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?4@ ftreemeg attrib  p^\1O face       loop     torus surface  i@LBiV@89@4@?  loop     coedge     ftreemeg attrib  `^\1O face       loop    cone surface  i@9@=?4? ?4@  loop     coedge       coedge       coedge      edge  !z$'< !-DT!@ " unknown ftreemeg attrib  P^\1O face # $ %  &  loop  ' (  torus surface  e@9@=?9@4@?  loop  )  coedge     *   coedge +    *   edge , -lv< --DT!@  . tangent tagsys attrib    loop   /  vertex   0ellipse curve  h@^ Ve@f{Q;f;f?4? ftreemeg attrib  @^\1O face 1 2 3  4  loop  5 6  cone surface  9@0==?4@? ?4@  loop  7   coedge  ( ( ) 8   coedge 9 ) ) ( 8   edge : ;233333< ;-DT!@  < tangent tagsys attrib   integer_attrib name_attribgen attrib  =  make_tangent vertex >  ?ellipse curve  i@V&Z@eJ;f;f?4?  face @ A  B  point  f@] Ve@f{Qftreemeg attrib  $0^\1O face C D E  F  loop  G H $ torus surface  9@9@=?9@4@?  loop  I   coedge  6 6 7 J %  coedge K 7 7 6 J '  edge L M233333< M-DT!@ ( N tangent tagsys attrib  ) )integer_attrib name_attribgen attrib  O * make_tangent vertex P * Qellipse curve  i@LBiV@=4? tagsys attrib  ,  tagsys attrib  - - point  f@U&Z@eJftreemeg attrib  R /^\1O face S T  U plane surface  h@^ Ve@f{Q;f?;f ftreemeg attrib  2 ^\1O face V W X  Y  loop  Z [ 2 cone surface  LBiV@ =4@? ?4@  loop  \ $  coedge  H H I ] 3  coedge ^ I I H ] 5  edge _ `233333< `-DT!@ 6 a tangent tagsys attrib  7 7integer_attrib name_attribgen attrib  b 8 make_tangent vertex c 8 dellipse curve  i@9@=4? tagsys attrib  : * *tagsys attrib  ; ; point  f@LBiV@<tagsys attrib  @ / /ftreemeg attrib  A^\1O loop  e A plane surface  ] Ve@f{Q@;f;f? ftreemeg attrib  D^\1O face f / g  h  loop  i j D torus surface  LBiV@9@8@4@?  loop  k 2  coedge  [ [ \ l E  coedge m \ \ [ l G  edge n o233333< o-DT!@ H p tangent tagsys attrib  I Iinteger_attrib name_attribgen attrib  q J make_tangent vertex r J sellipse curve  e@0==4@? tagsys attrib  L 8 8tagsys attrib  M M point  f@9@< coedge  e e t u T ftreemeg attrib  W^\1O loop  v w W cone surface  ] Ve@f{Q@;f;f H, H,@? ?4@  loop  x D  coedge  j j k y X  coedge z k k j y Z  edge { |233333< |-DT!@ [ } tangent tagsys attrib  \ \integer_attrib name_attribgen attrib  ~ ] make_tangent vertex  ] ellipse curve  9@0==4@? 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Ea?  a? coedge       ftreemeg attrib  ^\1O face       loop   spline surface   rbblnsur blendsupsur cone<^ Ve@f{Q@;f;f H, H,@? ?4@ null_curve nullbs blendsupsur cone ellipse<Y@H2k?W}?x>0D@F2k? -DT! -DT!? null_curve null_curve null_curve null_curve4@4@  ? -DT! -DT!??I?? ???? -DT!V=dSds-8R_;2ɿ_;2?ds-8R?V=dS?-DT!?I??  ? Ba a coedge       coedge  ! "   coedge  # $ %   coedge  & '  (  edge  )J *J?  + tangent ftreemeg attrib  ^\1O face , - (  .  loop  /  cone surface  gc$]@=4@? ?4@  coedge  0 1 2 3  4 coedge  5  6 7 coedge   5 8 9 : coedge  ; <   =  edge  >P|ZJ ?k  @ tangent  pcurve    exppc nubsP|ZJkP|ZJ?k?MbP? spline  ref  ? Ea?  a? coedge  A   6   coedge  B /  "   edge  **Q@ Cf-f@  D unknown  coedge   E F G   coedge  H I  % J  edge  K燶@ )LV@  L unknown  coedge  M  I N (  coedge   O B P (  loop     vertex  N Q vertex  P Rstraight curve  0bмJRT@<33333@? ŜO 1':k@ftreemeg attrib   0^\1O face S T J  U plane surface  `f)ŔѼgc$]@<33333@?  coedge  ! V 5 W   coedge  F  H X  Y coedge   F Z [  \ coedge  ] ^  3 _  edge  ` aya?  b unknown  pcurve   c coedge    / W d edge  CL|Ko/ ? e unknown  pcurve   e coedge  f g  9 h  edge  i >ya?  j unknown  pcurve   k coedge  l  g m =  coedge   n A o =  loop   p  vertex  9 q vertex  6 rellipse curve  Y@p"b<+ᅣ▏귿tHiz9@U$U@6!3@^l {;U@53@^k^%U@E3@GLPUX[U@3@ʘC~..U@˅3@g~U@6 |3@naQ\@0T@k3@]|ٞT@+|3@JXkT@<33333@JÓMuT@<33333@]]VT@+|3@$aQ8c诽T@k3@h~)T@6 |3@˘CwT@˅3@LDNMT@3@7GT@E3@^*(jT@53@5AԲT@6!3@H7hT@93@`'[yMT@?3@FHT@4`3@}9ڿ[T@f3@܀ZfտڇT@ɡsT3@d.8ſ)`T@oR3@9-ִ6U|T@4@9-ִ?6U|T@4@$.8?)`T@oR3@܀Zf?ڇT@ɡsT3@8?[T@f3@E?HT@4`3@'[?yMT@?3@ߞH?7hT@93@C5A?ԲT@6!3@z^?*(jT@53@?7GT@E3@L?DNMT@3@˘C?wT@˅3@h~?)T@6 |3@aQ?:c诽T@k3@]?VT@+|3@J?ēMuT@<33333@J?XkT@<33333@]?|ٞT@+|3@DaQ?\@0T@k3@g~?U@6 |3@tʘC?~..U@˅3@"L?PUX[U@3@8?k^%U@E3@Y^?l {;U@53@B5A?>$U@6!3@ޞH?͑nx'U@93@A&[?*X%-U@?3@E?/U@4`3@8?!3U@f3@܀Zf?#5U@ɡsT3@.8?eC6U@oR3@9-ִ?WOd7U@4@WOd7U@4@)z2? cone0bмJRT@C@?SZP[@LaCz2? 4@ conegc$]@=4@? ?4@ nullbs nullbs    coedge  # s v w   coedge  1 0 # G  x edge  yhL|Ko/ K # z unknown  coedge  { $ 0 X J  coedge  $ | & N J  loop  H -  vertex  G }intcurve curve   surfintcur nubs!'֤DA?'֤DA?{p?'֤DA?|?ߦ?m-%?LV@Iڮ@S.=|@PHZ7@Nbw1 @`{4 @s:H @_]@LV@U?}@^@h@qaA@p @n{@$@Q@4w{&@v 07@u?@t:H@}8R@_]@H.Úc @LV @<WOd7U@4@9-ִWOd7U@4@Ɖ.8ſ|eC6U@mR3@V܀Zfտ#5U@ǡsT3@4ڿ!3U@d3@9C/U@4`3@o%[*X%-U@?3@ݞH͑nx'U@:3@H5A>$U@4!3@p[h {;U@53@)k^%U@E3@LQUX[U@3@uʘC~..U@˅3@g~U@6 |3@`Q[@0T@k3@]|ٞT@+|3@|JXkT@<33333@|JēMuT@<33333@]VT@+|3@`Q9c诽T@k3@g~)T@6 |3@uʘCwT@˅3@LDNMT@3@v7GT@E3@p[+(jT@53@H5AֲT@5!3@ܞH7hT@:3@$[yMT@?3@:CHT@4`3@4ڿ[T@d3@T܀Zfտ⇌T@ǡsT3@ĉ.8ſ)`T@mR3@9-ִ6U|T@4@9-ִ?6U|T@4@E.8?)`T@mR3@܀Zf?⇌T@ǡsT3@4?[T@d3@WC?HT@4`3@$[?yMT@?3@ݞH?7hT@:3@i5A?ֲT@5!3@[?,(jT@53@??7GT@E3@L?ENMT@3@ʘC?wT@˅3@g~?)T@6 |3@`Q?9c诽T@k3@]?VT@+|3@J?ēMuT@<33333@J?XkT@<33333@]?|ٞT@+|3@`Q?[@0T@k3@g~?U@6 |3@ʘC?~..U@˅3@L?QUX[U@3@9?k^%U@E3@[?h {;U@53@h5A?>$U@5!3@ݞH?͑nx'U@:3@$[?*X%-U@?3@YC?/U@4`3@4?!3U@d3@܀Zf?#5U@ǡsT3@2.8?|eC6U@mR3@9-ִ?WOd7U@4@<WOd7U@4@Kz2? cone0bмJRT@C@?SZP[@LaCz2? 4@ cone/b|.?:XAbйRP?NTb:h3g/?-Q ?V|ZJ nullbs   intcurve curve   ref  pcurve    exppc nubsk?P|ZJ??k??L|ZJ?MbP? spline  ref  ? Ea?  a?intcurve curve   surfintcur nubsL|Ko/]:5H`?ixCT@33@?L3@}ͽ?),.V@Wz4@M:G?oBcW@DbT~6@t?_ r9W@iO7@7H`?9eX@Z9@? cone0bмJRT@C@?SZP[@LaCz2? 4@ spline  ref nullbs nubsL|Ko/]:?k?s"?楘?z9=H?F#?g"o1?0?$ (?D ?I??P~j?k?    coedge  8 V h  coedge  8 ; m h  loop  g  vertex  intcurve curve   surfintcur nubsDٓ`?ya?333333@_X@zJ?333333@^CX@|J?333333@RcX@sya ?333333@_X@,wʄL?333333@X@ś?333333@hX@W%/b?w?@XAb?J[3^?NTb?3cC?Q ?Z|ZJ? nullbs   intcurve curve   ref   coedge  n ; =  edge   >_X@ g unknown  coedge  < l =  edge  ?>;@ Q@ A unknown  face  =   point  333333@jX@@X%04@^04@^{p?S֤DA?[|?ߦ?^t-%?V@Iڮ@2=|@KZ7@dw1 @6{4 @?H @Ȭ_]@V@C}@Q@@gA@3 @̀@(*@Q@|{&@m&07@?@?H@(8R@ˬ_]@1Úc @V @.숑X@mBF:@"9-ִ.숑X@mBF:@.8ſAnX@?eR:@܀Zfտ jQ)X@~}zw:@EڿE{4/X@Y:@N8.BX@T':@1[ۊWX@4nǸ:@Hd04X@nx:@5AJJ X@d :@m$X@dɊ:@'HX@L:@L^XX@V# i:@&ΘCi^0X@nd\:@ k~aLQ X@A>:@bQ?{{X@տ7(:@]qX@AFP%9@J 2SkX@9@J0`X@ Ν9@j]ZX@?\(9@bdQ/OX@iKBnw9@j~l6JX@H9b9@*ΘCgEBX@13F9@-Lz?X@P:9@$@g9X@°^%9@mTl 7X@Z9@ 5A@\62X@: P 9@HT/X@ #9@\2[aD+X@$8@yP>5)X@ku8@Iڿs&X@;c58@܀Zfտ4@%X@4iP8@.8ſ($X@H88@C9-ִ> #X@V88@9-ִ?> #X@V88@Λ.8?($X@H88@܀Zf?4@%X@4iP8@H?s&X@;c58@*P?>5)X@ku8@2[?aD+X@$8@DH?T/X@ #9@5A?@\62X@: P 9@Zm?Tl 7X@Z9@?@g9X@ư^%9@L?z?X@T:9@ΘC?gEBX@13F9@j~?l6JX@H9b9@:dQ?/OX@iKBnw9@B]?ZX@?\(9@J?0`X@ Ν9@J? 2SkX@9@]?qX@AFP%9@kbQ??{{X@տ7(:@j~?aLQ X@A>:@͘C?i^0X@nd\:@L?^XX@V# i:@?'HX@L:@Km?$X@dɊ:@5A?KJ X@e :@H?d04X@ux:@1[?݊WX@4nǸ:@TN?9.BX@T':@NE?E{4/X@Y:@_܀Zf? jQ)X@~}zw:@.8?AnX@?eR:@9-ִ?.숑X@mBF:@.숑X@mBF:@&gz2? cone0bмJRT@C@?SZP[@LaCz2? 4@ cone^ Ve@f{Q@;f;f4@? ?4@ nullbs nullbs   ftreemeg attrib  p^\1Ocone surface  ^ Ve@f{Q@;f;f4@? ?4@  coedge  s  edge  J J? tangent  coedge  t  edge  .|ZJ ~,u t unknown  coedge  v  vertex  w intcurve curve   surfintcur nubs!S֤DA?S֤DA?>{p?S֤DA?[|?ߦ?^t-%?V@Iڮ@2=|@KZ7@dw1 @6{4 @?H @Ȭ_]@V@C}@Q@@gA@3 @̀@(*@Q@|{&@m&07@?@?H@(8R@ˬ_]@1Úc @V @<.숑X@mBF:@b9-ִ.숑X@mBF:@.8ſAnX@?eR:@܀Zfտ jQ)X@~}zw:@EڿE{4/X@Y:@jN8.BX@T':@1[ۊWX@4nǸ:@Hd04X@nx:@5AJJ X@d :@dm$X@dɊ:@'HX@L:@L^XX@V# i:@ ΘCi^0X@nd\:@j~aLQ X@A>:@wbQ?{{X@տ7(:@]qX@AFP%9@J 2SkX@9@J0`X@ Ν9@N]ZX@?\(9@FdQ/OX@iKBnw9@j~l6JX@H9b9@ΘCgEBX@13F9@Lz?X@P:9@@g9X@°^%9@rmTl 7X@Z9@5A@\62X@: P 9@RHT/X@ #9@$2[aD+X@$8@AP>5)X@ku8@Iڿs&X@;c58@ ܀Zfտ4@%X@4iP8@4.8ſ($X@H88@9-ִ> #X@V88@~9-ִ?> #X@V88@.8?($X@H88@^܀Zf?4@%X@4iP8@VI?s&X@;c58@bP?>5)X@ku8@G2[?aD+X@$8@|H?T/X@ #9@5A?@\62X@: P 9@m?Tl 7X@Z9@?@g9X@ư^%9@#L?z?X@T:9@ΘC?gEBX@13F9@j~?l6JX@H9b9@VdQ?/OX@iKBnw9@^]?ZX@?\(9@J?0`X@ Ν9@J? 2SkX@9@]?qX@AFP%9@bQ??{{X@տ7(:@k~?aLQ X@A>:@ΘC?i^0X@nd\:@L?^XX@V# i:@?'HX@L:@m?$X@dɊ:@5A?KJ X@e :@H?d04X@ux:@72[?݊WX@4nǸ:@N?9.BX@T':@E?E{4/X@Y:@܀Zf? jQ)X@~}zw:@.8?AnX@?eR:@X9-ִ?.숑X@mBF:@<.숑X@mBF:@&gz2? cone0bмJRT@C@?SZP[@LaCz2? 4@ cone<^ Ve@f{Q@;f;f H, H,@? ?4@ nullbs nullbs    point  8H`9eX@Z9@ coedge  | { J  coedge   |  edge   NC? Bݩ @ | tangent  coedge  ~ (  coedge  ~  edge   D@ n@ ~ unknown  coedge    loop    vertex  ellipse curve  <S.=<33333@J??  point  J0=<33333@ coedge    (  coedge      edge  !UD@ YVVa@  unknown  coedge     loop    vertex   straight curve   DJ?<33333@?  point  J?J?<33333@ftreemeg attrib   ^\1O face       loop   sphere surface  i@Y@=4@  coedge       vertex  straight curve  333333@ec$]@@J?  coedge     face      coedge    _  coedge     edge   J@  unknown  vertex  straight curve  333333*6e@4ЁqQ@;f;f  coedge    _  coedge  ! "  edge  Eœ@@ #hcbB@ $ tangent  vertex  %straight curve  333333ec$]@@J? ftreemeg attrib  ^\1O face & ' (  ) plane surface  333333] Ve@f{Q@;f?;f  coedge  * + h  coedge  , - .  edge   J /`J? 0 unknown  coedge  1 2 h  coedge  3  edge  4 J@ 5 unknown ftreemeg attrib  ^\1O face 6 7 8  9 plane surface  333333@^ Ve@f{Q@?;f;f?  coedge   :  loop   7  vertex  : ;ellipse curve  ^ Ve@f{Q@;f;f4@?  point  333333@*6e@4ЁqQ@ coedge  :  loop   straight curve  J?!Sc@$ =Q4U@;f;f  point  J? fX@ܭ#39@ coedge  straight curve  0bм fX@ܭ#39@ 1':k ŜO@ coedge  , < ellipse curve   ==;f;f?4@4@;f?  edge  = DRT@ > unknown  point  J fX@ܭ#39@ coedge  ? "  edge  9[<6m@ ,Ҏc7m@ @ unknown  coedge  ? A  vertex  Bellipse curve  <0==4@? -DT!? !3|@ coedge  C D (  coedge  E F G  edge  H-DT!? -DT! @ I unknown  coedge  J  coedge  K E L  loop  M  vertex  L Nstraight curve   DJ<33333@?  edge  OZݩ   NC P tangent  face Q R  S  point  J<33333@ coedge  T U    edge  oX@ Vz*sZY@ W tangent  coedge  X U Y   coedge  Z    loop   [  vertex  Y \straight curve  ÷jh@D<33333@?  edge  ,|ZJ ]x,u ^ unknown  face _ `  a  point  ķjh@J?<33333@ftreemeg attrib   ^\1O face b c d  e  loop   cone surface  Y@`X@SZP[@LaCz2@? ?4@  coedge  f g h i  coedge  j k l  coedge  j m n  coedge  o p  d  edge  q r(-DT!?  s unknown  point  333333@<33333@@J? coedge    edge  = NC? `"@ t unknown ftreemeg attrib  ^\1O face u p  v cone surface  <^ Ve@f{Q@;f;f H, H,@? ?4@  coedge  w x  y  edge   zvPw%Y@ { unknown  coedge  | w }  vertex  } ~straight curve  333333*6e@4ЁqQ@;f?;f  point  333333*6e@4ЁqQ@ coedge       edge  zv[/@ #1R/!]@  unknown  coedge     "  loop    vertex  straight curve  233333?f{A@ Kg-M f1X@ point  333333?@J?ftreemeg attrib  @^\1O face       loop   plane surface  i@E!