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W  X coedge   V  6  Y edge  <T^Ie%׿ A  Z unknown  pcurve   Z coedge    [ \ ] edge ^ <lVN-? _!3|"@  ` tangent  pcurve   ` coedge  a C  9 / b edge  ;!1^? c!3|"@ 8 d tangent  pcurve    exppc nubs!3|"vDJW!3|"@vDJW spline  ref  vertex  9 e vertex  6 fintcurve curve   surfintcur nubsL4߿ /ӿ?LſTqzֶm`x礿fffff6B@1>e8&zQ@B5՟ fffff6B@ yQ@ӵsZ gfff6B@WjxQ@@ˤ\Jgfff6B@uQ@Gņihffff6B@_/1LtQ@V]Shffff6B@,nqQ@"fffff6B@IQpQ@!\H7fffff6B@׍OnQ@;Qfffff6B@I?mQ@KDDZfffff6B@NkQ@cfffff6B@̀kQ@efffff6B@bW$jQ@riee8M}> planefffff6B@H ŞQ@TO|!$5ӭ= spline  ref nullbs nubsL4߿ /ӿ?LſTqzֶm`x礿vDJW!1^?]g"6<@軼?dq-]5TOT?w6!*{?"`àw*?cP2ts?+pk.Nk?qn>߿U?`rmڿL!?%Gտ?5?htѿ0?CkY̿cp*?HXQ pĿ'~ u%?*B,cMK+?Rӫl.?rVN-?    coedge  g ! ' N  h coedge  ! g 1 W  i pcurve   B vertex  W jintcurve curve   surfintcur nubsk=rAbۼ5W ٿfffff6B@E+ SQ@<oOfffff6B@sQQ@JNMeffff6B@ OQ@ҭYIeffff6B@uܻLQ@F ]7:nffff6B@~.KQ@:l|/nffff6B@RSFQ@i}hff6B@O)WCQ@(<hff6B@iW9Q@8]A;Ffffff6B@+4Q@ fffff6B@)`1Q@ HZ +be@> planefffff6B@H ŞQ@TO|!$5ӭ= spline  ref nullbs nubsk=rAbۼ5W ٿbWx ?.RA ?J?fݯ??Yf"?;``?+u?šv? E?7s{?%z"?w'5?I-?rDҚ?_?1]?XV"?ĉg?*ֱ4?v̱J?uI?-)?T-DT!?Lmqg?    coedge  8 k # D / l edge  H7{ ; C m unknown  coedge  n $ k o G  coedge  $ n & K G  loop  $ p  vertex  % qstraight curve  fffff6B@LגrQ@?  coedge  M & r s ( t edge  +~:n? uS=? & v unknown  pcurve    exppc nubsS=?S=? spline  ref  coedge  ' J w x ( y edge z *Lmqg? {!3|"@ > | tangent  pcurve    exppc nubs!3|"!3|"@ spline  ref  face } ~ (    point  fffff6B@)`1Q@HZ  point  fffff6B@Q@ftreemeg attrib  .% K` loop  . spline surface   sweepsur straightB@̌N@? helix&bI^;@3ҬKQ@<=?5ӭ Q"@O贁N @ ?  !3|"@  [s{ [RVB@3ҬKQ@<? [s{< [s{!3|"@RROTATE(DOMAIN(SIMPLE_RAIL(VEC(0,0,1),DCUR(EDGE1,1),0),0,9.424777960769379),TRANS2)EDGE helix?Q"@O贁N @ ?  !3|"@ !3|"@TRANS?5ӭ==?5ӭ&bI^;@3ҬKQ@<? -0 VEC(1,1,1) nubs!L@Gz!@!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@B@43333P@B@ĭ t(Q@B@贁VQ@B@\(Q@00B@uì]P@KR,9jeB@)Q@*S+{B@Q.VQ@*RSzYpB@P3,oSQ@BuT6SA@M{ǴP@^7mpCeUA@Z)Q@Σ}W'A@HWQ@eMBYA@^Q@ vZ/fA@FP@6Uާ/iA@,*Q@ԱLg.lA@jUXQ@.oA@gQ@Oߖ uGr@@rHQ@=ί:@@@<--Q@|[).mʉ@@ D[Q@w"vJ@@p,݈Q@_@>@nNQ@&4i r!>@\2Q@w-#h z>@]l`Q@jmNf ~ʤ>@^{Q@yd nm,<@¦z8 Q@|L!7<@S:Q@ 8!hOB<@K?hQ@{I!4& M<@LyÕQ@N? "?_܊9@yŽQ@g._! 6*r9@M~|yEQ@n>ѡ!j|n9@LT;rQ@B!8Ծ9@BhQ@:#l!8x%7@S,%Q@u/,yH>7@ښe SQ@t]`A.$7@mwQ@ːdUf-7@lQ@ I B4@v+5Q@1+֌ї4@•.7&cQ@its(%?5@\[Q@gUk' 5@:=ƀQ@jD0$Uh3@½GQ@Pg!Nqm3@kIuQ@h{})r3@^LQ@SX:Փw3@>`7Q@U3薣(cs2@01wo[Q@ЗB'j(6f2@!LjQ@uf{zj2@HQ@`cPnĐ2@wQ@]_!LK n2@04#{oQ@ų?"?m2@ܠNҜQ@,M֕?Epl2@$>*Q@|g8?vk2@d́Q@17?U+W3@?X8Q@Nܒv @B]63@ĒQ@UI @t3@0q0Q@ C;Ij @b 3@G R@ @ Z-x4@ǫaGՕQ@@<~Tq4@Rv|5Q@Y@,|j4@,CQ@ A"E5@mc4@vnR@,XKz@~uKp6@e>Q@t2G@ #g6@@2Q@He@ )^6@΀pkR@;@@r0U6@.m.R@ZC[@~8@)Q@.!@#i8@,gQ@&Dv @j8@eR@! @08@uFN=R@ƒ1y @U Oq;@I׈Q@M4u!@x@f;@81oQ@ck?!@`_[;@OR@x s!@ ~P;@tIR@P?5!@ZU= >@Q;Q@P1s] @ +l>@5'>Q@a @+=@\R$R@:re @8q1A=@&QR@ i @hfV 6@@D.Q@;J@o1@@f:Q@7@D.A@ԃQ@ x)@T*A@E\R@#{@إ2?k'A@-R@l @ #A@5m[R@@ReA@A^9}Q@Ckx @ ɪTA@!R@S{ @hDA@l/R@ij @l@,[3A@<3k]R@Et @/y(B@ 'Q@0b?,(B@R@`|?H#̨'B@'w0R@AR?(@'B@־ ^R@Ͽ[?? ZB@6R :Q@Đ~F5gB@zRH7R@!kJUG uB@@W0R@ f+HۢB@:Zf^R@zsIØA@zAQ@p ҎA@zv1R@O0CA@1R@SaU;A@\@w_R@I!7} @@tQ@_o$/ޅ@@&R@&;T=V@@\ک&4R@ͯC'G'@@lyο*,2@TnR@e YԿ*,2@!iuR@eVٿMbP?  coedge  2 1   edge  AbWx ? !3|"@ 1 tangent  pcurve    pcurve    exppc nubs!3|"!3|"@ spline  ref intcurve curve   surfintcur nubsT^Ie%׿@+$ǿfffff6B@bW$jQ@riefffff6B@?YEJfQ@wabff6B@/fqbQ@\z]bff6B@ ZQ@qVfffff6B@[`VQ@4$a Sfffff6B@E+ SQ@<oOZآ 3> planefffff6B@H ŞQ@TO|!$5ӭ= spline  ref nullbs nubsT^Ie%׿@+$ǿrVN-?Xj>Ү?oP{'?nt;?ث!???py`D??3?? C?g?bWx ?    coedge  5 \  edge  _zy p< cDJW? 5 unknown  pcurve    exppc nubszy p<DJW?ܼ!3|"@vDJW!3|"@ spline  ref integer_attrib name_attribgen attrib  6 make_tangent vertex  6 intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref null_surface nubs!3|"@!3|"@ nullbs    coedge  8 /  pcurve   d vertex  9 intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref null_surface nubs!3|"@[/?[/?!3|"@ nullbs    point  fffff6B@1>e8&zQ@B5՟  point  fffff6B@bW$jQ@rie coedge  ? >   pcurve   | pcurve    exppc nubs!3|"!3|"@ spline  ref  point  fffff6B@E+ SQ@3oO coedge  C E o /  pcurve   mintcurve curve   surfintcur nubs7{ 峘p wLnc N  qQFX aQ fffff6B@a+Q@fffff6B@hEvQ@#yʂeffff6B@Q@,5|ʒeffff6B@BQ@u U>Ģfffff6B@}cQ@o`pfffff6B@wxYQ@|Owgffff6B@xQ@ߴgffff6B@]#nQ@q%ULeffff6B@&O Q@E:p^(effff6B@icQ@0+g,_ʿfffff6B@_Q@Dzпfffff6B@ *oQ@6K ֿfffff6B@C?