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Oc@#dLq?x%c@<b?(!c@Ǹ6e?$ Xc@n]O?^cAJc@c0?[mb@s_3%?(b@>€?ÿ=b@r&:?ڪrga@P?U{a@֖@O?Y6la@u[|L? 5+a@XU?*K! `@m_?0}K`@Q?S`@oLң?Dȷ`@.4?A۪p_@ʒ?;p$^@!SuK?:G g/]@*7MXB?8?+]@ ic2?Q-']@DR#]@ O9-$? spline  ref  pcurve   intcurve curve   ref   point  $Ob@ edge  =;t@ -DT!@ x unknown  vertex  intcurve curve   surfintcur nubs%0J5b1@H=@O(A@KpmD@⫥{G?k@cYo@b`%?.3z0$p@[P?JkmZp@[?P bp@ŗFb?4tݝp@ص? 2vp@G`}?$p@ :r?oXp@_Z?z|,p@?YQp@ nullbs   ftreemeg attrib  _ڬ1plane surface  5@`?k@?  coedge  x j d ,  edge  [ ? l`zk@ unknown  pcurve    exppc nubsl[ տl[ տ spline  ref  vertex  ellipse curve  h!`?k@ŭfHeJ@?  `I?ftreemeg attrib  hڬ1 face   spline surface   ref 1m6 [ տ 3$Ѿ 46%z? pcurve    exppc nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@azkm|2?azkX:?azkL ?azk"‡?azkQ3'~ADDDD@~U]^@ZBRTߕADDDD@^@ADDDD@`@!@`@p*!@ 3v _@^}93!@ _@2Z!@ _@8=!@K@_@8=!@1kk.]_@%!@h7f_@23'~!@~U]^@WBRTu<!@^@!@`@ t@5#@`@q* t@5#@ 3v _@`}93 t@5#@ _@2Z t@5#@ _@8= t@5#@K@_@8= t@5#@1kk.]_@% t@5#@h7f_@83'~ t@5#@~U]^@WBRTu t@5#@^@ t@5#@`@:m&@`@q*:m&@ 3v _@`}93:m&@ _@2Z:m&@ _@8=:m&@K@_@8=:m&@1kk.]_@%:m&@h7f_@43'~:m&@~U]^@\BRTu<:m&@^@:m&@`@/ci6Ў'@`@\!Pm'@3 _@[*J2TR[/'@<_@~Y9o'@;_@3b1<ڃ '@0w:# _@3b1<ڃ '@E8{3]_@'a9o'@>m_@0O}TR[/'@5z ^@AvPm'@ ^@h6Ў'@`@fpc,Œ_+@`@,\եE+@&_@H0V5,+@a`_@( [1+@_@, $@@ +@9o_@, $@@ +@H"]_@-%.O 1+@}JU_@g,+@>^@A<E+@^@,Œ_+@`@@(1X%.@`@FUVx.@_@x\P.@z_@\Ev>O%.@.-_@^hi.@;@][_@ihi.@M\_@C-">O%.@;tq _@S団P.@4^@PXQVx.@{L^@W%.@`@t@ t<@`@@@> Ab…<@=`_@,ay<@ku_@!="S6i4R<@k;˻_@+{%1 ELQ<@' vw_@.{%1 ELQ<@f}HN_@2)i4R<@6i^@"<@^@MIUц Ab…<@^@u@ t<@`@_,D@`@¥UV D@Jv# _@q%H:R'D@AU_@,EƖ ++8=D@j[!_@%)ƃS:CD@ԶCJ_@%)ƃS:CD@ I_@-_++8=D@Vf^@kÿ%H:R'D@%f^@X̲ D@0^@_,D@`@P'DDDDDO@`@vV}t$xpO@tz_@ȆB!?GJ+MO@uv_@5 /Mߚ P@*m_@z_$cP@&U^@z_$cP@JM1^@SAbYMߚ P@&]@>> п?GJ+MO@2UPgk]@V̲<xpO@C]@DDDDDO@`@qu>,N贁R@`@9s.|L)|TR@R S_@O:%R@@X_@"/Y|$R@PK_@7mS@ _e^@7mS@P m*^@i|$R@`I]@GӿR@1z|\@qb<|TR@D18m\@N贁R@`@(çl1W@`@G*.Ƀ{s%W@;_@V d*Iֺ8W@{8 z_@!ZVSW@z %_@g^d7[W@ҏJ^@g^ d7[W@+]@ާZVSW@6ii\@DZE;׿Iֺ8W@WZB&\@)ųؘ<Ƀ{s%W@6^Ӥ[@W@`@Ҏ+BT2 t@X@`@)00€X@!hQ_@cr2+b[S;X@u>t_@":qX@[fа _@4婾 l.X@̠a4^@4婾  l.X@ã}-]@m!x:qX@Y\@ޗ|5ٿb[S;X@[@taC>RѼ€X@Luj[@ t@X@`@>3:mi[@`@z_O1/u[@_@(Y_-`,ᜀ[@?lj_@aM@A#l6[@m; _@]OH[a=[@ vr^@`OH[a=[@UVw]@ Xagrl6[@tK\@Zcnڿ`,ᜀ[@b( [@yU/Tɼ/u[@Ņ[@:mi[@`@4j6\@`@p*1F/]\@.؁_@^}93.糤<\@Y{6g_@2Z$ \@:_@8=c\@v,! ^@8=c\@¬᮹t]@% \@VPݘ9\@93'~ۿ糤<\@Uuٖ[@\BRTߥF/]\@[@j6\@`@4b/`@`@p*1墔`@.؁_@_}93.2L[Î`@Y{6g_@2Z$}}`@:_@8=)`@v,! ^@8=)`@¬᮹t]@ޔ%}}`@VPݘ9\@*3'~ۿ2L[Î`@Uuٖ[@VBRTߵ<墔`@[@b/`@`@3)g*}2,Œ_b@`@'uNU0j( b@T9Ց_@8F+V%G^a@?r_@?{ߨ"eCa@/5n_@Z9r`|ga@_j/^@Z9r `|ga@j]@@(XeCa@B8\\@8*nٿV%G^a@b[@:ALҼj( b@5 f`[@,Œ_b@`@r3,X%d@`@i)6^cd@.;_@h%d@_ϓZّ_@VVz#d@8=`rJ_@YoJzd@ozƕ^@YoJzd@)*P(^@' [#d@&"mF]@VQTӿd@"a\@hHƼ6^cd@ϋh\@X%d@`@^'gf@`@=%$^f@M_@Aŋ!MVf@$0_@WyTKf@k_@uOlټGf@5^@vOlټGf@*QC~^@M73yTKf@Y)~]@2 *пMVf@^xHf]@Hբ^f@>4]@gf@`@ ASU贁NNi@`@9}\Ii@(_@UK5 5Ei@ wl_@) %sq@i@4_@r˿ɼ>i@"iG_@r˿ɼ>i@3._@{DI%sq@i@G^@b,Ŀ 5Ei@g,Na^@rrc<\Ii@"Ī*^@贁NNi@`@L"K~j@`@1݆l4j@[vud_@+aYEУ'j@:k_@.wy}$Dj@9"a_@{O$_sj@r D‚u_@{O$_sj@KBK_@=y}$Dj@Eik^@&(nУ'j@ /w^@?Y l<l4j@Eߝ^@K~j@`@v1b.@ cl@`@.=>QWbl@ip_@$ z,qbl@kh_@6!ymal@Cl_@lɟC >al@؀)_@]ɟC >al@ I[_@< 4!ymal@_/ _@[V<,qbl@#L"^@sI<>QWbl@l֙^@@ cl@`@y8d mzl@`@yOrpY&l@x_@FTQېl@Eq5_@Wqg8ql@J;[_@HvZbR{Sl@&2v_@PvZbR{Sl@xp\_@6]Ge8ql@8 _@:鏻TQېl@ ^@LfugrpY&l@y췹1^@mzl@`@hX#/l@`@x?y l@% !_@٧0[0d/l@]4_@g/AX oUl@<_@D::Gl@y0_@K::Gl@=]_@Bw( oUl@1z&}_@i#}{d/l@ ^@k\Cy l@zw^@/l@`@_,El@`@o*_,El@ 3v _@\}93_,El@ _@2Z_,El@ _@8=_,El@K@_@8=_,El@1kk.]_@%_,El@h7f_@63'~_,El@~U]^@PBRTu_,El@^@_,El@`@%Xm@`@o*%Xm@ 3v _@\}93'Xm@ _@2Z%Xm@ _@8=%Xm@K@_@8=%Xm@1kk.]_@%%Xm@h7f_@23'~'Xm@~U]^@MBRTu<%Xm@^@%Xm@`@3m@`@p*3m@ 3v _@^}933m@ _@2Z3m@ _@8=3m@K@_@8=3m@1kk.]_@%3m@h7f_@63'~3m@~U]^@MBRTu3m@^@3m@`@ݧm@`@p*ݧm@ 3v _@_}93ݧm@ _@2Zݧm@ _@8=ݧm@K@_@8=ݧm@1kk.]_@ޔ%ݧm@h7f_@*3'~ݧm@~U]^@MBRTߕ<ݧm@^@ݧm@`@6Щn@`@p*6Щn@ 3v _@]}936Щn@ _@2Z6Щn@ _@8=6Щn@K@_@8=6Щn@1kk.]_@%6Щn@h7f_@>3'~6Щn@~U]^@MBRTߕ6Щn@^@6Щn@`@s@ o@`@q*s@ o@ 3v _@_}93t@ o@ _@2Zt@ o@ _@8=t@ o@K@_@8=t@ o@1kk.]_@ݔ%t@ o@h7f_@!3'~t@ o@~U]^@aBRTߥ<s@ o@^@s@ o@`@Xo@`@l*Xo@ 3v _@S}93Xo@ _@2ZXo@ _@8=Xo@K@_@8=Xo@1kk.]_@%Xo@h7f_@L3'~Xo@~U]^@ߨzXo@^@Xo@`@QGp@`@p*QGp@ 3v _@Z}93QGp@ _@2ZQGp@ _@8=QGp@K@_@8=QGp@1kk.]_@%QGp@h7f_@>3'~QGp@~U]^@h}+QGp@^@QGp@'?^Y(@P^@8Q%vl@ null_curve   ? l١V  9Pn@ coedge  w L  coedge  w ~ L  pcurve    exppc nubsq.@-DT!@[ տZ3j(&@[ տ-DT!)@ spline  ref -DT!intcurve curve   blndsprngcur nubs0ꀋ^ѿT @P!@$-@l4@{wj`;@zr6>@Nӂ?@+xE³@@C@^&ZG@y J@3I~A@v-@G l-H=q @0f.@\jGC#@P/@9!ΨFpX*@(:0@CC!Fv\-@ۘ2@~'Es32@xt\3@2ʗجDPW8=3@ /ݒ5@M:ĂVCOo6@e-#6@ztbCJc7@"f6@e/iC{.!8@ɗE7@WcMC`f9@2F7@;EC1f&T:@&:i7@JfE(BA:@@??@2vmlB0/=@^@!V0CB1J!?@(7WM@gC3A6|A@ :@Y@`ƩB@,@48@yiND@Z g@Gđx?ӑTߊE@2iR@ŨN(>9!{G@[*0@=H@f6@ c<^-K@ke@rY;NL@.( @p:@ߘN@b@n%'m:l}O@x&@[(9SӺ Q@}<@[C9HQ{FQ@DB@(08A6R@7U @i^8[MpS@OX @]81T@@v Oz!@܀f 8)XT@nol}P!@TX7tӅҦT@/o!@F]7hgz-T@jxA!@4!J7҂I,BU@G"@P7īU@ڎ!#@k-7*{V@1eW#@x]r7wW@`2%@*Ik7n=NX@u9%@r1h*u71_X@p?j'@(R7ت Z@l5]i(@`;7a"Z@e{)@= 8AMm$[@6*@hoRV$8N>ۛ[@h8*@^8g\u\@)&+@e/U 8F\@:o<,@pF81Ё]@ܿv,@E,99Z^@49-@fV9z,,[l_@:&d.@ o%+:tjc,n_@`(h.@JSÖ: :*e>`@(..@>3C:]!N`@]ar/@5;Hժ`@/@p\;xhv`@v"*0@ 2nbr<QZega@oX 0@ ~#<FiQa@ _0@n6T=<=.a@Rr0@cMA=yQSa@%#(0@ݜ ]=sIa@qI0@p=0*b@cO0@6^f>jb@?K 0@PM~?.Ԕab@lj 0@,@ZBc@}0@3`z@[c@NѦ^0@q+DA4?ad@)] 0@c~ܑA2*Td@T\/@[ xB+ld@ȿ/@6Bbe@$r/@91UCo'ʧe@&`|Q/@)3@J/@&ͫEtf@VI8/@=33FCymf@ل/@9CL1Gm`#-g@.1#/@dqL@Hwg@TP/@26H||/g@5!/@ ux3I,h@=/@uJ֔f\h@ E[/@lP;Kcˮh@϶/@=C^P.L$]h@[NrZ/@|u[MPj7i@$/@\[M]T_i@NPq/@p*OF:34Ei@-=-/@rEOii@մ;/@f[^P4kxj@Mkm /@K@P7j@Y/@ wtQyPvj@W/@BAQvOB/j@Q 0@"WjRD:j@${0@f8Rj@'0@ѬcSrk@ 20@N3VS]6+k@@n;@0@rZx TlL@k@Ov3k5? spline  ref spline  ref nubsꀋ^ѿQp@?^ѿ?Qp@ nubs.ꀋ^ѿT @P!@$-@l4@{wj`;@zr6>@Nӂ?@+xE³@@C@^&ZG@y J@3@a! ]DU>@ҢL80>@lp-b<@㋪; k<@ ^B;@I, w;@: ͦ-zZ<@:9-qSp%=@ڧ>@ ٳ,?@e? .!6B@M`[C@6m<.F@ QGtH@8Hg?GIL@ N@; . O!Uб R@'US=H"T@& }pkV@I4WKW@'Y ]G4\X@i<ʔIX@ܛ*  ȚZ@vE8[@;@9klć `@ـt 2Bc@0[|YIj@r-*[Oun@@pu@N,?l-z@+гm3@nL䂫=@@)aPݝF@ڈz(˵E@IiаQ8 $@*`@8@'8J@p?@;_]8Iǡ@Zگ %9@k&@՛1H#@M0nɗM@ϾRkd֢˩@K~Y+w@Ĝǭښ1ڮ@@lDKꂉV@h1Ű@Bd ,ù޳@58K@T@mt GQ @_钞g3)(@6:Z@z攮=e@MW@,ȉ1&@~2+p@d @InR%@ d~yDZzeX @4C]@M*C.@KcJ͹@I'KI\}@<Δ-qMI@n75@3;%*_R@ h߿JS @ ݿ+B.-@ wsVܿ2L5@a֣ڿ?6/E@šٿ9M@jO׿^9Y0`@ 4ֿNpd j@\zI տ=;t@  [mBCe@@/C@SM@@إ9T@:eW@`p7Y@W%_@tab@ĕ_"d@  intcurve curve   ref  vertex  intcurve curve   blndsprngcur nubsަdQ@P!@$-@l4@{wj`;@zr6>@Nӂ?@+xE³@@C@^&ZG@y J@3qӱU@/L3* 6TaU@Qɝ[)$0ЫVV@ͳZ(uc?!V@x`j&b>kBX@Bi{%~sX@<|i$wjY@sC4$DY@$N Z@Ov3k5? spline  ref null_surface nubsަdQ@DR#]@ަdQ@DR#]@ nullbs [mBCe@@/C@SM@@إ9T@:eW@`p7Y@  intcurve curve   ref  coedge  ~   edge  Kj@ n@ ~ r unknown  point  .]28HB?= point  &2 ,@F_WrK coedge   vertex  straight curve  pPn@  coedge   coedge   loop  straight curve  pPn@?  coedge  u  edge  -DT! -DT!? unknown  coedge  u  point  $Pn@intcurve curve   surfintcur nubs $8ƿJH@:I!/M&@|1@t>@D@E@$Ob@WJ0M<r5O[#P.Mb@B*>Nb#*ZKb@z"8?J#1>3b@[7]I?hm#eb@:,y?_%#Z=_a@A#s?z'"4Ea@)uݞ?p"I`@}՞9"?+X"ZV`@u ??#EDG"h`_@#?~OnK"{ݭ!_@0u?{k"\^@~$͚?jJ"C ڸ$z]@Y?X5%#ݴ(c[@ ` 7?@Go#֤YC[@w+>jM#V1Z@I]{BqP#u{ Z@O#/ Z@ O9-$? spline  ref cone$@$? H H@? ?$@ nubs $8ƿJH@:I!/M&@|1@t>@D@E@c@ 2?!Yc@B?@"c@m)L? Oc@#dLq?x%c@<b?(!c@Ǹ6e?$ Xc@n]O?^cAJc@c0?[mb@s_3%?(b@>€?ÿ=b@r&:?ڪrga@P?U{a@֖@O?Y6la@u[|L? 5+a@XU?*K! `@m_?0}K`@Q?S`@oLң?Dȷ`@.4?A۪p_@ʒ?;p$^@!SuK?:G g/]@*7MXB?8?+]@ ic2?Q-']@DR#]@ nullbs  D@n!@4s,?@D@  intcurve curve   ref ellipse curve  h!`?k@ŭfHeJ@? q.@ -DT!@ point  @n;@0@rZx TlL@k@ pcurve    exppc nubs[ ?l@[ տ-DT!@l-DT!@ spline  ref integer_attrib name_attribgen attrib   make_tangentellipse curve  6@`Y@?<=@_@{Gz? [ ? l@ point  V32H@`?k@ftreemeg attrib  ڬ1 face   plane surface  p  coedge    coedge   edge   >@ unknown  coedge   coedge   loop   vertex  straight curve  `@  edge   Pn@ unknown  point  `@pftreemeg attrib  ڬ1 face  _   loop  plane surface  `@??  coedge   edge   N Z@ tangent  point  $N Z@ coedge  u  edge  -DT! -DT!? unknown  vertex   edge   `@  unknown  point  pPn@ coedge    coedge     coedge   coedge    edge  Pn   tangent  vertex   ellipse curve  $@$Pn@ H H@? ftreemeg attrib  ڬ1plane surface  `@p?  coedge   edge  $@ ^@  unknown  coedge    coedge   pcurve    exppc nubs1t?z<@Obs@>@<M?Q< ? Sj_<j[?