\R@\, ;f;f  coedge    +   edge  v[/@ /B3'X@ *  unknown  coedge   < .  coedge     .  loop   `  vertex   straight curve  333333@=33333@=  coedge    2 8  edge  4 vPw%Y@ 1  unknown  coedge  |    vertex  straight curve  333333@uve@:UmQ@;f;f? ftreemeg attrib  ^\1O face     loop   cone surface  ^ Ve@f{Q@;f;f4@? ?4@  edge   =J@  unknown  point  J?!Sc@$ =Q4U@ edge  M@ ]k@ ,  unknown  vertex  : straight curve  J!Sc@$ =Q4U@;f;f  coedge   A " intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@#O-@c 1@vV 7@ -6;@P4=@S?@l¸@@GA@2B@SjfC@duKD@vz0CE@F@LH@RJ@L@t~CuM@ > N@% P@ĿP@h?dtqQ@3')R@+OSvR@.R@0JR@2#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@zBo1!T@`FT@+N U@U߿d1V@]?_V@e͌W@Xm:X@#u_=7X@4i"Y@DGtZ@{v[@T~[@d|\@eF\@6%B~]@`=]@\8|^@3^@{7/z_@L0*_@g4{`@P;a@ud-1a@`da@:)/Zb@Ѻb@0Gb@ c@d32c@ۉ&Jc@5-Vc@R4bc@r;nc@6_Bzc@KIc@>8Pc@z8%Wc@^c@,:kzc@yrc@=wb d@|)R:d@VD2d@0d@ YWYe@Qӹe@yf@j%Ef@ 8g@m@"m@m@ݞRjts@6_Bzs@4@jpi?=4@jpi?Dsg3@S.?fZ_ο,3@Ct?3?]ևܿA,3@ljI?V/3@=a*?\!j-*93@M g?Ħn7"3@U=?Dh74t3@(GK%h$J/@ET)@_LP)',-@vS+@e<А+Xg )@Ym\p/@^tmB/ -'@{x@n0@kHX0" $@e1@ 1P18b$"@sͲ1@5&1@w @>B2@\a/2J5@72@LJ[r280z)@a:2@x uS2Ÿ@L.3@H3$@Z&3@VQw3@, t3@8@03P5Y@TF3@M"Y3J[0@̶C23@q6 3ZBs?Ҿ0 4@jt3&l?4@\4hµn4@{3Te('FN3@j3;.  )DJ3@lT3,Z_g3@!A3>sX=(;P3@b@G3b+W{ )3@u5~E3x3w,82@?n21n#BL)k2@Uc2Ԑ-nV#91@uw1C%m 0@j4_0!n)}F%.@Y.I+ӺV-@`IQ3T-<-*@ ~*>'.*)@Oa)mfC0"H'@ R'ʩ0)'&@b)&buvb1a\#@xž#!TV19GD"@ɩbM["JV H2]U& @maeF Bw~?V݋dzf3E,?;z530?޺JTx913h!$ T?6Ҙw|t3?)(233333VY?J233333ʉ&Jt3bRXCſ)(Tx913ֿBҘw|z53|ܿ޺Jczf3gĻ;䮞3 y KV݋b@* 3[<N~$3hբ؍s,73c@G3,l}͉3!A3;.  Tg< {2@NխE|l'$[3c 3@Vt.p1 q3e3@O:}Kƪw#3@aY% ,6f?YΖ3@)KA Bv 3@ $ x,+ b3@6@uJ'P3@F(O!cUrQ^,P3@:NPN(<fŜ3@~] c6kNO=-3@^bŝݔhP͜3@` P*!t3@T31cu!7"3@T.b\h7493@q :n/3@С&Ȑ!j-*A,3@*ѯ`oV,3@ {>]ևܿ3@ ^fZ_ο4@:O}2Dsg4@:O}2Ksg?3@ ^fZ_?,3@ {A]և?A,3@Hѯ`V?/3@&Ȑ^"j-*?93@q :n?7"3@.bh74?t3@31cHv!?P͜3@ *!?-3@*^bcݔh?fŜ3@] c6kO=?,P3@TNPhN( jg< @ol2@R?F!oTj!@GF U1@O &$Ac$@v=0@VZ%FGK%@h$J/@^Y!)iLP)@',-@W c+e<А+@Xg )@&:)=/^tmB/@ -'@ަT0kHX0@% $@K*IlK11P1@8b$"@&,41"5&1@@w @Ri(2&\a/2@J5@0vj2VJ[r2@*0z)@d2 uS2@Ÿ@.j3R3@$@++jm3VQw3@@zp3?@03@*5Y@R3U"Y3@![0@23y6 3@IZBs?E89%3jt3@&l?iNS3d4@[kh [)3{3@Te(c3j3@;. =s3tT3@,l}͉3!A3@>s,73j@G3@F+W{ wzmm3u5~E3@Y3w2Jn2@1n#EEQ2Uc2@Ð-nV#X\z1žuw1@C%8Ap0v4_0@!n)UJ.Y.@I+P"-`IQ3T-@.-|޾x**~*@-'._Ҫ\)Oa)@mfC0~~'2R'@ʩ0j%)&@^uvb12.(#ž#@ TV1X"bM["@JV H2?UEaeF @@w(ikB @^J23BFe'@783^bžWa@w3F9EY@i3{EKL @zYN[3ܼ(}R&?㞈63-yCHK/3?$3hբX~?V݋?b@* 38Qo?~?$3kOh?,'.*)@Oa)@<-*@~*@I+ӺV-@`IQ3T-@!n)}F%.@Y.@C%m 0@v4_0@Đ-nV# 91@uw1@1n#FL)k2@ Uc2@Z3w,82@Kn2@D+W{ ,3@u5~E3@>sZ=(;P3@j@G3@, Z_g3@!A3@;.  )DJ3@tT3@Te('FN3@j3@[khµn4@{3@ޡ&l?4@d4@CZBs?Ҿ0 4@jt3@[0@̶C23@z6 3@5Y@TF3@V"Y3@@. t3@@@03@$@Z&3@VQw3@Ÿ@L.3@Q3@*0z)@b:2@ uS2@J5@72@RJ[r2@@w @>B2@!\a/2@9b$"@sͲ1@5&1@4 $@e1@1P1@ -'@wx@n0@kHX0@Xg )@ Ym\p/@^tmB/@',-@vS+@e<А+@h$J/@ET)@nLP)@v=0@`PR%@NGK%@EF U1@?Y8F$@Hc$@ol2@\rz!@tTj!@0NyQ2@@W r @kg< @{2@ <P@'$@Z3c 3@k@/p@0 q3e3@A4^@:}Kƪ@w#3@ǿ!O@#,6f?@YΖ3@j@zv @3@X @ y,+ @b3@s B@E@J'P3@@@cUrQ^@,P3@P@JN(fZ_?4@jpi?Nsg?4@jpi?=i*@? cone??f{A@? H, H,? ?4@ coneQ.=T? coedge    D   edge  H D@ VYVVa@  unknown  coedge   L G  coedge     G  loop    vertex  D ellipse curve  i@S,=<33333@J??  coedge      coedge      edge   NC? Jݩ @  tangent  face      point  i@J<33333@ vertex   ellipse curve  3K/-==4@? !3| -DT!ftreemeg attrib  ^\1O face      sphere surface  <S.==4@??  coedge        coedge     Y   vertex   straight curve  Y@`X@<33333@? cN\t^ 0':md@ coedge  Z  f    edge  ? 07m@ vҎc7m@   unknown  coedge   X     face       point  ÷jh@aX@<33333@ vertex   ellipse curve  i@3K/l*==;f;f44@;f? ftreemeg attrib   ^\1O face   .   cone surface   D3K/l*==?4@? ?4@ ftreemeg attrib  p^\1O face  [     loop    plane surface  gffff~k@D =?  coedge    X   coedge       coedge     i   edge  !3|@ -DT! @ h  unknown  coedge       coedge     l   edge  rN|ZJ  k  tangent  coedge     n   edge  BC? q`"@ m  tangent  coedge      d  coedge      d  vertex  n  vertex   ellipse curve  gffff~k@Y@=J?? ellipse curve  <^ Ve@f{Q@;f;f4@? ftreemeg attrib   ^\1Oplane surface  м!Sc@$ =Q4U@;f;f?  coedge     } y  coedge      y  loop  x   vertex   straight curve  333333uve@:UmQ@;f;f  coedge   3    edge  `" N NC w  unknown  point  333333uve@:UmQ@ coedge    x    coedge    !    loop    straight curve  333333gc$]@@J  coedge   !   "  edge  #6_BzS@ em S}S@   unknown  face  "    point  333333?@Jftreemeg attrib  '@^\1O face       loop   ' cone surface  i@1V@sn'@;f?;f4? ?4@  coedge      (  coedge   *     coedge  *      loop     vertex  + straight curve  333333@gc$]@@J  coedge  - ,   .  coedge    -    edge  /M@ k@   unknown  edge  /,u? |ZJ?   unknown  point  333333@833333@@J coedge   1   8  coedge  1  3  8 straight curve  333333@uve@:UmQ@;f;f  edge  |ZJ 4,u   unknown  point  333333@uve@:UmQ@ftreemeg attrib  7^\1Oplane surface  .*<] Ve@f{Q@;f;f? straight curve  J?!Sc@$ =Q4U@ straight curve   DA33333@@J??  point  J!Sc@$ =Q4U@ coedge  ?  J  " intcurve curve   surfintcur nubs?4I>@\Ͱ^#Ru+q1,ݔ?G[(U>/_{n?hY:H+/8mӰ(X?Z;Y1ĤEM$3͐?0}g3سT4T/?Pz3-*[Pw!?S/3/=`T?Q z(? cone??f{A@? H, H,? ?4@ sphere<S.==4@?? nullbs nullbs    coedge   C F    coedge  C m T    loop  m c straight curve  =H9-i@D<33333@?  coedge  F E   G  edge  zݩ  H NC   tangent  face   G    point  =H9-i@,=<33333@ coedge  K J    edge  WҎc7m@ Okz9m@ J  unknown  coedge    K    edge  9[<6m@ <Ҏc7m@ K  unknown  vertex   ellipse curve  i@3K/-==?4@? -DT!? !3|@ftreemeg attrib  M ^\1O face      cone surface   D3K/-==?4@? ?4@  point  \S< S/3T?ftreemeg attrib  R ^\1O face      loop  ! R cone surface   DS1=(=?4@? ?4@  coedge  " T j    edge  V6_BzS@ KRo{S@  # unknown  coedge  U $  %   point  =H9-i@aX@<33333@ edge  ,u? $eB? X & tangent  vertex   'intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@.O-@c 1@vV 7@-6;@h4=@S?@~¸@@#GA@Ⱥ2B@mjfC@uKD@z0CE@F@LH@RJ@L@~CuM@:> N@% P@ĿP@?dtqQ@[')R@B+OSvR@*/R@1JR@3#S@ 4n9S@5%OS@6sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@gN U@6V߿d1V@^?_V@e͌W@m:X@ru_=7X@i"Y@GtZ@|v[@~[@0d|\@F\@%B~]@^`=]@1\8|^@3^@7/z_@0*_@'h4{`@P;a@ud-1a@da@j)/Zb@DѺb@10Gb@ c@32c@ &Jc@G5-Vc@4bc@r;nc@6_Bzc@4KIc@p8Pc@8%Wc@^c@]:kzc@Ԑyrc@=wb d@)R:d@D2d@bd@m@R"m@Fm@.ޞRjts@6_Bzs@i@#8X@3ii@#8X@3i@\-i0X@3Ci@$ǍX@,3Vi@X@A,3 j-*i@iQY6X@/3ni@qAX@63h74i@X@7"3C!i@^X@p3/TB<)i@8X@L͜39)-i@}X@-3 {>7i@Q%pX@fŜ3gPx;i@"{hX@,P3UEyIi@roRX@H'P3xzRi@aHBX@b3ޱ~di@R"X@3mi@&lX@YΖ3Z1i@,5W@w#3[7Vi@ɷW@< q3e3ri@!.kW@l3c 349&i@梐ժCW@{2.~j@YV@HNyQ2/Oj@ܕcV@ol2-X @j@~yV@aF U1~LTj@Z.PV@v=0Tj@m+WNU@Th$J/RƳ j@VuCT@'0z)ack@ce76T@ßڊ?nk@`_ T@$sk@43T@J?zk@iіT@ 5YN$}k@v3dOT@[0^Nk@2S@aBsl1pYk@S@8&lTt/~k@f)2T@0[kh?Cs1}k@4NT@Se(@006wk@XGOT@J;. @49(sk@ zT@^,@chk@>ׇQ-T@b>s@Ưbk@n:T@+W{ @Tk@j[)VT@2w@¼J{Lk@hgT@_1n#@ڳ1k@xbќT@-nV#@k@qvi]T@ЇC%@܁ ej@$U@!n)@5Cj@0WU@mI+@j@_U@-@Vj@%U@''.@ :q-uj@7bXV@mfC0@1bj@p!^=>V@ʩ0@w^=j@d[\V@iuvb1@*ִ%*j@WSWwV@-TV1@x^fj@׺!V@UV H2@i@pաO#W@Jw¸ci@7:}X@YN[3@ZgF ;i@GrVLX@㞈63@y6i@Zեt?X@$3@(CH5i@$RX@l@* 3@,;3i@)X@3@ϳw1i@^[X@lzf3@u/i@ZX@53@1.i@/-֋X@ Tx913@MP-i@VrX@t3@2H9-i@]%oX@<33333@1H9-i@ Y@<33333@LP-i@ˌ Y@t3@1.i@Y@ Tx913@u/i@hG]Y@53@ϳw1i@d DjW)Y@lzf3@-;3i@h0w.Y@3@)CH5i@X8Y@l@* 3@y6i@g=Y@$3@ZgF ;i@y KY@㞈63@WL>i@nSY@YN[3@0U"7Di@eY@i3@4fgErGi@njmY@w3@b^Qi@dY@783@NXi@U|Y@^J23@S _gi@/5=Y@2 3@O oi@ Y@IJ3@)qi@(Y@v􎠎3@<Ηi@f!Z@ l)o3@|źi@iZ@ΰE#3@{i@ q؎Z@T!V/2@i@Lg Z@NwSC]@o1n#@Tk@V ]@3w@Ưbk@6;;]@+W{ @chk@]@v>s@49(sk@V?S]@t,@006wk@g ]@y;. @Cs1}k@u ]@Se(@Tt/~k@Z=\'U]@[kh?l1pYk@܀%^]@G&l^Nk@4]@G`BsN$}k@J3 F]@̽[0J?zk@W_]@5Ysk@'^]@ڊ?nk@B]@$ack@]z!]@Ÿ-Tn*]k@|H]@0z)GI}KNk@\]@rJ5k q3e3Y1i@|7i@qAj9Y@fŜ39)-i@AjXiY@-3/TB<)i@. hxY@N͜3C!i@ަloY@q3h74i@@oColY@7"3ni@RfY@63!j-*i@ #dY@/3Vi@Ub_Y@A,3Ci@-BvI]Y@,3i@c9X)ZY@3hi@CI YY@3qSh@CI YY@3Jfhh@c9X)ZY@3cQh@+BvI]Y@,3B>zh@Ub_Y@A,3h@#dY@/3]*h@MfY@73/ h@=oColY@7"3K>h@ަloY@q3jЫh@. hxY@N͜3D. h@@jXiY@-3]`h@qAj9Y@fŜ3b5h@bfY@,P3w6h@Y@I'P37h@_WsY@b3"NOSh@L<Y@3@XP%h@?$Y@YΖ3Hvh@|s@\Q9P7f@7;;]@+W{ @5?rf@V ]@3w@>C?f@>SC]@v1n#@&L11f@`]@-nV#@qY Tf@5]@ׇC%@%~bg@O\@!n)@iʼ*g@bj;\@zI+@hUg@)-P\@*-@ fg@@~-\@.'.@~ŎҊg@彏[@mfC0@Hq`g@OE~[@ʩ0@_g@]LDs[@juvb1@d)Kg@iL[@+TV1@g@!9D[@YV H2@h5'bh@Mg Z@NwV@ʩ0@~ŎҊg@8bXV@mfC0@ fg@%U@-'.@hUg@_U@-@iʼ*g@0WU@pI+@%~bg@$U@!n)@qY Tf@qvi]T@C%@'L11f@xbќT@-nV#@=C?f@hgT@P1n#@6?rf@h[)VT@2w@]Q9P7f@n:T@+W{ @7nf@<ׇQ-T@N>s@E׌f@ zT@T,@qɈf@XGOT@:;. @f@4NT@Se(@(f@f)2T@h?(f@S@̧&l(rf@2S@(`Bs,ۂf@v3dOT@[0[]f@hіT@5YZyf@43T@&u-f@`_ T@$8(Cf@ce76T@Ÿӫ^բf@E|>CT@0z)f@؍`T@lJ53f@x+?qT@WAw Ly<f@ɱn,T@w9b$"CYf@5ٞT@ $f@}:T@ -'h$ g@RU@Xg )9LFg@Vuh@ ^X@r32 h@X@7"3_*h@pAX@73h@iQY6X@/3@>zh@X@A,3aQh@$ǍX@,3Jfhh@_-i0X@3qSh@#8X@3i@#8X@3.@? coneY@`X@SZP[@LaCz2@? ?4@ conei@D=?4? ?4@ nullbs nullbs    coedge  h  Z    edge  ]M@ a@  ( unknown ftreemeg attrib  [0^\1O face ) * +  , cone surface  i@D=?4? ?4@  edge  ] J `J?  - unknown  point  f@A33333@@J?ftreemeg attrib  ` ^\1O face . /   0 plane surface   DA33333@ =?<? ftreemeg attrib  c0^\1Ocone surface  i@D=?4? ?4@  coedge  g f  %  coedge  1 2 g    edge  3eB ,u  4 tangent  coedge  5 h 2 6   loop  h 7  vertex  6 8 vertex   9ellipse curve  f@Y@=?J?  edge  Z :3o/  j : unknown  coedge  ; k p    coedge  k < " =   loop  k >  vertex  l ?ellipse curve  i@Y@ =;f;f? 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H%=}k@[<:~?ك}k@LdբZXj@8Ap0z4_0@ f5j@`\z1Ȟuw1@qqi@EEQ2Uc2@i@2Xn2@}X[i@zmm3u5~E3@i@,73r@G3@ gi@p}͉3!A3@bTki@As3xT3@PQ@i@c3j3@p*i@ [)3{3@Zrh@iNS3c4@qrh@A89%3jt3@ 9>h@23x6 3@\(h@R3P"Y3@3uqh@np39@03@Txۖkh@+jm3VQw3@Bh@j3A3@1{..h@d2q uS2@Qh@vj2BJ[r2@Ug@Ri(2\a/2@kܹ-g@,41 5&1@D'g@(*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/y^tmB/@zm0-g@V c+:e<А+@z] g@饒Y!) LP)@'Q]f@pVZ%GK%@&WFf@ &$b$@a2`f@aR?F!Tj!@7/ߵf@R$> g< @-f@FԭE|&$@ f@'sN.p@ޑLf@O:|Kƪ@у{Žf@_Y%+6f?@/&mf@:'KA v @mf@ $ w,+ @Jݔh?5BflOf@4*!?>f@̇31c,u!?{f@4)bh74?9'f@q :n?Cڧif@&Ȑ j-*?7n:f@ѯ`rV?0a`z&f@ {A]և?aN f@7 ^fZ_?f@I}2Nsg?f@I}2=A5@? conegffffh@? =? H,@ H,? ?4@ conei@D=?4? ?4@ nullbs nullbs    coedge    K L   vertex   Mstraight curve  gffffh@$33333 = O qmW@ftreemeg attrib   ^\1Ocone surface  gffffh@? =? 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H%=}k@[<~?ك}k@xeբÏXj@8Ap04_0@ f5j@b\z1ٞuw1@qqi@EEQ2$Uc2@i@2]n2@X[i@~zmm3#u5~E3@i@,73|@G3@gi@m}͉3!A3@dTki@>s3T3@QQ@i@c3j3@p*i@ [)3{3@Yrh@iNS3o4@qrh@@89%3jt3@ 9>h@236 3@Y(h@R3Z"Y3@3uqh@lp3B@03@Txۖkh@+jm3VQw3@Bh@j3O3@0{..h@d2z uS2@Qh@vj2JJ[r2@Ug@Ri(2\a/2@kܹ-g@,415&1@D'g@,*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/^tmB/@zm0-g@V c+\e<А+@{] g@Y!)-LP)@(Q]f@VZ%GK%@&WFf@ &$c$@a2`f@qR?F!,Tj!@7/ߵf@f$>  g< @-f@hԭE|'$@ f@Bs.p@ޑLf@O:|Kƪ@у{Žf@*`Y%+6f?@/&mf@'KA v @mf@ $ sx,+ @Jf@31cbw!?