߁Q@aٿfffff6B@A[qQ@Vafffff6B@ $x~Q@ݎ4fffff6B@1>e8&zQ@B5՟  > planefffff6B@H ŞQ@TO|!$5ӭ= spline  ref nullbs nubs7{ 峘p wLnc N  qQFX aQ j((?$ ? c/P?4?&4H3`?Ӓ?sƝh?_?ec p?¾?^Wt? tG?iEx?Ry?~?ІP?g?Zҍ?# i?Z.A?-dՉ? ?'v5B?kI?PU8TW?h"?ڂ}$@?~!E?(F~(?1 ;w?lc ?\}I?:{4h?Gs?yu^?#Ϛ? !=!ɨ?v ez?\:C$?b7?WE,IK?[/?!1^?    coedge  F E G  edge  < H((? k unknown  face  G   point  fffff6B@a+Q@ coedge  J s T  edge  u !3|"@ J unknown  pcurve    vertex  straight curve  jB@"1Q@;f;f  coedge  M x  edge  !S= { M unknown  pcurve    exppc nubs!S=S=?!3|"@!3|"@ spline  ref integer_attrib name_attribgen attrib  N make_tangent vertex  N intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref null_surface nubs!3|"@T-DT!?T-DT!?!3|"@ nullbs   ftreemeg attrib  P% K` face  p  spline surface   ref  coedge  r T  coedge  [ V  edge  g׿ _ V unknown  pcurve    exppc nubsg׿g?!3|"@!3|"@ spline  ref integer_attrib name_attribgen attrib  W make_tangent vertex  W intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref null_surface nubs!3|"@g?g?!3|"@ nullbs    coedge  [ a  loop  [ ~ ellipse curve  br N1@YR@?!ֿ3 }m<{͞>ƽn0ygпϑKbX7 }m?  point  br Nq1@YR@?!ֿ coedge  k a /  edge  c[/  a unknown  pcurve    exppc nubs[/[/?!3|"@<!3|"@ spline  ref  point  l@1@C 9R@pB:ؿ coedge  w g  edge  {,DT! Ag[x< g unknown  pcurve    exppc nubs,DT!Ag[x<-DT!?!3|"@!3|"@ spline  ref  pcurve    exppc nubs<[/?<[/? spline  ref  coedge  r n T  edge  uL@ Gz!@ unknown  vertex  o straight curve  B@\(Q@?s ~:ƿ ftreemeg attrib  p% K`plane surface  lNOB@0`FQ@??  pcurve    exppc nubs!3|"L@!3|"@L@ spline  ref   vertex  s intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref null_surface nubs!3|"@S=?S=?!3|"@ nullbs    point  B@43333P@ coedge  w straight curve  vJ1@rAxR@ >'п;ff{Ny?{  point  vJ1@rAxR@ >'пftreemeg attrib  ~% K`plane surface  ԘϘ2@NeR@xҿ3 }m<{͞>ƽn0ygϑKbx7 }m  coedge  T  edge  Gz! L unknown  pcurve    exppc nubsGz!LGz!@!3|"@L@!3|"@ spline  ref  straight curve  br Nq1@YR@?!ֿ БKbxƽ  point  br Nq1@ ݡR@N^Կ edge   !3|"@ unknown  pcurve    exppc nubs!3|"<!3|"@< spline  ref  vertex  straight curve  *,2@!iuR@0eVٿ?Ԯ|?*x[ ellipse curve  br N12@ ݡR@N^Կ3 }m<{͞>ƽn0yg[Irxҳ?  pcurve    exppc nubsL@Gz!@L@Gz!@ spline  ref  straight curve  B@̌N@?  point  B@\(Q@ point  *,2@PBR@M tÿ pcurve   straight curve  *,2@tBP@xU5? БKbxv0ygᅢ͞>ƽ? intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref  null_surface nubs!3|"@Gz!@Gz!@!3|"@ nullbs    point  *,2@!iuR@0eVٿ End-of-ACIS-dataB$X5ӭ==←5ӭ?B!U;@2D.@9R@?ACIS BinaryFileMegaCAD 2013 3D ACIS 22.0.2 NTTue Jun 04 18:06:21 2013?ư>|= body    lump    shell     face      ftreemeg attrib  % K` face    loop   spline surface   sweepsur ellipse(\…B@<רjQ@?? helix&bI^;@3ҬKQ@<=?5ӭ Q"@O贁N @ ?  !3|"@  [s{ [RVB@3ҬKQ@<? 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[s{< [s{!3|"@RROTATE(DOMAIN(SIMPLE_RAIL(VEC(0,0,1),DCUR(EDGE1,1),0),0,9.424777960769379),TRANS2)EDGE helix?Q"@O贁N @ ?  !3|"@ !3|"@TRANS?5ӭ==?5ӭ&bI^;@3ҬKQ@<? -0 VEC(1,1,1) nubs!g?!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@(\¥B@<רjQ@(\¥B@2bbQ@(\¥B@B[Q@(\¥B@^SQ@@gB@EgojQ@V8:i;;$B@C bQ@I_(i;e.͙B@5 [Q@i;إB@,t['VSQ@/i;=QЁB@fiQ@@17mOB@HbQ@;!Bm8IB@!KZQ@omB@ RQ@2Eۛl& A@ {:jQ@`S 6ko?A@LbQ@`ÝYLndnA@uZQ@h?.}-miDcA@,M$SQ@0l*@@^ DlQ@^=3@@l2wdQ@03:ǁ`@@\Q@DC8Sk@@K2UQ@ֶ 52 д??@apQ@/Xů"@-W>?@&!iQ@7#i"WC 2@2~Q@r @32@ƠQ@b @ +2@2Q@E @P.2@L5݌Q@gB @{Oᢐ3@:q/R@"@Iwʑ3@N_0hQ@Jv@V3@~1_Q@djd@yӤ3@2TV:Q@ZU@,@UͿ5@vR@K^ @(l8@- R@a9s"@Vn8@RNvR@k"@X>p8@~V;R@.-"@V;@3R@p#@1[X;@4t+R@νb#@DZ;@3C-Q$R@ܙT#@vk\;@VR@egF#@VY~C>@ZL@c4R@hQ`J"@>.G>@{gD,R@MHE"@1H>@B%R@>*X"@RJx@@AR@F_[ @uW y@@$&:R@@y] @lSy@@F80v2R@v _ @\>hz@@q*R@ϔ` @$'RA@pDR@Dc@@{A@5EIP=R@ylG?dIJ߱B@<5R@4ֵF?GdB@x-R@[PF?4B@f$C;DR@9DURl\B@S?A@]9 6R@,"tY\#Y?A@|6Y.R@Z4WZ@@Lt~IR@f :"(<:B@@>_AR@8"z Ut@@GU9R@sQ6">mN@@f$2R@&5"v\=@YOR@L2o@$p٭Z=@ GR@=$%X=@/Yr.@R@$QK:$CW=@n׀8R@@&7$׿hh:@F:0YR@x$fg:@PtޜQR@i$M7pG?e:@\eIR@nI$Zoc:@\a-BR@(·$b i7@fR@ m-#Mm7@#e^R@Fz(#. 7@uVR@fㆍ##:n@]7@zOR@|#ϴ~V5@NuR@+ihR- nQ4@HCnR@Jo' $4@&+#fR@pnQ-! 4@]y)^R@ T{3@<HR@p肟Pf<Ɵ3@R@~3@qJsxR@z 2@TqR@n䱃 /1@<5tR@B H1@lΔR@Ï,^ r@!1@q'(R@o! Dř1@;0قR@?% q1@T3R@z00Cܙq1@R@6[lq1@ intcurve  exactcur nubsW57"?r1"?B@tjQ@W:9B@Cί%hQ@5}n"7B@{eQ@̆_4B@6vGGcQ@m2B@Z8aQ@0B@\Q@gP9,B@A?uJZQ@T*B@!@WQ@\Dz'B@ UQ@ j%B@<\SQ@ Eb}# null_surface null_surface nullbs nullbs  ?  intcurve  exactcur nubsydQ?W57"?GB?B*?r1"?fffff6B@tjQ@W:9fffff6B@},hQ@r7fffff6B@ ~TgQ@VJ6fffff6B@qKeQ@4fffff6B@HyucQ@=2fffff6B@\p%aQ@ح }0fffff6B@Mf`Q@'/fffff6B@8ߧ_Q@ /fffff6B@1#^Q@hA-fffff6B@e^]Q@.