@? coedge  G H I  edge  w! w!? J tangent  vertex   Kstraight curve  0-PJ @v?Ii"FԊQ)?@ei?3? @ }Q@ coedge  L M  vertex  Nstraight curve  V @ ,E8?vz&#FԊQ)@ei忕3 }Q ftreemeg attrib  !3pXcone surface  ŵJ @(X8?tz&!FԊQ)??ei?3? (i<ҿ ,Fʿ[t9?? ??  coedge  / .  ( O edge   6c? P tangent  pcurve    exppc nubs6c??`p@`p@ spline  ref  coedge  Q / R  vertex  Sintcurve curve   bldcur3,_/.=nB?]O?KH-?!i?`p@n{? spline  ref null_surface nubs3,_/.=`p@?3,_/.=?`p@ nullbs   intcurve curve   ref intcurve curve   ref  coedge  T U V J  coedge  W X  Y  edge  xt Zxt? [ unknown  coedge  \ X ]   coedge  ^    loop   _  vertex  ] `straight curve  u+I6@  coedge  a b c  edge  Ћ!'$0@ d G2@  e unknown  point   f@,@ftreemeg attrib  *3pX face f g h  i torus surface  O[2xgVb2 bD@ ?S[@ @?  coedge  , . j   coedge  k l m   loop   '  vertex  m nstraight curve  ѳB0@l7E'?OGԊQ)?@ei?3? /HGza@ J'Q@ point  PC0@(@[br? coedge   o p   coedge   q r   loop   s ellipse curve  pb /@dF@o׶F@GԊQ)??ei?3?+?;ʿ$d9??  coedge  q t  u  edge  *7gVf Cfvf@ v tangent  point  [/@4WضF@-E8F@ftreemeg attrib  O{5MUplane surface  `U!| @}d @Pz{`>3?LԊQ)?ei志3 ftreemeg attrib  O{5MUplane surface   ( @,q@}w?&Z܌1d'Qi?LԊQ)?ei志3 ftreemeg attrib   AfQuX face w x   y  loop  spline surface   rbblnsur blendsupsur planecQ B0@&3e?dY?|`>30=LԊQ)??ei?3? null_curve nullbs blendsupsur torusO[2xgVb2 bD@ ?S[@ @? null_curve nullbs+:0yE> intcurve  exactcur nubs]C3?]C3@EPC1@dǻ@r?G"]TC1@t@?d4XC1@z\ʛg@۝Z!?Q\C1@6A@V瞯W?zeC1@?X@ı?RMmC1@#T @H?B=hqC1@g]C!@>?h FuC1@!@?ryC1@m"@? null_surface null_surface nullbs nullbs ]C3? ?  intcurve  exactcur nubsTtH?:D?]C3?Qn?kC3@iPC0@@r?XQC0@ @Kh*??U[RC0@+#@{`ح?RSC0@m[@'_?.uVC0@%؞@j-?71YC0@/?~@~\"?ZC0@wt4@\!l9?Am]C0@.Vz@R0<`?o`C0@c@i?$wZbC0@*e@?] eC0@'M@7V?ڢgC0@/GB @jht?pOiC0@.Ae @3E? -mC0@^ @yE4?*IqC0@\ˎ&@!@|aA?QtC0@&Z!!@?E vC0@mB!@`?eyC0@.'"@b? null_surface null_surface nullbs nullbs TtH?:D?]C3?Qn? ?  intcurve  exactcur nubsTtH?:D?]C3?Qn?kC3@Nlh7!1@\l8@A|l"1@-]@W^'gfW#1@K@G'+#1@=e>@˝p<&1@@Ht|z(1@ت@eHV)1@nm@dyO`Ne,1@`ψ@D{'/1@0[ƶ5@Se>pMB01@ _}@'ׅ܆?21@Q @m6瀿%*41@zHB#K @1@E!@08'6A1@* N!@E/U4KryC1@m"@ null_surface null_surface nullbs nullbs TtH?:D?]C3?Qn? ?  intcurve  ref intcurve  offintcur nubs]C3@HPC1@dǻ@r?a=^C1@_I@Ϝ\}? kC1@J6k @?ryC1@m"@?@@ torusO[2xgVb2 bD@ ?S[@ @? planecQ B0@&3e?dY?|`>30=LԊQ)??ei?3? nullbs nullbs  ?? ??  ? ?LKTt? ??TtH?:D?Qn?kC3@LKTt?  coedge  z + J  edge  2W @ ̗Ir"@ * { tangent  coedge  k  -   edge  ˗Ir" 1W , | tangent  coedge   j ( } coedge   R ( ~ pcurve    exppc nubs,DT!?kC3@kC3@ spline  ref  vertex  -  vertex  + ellipse curve  ryC1@m"@?