{f@*bHh74?8'f@q :8n?Aڧif@&Ȑ0'j-*?7n:f@ѯ`}V?.a`z&f@ {TH]և?aN f@ ^fZ_?f@I}2UQsg?f@I}2(=/@? conegffffh@? =? H,@ H,? ?4@ conei@D(=?4? ?4@ nullbs nullbs    edge  Aȯk? &P|ZJ? %  tangent  point  gffff~k@mX@X%<ellipse curve  h@^ Ve@f{Q;f;f?4? straight curve  huΚ<v&-[@533333  coedge  + ] P   ellipse curve   =R)0=<33333?] J? ftreemeg attrib  -0^\1Oplane surface  f_Lgc$]@<33333?  point  =J<33333ellipse curve  h@^ Ve@f{Q;f;f?4?  edge  |ȳk? FR|ZJ? E  tangent  pcurve    exppc nubsȳk?R|ZJ?ٳkQ|ZJMbP? spline  ref  ? a Za vertex  6 intcurve curve   surfintcur nubsL|Ko/::o>h@jxCT@33h@Lh@9eX@Z9? coneY@IRT@C?SZP[@LaCz2@? 4@ spline  ref nullbs nubsL|Ko/::೓k3uO?楘: o?OF#岿NnH?䲿k?D 㲿-?2rj?Эk   intcurve curve   surfintcur nubsyؓ`?Ѻya?f@_X@Jf@CX@Jf@ݲcX@~ya f@_X@|ʄLf@X@śf@kX@]%<D 5o? spline  ref planef@D =<? nubsyؓ`?Ѻya? |ZJ8UƱC?PO, j^?7>/b}.? XAb`[RP?NTb3g/?❺Q ?|ZJ nullbs   intcurve curve   ref'  pcurve    vertex  @ intcurve curve   surfintcur nubsL|Ko/:Tf8-i@9eX@Z9=E $+i@W@kܽI7☛{Q+i@.l_W@n=⩢t6tU+i@2)V@2ȏv4TH,i@5ʄU@Ih3Pf8-i@gxCT@33>? coneY@IRT@C?SZP[@LaCz2@? 4@ spline  ref  nullbs nubsL|Ko/:?k?"?楘?6z9=H?qj?>#Z<@k?    point  Tf8-i@9eX@Z9 point  f@_X@@Jstraight curve  ߷jh@D<33333?  coedge  K P j  Q intcurve curve   surfintcur nubsf l?I7l7d˰^dSe~k@6=T+3S/~k@ *[PL w!Flk@T4/L_y'+k@ĤEM$3͐j@mӰ(E,}j@>/xn탨?j@u+q1[ڔڳŷi@am3 R@^"MqCSi@b7˄3Vyi@S/3@T{z(? spherei@R)1=(=4@? conegffffh@? =? H,@ H,? ?4@ nullbs nullbs   straight curve   DJ<33333?  edge  R -DT!? t  unknown  face   Q    point  i@J<33333 pcurve    exppc nubsP|ZJ¯kP|ZJ?֯k?MbP? spline  ref   ? ea? a?intcurve curve   surfintcur nubs!T֤DA?T֤DA?{p?T֤DA?|?ߦ?g-%?V@Iڮ@w)=|@BZ7@^\w1 @{4 @3H @n_]@V@g;}@?@@\A@ @cv@X@LQ@9q{&@&07@?@S3H@F8R@8_]@*Úc @V @i@7U|T@3ƘG:eh@7U|T@3zGh@))`T@gR3Lh@󇌂T@sT3eqh@[T@`3d>gh@HT@4`3ߤ]yh@yMT@?3'a4h@7hT@63D?ʾh@岎T@0!3vbZh@:(jT@53(H"h@7GT@E3 Zfh@RNMT@3txh@"wT@˅3<h@)T@6 |3K\h@Cc诽T@k3 .Dh@VT@+|3ܷjh@ēMuT@<33333ܷjh@XkT@<33333 .Dh@|ٞT@+|3K\h@R@0T@k3<h@U@6 |3txh@q..U@˅3 Zfh@BUX[U@3)H"h@k^%U@E3vbZh@Z {;U@53F?ʾh@>$U@0!3)a4h@͑nx'U@63]yh@*X%-U@?3d>gh@/U@4`3gqh@!3U@`3Lh@#5U@¡sT3zGh@ieC6U@fR3ƘG:eh@WOd7U@3:gŚi@WOd7U@3a Ni@ieC6U@fR3jn@- i@#5U@¡sT3O e i@!3U@`3Ai@/U@4`3 [i@*X%-U@?3מHi@͑nx'U@635Ai@>$U@0!3Vi@Z {;U@53׷i!i@k^%U@E3mG$i@EUX[U@31x&i@r..U@˅3' )i@U@6 |3|*i@T@0T@k3ѻ,i@|ٞT@+|3$H9-i@XkT@<33333$H9-i@ēMuT@<33333ѻ,i@VT@+|3|*i@Ac诽T@k3' )i@)T@6 |31x&i@"wT@˅3oG$i@SNMT@3طi!i@7GT@E3Xi@:(jT@535Ai@岎T@0!3ٞHi@7hT@63![i@yMT@?3Ci@HT@4`3O e i@[T@`3ln@- i@󇌂T@sT3b Ni@))`T@gR3:gŚi@7U|T@3i@7U|T@3D[1z2? coneY@IRT@C?SZP[@LaCz2@? 4@ conei@D=?4? ?4@ nullbs nullbs    coedge  [ j ]   intcurve curve   surfintcur nubs! ֤DA? ֤DA?{p? ֤DA?||?ߦ?0a-%?V@Iڮ@,$=|@8=Z7@CVw1 @~{4 @,H @_]@V@67}@@r@XA@ @q@@SQ@j{&@w07@?@,H@N8R@_]@&Úc @V @i@7U|T@3ƘG:eh@7U|T@3zGh@@)`T@`R3Lh@ T@sT3lqh@[T@Z3d>gh@ʚHT@4`3]yh@ċyMT@?3/a4h@7hT@23M?ʾh@T@.!3vbZh@J(jT@53.H"h@7GT@E3 Zfh@aNMT@3zxh@,wT@˅3Bh@)T@6 |3T\h@Hc诽T@k3 .Dh@VT@+|3jh@ƓMuT@<33333jh@XkT@<33333 .Dh@|ٞT@+|3T\h@J@0T@k3Fh@U@6 |3~xh@d..U@˅3 Zfh@5UX[U@3.H"h@wk^%U@E3vbZh@K {;U@53M?ʾh@>$U@.!3/a4h@͑nx'U@13]yh@*X%-U@?3d>gh@/U@4`3lqh@x!3U@Z3Lh@#5U@sT3zGh@SeC6U@`R3ƘG:eh@}WOd7U@3:gŚi@}WOd7U@3` Ni@SeC6U@`R3gn@- i@#5U@sT3O e i@x!3U@Z3<i@/U@4`3[i@*X%-U@?3ўHi@͑nx'U@135Ai@>$U@.!3Ni@K {;U@53зi!i@wk^%U@E3fG$i@5UX[U@31x&i@d..U@˅3' )i@U@6 |3|*i@J@0T@k3ѻ,i@|ٞT@+|3H9-i@XkT@<33333H9-i@ƓMuT@<33333ѻ,i@VT@+|3|*i@Hc诽T@k3' )i@)T@6 |31x&i@,wT@˅3fG$i@^NMT@3зi!i@7GT@E3Ni@J(jT@535Ai@T@.!3ўHi@7hT@23[i@ċyMT@?3<i@ʚHT@4`3O e i@[T@Z3gn@- i@ T@sT3` Ni@@)`T@`R3:gŚi@7U|T@3i@7U|T@3>/z2? coneY@IRT@C?SZP[@LaCz2@? 4@ conei@D(=?4? ?4@ nullbs nullbs    edge  D@ ^LR^@   unknown  point  !H9-i@IRT@<33333 point  ߷jh@IRT@<33333 point  ÷jh@(g@3LMLstraight curve  ·jh@(g@3LML  pcurve    exppc nubsȯk?P|ZJ??k??M|ZJ?MbP? spline  ref   ? ea? a?intcurve curve   ref#  edge  L NC? ndݩ @ j  tangent ellipse curve  i@Y@(=bdŶ04R04]h@jxCT@33 point  Tf8-i@fxCT@33 vertex   ellipse curve  i@R)1=<33333?] J? ftreemeg attrib   ^\1Osphere surface  i@R)1=(=4@? straight curve  !H9-i@D<33333? ellipse curve  i@2=(=4? -DT!? !3|@ point  !H9-i@2=<33333 End-of-ACIS-data<< ???huΚ0=?@ACIS BinaryFileMegaCAD 2012 3D ACIS 22.0.1 NTMon May 13 12:18:29 2013?ư>|= body    lump    shell     face      ftreemeg attrib   ^\1O face    loop   sphere surface  i@Y@=4@ ftreemeg attrib   ^\1O face       loop    sphere surface  i@Y@=4@  coedge       ftreemeg attrib   ^\1O face       loop   cone surface  Y@`X@SZP[@LaCz2@? ?4@  coedge       coedge   !   coedge   " #   coedge  $ %    edge  & '(-DT!?  ( unknown ftreemeg attrib  p^\1O face ) * +  ,  loop    plane surface  gffff~k@D =?  coedge  - . / 0   coedge  1  2 3  coedge   1 4 5  coedge  6 7   8  edge  9!3|@ :-DT! @  ; unknown  coedge    < =   coedge  > ?  ! @  edge  'N|ZJ A B tangent  coedge  C D  # +  edge  EBC? &`"@ " F tangent  coedge  G  D H   coedge   I > J   vertex  # K vertex  J Lellipse curve  gffff~k@Y@=J?? ftreemeg attrib  0^\1O face M N O  P  loop  "  cone surface  i@D=?4? ?4@  coedge  <  C Q   coedge   R S T   coedge  U V  0 O  edge  WoX@ Xz*sZY@ / Y tangent  coedge    R Z  coedge  [ S  3 \  edge  :,u? ]$eB? 2 ^ tangent  coedge  _ `  5 a  edge  beB 9,u 4 c tangent  coedge  d  ` e 8  coedge   f [ g 8  loop   h  vertex  e i vertex  3 jellipse curve  f@Y@=?J?  coedge  k -  =   edge  AZ :3o/ E  l unknown  coedge  m % J @  coedge  n k o @  loop  p  vertex  ! qellipse curve  i@Y@ =;f;f? 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fg@Rȝ]@,GM?~ŎҊg@LG^*]@%'#tO @Hq`g@GL#]@61z@_g@$j֫8]@vOV@d)Kg@']@T@g@Bsl]@g܋@h5'bh@t0]@%X@^&3h@u]@`2;!@Er:Eh@z 1@7nf@NjV@&}f1@E׌f@SIzAV@z2!0@qɈf@%KV@,OO0@f@,U@2m.@(f@QF U@xM?n.@(f@#80wU@OQC,@(rf@'JoYU@T"O+@,ۂf@H"_!U@dBM)@[]f@ YU@k@(@Zyf@$8 T@&@&u-f@%T@*$0$@8(Cf@mT@"@ҫ^բf@^ST@lj}!@f@^;^T@2d=@3f@imS6OT@ͯU>@Ly<f@:295T@CE @BYf@A*T@w1@f@SW(T@UO @h$ g@ T@h@Z])U@&p)0 h@dK+U@s)\*h@Dn.U@"\i)h@0U@9f) *B>zh@,O3U@JkQ**bQh@.&5U@Z7*Kfhh@o37U@TJ*qSh@gn7U@zsP*i@gn7U@zsP*6i+@? coneY@`X@SZP[@LaCz2@? ?4@ conei@1V@sn'@;f?;f4? ?4@ nullbs nullbs    coedge   edge  #6|ZJ ,u & unknown ftreemeg attrib  @^\1O face ' (  ) cone surface  i@1V@sn'@;f?;f4? ?4@  coedge  * + 8  coedge  , - .  edge  /2H1@ dc$]@ 0 unknown  coedge   , 1  vertex  2straight curve  f@*6e@2ЁqQ;f;f  point  f@uve@9UmQ coedge  3 4 5  edge  M@ 6yyZa@ 7 unknown  coedge  8 9 :  coedge  8 ! ;  loop   vertex  < =straight curve  f@@33333@=  point  f@A33333@@J?ftreemeg attrib   ^\1O face > ?  @  loop  cone surface   D3K/l*==?4@? ?4@  coedge   edge  z*sZY oX A tangent  coedge  B  vertex  Cellipse curve  h@^ Ve@f{Q;f;f?4?  coedge  B  loop  straight curve  =H9-i@dY@z9@;f?;f  point  =H9-i@"mŇ\@7qf,/,@ftreemeg attrib  ^\1Oplane surface  i@^ Ve@f{Q;f?;f  coedge  D   edge  zݩ   NC E tangent  coedge  F D G  vertex  Hintcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@1O-@c 1@vV 7@ -6;@j4=@S?@~¸@@#GA@Ⱥ2B@ljfC@~uKD@z0CE@F@LH@RJ@L@~CuM@:> N@% P@ĿP@?dtqQ@[')R@B+OSvR@*/R@1JR@3#S@ 4n9S@5%OS@6sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@hN U@7V߿d1V@^?_V@e͌W@m:X@tu_=7X@i"Y@GtZ@!|v[@~[@2d|\@F\@%B~]@``=]@2\8|^@3^@7/z_@0*_@'h4{`@P;a@ud-1a@da@j)/Zb@DѺb@10Gb@ c@32c@ &Jc@F5-Vc@4bc@r;nc@6_Bzc@3KIc@n8Pc@8%Wc@^c@\:kzc@Ґyrc@=wb d@)R:d@D2d@`d@:YWYe@Rӹe@yf@%Ef@ 8g@nwg@0g@@]ԅg@+x6h@uh@V{<h@ch@9i@$JE{i@~&i@6j@5j@n.k@՗k@$rk@~tL3l@.&l@쓵l@l@ʧl@ж;n m@ЬIm@zѢ$"m@ј-m@sҎc7m@҄Bm@lzMm@pAmXm@ffHcm@`Rxm@Z>m@N"m@Bm@*ޞRjts@6_Bzs@f@I}2=f@I}2DsgaN f@@ ^fZ_ο0a`z&f@ {R?]ևܿ7n:f@8ѯ`xVDڧif@&Ȑj-*8'f@q :n{f@)bh74>f@431cu!8BflOf@P*!` f@^bݔh$Sg,_f@Q\ c6k7O=pUȂf@NPN(<U*f@'O!jaUrQ^J g< a2`f@R?F!Tj!&WFf@ &$b$(Q]f@VZ%GK%|] g@Y!)LP)zm0-g@V c+/e<А+q"og@V&:)=/k^tmB/_.g@ަT0kHX0D'g@,*IlK11P1kܹ-g@,415&1Ug@Ri(2 \a/2Qh@vj2:J[r21{..h@d2j uS2Bh@j3:3Txۖkh@+jm3VQw33uqh@mp3/@03Z(h@R3H"Y3 9>h@23n6 3qrh@A89%3jt3Zrh@iNS3[4p*i@ [)3{3PQ@i@c3 j3bTki@As3pT3 gi@r}͉3!A3i@,73j@G3X[i@zmm3u5~E3i@2In2qqi@EEQ2Uc2 f5j@`\z1žuw1~8,>Xj@8Ap0t4_06Oj@fJ.Y.lj@P"-`IQ3T-" [j@޾x*~*(Xpj@oҪ\)Oa)sLqk@~'R'_"2[9k@j%W)&.Z,k@$.(#]ž# 6k@X"bM["*Ik@UE ~k@eĻ;35~k@c|ܿٺJ /'F~k@ֿȘw|ށ^~k@`hRXCſ(gffff~k@Ɖ&DJgffff~k@TY?DJށ^~k@1?( /'F~k@l!$ T?Șw|35~k@.0?ٺJN> ~k@E,?;Sb}k@*>>~?+V݋ H%=}k@P6Qo?ݓ~ك}k@Mh?Xj@m 0@t4_0 f5j@91@Þuw1qqi@TL)k2@Uc2i@,82@Hn2X[i@93@u5~E3i@f=(;P3@j@G3 gi@(Z_g3@!A3cTki@ )DJ3@pT3QQ@i@'FN3@ j3p*i@µn4@{3Yrh@4@\4qrh@Ҿ0 4@jt3 9>h@̶C23@n6 3Z(h@TF3@G"Y33uqh@$ t3@/@03Sxۖkh@Z&3@VQw3Bh@L.3@:31{..h@P:2@h uS2Qh@72@9J[r2Ug@>B2@ \a/2kܹ-g@sͲ1@5&1D'g@e1@1P1_.g@Zx@n0@kHX0q"og@Ym\p/@k^tmB/zm0-g@S+@.e<А+{] g@dET)@KP)(Q]f@PR%@GK%&WFf@A?Y8F$@b$a2`f@܅rz!@Tj!7/ߵf@W r @g< -f@.;P@&$ f@Sk@.pޑLf@@4^@<|Kƪу{Žf@ƿ!O@+6f?/&mf@j@v mf@}X @w,+ Jf@X']և?7n:f@jjI?V?Cڧif@;a*?j-*?8'f@GL g?Ϣn?{f@U=?h74?>f@X'B2@\a/2@Qh@72@AJ[r2@1{..h@Q:2@p uS2@Bh@L.3@E3@Vxۖkh@Z&3@VQw3@3uqh@$ t3@8@03@Z(h@TF3@P"Y3@ 9>h@̶C23@v6 3@qrh@Ҿ0 4@jt3@Zrh@4@d4@p*i@µn4@{3@QQ@i@'FN3@j3@dTki@ )DJ3@wT3@gi@*Z_g3@!A3@i@e=(;P3@r@G3@X[i@13@u5~E3@i@,82@Ln2@qqi@SL)k2@Uc2@ f5j@91@ʞuw1@~8,>Xj@m 0@|4_0@6Oj@}F%.@Y.@lj@0ӺV-@`IQ3T-@" [j@*@.~*@(Xpj@*)@Oa)@sLqk@"H'@R'@_"2[9k@#)'&@p)&@.Z,k@a\#@zž#@ 6k@:GD"@bM["@*Ik@]U& @NaeF @鎧 Pk@Or@S3@*^k@dh5@2t#@vhdk@$,C@^X@r-mk@hX@@qk@uB!@14.@{bXvk@q3' @c @Q\Qwk@5i8@הB @KIyk@uu[@'@zk@Fm+/l@žWa@.|k@Ӡsӄ?Y@r;m\|k@I&h?L @0i|k@V`?݋R&?|F}k@Kh?4-3?ك}k@Mh?H~?V݋?N> ~k@+E,?;?35~k@ڞ0?8ںJ? /'F~k@l!$ T?ɘw|?ށ^~k@&?{ (?fffff~k@SY?J?hffff~k@Ɖ&J?ށ^~k@fhRXCſp (? /'F~k@ֿȘw|?35~k@L|ܿ0ںJ?N> ~k@dĻ;?Sb}k@y KV݋? H%=}k@[<:~?ك}k@LdբZXj@8Ap0z4_0@ f5j@`\z1Ȟuw1@qqi@EEQ2Uc2@i@2Xn2@}X[i@zmm3u5~E3@i@,73r@G3@ gi@p}͉3!A3@bTki@As3xT3@PQ@i@c3j3@p*i@ [)3{3@Zrh@iNS3c4@qrh@A89%3jt3@ 9>h@23x6 3@\(h@R3P"Y3@3uqh@np39@03@Txۖkh@+jm3VQw3@Bh@j3A3@1{..h@d2q uS2@Qh@vj2BJ[r2@Ug@Ri(2\a/2@kܹ-g@,41 5&1@D'g@(*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/y^tmB/@zm0-g@V c+:e<А+@z] g@饒Y!) LP)@'Q]f@pVZ%GK%@&WFf@ &$b$@a2`f@aR?F!Tj!@7/ߵf@R$> g< @-f@FԭE|&$@ f@'sN.p@ޑLf@O:|Kƪ@у{Žf@_Y%+6f?@/&mf@:'KA v @mf@ $ w,+ @Jݔh?5BflOf@4*!?>f@̇31c,u!?{f@4)bh74?9'f@q :n?Cڧif@&Ȑ j-*?7n:f@ѯ`rV?0a`z&f@ {A]և?aN f@7 ^fZ_?f@I}2Nsg?f@I}2=A5@? conegffffh@? =? H,@ H,? ?4@ conei@D=?4? ?4@ nullbs nullbs    coedge  I J K L edge   tya? M unknown  coedge  N   coedge  O I P  loop  Q  vertex  Rstraight curve  gffff~k@D@J?  coedge  S T U  edge  Vr1TwS@ 6_BzS@ W unknown  coedge  S F X Y  face Z [  \  point  gffff~k@?@J coedge  ] J ^   coedge  _    loop   (  vertex  `straight curve  gffff~k@6?J;U@n%@;f?;f  coedge  a b  edge  cR NC? `"@  d unknown  point  gffff~k@*6e@4ЁqQftreemeg attrib   ^\1O face e f K  g  loop  * spline surface   rbblnsur blendsupsur conei@D=?4? ?4@ null_curve nullbs blendsupsur conei@1V@sn'@;f?;f4? ?4@ null_curve nullbs*:0yE> ellipsei@Y@=G2k]}?