#,fffff6B@x\Q@> p9,fffff6B@N ZQ@S9*fffff6B@ip*YQ@R2)fffff6B@ϳ7XQ@m0(fffff6B@VQ@밭&fffff6B@.b#UQ@<%fffff6B@TQ@!$fffff6B@'nSQ@JD!$fffff6B@<\SQ@ Eb}# null_surface null_surface nullbs nullbs  ?  intcurve  exactcur nubsydQ?W57"?GB?B*?r1"?1~*4B@ p%jQ@w/׿t+4B@DhQ@'ݙGi-`,4B@g4gQ@~XϊeA-4B@teQ@pPW~.4B@%|~%cQ@,/4B@`Q@204B@"`Q@ΟN˜]04B@ 9WX_Q@z%14B@q]Q@NӔ/i14B@ ]Q@v14B@juJ\Q@U#k;z24B@o?FZQ@J)" X(34B@3JXQ@f}34B@96WQ@H@H|_r44B@ݎ^VQ@3O2{I44B@JTQ@<yI44B@TP/6WQ@a -'B@<\SQ@ Eb}#@@ spline  ref  g? $'x ? !3|"@ planefffff6B@H ŞQ@TO|!$?5ӭ= nubsW57"?r1"?T;|u?m2ˮ?:Bo?*.K˾?gri?W?c?POM?q]?j??6LX?g?=R? nullbs  ɿɿ ɿɿ  ? {Gz?9k> ??ydQ?GB?B*?r1"?9k>  coedge  5 6  7  8 coedge  9  ! : ; coedge   9  7 < coedge  = >   ?  edge  @ Au @  B tangent  pcurve   C coedge  %   :  D coedge  E F  # G H edge  . S I " J tangent  pcurve   K coedge   ! > L  M coedge  N O  ' P  edge  Q(? -? & R tangent  pcurve   S coedge  T  O U + V coedge   W E X + Y loop  T Z  pcurve   / vertex  U [ vertex  X \intcurve curve   surfintcur nubs k^ؿ1j ӿOG,ɿ.24Dbig<~@ oWY3}YB@IՐ Q@ <B@bN Q@</)B@nfɸ Q@̈VIk#B@}Q@i!~ NXB@t<Q@cF9XZB@tpQ@Ϛ 7_B@bE7P@ujGGg+؏3B@zwnnP@EE IB@r0]P@qX̓wB@aóP@ WÿfB@ WP@bB `ƿAOB@]6?P@ww2@ɿ-tMB@>P@2~ɿqT"KB@j=P@/;ɿ$`JB@Qa=P@˻ɿəIB@u8=P@dʿiΎHB@!83=P@$`'ʿݞHB@9=P@!\8ʿ!1> spline  ref spline  sweepsur straightB@̌N@? helix&bI^;@3ҬKQ@<=?5ӭ Q"@O贁N @ ?  !3|"@  [s{ [RVB@3ҬKQ@<? 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ZB@6R :Q@Đ~F5gB@zRH7R@!kJUG uB@@W0R@ f+HۢB@:Zf^R@zsIØA@zAQ@p ҎA@zv1R@O0CA@1R@SaU;A@\@w_R@I!7} @@tQ@_o$/ޅ@@&R@&;T=V@@\ک&4R@ͯC'G'@@lyο*,2@TnR@e YԿ*,2@!iuR@eVٿMbP? nubs k^ؿ1j ӿOG,ɿ.24Dbig<~@ oWY3}Y*?h?_;?"C?Mx?\p?1Z!?t"?vc;?*@@^ DlQ@^=|8.?@U8>Q@p%zGQ"dh*4?@eQ@]Wl"P=?@%|Q@|%A"@?@#97tQ@HB԰"2 д??@apQ@/Xů" Fk`<@bS[̈Q@#r b<@iQ@L #W;c<@떃Q@>U!$ q +c<@˜|Q@7DS)$΀Jb<@OxQ@-N'$XH|9@<ˀQ@^D%i#dy9@}Q@ !_1#j7s9@⪫NQ@{mc#˦Yo9@N:Q@#t5|n9@;K%9 Q@0 #FQ@6@ tPQ@A$!>;κ6@03={Q@"!R6@"X/Q@!'6@XQ@*a'!t!a6@tQ@h2!l4@nQ@ruo3u*Sb4@ՙ^!Q@ ZxEN4@lDl,Q@Pjx_E4@goiQ@TZaD4@^εQ@F>2@Q@m81Hң2@蟂% Q@)iS?2@nvQ@px?N][2@ vQ@]%S52@.ôQ@kÁt_1@b4L'Q@#R1@*xQ@6 l8Q1@#uQ@.6K| 11@w Q@~ H=1@YQ@C.\Ȍ1@Lh&Q@Q?Mk}1@եhQ@٬r?Enb1@aHQ@G?XuW1@ыnFQ@@g9?vW1@Q@|#q?4Cצ=2@nؙR@Z2 @GBX/2@ QZJR@ @;5>52@OvQ@D/) @ 5+ 2@1Q@NRe @@G>C 2@2~Q@r @M 3@,zYR@ 1@]+X3@fvR@`*X@dRv3@F,+R@8v@63@ R@@{Oᢐ3@:q/R@"@ SR5@Py'R@@ήr`5@A&d'R@Hs @F5@-u#R@XsD @rD.5@@ʈR@ \ @UͿ5@vR@K^ @'R@]Υ#@nPV;@h_7R@26#@V;@3R@p#@ޛ0>@>,uEKR@Cw"@P5>@q`JR@9"@A=>@bBEGR@~"@ЋB>@-@R@mD"@VY~C>@ZLH?㱱B@<ER@IG?{ƿAB@|)#TR@2K,sB@<gsSR@&RGsB@=V;jOR@>DQ1JB@ mGR@6ͧaMU4B@f$C;DR@9DU/( B@mR0TR@Ɛ%Np@ͿB@opSR@@|B@aGKOR@_),!B@ԽGR@s Iz!B@DR@Dx|\8 /A@ UR@Tآ 4A@"TR@?]xR>A@BPR@" ALbAA@6h$IR@d #^WGAA@:E:ClER@(]J@@FwxyYR@z!f !L9 @@qSXXR@۸!>5@@t TTR@fE *"XEcs@@~"LR@V %;"Z@@Lt~IR@f :"g MU=@P`R@H=#['gX=@86)_R@f8##\=@ZR@H9 /$OS]=@>@SR@b }A$v\=@YOR@L2o@$nq:@”iR@L1$09p:@H4hR@LN$6l:@cudR@0z$i:@`\R@}㲅$׿hh:@F:0YR@x$b7@$gvvR@J"|/7@]uR@H<ͺ"*= 7@waCNqR@^Ʒk #ua97@܄iR@f/#b i7@fR@ m-#}A%5@0R@ <(/²5@3 xaR@&Cv]Y 5@!R@~$ \5@xLyR@t*0 ϴ~V5@NuR@+ihR- ~Q13@~6f`R@rKNO6_$3@҅ R@/5oeʿ= 3@,tR@6]U3@0rR@,6=T{3@<HR@p肟P2Z1@UR@i6 a=T1@~-R@u _&x1@$'B R@R* P]"q1@9'R@@X\B(  /1@<5tR@B 51@oAR@3+vRjW1@{*%R@J3_e"Q|1@=ПR@4&br~Bq1@w:R@ִ2]8޷qZ?d" Wύa?>8ۿqg?8Ըտtl?j2zҿ1qo?bkޖ̿zr?0{Ŀs?xoۧt?ooꥫ}bu?|u?+:0yE> intcurve  exactcur nubs!M#z?!M#z?٫Gz?!M#z?g*Wk?OE?v ঳?nv1z?pܤ?=?gru?vw'?CM1?B$;?B@nmQ@!GB@ /mQ@KZ®B@9mQ@io=B@|PmQ@.NB@{ mQ@i!B@ɂomQ@!pB@M~mQ@y B@>)pmQ@SB@2$_mQ@?`B@UmQ@C$B@]BmQ@PR*B@jC+mQ@R_5B@$mQ@x hB@Z1mQ@Y B@@alQ@\1' B@wVlQ@]A B@=~K?lQ@owf$B@VlQ@B@7lQ@YB@9lQ@hť׆B@qlQ@:VnoB@~KlQ@ LB@T lQ@BB@GrlQ@ B@@YlQ@z4B#B@F_|LlQ@-Ŝ$B@ >lQ@C4d%B@4[S"lQ@^(B@F0lQ@9VK)B@Rf`lQ@ o4+B@_kQ@Ɠ -B@殒ykQ@0B@ūkQ@O61B@fYDkQ@lG2B@^< _wkQ@&Xv3B@ }pjkQ@qzR{4B@&l!]kQ@Ia 5B@*Z AkQ@2{6B@M<-%kQ@C'7B@hkQ@/Jl7B@rikQ@7B@jQ@S^8B@3 jQ@^#8B@ jQ@G8B@7jQ@9B@,jQ@@9B@XjQ@+I9B@Yt(jQ@[G9B@tjQ@Y:9 null_surface null_surface nullbs nullbs  !M#z?!M#z?٫Gz?!M#z?g*Wk?OE?v ঳?nv1z?pܤ?=?gru?vw'?CM1? ?  intcurve  exactcur nubs!M#z?kIk7?!M#z?٫Gz?!M#z?T G?g*Wk?OE?v ঳?nv1z??pܤ?=?qlm+?gru?vw'?u?CM1?B$;?fffff6B@nmQ@!Gfffff6B@ /mQ@KZ®fffff6B@9mQ@io=fffff6B@|PmQ@.Nfffff6B@/YmQ@53fffff6B@l‹mQ@ʄWfffff6B@mQ@refffff6B@zamQ@|_fffff6B@ː{mQ@@RMfffff6B@XźwmQ@M_-fffff6B@U&lmQ@bVP{fffff6B@4$_mQ@>`fffff6B@UmQ@C$fffff6B@]BmQ@PR*fffff6B@jC+mQ@R_5fffff6B@$mQ@v hfffff6B@Z1mQ@Y fffff6B@S%hlQ@p fffff6B@_svlQ@%Q fffff6B@bG lQ@rfffff6B@hlQ@;"fffff6B@-slQ@5fffff6B@^wslQ@삔fffff6B@M|jlQ@$mfffff6B@7lQ@Yfffff6B@ 9lQ@dť׆fffff6B@qlQ@:Vnofffff6B@|KlQ@ Lfffff6B@T lQ@Bfffff6B@GrlQ@ fffff6B@@YlQ@z4B#fffff6B@H_|LlQ@/Ŝ$fffff6B@ >lQ@C4d%fffff6B@T2.lQ@7b>'fffff6B@ERS.