<aGPY?CAP <ӥr/?0Ou<G{,?<tHih ?.)<Hĺ?T%<9P47?<Er-T?:tF <:?*} ?]rAE8> spline  ref  vertex  intcurve curve   surfintcur nubs1t?z<@Obs@>@`@`@;A6[m_@k$(} ^<_@(֭^<-H_@<iZ<yP_@^pZ< ojD`_@Mf&g<ZݟX_@QTf&g< x8^@Yɩ<<^@<]rAE8> spline  ref plane nubs1t?z<@Obs@>@<M?Q< ? Sj_<j[?<aGPY?CAP <ӥr/?0Ou<G{,?<tHih ?.)<Hĺ?T%<9P47?<Er-T?:tF <:?*} ? nullbs    coedge    edge  Pn <  tangent  point  `@ vertex  straight curve  `@p? ftreemeg attrib  ڬ1plane surface  pPn@??  coedge     edge   >@  unknown  pcurve    exppc nubs1t?8<@Obs@>@?Pn@]G%?Pn@>=IYJ?Pn@J$?Pn@NW'S?Pn@Fh?Pn@#p u?Pn@o-/?Pn@ew?On@_?On@6I?On@w/?Pn@Pn@jm_G8> spline  ref  vertex  ellipse curve  $@$? H H@?  point  $straight curve  `@pPn@  edge  @ p@  unknown  coedge    edge  $@ ^@   unknown straight curve  $@ zo q ?@ point  $@Pn@straight curve  ?  edge  ȼ  Pn@  tangent  pcurve    pcurve    point  ^@ vertex   intcurve curve   blndsprngcur nubsļzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@Pn@`@`@P贁@`@M贁@`@!@`@ t@5#@`@:m&@`@/ci6Ў'@`@fpc,Œ_+@`@@(1X%.@`@t@ t<@`@_,D@`@P'DDDDDO@`@qu>,N贁R@`@(çl1W@`@Ҏ+BT2 t@X@`@>3:mi[@`@4j6\@`@4b/`@`@3)g*}2,Œ_b@`@r3,X%d@`@^'gf@`@ ASU贁NNi@`@L"K~j@`@v1b.@ cl@`@y8d mzl@`@hX#/l@`@_,El@`@%Xm@`@3m@`@'X m@`@_,m@`@Pn@'? spline  ref null_surface nubsļPn@Pn@ nullbs ^Y(@P^@8Q%vl@   point  `@pPn@ vertex   intcurve curve   surfintcur nubs1t?8<@Obs@>@^@Pn@@웬@^@q<Pn@ھn_@jz$On@WOb_@B*;On@a'Y_@-UQOn@B_@eaGOn@c8_@.rOn@<.տ_@T On@`@;xu`Pn@`@Pn@jm_G8> spline  ref planepPn@?? nubs1t?8<@Obs@>@?Pn@]G%?Pn@>=IYJ?Pn@J$?Pn@NW'S?Pn@Fh?Pn@#p u?Pn@o-/?Pn@ew?On@_?On@6I?On@w/?Pn@Pn@ nullbs    point  $@straight curve  `@Pn@ straight curve  Pn@? intcurve curve   blndsprngcur nubsȼzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@ Pn@^@^@S贁@^@L贁@^@!@^@ t@5#@^@:m&@ ^@h6Ў'@^@,Œ_+@{L^@W%.@^@u@ t<@0^@_,D@C]@DDDDDO@D18m\@N贁R@6^Ӥ[@W@Luj[@ t@X@Ņ[@:mi[@[@j6\@[@b/`@5 f`[@,Œ_b@ϋh\@X%d@>4]@gf@"Ī*^@贁NNi@Eߝ^@K~j@l֙^@@ cl@y췹1^@mzl@zw^@/l@^@_,El@^@%Xm@^@3m@^@(X m@^@_,m@^@Pn@'? spline  ref null_surface nubsȼ Pn@?? 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" ^ a   coedge  " > % D   vertex  < bintcurve curve   blndsprngcur nubsަdQ@P!@$-@l4@{wj`;@zr6>@Nӂ?@+xE³@@C@^&ZG@y J@3qӱU@/L3* 6TaU@Qɝ[)$0ЫVV@ͳZ(uc?!V@x`j&b>kBX@Bi{%~sX@<|i$wjY@sC4$DY@$N Z@Ov3k5? spline  ref null_surface nubsަdQ@DR#]@ަdQ@DR#]@ nullbs [mBCe@@/C@SM@@إ9T@:eW@`p7Y@  intcurve curve   ref   coedge  c % d e   edge  'Kj@ fn@ % g unknown  coedge  & h i j   point  .]28HB?= point  &2 ,@F_WrKftreemeg attrib  +ڬ1 face k l m  n  loop  o + spline surface   srfsrfblndsur blendsupsur plane`@p? null_curve nullbs blendsupsur plane`@?? null_curve nullbs: straight`@? null_curve null_curve null_curve null_curve functionalPn@ nubs^Y(@P^@8Q%vl@Pn@@@?@@@?4@@4@?@@@?@@@@  ? ?'?  nubs????R1)\uzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@(\uan@QGp@`@R1`@p*R1 3v _@^}93R1 _@2ZR1 _@8=S1K@_@8=S11kk.]_@%R1h7f_@43'~R1~U]^@R1^@R1`@%XJ(`@q*%XJ( 3v _@_}93%XJ( _@2Z%XJ( _@8=%XJ(K@_@8=%XJ(1kk.]_@ݔ%%XJ(h7f_@!3'~%XJ(~U]^@ZBRTߥ<%XJ(^@%XJ(`@Na`@o*Na 3v _@]}93Na _@2ZNa _@8=NaK@_@8=Na1kk.]_@%Nah7f_@G3'~Na~U]^@ZBRTߥNa^@Na`@$X@`@p*$X@ 3v _@_}93&X@ _@2Z&X@ _@8=&X@K@_@8=&X@1kk.]_@ޔ%'X@h7f_@*3'~'X@~U]^@ZBRTߕ<&X@^@&X@`@BDDDD@`@p*BDDDD@ 3v _@]}93ADDDD@ _@2ZADDDD@ _@8=ADDDD@K@_@8=ADDDD@1kk.]_@%ADDDD@h7f_@>3'~ADDDD@~U]^@ZBRTߕADDDD@^@ADDDD@`@!@`@p*!@ 3v _@^}93!@ _@2Z!@ _@8=!@K@_@8=!@1kk.]_@%!@h7f_@23'~!@~U]^@WBRTu<!@^@!@`@ t@5#@`@q* t@5#@ 3v _@`}93 t@5#@ _@2Z t@5#@ _@8= t@5#@K@_@8= t@5#@1kk.]_@% t@5#@h7f_@83'~ t@5#@~U]^@WBRTu t@5#@^@ t@5#@`@:m&@`@q*:m&@ 3v _@`}93:m&@ _@2Z:m&@ _@8=:m&@K@_@8=:m&@1kk.]_@%:m&@h7f_@43'~:m&@~U]^@\BRTu<:m&@^@:m&@`@/ci6Ў'@`@\!Pm'@3 _@[*J2TR[/'@<_@~Y9o'@;_@3b1<ڃ '@0w:# _@3b1<ڃ '@E8{3]_@'a9o'@>m_@0O}TR[/'@5z ^@AvPm'@ ^@h6Ў'@`@fpc,Œ_+@`@,\եE+@&_@H0V5,+@a`_@( [1+@_@, $@@ +@9o_@, $@@ +@H"]_@-%.O 1+@}JU_@g,+@>^@A<E+@^@,Œ_+@`@@(1X%.@`@FUVx.@_@x\P.@z_@\Ev>O%.@.-_@^hi.@;@][_@ihi.@M\_@C-">O%.@;tq _@S団P.@4^@PXQVx.@{L^@W%.@`@t@ t<@`@@@> Ab…<@=`_@,ay<@ku_@!="S6i4R<@k;˻_@+{%1 ELQ<@' vw_@.{%1 ELQ<@f}HN_@2)i4R<@6i^@"<@^@MIUц Ab…<@^@u@ t<@`@_,D@`@¥UV D@Jv# _@q%H:R'D@AU_@,EƖ ++8=D@j[!_@%)ƃS:CD@ԶCJ_@%)ƃS:CD@ I_@-_++8=D@Vf^@kÿ%H:R'D@%f^@X̲ D@0^@_,D@`@P'DDDDDO@`@vV}t$xpO@tz_@ȆB!?GJ+MO@uv_@5 /Mߚ P@*m_@z_$cP@&U^@z_$cP@JM1^@SAbYMߚ P@&]@>> п?GJ+MO@2UPgk]@V̲<xpO@C]@DDDDDO@`@qu>,N贁R@`@9s.|L)|TR@R S_@O:%R@@X_@"/Y|$R@PK_@7mS@ _e^@7mS@P m*^@i|$R@`I]@GӿR@1z|\@qb<|TR@D18m\@N贁R@`@(çl1W@`@G*.Ƀ{s%W@;_@V d*Iֺ8W@{8 z_@!ZVSW@z %_@g^d7[W@ҏJ^@g^ d7[W@+]@ާZVSW@6ii\@DZE;׿Iֺ8W@WZB&\@)ųؘ<Ƀ{s%W@6^Ӥ[@W@`@Ҏ+BT2 t@X@`@)00€X@!hQ_@cr2+b[S;X@u>t_@":qX@[fа _@4婾 l.X@̠a4^@4婾  l.X@ã}-]@m!x:qX@Y\@ޗ|5ٿb[S;X@[@taC>RѼ€X@Luj[@ t@X@`@>3:mi[@`@z_O1/u[@_@(Y_-`,ᜀ[@?lj_@aM@A#l6[@m; _@]OH[a=[@ vr^@`OH[a=[@UVw]@ Xagrl6[@tK\@Zcnڿ`,ᜀ[@b( [@yU/Tɼ/u[@Ņ[@:mi[@`@4j6\@`@p*1F/]\@.؁_@^}93.糤<\@Y{6g_@2Z$ \@:_@8=c\@v,! ^@8=c\@¬᮹t]@% \@VPݘ9\@93'~ۿ糤<\@Uuٖ[@\BRTߥF/]\@[@j6\@`@4b/`@`@p*1墔`@.؁_@_}93.2L[Î`@Y{6g_@2Z$}}`@:_@8=)`@v,! ^@8=)`@¬᮹t]@ޔ%}}`@VPݘ9\@*3'~ۿ2L[Î`@Uuٖ[@VBRTߵ<墔`@[@b/`@`@3)g*}2,Œ_b@`@'uNU0j( b@T9Ց_@8F+V%G^a@?r_@?{ߨ"eCa@/5n_@Z9r`|ga@_j/^@Z9r `|ga@j]@@(XeCa@B8\\@8*nٿV%G^a@b[@:ALҼj( b@5 f`[@,Œ_b@`@r3,X%d@`@i)6^cd@.;_@h%d@_ϓZّ_@VVz#d@8=`rJ_@YoJzd@ozƕ^@YoJzd@)*P(^@' [#d@&"mF]@VQTӿd@"a\@hHƼ6^cd@ϋh\@X%d@`@^'gf@`@=%$^f@M_@Aŋ!MVf@$0_@WyTKf@k_@uOlټGf@5^@vOlټGf@*QC~^@M73yTKf@Y)~]@2 *пMVf@^xHf]@Hբ^f@>4]@gf@`@ ASU贁NNi@`@9}\Ii@(_@UK5 5Ei@ wl_@) %sq@i@4_@r˿ɼ>i@"iG_@r˿ɼ>i@3._@{DI%sq@i@G^@b,Ŀ 5Ei@g,Na^@rrc<\Ii@"Ī*^@贁NNi@`@L"K~j@`@1݆l4j@[vud_@+aYEУ'j@:k_@.wy}$Dj@9"a_@{O$_sj@r D‚u_@{O$_sj@KBK_@=y}$Dj@Eik^@&(nУ'j@ /w^@?Y l<l4j@Eߝ^@K~j@`@v1b.@ cl@`@.=>QWbl@ip_@$ z,qbl@kh_@6!ymal@Cl_@lɟC >al@؀)_@]ɟC >al@ I[_@< 4!ymal@_/ _@[V<,qbl@#L"^@sI<>QWbl@l֙^@@ cl@`@y8d mzl@`@yOrpY&l@x_@FTQېl@Eq5_@Wqg8ql@J;[_@HvZbR{Sl@&2v_@PvZbR{Sl@xp\_@6]Ge8ql@8 _@:鏻TQېl@ ^@LfugrpY&l@y췹1^@mzl@`@hX#/l@`@x?y l@% !_@٧0[0d/l@]4_@g/AX oUl@<_@D::Gl@y0_@K::Gl@=]_@Bw( oUl@1z&}_@i#}{d/l@ ^@k\Cy l@zw^@/l@`@_,El@`@o*_,El@ 3v _@\}93_,El@ _@2Z_,El@ _@8=_,El@K@_@8=_,El@1kk.]_@%_,El@h7f_@63'~_,El@~U]^@PBRTu_,El@^@_,El@`@%Xm@`@o*%Xm@ 3v _@\}93'Xm@ _@2Z%Xm@ _@8=%Xm@K@_@8=%Xm@1kk.]_@%%Xm@h7f_@23'~'Xm@~U]^@MBRTu<%Xm@^@%Xm@`@3m@`@p*3m@ 3v _@^}933m@ _@2Z3m@ _@8=3m@K@_@8=3m@1kk.]_@%3m@h7f_@63'~3m@~U]^@MBRTu3m@^@3m@`@ݧm@`@p*ݧm@ 3v _@_}93ݧm@ _@2Zݧm@ _@8=ݧm@K@_@8=ݧm@1kk.]_@ޔ%ݧm@h7f_@*3'~ݧm@~U]^@MBRTߕ<ݧm@^@ݧm@`@6Щn@`@p*6Щn@ 3v _@]}936Щn@ _@2Z6Щn@ _@8=6Щn@K@_@8=6Щn@1kk.]_@%6Щn@h7f_@>3'~6Щn@~U]^@MBRTߕ6Щn@^@6Щn@`@s@ o@`@q*s@ o@ 3v _@_}93t@ o@ _@2Zt@ o@ _@8=t@ o@K@_@8=t@ o@1kk.]_@ݔ%t@ o@h7f_@!3'~t@ o@~U]^@aBRTߥ<s@ o@^@s@ o@`@Xo@`@l*Xo@ 3v _@S}93Xo@ _@2ZXo@ _@8=Xo@K@_@8=Xo@1kk.]_@%Xo@h7f_@L3'~Xo@~U]^@ߨzXo@^@Xo@`@QGp@`@p*QGp@ 3v _@Z}93QGp@ _@2ZQGp@ _@8=QGp@K@_@8=QGp@1kk.]_@%QGp@h7f_@>3'~QGp@~U]^@h}+QGp@^@QGp@'?^Y(@P^@8Q%vl@ null_curve   ? l١V  9Pn@ coedge  i p . M q r edge s S[ ? O`zk@ . t unknown  pcurve    exppc nubs[ ?l@[ տ-DT!@l-DT!@ spline  ref  vertex  j uintcurve curve   surfintcur nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@ `o`i C)=#@|Ni !3@ni FB@츟g Z0F@QV8g -.L@{Q*ke 6|/O@$^d X :Q@9zxGb C l3Q@1KO` Ec2_Q@Se\ Ye9P@j P>Z G9&M@$8gVS(V PfJ@o&b.T l>C@⮁zQ h|TO@@2EvO B޵m 0@DyL G @*A}Kԋ}B=Kp]? spline  ref plane nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@azkm|2?azkX:?azkL ?azk"‡?azkQcYo@b`%?.3z0$p@[P?JkmZp@[?P bp@ŗFb?4tݝp@ص? 2vp@G`}?$p@ :r?oXp@_Z?z|,p@?YQp@ nullbs   intcurve curve   ref  coedge  ; z ,  coedge  ; d > a ,  vertex  intcurve curve   surfintcur nubs $8ƿJH@:I!/M&@|1@t>@D@E@$Ob@WJ0M<r5O[#P.Mb@B*>Nb#*ZKb@z"8?J#1>3b@[7]I?hm#eb@:,y?_%#Z=_a@A#s?z'"4Ea@)uݞ?p"I`@}՞9"?+X"ZV`@u ??#EDG"h`_@#?~OnK"{ݭ!_@0u?{k"\^@~$͚?jJ"C ڸ$z]@Y?X5%#ݴ(c[@ ` 7?@Go#֤YC[@w+>jM#V1Z@I]{BqP#u{ Z@O#/ Z@ O9-$? spline  ref cone$@$? H H@? ?$@ nubs $8ƿJH@:I!/M&@|1@t>@D@E@c@ 2?!Yc@B?@"c@m)L? Oc@#dLq?x%c@<b?(!c@Ǹ6e?$ Xc@n]O?^cAJc@c0?[mb@s_3%?(b@>€?ÿ=b@r&:?ڪrga@P?U{a@֖@O?Y6la@u[|L? 5+a@XU?*K! `@m_?0}K`@Q?S`@oLң?Dȷ`@.4?A۪p_@ʒ?;p$^@!SuK?:G g/]@*7MXB?8?+]@ ic2?Q-']@DR#]@ nullbs  D@n!@4s,?@D@   edge  f @N Z@ > tangent  point  $N Z@ coedge  C   coedge  ^ C e ,  edge  -DT! f-DT!? C unknown  vertex  a straight curve  p?  coedge  E   coedge  L E j q  edge  hN ? Ow7\@ E unknown ftreemeg attrib  Iڬ1 face    loop  I plane surface  `@??  