|>0DH2k? -DT! -DT!? null_curve null_curve null_curve null_curve4@4@  ? -DT! -DT!??K?? ???? -DT!X=dSfs-8Ra;2ɿa;2?fs-8R?X=dS?-DT!?K??  ? a Za coedge  h i j k  coedge  l m n O  coedge  o p  q  edge  r״8@ \@  s unknown  coedge  ! o t  vertex  t ustraight curve   DJ?<33333@?  point  ķjh@J?<33333@ coedge  l v w O  coedge  x y  z  edge  { D@ n@ | unknown  coedge  D y }   loop  [  vertex  } ~ellipse curve  i@S,=<33333@J??  point  =H9-i@,=<33333@ coedge   ; ellipse curve  i@3K/l*==;f;f44@;f?  vertex  straight curve  ÷jh@dY@z9@;f?;f  point  ÷jh@"mŇ\@7qf,/,@ellipse curve  h@^ Ve@f{Q;f;f?4? ftreemeg attrib   @^\1O face  p    plane surface  i@dY@z9@;f?;f??  coedge    +   edge  6 /Ѻya? *  unknown  coedge   1 .  coedge     .  loop  -   vertex  straight curve  f@6?J;U@n%@;f?;f  edge  n,u? |ZJ? ,  unknown  point  f@*6e@4ЁqQ coedge     5  coedge    < 5  loop  3 f  vertex  + straight curve  f@D@J?  coedge     coedge    :   edge  M@ k@ 9  unknown  edge  M@ k@  unknown  edge  ,u? |ZJ?   unknown  point  f@A33333@@Jftreemeg attrib   ^\1O face      plane surface   DA33333@ =?<? straight curve  Y@"mŇ\@8qf,/,@ 0':md cN\t^@ edge  J #  unknown  point  =H9-i@(g@3LML coedge   G  ellipse curve  i@,==4? !3| -DT! coedge      edge   f l?@  unknown  point  dSe~k@i;ޚ]0=T? coedge   P K  coedge    ^ K  loop  I   pcurve   intcurve curve   surfintcur nubsz[ړ`?tya?gffff~k@oX@S%<gffff~k@%UX@NQhffff~k@iL`X@.B-Lhffff~k@dX@|d gffff~k@ iX@6Jgffff~k@_X@2J1o? spline  rbblnsur blendsupsur conei@D(=?4? ?4@ null_curve nullbs blendsupsur conei@1V@sn'@;f?;f4? ?4@ null_curve nullbs*:0yE> ellipsei@Y@(=F2kg}?>0DE2k? -DT! -DT!? null_curve null_curve null_curve null_curve4@4@  ? -DT! -DT!??Ú?? ???? -DT!X=dSfs-8Ra;2ɿa;2?fs-8R?X=dS?-DT!?Ú?? planegffff~k@D =? nubsz[ړ`?tya??z|ZJ?D/?QO, ?8_Шq?A8>/b?w?dXAb?`[3^?NTb?m4cC?Q ?z|ZJ? nullbs    coedge      coedge   i   edge  P|ZJ ¯k  tangent  face      point  gffff~k@_X@@J coedge       coedge     U   edge  Vf l?  T  unknown  vertex   intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@4O-@c 1@vV 7@"-6;@l4=@S?@¸@@$GA@Ⱥ2B@mjfC@~uKD@z0CE@F@LH@RJ@L@~CuM@0> N@% P@ĿP@?dtqQ@N')R@5+OSvR@/R@1JR@3#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@QN U@V߿d1V@]?_V@e͌W@m:X@Su_=7X@di"Y@vGtZ@{v[@~[@d|\@F\@l%B~]@>`=]@\8|^@3^@7/z_@0*_@h4{`@P;a@ud-1a@da@Z)/Zb@4Ѻb@!0Gb@ c@32c@&Jc@65-Vc@r4bc@r;nc@6_Bzc@#KIc@^8Pc@8%Wc@^c@L:kzc@yrc@=wb d@)R:d@vD2d@Qd@,YWYe@Rӹe@yf@%Ef@ 8g@^wg@0g@0]ԅg@+x6h@uh@H{<h@ch@Я9i@JE{i@~&i@'j@5j@n.k@۾՗k@$rk@~tL3l@.&l@쓵l@vl@pʧl@iж;n m@ЬIm@bѢ$"m@ј-m@\Ҏc7m@҄Bm@VzMm@pAmXm@PfHcm@JRxm@C>m@6"m@*m@ޞRjts@6_Bzs@f@I}2(=f@I}2f@Ɔ31cu!5BflOf@H*!_ f@^b-ݔh#Sg,_f@Y c6kO=nUȂf@NP˳N(<U*f@%O!DbUrQ^J g< a2`f@pR?F!Tj!&WFf@ &$b$(Q]f@VZ%GK%{] g@Y!)KP)zm0-g@V c+*e<А+q"og@V&:)=/f^tmB/_.g@ަT0kHX0D'g@,*IlK11P1kܹ-g@,415&1Ug@Ri(2\a/2Qh@vj24J[r21{..h@d2d uS2Bh@j373Txۖkh@+jm3VQw33uqh@lp3*@03Z(h@R3C"Y3 9>h@23j6 3qrh@A89%3jt3Yrh@iNS3W4p*i@ [)3{3PQ@i@c3j3aTki@Bs3mT3 gi@r}͉3!A3i@,73f@G3X[i@~zmm3 u5~E3i@2En2qqi@EEQ2 Uc2 f5j@`\z1uw1~8,>Xj@8Ap0q4_06Oj@fJ.Y.lj@P"-`IQ3T-" [j@޾x*~*(Xpj@hҪ\)Oa)rLqk@|~'R'_"2[9k@j%\)&.Z,k@>.(#iž# 6k@X"bM["*Ik@%UE]aeF 鎧 Pk@ ^'S3*^k@pGXt#vhdk@yŞ}Xr-mk@>X+qk@Rgux14.{bXvk@.'gZc P\Qwk@'ikÕB KIyk@F'zk@ ^bžWa.|k@F9PYr;m\|k@yEL 0i|k@c(R&|F}k@.wCHK/3ك}k@dբ ~k@eĻ;35~k@|ܿܺJ /'F~k@ֿ˘w|ށ^~k@fRXCſ #(hffff~k@Vʼn&NJgffff~k@Y?NJށ^~k@?"( /'F~k@l!$ T?u˘w|35~k@0?ܺJN> ~k@ÜE,?p;Sb}k@z>>~?V݋ H%=}k@6Qo?~ك}k@>Nh?Xj@m 0@q4_0 f5j@91@uw1qqi@NL)k2@Uc2i@,82@=n2X[i@63@ u5~E3i@e=(;P3@f@G3 gi@*Z_g3@!A3bTki@ )DJ3@lT3PQ@i@'FN3@j3p*i@µn4@{3Zrh@4@X4qrh@Ҿ0 4@jt3 9>h@̶C23@j6 3Z(h@TF3@D"Y33uqh@$ t3@,@03Vxۖkh@Z&3@VQw3Bh@L.3@831{..h@T:2@f uS2Qh@72@6J[r2Ug@>B2@\a/2kܹ-g@sͲ1@5&1D'g@e1@1P1_.g@Zx@n0@kHX0q"og@Ym\p/@e^tmB/zm0-g@ S+@,e<А+|] g@^ET)@ LP))Q]f@PR%@GK%&WFf@U?Y8F$@b$a2`f@rz!@Tj!8/ߵf@W r @g< -f@0;P@&$ f@(k@..pޑLf@@4^@^|Kƪу{Žf@ƿ!O@+6f?/&mf@j@fv mf@ΓX @w,+ Jf@!f@!B2@\a/2@Qh@72@HJ[r2@0{..h@M:2@x uS2@Bh@L.3@L3@Sxۖkh@Z&3@VQw3@3uqh@" t3@@@03@X(h@TF3@Z"Y3@ 9>h@̶C23@6 3@qrh@Ҿ0 4@jt3@Zrh@4@p4@p*i@µn4@{3@RQ@i@'FN3@j3@dTki@ )DJ3@T3@ gi@*Z_g3@!A3@i@g=(;P3@~@G3@X[i@93@&u5~E3@i@,82@^n2@qqi@TL)k2@$Uc2@ f5j@91@؞uw1@~8,>Xj@m 0@4_0@6Oj@}F%.@Y.@lj@,ӺV-@`IQ3T-@" [j@*@N~*@(Xpj@*)@/Oa)@sLqk@"H'@7R'@^"2[9k@.)'&@)&@.Z,k@a\#@ž#@ 6k@:GD"@bM["@*Ik@]U& @aeF @莧 Pk@tr@S3@*^k@Ddh5@t#@vhdk@Q,C@X@r-mk@iX@h@qk@,uB!@14.@{bXvk@3' @c @P\Qwk@L5i8@B @KIyk@Hvu[@n'@zk@m+/l@tžWa@.|k@sӄ?Y@r;m\|k@2I&h?L @0i|k@V`?#R&?|F}k@yh?f13?ك}k@Mh?~?V݋?N> ~k@E,?:;?35~k@0?޺J? /'F~k@ol!$ T?%͘w|?ށ^~k@?$(?gffff~k@SY?J?gffff~k@Ɖ&J?ށ^~k@"hRXCſ$(? /'F~k@ֿ͘w|?35~k@|ܿ޺J?N> ~k@eĻ;;?Sb}k@y K隝V݋? H%=}k@[<~?ك}k@xeբÏXj@8Ap04_0@ f5j@b\z1ٞuw1@qqi@EEQ2$Uc2@i@2]n2@X[i@~zmm3#u5~E3@i@,73|@G3@gi@m}͉3!A3@dTki@>s3T3@QQ@i@c3j3@p*i@ [)3{3@Yrh@iNS3o4@qrh@@89%3jt3@ 9>h@236 3@Y(h@R3Z"Y3@3uqh@lp3B@03@Txۖkh@+jm3VQw3@Bh@j3O3@0{..h@d2z uS2@Qh@vj2JJ[r2@Ug@Ri(2\a/2@kܹ-g@,415&1@D'g@,*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/^tmB/@zm0-g@V c+\e<А+@{] g@Y!)-LP)@(Q]f@VZ%GK%@&WFf@ &$c$@a2`f@qR?F!,Tj!@7/ߵf@f$>  g< @-f@hԭE|'$@ f@Bs.p@ޑLf@O:|Kƪ@у{Žf@*`Y%+6f?@/&mf@'KA v @mf@ $ sx,+ @Jf@31cbw!?{f@*bHh74?8'f@q :8n?Aڧif@&Ȑ0'j-*?7n:f@ѯ`}V?.a`z&f@ {TH]և?aN f@ ^fZ_?f@I}2UQsg?f@I}2(=/@? conegffffh@? =? H,@ H,? ?4@ conei@D(=?4? ?4@ nullbs nullbs    coedge     Y   edge  J J? X  tangent ftreemeg attrib   ^\1O face      cone surface  gffffh@? =? H,@ H,? ?4@  coedge  _      edge  ȯk? P|ZJ?   tangent  coedge   ]     point  gffff~k@mX@X%< coedge     b   edge  @J c = a  unknown  vertex   ellipse curve  h@^ Ve@f{Q;f;f?4? ftreemeg attrib   ^\1O face   5   spline surface   ref   ? ea? a? coedge       coedge    O   coedge     k   edge  B*sZY oX j  tangent  coedge      O  coedge     n   edge  J rJ? m  unknown  coedge     t q  coedge      q  loop  o   vertex  n straight curve  J?gc$]@<33333@  edge  .|ZJ ~,u o  unknown  point  J?J?<33333@ coedge     w   edge  {-DT! -DT!   unknown  coedge      z  coedge     } z  loop  y   vertex   straight curve   DJ<33333@?  edge   NC? Jݩ @ y  tangent  point  i@J<33333@ point  ÷jh@(g@3LMLftreemeg attrib  (@^\1Ocone surface  i@1V@sn'@;f?;f4? ?4@  coedge   * -    coedge  *  3    pcurve   intcurve curve   surfintcur nubsyؓ`?Ѻya?f@_X@Jf@CX@Jf@ݲcX@~ya f@_X@|ʄLf@X@śf@kX@]%<D 5o? spline  ref planef@D =<? nubsyؓ`?Ѻya? |ZJ8UƱC?PO, j^?7>/b}.? XAb`[RP?NTb3g/?❺Q ?|ZJ nullbs    coedge   ,   .  coedge  -    .  edge  /V|ZJ ^k -  tangent  face  .    point  f@lX@W%< vertex   ellipse curve  h@^ Ve@f{Q;f;f?4?  coedge   3 h  5  edge  ȳk? 6R|ZJ? 3  tangent  coedge  4    5  coedge   9 4 <   point  f@_X@@J coedge    8    edge   J `J?   unknown  coedge  9      loop   ?  vertex   straight curve   DA33333@@J?  vertex   straight curve   DA33333@@J??  vertex   ellipse curve  i@3K/(==;f;f44@;f? ftreemeg attrib  ? ^\1O face      cone surface   D3K/(==?4@? ?4@ straight curve  ·jh@(g@3LML  coedge  y  F  z  edge  9[<6m@ <Ҏc7m@   unknown  vertex   intcurve curve   surfintcur nubs?4I>@Ͱ^#Bٔ?_Lj@G[(wn?6= kj@X:H+/?LL ^Dj@VZ;Y1_3͐?ڌi@/}g3/?jlAUi@@z3 w!?i@S/3pT?쇩z(? conegffffh@? =? H,@ H,? ?4@ spherei@S,==4@? nullbs nullbs    coedge  J I   K  pcurve    exppc nubsP|ZJ¯kP|ZJ?֯k?MbP? spline  ref   ? ea? a? pcurve    exppc nubsȯk?P|ZJ??k??M|ZJ?MbP? spline  ref   ? ea? a?intcurve curve   ref  coedge  O N    coedge  T  N    edge  L NC? Vdݩ @ N  tangent  edge  >;@ SQ@ i  unknown  vertex   ellipse curve  i@Y@(=bdŶ04RdSe~k@6=T+3S/~k@ *[PL w!Flk@T4/L_y'+k@ĤEM$3͐j@mӰ(E,}j@>/xn탨?j@u+q1[ڔڳŷi@am3 R@^"MqCSi@b7˄3Vyi@S/3@T{z(? spherei@R)1=(=4@? conegffffh@? =? H,@ H,? ?4@ nullbs nullbs    point  dSe~k@ZZQ4=lT coedge   X     coedge  X      loop  X   vertex  Y  vertex   !straight curve  gffffh@$33333 = O qmW@ftreemeg attrib  [ ^\1O face " # $  % sphere surface  i@S,==4@?  coedge   & ]   edge  '=Q@ f-f@  ( unknown  vertex   )ellipse curve  i@Y@"=?5"s+▏? tHiz9V  vertex  n ?straight curve  huΚ04] N@% P@ĿP@q?dtqQ@>')R@$+OSvR@ /R@0JR@2#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@pFT@m@"m@m@ݞRjts@6_Bzs@1g,h@4@=1g,h@4@Dsg\h@3@fZ_οh@,3@R=]ևܿ(*m h@A,3@Vsh@G3|]f@+W{ u5~E3lxf@2wGn2y$Ěf@W1n# Uc2 I-xf@-nV#uw1Eľf@ȇC%r4_0%]Rg@!n)Y.R*g@`I+`IQ3T-?Ug@ -"~*"Qfg@ '.Oa)=tg@mfC0R'p.g@ʩ0o)&>g@Quvb1ž#b܀Kg@TV1ΩbM[""dg@:V H2xaeF nh@.wh@mYN[3R&E.;6h@㞈63-3b)/h@$3sh@G39qk@,!A3jQVuk@;. oT3|̑V{k@Te( j3c+:}k@&[kh{3$ij~k@&l?\4 'r~k@^Bs?jt3]C{k@=[0@p6 3dW?yk@O5Y@J"Y3N[#?rk@@4@03'xEmk@;$@VQw3gB͠bk@Ÿ@C3,\k@0z)@t uS2.>]Mk@J5@FJ[r2^*4Ek@)Aw @\a/2Fۜ&3k@A9b$"@5&1K%o)k@i $@1P1t~ k@Z -'@kHX0jj@Xg )@^tmB/r2vj@J',-@fe<А+f*)j@8}CIi@,P3@|N(<x-٬Ei@fŜ3@gO=A>i@-3@ݔh$q;i@_͜3@*!gFc6i@3@t!_xG5i@7"3@_h74gu2i@I3@/nH M!1i@/3@<j-*7_.i@A,3@V--i@,3@<]ևܿr)A$,i@3@.fZ_οd+i@4@Dsgd+i@4@Lsg?r)A$,i@3@.fZ_?--i@,3@>]և?7_.i@A,3@V?H M!1i@/3@< j-*?gu2i@I3@/n?_xG5i@7"3@_h74?gFc6i@3@tu!?$q;i@_͜3@8*!?A>i@-3@ݔh?x-٬Ei@fŜ3@O=?>8}CIi@,P3@N(]Mk@J5@LJ[r2@,\k@0z)@z uS2@gB͠bk@Ÿ@J3@'xEmk@I$@VQw3@N[#?rk@@:@03@dW?yk@`5Y@R"Y3@]C{k@Q[0@x6 3@ 'r~k@^Bs?jt3@%ij~k@+&l?d4@c+:}k@[kh{3@|̑V{k@Se(j3@jQVuk@;. wT3@9qk@},!A3@x1fk@v>so@G3@Ro`k@+W{ u5~E3@bSRk@2wPn2@V2Jk@f1n#Uc2@ T/k@-nV#žuw1@:k@LJC%~4_0@4!ozj@!n)Y.@y-j@lI+`IQ3T-@Jیj@-(~*@'{ϕj@'.Oa)@Wqj@mfC0)R'@^Fϝ^j@ʩ0v)&@2Ȏ8j@Uuvb1ž#@jK%j@TV1ɩbM["@g,2i@@V H2paeF @_ i@6wh@jYN[3R&?mA.h@ui3L @@Yh@w3Y@JRC[Lh@~783\žWa@(+h@^J234'@,([?h@p2 3PB @00cϘh@IJ3c @S-~h@Z􎠎314.@ rk8mh@~ l)o3 @Hh@ΰE#3X@ڼtP6h@8!V/2t#@oh@2wg@Quvb1ž#@p.g@ʩ0~)&@=tg@mfC0,R'@"Qfg@ '.!Oa)@?Ug@-3~*@R*g@\I+`IQ3T-@&]Rg@!n)Y.@Eľf@ÇC%4_0@ I-xf@-nV#Ȟuw1@y$Ěf@F1n#Uc2@lxf@2wQn2@|]f@+W{ u5~E3@U8f@m>sn@G3@f@p,!A3@czvf@;. vT3@Q;7vf@Se(j3@jG)f@[kh{3@bb ~f@&l?c4@å%Y~f@>^Bs?jt3@q&f@A[0@x6 3@ju"f@j5Y@S"Y3@~qf@V@:@03@T?f@}$@VQw3@f+f@Ÿ@G3@Jf@0z)@t uS2@of@>J5@GJ[r2@p?f@6Aw @\a/2@/Gf@B9b$"@5&1@C\f@f $@ 1P1@WN-f@M -'@kHX0@b*9g@Xg )@^tmB/@\ǚVCg@R',-@le<А+@h;jg@=h$J/@JLP)@^j'g@v=0@$GK%@Lazg@_F U1@$c$@׈^xg@ol2@ITj!@Zg@HNyQ2@Dg< @$^z h@{2@J'$@+aX 4h@n3c 3@.p@MZZh@C q3e3@|Kƪ@mh@w#3@+6f?@&UƇh@YΖ3@v @9h@3@x,+ @0h@b3@u@+XG\h@Z'P3@xbUrQ^@Oh@,P3@N(]և?\h@3@fZ_?1g,h@4@]Isg?1g,h@4@=O)+@? conegffffh@? =? 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E   coedge  @ A ! = )  edge  L # v&-[@ < M unknown  edge  #`" J NC @ N unknown  point  rJ v&-[@<33333 coedge  H < 8 > )  coedge  < H + B )  edge  C`" LN NC A O unknown  vertex  B Pstraight curve  333333*6e@4ЁqQ@;f?;f  edge  L 0rJ@ ; Q unknown straight curve  qJ?(g@3LML@;f;f  point  qJ?(g@3LML@ coedge  A @ 5 I )  edge  C JvPw%Y@ 5 R unknown  vertex  I Sstraight curve  333333gc$]@@J  vertex  E Tstraight curve  rJ(g@3LML@;f;f ellipse curve   =Y@ =F2k?b}?> 4@G2k? ellipse curve   =] Ve@f{Q@;f;f4@?  