+lQ@|b'fffff6B@lU(lQ@hBLV(fffff6B@vxlQ@kZ)fffff6B@ lQ@-*fffff6B@ckQ@p+fffff6B@0kQ@G+-fffff6B@殒ykQ@0fffff6B@ūkQ@O61fffff6B@gYDkQ@lG2fffff6B@o_kQ@:s|3fffff6B@J@J{kQ@yp^3fffff6B@avkQ@S3fffff6B@AikQ@1|4fffff6B@h\kQ@ 5fffff6B@e6SkQ@If5fffff6B@] >1؃/B@?حtQ@3ck0B@sQ@m5hF0B@_sQ@&%j SB0B@c[sQ@H!8lT h0B@rQ@zjoFt90B@rQ@Jo 0B@:rQ@ZoRKpBt(1B@_rQ@'0rjg1B@6z?rQ@4Ttxg1B@RE 7qQ@v2r~1B@w|2cqQ@Fk_QyE$12B@3k8pQ@cZ{l(M2B@upQ@|2B@%gpQ@ ~&2B@"_pQ@_DU"р2B@v|oQ@im빁H$!2B@oQ@)Û|n 3B@<\oQ@{6у3B@jFoQ@0,3B@Ft6}0oQ@el9, ;3B@6nQ@U:V3B@nQ@fua}Ǟ!g3B@,ujnQ@Y 3B@x|ߌ0nQ@)~+ N3B@mQ@(Yk3B@峺mQ@vt@3B@E ZrmQ@9Y2}z|Y3B@Mr(mQ@`ı݊%Z'3B@o hmQ@B3.}3B@lQ@ay}b3B@1lQ@_,[93B@c|lQ@r&<)9 3B@fp_lQ@SXYI -4B@}sllQ@lv@ 4B@ XkQ@K ^_4B@OkQ@` .g04B@gAukQ@n4B@PW0kQ@3Y8{4B@CkQ@!ST%4B@jQ@Ǎ䖠g4B@x+@jQ@r΍w%4B@gjQ@cS΍pe4B@&FjQ@ƣGɍ1~*4B@ p%jQ@r/׿ null_surface null_surface nullbs nullbs !M#z?kIk7?!M#z?٫Gz?!M#z?T G?g*Wk?OE?v ঳?nv1z??pܤ?CF?=?qlm+?gru?|(?vw'?u?CM1?Q.%9? ?  intcurve  ref intcurve  offintcur nubs!M#z?nv1z?=?vw'?D$;?B@nmQ@!GB@d9B@lQ@ aB@ߋlQ@~K+B@|f0kQ@1x/B@ZkQ@R5B@Y*kQ@N=3 7B@{&jQ@Iu8B@)jQ@a5vd9B@tjQ@X:9@@ spline  ref vDJW  5ٯ? !3|"@ planefffff6B@H ŞQ@TO|!$?5ӭ= nubs!M#z?nv1z?=?vw'?D$;?eDJW5r?#2es?p5<;??Ock0? `??0WHJrj#N? >2]8޷qZ?d" Wύa?>8ۿqg?8Ըտtl?j2zҿ1qo?bkޖ̿zr?0{Ŀs?xoۧt?ooꥫ}bu?|u? nullbs  ɿɿ ɿɿ  ? {Gz?o"U? ??kIk7?T G??qlm+?u?B$;?o"U?  coedge  b c d e  f coedge  d  g h  i coedge   d = j  k edge  l? @Nἶ?  m tangent  pcurve    exppc nubsNἶ^b??^b? spline  ref   coedge    F n o edge  IvXKM A>41L? ! p unknown  pcurve   p pcurve    exppc nubs?Nἶ?? spline  ref  coedge  q  6 j ?  coedge   r % L ?  loop  s t  vertex   u vertex  L vintcurve curve   bldcur ik?عT?.iGw??-b[;/@عT@J@u @Z|:? spline  ref null_surface nubsu @u @ nullbs   intcurve curve   ref#  pcurve   p coedge  w " * X G x coedge  " y 9 n G z loop  F {  pcurve    exppc nubs?2/%? 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B@nmQ@!G null_surface null_surface nullbs nullbs pfDT7gVɎ\pg#ڿPnSiɿ_%eW AD~?s h-?0V޵?5MT?h?0S?HzZ@xK"{@ ?  intcurve  exactcur nubsٹl?ݒpfDT7gVm!Ɏ\v;&pg#ڿo-N '׿PnSiɿ_%eW AD~?s h-?0V޵?u҈?5MT?h?r?0S?HzZ@]huz@xK"{@t^Q @P7@fffff6B@qQ@%9@fffff6B@XcqQ@p@fffff6B@)qQ@ﱆ@fffff6B@܀qQ@tǂ@fffff6B@t2.qQ@!~@fffff6B@I0rQ@͔y9@fffff6B@M sQ@+^m@fffff6B@sQ@Uu@fffff6B@UK%tQ@a<@fffff6B@[G̙tQ@()0!?fffff6B@)gtQ@T7N ?fffff6B@QG uQ@\ (?fffff6B@nOeXruQ@٦-?fffff6B@ЏuQ@6PmW?fffff6B@ hʴvQ@nu?fffff6B@YT:YvQ@fA$?fffff6B@@Y\vQ@9d?fffff6B@^vQ@Dg?fffff6B@vQ@qk?fffff6B@{vQ@ C?fffff6B@ɪvQ@ClR?fffff6B@nvQ@s?fffff6B@(vQ@S~?fffff6B@a+[vQ@L8U?fffff6B@tvQ@Bnfffff6B@p)wQ@H.ufffff6B@.(q*wQ@O"fffff6B@X\*wQ@(֗fffff6B@|3QY+wQ@>Sꘟfffff6B@2 ,wQ@=B7tFʧfffff6B@6,wQ@?ȯfffff6B@7> -wQ@TZ,mfffff6B@.-wQ@چ .fffff6B@o|pv.wQ@BΎifffff6B@8{.wQ@W얿fffff6B@LA.wQ@Pbfffff6B@f3/wQ@9eSǿfffff6B@?/wQ@ <#˿fffff6B@m/wQ@sE-пfffff6B@㍲.wQ@Gv2ҿfffff6B@:w'wQ@1ܿfffff6B@JwQ@铙fffff6B@? wQ@^#ջfffff6B@6?*vQ@:ŻGfffff6B@rY@UvQ@;Kifffff6B@2MmvQ@fffff6B@YcvQ@RBsfffff6B@T2vQ@‰*fffff6B@dCU#vQ@Yi/fffff6B@ZVuQ@&fffff6B@RauQ@+y%.fffff6B@dKuQ@W3fffff6B@.ïtQ@4K#fffff6B@x#tQ@fffff6B@ sQ@`vfffff6B@^tsQ@Ulfffff6B@7/sQ@:'~bfffff6B@rQ@4ؓfffff6B@drQ@5Tfffff6B@crQ@`(fffff6B@rĮqQ@[fffff6B@a"IqQ@qrUG fffff6B@2BpQ@ irA fffff6B@ w"oQ@CE~"; fffff6B@>nQ@!, fffff6B@0*nQ@'fffff6B@nmQ@!G null_surface null_surface nullbs nullbs pfDT7gVm!Ɏ\v;&pg#ڿ_%eW AD~?s h-?0V޵?5MT?h?r?0S?HzZ@xK"{@t^Q @ ?  intcurve  exactcur nubsٹl?ݒpfDT7gVm!Ɏ\v;&pg#ڿo-N '׿PnSiɿ_%eW AD~?s h-?0V޵?u҈?5MT?h?r?0S?HzZ@]huz@xK"{@t^Q @P7@@ B@gQ~Q@H/@mBb B@@~Q@"FC@< B@Ӳ~Q@0:V@X9< B@o9~Q@e ~mi@Ɩ B@~~~Q@A/|@5m B@x4Q@k0CI@ V#ݯ B@Q@3@* B@3HQ@}6(@& B@u}ǀQ@~@ B@Ֆp;Q@nw??YH B@}?Q@fPM'?F% B@EMMQ@S}17?R=ٲ B@pQ@FTF?c B@aV_iQ@8z}n?/+!B@9洂Q@y^?bo !B@@Q@ 8?: !B@U}Q@B?U !B@fQ@g?r1!B@LS%Q@V^ ?!B@&IQ@S4_?F !B@eQ@Δ?}O%!B@*T~Q@/t?]Q+!B@דQ@{?f/,!B@˕Q@QN: ?Z,!B@T{Q@:Y۲p?F.!B@ ݞQ@hNn?^0!B@ˏQ@A'l$?Jf2!B@XQ@p`?\3!B@{hQ@F3?6!B@Y7Q@0?ZS"L8!B@nQ@z/?T௩9!B@KHNQ@$?p;!B@־Q@|aGh?{Q@/+_&G?ʯBW=!B@[:ƒQ@6_?İj=!B@TÃQ@G8.G?+d>!B@>;|ăQ@@+W[=? 8>!B@g*băQ@8NhB?!B@dăQ@>;rk?!B@~?!B@:ŃQ@L[,JC*@!B@<};ƃQ@7J>^@!B@lƃQ@3$񀧿WA!B@ֆǃQ@ƆUA!B@[ǃQ@1$ӱXB!B@&ȃQ@C!B@3 ɃQ@̥aU8wQ!B@tQ@e#ܿlW4U!B@U/Q@ rZ!B@9uQ@RY9`!B@SzQ@^^$Mf!B@6@Q@Xxi!B@$Q@>݀I5Ql!B@^޿Q@~Cz!B@I\UQ@ZW{!B@ ˱Q@᮴|!B@)fQ@rۉ~A0|!B@?"Q@/ A|!B@#)Q@|uw>0|!B@HQ@jXRǙ|!B@bCQ@֫|!B@އ~Q@ QV r|!B@Ŵj~Q@ 5{!B@pyb}Q@J` !Py!B@ A|Q@R} \ /u!B@{}{Q@ hiQSX vtkt!B@65{Q@} *(mr!B@EzQ@$[Bp!B@-64zQ@;`7 null_surface null_surface nullbs nullbs pfDT7gVm!