coedge  J  coedge  L Q v q  loop   pcurve    exppc nubsl[ տl[ տ spline  ref integer_attrib name_attribgen attrib  M make_tangentellipse curve  6@`Y@?<=@_@{Gz? [ ? l@ point  Q@` edge  S `I? p unknown  face  R   point  V32H@`?k@ coedge  V Y ~ {  coedge  V ] {  loop  y intcurve curve   blndsprngcur nubsc@"d@idad@J3C]e@oSf@zDFg@Z5h@ Pi@~쮼j@woj@:k@6,l@^m@V$n@$Ob@trw6$:bIn^b@N}!To$mb@Gσ$Īb@L%` b@3 zq&!Z3 c@'GN(]c@DH+6c@} e,syxLd@80:ap d@03e@8WU2Gi` @e@֬3CѵGxf@Ig5Bf@G62&f@@ 9K"lpg@m0.:EMzg@P=}K<Qa/6h@ S=]tuh@1⭹v@i}h@w!v@Ě=-i@ B*i@R^#B;tEi@B:DO39Hj@gߪDA^|j@0FTyj@ܞ;Fdfmk@⫥{G@k@Ov3k5? spline  ref null_surface nubsc@V$n@c@W$n@ nullbs ĕ_"d@  intcurve curve   ref  edge  OM>] Z:1@ y unknown  point  ⫥{G@k@ coedge  ] ,  edge  _Ob@ Pn@ z tangent  point  $Ob@straight curve  $? ? zo q@ coedge  c   coedge  c m  edge  $@ ^@ c unknown  coedge  d ,  vertex  ellipse curve  $@$? H H@?  point  $ coedge  h   coedge  h {  edge   x J@ h g unknown  coedge  p i q  pcurve    vertex  j intcurve curve   ref  ftreemeg attrib  lڬ1 face  w {    loop  l plane surface  pPn@??  coedge  m  coedge  o J  coedge  o J  coedge  o  edge   >@ unknown  pcurve    exppc nubs1t?8<@Obs@>@?Pn@]G%?Pn@>=IYJ?Pn@J$?Pn@NW'S?Pn@Fh?Pn@#p u?Pn@o-/?Pn@ew?On@_?On@6I?On@w/?Pn@Pn@jm_G8> spline  ref   pcurve    exppc nubs`I?[ տ-DT!@[ տ0@ spline  ref -DT! face  q   vertex  ellipse curve  h!`?k@ŭfHeJ@?  `I?ftreemeg attrib  wڬ1plane surface  5@`?k@?  coedge  y {  coedge  z { straight curve  P?k@?  coedge   edge  -DT! -DT!? unknown  vertex   coedge    coedge  J  edge   >@ unknown  coedge  m  vertex  straight curve  ?  edge  Pn  tangent  point  $@ coedge   edge   `@ unknown  coedge  {  vertex   edge   b2Ri@ unknown  pcurve    point  |T`iftreemeg attrib  ڬ1 coedge  m  edge  ȼ  Pn@ tangent  coedge   edge  Pn < tangent  pcurve    pcurve    coedge   coedge   vertex   vertex  intcurve curve   surfintcur nubs1t?8<@Obs@>@^@Pn@@웬@^@q<Pn@ھn_@jz$On@WOb_@B*;On@a'Y_@-UQOn@B_@eaGOn@c8_@.rOn@<.տ_@T On@`@;xu`Pn@`@Pn@jm_G8> spline  ref  planepPn@?? nubs1t?8<@Obs@>@?Pn@]G%?Pn@>=IYJ?Pn@J$?Pn@NW'S?Pn@Fh?Pn@#p u?Pn@o-/?Pn@ew?On@_?On@6I?On@w/?Pn@Pn@ nullbs   ftreemeg attrib  ڬ1 face   spline surface   ref 1m6 [ տ 3$Ѿ 46%z? point  ϧ&[tf?k@ coedge   edge   n@ unknown  vertex  ellipse curve  $@$Pn@ H H@?  point  $Pn@ coedge   edge  @ p@ unknown  pcurve    exppc nubs1t?z<@Obs@>@<M?Q< ? Sj_<j[?<aGPY?CAP <ӥr/?0Ou<G{,?<tHih ?.)<Hĺ?T%<9P47?<Er-T?:tF <:?*} ?]rAE8> spline  ref   vertex  intcurve curve   surfintcur nubs1t?z<@Obs@>@`@`@;A6[m_@k$(} ^<_@(֭^<-H_@<iZ<yP_@^pZ< ojD`_@Mf&g<ZݟX_@QTf&g< x8^@Yɩ<<^@<]rAE8> spline  ref  plane nubs1t?z<@Obs@>@<M?Q< ? Sj_<j[?<aGPY?CAP <ӥr/?0Ou<G{,?<tHih ?.)<Hĺ?T%<9P47?<Er-T?:tF <:?*} ? nullbs    point  ^@straight curve  $@ zo q ?@ coedge   coedge   loop   vertex  straight curve  `@p  edge   Pn@ unknown  point  pintcurve curve   surfintcur nubsj:@0_O@Rb[@9W_c@ ";Wf@dTi@=ϧ&[tf?k@Qyɍx=Dg4Nj@=8P;}hPj@=_B;j7͢ h@Mk6Aq9f@lc0b@i4;D;mwC`@|* H_ym_0V@S½0L1m_ZP@S½аW<&l;3ruC@_ZM([7(k >@L(PKjbl^A+@=TƄkjUe a @!_i]]D? spline  ref plane? nubsj:@0_O@Rb[@9W_c@ ";Wf@dTi@[ տ`I?x$ ܿ3?K۰; Ž?N"o+?߼|^F?!+GV?dvx@\qia?4]@gf@"Ī*^@贁NNi@Eߝ^@K~j@l֙^@@ cl@y췹1^@mzl@zw^@/l@^@_,El@^@%Xm@^@3m@^@(X m@^@_,m@^@Pn@'? spline  ref  null_surface nubsȼ Pn@?? Pn@ nullbs ^Y(@P^@8Q%vl@   coedge   loop  intcurve curve   blndsprngcur nubsļzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@Pn@`@`@P贁@`@M贁@`@!@`@ t@5#@`@:m&@`@/ci6Ў'@`@fpc,Œ_+@`@@(1X%.@`@t@ t<@`@_,D@`@P'DDDDDO@`@qu>,N贁R@`@(çl1W@`@Ҏ+BT2 t@X@`@>3:mi[@`@4j6\@`@4b/`@`@3)g*}2,Œ_b@`@r3,X%d@`@^'gf@`@ ASU贁NNi@`@L"K~j@`@v1b.@ cl@`@y8d mzl@`@hX#/l@`@_,El@`@%Xm@`@3m@`@'X m@`@_,m@`@Pn@'? spline  ref  null_surface nubsļPn@Pn@ nullbs ^Y(@P^@8Q%vl@  intcurve curve   ref intcurve curve   ref  coedge   edge  @ p@ unknown  point  ^@Pn@ point  `@Pn@ftreemeg attrib  ڬ1 face   plane surface  p  vertex  straight curve  pPn@?  point  $@Pn@ coedge  straight curve  `@  point  `@ coedge   edge   Pn@ unknown  point  `@pstraight curve  pPn@ straight curve  Pn@?  edge   `@ unknown  vertex  straight curve  `@Pn@ ftreemeg attrib  ڬ1plane surface  `@p?  point  pPn@straight curve  `@p? straight curve  `@pPn@  point  `@pPn@ End-of-ACIS-data<<$B???`@?ACIS BinaryFilelMegaCAD 2010 unfold ACIS 19.0.3 NTMon Mar 15 12:59:49 2010?ư>|= body    lump    shell     face      ftreemeg attrib  ڬ1 face    loop   spline surface   srfsrfblndsur blendsupsur plane`@p? null_curve nullbs blendsupsur plane`@?? null_curve nullbs: straight`@? null_curve null_curve null_curve null_curve functionalPn@ nubs^Y(@P^@8Q%vl@Pn@@@?@@@?4@@4@?@@@?@@@@  ? ?'?  nubs????R1)\uzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@(\uan@QGp@`@R1`@p*R1 3v _@^}93R1 _@2ZR1 _@8=S1K@_@8=S11kk.]_@%R1h7f_@43'~R1~U]^@R1^@R1`@%XJ(`@q*%XJ( 3v _@_}93%XJ( _@2Z%XJ( _@8=%XJ(K@_@8=%XJ(1kk.]_@ݔ%%XJ(h7f_@!3'~%XJ(~U]^@ZBRTߥ<%XJ(^@%XJ(`@Na`@o*Na 3v _@]}93Na _@2ZNa _@8=NaK@_@8=Na1kk.]_@%Nah7f_@G3'~Na~U]^@ZBRTߥNa^@Na`@$X@`@p*$X@ 3v _@_}93&X@ _@2Z&X@ _@8=&X@K@_@8=&X@1kk.]_@ޔ%'X@h7f_@*3'~'X@~U]^@ZBRTߕ<&X@^@&X@`@BDDDD@`@p*BDDDD@ 3v _@]}93ADDDD@ _@2ZADDDD@ _@8=ADDDD@K@_@8=ADDDD@1kk.]_@%ADDDD@h7f_@>3'~ADDDD@~U]^@ZBRTߕADDDD@^@ADDDD@`@!@`@p*!@ 3v _@^}93!@ _@2Z!@ _@8=!@K@_@8=!@1kk.]_@%!@h7f_@23'~!@~U]^@WBRTu<!@^@!@`@ t@5#@`@q* t@5#@ 3v _@`}93 t@5#@ _@2Z t@5#@ _@8= t@5#@K@_@8= t@5#@1kk.]_@% t@5#@h7f_@83'~ t@5#@~U]^@WBRTu t@5#@^@ t@5#@`@:m&@`@q*:m&@ 3v _@`}93:m&@ _@2Z:m&@ _@8=:m&@K@_@8=:m&@1kk.]_@%:m&@h7f_@43'~:m&@~U]^@\BRTu<:m&@^@:m&@`@/ci6Ў'@`@\!Pm'@3 _@[*J2TR[/'@<_@~Y9o'@;_@3b1<ڃ '@0w:# _@3b1<ڃ '@E8{3]_@'a9o'@>m_@0O}TR[/'@5z ^@AvPm'@ ^@h6Ў'@`@fpc,Œ_+@`@,\եE+@&_@H0V5,+@a`_@( [1+@_@, $@@ +@9o_@, $@@ +@H"]_@-%.O 1+@}JU_@g,+@>^@A<E+@^@,Œ_+@`@@(1X%.@`@FUVx.@_@x\P.@z_@\Ev>O%.@.-_@^hi.@;@][_@ihi.@M\_@C-">O%.@;tq _@S団P.@4^@PXQVx.@{L^@W%.@`@t@ t<@`@@@> Ab…<@=`_@,ay<@ku_@!="S6i4R<@k;˻_@+{%1 ELQ<@' vw_@.{%1 ELQ<@f}HN_@2)i4R<@6i^@"<@^@MIUц Ab…<@^@u@ t<@`@_,D@`@¥UV D@Jv# _@q%H:R'D@AU_@,EƖ ++8=D@j[!_@%)ƃS:CD@ԶCJ_@%)ƃS:CD@ I_@-_++8=D@Vf^@kÿ%H:R'D@%f^@X̲ D@0^@_,D@`@P'DDDDDO@`@vV}t$xpO@tz_@ȆB!?GJ+MO@uv_@5 /Mߚ P@*m_@z_$cP@&U^@z_$cP@JM1^@SAbYMߚ P@&]@>> п?GJ+MO@2UPgk]@V̲<xpO@C]@DDDDDO@`@qu>,N贁R@`@9s.|L)|TR@R S_@O:%R@@X_@"/Y|$R@PK_@7mS@ _e^@7mS@P m*^@i|$R@`I]@GӿR@1z|\@qb<|TR@D18m\@N贁R@`@(çl1W@`@G*.Ƀ{s%W@;_@V d*Iֺ8W@{8 z_@!ZVSW@z %_@g^d7[W@ҏJ^@g^ d7[W@+]@ާZVSW@6ii\@DZE;׿Iֺ8W@WZB&\@)ųؘ<Ƀ{s%W@6^Ӥ[@W@`@Ҏ+BT2 t@X@`@)00€X@!hQ_@cr2+b[S;X@u>t_@":qX@[fа _@4婾 l.X@̠a4^@4婾  l.X@ã}-]@m!x:qX@Y\@ޗ|5ٿb[S;X@[@taC>RѼ€X@Luj[@ t@X@`@>3:mi[@`@z_O1/u[@_@(Y_-`,ᜀ[@?lj_@aM@A#l6[@m; _@]OH[a=[@ vr^@`OH[a=[@UVw]@ Xagrl6[@tK\@Zcnڿ`,ᜀ[@b( [@yU/Tɼ/u[@Ņ[@:mi[@`@4j6\@`@p*1F/]\@.؁_@^}93.糤<\@Y{6g_@2Z$ \@:_@8=c\@v,! ^@8=c\@¬᮹t]@% \@VPݘ9\@93'~ۿ糤<\@Uuٖ[@\BRTߥF/]\@[@j6\@`@4b/`@`@p*1墔`@.؁_@_}93.2L[Î`@Y{6g_@2Z$}}`@:_@8=)`@v,! ^@8=)`@¬᮹t]@ޔ%}}`@VPݘ9\@*3'~ۿ2L[Î`@Uuٖ[@VBRTߵ<墔`@[@b/`@`@3)g*}2,Œ_b@`@'uNU0j( b@T9Ց_@8F+V%G^a@?r_@?{ߨ"eCa@/5n_@Z9r`|ga@_j/^@Z9r `|ga@j]@@(XeCa@B8\\@8*nٿV%G^a@b[@:ALҼj( b@5 f`[@,Œ_b@`@r3,X%d@`@i)6^cd@.;_@h%d@_ϓZّ_@VVz#d@8=`rJ_@YoJzd@ozƕ^@YoJzd@)*P(^@' [#d@&"mF]@VQTӿd@"a\@hHƼ6^cd@ϋh\@X%d@`@^'gf@`@=%$^f@M_@Aŋ!MVf@$0_@WyTKf@k_@uOlټGf@5^@vOlټGf@*QC~^@M73yTKf@Y)~]@2 *пMVf@^xHf]@Hբ^f@>4]@gf@`@ ASU贁NNi@`@9}\Ii@(_@UK5 5Ei@ wl_@) %sq@i@4_@r˿ɼ>i@"iG_@r˿ɼ>i@3._@{DI%sq@i@G^@b,Ŀ 5Ei@g,Na^@rrc<\Ii@"Ī*^@贁NNi@`@L"K~j@`@1݆l4j@[vud_@+aYEУ'j@:k_@.wy}$Dj@9"a_@{O$_sj@r D‚u_@{O$_sj@KBK_@=y}$Dj@Eik^@&(nУ'j@ /w^@?Y l<l4j@Eߝ^@K~j@`@v1b.@ cl@`@.=>QWbl@ip_@$ z,qbl@kh_@6!ymal@Cl_@lɟC >al@؀)_@]ɟC >al@ I[_@< 4!ymal@_/ _@[V<,qbl@#L"^@sI<>QWbl@l֙^@@ cl@`@y8d mzl@`@yOrpY&l@x_@FTQېl@Eq5_@Wqg8ql@J;[_@HvZbR{Sl@&2v_@PvZbR{Sl@xp\_@6]Ge8ql@8 _@:鏻TQېl@ ^@LfugrpY&l@y췹1^@mzl@`@hX#/l@`@x?y l@% !_@٧0[0d/l@]4_@g/AX oUl@<_@D::Gl@y0_@K::Gl@=]_@Bw( oUl@1z&}_@i#}{d/l@ ^@k\Cy l@zw^@/l@`@_,El@`@o*_,El@ 3v _@\}93_,El@ _@2Z_,El@ _@8=_,El@K@_@8=_,El@1kk.]_@%_,El@h7f_@63'~_,El@~U]^@PBRTu_,El@^@_,El@`@%Xm@`@o*%Xm@ 3v _@\}93'Xm@ _@2Z%Xm@ _@8=%Xm@K@_@8=%Xm@1kk.]_@%%Xm@h7f_@23'~'Xm@~U]^@MBRTu<%Xm@^@%Xm@`@3m@`@p*3m@ 3v _@^}933m@ _@2Z3m@ _@8=3m@K@_@8=3m@1kk.]