point  333333uve@:UmQ@straight curve  rJ(g@3LML@? straight curve  333333uve@:UmQ@;f;f  point  333333vPw%Y@J point  rJ(g@3LML@ End-of-ACIS-data<< ???huΚ0=? 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"   coedge  # $ %   coedge  & '  (  edge  )B*sZY *oX  + tangent ftreemeg attrib  0^\1O face , - (  .  loop  /  cone surface  i@D=?4? ?4@  coedge  0 1 2 3  4 coedge  5  6 7 8 coedge   5 / 9 : coedge  ; <   =  edge  > ?Ѻya?  @ unknown  pcurve   A coedge  B  5 C   coedge  D /  "   edge  *V@ E^r @  F unknown  coedge   G 0 H   coedge  2 I  % J  edge  K>;@ )SQ@  L unknown  coedge  M  I N (  coedge   O D P (  loop     vertex  N Q vertex  " Rstraight curve  Y@IRT@<33333 ':md *N\t^@ftreemeg attrib  0^\1O face S T J  U plane surface  f_Lgc$]@<33333?  coedge  ! V  9   coedge  W  # H  X coedge   W Y Z  [ coedge  \ $  3 J  edge  ]P|ZJ K¯k 2 ^ tangent  pcurve    exppc nubsP|ZJ¯kP|ZJ?֯k?MbP? spline  ref  ? ea? a? coedge    C _ coedge  ` a  7 b  edge  ?V|ZJ c^k 6 d tangent  pcurve    exppc nubsV|ZJ^k?Q|ZJ?*kMbP? spline  ref  ? a Za edge  Eȳk? >R|ZJ? / e tangent  pcurve    exppc nubsȳk?R|ZJ?ٳkQ|ZJMbP? spline  ref  ? a Za coedge  f  V g =  coedge   h ` i =  loop  j k  vertex   l vertex  i mintcurve curve   surfintcur nubsyؓ`?Ѻya?f@_X@Jf@CX@Jf@ݲcX@~ya f@_X@|ʄLf@X@śf@kX@]%<D 5o? spline  ref planef@D =<? nubsyؓ`?Ѻya? |ZJ8UƱC?PO, j^?7>/b}.? XAb`[RP?NTb3g/?❺Q ?|ZJ nullbs   intcurve curve   ref  coedge  n a o   edge  EL|Ko/ c p unknown  coedge  q ! ' P   vertex  C rintcurve curve   surfintcur nubs!T֤DA?T֤DA?{p?T֤DA?|?ߦ?g-%?V@Iڮ@w)=|@BZ7@^\w1 @{4 @3H @n_]@V@g;}@?@@\A@ @cv@X@LQ@9q{&@&07@?@S3H@F8R@8_]@*Úc @V @i@7U|T@3ƘG:eh@7U|T@3zGh@))`T@gR3Lh@󇌂T@sT3eqh@[T@`3d>gh@HT@4`3ߤ]yh@yMT@?3'a4h@7hT@63D?ʾh@岎T@0!3vbZh@:(jT@53(H"h@7GT@E3 Zfh@RNMT@3txh@"wT@˅3<h@)T@6 |3K\h@Cc诽T@k3 .Dh@VT@+|3ܷjh@ēMuT@<33333ܷjh@XkT@<33333 .Dh@|ٞT@+|3K\h@R@0T@k3<h@U@6 |3txh@q..U@˅3 Zfh@BUX[U@3)H"h@k^%U@E3vbZh@Z {;U@53F?ʾh@>$U@0!3)a4h@͑nx'U@63]yh@*X%-U@?3d>gh@/U@4`3gqh@!3U@`3Lh@#5U@¡sT3zGh@ieC6U@fR3ƘG:eh@WOd7U@3:gŚi@WOd7U@3a Ni@ieC6U@fR3jn@- i@#5U@¡sT3O e i@!3U@`3Ai@/U@4`3 [i@*X%-U@?3מHi@͑nx'U@635Ai@>$U@0!3Vi@Z {;U@53׷i!i@k^%U@E3mG$i@EUX[U@31x&i@r..U@˅3' )i@U@6 |3|*i@T@0T@k3ѻ,i@|ٞT@+|3$H9-i@XkT@<33333$H9-i@ēMuT@<33333ѻ,i@VT@+|3|*i@Ac诽T@k3' )i@)T@6 |31x&i@"wT@˅3oG$i@SNMT@3طi!i@7GT@E3Xi@:(jT@535Ai@岎T@0!3ٞHi@7hT@63![i@yMT@?3Ci@HT@4`3O e i@[T@`3ln@- i@󇌂T@sT3b Ni@))`T@gR3:gŚi@7U|T@3i@7U|T@3D[1z2? coneY@IRT@C?SZP[@LaCz2@? 4@ conei@D=?4? ?4@ nullbs nullbs    coedge  # n s t   edge  uL|Ko/ K # v unknown  coedge  $ w & N J  loop  2 -  vertex  H xintcurve curve   surfintcur nubs! ֤DA? ֤DA?{p? ֤DA?||?ߦ?0a-%?V@Iڮ@,$=|@8=Z7@CVw1 @~{4 @,H @_]@V@67}@@r@XA@ @q@@SQ@j{&@w07@?@,H@N8R@_]@&Úc @V @i@7U|T@3ƘG:eh@7U|T@3zGh@@)`T@`R3Lh@ T@sT3lqh@[T@Z3d>gh@ʚHT@4`3]yh@ċyMT@?3/a4h@7hT@23M?ʾh@T@.!3vbZh@J(jT@53.H"h@7GT@E3 Zfh@aNMT@3zxh@,wT@˅3Bh@)T@6 |3T\h@Hc诽T@k3 .Dh@VT@+|3jh@ƓMuT@<33333jh@XkT@<33333 .Dh@|ٞT@+|3T\h@J@0T@k3Fh@U@6 |3~xh@d..U@˅3 Zfh@5UX[U@3.H"h@wk^%U@E3vbZh@K {;U@53M?ʾh@>$U@.!3/a4h@͑nx'U@13]yh@*X%-U@?3d>gh@/U@4`3lqh@x!3U@Z3Lh@#5U@sT3zGh@SeC6U@`R3ƘG:eh@}WOd7U@3:gŚi@}WOd7U@3` Ni@SeC6U@`R3gn@- i@#5U@sT3O e i@x!3U@Z3<i@/U@4`3[i@*X%-U@?3ўHi@͑nx'U@135Ai@>$U@.!3Ni@K {;U@53зi!i@wk^%U@E3fG$i@5UX[U@31x&i@d..U@˅3' )i@U@6 |3|*i@J@0T@k3ѻ,i@|ٞT@+|3H9-i@XkT@<33333H9-i@ƓMuT@<33333ѻ,i@VT@+|3|*i@Hc诽T@k3' )i@)T@6 |31x&i@,wT@˅3fG$i@^NMT@3зi!i@7GT@E3Ni@J(jT@535Ai@T@.!3ўHi@7hT@23[i@ċyMT@?3<i@ʚHT@4`3O e i@[T@Z3gn@- i@ T@sT3` Ni@@)`T@`R3:gŚi@7U|T@3i@7U|T@3>/z2? coneY@IRT@C?SZP[@LaCz2@? 4@ conei@D(=?4? ?4@ nullbs nullbs    coedge  y & z { (  edge  |D@ )LR^@ I } unknown  coedge  ' ~  (  edge   UD@ *LR^@ ' unknown  point  !H9-i@IRT@<33333 point  ߷jh@IRT@<33333ftreemeg attrib  -0^\1O face   cone surface  i@D(=?4? ?4@  coedge  / q ; g   coedge  1 0   pcurve   v coedge  1 Z  edge   ]tya? 1 unknown  pcurve    coedge  2 J  vertex  ellipse curve  i@Y@(=bdŶ04R04]yyZa@ V unknown  coedge  < =  edge  ?2H1@ dc$]@ ` unknown  coedge  f =  face  =   point  f@_X@@J point  f@lX@W%< coedge  G B   edge  cذ燶@ V@ B unknown intcurve curve   surfintcur nubsL|Ko/::o>h@jxCT@33h@Lh@9eX@Z9? coneY@IRT@C?SZP[@LaCz2@? 4@ spline  ref nullbs nubsL|Ko/::೓k3uO?楘: o?OF#岿NnH?䲿k?D 㲿-?2rj?Эk    coedge  V D   point  o>h@jxCT@33 coedge  G t  edge  =Q@ uf-f@ G unknown  vertex  H intcurve curve   surfintcur nubsL|Ko/:Tf8-i@9eX@Z9=E $+i@W@kܽI7☛{Q+i@.l_W@n=⩢t6tU+i@2)V@2ȏv4TH,i@5ʄU@Ih3Pf8-i@gxCT@33>? coneY@IRT@C?SZP[@LaCz2@? 4@ spline  ref nullbs nubsL|Ko/:?k?"?楘?6z9=H?qj?>#Z<@k?    coedge  I J  point  Tf8-i@fxCT@33 coedge  M (  coedge  M {  edge   |-DT!? M unknown  vertex  N straight curve  !H9-i@D<33333?  coedge  O (  coedge  O  edge   UD@ jm@ O unknown  vertex  straight curve  ߷jh@D<33333? ftreemeg attrib  T ^\1O face    loop  z T sphere surface  i@R)1=(=4@?  coedge  s W  edge  uȯk? P|ZJ? tangent  pcurve    exppc nubsȯk?P|ZJ??k??M|ZJ?MbP? spline  ref  ? ea? a? coedge  Y  coedge  Y \  loop   vertex  intcurve curve   surfintcur nubsz[ړ`?tya?gffff~k@oX@S%<gffff~k@%UX@NQhffff~k@iL`X@.B-Lhffff~k@dX@|d gffff~k@ iX@6Jgffff~k@_X@2J1o? spline  ref planegffff~k@D =? nubsz[ړ`?tya??z|ZJ?D/?QO, ?8_Шq?A8>/b?w?dXAb?`[3^?NTb?m4cC?Q ?z|ZJ? nullbs   intcurve curve   ref   coedge  w \ J  edge  tffffD@ ]zyZa@ unknown  point  gffff~k@_X@@J coedge  ` b  coedge  a b  face  b   point  o>h@9eX@Z9 coedge  f  edge   J `J? unknown  vertex  straight curve  f@D@J?  coedge  h j =  coedge  h  edge  J ;f= h unknown  vertex  i straight curve  f@6?J;U@n%@;f?;f  coedge  j  edge  M@ I;(ûa@ j unknown ftreemeg attrib  kp^\1O face   plane surface  f@D =<?  coedge  n  edge  oX@ B*sZY@ tangent  vertex  intcurve curve   surfintcur nubs!,֤DA?,֤DA?{p?,֤DA?#|?ߦ?h-%?V@`Iڮ@ )=|@ BZ7@[w1 @{4 @2H @_]@,V@$;}@@@]A@ @v@@Q@op{&@&07@?@1H@%8R@^_]@L*Úc @hV @i@Z #X@V88ŘG:eh@Z #X@V88zGh@5($X@I88Lh@4@%X@4iP8`qh@s&X@c58d>gh@P5)X@u8ۤ]yh@aD+X@O%8!a4h@T/X@J #9=?ʾh@V\62X@ P 9vbZh@hl 7X@9'H"h@@g9X@&^%9 Zfh@z?X@:9qxh@gEBX@13F99h@v6JX@*H9b9J\h@/OX@KBnw9 .Dh@ZX@N\(9ݷjh@0`X@Ν9ݷjh@ 2SkX@9 .Dh@qX@AFP%9K\h@5{{X@տ7(:>h@ aLQ X@A>:wxh@Y^0X@1d\: Zfh@v^XX@# i:$H"h@'HX@L:vbZh@$X@ȲdɊ:D?ʾh@5J X@ :$a4h@d04X@;x:ۤ]yh@ˊWX@4nǸ:d>gh@$.BX@':fqh@,{4/X@X:Lh@iQ)X@}}zw:zGh@AnX@?eR:ƘG:eh@숑X@BF::gŚi@숑X@BF:c Ni@AnX@?eR:mn@- i@iQ)X@}}zw:O e i@-{4/X@X:Bi@#.BX@􎦦':$[i@ƊWX@4nǸ:ܞHi@d04X@x:5Ai@6J X@ :Yi@$X@DzdɊ:ٷi!i@'HX@L:oG$i@q^XX@ # i:1x&i@Z^0X@2d\:' )i@ aLQ X@A>:|*i@5{{X@տ7(:ѻ,i@qX@AFP%9%H9-i@ 2SkX@9%H9-i@0`X@Ν9ѻ,i@ZX@R\(9|*i@/OX@KBnw9' )i@v6JX@*H9b91x&i@gEBX@13F9qG$i@z?X@:9ܷi!i@@g9X@&^%9`i@hl 7X@95Ai@U\62X@ P 9ߞHi@T/X@W #9'[i@aD+X@^%8Ji@W5)X@ċu8O e i@s&X@c58pn@- i@4@%X@4iP8d Ni@1($X@H88;gŚi@Z #X@V88i@Z #X@V88ęIz2? coneY@IRT@C?SZP[@LaCz2@? 4@ conei@1V@sn'@;f?;f4? ?4@ nullbs nullbs    coedge   q  edge  ,u? |ZJ? unknown  coedge  s  loop   vertex  intcurve curve   surfintcur nubs!֤DA?֤DA?{p?֤DA?:|?ߦ?B`-%?V@2Iڮ@$=|@=Z7@(Ww1 @T{4 @-H @_]@V@7}@9@ߢ@XA@$ @q@@=Q@l{&@07@?@@.H@8R@J_]@h'Úc @*V @i@_ #X@#V88ǘG:eh@_ #X@#V88zGh@A($X@'I88Lh@4@%X@4iP8oqh@s&X@c58d>gh@f5)X@u8]yh@aD+X@i%83a4h@T/X@P #9R?ʾh@X\62X@ P 9vbZh@hl 7X@94H"h@@g9X@^%9 Zfh@z?X@:9xh@gEBX@13F9Fh@x6JX@0H9b9S\h@/OX@KBnw9 .Dh@ZX@N\(9jh@0`X@Ν9jh@ 2SkX@9 .Dh@qX@AFP%9X\h@3{{X@տ7(:Fh@ aLQ X@}A>:~xh@X^0X@(d\: Zfh@q^XX@ # i:1H"h@'HX@L:vbZh@$X@dɊ:N?ʾh@2J X@ :1a4h@d04X@x:]yh@WX@r4nǸ:d>gh@.BX@׎':kqh@&{4/X@oX:Lh@iQ)X@|}}zw:zGh@AnX@\?eR:ƘG:eh@숑X@BF::gŚi@숑X@BF:` Ni@AnX@`?eR:jn@- i@iQ)X@}}zw:O e i@${4/X@lX:=i@.BX@Ҏ':[i@WX@}4nǸ:ӞHi@d04X@ x:5Ai@2J X@ :Pi@$X@dɊ:ηi!i@'HX@L:dG$i@m^XX@# i:1x&i@X^0X@(d\:' )i@ aLQ X@|A>:|*i@6{{X@տ7(:ѻ,i@qX@AFP%9H9-i@ 2SkX@9H9-i@0`X@Ν9ѻ,i@ZX@R\(9|*i@/OX@KBnw9' )i@x6JX@0H9b91x&i@gEBX@13F9gG$i@z?X@:9зi!i@@g9X@^%9Li@hl 7X@95Ai@X\62X@ P 9ΞHi@T/X@R #9[i@aD+X@i%87i@e5)X@u8O e i@s&X@c58en@- i@4@%X@4iP8^ Ni@A($X@'I88:gŚi@_ #X@#V88i@_ #X@#V88~o^z2? coneY@IRT@C?SZP[@LaCz2@? 4@ conei@1V@sn'@;f?;f4? ?4@ nullbs nullbs    point  Tf8-i@9eX@Z9 coedge  z w  edge  |L NC? dݩ @ w tangent  coedge  y (  coedge  y  edge  D@ n@  unknown  coedge  z   vertex   ellipse curve  i@R)1=<33333?] J?  point  !H9-i@2=<33333 coedge  ~   (  coedge    ~   edge  zH& @ #\@ ~  unknown  coedge      loop    vertex  straight curve   DXJ?<33333?  point  jh@XJ?<33333ftreemeg attrib   ^\1O face       loop   cone surface  gffffh@? =? H,@ H,? ?4@  coedge  ellipse curve  i@Y@"=?5"s+▏? tHiz9V straight curve  Y@ fX@ܭ#39? *N\t^ ':md@ point  ߷jh@ fX@ڭ#39 coedge  + ellipse curve  i@3K/(==;f;f44@;f?  coedge  ? @  edge  <|{Z@@ Adc$]@ B unknown  face C D  E  point  !H9-i@ fX@ڭ#39 coedge   F  vertex  Gellipse curve  i@2=(=4? -DT!? !3|@ coedge  H I (  coedge  J K L  edge  M-DT! >x< N unknown  coedge  O   coedge  P J Q  loop  O R  vertex  Sstraight curve   DJ<33333?  edge  TBݩ  N NC U tangent  point  i@J<33333 coedge  V W  X  edge  eJ Y~J?  Z unknown  coedge  [ \ ]   coedge  [    loop   ^  vertex  ] _straight curve  qJ?gc$]@<33333  edge  `,u? |ZJ?  a unknown  face b c  d  point  qJ?J?<33333ftreemeg attrib   ^\1O face e f  g  loop  h sphere surface  i@S,==4@?  coedge  i j k l  coedge   m n  coedge  ? o   edge  J p;f q unknown  vertex  rstraight curve  gffff~k@6?J;U@n%@;f?;f  coedge   s t  coedge  u   edge  J vJ? w tangent ftreemeg attrib  p^\1O face x y L  z plane surface  gffff~k@D =?  coedge  i F intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@4O-@c 1@vV 7@"-6;@l4=@S?@¸@@$GA@Ⱥ2B@mjfC@~uKD@z0CE@F@LH@RJ@L@~CuM@0> N@% P@ĿP@?dtqQ@N')R@5+OSvR@/R@1JR@3#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@QN U@V߿d1V@]?_V@e͌W@m:X@Su_=7X@di"Y@vGtZ@{v[@~[@d|\@F\@l%B~]@>`=]@\8|^@3^@7/z_@0*_@h4{`@P;a@ud-1a@da@Z)/Zb@4Ѻb@!0Gb@ c@32c@&Jc@65-Vc@r4bc@r;nc@6_Bzc@#KIc@^8Pc@8%Wc@^c@L:kzc@yrc@=wb d@)R:d@vD2d@Qd@,YWYe@Rӹe@yf@%Ef@ 8g@^wg@0g@0]ԅg@+x6h@uh@H{<h@ch@Я9i@JE{i@~&i@'j@5j@n.k@۾՗k@$rk@~tL3l@.&l@쓵l@vl@pʧl@iж;n m@ЬIm@bѢ$"m@ј-m@\Ҏc7m@҄Bm@VzMm@pAmXm@PfHcm@JRxm@C>m@6"m@*m@ޞRjts@6_Bzs@f@I}2(=f@I}2f@Ɔ31cu!5BflOf@H*!_ f@^b-ݔh#Sg,_f@Y c6kO=nUȂf@NP˳N(<U*f@%O!DbUrQ^J g< a2`f@pR?F!Tj!&WFf@ &$b$(Q]f@VZ%GK%{] g@Y!)KP)zm0-g@V c+*e<А+q"og@V&:)=/f^tmB/_.g@ަT0kHX0D'g@,*IlK11P1kܹ-g@,415&1Ug@Ri(2\a/2Qh@vj24J[r21{..h@d2d uS2Bh@j373Txۖkh@+jm3VQw33uqh@lp3*@03Z(h@R3C"Y3 9>h@23j6 3qrh@A89%3jt3Yrh@iNS3W4p*i@ [)3{3PQ@i@c3j3aTki@Bs3mT3 gi@r}͉3!A3i@,73f@G3X[i@~zmm3 u5~E3i@2En2qqi@EEQ2 Uc2 f5j@`\z1uw1~8,>Xj@8Ap0q4_06Oj@fJ.Y.lj@P"-`IQ3T-" [j@޾x*~*(Xpj@hҪ\)Oa)rLqk@|~'R'_"2[9k@j%\)&.Z,k@>.(#iž# 6k@X"bM["*Ik@%UE]aeF 鎧 Pk@ ^'S3*^k@pGXt#vhdk@yŞ}Xr-mk@>X+qk@Rgux14.{bXvk@.'gZc P\Qwk@'ikÕB KIyk@F'zk@ ^bžWa.|k@F9PYr;m\|k@yEL 0i|k@c(R&|F}k@.wCHK/3ك}k@dբ ~k@eĻ;35~k@|ܿܺJ /'F~k@ֿ˘w|ށ^~k@fRXCſ #(hffff~k@Vʼn&NJgffff~k@Y?NJށ^~k@?"