Ɏ\v;&pg#ڿ AD~?s h-?0V޵?5MT?h?r?0S?HzZ@xK"{@t^Q @ ?  intcurve  ref, intcurve  offintcur nubs0 pfDɎ\pg#ڿPnSiɿ_%eW AD~?s h-?0V޵?u҈?5MT?xK"{@P7@B@4nQ@)o @B@ƿoQ@6āz$\ @B@ ,pQ@*ӣ@B@0sQ@0ܙ@B@$wuQ@ d o?B@2ϛvQ@R;=?B@IRvQ@L%$?B@vi"wQ@:@?B@!)0wQ@^0?B@rwQ@ /1C?B@!wQ@>I?B@nA'wQ@$Co?B@(wQ@?B@__)wQ@HYG0HB@1a)wQ@*H@9jB@)wQ@pqʃ3wB@*wQ@ @B@_|}+wQ@ jbzB@j,wQ@i,iB@׃>-wQ@&L⡲B@(b.wQ@^ZB@'.wQ@SB@x/wQ@{_Uf;ʿeB@)/wQ@'F пeB@kW2 wQ@Ŝ B@SuQ@[B@ȶzqQ@jA B@VoQ@ y^ B@nmQ@!G@@ spline  ref+ planefffff6B@H ŞQ@TO|!$?5ӭ= nubs0 pfDɎ\pg#ڿPnSiɿ_%eW AD~?s h-?0V޵?u҈?5MT?xK"{@P7@҂P?؝@"lٿ?ZL],׿ߒ?@տmmW?=;žӿ­o=?=@ϿܼCE?6O_ƿ<?Uq K&|?Z"I-dԬ?՚aApl2Kۧ?oo-so ?"%?oEoޖC?:  G? ksuq?K9~U6C?ѴO&y;*?'d2p?w<`0FF? ?E12?>_ ?-i1B?];` ?3IK?ުj?z6zb?u}ӏ ?z4?#n? =?Cggt?^?9 8{?$-> ? @Р?[!? f?jt2!?F}?T 9?7C?߭*[? \?k^? _e%?Lx8[?)?3SH?0R?Z)?k5"?u?X?~=F?fn\?f??Dw?] e?[/?6r? nullbs  ɿɿ ɿɿ  ? {Gz?`F? ?? ٹl?ݒm!v;&o-N '׿r?]huz@t^Q @P7@`F?  ? La? P7@ coedge  2  coedge  4   coedge  4 q   coedge  6 5 4 e   edge   8*nF? d tangent  pcurve    exppc nubs8*nFۿr1"??r1"? spline  ref  coedge  5 h  edge  l^b  g tangent  pcurve    edge   @^b? = tangent  pcurve    vertex  ellipse curve  B@X:Q@N  `տі?j_?.ת~¿Pp/媿? ? 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N unknown  face  P   point  8ffff6B@`SQ@ coedge  W T +  coedge  T  edge  A[]QԿ  T unknown  pcurve    vertex  straight curve  B@̌N@?  coedge  W  edge  Gz! L W unknown  pcurve    exppc nubsGz!LGz!@!3|"@L@!3|"@ spline  ref  vertex  X intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  sweepsur straightjB@"1Q@;f;f helix&bI^;@3ҬKQ@<=?5ӭ Q"@O贁N @ ?  !3|"@  [s{ [RVB@3ҬKQ@<? [s{< [s{!3|"@RROTATE(DOMAIN(SIMPLE_RAIL(VEC(0,0,1),DCUR(EDGE1,1),0),0,9.424777960769379),TRANS2)EDGE helix?Q"@O贁N @ ?  !3|"@ !3|"@TRANS?5ӭ==?5ӭ&bI^;@3ҬKQ@<? -0 VEC(1,1,1) nubs!S=?!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@jB@"1Q@hN\eB@)t{Q@ AB@T"W Q@B@43333P@"2VB@>Ly1Q@9 adB@)npQ@w=c\@B@u g Q@zW<00B@uì]P@KR ndB@\201Q@" fs*F@B@Lhd\Q@8 :B@w㕈 Q@FĐG6SA@M{ǴP@^7mTXA@D1Q@` YǥA@.հ% Q@cvB#xA@Q@T*vZ/fA@FP@6Uާy@@rÕL3Q@t7WzEw@@#"Q@n3t@@<[Q@:Գ`ӧuGr@@rHQ@=ί::j?@G8Q@\TK6"!$G>@hE'Q@稊U!J_%>@kQ@__!>@nNQ@&4i 7fGO<@/.NF@Q@m 퀞#CC<@QqA/Q@ #@P8<@ބa=Q@,j"nm,<@¦z8 Q@|L!l-dl9@r] KQ@DMv0W#XEwv9@e؄} :Q@"Ák9@)Q@Sd""?_܊9@yŽQ@g._! =a6@I-XQ@`f!,dwM6@&?ZGQ@{H ,96@#ø6Q@Re;0J 8x%7@S,%Q@u/,ys0c4@2yiQ@Z}64@NPXQ@3x@<4@Fah GQ@} pB4@v+5Q@1+Ե@2@I{|Q@& ϱϜ2@|HjQ@m?i)3@R?rYQ@cͰ\$Uh3@½GQ@Pg!RסY1@pRܐQ@vl⌷1@&^ Q@xC2@4i k>mQ@bIt(cs2@01wo[Q@ЗB'j(ّ1@إQ@r#?"Li1@XyQ@%9Q@t2G@>roQ8@/ވ5Q@c'"@\ʡ8@6dQ@LJVk"@7D8@BV Q@2!@~8@)Q@.!@]qd;@"Q@&]i#@^ih;@Q@se"@)\Em;@xyQ@amyT"@U Oq;@I׈Q@M4u!@a @>@mWR@.ty"@!.>@fzQ@Ds"@A>@f+m[Q@us{!@ZU= >@Q;Q@P1s] @| n@@D{1R@$ @"Q&a[@@A0Q@Y{$@ H@@ a/Q@C7@hfV 6@@D.Q@;J@ȋA@v) R@PB@"sdA@J ZQ@Q]<6ދ@[IA@n:Q@ @>D.A@ԃQ@ x)@jB A@lQ@:NlW@@@|LQ@Y7} @@tQ@_o$/շFU?@PR@-j c!&?@ěpQ@mZB!W]?@NƆQ@#ER 1)?@J]Q@[I6 XD=@d$.xR@\gl#tAN1=@џnR@~$#X=@cQ@*?"tIYg =@PYQ@Ϋ!W a:@,.k0!R@>$c:@6/R@O~i#S`f:@V-Q@X"{<i:@ ,Q@ Vh2"Bd kɓ7@vJ.R@:nj"qD7@yR@|_ "T<57@N R@cx!gj7@LOQ@ @,5@v_x=R@H LSEIE5@V.>,R@"rPT0z p5@]kR@ꢝSU\@E5@d6m}5 R@9$WVNYC:*3@X9iPR@h؄Zie3@',>R@J.UuF8{=3@*AS3-R@`F033@33R@Pg6.W1@) dR@Tē#i<]52@TRR@dSFz2@]@R@p5z2@?'.R@M`@#1@ \ qR@)/;1@~/ `R@U*682@bS"NR@ l#>3f%2@v8'п}S(V1@@6|fR@YY˿1Nj:2@QvTR@&ǿ*,2@PBR@L tÿMbP? null_surface nubs!3|"@S=?S=?!3|"@ nullbs   ftreemeg attrib  Z% K`spline surface   ref ftreemeg attrib  ^;a face    loop  ^ spline surface   rbblnsur blendsupsur planelNOB@0`FQ@?? null_curve nullbs blendsupsur spline  sweepsur straightB@\(Q@?s ~:ƿ helix&bI^;@3ҬKQ@<=?5ӭ Q"@O贁N @ ? e^R[Կ !3|"@ e^R[Կ !3|"@  [s{ [RVB@3ҬKQ@<? [s{< [s{!3|"@dROTATE(DOMAIN(SIMPLE_RAIL(VEC(0,0,1),DCUR(EDGE1,1),0),-0.3142917927047846,9.424777960769379),TRANS2)EDGE helix?Q"@O贁N @ ? e^R[Կ !3|"@ e^R[Կ!3|"@TRANS?5ӭ==?5ӭ&bI^;@3ҬKQ@<? 0DOMAIN(-0,-0.3142917927047846,9.424777960769379) VEC(1,1,1) nubs!#:qc?e^R[Կ3c^&+`s?K](?YZ0 !?^~[Q?1D0? o?p@f@* U@2D@\[U @􃎇<# @r@j/@8@,98p@x'֏ާ@Ļr@P{+@\N@xHfx@ @BQ@5k-@ɺ<e@(^W@:/j @`C!@ ֡!@dD="@!3|"@ lkyA@IF3Q@ !@˒{A@z քQ@"tmB@U@+B@y}Q@zӷVcb@B@vQ@?. @%A@GZڌQ@w*=?p"A@:Q@%')?=dQB@ݒƚ}Q@B\@6 RB@~uQ@:^S@ZHsA@_{ލQ@BM?hVZ{B@m况Q@5Ͷ?BBzB@Y؄}Q@Iॸ?N,l)sB@`XuQ@4 ~?FeA@IWQ@.[A@\WQ@ќm$a#vM[A@هQ@F ot̨A@Y~Q@tDLA@;ZtQ@`cZ"P`)8@@>hQ@J\r@@FyQ@W<Β)@@_:Q@i#q>CJ@@LIYvQ@3uH cm{O>@7DcQ@7b|* Ӑ>@z Q@đRq o+>@CmQ@ʂ "H,?@$r{Q@Ikg#-4};@ ]IQ@.c 2D;@{A Q@%!