|`>3}`>3?@?  ,DT!?ellipse curve  NsF/@O,V#@?|V B_e$3? 3hJ? `ʟ@ coedge   7  coedge   k  7  loop  x ellipse curve  NsF/@N,V#@?^Ix#?^0?PS5p;y@ ▄iXCzo[? `ʟ 3hJҿ point  )⟉C0@'Y#@? point  (C1@fHu#@ coedge     face     vertex   straight curve  hF/@ a @ҏkGԊQ)??ei?3? ^N@ QK+Q@ coedge    @   edge  CN,! AN,!?  tangent  vertex  @ straight curve  DN @EaYF @mL1}"FԊQ)??ei?3? a~v@ &Q@ vertex  straight curve  K' K @ފd @ FԊQ)?ei忖3 &Q a~vftreemeg attrib  !3pXcone surface  K' K @ @kL1}FԊQ)>ei忕3?ܖҿAƓ?M8ȿ? ??  coedge  H t  I  coedge  G   I  loop  H  ellipse curve  \e @:rIF@xbӧF@!FԊQ)??ei?3?(i<ҿ,Fʿt9??  point  x^d @rz4D @L_` '@9a@xu0@x@y+@S@,4H @^l!@JȹD#@d[$@N%@j &@C5=(@$;9)@e*@-%[ ,@V5t-@~0.@Ћ!'$0@ߊ5,0@7I11@*D2̱F2@N22@@}­3@bR^4@MP5@5@H~"*;2@@M? +1* 2@ZQ?? C#2@+t$A?km!wEV2@ L?)v|ܛӸ11@[2)"?Ws?x1@3>Y?xY.菹1@q[?*}e7C1@ndy?mE4z3Z1@bc\?Fт 37L 1@d[:?eAcm0@>?ż (Ny0@zhh?' &M\B0@?Ε? 7/@X*4?" ; Z0/@\ "j?zIs0.@?n0Sͭ-@@M? p.W,@@M? 䕶j9,@kvУ?MNwg6+@Mk?X9#KP*@Oʶ7?ĖlE?ʼ)@H)?Sj? |\)@'e=%@ ?z] \Z-%@D0?ƦAO An0%@֒Jr??|oOtMQ%@EtlAW?N0ʂ{n%@.mL?ЕT O%@d*T?`բ;q%@ =? ŴVvfK1l&@N:?dRf#7rn&@>a+?,[KB Q'@r#|P;?cVwg:!p'@#p*S?h 0 }(@t?YA޿hv#(@T?)l׿X1)@ӭw?Vb:ȿA*@V|mi?y4\=qD+@to?jk߿r)+@em`ŦC,@wb-p~un>-@,Fp?:[uĴWY7B.@}H?rA۽Yr.@ ? ,ȿFSQAB@91@UD?혖z*6+ﷆ1@Ⱥ ?cGJXxg.1@:y?jf?6nXh1@?r>f1@ g?4dI{e2@R=?fqym2@핝?bXZK H~"*;2@@M? ,U9? torusO[2xgVb2 bD@ ?S[@ @? planeu+I&@3ڠ`2ޓPￅs ~:ƿs ~:? nullbs nullbs   ftreemeg attrib  (3pX face       loop    spline surface   rbblnsur blendsupsur coneO[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? ?S\@ null_curve nullbs blendsupsur planem pA0@?Ti null_curve nullbs*:0yE> ellipseO[2xgVd2 bD@Y#y>@?Ti$SC\\kc_Ti? -| Q&݁ null_curve null_curve null_curve null_curve  ? T?+G d?H0?m7? ?? T?+G&#m2la4\G-\ 8W֤^ޗ),H*i30=LԊQ)??ei?3?  coedge   * Q  J straight curve  "B1@6aO?|`>3?? p?h1@ ߒ70@straight curve  "B0@mR??|`>3 ߒ70 p?h1 pcurve    pcurve    point  eyC0@.'"@? point  ryC1@m"@ coedge  6 5   7  edge  CP G-F# k  tangent  coedge    ;    edge  =,? Cޭ>3)@ ;  tangent ftreemeg attrib  <O{5MUplane surface  C0@4ma @hzei?3??ܖҿAƓ?N8ȿ?  point  M 2 @F{gɺG@;[(\E@ point  :f @?zG@wy:E@ edge   ,DT!? t  tangent  coedge   L H    edge  7U N,DT!?   tangent  face  s I    coedge  L      loop    straight curve  nVy3 @ G@ FPk\:E@r,' ▄i? y˿ ڦ4$ @ coedge  Q     edge  aA) 2X:Р z tangent intcurve curve   bldcurTtH?:D?Qn?kC3@LKTt? spline  ref null_surface nubskC3@??kC3@ nullbs    coedge  T z   J  coedge    T    edge  ZP 6W? T  unknown  coedge   U     coedge  U  W    loop     vertex   straight curve  ?  