( /'F~k@l!$ T?u˘w|35~k@0?ܺJN> ~k@ÜE,?p;Sb}k@z>>~?V݋ H%=}k@6Qo?~ك}k@>Nh?Xj@m 0@q4_0 f5j@91@uw1qqi@NL)k2@Uc2i@,82@=n2X[i@63@ u5~E3i@e=(;P3@f@G3 gi@*Z_g3@!A3bTki@ )DJ3@lT3PQ@i@'FN3@j3p*i@µn4@{3Zrh@4@X4qrh@Ҿ0 4@jt3 9>h@̶C23@j6 3Z(h@TF3@D"Y33uqh@$ t3@,@03Vxۖkh@Z&3@VQw3Bh@L.3@831{..h@T:2@f uS2Qh@72@6J[r2Ug@>B2@\a/2kܹ-g@sͲ1@5&1D'g@e1@1P1_.g@Zx@n0@kHX0q"og@Ym\p/@e^tmB/zm0-g@ S+@,e<А+|] g@^ET)@ LP))Q]f@PR%@GK%&WFf@U?Y8F$@b$a2`f@rz!@Tj!8/ߵf@W r @g< -f@0;P@&$ f@(k@..pޑLf@@4^@^|Kƪу{Žf@ƿ!O@+6f?/&mf@j@fv mf@ΓX @w,+ Jf@!f@!B2@\a/2@Qh@72@HJ[r2@0{..h@M:2@x uS2@Bh@L.3@L3@Sxۖkh@Z&3@VQw3@3uqh@" t3@@@03@X(h@TF3@Z"Y3@ 9>h@̶C23@6 3@qrh@Ҿ0 4@jt3@Zrh@4@p4@p*i@µn4@{3@RQ@i@'FN3@j3@dTki@ )DJ3@T3@ gi@*Z_g3@!A3@i@g=(;P3@~@G3@X[i@93@&u5~E3@i@,82@^n2@qqi@TL)k2@$Uc2@ f5j@91@؞uw1@~8,>Xj@m 0@4_0@6Oj@}F%.@Y.@lj@,ӺV-@`IQ3T-@" [j@*@N~*@(Xpj@*)@/Oa)@sLqk@"H'@7R'@^"2[9k@.)'&@)&@.Z,k@a\#@ž#@ 6k@:GD"@bM["@*Ik@]U& @aeF @莧 Pk@tr@S3@*^k@Ddh5@t#@vhdk@Q,C@X@r-mk@iX@h@qk@,uB!@14.@{bXvk@3' @c @P\Qwk@L5i8@B @KIyk@Hvu[@n'@zk@m+/l@tžWa@.|k@sӄ?Y@r;m\|k@2I&h?L @0i|k@V`?#R&?|F}k@yh?f13?ك}k@Mh?~?V݋?N> ~k@E,?:;?35~k@0?޺J? /'F~k@ol!$ T?%͘w|?ށ^~k@?$(?gffff~k@SY?J?gffff~k@Ɖ&J?ށ^~k@"hRXCſ$(? /'F~k@ֿ͘w|?35~k@|ܿ޺J?N> ~k@eĻ;;?Sb}k@y K隝V݋? H%=}k@[<~?ك}k@xeբÏXj@8Ap04_0@ f5j@b\z1ٞuw1@qqi@EEQ2$Uc2@i@2]n2@X[i@~zmm3#u5~E3@i@,73|@G3@gi@m}͉3!A3@dTki@>s3T3@QQ@i@c3j3@p*i@ [)3{3@Yrh@iNS3o4@qrh@@89%3jt3@ 9>h@236 3@Y(h@R3Z"Y3@3uqh@lp3B@03@Txۖkh@+jm3VQw3@Bh@j3O3@0{..h@d2z uS2@Qh@vj2JJ[r2@Ug@Ri(2\a/2@kܹ-g@,415&1@D'g@,*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/^tmB/@zm0-g@V c+\e<А+@{] g@Y!)-LP)@(Q]f@VZ%GK%@&WFf@ &$c$@a2`f@qR?F!,Tj!@7/ߵf@f$>  g< @-f@hԭE|'$@ f@Bs.p@ޑLf@O:|Kƪ@у{Žf@*`Y%+6f?@/&mf@'KA v @mf@ $ sx,+ @Jf@31cbw!?{f@*bHh74?8'f@q :8n?Aڧif@&Ȑ0'j-*?7n:f@ѯ`}V?.a`z&f@ {TH]և?aN f@ ^fZ_?f@I}2UQsg?f@I}2(=/@? conegffffh@? =? H,@ H,? ?4@ conei@D(=?4? ?4@ nullbs nullbs    point  gffff~k@?@J coedge  ? $ {  vertex  |ellipse curve  h@^ Ve@f{Q;f;f?4?  coedge  ! { straight curve  ߷jh@E!\R@\, ;f?;f ftreemeg attrib  @^\1O face } ~    loop  / cone surface  i@1V@sn'@;f?;f4? ?4@  coedge     edge  `M@ k@  unknown  coedge   7 -  edge  M@ k@  unknown  point  f@A33333@@J? coedge   9 (  coedge   3 ( straight curve  f@2FA'RV@z "n)@;f?;f  coedge  o    edge  6|ZJ ,u 0  unknown  face  :    point  f@uve@9UmQ coedge     coedge  ,  8  edge  ,|ZJ x,u 7  unknown  edge  z.u? R|ZJ?  unknown  face  k    point  f@vPw%Y@@J?ftreemeg attrib   ^\1Oplane surface   DA33333@ =?<?  face     coedge  !  @  edge  AR NC? `"@  unknown  vertex  straight curve  !H9-i@E!\R@\, ;f?;f ftreemeg attrib  @^\1O face  4    cone surface  i@1V@sn'@;f?;f4? ?4@  edge  f l? T  unknown  point  dSe~k@ZZQ4=lT coedge    I   edge  YzH& @ Mcc$]@ H  unknown  coedge   Q L  coedge     L  loop    vertex   ellipse curve   =R)0=<33333?] J?  coedge   i   coedge      edge  N NC? Nݩ @  tangent  face      point  =J<33333 vertex   ellipse curve  i@S1=(=?4@? !3| -DT! coedge      X  coedge      X  loop     vertex   straight curve  huΚ<v&-[@533333  coedge        coedge     ]   edge   NC? `"@ \  unknown  face       point  qJ? v&-[@<33333 vertex   ellipse curve   ==;f;f?4@4@;f? ftreemeg attrib   ^\1O face      cone surface   D3K/(==?4@? ?4@ ftreemeg attrib  0^\1O loop    cone surface  i@D=?4? ?4@  coedge        coedge    O   coedge       coedge     l   edge  J J? k  tangent  coedge     n   edge  v[/@ pac$]@ m  unknown  coedge   2    vertex  n straight curve  fffff~k@uve@9UmQ;f?;f?  point  gffff~k@*6e@4ЁqQ coedge     t f  edge  vpffffD@ I;(ûa@ s  unknown  coedge       vertex  t straight curve  gffff~k@? =? qmW O@ftreemeg attrib  ^\1O face      sphere surface   =R)0=(=4@??  edge  "@J A = $  unknown  point  ߷jh@!Sc@% =Q4Uftreemeg attrib  ' @^\1O loop   ' plane surface  i@dY@z9@;f?;f??  coedge    *    edge   J ``J?   unknown straight curve   DA33333@@J?  coedge   ,    vertex   straight curve   DA33333@@J??  coedge  0 /   (  coedge    2  ~  edge  J    unknown  vertex   ellipse curve  h@^ Ve@f{Q;f;f?4? ftreemeg attrib  4^\1Oplane surface  i@^ Ve@f{Q;f?;f  coedge    6    edge  !UD@  ;ob@ 6  unknown  coedge  7     vertex  8 ellipse curve  i@3K/l*==;f;f44@;f?  vertex  9 ellipse curve  i@Y@=F2kc}?> @4@F2k? ftreemeg attrib  :0^\1Ocone surface  i@D=?4? ?4@ ftreemeg attrib  >@^\1Oplane surface  i@E!\R@\, ;f;f ellipse curve  h@^ Ve@f{Q;f;f?4?  point  !H9-i@!Sc@% =Q4Uftreemeg attrib  D@^\1O loop   D cone surface  i@1V@sn'@;f?;f H,@ H,@? ?4@ intcurve curve   surfintcur nubsf l?I7l7d˰^dSe~k@6=T+3S/~k@ *[PL w!Flk@T4/L_y'+k@ĤEM$3͐j@mӰ(E,}j@>/xn탨?j@u+q1[ڔڳŷi@am3 R@^"MqCSi@b7˄3Vyi@S/3@T{z(? spherei@R)1=(=4@? conegffffh@? =? H,@ H,? ?4@ nullbs nullbs    coedge   H K    coedge  H      loop    straight curve  rJgc$]@<33333  coedge  K J   L  edge  <ݩ  MN NC   tangent  point  rJ0=<33333 coedge  P O    edge  6_BzS@ Tbm S}S@ O  unknown  coedge    P    edge  1TwS@ 6_BzS@ P  unknown  vertex  Q ellipse curve  =S1=(=4@? -DT!? !3|@ftreemeg attrib  R ^\1O face      cone surface   DS1=(=?4@? ?4@  point  i@S/3T coedge  W V   X  coedge    V    edge   Y v&-[@   unknown  coedge   \ W    edge    v&-[@ W  unknown  face   X    edge  Y`"  NC   unknown  point  rJ v&-[@<33333 coedge    [    edge  v[/@ `B3'X@ [  unknown  coedge  \      loop  \   vertex   ellipse curve  Y@F2k?b}?> 4@F2k? ftreemeg attrib  ^^\1O face      cone surface  gc$]@=4@? ?4@  point  333333@833333@@Jftreemeg attrib  c ^\1O face       loop  k c plane surface   D%33333 =  coedge     ! f  coedge  " h # $   coedge  h "  !   coedge  % & h    edge  '-DT!? (-DT! @  ) unknown  coedge  j u " *  coedge  # + j    edge  ,9[<6m@ <Ҏc7m@  - unknown  coedge  . k + /   coedge  k .     vertex  l 0 vertex   1straight curve  gffffh@$33333 = O qmW@ coedge  2 m o    coedge  m 2  3   vertex  n 4straight curve  gffff~k@2FA'RV@z "n)@;f?;f  edge  p`"  NC  5 unknown  point  gffff~k@uve@9UmQ coedge   s  3 f  coedge  s  u  f straight curve  gffff~k@D@J??  edge  vsҎc7m@ 6kz9m@  7 unknown  point  gffff~k@?@J?ftreemeg attrib  y^\1O face 8 R 9  :  loop  ; y cone surface  ??f{A@? H, H,? ?4@ straight curve   H9-i@!Sc@$ =Q4U?  coedge     < ~  coedge   = > ?   loop  = @ straight curve  333333@=33333@=  coedge  > A   B  edge  C.|ZJ ~,u  D unknown  point  333333@<33333@@J? coedge      ~  edge  zH& @ bc$]@  E unknown  coedge    2 F ~  vertex  F Gstraight curve  ·jh@(g@3LML  point  ÷jh@(g@3LML coedge  H      coedge   %  <   loop    straight curve  ÷jh@D<33333@?  edge  C!UD@ ȷjm@  I unknown  point  ķjh@J?<33333@ point  ÷jh@v&-[@<33333@ coedge    J K   coedge    L M   coedge  N      coedge   J     edge   f l?   O unknown  vertex   Pellipse curve   =0=(=4@? !3| -DT! edge  tffffD@ jffffm@  Q unknown intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@%O-@c 1@vV 7@-6;@h4=@S?@¸@@&GA@̺2B@rjfC@uKD@z0CE@F@LH@RJ@L@~CuM@6> N@% P@ĿP@?dtqQ@O')R@6+OSvR@/R@1JR@3#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@QN U@V߿d1V@]?_V@e͌W@m:X@Ru_=7X@di"Y@vGtZ@{v[@~[@d|\@F\@l%B~]@>`=]@\8|^@3^@7/z_@0*_@h4{`@P;a@ud-1a@da@\)/Zb@6Ѻb@#0Gb@ c@32c@&Jc@85-Vc@t4bc@r;nc@6_Bzc@%KIc@`8Pc@8%Wc@^c@N:kzc@Đyrc@=wb d@)R:d@xD2d@Sd@.YWYe@Rӹe@yf@%Ef@ 8g@bwg@0g@4]ԅg@+x6h@uh@L{<h@ch@ԯ9i@JE{i@~&i@*j@5j@n.k@޾՗k@$rk@~tL3l@.&l@쓵l@xl@rʧl@kж;n m@ЬIm@dѢ$"m@ј-m@^Ҏc7m@҄Bm@XzMm@pAmXm@QfHcm@JRxm@D>m@8"m@+m@ޞRjts@6_Bzs@<g,h@4@(=<g,h@4@sn@G3{]f@M+W{ u5~E3kxf@i2wNn2w$Ěf@0n#Uc2I-xf@Z-nV#Ǟuw1Eľf@C%~4_0#]Rg@h!n)Y.R*g@g@Huvb1ž#`܀Kg@TV1bM[" dg@5V H2aeF mh@-wh@lYN[3IR&E.;6h@㞈63(/3d)/h@$3sn@G39qk@ޠ,!A3jQVuk@S;. qT3|̑V{k@Re( j3d+:}k@[kh{3&ij~k@I&l?X4 'r~k@cBs?jt3[C{k@[0@g6 3bW?yk@5Y@@"Y3N[#?rk@d@&@03%xEmk@$@VQw3eB͠bk@\ß@13,\k@0z)@\ uS2.>]Mk@J5@*J[r2]*4Ek@Aw @[a/2Dۜ&3k@9b$"@5&1G%o)k@ξ $@1P1t~ k@ -'@{kHX0jj@8Xg )@C^tmB/j2vj@',-@e<А+_*)j@h$J/@KP)haUj@v=0@GK%kR0Aj@F U1@b$(CnTj@ol2@ϲTj!Hrj@dNyQ2@g< n-Ri@{2@P&$kt%i@3c 3@-p~rסi@X q3e3@{Kƪ-Ii@w#3@*6f?,vui@YΖ3@-v 30li@3@vv,+ I\i@b3@t8}CIi@,P3@N(<n-٬Ei@fŜ3@O=A>i@-3@5ݔh$q;i@h͜3@*!gFc6i@3@s!TxG5i@7"3@h74\u2i@O3@Sn; M!1i@/3@j-*7_.i@A,3@V--i@,3@:]ևܿg)A$,i@3@hfZ_οd+i@4@i@-3@ݔh?o-٬Ei@fŜ3@O=?>8}CIi@,P3@N(]Mk@J5@BJ[r2@,\k@0z)@t uS2@eB͠bk@\ß@I3@%xEmk@$@VQw3@N[#?rk@@>@03@bW?yk@5Y@Y"Y3@[C{k@[0@6 3@ 'r~k@cBs?jt3@&ij~k@$&l?p4@d+:}k@ǵ[kh{3@|̑V{k@Re("j3@jQVuk@j;. 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T3@c3RRe("j3@[)3ִ[kh{3@$iNS3&l?p4@N89%3fBs?jt3@23T[0@}6 3@R3t5Y@V"Y3@sp3 @:@03@$+jm3T$@VQw3@!j3ß@C3@d2Ț0z)@o uS2@vj20J5@:J[r2@Ri(2Aw @\a/2@,419b$"@5&1@&*IlK1뾫 $@1P1@ަT0׵ -'@kHX0@?&:)=/SXg )@]^tmB/@V c+È',-@e<А+@ѥY!)h$J/@KP)@]VZ%v=0@GK%@ &$F U1@b$@RR?F!ol2@Tj!@5$> fNyQ2@g< @ԭE|{2@&$@r3c 3@(.p@vO:W q3e3@\|Kƪ@_Y%w#3@X+6f?@&KA YΖ3@v @ $ 3@kw,+ @ @ub3@@0%O!d'P3@aUrQ^@NP,P3@N( V  W cone surface   =gc$]@(=4@? ?4@  coedge  X Y   Z  edge   rJ@  [ unknown  coedge   N X \   loop     vertex   ]straight curve  rJ(g@3LML@;f;f  coedge    Y ^   vertex  ^ _straight curve  qJ?(g@3LML@;f;f ftreemeg attrib  ^\1O face ` a   b plane surface  (g@3LML@;f?;f?  vertex  c dellipse curve   =Y@ =F2k?b}?> 4@G2k?  coedge  e     straight curve  333333@gc$]@@J  edge  f vPw%Y@  g unknown  face h i   j  point  333333@vPw%Y@Jftreemeg attrib  ^\1O loop  k  cone surface   N@% P@ĿP@q?dtqQ@>')R@$+OSvR@ /R@0JR@2#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@pFT@m@"m@m@ݞRjts@6_Bzs@1g,h@4@=1g,h@4@Dsg\h@3@fZ_οh@,3@R=]ևܿ(*m h@A,3@Vsh@G3|]f@+W{ u5~E3lxf@2wGn2y$Ěf@W1n# Uc2 I-xf@-nV#uw1Eľf@ȇC%r4_0%]Rg@!n)Y.R*g@`I+`IQ3T-?Ug@ -"~*"Qfg@ '.Oa)=tg@mfC0R'p.g@ʩ0o)&>g@Quvb1ž#b܀Kg@TV1ΩbM[""dg@:V H2xaeF nh@.wh@mYN[3R&E.;6h@㞈63-3b)/h@$3sh@G39qk@,!A3jQVuk@;. oT3|̑V{k@Te( j3c+:}k@&[kh{3$ij~k@&l?\4 'r~k@^Bs?jt3]C{k@=[0@p6 3dW?yk@O5Y@J"Y3N[#?rk@@4@03'xEmk@;$@VQw3gB͠bk@Ÿ@C3,\k@0z)@t uS2.>]Mk@J5@FJ[r2^*4Ek@)Aw @\a/2Fۜ&3k@A9b$"@5&1K%o)k@i $@1P1t~ k@Z -'@kHX0jj@Xg )@^tmB/r2vj@J',-@fe<А+f*)j@8}CIi@,P3@|N(<x-٬Ei@fŜ3@gO=A>i@-3@ݔh$q;i@_͜3@*!gFc6i@3@t!_xG5i@7"3@_h74gu2i@I3@/nH M!1i@/3@<j-*7_.i@A,3@V--i@,3@<]ևܿr)A$,i@3@.fZ_οd+i@4@Dsgd+i@4@Lsg?r)A$,i@3@.fZ_?--i@,3@>]և?7_.i@A,3@V?H M!1i@/3@< j-*?gu2i@I3@/n?_xG5i@7"3@_h74?gFc6i@3@tu!?$q;i@_͜3@8*!?A>i@-3@ݔh?x-٬Ei@fŜ3@O=?>8}CIi@,P3@N(]Mk@J5@LJ[r2@,\k@0z)@z uS2@gB͠bk@Ÿ@J3@'xEmk@I$@VQw3@N[#?rk@@:@03@dW?yk@`5Y@R"Y3@]C{k@Q[0@x6 3@ 'r~k@^Bs?jt3@%ij~k@+&l?d4@c+:}k@[kh{3@|̑V{k@Se(j3@jQVuk@;. wT3@9qk@},!A3@x1fk@v>so@G3@Ro`k@+W{ u5~E3@bSRk@2wPn2@V2Jk@f1n#Uc2@ T/k@-nV#žuw1@:k@LJC%~4_0@4!ozj@!n)Y.@y-j@lI+`IQ3T-@Jیj@-(~*@'{ϕj@'.Oa)@Wqj@mfC0)R'@^Fϝ^j@ʩ0v)&@2Ȏ8j@Uuvb1ž#@jK%j@TV1ɩbM["@g,2i@@V H2paeF @_ i@6wh@jYN[3R&?mA.h@ui3L @@Yh@w3Y@JRC[Lh@~783\žWa@(+h@^J234'@,([?h@p2 3PB @00cϘh@IJ3c @S-~h@Z􎠎314.