* ;@!Q@rXSM-M#09<@d1Q@L5$|t9@D cOQ@QuE9@T[0yQ@݃e!Z>9@澑Q@m '"$x8@ ̎Q@%8$Oi.7@;\Q@xFI6@o۲Q@ |0&py[e6@RYQ@N"  S[6@lu؝Q@$!@RI5@C2Q@\4^654@EN@Q@ +:Țx*4@I߹Q@% w$3@KQ@zS3@Q@ؚ &F3@w8Q@G #72@Q@OJ3H ^)1@NQQ@ZI,6#N3@y'{Q@.te!҃2@n Q@&b2'}l1@ f Q@ b(zS1@ۧ'Q@|_GZDK(e3@I;7R@j]˫?_42@Q@+PL5?]/A1@gQ@Hn;?!M:1@bQ@MH?+74@L"mR@qH @Ω3@;9R@'A@2@o R@6@j2aDI2@ϭR@ @5@aKQ,R@|>!t@)15@:ޞ &&R@p_H@xE4@>R@fpQ@&`-4@mqR@\@p2)7@c9x(@ 9@O1DR@_UH !@$$J9@Tս>R@"،T"@d+9@j!(J9R@`#@t <@0RTR@0|>@W10<@p NR@j[}!@.|xҺ<@:iIR@ƕy"@ݾt<@SkCR@'>_$@>@j]?\R@r/r`@\ /?@>ryVR@ԭ2 @c Q?@tPR@e @D?@, KR@ 0"@fQr@@ @ܨaR@P @qo@@Rw[R@MqRl@I$@@}hFUR@ @n#6A@zOR@'s*H@T5A@ )eR@PS})@A@u-^R@gV@>9&A@9SWR@[@.B@ZxPR@ci@\7A@xLgR@S@v?Q/B@سD&d_R@ٴ?4'_B@WR@09;K?z<-B@IPR@PAq2h?(>zyA@yzohR@)lr{fB@d_R@?ri_hSuB@-}WR@^ r<*J@B@+"OR@Z &zd|n,nA@dijR@q3  \vA@ `R@|k IVPFB@NWR@(% 2TqB@ kBNR@ d!AN@@WlR@ WIz3A@vHbR@_PXA@Wz,XR@̡e<#A@H)NR@o! i:?@ WqR@h@O:@@4TRfR@Pxs@@@?1L\R@=K /Yq@@sQR@vA!,z=@ᙣU4xR@j@=s@ b<1=@JpI\mR@r$!{=@ A=bR@ #cDү>@xdG1WR@IF$;@^9eRAmR@~#/Wt6@P%R@Tb~C,'6I5@2R@`KgW;5@D\R@fƯx-5@\z%~R@V̎C  ~4@0R@6bGg3W]"4@N kwR@?/[<3@\R@21Z02@eR@+e=o3@slwR@BV9%2@NBR@cz"U c:2@>R@=,Q 5&1@r R@"%b a3@8l* R@3^o_x2@jTR@$䏉ʮ61@'}2R@.z21@@vƴR@uj2>&`3@EvR@"СڿrwK2@p>oR@(85lٿ1@7JR@W6ؿF11@/%R@1j׿MbP? null_curve nubsRP9?jŕG?g?M#d?+ / [Bf?p`+#l?+9t5ҿdȗ?=p?}tT?8?B vT?J*"D-?o_$?`b!֖?0ro?n~?3?u~/ֈ*?K2F?Qz]ٕ?$ {h? Yƕ?;Z;?Z ?6y?Pퟕ?m ?ŊCfj#?s'?%q=?JB!Yc?A?+:0yE> intcurve  exactcur nubs8ޥܿ9?jŕG?g?.<aa?`A@R|Q@ɿ6jvA@gH{Q@ɿ #A@C@zQ@ɿB@ĜyQ@ɿ< B@xxQ@ɿYוB@B=^wQ@ɿ~LB@S?$wQ@ɿ]5B@.vQ@ɿ%x-B@z1uQ@ɿI;B@~tQ@ɿC!FB@L hsQ@ɿ:1@SB@<*XiKrQ@ɿgyaB@omyqQ@ɿ@dB@ hpQ@ɿ{doB@coQ@ɿ?{B@4}unQ@ɿB@$ nQ@ɿFo<nB@"HEmQ@ɿGED#B@mglQ@ɿ null_surface null_surface nullbs nullbs  ?  intcurve  exactcur nubs8ޥܿҿ{Ϸ¿Zݏ̬9?[?:1?u3?g?R?:1?4a,?jŕG?g?+Bm8?m[?+]?.<aa?`A@R|Q@ߢA@z-|Q@0`A@G{Q@_]A@Fc{Q@7"~A@IKzQ@ CA@ۅ3zQ@ύO~A@?yQ@ dB@&ZyQ@SI B@xQ@dOkc B@iExQ@8=B@uMxQ@ɈB@؛59wQ@^$rXB@gwQ@w\B@lMθwQ@WוB@B=^wQ@~LB@S?$wQ@]5B@vQ@Dࢪ"B@^tvQ@' _%B@SdklvQ@Z[E%B@W4gvQ@*Fvo(B@qI&vQ@չM+B@5uQ@U6-B@GuQ@SrQ2B@R\EuQ@86B@I:tQ@*ڣT8B@/v?tQ@Xsj ;B@i0tQ@F1=B@!3AtQ@j>B@&*tQ@Ƥ@B@#:sQ@2MBB@ϭ'sQ@DB@WoksQ@ qQ@`jg[B@IqQ@`د\B@qQ@cI&\B@>ގqQ@P^B@;PqQ@LyaB@myqQ@@dB@ hpQ@0 hB@0ƋpQ@:2+kB@y*pQ@pL lB@s!pQ@BXoB@v?%oQ@rB@R0oQ@ `JtB@qUdoQ@t(/yB@4nQ@E}B@6nQ@uv4B@癝PnQ@ug}B@'(mQ@baxKB@'HmQ@[/N>B@gCmQ@0B@|lQ@GED#B@mglQ@ null_surface null_surface nullbs nullbs jŕG?9?[?g?4a,?g?+Bm8? ?  intcurve  exactcur nubs8ޥܿҿ{Ϸ¿Zݏ̬9?[?:1?u3?g?R?:1?4a,?jŕG?g?+Bm8?m[?+]?.<aa?kv`A@wQ@ڿ{dɿ -xA@LjQ@gɿyB@BDRQ@DɿgR8B@X|Q@6/bɿQ+ǘ!B@ .BQ@ TAɿ`vV$B@Q@"OɿDI'B@ [EQ@fA\ ɿ ɿY|bhB@ s{q}Q@fɿ'QlB@J5#}Q@&yɿ5NpB@R|Q@F<2ɿ/lqB@{Vl|Q@Rɿ=StB@Θvi|Q@WGcɿ4:wB@'|Q@j)=ɿւyB@Ch{Q@y<öɿ~{}B@/d{Q@Thɿ #rMB@+{Q@1ŞwɿR4)B@zQ@h}8Jɿ B@ gzQ@ѡыɿŐB@(5+yQ@b (ɿnEхB@J7yQ@|lɿN%B@hC]yQ@r ?ɿjB@.=QyQ@yɿ null_surface null_surface nullbs nullbs 9?[?4a,?jŕG?g? ?  intcurve  ref9 intcurve  offintcur nubsRP9?jŕG?g?M#d?e/A@dFkQ@ɿZ=sA@rJ$~Q@ɿДLZA@\6LzQ@ɿiF.B@KxwQ@ɿ_vurB@I'j7wQ@ɿ{@ B@e^vQ@ɿjYe7B@9itQ@ɿIB@(/sQ@ɿx`B@͂'qQ@ɿ%eB@wpQ@ɿiB@Vl7]pQ@ɿ㟆B@[amQ@ɿSIB@lE6kQ@ɿ?ƬB@dD3hQ@ɿ@@ spline  ref8 planelNOB@0`FQ@?? nubsRP9?jŕG?g?M#d?+ / [Bf?p`+#l?+9t5ҿdȗ?=p?}tT?8?B vT?J*"D-?o_$?`b!֖?0ro?n~?3?u~/ֈ*?K2F?Qz]ٕ?$ {h? Yƕ?;Z;?Z ?6y?Pퟕ?m ?ŊCfj#?s'?%q=?JB!Yc?A? nullbs  ɿɿ ɿɿ  ? {Gz?3POP? ??8ޥܿҿ{Ϸ¿Zݏ̬[?:1?u3?g?R?:1?4a,?g?+Bm8?m[?+]?.<aa?3POP?  ? F8 !\p? coedge  _  coedge  a 2  coedge  a 2  coedge  c b a   edge   灺F? tangent  pcurve    exppc nubs灺Fۿ<B$;??B$;? spline  ref  coedge  b  edge  r1"׿  tangent  pcurve    edge   r1"? q tangent  pcurve    pcurve    exppc nubs8*nF?? spline  ref   vertex   vertex  j ellipse curve  B@<\SQ@ Eb}#YSEq?8.?fe"?+/e ?@&e5!*?yv*?PWz]?68J?=J`"?G&?2P,?')| ?\?J%d?T-DT!?ı? spline  ref   T-DT!? %a? !3|"@intcurve curve   bldcur[J>?) ?s,?^b?3<Ճ? spline  ref  spline  ref   T-DT!? %a? !3|"@ nubs^b???^b? nubs<"㐻?˹/hɼ?@8}F?^b?$;=R??uP?+ ?ꊻAK?{Yf"?{8"C??Eq?8.?fe"?+/e ?@&e5!*?yv*?PWz]?68J?=J`"?G&?2P,?')| ?\?J%d?T-DT!?ı?   intcurve curve   ref@ intcurve curve   bldcur[J>?) ?s,?^b?3<Ճ? spline  ref  null_surface nubs^b?^b? nullbs   intcurve curve   refA  edge  lı? !3|"@ tangent  point  6n,-B@[~f1Q@;A intcurve curve   bldcur ik?عT?.iGw??-b[;/@عT@J@8# @Z|:? spline  ref spline  ref nubs8# @??8# @ nubsM}?"mm @8# @ı?X0?[H?r- 4(??ޘhf9?.ަn6r?uBQu?m3!?"pwb?R̉ι?w?̜e?ŷ?qa?AT?̀?ZBF?P3 9?   intcurve curve   refB  coedge  q ?  coedge  s ?  coedge  s  edge   'gq(? s unknown ftreemeg attrib  t;a face   plane surface  fffff6B@H ŞQ@TO|!