_@%3m@h7f_@63'~3m@~U]^@MBRTu3m@^@3m@`@ݧm@`@p*ݧm@ 3v _@_}93ݧm@ _@2Zݧm@ _@8=ݧm@K@_@8=ݧm@1kk.]_@ޔ%ݧm@h7f_@*3'~ݧm@~U]^@MBRTߕ<ݧm@^@ݧm@`@6Щn@`@p*6Щn@ 3v _@]}936Щn@ _@2Z6Щn@ _@8=6Щn@K@_@8=6Щn@1kk.]_@%6Щn@h7f_@>3'~6Щn@~U]^@MBRTߕ6Щn@^@6Щn@`@s@ o@`@q*s@ o@ 3v _@_}93t@ o@ _@2Zt@ o@ _@8=t@ o@K@_@8=t@ o@1kk.]_@ݔ%t@ o@h7f_@!3'~t@ o@~U]^@aBRTߥ<s@ o@^@s@ o@`@Xo@`@l*Xo@ 3v _@S}93Xo@ _@2ZXo@ _@8=Xo@K@_@8=Xo@1kk.]_@%Xo@h7f_@L3'~Xo@~U]^@ߨzXo@^@Xo@`@QGp@`@p*QGp@ 3v _@Z}93QGp@ _@2ZQGp@ _@8=QGp@K@_@8=QGp@1kk.]_@%QGp@h7f_@>3'~QGp@~U]^@h}+QGp@^@QGp@'?^Y(@P^@8Q%vl@ null_curve   ? l١V  9Pn@ftreemeg attrib  ڬ1 face       loop    plane surface  `@??  coedge       ftreemeg attrib  ڬ1 face       loop   plane surface    coedge       coedge   !  " coedge      # coedge  $ %  &  edge  ' (>@  ) unknown  pcurve    exppc nubs1t?8<@Obs@>@?Pn@]G%?Pn@>=IYJ?Pn@J$?Pn@NW'S?Pn@Fh?Pn@#p u?Pn@o-/?Pn@ew?On@_?On@6I?On@w/?Pn@Pn@jm_G8> spline  ref ftreemeg attrib  ڬ1 face * + &  ,  loop  -  cone surface  $@$? H H@? ?$@  coedge  . /  0   coedge  1  / 2  coedge   1 $ 3  edge  4ȼ ' Pn@  5 tangent  coedge     0  6 coedge  7 8  ! 9  edge  (Pn :< ; tangent  pcurve   < pcurve   = coedge  >   3 &  coedge   ? 7 @ &  loop     vertex   A vertex  @ Bintcurve curve   surfintcur nubs1t?8<@Obs@>@^@Pn@@웬@^@q<Pn@ھn_@jz$On@WOb_@B*;On@a'Y_@-UQOn@B_@eaGOn@c8_@.rOn@<.տ_@T On@`@;xu`Pn@`@Pn@jm_G8> spline  ref planepPn@?? nubs1t?8<@Obs@>@?Pn@]G%?Pn@>=IYJ?Pn@J$?Pn@NW'S?Pn@Fh?Pn@#p u?Pn@o-/?Pn@ew?On@_?On@6I?On@w/?Pn@Pn@ nullbs   ftreemeg attrib  ڬ1 face C D E  F plane surface  pPn@??  coedge  G H > I   coedge  J  8 K   coedge   L  2   edge  : 4>@  M unknown  coedge    G N  edge  O$@ 4^@ / P unknown  edge  Q$@ '^@  R unknown  vertex  0 Sintcurve curve   blndsprngcur nubsȼzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@ Pn@^@^@S贁@^@L贁@^@!@^@ t@5#@^@:m&@ ^@h6Ў'@^@,Œ_+@{L^@W%.@^@u@ t<@0^@_,D@C]@DDDDDO@D18m\@N贁R@6^Ӥ[@W@Luj[@ t@X@Ņ[@:mi[@[@j6\@[@b/`@5 f`[@,Œ_b@ϋh\@X%d@>4]@gf@"Ī*^@贁NNi@Eߝ^@K~j@l֙^@@ cl@y췹1^@mzl@zw^@/l@^@_,El@^@%Xm@^@3m@^@(X m@^@_,m@^@Pn@'? spline  ref null_surface nubsȼ Pn@?? Pn@ nullbs ^Y(@P^@8Q%vl@   pcurve    exppc nubs1t?z<@Obs@>@<M?Q< ? Sj_<j[?<aGPY?CAP <ӥr/?0Ou<G{,?<tHih ?.)<Hĺ?T%<9P47?<Er-T?:tF <:?*} ?]rAE8> spline  ref  coedge  T % @ 9  coedge  T . K 9  loop  U  vertex  K Vintcurve curve   blndsprngcur nubsļzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@Pn@`@`@P贁@`@M贁@`@!@`@ t@5#@`@:m&@`@/ci6Ў'@`@fpc,Œ_+@`@@(1X%.@`@t@ t<@`@_,D@`@P'DDDDDO@`@qu>,N贁R@`@(çl1W@`@Ҏ+BT2 t@X@`@>3:mi[@`@4j6\@`@4b/`@`@3)g*}2,Œ_b@`@r3,X%d@`@^'gf@`@ ASU贁NNi@`@L"K~j@`@v1b.@ cl@`@y8d mzl@`@hX#/l@`@_,El@`@%Xm@`@3m@`@'X m@`@_,m@`@Pn@'? spline  ref null_surface nubsļPn@Pn@ nullbs ^Y(@P^@8Q%vl@  intcurve curve   ref intcurve curve   ref  coedge  W $ - I &  coedge  % W X Y &  edge  (@ Zp@ 7 [ unknown  point  ^@Pn@ point  `@Pn@ftreemeg attrib  +ڬ1 face \ ] ^  _  loop  ` + plane surface  ?  coedge  a - 1 N   coedge  - a ` b   edge  c-DT! Q-DT!? > d unknown  coedge  e . f g   edge  :@ hp@ . i unknown  coedge  / j a k  intcurve curve   surfintcur nubs1t?z<@Obs@>@`@`@;A6[m_@k$(} ^<_@(֭^<-H_@<iZ<yP_@^pZ< ojD`_@Mf&g<ZݟX_@QTf&g< x8^@Yɩ<<^@<]rAE8> spline  ref plane nubs1t?z<@Obs@>@<M?Q< ? Sj_<j[?<aGPY?CAP <ӥr/?0Ou<G{,?<tHih ?.)<Hĺ?T%<9P47?<Er-T?:tF <:?*} ? nullbs    edge  QPn O 1 l tangent  vertex  2 mstraight curve  ?  vertex  3 nstraight curve  Pn@?  point  ^@ coedge  8 7 o p 9  face q 9  r  point  `@ coedge  ? > s t &  coedge  u o ? Y v  edge  Z w`@ X x unknown  vertex  p ystraight curve  `@Pn@ ftreemeg attrib  Dڬ1 face z { |  }  loop  ~ D plane surface  5@`?k@?  coedge   s H b E  coedge  H G L k   edge   cPn@ ` tangent  vertex  b ellipse curve  $@$Pn@ H H@?  coedge  J   coedge  o u J g v  edge  h `@ J unknown  vertex  K straight curve  `@  coedge  L    edge  O-DT! -DT!? L unknown straight curve  $@ zo q ?@ point  $@ point  $@Pn@ coedge  X f T p v  edge  h ZPn@ o unknown ftreemeg attrib  Uڬ1plane surface  `@p?  coedge  ` W t E  edge  w cn@ s unknown  coedge  f X v  loop  f  vertex  Y straight curve  `@pPn@  point  `@pPn@ftreemeg attrib  ]ڬ1 face    loop  ] spline surface   rotsur ellipse6@`Y@<=@_@{Gz? h!`?k@ l [ տ  -DT!@ 1m6 [ տ 3$Ѿ 46%z? coedge  ^  coedge  ` j E  vertex  b straight curve  $? ? zo q@ point  $Pn@ coedge  e   coedge  e E  edge   x J@ e unknown  vertex  g straight curve  `@p  point  `@p coedge  j   edge  |T@i@ n@ j unknown ellipse curve  $@$? H H@? straight curve  `@p?  coedge  s u E straight curve  pPn@?  edge  w Pn@ u unknown  face  U v   point  pPn@ftreemeg attrib  {ڬ1 loop  { spline surface   ref IK [ տ Jy@ mU!@ coedge  |  coedge  ~ ^  coedge  ~ ^  coedge  ~ E  edge  M'@ OM>]@ unknown  coedge   E  point  $ coedge  |  edge  hN ? w7\@ unknown  coedge  E  vertex  straight curve  p?  point  p coedge   edge  w7\@ 2LV4l@ unknown  vertex  straight curve  pPn@ ftreemeg attrib  ڬ1plane surface  p  coedge   coedge  |  edge   b2Ri@ unknown  pcurve    coedge   edge  q.@ -DT!@ unknown  edge   `I? unknown  vertex   vertex  straight curve  P?k@  edge  װ? \hCi@ unknown  coedge  |  pcurve    vertex  intcurve curve   surfintcur nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@ `o`i C)=#@|Ni !3@ni FB@츟g Z0F@QV8g -.L@{Q*ke 6|/O@$^d X :Q@9zxGb C l3Q@1KO` Ec2_Q@Se\ Ye9P@j P>Z G9&M@$8gVS(V PfJ@o&b.T l>C@⮁zQ h|TO@@2EvO B޵m 0@DyL G @*A}Kԋ}B=Kp]? spline  ref plane nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@azkm|2?azkX:?azkL ?azk"‡?azkQ@L(PKjbl^A+@=TƄkjUe a @!_i]]D? spline  ref plane? nubsj:@0_O@Rb[@9W_c@ ";Wf@dTi@[ տ`I?x$ ܿ3?K۰; Ž?N"o+?߼|^F?!+GV?dvx@\qia?|= body    lump    shell     face      ftreemeg attrib  ڬ1 face    loop   cone surface  $@$? H H@? ?$@ ftreemeg attrib  ڬ1 face       loop    plane surface  pPn@??  coedge       ftreemeg attrib  ڬ1 face       loop   plane surface  ?  coedge      coedge       coedge       edge  -DT! !-DT!?  " unknown ftreemeg attrib  ڬ1 face # $ %  &  loop  '  plane surface  5@`?k@?  coedge  ( )     coedge  *  ) +  coedge   , - .  coedge    / 0   coedge  - 1   2  edge  !Pn 3  4 tangent  edge  5 Pn@  6 tangent  vertex   7 vertex  . 8ellipse curve  $@$Pn@ H H@? ftreemeg attrib  ڬ1 face 9 : ;  <  loop  =  spline surface   rotsur ellipse6@`Y@<=@_@{Gz? h!`?k@ l [ տ  -DT!@ 1m6 [ տ 3$Ѿ 46%z? coedge  > ? @ A   coedge  B  C D   coedge   E  +   coedge  ,  F G  edge  H n@ ) I unknown  coedge   * J K  coedge  L   . 2  edge  !$@ M`@ - N unknown  coedge  O C  0 P  edge  3-DT! 5-DT!? / Q unknown  coedge   L O R 2  loop   S  vertex  R Tstraight curve  $@ zo q ?@ vertex   Ustraight curve  $? ? zo q@ point  $Pn@ point  $@Pn@ftreemeg attrib  $ڬ1 face V W P  X  loop  Y $ spline surface   ref IK [ տ Jy@ mU!@ coedge  Z [ \ ] % ^ coedge  ? ' _ `   coedge  ' > Z a   coedge  \ B ' A   edge  bM'@ cOM>]@ @ d unknown  coedge  @ ( Y e   coedge  / f ( D P  edge  g|T@i@ 5n@ C h unknown  coedge  ) i j k   coedge  j l * G m  edge  n H`@ F o unknown  vertex  G pstraight curve  pPn@?  coedge  q r , K s  edge  M np@ J t unknown  coedge  1 - r u 2  vertex  u vstraight curve  Pn@?  coedge  w / 1 R P  loop  / : ellipse curve  $@$? H H@?  edge  3$@ x`@ O y unknown  face z 2  {  point  $@ point  $ftreemeg attrib  :ڬ1 face | } m  ~ plane surface    coedge   _ B e ;  coedge  = ? a %  coedge  = %  coedge  i @ = ]   edge  c b2Ri@ \ unknown  pcurve    coedge  Y > ` ;  edge  bq.@ -DT!@ _ unknown  edge   c`I? Z unknown  vertex  e  vertex  ] straight curve  P?k@  edge  gװ? b\hCi@ B unknown  coedge  C  P  vertex  D straight curve  p?  coedge  E \   coedge  F E k m  edge  H Pn@ j unknown  coedge  F q m  loop  W  vertex  straight curve  `@pPn@  point  pPn@ coedge  J l s  coedge  J L u s  loop  } straight curve  `@Pn@  edge  x MPn@ r unknown  point  `@Pn@ coedge  O P  vertex  R straight curve  ? ftreemeg attrib  Sڬ1plane surface  `@?? ftreemeg attrib  Wڬ1 face  S s  plane surface  p  coedge  Y f ;  pcurve    coedge  [ Z %  pcurve    exppc nubs`I?[ տ-DT!