@ rk8mh@~ l)o3 @Hh@ΰE#3X@ڼtP6h@8!V/2t#@oh@2wg@Quvb1ž#@p.g@ʩ0~)&@=tg@mfC0,R'@"Qfg@ '.!Oa)@?Ug@-3~*@R*g@\I+`IQ3T-@&]Rg@!n)Y.@Eľf@ÇC%4_0@ I-xf@-nV#Ȟuw1@y$Ěf@F1n#Uc2@lxf@2wQn2@|]f@+W{ u5~E3@U8f@m>sn@G3@f@p,!A3@czvf@;. vT3@Q;7vf@Se(j3@jG)f@[kh{3@bb ~f@&l?c4@å%Y~f@>^Bs?jt3@q&f@A[0@x6 3@ju"f@j5Y@S"Y3@~qf@V@:@03@T?f@}$@VQw3@f+f@Ÿ@G3@Jf@0z)@t uS2@of@>J5@GJ[r2@p?f@6Aw @\a/2@/Gf@B9b$"@5&1@C\f@f $@ 1P1@WN-f@M -'@kHX0@b*9g@Xg )@^tmB/@\ǚVCg@R',-@le<А+@h;jg@=h$J/@JLP)@^j'g@v=0@$GK%@Lazg@_F U1@$c$@׈^xg@ol2@ITj!@Zg@HNyQ2@Dg< @$^z h@{2@J'$@+aX 4h@n3c 3@.p@MZZh@C q3e3@|Kƪ@mh@w#3@+6f?@&UƇh@YΖ3@v @9h@3@x,+ @0h@b3@u@+XG\h@Z'P3@xbUrQ^@Oh@,P3@N(]և?\h@3@fZ_?1g,h@4@]Isg?1g,h@4@=O)+@? conegffffh@? =? H,@ H,? ?4@ cone D3K/-==?4@? ?4@ nullbs nullbs    coedge     S   edge  zpffffD@ iffffm@ + { unknown  point  gffffh@%33333@J? point  gffffh@%33333@J coedge     F   edge  R|ZJ |z.u  } unknown  point  gffff~k@vPw%Y@@J?ellipse curve  h@^ Ve@f{Q;f;f?4?  vertex   ~intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@1O-@c 1@vV 7@ -6;@j4=@S?@~¸@@#GA@Ⱥ2B@ljfC@~uKD@z0CE@F@LH@RJ@L@~CuM@:> N@% P@ĿP@?dtqQ@[')R@B+OSvR@*/R@1JR@3#S@ 4n9S@5%OS@6sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@hN U@7V߿d1V@^?_V@e͌W@m:X@tu_=7X@i"Y@GtZ@!|v[@~[@2d|\@F\@%B~]@``=]@2\8|^@3^@7/z_@0*_@'h4{`@P;a@ud-1a@da@j)/Zb@DѺb@10Gb@ c@32c@ &Jc@F5-Vc@4bc@r;nc@6_Bzc@3KIc@n8Pc@8%Wc@^c@\:kzc@Ґyrc@=wb d@)R:d@D2d@`d@:YWYe@Rӹe@yf@%Ef@ 8g@nwg@0g@@]ԅg@+x6h@uh@V{<h@ch@9i@$JE{i@~&i@6j@5j@n.k@՗k@$rk@~tL3l@.&l@쓵l@l@ʧl@ж;n m@ЬIm@zѢ$"m@ј-m@sҎc7m@҄Bm@lzMm@pAmXm@ffHcm@`Rxm@Z>m@N"m@Bm@*ޞRjts@6_Bzs@f@I}2=f@I}2DsgaN f@@ ^fZ_ο0a`z&f@ {R?]ևܿ7n:f@8ѯ`xVDڧif@&Ȑj-*8'f@q :n{f@)bh74>f@431cu!8BflOf@P*!` f@^bݔh$Sg,_f@Q\ c6k7O=pUȂf@NPN(<U*f@'O!jaUrQ^J g< a2`f@R?F!Tj!&WFf@ &$b$(Q]f@VZ%GK%|] g@Y!)LP)zm0-g@V c+/e<А+q"og@V&:)=/k^tmB/_.g@ަT0kHX0D'g@,*IlK11P1kܹ-g@,415&1Ug@Ri(2 \a/2Qh@vj2:J[r21{..h@d2j uS2Bh@j3:3Txۖkh@+jm3VQw33uqh@mp3/@03Z(h@R3H"Y3 9>h@23n6 3qrh@A89%3jt3Zrh@iNS3[4p*i@ [)3{3PQ@i@c3 j3bTki@As3pT3 gi@r}͉3!A3i@,73j@G3X[i@zmm3u5~E3i@2In2qqi@EEQ2Uc2 f5j@`\z1žuw1~8,>Xj@8Ap0t4_06Oj@fJ.Y.lj@P"-`IQ3T-" [j@޾x*~*(Xpj@oҪ\)Oa)sLqk@~'R'_"2[9k@j%W)&.Z,k@$.(#]ž# 6k@X"bM["*Ik@UE ~k@eĻ;35~k@c|ܿٺJ /'F~k@ֿȘw|ށ^~k@`hRXCſ(gffff~k@Ɖ&DJgffff~k@TY?DJށ^~k@1?( /'F~k@l!$ T?Șw|35~k@.0?ٺJN> ~k@E,?;Sb}k@*>>~?+V݋ H%=}k@P6Qo?ݓ~ك}k@Mh?Xj@m 0@t4_0 f5j@91@Þuw1qqi@TL)k2@Uc2i@,82@Hn2X[i@93@u5~E3i@f=(;P3@j@G3 gi@(Z_g3@!A3cTki@ )DJ3@pT3QQ@i@'FN3@ j3p*i@µn4@{3Yrh@4@\4qrh@Ҿ0 4@jt3 9>h@̶C23@n6 3Z(h@TF3@G"Y33uqh@$ t3@/@03Sxۖkh@Z&3@VQw3Bh@L.3@:31{..h@P:2@h uS2Qh@72@9J[r2Ug@>B2@ \a/2kܹ-g@sͲ1@5&1D'g@e1@1P1_.g@Zx@n0@kHX0q"og@Ym\p/@k^tmB/zm0-g@S+@.e<А+{] g@dET)@KP)(Q]f@PR%@GK%&WFf@A?Y8F$@b$a2`f@܅rz!@Tj!7/ߵf@W r @g< -f@.;P@&$ f@Sk@.pޑLf@@4^@<|Kƪу{Žf@ƿ!O@+6f?/&mf@j@v mf@}X @w,+ Jf@X']և?7n:f@jjI?V?Cڧif@;a*?j-*?8'f@GL g?Ϣn?{f@U=?h74?>f@X'B2@\a/2@Qh@72@AJ[r2@1{..h@Q:2@p uS2@Bh@L.3@E3@Vxۖkh@Z&3@VQw3@3uqh@$ t3@8@03@Z(h@TF3@P"Y3@ 9>h@̶C23@v6 3@qrh@Ҿ0 4@jt3@Zrh@4@d4@p*i@µn4@{3@QQ@i@'FN3@j3@dTki@ )DJ3@wT3@gi@*Z_g3@!A3@i@e=(;P3@r@G3@X[i@13@u5~E3@i@,82@Ln2@qqi@SL)k2@Uc2@ f5j@91@ʞuw1@~8,>Xj@m 0@|4_0@6Oj@}F%.@Y.@lj@0ӺV-@`IQ3T-@" [j@*@.~*@(Xpj@*)@Oa)@sLqk@"H'@R'@_"2[9k@#)'&@p)&@.Z,k@a\#@zž#@ 6k@:GD"@bM["@*Ik@]U& @NaeF @鎧 Pk@Or@S3@*^k@dh5@2t#@vhdk@$,C@^X@r-mk@hX@@qk@uB!@14.@{bXvk@q3' @c @Q\Qwk@5i8@הB @KIyk@uu[@'@zk@Fm+/l@žWa@.|k@Ӡsӄ?Y@r;m\|k@I&h?L @0i|k@V`?݋R&?|F}k@Kh?4-3?ك}k@Mh?H~?V݋?N> ~k@+E,?;?35~k@ڞ0?8ںJ? /'F~k@l!$ T?ɘw|?ށ^~k@&?{ (?fffff~k@SY?J?hffff~k@Ɖ&J?ށ^~k@fhRXCſp (? /'F~k@ֿȘw|?35~k@L|ܿ0ںJ?N> ~k@dĻ;?Sb}k@y KV݋? H%=}k@[<:~?ك}k@LdբZXj@8Ap0z4_0@ f5j@`\z1Ȟuw1@qqi@EEQ2Uc2@i@2Xn2@}X[i@zmm3u5~E3@i@,73r@G3@ gi@p}͉3!A3@bTki@As3xT3@PQ@i@c3j3@p*i@ [)3{3@Zrh@iNS3c4@qrh@A89%3jt3@ 9>h@23x6 3@\(h@R3P"Y3@3uqh@np39@03@Txۖkh@+jm3VQw3@Bh@j3A3@1{..h@d2q uS2@Qh@vj2BJ[r2@Ug@Ri(2\a/2@kܹ-g@,41 5&1@D'g@(*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/y^tmB/@zm0-g@V c+:e<А+@z] g@饒Y!) LP)@'Q]f@pVZ%GK%@&WFf@ &$b$@a2`f@aR?F!Tj!@7/ߵf@R$> g< @-f@FԭE|&$@ f@'sN.p@ޑLf@O:|Kƪ@у{Žf@_Y%+6f?@/&mf@:'KA v @mf@ $ w,+ @Jݔh?5BflOf@4*!?>f@̇31c,u!?{f@4)bh74?9'f@q :n?Cڧif@&Ȑ j-*?7n:f@ѯ`rV?0a`z&f@ {A]և?aN f@7 ^fZ_?f@I}2Nsg?f@I}2=A5@? conegffffh@? =? H,@ H,? ?4@ conei@D=?4? ?4@ nullbs nullbs   ftreemeg attrib  ^\1O loop    sphere surface  <S.==4@??  coedge  J      edge  |J J?   unknown  coedge   e     coedge     ? B  edge  j'1@ B3'X@   unknown  face       coedge    H  B  loop   m  vertex   ellipse curve   ==;f;f?4@4@;f? straight curve  ÷jh@dY@z9@;f?;f  edge  |zH& @ bc$]@   unknown  point  =H9-i@(g@3LML coedge    A   straight curve   DJ?<33333@?  coedge   ;  K   edge  6_BzS@ em S}S@   unknown  coedge     M V  edge  v[/@ 1R/!]@ L  unknown  coedge     c  intcurve curve   surfintcur nubs f l?^7l7PͰ^= S/3 TD*[PDz3w!T4/}g3/vĤEM$nZ;Y13͐mӰ(Y:H+/A>/DG[(xnku+q1X>#ؔam3{ָQ@^"p7˄3҂uS6yS/3)=`TIUz(? sphere =R)0=(=4@?? cone??f{A@? 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H, H,? ?4@ cone 4@F2k?  point  J?!V@833333@ coedge        coedge        vertex   straight curve  huΚ@\Ͱ^#Ru+q1,ݔ?G[(U>/_{n?hY:H+/8mӰ(X?Z;Y1ĤEM$3͐?0}g3سT4T/?Pz3-*[Pw!?S/3/=`T?Q z(? cone??f{A@? H, H,? ?4@ sphere<S.==4@?? nullbs nullbs    point  \S< S/3T? vertex   straight curve  333333*6e@4ЁqQ@;f?;f  coedge        edge   J@   unknown  coedge        coedge        vertex   ellipse curve  <^ Ve@f{Q@;f;f4@? ftreemeg attrib  ^\1Ocone surface  ^ Ve@f{Q@;f;f4@? ?4@  edge  R|ZJ .u   unknown straight curve  Jgc$]@<33333@  point  J0=<33333@ point  S/3^ >Q.=T?ellipse curve  3K/-==4@? !3| -DT! edge   vyX@   unknown  vertex   straight curve  333333ec$]@@J?  edge   !V@   unknown  vertex   ellipse curve  ^ Ve@f{Q@;f;f4@?  edge   !V@   unknown  point  J!V@833333@ point  333333*6e@4ЁqQ@straight curve  J?!Sc@$ =Q4U@  point  J!Sc@$ =Q4U@ellipse curve  <Y@F2k?b}?> 4@H2k? straight curve  333333*6e@4ЁqQ@;f;f  point  333333wyX@J?straight curve  J?!Sc@$ =Q4U@;f;f  point  J?!Sc@$ =Q4U@straight curve  J!Sc@$ =Q4U@;f;f  End-of-ACIS-data<< ???huΚ0=? )ACIS BinaryFileMegaCAD 2012 3D ACIS 22.0.1 NTMon May 13 12:18:29 2013?ư>|= body    lump    shell     face      ftreemeg attrib   ^\1O face    loop   sphere surface  i@R)1=(=4@? ftreemeg attrib   ^\1O face       loop    cone surface  gffffh@? =? H,@ H,? ?4@  coedge       ftreemeg attrib   ^\1O face       loop   sphere surface  i@S,==4@?  coedge       coedge   !   coedge   " #   coedge  $ %  &  edge  ' (-DT!?  ) unknown ftreemeg attrib  0^\1O face * + ,  -  loop  .  cone surface  i@D=?4? ?4@  coedge  / 0 1 2   coedge  3  4 5  coedge   6 7 8  coedge  9 :   ;  edge  <J =J?  > tangent  coedge    3 ?   coedge  @ A  ! B  edge  (L NC? Cdݩ @ D tangent  coedge  4 E  # F  edge  GBݩ  'N NC " H tangent  coedge  I  E J &  coedge   K @ L &  loop   M  vertex  # N vertex  L Oellipse curve  i@R)1=<33333?] J? ftreemeg attrib  p^\1O face P M B  Q  loop  R  plane surface  gffff~k@D =?  coedge  S T 0 U   coedge  V  W X   coedge   V . U   coedge  Y Z  2 [  edge  \-DT!? ]-DT! @ 1 ^ unknown  coedge  _   ?  coedge  ` "  5 F  edge  =6_BzS@ Gbm S}S@ 4 a unknown  coedge   b V c  coedge  W d  8 e  edge  f9[<6m@ <<Ҏc7m@ 7 g unknown  coedge  h  d i ;  coedge   h ` j ;  loop   k  vertex   l vertex  5 mstraight curve  gffffh@$33333 = O qmW@ edge  Cf l? G  n unknown  coedge  o % L B  coedge  p _ q B  loop  A +  vertex  ! rellipse curve  i@2=(=4? -DT!? !3|@ coedge  " s $ J F  loop  4 t  vertex  # uellipse curve  i@S1=(=?4@? !3| -DT! coedge  v $ w x &  edge  yD@ 'n@ E z unknown  coedge  % { | } &  edge  (D@ ~lw`@ @  unknown  face  &   point  i@J<33333 point  !H9-i@2=<33333ftreemeg attrib  +0^\1Ocone surface  i@D(=?4? ?4@  coedge  ,  coedge  . b   coedge  . Y   edge  zݩ  \ NC . tangent  coedge  0 / 6 c   coedge  7 / X e  edge  ] NC? fJݩ @ W tangent  coedge  1 T [  coedge  1 [  loop  1  vertex   vertex  X ellipse curve  i@S,=<33333@J??  coedge  3 A q  coedge  4 : j F intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@%O-@c 1@vV 7@-6;@h4=@S?@¸@@&GA@̺2B@rjfC@uKD@z0CE@F@LH@RJ@L@~CuM@6> N@% P@ĿP@?dtqQ@O')R@6+OSvR@/R@1JR@3#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@QN U@V߿d1V@]?_V@e͌W@m:X@Ru_=7X@di"Y@vGtZ@{v[@~[@d|\@F\@l%B~]@>`=]@\8|^@3^@7/z_@0*_@h4{`@P;a@ud-1a@da@\)/Zb@6Ѻb@#0Gb@ c@32c@&Jc@85-Vc@t4bc@r;nc@6_Bzc@%KIc@`8Pc@8%Wc@^c@N:kzc@Đyrc@=wb d@)R:d@xD2d@Sd@.YWYe@Rӹe@yf@%Ef@ 8g@bwg@0g@4]ԅg@+x6h@uh@L{<h@ch@ԯ9i@JE{i@~&i@*j@5j@n.k@޾՗k@$rk@~tL3l@.&l@쓵l@xl@rʧl@kж;n m@ЬIm@dѢ$"m@ј-m@^Ҏc7m@҄Bm@XzMm@pAmXm@QfHcm@JRxm@D>m@8"m@+m@ޞRjts@6_Bzs@<g,h@4@(=<g,h@4@sn@G3{]f@M+W{ u5~E3kxf@i2wNn2w$Ěf@0n#Uc2I-xf@Z-nV#Ǟuw1Eľf@C%~4_0#]Rg@h!n)Y.R*g@g@Huvb1ž#`܀Kg@TV1bM[" dg@5V H2aeF mh@-wh@lYN[3IR&E.;6h@㞈63(/3d)/h@$3sn@G39qk@ޠ,!A3jQVuk@S;. qT3|̑V{k@Re( j3d+:}k@[kh{3&ij~k@I&l?X4 'r~k@cBs?jt3[C{k@[0@g6 3bW?yk@5Y@@"Y3N[#?rk@d@&@03%xEmk@$@VQw3eB͠bk@\ß@13,\k@0z)@\ uS2.>]Mk@J5@*J[r2]*4Ek@Aw @[a/2Dۜ&3k@9b$"@5&1G%o)k@ξ $@1P1t~ k@ -'@{kHX0jj@8Xg )@C^tmB/j2vj@',-@e<А+_*)j@h$J/@KP)haUj@v=0@GK%kR0Aj@F U1@b$(CnTj@ol2@ϲTj!Hrj@dNyQ2@g< n-Ri@{2@P&$kt%i@3c 3@-p~rסi@X q3e3@{Kƪ-Ii@w#3@*6f?,vui@YΖ3@-v 30li@3@vv,+ I\i@b3@t8}CIi@,P3@N(<n-٬Ei@fŜ3@O=A>i@-3@5ݔh$q;i@h͜3@*!gFc6i@3@s!TxG5i@7"3@h74\u2i@O3@Sn; M!1i@/3@j-*7_.i@A,3@V--i@,3@:]ևܿg)A$,i@3@hfZ_οd+i@4@i@-3@ݔh?o-٬Ei@fŜ3@O=?>8}CIi@,P3@N(]Mk@J5@BJ[r2@,\k@0z)@t uS2@eB͠bk@\ß@I3@%xEmk@$@VQw3@N[#?rk@@>@03@bW?yk@5Y@Y"Y3@[C{k@[0@6 3@ 'r~k@cBs?jt3@&ij~k@$&l?p4@d+:}k@ǵ[kh{3@|̑V{k@Re("j3@jQVuk@j;. T3@9qk@,!A3@y1fk@>s@G3@To`k@H+W{ ,u5~E3@dSRk@b2wgn2@W2Jk@0n#*Uc2@ T/k@\-nV#ߞuw1@:k@C%4_0@4!ozj@j!n)Y.@z-j@h@lYN[3[R&?mA.h@xi3L @@Yh@w3Y@LRC[Lh@~783žWa@'+h@^J23'@*([?h@p2 3B @00cϘh@IJ3c @S-~h@X􎠎3624.@ rk8mh@z l)o3@Hh@ΰE#3'X@ڼtP6h@0!V/2u#@lh@*wg@Fuvb1ž#@l.g@ʩ0)&@=tg@pmfC0pR'@"Qfg@퇂'.\Oa)@?Ug@-m~*@R*g@8I+aIQ3T-@$]Rg@l!n)Y.@Eľf@C%4_0@I-xf@U-nV#uw1@w$Ěf@0n#*Uc2@lxf@p2wgn2@|]f@b+W{ +u5~E3@U8f@>s@G3@f@ ,!A3@dzvf@;. T3@R;7vf@Re(!j3@jG)f@[kh{3@bb ~f@&l?p4@ť%Y~f@dBs?jt3@s&f@Ҿ[0@6 3@mu"f@5Y@X"Y3@~qf@}@>@03@T?f@$@VQw3@i+f@}ß@F3@Jf@0z)@t uS2@ of@J5@@J[r2@s?f@Aw @ \a/2@/Gf@9b$"@5&1@C\f@辫 $@1P1@WN-f@е -'@kHX0@ b*9g@DXg )@i^tmB/@dǚVCg@',-@,e<А+@o;jg@h$J/@LP)@gj'g@v=0@GK%@Lazg@F U1@b$@׈^xg@ol2@Tj!@Zg@fNyQ2@g< @,^z h@{2@&$@3aX 4h@3c 3@C.p@MZZh@V q3e3@q|Kƪ@mh@w#3@J+6f?@0UƇh@YΖ3@v @9h@3@v,+ @0h@b3@@4XG\h@d'P3@aUrQ^@ʎOh@,P3@N( N@% P@ĿP@q?dtqQ@>')R@$+OSvR@ /R@0JR@2#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@pFT@m@"m@m@ݞRjts@6_Bzs@1g,h@4@=1g,h@4@Dsg\h@3@fZ_οh@,3@R=]ևܿ(*m h@A,3@Vsh@G3|]f@+W{ u5~E3lxf@2wGn2y$Ěf@W1n# Uc2 I-xf@-nV#uw1Eľf@ȇC%r4_0%]Rg@!n)Y.R*g@`I+`IQ3T-?Ug@ -"~*"Qfg@ '.Oa)=tg@mfC0R'p.g@ʩ0o)&>g@Quvb1ž#b܀Kg@TV1ΩbM[""dg@:V H2xaeF nh@.wh@mYN[3R&E.;6h@㞈63-3b)/h@$3sh@G39qk@,!A3jQVuk@;. oT3|̑V{k@Te( j3c+:}k@&[kh{3$ij~k@&l?