$5ӭ=  coedge  w  edge  !S=  w unknown  pcurve    exppc nubs!S=S=?!3|"@!3|"@ spline  ref6  pcurve    exppc nubs!3|"!3|"@ spline  ref6 ftreemeg attrib  {% K`spline surface   ref6  coedge  ~  edge  +<7Ģ? 1zN? ~ tangent  vertex  straight curve  fffff6B@LגrQ@? ftreemeg attrib  % K`plane surface  lNOB@0`FQ@??  coedge     edge  w? !3|"@  unknown  pcurve    coedge     pcurve    exppc nubs A[]QԿsj j2Կyt Կt䘶ӿGdRѿ/ lAʿDÿ~]紿?=?[1(> ?I>K? Q?X+?m%? ?-:I?I?a?*x>Z^?ee?D?< =7?Ε#?\ ?\w i)??< x spline  ref7  vertex  intcurve curve   surfintcur nubs A[]QԿsj j2Կyt Կt䘶ӿGdRѿ/ lAʿDÿ~]紿 5 B@Ж2Q@TʘɿsdB@)3Q2Q@mɿB@12Q@Qpɿ${B@4R2Q@fpxCɿ/B@P=S2Q@E)ɿH;B@qy1Q@'\_Aȿ#͋$B@0Q@/sWȿXB@F@U&Q@g^ǿ /hB@GvQ@J0ſH3b3B@􂱧Q@rc{)EDB@zX}!Q@\1,ȰB@UǁQ@$#g\B@Q@28b`.'B@H Q@+l B@禋}Q@>P;֙CB@H>zQ@8vB@VxQ@B#><B@+d/wQ@3GeI"O> spline  ref7 spline  ref nubs A[]QԿsj j2Կyt Կt䘶ӿGdRѿ/ lAʿDÿ~]紿?=?[1(> ?I>K? Q?X+?m%? ?-:I?I?a?*x>Z^?ee?D?< =7?Ε#?\ ?\w i)??< x,1?!@ Y k?V!@zؔ? !@ִ?U!@1}#Ҕ?Sz!!@{F ?Oø!@48?Vb!@2p\ņ?!@3F?P!@nvcX?|l!@5GEemy?!@zq?*YP!@U=Kg?AFܮ!@ Q~[P]?LΧ!@d8C?)[7!@Y*G!@S58{`<    point  \B@d/wQ@ coedge      loop    vertex  straight curve  *,2@tBP@xU5? БKbxv0ygᅢ͞>ƽ?  point  *,2@PBR@M tÿftreemeg attrib  % K` face       loop   spline surface   sweepsur straightB@\(Q@?s ~:ƿ helix&bI^;@3ҬKQ@<=?5ӭ Q"@O贁N @ ?  !3|"@  [s{ [RVB@3ҬKQ@<? [s{< [s{!3|"@RROTATE(DOMAIN(SIMPLE_RAIL(VEC(0,0,1),DCUR(EDGE1,1),0),0,9.424777960769379),TRANS2)EDGE helix?Q"@O贁N @ ?  !3|"@ !3|"@TRANS?5ӭ==?5ӭ&bI^;@3ҬKQ@<? -0 VEC(1,1,1) nubs!<[/?!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@B@\(Q@nj܏AB@؂Q@1RzfB@ˈ}Q@ҫQB@jzQ@zYpB@P3,oSQ@BuT2=BB@Q@w.f- gB@~R}Q@w b+yy]b؋B@7J0DzQ@@BYA@^Q@  @_!B@ Q@޿+xEB@\TS}Q@6AJE=hChB@H IyQ@-i.oA@gQ@Oߖ  A@ZtDQ@|/WA@C~Q@PUA@ذY?izQ@j"vJ@@p,݈Q@_@b=B`@@NNDŽQ@"[5 ;ʼ@@kqQ@]HNu34@@𼓛|Q@RA~ʤ>@^{Q@yd zl+>@ТmQ@QgZ?!Vﱷ?@i}Q@l %Q!|8.?@U8>Q@p%zGQ"4& M<@LyÕQ@N? "n[=S<@|CwpQ@2Hj"FTT-Z<@SlQ@#Е0# Fk`<@bS[̈Q@#8Ծ9@BhQ@:#l!0dG9@~\=Q@7\Ee"9@,0ΗQ@`7Q@U3薣PW53@R|DQ@Β*J N2@vEQ@lv>2@Q@m8PnĐ2@wQ@]_![TMG2@ΰQ@L1c1@\h|Q@oƁat_1@b4L'Q@vk2@d́Q@17?i!2@CUcQ@}ȇ?N1@ DQ@Y,?.\Ȍ1@Lh&Q@Q?b 3@G R@ @(0s/2@^FxR@m(ݵ @U_%k2@H2R@6( @4Cצ=2@nؙR@Z2 @mc4@vnR@,XKz@̖W*4@4"mR@Ƭ#;@Dr 3@yʂR@Bdn@M 3@,zYR@ 1@r0U6@.m.R@ZC[@EzL,6@/[,R@f@6*fh6@.*R@Ǩݣ@ SR5@Py'R@@08@uFN=R@ƒ1y @)ʠ8@8(;R@*w@R!@ڊ{ԋ8@N8R@nT!@'@%}OR@LW!@ &a>@cV@>,uEKR@Cw"@Du(@@WR@1@=@@@uUR@юg @ ZR@@BSR@x@]g@@ftPR@l@ #A@5m[R@@'o!AA@Ja_ YR@ru@2D^A@K}VR@F%g~@=< f{A@=SR@Y<@l@,[3A@<3k]R@Et @DA@WQZR@ @ZB@FWR@\lrĻ @${Fp;;B@#ۦTR@ᚠ @(@'B@־ ^R@Ͽ[??XLB@ ZR@sGp?F-~qB@xWR@ aE?.ЖB@OTR@0 ?ۢB@:Zf^R@zsIjz5=B@0[R@OaB@ȓ˙WR@ͫ`{ƿAB@|)#TR@2KU;A@\@w_R@I!r 5mA@]][R@t~W.5A@ZWR@ !/( B@mR0TR@Ɛ%Np'@@9=@ʒzhR@ږ"&0G=@|'SdR@L#g MU=@P`R@H=#)8:@$vR@ yvx":@9eMrR@JtT #Ey:@E`mR@32#nq:@”iR@L1$T7@ rWg-R@-ǴT=!V7@4g~R@!HXX7@gzR@ XL"b7@$gvvR@J"XmM5@gR@5'?I5@vUR@u\| xEU5@^5:CR@(\W}A%5@0R@ <T3@HwߣR@ln4z3@᳌ R@KCo3@=wy5R@߄ ~Q13@~6f`R@rKNOWR2@7nR@کn2@|1jR@S:>W^92@#߯R@6SAi6 2Z1@UR@i6 XuG2@ '"1@-nR@et51@oAR@3+vR*,2@!iuR@eVٿq ML92@NR@¢Gٿƞ1@¥rR@ؿl@1@C 9R@WB:ؿMbP?  coedge   _  coedge   _  coedge     edge  P7 Rdlɿ  tangent  pcurve    coedge   2  coedge      edge  B$;   tangent  pcurve    edge   B$;?  tangent  pcurve    pcurve    exppc nubs灺F?? spline  ref  vertex  ! " vertex  #ellipse curve  B@tjQ@W:9Ů_7D?e]O?}s@H =!?  灺F? coedge  $ % coedge  $  ! & loop    pcurve    exppc nubsW57"?r1"?T;|u?m2ˮ?:Bo?*.K˾?gri?W?c?POM?q]?j??6LX?g?=R? spline  ref  g? $'x ? !3|"@intcurve curve   bldcurydQ?GB?B*?r1"?9k> spline  ref spline  ref  g? $'x ? !3|"@ nubsr1"???r1"? nubsW57"?r1"?T;|u?m2ˮ?:Bo?*.K˾?gri?W?c?POM?q]?j??6LX?g?=R?   intcurve curve   refJ intcurve curve   bldcurydQ?GB?B*?r1"?9k> spline  ref null_surface nubsr1"?r1"? nullbs   intcurve curve   refK  edge ' =R? (!3|"@ ) tangent  point  +54B@ SQ@0x point  fffff6B@<\SQ@ Eb}# coedge  * + pcurve    pcurve    exppc nubs!3|"!3|"@ spline  ref   face , {  - integer_attrib name_attribgen attrib   make_tangent vertex  .intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref  null_surface nubs!3|"@T-DT!?T-DT!?!3|"@ nullbs    coedge  _ / edge  Ji3b? P7@ 0 tangent  coedge   1 pcurve    exppc nubs'gq(?zN?!?Ѝm?;M@? E*?pG]Z?P Z ?jE> spline  ref7  vertex  2intcurve curve   surfintcur nubss?6j?j؂z?0y/?hV?fffff6B@M&tQ@fffff6B@${vQ@RBE=gffff6B@q NxQ@FBugffff6B@ܲ߳t{Q@|%әgffff6B@z(|Q@D jpgffff6B@rqvKQ@@effff6B@U?Q@OEeffff6B@v}Q@ P¿hffff6B@EӁQ@=ƿtffff6B@vqQ@weǿtffff6B@@MBQ@!ɿjE> spline  ref7 planefffff6B@H ŞQ@TO|!$?5ӭ= nubss?6j?j؂z?0y/?hV?zN?iX? 6?>*^A?dT?)S (?`?vBjN? g?ŸxT?o?&h?܁Kz?Uօ?