@[ տ0@ spline  ref -DT! coedge  f [ P  edge  hN ? w7\@ unknown  pcurve    vertex  intcurve curve   surfintcur nubsj:@0_O@Rb[@9W_c@ ";Wf@dTi@=ϧ&[tf?k@Qyɍx=Dg4Nj@=8P;}hPj@=_B;j7͢ h@Mk6Aq9f@lc0b@i4;D;mwC`@|* H_ym_0V@S½0L1m_ZP@S½аW<&l;3ruC@_ZM([7(k >@L(PKjbl^A+@=TƄkjUe a @!_i]]D? spline  ref plane? nubsj:@0_O@Rb[@9W_c@ ";Wf@dTi@[ տ`I?x$ ܿ3?K۰; Ž?N"o+?߼|^F?!+GV?dvx@\qia?Z G9&M@$8gVS(V PfJ@o&b.T l>C@⮁zQ h|TO@@2EvO B޵m 0@DyL G @*A}Kԋ}B=Kp]? spline  ref plane nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@azkm|2?azkX:?azkL ?azk"‡?azkQ|= body    lump    shell     face      ftreemeg attrib  ڬ1 face    loop   plane surface  5@`?k@? ftreemeg attrib  ڬ1 face       loop    spline surface   rotsur ellipse6@`Y@<=@_@{Gz? h!`?k@ l [ տ  -DT!@ 1m6 [ տ 3$Ѿ 46%z? coedge       ftreemeg attrib  ڬ1 face       loop   spline surface   ref IK [ տ Jy@ mU!@ coedge       coedge   !   coedge    "   coedge   #    edge  $M'@ %OM>]@  & unknown ftreemeg attrib  ڬ1 face ' ( )  *  loop  #  plane surface  ?  coedge  + # ,  - coedge  .   " / coedge   . 0 1 2 coedge  3      edge  % 4b2Ri@  5 unknown  pcurve   5 coedge   6  !  7 edge  $q.@ 8-DT!@ 9 unknown  edge  8 %`I?  : unknown  coedge   ;  ,   vertex  , < vertex   =straight curve  P?k@ ftreemeg attrib  ڬ1 face > ? @  A  loop  B  plane surface    coedge  6  B C  D edge  Eװ? $\hCi@ # F unknown  pcurve   F coedge    6 G H pcurve    exppc nubs`I?[ տ-DT!@[ տ0@ spline  ref -DT! coedge  B I  1 )  edge  4hN ? Jw7\@ 0 K unknown  pcurve   K coedge  L  I M   vertex  1 Nintcurve curve   surfintcur nubsj:@0_O@Rb[@9W_c@ ";Wf@dTi@=ϧ&[tf?k@Qyɍx=Dg4Nj@=8P;}hPj@=_B;j7͢ h@Mk6Aq9f@lc0b@i4;D;mwC`@|* H_ym_0V@S½0L1m_ZP@S½аW<&l;3ruC@_ZM([7(k >@L(PKjbl^A+@=TƄkjUe a @!_i]]D? spline  ref plane? nubsj:@0_O@Rb[@9W_c@ ";Wf@dTi@[ տ`I?x$ ܿ3?K۰; Ž?N"o+?߼|^F?!+GV?dvx@\qia?Z G9&M@$8gVS(V PfJ@o&b.T l>C@⮁zQ h|TO@@2EvO B޵m 0@DyL G @*A}Kԋ}B=Kp]? spline  ref plane nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@azkm|2?azkX:?azkL ?azk"‡?azkQ|= body    lump    shell     face      ftreemeg attrib  ڬ1 face    loop   spline surface   rotsur ellipse6@Y@?<=@_@{Gz? h!?k@ l [ տ  -DT!@ ftreemeg attrib  ڬ1 face      loop    plane surface   -<@!?  coedge       ftreemeg attrib  ڬ1 loop   plane surface  5@?k@?  coedge       coedge       coedge       coedge       edge  [ ? l@  unknown  pcurve    exppc nubs[ ?l@[ տ-DT!@l-DT!@ spline  ref  coedge        edge   -DT!@  unknown  pcurve    exppc nubs-DT!l-DT!@l spline  ref  edge   -DT!@  ! unknown  pcurve    exppc nubs-DT!@[ տ[ տ-DT!@ spline  ref  pcurve    exppc nubsl[ տl[ տ spline  ref integer_attrib name_attribgen attrib   make_tangent vertex   " vertex   #ellipse curve  6@Y@<=@_@{Gz? 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UUUUUU?UUUUUU?? to6G@ƭ @} %@ )@MG&E,@0@A:4@p9@n“q{? ftreemeg attrib  ڬ1 face       loop    spline surface   rbblnsur blendsupsur spline  ref  ? @^ѿ  T~p@ null_curve nubsG82+a?6`p@-?S+p@-IP?p@bڙ?ep@OtI?xC14tp@? |eSp@x>̭v?2p@ blendsupsur plane5@`?k@ null_curve nullbs+:0yE> intcurve  exactcur nubsG82+Μ)U(˓&0b\$0Jo!a2:{}ۑ\a :aE]TE.@NZ*JTj@O;6.@n XFTj@/3NK-@0HgBTj@Qy-@c{OX>Tj@Vll-@ M5Tj@T,@)PU.-Tj@ :,@#(Tj@@)+@!lTj@0J=+@>Tj@.*@<2DTj@,DcM*@"yTj@ L-)@T^Sj@W'ڽ)@7Sj@سb%(@qwFSj@ҵ4P'@ B]Sj@!zlg'@ د^Sj@Ow_ c&@2˙Sj@IÜe%@ǙSj@$@9"Sj@zm$@\>ZESj@GdMެ#@gkSj@u"f#@cSj@:#@ie[Sj@gb"@CA6LSj@8eU "@ș%Rj@%@`7L,Rj@ @<Rj@ null_surface null_surface nullbs nullbs  Μ)U(˓&0b\$0Jo!a:{}ۑ\a :a ?  intcurve  exactcur nubsG82+Μ)U(˓&0b\$ !0Jo!a2:{}ۑ\rR{!a :aW~@E]TEfۍ30@ShQ*k@tS0@a!>S=莍*k@q /@k- SAS*k@J4v/@Sd#*k@ WA/@ܣNmS C\)k@}&.@x={S$)k@#3W.@'(Sw(k@gT#.@pSqWL(k@ߌn-@FGPS:'k@Syz-@;C|SFs'k@IO -@-=rSt&k@GT,@=hSbrA&k@tR{1f,@Df~bS\q%k@Dg+@RS3w %k@W.+@iBS;>$k@*@~\7Spr#k@Ni7b*@3!+SO"k@̼'z)@U^qS&> "k@2Qum)@٫S kj"k@p%)@ SO??!k@)@S~QP3z k@Q6(@5T RTdk@H1W(@*Rډ k@ ~'@Zܶ`sRģ!޿k@Z'@\v̶R~ӶJk@3 bL'@ktRXk@&@g)RNCk@PDpo&@T?k@Vll-@ M5T?k@T,@)PU.-T?k@:,@(T?k@@)+@lT?k@0J=+@ >T?k@.*@<2DT?k@,DcM*@"yT?k@ L-)@T^S?k@W'ڽ)@7S?k@fI(@IgS?k@omH'@];S?k@`]y^}'@VPS?k@B"&@zS?k@uXdz&@F`S?k@H/s&@gƲS?k@?ZES?k@IdMެ#@gkS?k@x"f#@cS?k@:#@ie[S?k@gb"@CA6LS?k@8eU "@ș%bR?k@kM&@uER?k@**3K@X@R?k@@wݞy@e$2`R@k@e@-݈NR?k@Yl@O=R?k@S@rCY+R?k@@<R?k@ null_surface null_surface nullbs nullbs  Μ)U(˓&0b\$0Jo!a:rR{!a :W~@ ?  intcurve  ref  intcurve  offintcur nubsG82+a.@NZ*JTj@@g*@d4BTj@!'@ ;Sj@{p= @'^ Sj@"k@*˵Rj@ @GRj@@@ plane5@`?k@ spline  ref  ? @^ѿ  T~p@ nullbs nubsG82+a?6`p@-?S+p@-IP?p@bڙ?ep@OtI?xC14tp@? |eSp@x>̭v?2p@  @@ @@  ? ?@ intcurve  exactcur nubsV; =Rs@Rs@x@Rs#@jY'(@x-@0Xn1@Rs3@Zj6@hY'8@%e;@x=@Pk0@@.XnA@ B@RsC@3%5E@h3F@&?PnG@lI@Jm[J@hХ?jK@*VL@7N@.@NZ*JTj@)l/@tTVTj@(+0@YJPbTj@ء0@JoTj@P~l1@+}VNTj@bo2@5MTj@H@2@73Tj@5x3@bTj@%:4@QQTj@N@5@:݋ Uj@HJ5@0U Uj@RTW6@^5BUj@BJ?7@չSUj@Dv8@qW=}vUj@*R{C8@{pUj@tU9@,fUj@&:@"wUj@+:@ Uj@6@ȦY;@OTk Vj@P!-r"<@g2g5Vj@@ <@_k^Vj@,zAI=@RPhsVj@: >@=yVj@: >@ Vj@J1"?@ wVj@~?@;S&Vj@ Y2@@"Wj@XD@Zj@t}xD@j`Zj@t-|D@4G͙Zj@$CD:5E@z`Zj@$OE@6Zj@,iE@"[j@Ɩ E@^ I[j@*E@iMh[j@U)E@= [j@0ME@X[j@<'F@\e\j@@=yV?k@: >@ V?k@J1"?@ wV?k@~?@;S&V?k@ɿرD?@O W?k@D@?@ݍW?k@N:?@OcW?k@U%@@*(W @k@9YֆlR@@'HF>W?k@z@@|"SW?k@6K@@ZnW?k@m<A@|R;W?k@iJA@5fW?k@;A@9HW?k@t!&A@l8)X?k@ЃNB@?ⱻrBX?k@ hdB@5NguX?k@(kB@ 9VX?k@n B@cX?k@(PrFC@fX?k@ %fC@~z %.Y?k@RQC@l:IY?k@ !C@^Y?k@~WD@+ (Y?k@ZzE.D@r`Y?k@Y2`D@kwJY?k@SD@t,Z?k@f,s%D@c݁_=Z?k@KD@N *YZ?k@4D@ r-vZ?k@"CD@wWOZ?k@qE@Z?k@$CD:5E@z`Z?k@$OE@6Z?k@,iE@"[?k@Ɩ E@^ I[?k@*E@jMh[?k@U)E@= [?k@|0ME@X[?k@<'F@\e\?k@"_?k@6zG@x@_?k@}vpG@ߺa_?k@K9G@6͂_?k@d{SG@^/_?k@xG@AT`_?k@AG@q&_?k@G@E\6_?k@hUG@P䛈`?k@hUG@`?k@ null_surface null_surface nullbs nullbs Rs@Rs@g@Rs#@jY'(@x-@0Xn1@Rs3@闶$4@Zj6@hY'8@%e;@x=@Pk0@@.XnA@ B@RsC@3%5E@h3F@&?PnG@lI@Jm[J@hХ?jK@*VL@ ?  intcurve  exactcur nubsV; =Rs@Rs@x@g@Rs#@jY'(@x-@0Xn1@Rs3@闶$4@Zj6@hY'8@%e;@x=@Pk0@@.XnA@^*B@ B@RsC@3%5E@h3F@&?PnG@lI@Jm[J@hХ?jK@4?aL@*VL@7N@fۍ30@SfQ*k@"0@[LSfQ*k@52*1@CɎSfQ*k@;6HĤ1@xj]ShQ*k@eoϘ2@7ۀ/ShQ*k@'т3@`ThQ*k@jc4@&ThQ*k@4@@<qEThQ*k@}xG95@ThQ*k@dFNU7@SOQThQ*k@b7@u=ThQ*k@L7@jYӞT_Q*k@ZeI8@[ThQ*k@ܯt8@ETshTfQ*k@T`9@tY TfQ*k@X8! W:@OUfQ*k@7M:@u,Z+UhQ*k@3ˠ;@N98RUhQ*k@ZFw<@bW%]{UhQ*k@\Ucw<@aUhQ*k@"Xʆa=@DUhQ*k@ph>@`UhQ*k@'>@ABcUhQ*k@nB0?@t ='VhQ*k@'i<@@cTVhQ*k@C?Om@@xkVfQ*k@vMIg@@iVVfQ*k@# @@W2VfQ*k@Ov@@@էHVfQ*k@XQn@@F2VfQ*k@@}A@OVfQ*k@gA7A@ܢ=;VfQ*k@GZaA@c8KVhQ*k@ZqA@!&<WhQ*k@/#B@{DWhQ*k@U1;B@˝aN^WhQ*k@BaB@WhQ*k@&B@[WhQ*k@>C@FYWhQ*k@"f/cC@KXhQ*k@<޲C@ (6LXhQ*k@JI>C@<-gXfQ*k@'O'D@ܰP8XfQ*k@LKaqD@UpXfQ*k@sq֕D@/XhQ*k@t)"WD@?F -YhQ*k@?n!E@wagYhQ*k@82CE@rIYhQ*k@7QwE@biYhQ*k@wH8E@C6YhQ*k@[E@NKYhQ*k@X>vE@ o@ZhQ*k@_LZFE@cٲ/ZhQ*k@gF@ڑf? kG@[fQ*k@;ەG@g1\fQ*k@mj(G@LaOt\fQ*k@tG@ IJ\hQ*k@RG@Vs\hQ*k@ufDH@3]hQ*k@NWg#H@0y\=]fQ*k@2H@W!_]fQ*k@mrMH@t͢]fQ*k@&ZH@X.l]fQ*k@ghfH@^]hQ*k@*X}H@<+^hQ*k@*bcWH@ o^hQ*k@:H@cB^hQ*k@dH@]J^hQ*k@)坳H@qM_hQ*k@wH@)\5_hQ*k@ H@zW_hQ*k@zH@nz_hQ*k@yGH@]`}_hQ*k@NK_H@Elpޢ_hQ*k@7׮H@j__hQ*k@ iH@ _hQ*k@`EH@jۼ`hQ*k@`EH@`hQ*k@ null_surface null_surface nullbs nullbs Rs@Rs@g@Rs#@jY'(@x-@0Xn1@Rs3@闶$4@Zj6@hY'8@%e;@x=@Pk0@@.XnA@ B@RsC@3%5E@h3F@&?PnG@lI@Jm[J@hХ?jK@*VL@ ?  intcurve  ref intcurve  offintcur nubsRs3@RsC@lI@7N@.@NZ*JTj@uϳc5@ݻ[Tj@L[X!;@1"cUj@L~LgHB@+@6Xj@.6D@z&rYj@e}-F@f[j@p3F@{)z\j@l{Pg_G@llCw^j@hUG@QBrT_j@hUG@`j@@@ spline  ref IK [ տ Jy@ mU!@ plane5@`?k@ nubsRs3@RsC@lI@7N@0ņֿWgj@0ņֿ泂3}@0ņֿ?E}Lu@0ņֿWI+@0ņֿ]j@}@0ņֿ@0ņֿEE@0ņֿ|[h)@0ņֿp*@0ņֿMT@0ņֿ싏o/@8ņֿھ1@8ņֿ-DT!@ nullbs  @@ @@  ? ?zDr? UUUUUU?UUUUUU??V; =g@闶$4@^*B@4?aL@7N@zDr?  coedge      coedge       coedge   ! "  # edge  $ %\X\/? & tangent  pcurve    exppc nubs\X\/??p9@p9@ spline  ref ftreemeg attrib  ڬ1 face ' ( )  *  loop  +  spline surface   rbblnsur blendsupsur cone@Pk@? 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Ʈ On tQZ6Nq@ null_curve nubsj{XY)@V5@QL=@Y =@W?J--@$ݶ?F#G2@hy?GE5@Z:d?JC7@JX?Cl8@fR?9@Qx?$h:@C ?YY>;@.IOf?h ;@C_P?c}<@jsE?藃Z<@'65?.8<@ <@+:0yE> intcurve  exactcur nubsj{XY?j{XY @\B5@j{XY@Eo@\B5#@h.&@j{XY)@%"n-@0A21@mVLdX3@V5@A7@~o,9@];@QL=@Y =@@ އkgj@5X@u`gj@-)Aw@Sg?j@7n@prgU Sj@@Yhwbj@m'@nV(hIj@}Z(*o @MsS)hS"Rj@) @W21h`IGj@qb&@QSBhD Fj@@"y!пsQhEXj@ %Gd iPj@pv6@iQj@ԫS#iϹfj@" ukiheW,if6j@^sA Ai*6Wj@3vSmE!MiVj@d_S!=Yij@pSP\{qiOj@ \^‰ixH k@L`,niEGk@^T(,7itk@y"J1; Hމi_Ni&k@ IL vd㷳iT,k@jKV >gUi69k@//ZKXj<+Fk@3%j:6pLk@W8(mj#9wiSk@b #A3j\Ο,f`k@Iz9G>jX@fk@lYZXωIjId@mk@8qd_`jPzk@0]qҢvjX.k@:}*'Dj?