coedge  X W   Y  edge  Zմ) = @   tangent  face  _ Y    point  ? coedge    \    edge  NE}&  ܼrT@ \  tangent  vertex  ] straight curve  [@`+2?0Yt5ſ5ſ l ? EI0  #6@ coedge   b ^    edge  d Ŗ\J? D"? ^  tangent ftreemeg attrib  _3pX face   u   plane surface  u+I&@3ڠ`2ޓPￅs ~:ƿs ~:?  coedge   a    coedge    a    edge  7B] B噂8%?   tangent  coedge  b      loop  b   pcurve    vertex  c intcurve curve   surfintcur nubsJ )^ GhL~?7Iq0@}l?>,TӒ0@=?NGby:"1@1oW?Gj~ ̗1@%+?S2`1@F ?I[ވMPC2@-ZG?*qjA͂m2@* ^?dXA2@ 3?s *╗2@+#?ῃ  ellipseO[2xgVY2 bD@M3kޓPￅs ~:ƿ$ SC\ Q2 @s ~:? B[ r+V null_curve null_curve null_curve null_curve  ? B[ r+V?/4p? ?? B[ T\!OOЫ 6!\ۉrrEJS)pr+V/4p?  ? $;OPG ~ nullbs nubsJ )^ GhL~?? Ŗ\Ja!Sr?Ԝ ˄2ڌ?[~-#6x?H~|6['s?n߾ڊ> b_?]y`o5?pWbƎg?Fqґ[ѡ?eTu9 ?dҖL?G6Uٮ?^ ἗j1    point  7Iq0@}l?к>,ftreemeg attrib  g3pX face       loop   g cone surface  O[2xgVb2 bD@&*` I|<?nMX@ݵL  c=? S\@  coedge      h intcurve curve   bldcurTtH?:D?Qn?kC3@LKTt? spline  ref null_surface nubskC3@kC3@ nullbs    coedge   l     loop     vertex   straight curve  iRLF0@j*dS'SG@ʊE@ m,?'? ▄i DjM `a4? coedge  o      vertex   ellipse curve  pb /@dF@o׶F@ m,?'? ▄ixڙ?6!?e) F?? ?U"; &-DT!? coedge  t q   u ellipse curve  rb /@dF@o׶F@$o5?DQaL c FӿR6!??  8-DT!?ftreemeg attrib  s"3pX face     sphere surface  pb /@dF@o׶F@?o6#1?Hw,}+AH?GԊQ)?ei忔3 ftreemeg attrib  x!3pXcone surface  hF/@Q @"KN"XGԊQ)?>ei?3?V*? 6?_N:ȿ? ?? intcurve curve   ref) intcurve curve   ref&  coedge       straight curve  . C0@T @KN"XGԊQ)?ei忖3 QK+Q ^N coedge        coedge        loop    straight curve  9:bF0@:]3G@w\R=:E@j~:;!?#( ##?  cy dE*@ellipse curve  6/@zF`G@a\E@GԊQ)?>ei?3?@*?6?_N:ȿ?  edge  pW* A,DT!?   tangent  edge  C -DT!?   tangent  face       vertex   !ellipse curve  \e @8rIF@wbӧF@$o?5DQa?uڙ?6!?e) F??  ,DT!? coedge    " #  ellipse curve  \e @9rIF@xbӧF@o,?'? ▄i/ٿ?=? 7U ,DT!?ftreemeg attrib  "3pXsphere surface  \e @9rIF@xbӧF@? g࿓2$G?!FԊQ)?ei忔3  face $    %  coedge  &    '  edge  (z廒0@ #'R@  ) unknown  vertex   * coedge   +   '  edge  =շ? (f'3@  , unknown  coedge  -  + .   coedge   -     loop  - /  vertex   0ellipse curve  /?@I!+@ԊY2:5O@v=?  coedge    1 2   edge  3%E# \!1R@  4 tangent  face 5 6   7  point  D\d+@ coedge  8 9   :  edge  xt xt?  ; tangent  vertex  2 <straight curve  `+2?