~jK?h X??uܹ? 1d?LY+?H8.A?ea?yR?lg`J?Ҩq(?4;?M?^qo,?f V? $?? $? nullbs   ftreemeg attrib  % K`plane surface  ԘϘ2@NeR@xҿ3 }m<{͞>ƽn0ygϑKbx7 }m  coedge  3 * straight curve  vJ1@rAxR@ >'п;ff{Ny?{  pcurve   4intcurve curve   bldcur+<7Ģ?[?:1?1zN?3POP? spline  ref7 null_surface nubs+<7Ģ?1zN?+<7Ģ?1zN? nullbs    point  xffff6B@M&tQ@ coedge   5 coedge    6 pcurve    exppc nubs!3|"<!3|"@< spline  refG intcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref null_surface nubs!3|"@Gz!@Gz!@!3|"@ nullbs    edge  %:7Ģ =  7 tangent  pcurve   8 point   5 B@Ж2Q@Tʘɿ coedge  3 9 :  edge  ;[/   < unknown  point  *,2@!iuR@0eVٿftreemeg attrib  % K` face =  >  loop  spline surface   ref vDJW  5ٯ? !3|"@ edge   1 ֿ  ? unknown  pcurve   ? edge  vE c.jZ7? @ tangent  pcurve    exppc nubsc.jZ7P7@?P7@ spline  ref*  coedge    A B pcurve    exppc nubsRdl?5MT?xK"{@P7@j̛lâ?$v(?;Ҷ*"? S(}?=}⣣?KHI ?nH?:0R?{Y(?5"?Y!?j?⿬F?6k?y*??$Ҟw? ӫ e?[/?6r? spline  ref+  vertex  A C vertex  Dintcurve curve   bldcurRdl?r?]huz@t^Q @P7@`F? spline  ref* spline  ref+ nubsRdl?O7@?Pdl??P7@ nubsRdl?5MT?xK"{@P7@j̛lâ?$v(?;Ҷ*"? S(}?=}⣣?KHI ?nH?:0R?{Y(?5"?Y!?j?⿬F?6k?y*??$Ҟw? ӫ e?[/?6r?   intcurve curve   refU  pcurve    exppc nubsvEc.jZ7?? spline  ref  coedge  9 !  E coedge  9  A  F pcurve    exppc nubs!M#z?nv1z?=?vw'?D$;?eDJW5r?#2es?p5<;??Ock0? `??0WHJrj#N? >2]8޷qZ?d" Wύa?>8ۿqg?8Ըտtl?j2zҿ1qo?bkޖ̿zr?0{Ŀs?xoۧt?ooꥫ}bu?|u? spline  ref vDJW  5ٯ? !3|"@intcurve curve   bldcurkIk7?T G??qlm+?u?B$;?o"U? spline  ref spline  ref vDJW  5ٯ? !3|"@ nubsB$;???B$;? nubs!M#z?nv1z?=?vw'?D$;?eDJW5r?#2es?p5<;??Ock0? `??0WHJrj#N? >2]8޷qZ?d" Wύa?>8ۿqg?8Ըտtl?j2zҿ1qo?bkޖ̿zr?0{Ŀs?xoۧt?ooꥫ}bu?|u?   intcurve curve   refX  vertex  Gintcurve curve   bldcurkIk7?T G??qlm+?u?B$;?o"U? spline  ref null_surface nubsB$;?B$;? nullbs   intcurve curve   refY  edge H |u? I!3|"@  J tangent  point  1~*4B@ p%jQ@x/׿ point  fffff6B@tjQ@W:9 coedge  3 K L pcurve   ) pcurve    exppc nubs!3|"!3|"@ spline  ref integer_attrib name_attribgen attrib   make_tangent vertex  Mintcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref null_surface nubs!3|"@g?g?!3|"@ nullbs    edge  ,DT! (Ag[x< N unknown  pcurve    exppc nubs,DT!Ag[x<-DT!?!3|"@!3|"@ spline  ref  ftreemeg attrib  % K`spline surface   ref   T-DT!? %a? !3|"@ point  vJ1@rAxR@ >'п pcurve   Ointcurve curve   bldcurJi3b?r?]huz@t^Q @P7@`F? spline  ref* null_surface nubsJi3b?O7@j3b?P7@ nullbs    pcurve   ? point  fffff6B@;)wQ@aS=h coedge   $ K intcurve curve   refP  pcurve    exppc nubs%:7Ģ?=p? ߎ?H ?.q?eA?lâ?nbv(? spline  ref8  pcurve    exppc nubs[/[/?!3|"@<!3|"@ spline  refG intcurve curve   bldcur%:7Ģ?3POP? spline  ref7 spline  ref8 nubs%:7Ģ??L?%:7Ģ? nubs%:7Ģ?=p? ߎ?H ?.q?eA?lâ?nbv(?   intcurve curve   ref`  coedge     :  P edge  Izy p< ;DJW? 9 Q unknown  vertex  A Rstraight curve  *,2@!iuR@0eVٿ?Ԯ|?*x[ ftreemeg attrib  % K`spline surface   ref  g? $'x ? !3|"@intcurve curve   surfintcur nubs 1 ֿ^!տ@@BοLrZ@x G!B@bAɃQ@wɿN$N!B@2 ɃQ@g'\TɿdT!B@wuȃQ@ןɿGh$B@Cv}Q@}C@ƿhR'B@;u+Q@yPv;¿w~Y@-B@Q@Z6E9Ľ/B@HNQ@?d LH3B@Eo}Q@up ݁4B@*|Q@i#hu/#6B@kyQ@*qΡfffff6B@e/kxQ@V߆Nzfffff6B@;)wQ@5S=hpW> spline  ref* spline  ref7 nubs 1 ֿ^!տ@@BοLrZ@x ?Kdl?85?TCz?0{?-s?$U?-I-\?m?O?J%*? s ?OL%?7?N{?uNp%?(*?j)4+?Rk?U?0-kЭ?ݖ_H?Ӑ'?K?d~"I?pb ?xڠ?ve?l ?Rhf?ev?ۍw?tj3b? nubs 1 ֿ^!տ@@BοLrZ@x ?@:7Ģ?$ݽ?SG -ߢ?b|=?S$"?h;?Z<?QeS?U?:So?Ak&8?HRΝU?(?3 uUVt? j?)9?U3/D?Ajr?(٣?"迯?Ib?TȞV?GU?S4۟?,zڥ?"Ӿ]?[~?)(?§ˆ#w?mG]Z? Z ? ^!տ ^!տ  ellipse curve  B@nmQ@!Gޓ6`I*`JgR/9?'?^siZ? vE c.jZ7? edge  6r? ;!3|"@  S tangent  pcurve   S point  Bp!B@-64zQ@;`7 point   G!B@bAɃQ@wɿ pcurve   J pcurve    exppc nubs!3|"vDJW!3|"@vDJW spline  ref  point  fffff6B@nmQ@!Ginteger_attrib name_attribgen attrib  ! make_tangent vertex  ! Tintcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  ref null_surface nubs!3|"@!3|"@ nullbs    edge  (g׿ I $ U unknown  pcurve    exppc nubsg׿g?!3|"@!3|"@ spline  ref  point  br Nq1@ ݡR@N^Կellipse curve  br N12@ ݡR@N^Կ3 }m<{͞>ƽn0yg[Irxҳ? intcurve curve   ref]  pcurve    exppc nubszy p<DJW?ܼ!3|"@vDJW!3|"@ spline  ref ellipse curve  br N1@YR@?!ֿ3 }m<{͞>ƽn0ygпϑKbX7 }m?  point  l@1@C 9R@pB:ؿintcurve curve   parcur!!3|?!3|?̾:F?!3|?Fۏ?̾:F?LL~@!3|@ 4@Fۏ@N. @̾:F @Nj@LL~@?@!3|@S&G@ 4@) Cb@Fۏ@cfs@N. @@̾:F@俆s@Nj@I@LL~ @VF!@?!@Ĉ9B"@!3|"@MbP? spline  refG null_surface nubs!3|"@[/?[/?!3|"@ nullbs    point  br Nq1@YR@?!ֿstraight curve  br Nq1@YR@?!ֿ БKbxƽ  End-of-ACIS-data