˔ύk@(&CVqj9'k@eԦEij gk@Iyky^j{ok@֣ j k@U.IjEƸk@Zb9vjrT^k@0azJbj۠lk@kҗ k2kk@4EWt kؐk@̔fT*P kNk@WI,< kk@J`y kk@ null_surface null_surface nullbs nullbs j{XY?j{XY @\B5@j{XY@Eo@\B5#@h.&@j{XY)@%"n-@0A21@mVLdX3@V5@A7@~o,9@];@QL=@ ?  intcurve  exactcur nubsj{XY?j{XY @\B5@17g(4@j{XY@Eo@\B5#@;:#@h.&@j{XY)@b*@%"n-@Y -@X!0@0A21@mVLdX3@;:3@V5@A7@ 8@~o,9@];@QL=@Y =@@ އkg?k@@u`g?k@ ˻W@Sg @k@7]B@prg)@k@Z@Yh@T1}@k@ejlj@nV(hB_ͤ Ak@[@MsS)h))^Ak@>C4q@W21h.$#Bk@\! @QSBh#Ck@w[Oj@"yU8Ek@,xi @Ru}ahIadYEk@r}f @]V+jhQ Fk@Yq @~)rhŠFk@SrZy @yhnNrGk@4"W @؝h2Hk@Oƛ @ThRUhJk@nuD@m2ha# Kk@H@|Wh_!v.Mk@Xe@*hmPk@~p@ShSeEQk@Bn#@ fh BƖRk@1ub@#wwhϗTTk@iwby8@bh h/"qYTk@@Z} ڇhA?DVk@v@12,hnWk@qX[@ǫyfhHsƯXk@`{@piǛB i c2[k@v1$@@i兀]k@Qj5.@#i\3ok_k@ zEJ4K?heW,ix3 ak@:q ?]6i*ck@o'^~?Vޗ8im8@jck@Z$?` j:ifck@u"Jn ?5+F؀Fiτ%fk@>U?6@Rihk@Ą`?\ijk@G[?_7RgiNuwulk@1)7?,3qiƉJok@i@%3?3"qi[|Rok@ ?v"^x|iuNqk@9? 6 i4?tk@Zj2?XAYtipvk@:?x6,|iYaDyk@t~m.|?,{i !)|k@{U?8?0ie\|k@r?rfиiuzk@ k?Hމi/Bk@mg?vd㷳ie *Vk@%sk?Єi>4@k@{u?#ihE>k@Q,?Puit4C k@KJ??jDk@z.V?nF6g j@T]k@,d?p!jj(k@6p?ܬb jf?*k@j C\k@1|'7?ZXωIj"Uk@7tC?v%R{3[j k@C w?HX!lj>" k@z{4?x HsjOߞk@"zm?{~j=k@9΄?ډjj(Ak@DqLK՗? ໎jD&AIJk@kE?j9~k@Ns%Kײ?j˅Sk@w!¬?ky^jK=k@ ? jk@J ?Ij"c\k@,vk?vj9*/k@ų0?Jbjmv6k@RP>җ kk@ тY>EWt k{{ilk@|~f-s>*P kZk@<JI,< k@pyk@<J`y kk@ null_surface null_surface nullbs nullbs j{XY?j{XY @\B5@17g(4@j{XY@Eo@\B5#@;:#@h.&@j{XY)@b*@%"n-@Y -@X!0@0A21@mVLdX3@;:3@V5@A7@ 8@~o,9@];@QL=@ ?  intcurve  exactcur nubsj{XY?j{XY @\B5@17g(4@j{XY@Eo@\B5#@;:#@h.&@j{XY)@b*@%"n-@Y -@X!0@0A21@mVLdX3@;:3@V5@A7@ 8@~o,9@];@QL=@Y =@-$I$!@k&h[ݒj@m @ZH3(h̶Hj@66W @=l0hj@oK @v8hj@>u@Ihr:Pj@}U5S@=tDZhEj@g@ gbh0^*dj@8!*~@@U7sh[ Ij@4msI~@RŃhXej@)@9`hj@aP)C@ML fӕhOj@a0@SHhxyj@BR~@?#h )ofj@3=k|@ U`[h\j@/Ta@mh.j@a~h@5ʋO4hXV[j@&=@n:h9?j@~.<@Vh$pxj@@_{>i@Th]]%+j@:0àW@mhVXj@R2K@yN>hY8ck@ٗ`@Li`k@2 _@iI!k@UO/x@Yi~12d#k@;fTT@=ĭfin>k@S:H@ƹ{%iW|e k@ZU@ :-i.u:C k@@f_5I2irY k@!qK@$Z@i~ 1k@'z @V'Ni[>k@H  @?[Vilyk@ @Ml]i&cRk@P: @pϗgi( 9k@D @k&.ii3hk@&DD[ @ |ji7?k@O>?@=uitk@;@YJi%H#k@"@[2Rist&k@)@=%Гi`))k@O#@21Kib6-k@줍W@b kiT@B-k@jS@!ix^0k@u8@isi<U4k@1xBO@0{iq7k@v%?ki&TXK?!0jJ9lk@o1t;%?!u9jKl4pk@*hSA?L3Kj\.yk@;\?p)$=Uj~ϓ6~k@F/?'wPH_jAPk@àIZ?Ŏojgk@ f?[ڸ~jtk@zDiv?lqjm٢k@D9?ȍyjՔSk@MXqJ?{j=p,Mk@W \(?6ݼ֜jsРk@R?R2jk Zk@7D>i@&?jU^(k@Y'Ц?/4:jYyk@Tȹ?z}Pjܞk@m!d?j|k@=Ӛw?y/jbIk@u kDk@N)>N kRIk@If_3b>Ub ka<k@dtFT>5C krk@hQJ`y kk@ null_surface null_surface nullbs nullbs j{XY?j{XY @\B5@17g(4@j{XY@Eo@\B5#@;:#@h.&@j{XY)@b*@%"n-@Y -@X!0@0A21@mVLdX3@;:3@V5@A7@ 8@~o,9@];@QL=@ ?  intcurve  ref intcurve  offintcur nubsj{XY)@V5@QL=@Y =@@ އkgj@H6S@P9Nhj@xU;}?݉E&h2]dVj@ky]VHEik@yė} *Zni2-k@G,rj !ǃk@=.2&)BjWvhk@* kn"k@+ kx?k@J`y kk@@@ spline  ref  ? Ʈ On tQZ6Nq@ cone@Pk@? H H ? ?@ nubsj{XY)@V5@QL=@Y =@W?J--@$ݶ?F#G2@hy?GE5@Z:d?JC7@JX?Cl8@fR?9@Qx?$h:@C ?YY>;@.IOf?h ;@C_P?c}<@jsE?藃Z<@'65?.8<@ <@ nullbs QL=@QL=@ @@ @@  ? ?JP[Rw? UUUUUU?UUUUUU?? 17g(4@;:#@b*@Y -@X!0@;:3@ 8@QL=@Y =@JP[Rw?QL=@  coedge  , - . /  0 coedge  1  2 3 4 coedge   1 5 6 7 pcurve    exppc nubs\X\/?E]TEE]TE spline  ref  coedge  8 9   :  edge  %p9 ;to?  < tangent  pcurve   = coedge  > 2  " ? @ edge  ;to $p9@ ! A tangent  pcurve   B vertex  " C vertex  D Eellipse curve  @FRj@z>?*/R@U7@@i @?  \X\/?ftreemeg attrib  ڬ1 face F G H  I  loop  J  spline surface   rbblnsur blendsupsur spline  ref  ? Ʈ On tQZ6Nq@ null_curve nubs}8f&W?J--@xX~@?/l%@O`(1?ƫ @4s?d\ @ nt?@.&n?Qo ?!   blendsupsur plane5@`?k@ null_curve nullbs+:0yE> intcurve  exactcur nubs}8)w6:n4A*uG3V<1\o=0$ `-9#)f&#=͍ ^Jf=͍ff@ އkgj@N@Lgj@EdS@?7gj@M@Û_Vgj@?̈́[@UdIgj@[@2ugj@P֭o@QQXgj@"J`@ 4Mgj@tF@csgj@@\Tjgj@=u@f/Zgj@Y0d@oIgj@1|'X @AAgj@},!@U0gj@Qpe!@/@ڌ2fj@  0@EFP~&fj@i|ԤB0@ fj@;GL0@#fj@EBs 1@)M@ fj@Z^>Y1@ $fj@Ժ1@s6ej@7">2@, ej@7x2@{ej@j4A2@_ebej@Rd3@mw:gej@33@_LGej@t%4@38ej@-4@mej@{v/4@B:#ϴej@15@-ej@xM5@hӨej@ null_surface null_surface nullbs nullbs )w6:n4A*uG3V<1\o=0$ `-9#)f&#=͍ ^Jf=͍ff ?  intcurve  exactcur nubs}8)w6rK4:n4A*uG3V<1\o=0S 0$ `-9#)f&#=͍ %g׼8g+;| k@=w*@6ʆ<)gw=k@C,K+@t_gTk@ɰw+@tgD k@끛[,@ogȆxk@A:ß-@fGf˄'k@ষq-@U׏fRMk@&-@Mfn Ck@;hħ.@J$f7k@>#z.@1fb+J+k@-/@6(&fg̳k@tq/@ݝZf3‡k@KTD0@s.Hfm'k@p7{p0@ȧf_3k@Ч0@9f Afvk@40@vVɗff-k@q}0@XKx:fkQk@1@1؏f!k@y,E1@d[fȔmuk@ॼg1@\˼f,ōk@s1@'*yfI{ k@s< 2@[ppnf]k@y!h%92@ʕ]hf_ k@S2@sȼ\f r!k@Ҧ2@ʾPffT~"k@qu'3@cJfyp#k@|VJ3@)=?f$k@3@?3fS%k@\p4@sfcN.f%k@184@IE#flt&k@F4@Sd0IfJoO}`'k@'c5@B^OMfc-'k@2Ђ5@OfQ(k@Dûp5@>?egc\)k@@ 6@= e{s)k@Lp{*V6@AEfTembnOa*k@@h6@QeiQ*k@ null_surface null_surface nullbs nullbs )w6:n4A*uG3V<1\o=0S 0$ `-9#)f&#=͍ %(g?k@Ff5@ig?k@P@Mo0b|g?k@sF@ csg?k@@\Tjg?k@=u@f/Zg?k@Y0d@oIg?k@1|'X @AAg?k@},!@U0g?k@Qpe!@:Xi g?k@ƸN@"@aFg?k@\;0"@_g?k@{#@{(g?k@I!#@@Gg?k@ & w#@`(Z:f?k@Z7'#@{7f?k@p?$@^ltf?k@U6 %@'f@k@#ޠ%@C" f?k@A A&@Pf?k@=Š'@@{Af?k@Xoe'@jk-f?k@[+Z(@D+Zf?k@s(@mJ͚f?k@J$Een)@f]Nf?k@Sfd)@Kf?k@+_*@dbwmf?k@3QZ(+@x:,Qrf?k@[+@ _ef?k@8,[,@u^f?k@+,@qtVf?k@L@w{C_-@?B!Of?k@fx-@XaMf?k@υ-@.*'IGf?k@GtL.@P. Af?k@-.@%VY1@ $f?k@Ժ1@s6e?k@7">2@, e?k@7x2@{e?k@j4A2@_ebe?k@Rd3@mw:ge?k@33@_LGe?k@t%4@38e?k@-4@me?k@~v/4@D:#ϴe?k@15@-e?k@xM5@hӨe?k@ null_surface null_surface nullbs nullbs )w6:n4A*uG3V<1S 0$ `-9#)f&#=͍ %0o@T(iӺ?v HdEo@ /TT?Go\o@_G$?= tFzo@O49ɧ?=Eo@^J"?kțo@ٶ[?hp@x>̭v?2p@ spline  ref  ? @^ѿ  T~p@intcurve curve   bldcur to6G@ƭ @} %@ )@MG&E,@0@A:4@p9@n“q{? spline  ref spline  ref  ? @^ѿ  T~p@ nubstop9@?to?p9@ nubstowt. @Dzr/@p9@jo@ϙY5?A̟o@GZE?׿o@<~JaP?iɆo@*5?Oo@G?T!>0o@T(iӺ?v HdEo@ /TT?Go\o@_G$?= tFzo@O49ɧ?=Eo@^J"?kțo@ٶ[?hp@x>̭v?2p@   intcurve curve   ref%  point  @:4Q?BNR k@ edge  %*(4- @ sAל_@ d t tangent  point  @FR?k@ftreemeg attrib  (ڬ1 face u l e  v  loop  w ( spline surface   rbblnsur blendsupsur plane5@`?k@ null_curve nullbs blendsupsur spline  ref 1m6 [ տ 3$Ѿ 46%z? null_curve nubsRs3@뷶$gB@'J@8ņֿ8ņֿQY?8ņֿ>j intcurve  exactcur nubsRs@Rs@x@Rs#@dY'(@x-@-Xn1@Rs3@SI6@6$8@\#A:@B5`^]<@#y>@fFiJ@@UYA@뷶$gB@!>_BuC@z_D@K|E@5U=F@uG@ ۣջH@-KbI@3J@hUG@`j@hUG@%bB\'`j@nvG@7[7`j@U.UiG@ 6G`j@EĄG@x=2G@M'aj@ eU'G@Kq')7aj@w×G@mVaj@hS@F@< Qvaj@)F@:'aj@1F@%CXaj@yF@zQltaj@jtF@Zaj@*tF@saaj@Z?crNF@C9pbj@ُz:F@:լ bj@ F@*;K^>bj@E@.Q]bj@7E@kbj@)4E@شrzbj@p ̉E@6bj@ 0tE@,tbj@o1_E@$yݮbj@33E@ CAbj@q'E@ebj@J#|D@FNbj@2<_ɼD@)cj@Z*nD@cj@kfpD@(cj@Qb@N,dj@qp>@]dj@mTK=@B̒idj@M;?=@5aNdj@=_'<@J&ej@k!F<@-F(ej@TN;@s&@"ej@=G;@`(+ej@8l:@q;ej@:\9@4]'Kej@v9@`Sej@u!8@}3mcej@lxF.8@5Yrej@}7@p`zej@x&7@VnԈej@~m_e6@@fFiJ@@UYA@뷶$gB@!>_BuC@z_D@K|E@5U=F@uG@ ۣջH@-KbI@ ?  intcurve  exactcur nubsRs@Rs@D@x@Rs#@dY'(@x-@-Xn1@"_1@Rs3@SI6@6$8@\#A:@B5`^]<@#y>@fFiJ@@UYA@Hi"A@뷶$gB@!>_BuC@z_D@K|E@5U=F@uG@ ۣջH@-KbI@3J@hUG@`?k@hUG@%bB\'`?k@nvG@7[7`?k@U.UiG@ 6G`?k@EĄG@xG@ ѩa?k@>=2G@M'a?k@eU'G@Mq')7a?k@w×G@mVa?k@hS@F@< Qva?k@)F@:'a?k@1F@%CXa?k@yF@zQlta?k@htF@Za?k@*tF@saa?k@\?crNF@C9pb?k@ُz:F@:լ b?k@!F@b`2b@k@ffF@vf୅Db?k@)_F@QGb?k@DÑE@ [Vb?k@2|gE@RPeb?k@՝!DE@KSpqb?k@%E@3G}b?k@p ̉E@6b?k@ 0tE@,tb?k@o1_E@$yݮb?k@33E@ CAb?k@q'E@eb?k@H#|D@FNb?k@2<_ɼD@)c?k@Z*nD@c?k@kfpD@(c?k@Qb@N,d?k@op>@]d?k@kTK=@B̒id?k@M;?=@5aNd?k@=_'<@J&e?k@k!F<@-F(e?k@VN;@q&@"e?k@=G;@`(+e?k@8l:@q;e?k@:\9@4]'Ke?k@v9@`Se?k@u!8@}3mce?k@ixF.8@5Yre?k@}7@p`ze?k@x&7@VnԈe@k@~m_e6@@fFiJ@@UYA@뷶$gB@!>_BuC@z_D@K|E@5U=F@uG@ ۣջH@-KbI@ ?  intcurve  exactcur nubsRs@Rs@D@x@Rs#@dY'(@x-@-Xn1@"_1@Rs3@SI6@6$8@\#A:@B5`^]<@#y>@fFiJ@@UYA@Hi"A@뷶$gB@!>_BuC@z_D@K|E@5U=F@uG@ ۣջH@-KbI@3J@`EH@`hQ*k@`EH@tA(`hQ*k@zYvH@AQp9`hQ*k@6H@1.J`hQ*k@ͦH@8"k`hQ*k@XTmֺH@\/6`hQ*k@jFH@`hQ*k@ĐTH@pm`hQ*k@ҷeDH@s`hQ*k@ژASH@Z`hQ*k@!pH@tԤ:`hQ*k@"HH@'AahQ*k@ߧxH@jN3 ahQ*k@'tHyH@0ahQ*k@1F7vlH@$j4ahQ*k@=IaH@T0 EahQ*k@=HH@)s9fahQ*k@g,H@$?ahQ*k@!H@./=ahQ*k@= t'2G@$ahQ*k@;G@qN*ahQ*k@8o$>G@riahQ*k@^bG@7k_ bhQ*k@P}G@/Տ)bhQ*k@hG@69bhQ*k@]NG@(7~LbhQ*k@D84G@chQ*k@EVD@gkYchQ*k@iED@SchQ*k@UD@(chQ*k@1-ZdD@l{@chQ*k@C&D@chQ*k@3 pW!C@)chQ*k@ 6C@U3dhQ*k@5[sC@wdhQ*k@iB@J1RLdhQ*k@!3B@2Aw8[dhQ*k@`*΋B@nMYm_dhQ*k@4nB@jdhQ*k@--`B@y3ͲudhQ*k@̒X3jJB@R I|dhQ*k@3B@+HoՂdhQ*k@iA@ŦշdhQ*k@(}A@Q)^dhQ*k@JԺA@vR0 dhQ*k@UN`^A@ҽdhQ*k@V;A@LO}9dhQ*k@&o7@@:TdhQ*k@R@@@&VdhQ*k@‹'C@@0ehQ*k@0@@PKt ehQ*k@K߯?@C ehQ*k@>@Dwn3ehQ*k@>$(>@يiehQ*k@a C<@MA{ehQ*k@ 3:b;@Ø,ehQ*k@#\w;@:+efQ*k@lL:@P5efQ*k@mƖPߏ9@:<-efQ*k@09@TGĸefQ*k@|r8@&efQ*k@$1 7@ЏefQ*k@O7@T/fehQ*k@g6@ ehQ*k@Lh6@QehQ*k@ null_surface null_surface nullbs nullbs Rs@Rs@D@x@Rs#@dY'(@x-@-Xn1@"_1@Rs3@SI6@6$8@\#A:@B5`^]<@#y>@fFiJ@@UYA@뷶$gB@!