[@0Yt5?5? l  #6 EI0@ftreemeg attrib  (3pXcone surface  [@[@43ѿ5?5?l QivSivQc_޿? ??  coedge  =  9 >   coedge   = ? @   loop     vertex   Astraight curve  u+I@uR?[б XpiP9 f8*+ 14@ point  ~{ @uR?[б  coedge    B C  D pcurve    exppc nubsB[r+V?B[?r+V spline  ref( ellipse curve  O[2xgVw)]EC@S@ѫkޓP9?s ~:?$ SC\ Q2 @s ~:? r+V? B[?ftreemeg attrib  "3pXcone surface  r#@GkF@FdUF@$o5?DQaICw;oZV?? ??  edge  /x i (  E unknown  coedge  F      coedge   F  G   vertex  G Hellipse curve  O[2xgVb2 bD@ ?i՚}[@4@? TXaſ =M? edge  ID" j1  J tangent  pcurve    exppc nubsB[r+VB[r+V spline  ref(  point  1?s;7ο  coedge        loop   U  coedge    W Z   edge  R =-DT!?  [ tangent  face \    ]  vertex  # ^ellipse curve  :f @,2źG@:[(\E@o,' ▄i?wڙ?6!?e) F?? pW* ,DT!?ellipse curve  |:f @-2źG@:[(\E@d~?:;! ( ##=ZR&F?C6!ѿ?  -DT!?ftreemeg attrib  "3pXsphere surface  :f @,2źG@:[(\E@?0X[?q0G޿FԊQ)>ei忕3  point  JHe @ qG@B_)>@벽~I@#'R@Z0@58@vޱW@۝S!@&#@*k$@8pMr&@x(@mOWG*@,@Ig>.@hm/@eR0@p]n"1@ޤ)g1@4o_X2@J5@u.@w=?5@t"/@Q6.! x5@Cu_/@X2W~@v<4@ /@ec8{3ٿY94@C:+/@.ǻv%*ӿ gC24@W0@lTlÿ@j3@%`+0@}4< ͒3@=0@,,i˶ޑh-s[3@j pA0@rka52@j pA0@Qz2@oz=0@EWS%M2@,0@&Z2G2@N@u 0@a^>Sh¿yE1@<"0@5i'ѿS m1@/@HBdؿÍ0@ f/@B!A4@Qr0R'&@i^{5@k)m|&@Ee)g\uO55@dԼB'@" 5@8< <(@r.M5@no(@X 5d5@S)@XЇ6̙5@!xT9)@ `去k6@v35*@ L8{>? torusO[2xgVb2 bD@ ?S[@ @? planem pA0@?Ti nullbs nullbs    point  (f'3@m pA0@ coedge   `  . ' straight curve  m pA0@?  coedge    c d   edge  .P e%E#@ + f tangent  face g    h  point  =շ?m pA0@ coedge  i j  2 k  edge  oǿ 3y@  l tangent  vertex   mstraight curve  @-?3&@Iz|Xxhᯥ;?w=? hD61 2@p$@ftreemeg attrib  3pX face n  o  p plane surface  ￁ަos ~:ƿs ~:ƿ?  coedge  9  j q :  coedge   8  > :  loop  9 r ellipse curve  ~{ @~{ @5?5?l PivPivpc_޿?  point  uR?~{ @[б  coedge    s t   edge   uDJW?  v tangent  coedge  w B  @ x  edge  y pDJW?  z tangent  point  -AQ1@uR?[б  coedge  ? w  C x  edge  I x}?  { tangent  pcurve    exppc nubsxy}?D"?D" spline  ref(  ? $;OPG ~intcurve curve   surfintcur nubs/x iJ#0Ow'Ͽk 5+XiP ܿ#@$ ,&5@؄n#@)7 Px(5@ޣ k#@N`lo p^5@a4e%@#JAZb5@a"&@l\iT\w5@RJ6*@촾.Wg5@ hUg+@/Eh>_t\5@F_x-@n2Hv[YZ^95@x88.@KQ8"4@lxna(/@C+o^zo%84@}/@aE ݿ4@5њ/@ PrӿJ-p4@ʀ0@,J.Ͽ'N4@2_v0@/iɿ_\? torusO[2xgVb2 bD@ ?S[@ @? spline  ref%  ? 5$%&d ˙e nullbs nubs/x iJ#0Ow'Ͽk 5+XiP ܿNww^A_h?4mr"Gx?'&~?4'?Mv+?ml+d?NcB܆?.CNW?Ě=",A1?h0e_5e?/8;1a ?D9?z5lmKD/? PM躉?L 9l!TC`?:CW}Yy~?Hq[#@  vertex   ellipse curve  O[2xgVZ2 bD@L3k<{Z4x/ƿ( S\ Q2 @/? B[ r+Vftreemeg attrib  )3pX face      cone surface  u+I@~{ @XpiP9!muG@o E@ m,' ▄i? `a4 DjM?straight curve  ).