>_BuC@z_D@K|E@5U=F@uG@ ۣջH@-KbI@ ?  intcurve  ref' intcurve  offintcur nubsRs3@뷶$gB@'J@hUG@`j@hUG@?΄`j@ F@}aj@!׌D@bF"m0cj@嘒C@acj@pg>@ ndj@ɡB.:@1`Qej@M5@hӨej@@@ spline  ref 1m6 [ տ 3$Ѿ 46%z? plane5@`?k@ nubsRs3@뷶$gB@'J@8ņֿ8ņֿQY?8ņֿ>j̭v?2p@ spline  ref  ? @^ѿ  T~p@ vertex  U intcurve curve   bldcurG82+ !rR{!W~@E]TE@̭v?2p@   intcurve curve   ref.  coedge  5 8 D e  loop  5 G  vertex  6 intcurve curve   bldcurG82+ !rR{!W~@E]TE@ ?  coedge  j > m  pcurve    exppc nubsJq5I ss@Jq5I ss@Ov3k5? spline  ref  ? Xdpѿ  T~p@ face  ?   vertex  | straight curve  @P?k@ \cMM h@ftreemeg attrib  Gڬ1plane surface  5@`?k@?  coedge  X W J z H  coedge  ~ J )  coedge  J ~ )  edge   gի? J tangent  pcurve    exppc nubsgի?? spline  ref  edge  Y = s i tangent  pcurve    coedge  y x L  )  edge  s /qr8? L tangent  pcurve    exppc nubs/qr8?? spline  ref  coedge  M x  coedge  M  loop   pcurve    exppc nubsj{XY)@V5@QL=@Y =@W?J--@$ݶ?F#G2@hy?GE5@Z:d?JC7@JX?Cl8@fR?9@Qx?$h:@C ?YY>;@.IOf?h ;@C_P?c}<@jsE?藃Z<@'65?.8<@ <@ spline  ref  ? Ʈ On tQZ6Nq@ vertex  N  vertex  intcurve curve   bldcur 17g(4@;:#@b*@Y -@X!0@;:3@ 8@QL=@Y =@JP[Rw? spline  ref spline  ref  ? Ʈ On tQZ6Nq@ nubsY =@??Y =@ nubsj{XY)@V5@QL=@Y =@W?J--@$ݶ?F#G2@hy?GE5@Z:d?JC7@JX?Cl8@fR?9@Qx?$h:@C ?YY>;@.IOf?h ;@C_P?c}<@jsE?藃Z<@'65?.8<@ <@   intcurve curve   ref4  pcurve    exppc nubsFgիV; =?V; = spline  ref   coedge  Q X e intcurve curve   bldcurV; =g@闶$4@^*B@4?aL@7N@zDr? spline  ref  null_surface nubsV; =7N@V; =7N@ nullbs   intcurve curve   ref6  coedge  T _  coedge  T  loop  T  pcurve    exppc nubsRs3@RsC@lI@7N@0ņֿWgj@0ņֿ泂3}@0ņֿ?E}Lu@0ņֿWI+@0ņֿ]j@}@0ņֿ@0ņֿEE@0ņֿ|[h)@0ņֿp*@0ņֿMT@0ņֿ싏o/@8ņֿھ1@8ņֿ-DT!@ spline  ref IK [ տ Jy@ mU!@intcurve curve   bldcurV; =g@闶$4@^*B@4?aL@7N@zDr? spline  ref  spline  ref IK [ տ Jy@ mU!@ nubsV; =7N@?V; =?7N@ nubsRs3@RsC@lI@7N@0ņֿWgj@0ņֿ泂3}@0ņֿ?E}Lu@0ņֿWI+@0ņֿ]j@}@0ņֿ@0ņֿEE@0ņֿ|[h)@0ņֿp*@0ņֿMT@0ņֿ싏o/@8ņֿھ1@8ņֿ-DT!@   intcurve curve   ref8  coedge  W  edge  Z 3J@ tangent  pcurve    edge  3J [ tangent  pcurve    edge  Z8ņ? `zk@ unknown  point  `EH@`hQ*k@ point  hUG@`?k@ellipse curve  .@NZ*JTj@IN?O&Jlؿʌ'c? g@@m2X@?  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O!Uб R@'US=H"T@& }pkV@I4WKW@'Y ]G4\X@i<ʔIX@ܛ*  ȚZ@vE8[@;@9klć `@ـt 2Bc@0[|YIj@r-*[Oun@@pu@N,?l-z@+гm3@nL䂫=@@)aPݝF@ڈz(˵E@IiаQ8 $@*`@8@'8J@p?@;_]8Iǡ@Zگ %9@k&@՛1H#@M0nɗM@ϾRkd֢˩@K~Y+w@Ĝǭښ1ڮ@@lDKꂉV@h1Ű@Bd ,ù޳@58K@T@mt GQ @_钞g3)(@6:Z@z攮=e@MW@,ȉ1&@~2+p@d @InR%@ d~yDZzeX @4C]@M*C.@KcJ͹@I'KI\}@<Δ-qMI@n75@3;%*_R@ h߿JS @ ݿ+B.-@ wsVܿ2L5@a֣ڿ?6/E@šٿ9M@jO׿^9Y0`@ 4ֿNpd j@\zI տ=;t@Ov3k5? spline  ref  coedge   pcurve    exppc nubs[ ?l@[ տ-DT!@l-DT!@ spline  ref  coedge   loop   pcurve    exppc nubsRs3@뷶$gB@'J@8ņֿ8ņֿQY?8ņֿ>jj@Nӂ?@+xE³@@C@^&ZG@y J@3I~A@v-@G l-H=q @0f.@\jGC#@P/@9!ΨFpX*@(:0@CC!Fv\-@ۘ2@~'Es32@xt\3@2ʗجDPW8=3@ /ݒ5@M:ĂVCOo6@e-#6@ztbCJc7@"f6@e/iC{.!8@ɗE7@WcMC`f9@2F7@;EC1f&T:@&:i7@JfE(BA:@@??@2vmlB0/=@^@!V0CB1J!?@(7WM@gC3A6|A@ :@Y@`ƩB@,@48@yiND@Z g@Gđx?ӑTߊE@2iR@ŨN(>9!{G@[*0@=H@f6@ c<^-K@ke@rY;NL@.( @p:@ߘN@b@n%'m:l}O@x&@[(9SӺ Q@}<@[C9HQ{FQ@DB@(08A6R@7U @i^8[MpS@OX @]81T@@v Oz!@܀f 8)XT@nol}P!@TX7tӅҦT@/o!@F]7hgz-T@jxA!@4!J7҂I,BU@G"@P7īU@ڎ!#@k-7*{V@1eW#@x]r7wW@`2%@*Ik7n=NX@u9%@r1h*u71_X@p?j'@(R7ت Z@l5]i(@`;7a"Z@e{)@= 8AMm$[@6*@hoRV$8N>ۛ[@h8*@^8g\u\@)&+@e/U 8F\@:o<,@pF81Ё]@ܿv,@E,99Z^@49-@fV9z,,[l_@:&d.@ o%+:tjc,n_@`(h.@JSÖ: :*e>`@(..@>3C:]!N`@]ar/@5;Hժ`@/@p\;xhv`@v"*0@ 2nbr<QZega@oX 0@ ~#<FiQa@ _0@n6T=<=.a@Rr0@cMA=yQSa@%#(0@ݜ ]=sIa@qI0@p=0*b@cO0@6^f>jb@?K 0@PM~?.Ԕab@lj 0@,@ZBc@}0@3`z@[c@NѦ^0@q+DA4?ad@)] 0@c~ܑA2*Td@T\/@[ xB+ld@ȿ/@6Bbe@$r/@91UCo'ʧe@&`|Q/@)3@J/@&ͫEtf@VI8/@=33FCymf@ل/@9CL1Gm`#-g@.1#/@dqL@Hwg@TP/@26H||/g@5!/@ ux3I,h@=/@uJ֔f\h@ E[/@lP;Kcˮh@϶/@=C^P.L$]h@[NrZ/@|u[MPj7i@$/@\[M]T_i@NPq/@p*OF:34Ei@-=-/@rEOii@մ;/@f[^P4kxj@Mkm /@K@P7j@Y/@ wtQyPvj@W/@BAQvOB/j@Q 0@"WjRD:j@${0@f8Rj@'0@ѬcSrk@ 20@N3VS]6+k@@n;@0@rZx TlL@k@Ov3k5? spline  ref spline  ref nubsꀋ^ѿQp@?^ѿ?Qp@ nubs.ꀋ^ѿT @P!@$-@l4@{wj`;@zr6>@Nӂ?@+xE³@@C@^&ZG@y J@3@a! ]DU>@ҢL80>@lp-b<@㋪; k<@ ^B;@I, w;@: ͦ-zZ<@:9-qSp%=@ڧ>@ ٳ,?@e? .!6B@M`[C@6m<.F@ QGtH@8Hg?GIL@ N@; . O!Uб R@'US=H"T@& }pkV@I4WKW@'Y ]G4\X@i<ʔIX@ܛ*  ȚZ@vE8[@;@9klć `@ـt 2Bc@0[|YIj@r-*[Oun@@pu@N,?l-z@+гm3@nL䂫=@@)aPݝF@ڈz(˵E@IiаQ8 $@*`@8@'8J@p?@;_]8Iǡ@Zگ %9@k&@՛1H#@M0nɗM@ϾRkd֢˩@K~Y+w@Ĝǭښ1ڮ@@lDKꂉV@h1Ű@Bd ,ù޳@58K@T@mt GQ @_钞g3)(@6:Z@z攮=e@MW@,ȉ1&@~2+p@d @InR%@ d~yDZzeX @4C]@M*C.@KcJ͹@I'KI\}@<Δ-qMI@n75@3;%*_R@ h߿JS @ ݿ+B.-@ wsVܿ2L5@a֣ڿ?6/E@šٿ9M@jO׿^9Y0`@ 4ֿNpd j@\zI տ=;t@  [mBCe@@/C@SM@@إ9T@:eW@`p7Y@W%_@tab@ĕ_"d@   coedge   ftreemeg attrib  ڬ1plane surface  ? tagsys attrib    point  ⫥{G@k@ coedge      edge  $8ƿ E@  unknown  pcurve    exppc nubs 8ƿ<JH@;I!/M&@|1@t>@D@E@c@ 2?!Yc@B?@"c@m)L? Oc@#dLq?x%c@<b?(!c@Ǹ6e?$ Xc@n]O?^cAJc@c0?[mb@s_3%?(b@>€?ÿ=b@r&:?ڪrga@P?U{a@֖@O?Y6la@u[|L? 5+a@XU?*K! `@m_?0}K`@Q?S`@oLң?Dȷ`@.4?A۪p_@ʒ?;p$^@!SuK?:G g/]@*7MXB?8?+]@ ic2?Q-']@DR#]@ O9-$? spline  ref  coedge      vertex   intcurve curve   blndsprngcur nubsc@"d@idad@J3C]e@oSf@zDFg@Z5h@ Pi@~쮼j@woj@:k@6,l@^m@V$n@$Ob@trw6$:bIn^b@N}!To$mb@Gσ$Īb@L%` b@3 zq&!Z3 c@'GN(]c@DH+6c@} e,syxLd@80:ap d@03e@8WU2Gi` @e@֬3CѵGxf@Ig5Bf@G62&f@@ 9K"lpg@m0.:EMzg@P=}K<Qa/6h@ S=]tuh@1⭹v@i}h@w!v@Ě=-i@ B*i@R^#B;tEi@B:DO39Hj@gߪDA^|j@0FTyj@ܞ;Fdfmk@⫥{G@k@Ov3k5? spline  ref null_surface nubsc@V$n@c@W$n@ nullbs ĕ_"d@  ftreemeg attrib  ڬ1 face     spline surface   ref IK [ տ Jy@ mU!@intcurve curve   bldcur}8rK4S 0%qb0"@Đmv#!@B-.@.25@ 9/y<@rb~A@7s!E@TO*EF@pgH@@\J@.sL@gM@A!O@%VP@g*#Q@FZR@p~(<R@ n\[,R@BJR@2R@kޖS@AG T@"7]KU@ _sV@eW@2JkX@N ϓY@l[@:N⽇\@n]@Lo^@b|__@$%`@Iſ`@F}`@Cma@`Ja@G9ga@Zʐa@Bg+a@*kub@9Zb@"Ikc@e4Kf@-]yf@) f@=8%ٛg@ԨU?g@2h@ ?#i@;@!j@j@}ik@$ӟl@q&U/Im@(Bm@0im@M {n@)ˍn@&\Nq@ null_surface nubs@O=Uşr@@O=Uşr@ nullbs 0:jR@RRAaMa@^Sf@Kwni@/]Tal@8 m@uly g@  v` Lfb@ftreemeg attrib  ڬ1 face  r    spline surface   ref  ? Ʈ On tQZ6Nq@ coedge     edge  w7\@ X=k@ ! unknown  pcurve    exppc nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@azkm|2?azkX:?azkL ?azk"‡?azkQqb0"@Đmv#!@B-.@.25@ 9/y<@rb~A@7s!E@TO*EF@pgH@@\J@.sL@gM@A!O@%VP@g*#Q@FZR@ n\[,R@BJR@2R@kޖS@AG T@"7]KU@ _sV@eW@2JkX@N ϓY@l[@:N⽇\@n]@Lo^@b|__@$%`@Iſ`@Cma@`Ja@G9ga@Zʐa@Bg+a@*kub@9Zb@"Ikc@e4Kf@-]yf@) f@=8%ٛg@ԨU?g@2h@ ?#i@;@!j@j@}ik@$ӟl@q&U/Im@(Bm@0im@M {n@)ˍn@&\2{W?+>dG[vv?Zp"A-y?nu^ќ?b"V4X? yqMo|/"?W,-N?&%/$?pA?e9jW@?&.*@U`d?O&%| ?0n82es?,\k4=?xM?5|?0^?"6T,y?+}X?hM:?ey4n?XJ>n?0~sr?I m" ? ʛ?g-?k.?0h /?zK? +m3G?UJ^fa?RvS3r?5R+?\mW3E?1}1 8?n\{1@?eW34N?N'@?BmEI #bo?S}??RIrԀl?CP Br\ e?'=˴z??!/o?-\ ?} Jy?}эɿ$^?{kmsO?)xa3?;,c$E&??kjzD ?xF0"?ϙ f?„"B!C?}-D5?顢bK ?*VOURe ?v`Z"a?diF ?4)q))?;vv?ZCR>n?g  ? /6\,`?7٬OPP9Q?v2?Mv+?)5.֗&?rQg4A?OYj~|?C?Nh?w5*Hbd^?TQ?)Rǥ&P?`zkX-O? ߟ? spline  ref  face # $  %  edge  k߻!@ w7\@  & unknown  point  Q@` coedge  ' (    edge  DR#] ަdQ  ) tangent  pcurve    exppc nubsަdQ@DR#]@ަdQ@DR#]@Ov3k5? spline  ref  coedge  * ( +   loop    vertex  + ,intcurve curve   surfintcur nubs]F a@(@OI@t=D"@0]28HyX`8HJ9!Ӟ<PkgmJ?iBIg{l0=-YD?[$Jg{l0=2yM?(Js=@[R RJVs=1h@{ KUypLuB @m-qYKUyprS@F4C3kKNMQ&2 ,@F_WrKq? spline  ref plane nubs]F a@(@OI@t=D"@ަdQ@nҾ?j|Y1 @hy*h?Bh w@9s"ŵ?-8?H͎?_?Hu?=ε??XL&?,ۜ?+i?d?0"?&O?;CTq%4?;Oe¿f.t>@D@E@$Ob@WJ0M<r5O[#P.Mb@B*>Nb#*ZKb@z"8?J#1>3b@[7]I?hm#eb@:,y?_%#Z=_a@A#s?z'"4Ea@)uݞ?p"I`@}՞9"?+X"ZV`@u ??#EDG"h`_@#?~OnK"{ݭ!_@0u?{k"\^@~$͚?jJ"C ڸ$z]@Y?X5%#ݴ(c[@ ` 7?@Go#֤YC[@w+>jM#V1Z@I]{BqP#u{ Z@O#/ Z@ O9-$? spline  ref cone$@$? H H@? ?$@ nubs $8ƿJH@:I!/M&@|1@t>@D@E@c@ 2?!Yc@B?@"c@m)L? Oc@#dLq?x%c@<b?(!c@Ǹ6e?$ Xc@n]O?^cAJc@c0?[mb@s_3%?(b@>€?ÿ=b@r&:?ڪrga@P?U{a@֖@O?Y6la@u[|L? 5+a@XU?*K! `@m_?0}K`@Q?S`@oLң?Dȷ`@.4?A۪p_@ʒ?;p$^@!SuK?:G g/]@*7MXB?8?+]@ ic2?Q-']@DR#]@ nullbs  D@n!@4s,?@D@   coedge  - 4 5  edge  Ob@ 6Pn@ 7 tangent  point  $Ob@ftreemeg attrib  ڬ1 face 8 9   :  loop    vertex  ;intcurve curve   blndsprngcur nubsGHl >qb0"@Đmv#!@B-.@.25@ 9/y<@rb~A@7s!E@TO*EF@pgH@@\J@.sL@gM@A!O@%VP@g*#Q@FZR@p~(<R@ n\[,R@BJR@2R@kޖS@AG T@"7]KU@ _sV@eW@2JkX@N ϓY@l[@:N⽇\@n]@Lo^@b|__@$%`@Iſ`@F}`@Cma@`Ja@G9ga@Zʐa@Bg+a@*kub@9Zb@"Ikc@e4Kf@-]yf@) f@=8%ٛg@ԨU?g@2h@ ?