}#@/HG@o3) R,ٿ W  tangent ellipse curve  6/@zF`G@b\E@d~:;!? ( ##?xڙ?6!?e) F??  -DT!?ftreemeg attrib  "3pXcone surface  9:bF0@G@h \E@d~?:;! ( ##Q%e[" ?0R?@&o?? ??  point  ~n@f @ [G@hȂE@straight curve  WXnf @T|Q5H@טh`E@s,?'? ▄i ڦ4$ y? coedge  + &   '  face  / '    point  (N4@2_v0@/iɿ coedge    - d   edge  32WD e4WD? -  tangent  vertex  d straight curve  7}˸@6)@|@iWxh?ᯥ;w= 2@p$ hD61@ftreemeg attrib  /(3pXcone surface  7}˸@3&@:R6Wxhᯥ;?w=?JW ?1~M ? ??  coedge   1   k  coedge  1  8 q k  loop  j  straight curve  uR?{BK @[б Kl 1p? 3D M@ point  uR?wr@[б ftreemeg attrib  63pX loop  s 6 plane surface  {BK@#  edge  u DJW? j  tangent  face  a :    coedge    = t o  edge  uܼrT yNE}&@ s  tangent  vertex  t ellipse curve  ~{ @~{ @?XpiP`s ~:ֿ?  DJW? coedge  B ?   x  loop  w   vertex  t ellipse curve  -AQ1@~{ @XpiP9?  pDJW?ellipse curve  -AQ1@~{ @tOǨB?k|/?l}~t⦟.?oSsC>zơ<?  xy}? coedge    F }   edge  ~jU-۔ I>Em;|? F  tangent  vertex   ellipse curve  O[2xgVc2 bD@Z#y>@w?>DU<@h6ŗ?p(S\\kc_p? T?+G d?H0 point  p;;2@;7@ ftreemeg attrib  L)3pX face       loop   L torus surface  O[2xgVb2 bD@ SC\@@  coedge    N    edge  2 ~ N  tangent  pcurve    exppc nubs2?ܔD_&?ܔD_& spline  ref%  ? 5$%&d ˙e vertex  P ellipse curve  O[2xgVi@ޠ>E@]{"=@Ti?$SC\\kc_Ti? d?H0? T?+G? point  /@G@,NP6E@ftreemeg attrib  U"3pXsphere surface  6/@zF`G@a\E@?t%@?cC]?E-H޿GԊQ)>ei忕3 straight curve  L`gF0@lG@2RMLE@j~?:;!#( ## dE*  cy? coedge    `    edge  e~{ @ peD1@ `  tangent ftreemeg attrib  a3pXplane surface  m pA0@?Ti  coedge   c     coedge  c  i    loop    ellipse curve  ~{ @wr@Wxh?ᯥ;w=JW ?4~M ?  point  ~{ @umd@ʑ0" coedge  j i   k  edge  3 DJW? i  tangent  face   k   ellipse curve  ~{ @~{ @Kl 1p??  DJW?ftreemeg attrib  r)3pXsphere surface  ~{ @~{ @@QivQivrc_ο5ſ5ſl ?  coedge   s   o  coedge  s    o straight curve  u+I@~{ @#?XpiP 14 f8*+@ point  ~{ @~{ @# coedge   | w    edge  I\9 y,DT!?   tangent  face   x    point  -AQ1@~{ @# coedge  |     ellipse curve  O[2xgVb2 bD@ :Ռ1[@JDB?   NaF? point  L%3@d`h@ ftreemeg attrib  )3pX face       loop    cone surface  wr@?R+?d;? ?@  coedge        coedge        loop    ellipse curve  `eD1@wr@XWʿ9FҞO1Y?[u?][㿸VG<? 2  point  peD1@umd@ʑ0" coedge        coedge       straight curve  umd@ʑ0"?  tyٿ E_T۶5@ edge   e?   tangent  face  r     edge  y uo?   tangent  vertex   ellipse curve  ~{ @wr@Kl 1p< s ~:ֿ?  DJW?ftreemeg attrib  )3pXcone surface  ~{ @{BK @Kl 1p?!