#i@;@!j@j@}ik@$ӟl@q&U/Im@(Bm@0im@M {n@)ˍn@&\P}0i@&N5@jzmhi@5@w3irrah@5@-t3ih@Bb5@MiieTBh@3m5@[{i0+h@Y-5@0iv'g@D5@°i[g@ '35@{yiWEKhg@-5@o0ieg@4|l5@yq(j)m^zgg@nߓ5@~j+&Mg@!M"5@զ\;7jUg@ITcC6@ h:xGjDrf@-F6@"gj߃f@ 6@z*B;rvjEf@u 6@-bXj7Gyf@ * 6@tפjA/]f@sE6@,j^$J[#f@l=6@#qjZ<f@!.76@˄3jRe@Oz6@F♇jz e@iOa6@}'3j_1e@雉6@Q#j79e@;iG6@j-8me@'6@9}jue@]l6@wj gKe@˅c6@'nj5[e@~a6@z jq]Ye@##6@㹟xkZ[Mʛe@]/5@B9kWR+ne@5@2<,k69Oe@$9Dϝ5@P$IJk6ׄe@k9 p5@AO~XkpXd@OY5@O\ukjyd@âb4@ґ"ykLYd@2624@`nkdcd@%3@MX-k8L9EFd@˿lX)3@cߵk6 d@5B2@cZ&k(`c@ 1@VKIgk\1,jc@B!-~b~1@=kfc@d g0@@ܰl߾-$0ec@ߙ0@!l-(Ic@oߠ-@_ElcI%b@,eJ *@-[lTb@g)Ž'@{l8)C%jb@r K&@a lslvnMb@/`@f<=@Cm* `@F <@mxiߎ]`@.0@PtS!m@g(`@p}@ ̙&m ~`@ҋ@my_@zXǮ@wiz3m$k_@IlTb@R0."m7~d_@ndO@3$mJ-=_@nL@l΅(m'[&_@LM@Z)mA,3^@6mM@,mWأ)^@}ٸM@TQ6-mr ^@Xm{N@:2m0U^@3g0SN@xy7mBc^@ڬN@h>m7m]@9lN@XNL]$Bm^q ]@e.tDO@${(YHm*j\@c2kO@|KmPj~4\@,0O@juOm,"Ô[@bc:BO@j̇QmZ9TD[@M(O@J)UmФ~Z@ȅBP@.LֺSVmITZ@-4 P@!Wm Y@r&P@rXmfeY@((P@&ʖXmybyX@H$P@>@FXm:vX@kP@HVVm[|5W@3-P@[3Um|LW@p8O@|bQm9 V@΂NCO@w2Lmmy9U@SO@WCmJtU@s~N@!~@m10LET@GN@a.;m@, iVT@\K=N@~]f:mD\BT@0kN@8mT@|XcM@237mo\T@aP@4m%S@5QW@*9T2m[S@<#@ubL'mhmR@]@D4m>IADR@4@31Pm)Q@Zl@@WNPlŊNyP@v@9\lJyaήN@‚ɘ@g$BolVZtM@ݓ@@6Рl$.K@&K@@)l>KJ@ژ@Rcl* G@q@eM+MlܪF@ʋuf @0ਁl|FuD@a @E^lXtC@T 0?!@X-Lk}A@3nd!@oƞFk="w@@vjh!@n$kO>@"M.h!@=zk=i>@Vg!@sqk=@"uˮg!@A|aEk9"=@2*f!@@1oրkR @.qT!@l,Jsi?2cqb0"@Đmv#!@B-.@.25@ 9/y<@rb~A@7s!E@TO*EF@pgH@@\J@.sL@gM@A!O@%VP@g*#Q@FZR@ n\[,R@BJR@2R@kޖS@AG T@"7]KU@ _sV@eW@2JkX@N ϓY@l[@:N⽇\@n]@Lo^@b|__@$%`@Iſ`@Cma@`Ja@G9ga@Zʐa@Bg+a@*kub@9Zb@"Ikc@e4Kf@-]yf@) f@=8%ٛg@ԨU?g@2h@ ?#i@;@!j@j@}ik@$ӟl@q&U/Im@(Bm@0im@M {n@)ˍn@&\2{W?+>dG[vv?Zp"A-y?nu^ќ?b"V4X? yqMo|/"?W,-N?&%/$?pA?e9jW@?&.*@U`d?O&%| ?0n82es?,\k4=?xM?5|?0^?"6T,y?+}X?hM:?ey4n?XJ>n?0~sr?I m" ? ʛ?g-?k.?0h /?zK? +m3G?UJ^fa?RvS3r?5R+?\mW3E?1}1 8?n\{1@?eW34N?N'@?BmEI #bo?S}??RIrԀl?CP Br\ e?'=˴z??!/o?-\ ?} Jy?}эɿ$^?{kmsO?)xa3?;,c$E&??kjzD ?xF0"?ϙ f?„"B!C?}-D5?顢bK ?*VOURe ?v`Z"a?diF ?4)q))?;vv?ZCR>n?g  ? /6\,`?7٬OPP9Q?v2?Mv+?)5.֗&?rQg4A?OYj~|?C?Nh?w5*Hbd^?TQ?)Rǥ&P?`zkX-O? 0:jR@RRAaMa@^Sf@Kwni@/]Tal@8 m@uly g@   coedge   .    edge   fWf0@  < unknown  pcurve    exppc nubsr!m @H܎@DlkJ(@fWf0@?sQZ6Nq@a{a?mÈLq@25?)SFGq@Exӽ?\@q@536p ?8q@ Q`7x?$`.q@u+?Rޮ`#q@- L?! Mq@`?~N?q@ ?pb4 p@m?;op@-Zw?Jp@2Kp@ܹ?j&? spline  ref  vertex   =intcurve curve   blndsprngcur nubs>0A@7s!E@TO*EF@pgH@@\J@.sL@gM@A!O@%VP@g*#Q@FZR@p~(<R@ n\[,R@BJR@2R@kޖS@AG T@"7]KU@ _sV@eW@2JkX@N ϓY@l[@:N⽇\@n]@Lo^@b|__@$%`@Iſ`@F}`@Cma@`Ja@G9ga@Zʐa@Bg+a@*kub@9Zb@"Ikc@e4Kf@-]yf@) f@=8%ٛg@ԨU?g@2h@ ?#i@;@!j@j@}ik@$ӟl@q&U/Im@(Bm@0im@M {n@)ˍn@&\Dl;yj@A N[l宜[j@ʈlJ6j@Ͼ0l?v2j@ =Pl;y#i@!%IlQ9i@#hY` mibi@S m\\3+2Ci@KIm aAwi@E-U]mqKxh@y„mY8⨟h@Hߗm _~h@R|3m͉F;h@Z]mݺh@reAmOog@q] n*n{g@g4M!nGX6g@!%n4[vg@Qtm+nWjg@,nhg@ /n/Ycg@.0nž{ag@m9*~3n`DbZg@m8 5n+Ug@8+@n~z8>g@qHn~9+g@L͆_n8 f@$ ln%f@I\nr2ش,|f@dnH8[Tf@%{n_f@z$nɖRe@# znΕe@Y )nTee@W.nQ[Xe@lπ(n3d@ю(xnNoyd@Aнnnyd@Bonn ,d@8J5ynZd@*TaJ^nFc@ZxGInCIyKc@VY)nd b@,tnf"ab@8=Y n] Imb@+nnAGb@ ymmg a@u^Am`0a@Zmeۋa@ĺnm qh^ea@s=mNSSW a@$^mԣ=`@^a'me`@Εm'[ {`@<חݺmݟB`@"mٮt2`@*>mZE `@YhmiO _@L-mgȇ_@h[m^@g_@4mp+_@Z,JmPC_@T&[Tm^@狂m?R^@9;fmH5x^@4/mN-s )^@M}szm|8]@m}?X;]@t_[mF'\@P61mTI\@ WWm}!յ[@gh$mBnwS[@rm뛰DZ@DAmy0S]Z@jmc Y@AfmgY@1O<mעlX@@mm8M|rX@p]=}Cm]W@u&mnF|W@"Xm wV@|bm,U@@m;/UT@ݢ@uLmM8oT@]Wwm7T@CymHn^#T@וdqmS@cm]Z#S@EFm͟;*S@~iHm(S@$Bm iR@mQ>R@rrm2P@@v`m@E6P@#`wm*% M@Nޙm3B໶L@mE{DJ@F~mv: I@fm|}F@7Xm|=vE@e_7mҏC@!$mf^&A@O~8 lD d?@&gCllE ,=@$flql:@0zlUﺳ0@ kkjr)@%,kح%@qJukT @\zQk 8Z@ Ak޸5@Oj"VQy?=jt п%  ߟ? spline  ref null_surface nubs0A@2Kp@0A@2Kp@ nullbs 0:jR@RRAaMa@^Sf@Kwni@/]Tal@8 m@uly g@  tagsys attrib    point  Rk@k@ftreemeg attrib  ڬ1plane surface    coedge    intcurve curve   surfintcur nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@ `o`i C)=#@|Ni !3@ni FB@츟g Z0F@QV8g -.L@{Q*ke 6|/O@$^d X :Q@9zxGb C l3Q@1KO` Ec2_Q@Se\ Ye9P@j P>Z G9&M@$8gVS(V PfJ@o&b.T l>C@⮁zQ h|TO@@2EvO B޵m 0@DyL G @*A}Kԋ}B=Kp]? spline  ref plane nubs dY9=@cY9M@ ckU@cY9]@')b@ cke@ $i@ئT6l@azkm|2?azkX:?azkL ?azk"‡?azkQ ? @  A spline surface   ref 1m6 [ տ 3$Ѿ 46%z?intcurve curve   refX  coedge  (   2   coedge   '  +  intcurve curve   blndsprngcur nubsަdQ@P!@$-@l4@{wj`;@zr6>@Nӂ?@+xE³@@C@^&ZG@y J@3qӱU@/L3* 6TaU@Qɝ[)$0ЫVV@ͳZ(uc?!V@x`j&b>kBX@Bi{%~sX@<|i$wjY@sC4$DY@$N Z@Ov3k5? spline  ref null_surface nubsަdQ@DR#]@ަdQ@DR#]@ nullbs [mBCe@@/C@SM@@إ9T@:eW@`p7Y@   coedge  B  1 C   edge  Kj@ Dn@  E unknown  point  .]28HB?= coedge    F G  coedge   H  /   edge  I < D@ . E unknown  coedge  J  K L   coedge   J * C   edge  D N Z@ ' 7 tangent  point  $N Z@ coedge  M K  5 N  edge  O 6n@  P unknown  vertex   Qstraight curve  $? ? zo q@ftreemeg attrib  ڬ1 face R S T  U cone surface  $@$? H H@? ?$@  point  80GT!@/~?i =intcurve curve   surfintcur nubsr!m @H܎@DlkJ(@fWf0@80GT!@/~?i0=JC_c@MflEixa/=p][@zORiV̽fL@[{iV̽"U h @QiJ1`? >W Ȫ?#Ai(4_? >:?Uj9sW4x1U?+zuj9sW4,9:5tjjJz<=jܹ?j&? spline  ref plane nubsr!m @H܎@DlkJ(@fWf0@?sQZ6Nq@a{a?mÈLq@25?)SFGq@Exӽ?\@q@536p ?8q@ Q`7x?$`.q@u+?Rޮ`#q@- L?! Mq@`?~N?q@ ?pb4 p@m?;op@-Zw?Jp@2Kp@ nullbs    point  =jt п% ftreemeg attrib  $ڬ1 face V W  X  loop  Y $ plane surface  p  coedge  Z * [ \   edge  ]-DT! D-DT!? * ^ unknown  vertex  2 _straight curve  p?  coedge  Y ` - G @  edge  O IPn@ F a unknown  coedge  . b Y c   vertex  c d coedge  1 0 e f   coedge  4 g 0 L N  edge  6-DT! h-DT!? 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H H@?  point  $ coedge  F t M k @ straight curve  pPn@  coedge  H Z { |   edge  } I`@ H ~ unknown  point  p coedge   [ J f p  edge  hPn ] e  tangent  coedge  K l   N  vertex   ellipse curve  $@$Pn@ H H@?  coedge  l M   N  edge   O`@ `  unknown  coedge  g j r  N  face  N    point  pPn@ftreemeg attrib  Sڬ1 loop  w S plane surface  `@??  coedge    l  T  coedge   {   W  coedge  ` Y   @  coedge    Z v T  edge   x>@ Z  unknown  coedge  [    p  vertex  v straight curve  ?  point  $@ coedge  s  b | W  edge  @ }p@ b  unknown  vertex  | straight curve  `@p  coedge  w e g  p straight curve  $@ zo q ?@ edge  h$@ ^@   unknown  point  $@Pn@ coedge   s j  W  edge  @ p@   unknown  vertex   straight curve  `@pPn@  edge   >@ l  unknown ftreemeg attrib  mڬ1plane surface  pPn@??  coedge  u r s  T  coedge  r u w  T  pcurve    exppc nubs1t?8<@Obs@>@?Pn@]G%?Pn@>=IYJ?Pn@J$?Pn@NW'S?Pn@Fh?Pn@#p u?Pn@o-/?Pn@ew?On@_?On@6I?On@w/?Pn@Pn@jm_G8> spline  ref\  edge  Pn < s  tangent  coedge  {  t  W  edge  } Pn@ t  unknown  pcurve    exppc nubs1t?z<@Obs@>@<M?Q< ? Sj_<j[?<aGPY?CAP <ӥr/?0Ou<G{,?<tHih ?.)<Hĺ?T%<9P47?<Er-T?:tF <:?*} ?]rAE8> spline  ref\  vertex  | intcurve curve   surfintcur nubs1t?z<@Obs@>@`@`@;A6[m_@k$(} ^<_@(֭^<-H_@<iZ<yP_@^pZ< ojD`_@Mf&g<ZݟX_@QTf&g< x8^@Yɩ<<^@<]rAE8> spline  ref\ plane nubs1t?z<@Obs@>@<M?Q< ? Sj_<j[?<aGPY?CAP <ӥr/?0Ou<G{,?<tHih ?.)<Hĺ?T%<9P47?<Er-T?:tF <:?*} ? nullbs    edge  xȼ  Pn@ w  tangent  point  ^@straight curve  `@  point  `@p vertex   straight curve  Pn@?  vertex   straight curve  `@Pn@  point  `@pPn@intcurve curve   surfintcur nubs1t?8<@Obs@>@^@Pn@@웬@^@q<Pn@ھn_@jz$On@WOb_@B*;On@a'Y_@-UQOn@B_@eaGOn@c8_@.rOn@<.տ_@T On@`@;xu`Pn@`@Pn@jm_G8> spline  ref\ planepPn@?? nubs1t?8<@Obs@>@?Pn@]G%?Pn@>=IYJ?Pn@J$?Pn@NW'S?Pn@Fh?Pn@#p u?Pn@o-/?Pn@ew?On@_?On@6I?On@w/?Pn@Pn@ nullbs    pcurve    pcurve   intcurve curve   blndsprngcur nubsļzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@Pn@`@`@P贁@`@M贁@`@!@`@ t@5#@`@:m&@`@/ci6Ў'@`@fpc,Œ_+@`@@(1X%.@`@t@ t<@`@_,D@`@P'DDDDDO@`@qu>,N贁R@`@(çl1W@`@Ҏ+BT2 t@X@`@>3:mi[@`@4j6\@`@4b/`@`@3)g*}2,Œ_b@`@r3,X%d@`@^'gf@`@ ASU贁NNi@`@L"K~j@`@v1b.@ cl@`@y8d mzl@`@hX#/l@`@_,El@`@%Xm@`@3m@`@'X m@`@_,m@`@Pn@'? spline  ref\ null_surface nubsļPn@Pn@ nullbs ^Y(@P^@8Q%vl@  straight curve  `@p?  point  `@intcurve curve   blndsprngcur nubsȼzGN @< ףp$@)@(\0@QI@zGU@= ףpY@P^@(\c@Qg@Gz4l@l@\xm@Km@ Pn@^@^@S贁@^@L贁@^@!@^@ t@5#@^@:m&@ ^@h6Ў'@^@,Œ_+@{L^@W%.@^@u@ t<@0^@_,D@C]@DDDDDO@D18m\@N贁R@6^Ӥ[@W@Luj[@ t@X@Ņ[@:mi[@[@j6\@[@b/`@5 f`[@,Œ_b@ϋh\@X%d@>4]@gf@"Ī*^@贁NNi@Eߝ^@K~j@l֙^@@ cl@y췹1^@mzl@zw^@/l@^@_,El@^@%Xm@^@3m@^@(X m@^@_,m@^@Pn@'? spline  ref\ null_surface nubsȼ Pn@?? Pn@ nullbs ^Y(@P^@8Q%vl@   point  ^@Pn@ point  `@Pn@intcurve curve   refa intcurve curve   refb  End-of-ACIS-data