\4 'r~k@^Bs?jt3]C{k@=[0@p6 3dW?yk@O5Y@J"Y3N[#?rk@@4@03'xEmk@;$@VQw3gB͠bk@Ÿ@C3,\k@0z)@t uS2.>]Mk@J5@FJ[r2^*4Ek@)Aw @\a/2Fۜ&3k@A9b$"@5&1K%o)k@i $@1P1t~ k@Z -'@kHX0jj@Xg )@^tmB/r2vj@J',-@fe<А+f*)j@8}CIi@,P3@|N(<x-٬Ei@fŜ3@gO=A>i@-3@ݔh$q;i@_͜3@*!gFc6i@3@t!_xG5i@7"3@_h74gu2i@I3@/nH M!1i@/3@<j-*7_.i@A,3@V--i@,3@<]ևܿr)A$,i@3@.fZ_οd+i@4@Dsgd+i@4@Lsg?r)A$,i@3@.fZ_?--i@,3@>]և?7_.i@A,3@V?H M!1i@/3@< j-*?gu2i@I3@/n?_xG5i@7"3@_h74?gFc6i@3@tu!?$q;i@_͜3@8*!?A>i@-3@ݔh?x-٬Ei@fŜ3@O=?>8}CIi@,P3@N(]Mk@J5@LJ[r2@,\k@0z)@z uS2@gB͠bk@Ÿ@J3@'xEmk@I$@VQw3@N[#?rk@@:@03@dW?yk@`5Y@R"Y3@]C{k@Q[0@x6 3@ 'r~k@^Bs?jt3@%ij~k@+&l?d4@c+:}k@[kh{3@|̑V{k@Se(j3@jQVuk@;. wT3@9qk@},!A3@x1fk@v>so@G3@Ro`k@+W{ u5~E3@bSRk@2wPn2@V2Jk@f1n#Uc2@ T/k@-nV#žuw1@:k@LJC%~4_0@4!ozj@!n)Y.@y-j@lI+`IQ3T-@Jیj@-(~*@'{ϕj@'.Oa)@Wqj@mfC0)R'@^Fϝ^j@ʩ0v)&@2Ȏ8j@Uuvb1ž#@jK%j@TV1ɩbM["@g,2i@@V H2paeF @_ i@6wh@jYN[3R&?mA.h@ui3L @@Yh@w3Y@JRC[Lh@~783\žWa@(+h@^J234'@,([?h@p2 3PB @00cϘh@IJ3c @S-~h@Z􎠎314.@ rk8mh@~ l)o3 @Hh@ΰE#3X@ڼtP6h@8!V/2t#@oh@2wg@Quvb1ž#@p.g@ʩ0~)&@=tg@mfC0,R'@"Qfg@ '.!Oa)@?Ug@-3~*@R*g@\I+`IQ3T-@&]Rg@!n)Y.@Eľf@ÇC%4_0@ I-xf@-nV#Ȟuw1@y$Ěf@F1n#Uc2@lxf@2wQn2@|]f@+W{ u5~E3@U8f@m>sn@G3@f@p,!A3@czvf@;. vT3@Q;7vf@Se(j3@jG)f@[kh{3@bb ~f@&l?c4@å%Y~f@>^Bs?jt3@q&f@A[0@x6 3@ju"f@j5Y@S"Y3@~qf@V@:@03@T?f@}$@VQw3@f+f@Ÿ@G3@Jf@0z)@t uS2@of@>J5@GJ[r2@p?f@6Aw @\a/2@/Gf@B9b$"@5&1@C\f@f $@ 1P1@WN-f@M -'@kHX0@b*9g@Xg )@^tmB/@\ǚVCg@R',-@le<А+@h;jg@=h$J/@JLP)@^j'g@v=0@$GK%@Lazg@_F U1@$c$@׈^xg@ol2@ITj!@Zg@HNyQ2@Dg< @$^z h@{2@J'$@+aX 4h@n3c 3@.p@MZZh@C q3e3@|Kƪ@mh@w#3@+6f?@&UƇh@YΖ3@v @9h@3@x,+ @0h@b3@u@+XG\h@Z'P3@xbUrQ^@Oh@,P3@N(]և?\h@3@fZ_?1g,h@4@]Isg?1g,h@4@=O)+@? conegffffh@? =? H,@ H,? ?4@ cone D3K/-==?4@? ?4@ nullbs nullbs    coedge  : 9 ;  edge  pffffD@ <iffffm@ d unknown  edge  tffffD@ =jffffm@ : unknown  face  ;   point  gffffh@%33333@J? point  gffffh@%33333@Jintcurve curve   surfintcur nubsf l?I7l7d˰^dSe~k@6=T+3S/~k@ *[PL w!Flk@T4/L_y'+k@ĤEM$3͐j@mӰ(E,}j@>/xn탨?j@u+q1[ڔڳŷi@am3 R@^"MqCSi@b7˄3Vyi@S/3@T{z(? spherei@R)1=(=4@? conegffffh@? =? H,@ H,? ?4@ nullbs nullbs    coedge  p @ B  coedge  A o B  edge  Cr1TwS@ 6_BzS@ A unknown  point  dSe~k@ZZQ4=lT coedge  E F  face  F   point  i@S/3T coedge  I &  coedge  I x  edge  -DT! y>x< I unknown  vertex  J straight curve   DJ<33333?  coedge  K &  coedge  K }  edge  J ~J? K unknown  vertex  } straight curve  !H9-i@D<33333? ftreemeg attrib  M0^\1O face   plane surface  f_Lgc$]@<33333?  coedge  R p ,  coedge  R ,  coedge  b _ R  edge  J J? R tangent  coedge  S   edge  sҎc7m@ kz9m@ S unknown  coedge  T   edge  \ D@  ;ob@ Y unknown  vertex  ellipse curve  i@,==4? !3| -DT! coedge  W Z e ellipse curve  i@3K/-==?4@? -DT!? !3|@ coedge  Y [  coedge  Z [  edge   D@ ]n@ Z unknown  face  [   point  =H9-i@,=<33333@ point  i@J<33333@ coedge  s ` F intcurve curve   surfintcur nubs?4I>@Ͱ^#Bٔ?_Lj@G[(wn?6= kj@X:H+/?LL ^Dj@VZ;Y1_3͐?ڌi@/}g3/?jlAUi@@z3 w!?i@S/3pT?쇩z(? conegffffh@? =? H,@ H,? ?4@ spherei@S,==4@? nullbs nullbs    coedge  d e  face  e   point  i@S/3T? coedge  h  edge  hcbB Eœ@ h tangent  vertex  i straight curve   D%33333@J??  vertex  j straight curve   D%33333@J? ftreemeg attrib  k ^\1Oplane surface   D%33333 =  coedge  o  edge  ~`"  NC o unknown  edge  tffffD@  N@% P@ĿP@?dtqQ@N')R@5+OSvR@/R@1JR@3#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@QN U@V߿d1V@]?_V@e͌W@m:X@Su_=7X@di"Y@vGtZ@{v[@~[@d|\@F\@l%B~]@>`=]@\8|^@3^@7/z_@0*_@h4{`@P;a@ud-1a@da@Z)/Zb@4Ѻb@!0Gb@ c@32c@&Jc@65-Vc@r4bc@r;nc@6_Bzc@#KIc@^8Pc@8%Wc@^c@L:kzc@yrc@=wb d@)R:d@vD2d@Qd@,YWYe@Rӹe@yf@%Ef@ 8g@^wg@0g@0]ԅg@+x6h@uh@H{<h@ch@Я9i@JE{i@~&i@'j@5j@n.k@۾՗k@$rk@~tL3l@.&l@쓵l@vl@pʧl@iж;n m@ЬIm@bѢ$"m@ј-m@\Ҏc7m@҄Bm@VzMm@pAmXm@PfHcm@JRxm@C>m@6"m@*m@ޞRjts@6_Bzs@f@I}2(=f@I}2f@Ɔ31cu!5BflOf@H*!_ f@^b-ݔh#Sg,_f@Y c6kO=nUȂf@NP˳N(<U*f@%O!DbUrQ^J g< a2`f@pR?F!Tj!&WFf@ &$b$(Q]f@VZ%GK%{] g@Y!)KP)zm0-g@V c+*e<А+q"og@V&:)=/f^tmB/_.g@ަT0kHX0D'g@,*IlK11P1kܹ-g@,415&1Ug@Ri(2\a/2Qh@vj24J[r21{..h@d2d uS2Bh@j373Txۖkh@+jm3VQw33uqh@lp3*@03Z(h@R3C"Y3 9>h@23j6 3qrh@A89%3jt3Yrh@iNS3W4p*i@ [)3{3PQ@i@c3j3aTki@Bs3mT3 gi@r}͉3!A3i@,73f@G3X[i@~zmm3 u5~E3i@2En2qqi@EEQ2 Uc2 f5j@`\z1uw1~8,>Xj@8Ap0q4_06Oj@fJ.Y.lj@P"-`IQ3T-" [j@޾x*~*(Xpj@hҪ\)Oa)rLqk@|~'R'_"2[9k@j%\)&.Z,k@>.(#iž# 6k@X"bM["*Ik@%UE]aeF 鎧 Pk@ ^'S3*^k@pGXt#vhdk@yŞ}Xr-mk@>X+qk@Rgux14.{bXvk@.'gZc P\Qwk@'ikÕB KIyk@F'zk@ ^bžWa.|k@F9PYr;m\|k@yEL 0i|k@c(R&|F}k@.wCHK/3ك}k@dբ ~k@eĻ;35~k@|ܿܺJ /'F~k@ֿ˘w|ށ^~k@fRXCſ #(hffff~k@Vʼn&NJgffff~k@Y?NJށ^~k@?"( /'F~k@l!$ T?u˘w|35~k@0?ܺJN> ~k@ÜE,?p;Sb}k@z>>~?V݋ H%=}k@6Qo?~ك}k@>Nh?Xj@m 0@q4_0 f5j@91@uw1qqi@NL)k2@Uc2i@,82@=n2X[i@63@ u5~E3i@e=(;P3@f@G3 gi@*Z_g3@!A3bTki@ )DJ3@lT3PQ@i@'FN3@j3p*i@µn4@{3Zrh@4@X4qrh@Ҿ0 4@jt3 9>h@̶C23@j6 3Z(h@TF3@D"Y33uqh@$ t3@,@03Vxۖkh@Z&3@VQw3Bh@L.3@831{..h@T:2@f uS2Qh@72@6J[r2Ug@>B2@\a/2kܹ-g@sͲ1@5&1D'g@e1@1P1_.g@Zx@n0@kHX0q"og@Ym\p/@e^tmB/zm0-g@ S+@,e<А+|] g@^ET)@ LP))Q]f@PR%@GK%&WFf@U?Y8F$@b$a2`f@rz!@Tj!8/ߵf@W r @g< -f@0;P@&$ f@(k@..pޑLf@@4^@^|Kƪу{Žf@ƿ!O@+6f?/&mf@j@fv mf@ΓX @w,+ Jf@!f@!B2@\a/2@Qh@72@HJ[r2@0{..h@M:2@x uS2@Bh@L.3@L3@Sxۖkh@Z&3@VQw3@3uqh@" t3@@@03@X(h@TF3@Z"Y3@ 9>h@̶C23@6 3@qrh@Ҿ0 4@jt3@Zrh@4@p4@p*i@µn4@{3@RQ@i@'FN3@j3@dTki@ )DJ3@T3@ gi@*Z_g3@!A3@i@g=(;P3@~@G3@X[i@93@&u5~E3@i@,82@^n2@qqi@TL)k2@$Uc2@ f5j@91@؞uw1@~8,>Xj@m 0@4_0@6Oj@}F%.@Y.@lj@,ӺV-@`IQ3T-@" [j@*@N~*@(Xpj@*)@/Oa)@sLqk@"H'@7R'@^"2[9k@.)'&@)&@.Z,k@a\#@ž#@ 6k@:GD"@bM["@*Ik@]U& @aeF @莧 Pk@tr@S3@*^k@Ddh5@t#@vhdk@Q,C@X@r-mk@iX@h@qk@,uB!@14.@{bXvk@3' @c @P\Qwk@L5i8@B @KIyk@Hvu[@n'@zk@m+/l@tžWa@.|k@sӄ?Y@r;m\|k@2I&h?L @0i|k@V`?#R&?|F}k@yh?f13?ك}k@Mh?~?V݋?N> ~k@E,?:;?35~k@0?޺J? /'F~k@ol!$ T?%͘w|?ށ^~k@?$(?gffff~k@SY?J?gffff~k@Ɖ&J?ށ^~k@"hRXCſ$(? /'F~k@ֿ͘w|?35~k@|ܿ޺J?N> ~k@eĻ;;?Sb}k@y K隝V݋? H%=}k@[<~?ك}k@xeբÏXj@8Ap04_0@ f5j@b\z1ٞuw1@qqi@EEQ2$Uc2@i@2]n2@X[i@~zmm3#u5~E3@i@,73|@G3@gi@m}͉3!A3@dTki@>s3T3@QQ@i@c3j3@p*i@ [)3{3@Yrh@iNS3o4@qrh@@89%3jt3@ 9>h@236 3@Y(h@R3Z"Y3@3uqh@lp3B@03@Txۖkh@+jm3VQw3@Bh@j3O3@0{..h@d2z uS2@Qh@vj2JJ[r2@Ug@Ri(2\a/2@kܹ-g@,415&1@D'g@,*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/^tmB/@zm0-g@V c+\e<А+@{] g@Y!)-LP)@(Q]f@VZ%GK%@&WFf@ &$c$@a2`f@qR?F!,Tj!@7/ߵf@f$>  g< @-f@hԭE|'$@ f@Bs.p@ޑLf@O:|Kƪ@у{Žf@*`Y%+6f?@/&mf@'KA v @mf@ $ sx,+ @Jf@31cbw!?{f@*bHh74?8'f@q :8n?Aڧif@&Ȑ0'j-*?7n:f@ѯ`}V?.a`z&f@ {TH]և?aN f@ ^fZ_?f@I}2UQsg?f@I}2(=/@? conegffffh@? =? H,@ H,? ?4@ conei@D(=?4? ?4@ nullbs nullbs    coedge  w s  edge  yN NC? Nݩ @ s tangent ftreemeg attrib  t ^\1O face   cone surface   DS1=(=?4@? ?4@  coedge  v &  coedge  v  edge  zH& @ cc$]@ unknown  coedge  w  loop  w  vertex  ellipse curve   =R)0=<33333?] J?  point  =J<33333 coedge  { &  coedge  {  edge   UD@ lw`@ { unknown  coedge  |    coedge  |   loop  |   vertex  } straight curve  i@!V@<33333?  point  !H9-i@!V@<33333ftreemeg attrib  ^\1O face     sphere surface   =R)0=(=4@??  coedge    ,  coedge     ,  edge  pffffD@ I;(ûa@  unknown  vertex  straight curve  gffff~k@? =? qmW O@intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@1O-@c 1@vV 7@ -6;@j4=@S?@~¸@@#GA@Ⱥ2B@ljfC@~uKD@z0CE@F@LH@RJ@L@~CuM@:> N@% P@ĿP@?dtqQ@[')R@B+OSvR@*/R@1JR@3#S@ 4n9S@5%OS@6sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@hN U@7V߿d1V@^?_V@e͌W@m:X@tu_=7X@i"Y@GtZ@!|v[@~[@2d|\@F\@%B~]@``=]@2\8|^@3^@7/z_@0*_@'h4{`@P;a@ud-1a@da@j)/Zb@DѺb@10Gb@ c@32c@ &Jc@F5-Vc@4bc@r;nc@6_Bzc@3KIc@n8Pc@8%Wc@^c@\:kzc@Ґyrc@=wb d@)R:d@D2d@`d@:YWYe@Rӹe@yf@%Ef@ 8g@nwg@0g@@]ԅg@+x6h@uh@V{<h@ch@9i@$JE{i@~&i@6j@5j@n.k@՗k@$rk@~tL3l@.&l@쓵l@l@ʧl@ж;n m@ЬIm@zѢ$"m@ј-m@sҎc7m@҄Bm@lzMm@pAmXm@ffHcm@`Rxm@Z>m@N"m@Bm@*ޞRjts@6_Bzs@f@I}2=f@I}2DsgaN f@@ ^fZ_ο0a`z&f@ {R?]ևܿ7n:f@8ѯ`xVDڧif@&Ȑj-*8'f@q :n{f@)bh74>f@431cu!8BflOf@P*!` f@^bݔh$Sg,_f@Q\ c6k7O=pUȂf@NPN(<U*f@'O!jaUrQ^J g< a2`f@R?F!Tj!&WFf@ &$b$(Q]f@VZ%GK%|] g@Y!)LP)zm0-g@V c+/e<А+q"og@V&:)=/k^tmB/_.g@ަT0kHX0D'g@,*IlK11P1kܹ-g@,415&1Ug@Ri(2 \a/2Qh@vj2:J[r21{..h@d2j uS2Bh@j3:3Txۖkh@+jm3VQw33uqh@mp3/@03Z(h@R3H"Y3 9>h@23n6 3qrh@A89%3jt3Zrh@iNS3[4p*i@ [)3{3PQ@i@c3 j3bTki@As3pT3 gi@r}͉3!A3i@,73j@G3X[i@zmm3u5~E3i@2In2qqi@EEQ2Uc2 f5j@`\z1žuw1~8,>Xj@8Ap0t4_06Oj@fJ.Y.lj@P"-`IQ3T-" [j@޾x*~*(Xpj@oҪ\)Oa)sLqk@~'R'_"2[9k@j%W)&.Z,k@$.(#]ž# 6k@X"bM["*Ik@UE ~k@eĻ;35~k@c|ܿٺJ /'F~k@ֿȘw|ށ^~k@`hRXCſ(gffff~k@Ɖ&DJgffff~k@TY?DJށ^~k@1?( /'F~k@l!$ T?Șw|35~k@.0?ٺJN> ~k@E,?;Sb}k@*>>~?+V݋ H%=}k@P6Qo?ݓ~ك}k@Mh?Xj@m 0@t4_0 f5j@91@Þuw1qqi@TL)k2@Uc2i@,82@Hn2X[i@93@u5~E3i@f=(;P3@j@G3 gi@(Z_g3@!A3cTki@ )DJ3@pT3QQ@i@'FN3@ j3p*i@µn4@{3Yrh@4@\4qrh@Ҿ0 4@jt3 9>h@̶C23@n6 3Z(h@TF3@G"Y33uqh@$ t3@/@03Sxۖkh@Z&3@VQw3Bh@L.3@:31{..h@P:2@h uS2Qh@72@9J[r2Ug@>B2@ \a/2kܹ-g@sͲ1@5&1D'g@e1@1P1_.g@Zx@n0@kHX0q"og@Ym\p/@k^tmB/zm0-g@S+@.e<А+{] g@dET)@KP)(Q]f@PR%@GK%&WFf@A?Y8F$@b$a2`f@܅rz!@Tj!7/ߵf@W r @g< -f@.;P@&$ f@Sk@.pޑLf@@4^@<|Kƪу{Žf@ƿ!O@+6f?/&mf@j@v mf@}X @w,+ Jf@X']և?7n:f@jjI?V?Cڧif@;a*?j-*?8'f@GL g?Ϣn?{f@U=?h74?>f@X'B2@\a/2@Qh@72@AJ[r2@1{..h@Q:2@p uS2@Bh@L.3@E3@Vxۖkh@Z&3@VQw3@3uqh@$ t3@8@03@Z(h@TF3@P"Y3@ 9>h@̶C23@v6 3@qrh@Ҿ0 4@jt3@Zrh@4@d4@p*i@µn4@{3@QQ@i@'FN3@j3@dTki@ )DJ3@wT3@gi@*Z_g3@!A3@i@e=(;P3@r@G3@X[i@13@u5~E3@i@,82@Ln2@qqi@SL)k2@Uc2@ f5j@91@ʞuw1@~8,>Xj@m 0@|4_0@6Oj@}F%.@Y.@lj@0ӺV-@`IQ3T-@" [j@*@.~*@(Xpj@*)@Oa)@sLqk@"H'@R'@_"2[9k@#)'&@p)&@.Z,k@a\#@zž#@ 6k@:GD"@bM["@*Ik@]U& @NaeF @鎧 Pk@Or@S3@*^k@dh5@2t#@vhdk@$,C@^X@r-mk@hX@@qk@uB!@14.@{bXvk@q3' @c @Q\Qwk@5i8@הB @KIyk@uu[@'@zk@Fm+/l@žWa@.|k@Ӡsӄ?Y@r;m\|k@I&h?L @0i|k@V`?݋R&?|F}k@Kh?4-3?ك}k@Mh?H~?V݋?N> ~k@+E,?;?35~k@ڞ0?8ںJ? /'F~k@l!$ T?ɘw|?ށ^~k@&?{ (?fffff~k@SY?J?hffff~k@Ɖ&J?ށ^~k@fhRXCſp (? /'F~k@ֿȘw|?35~k@L|ܿ0ںJ?N> ~k@dĻ;?Sb}k@y KV݋? H%=}k@[<:~?ك}k@LdբZXj@8Ap0z4_0@ f5j@`\z1Ȟuw1@qqi@EEQ2Uc2@i@2Xn2@}X[i@zmm3u5~E3@i@,73r@G3@ gi@p}͉3!A3@bTki@As3xT3@PQ@i@c3j3@p*i@ [)3{3@Zrh@iNS3c4@qrh@A89%3jt3@ 9>h@23x6 3@\(h@R3P"Y3@3uqh@np39@03@Txۖkh@+jm3VQw3@Bh@j3A3@1{..h@d2q uS2@Qh@vj2BJ[r2@Ug@Ri(2\a/2@kܹ-g@,41 5&1@D'g@(*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/y^tmB/@zm0-g@V c+:e<А+@z] g@饒Y!) LP)@'Q]f@pVZ%GK%@&WFf@ &$b$@a2`f@aR?F!Tj!@7/ߵf@R$> g< @-f@FԭE|&$@ f@'sN.p@ޑLf@O:|Kƪ@у{Žf@_Y%+6f?@/&mf@:'KA v @mf@ $ w,+ @Jݔh?5BflOf@4*!?>f@̇31c,u!?{f@4)bh74?9'f@q :n?Cڧif@&Ȑ j-*?7n:f@ѯ`rV?0a`z&f@ {A]և?aN f@7 ^fZ_?f@I}2Nsg?f@I}2=A5@? conegffffh@? =? H,@ H,? ?4@ conei@D=?4? ?4@ nullbs nullbs    coedge      edge  R|ZJ z.u  unknown  vertex  straight curve  =H9-i@D<33333@?  point  dSe~k@i;ޚ]0=T? coedge    e  coedge     [  coedge      edge  J J?  unknown  coedge     [  coedge    !  edge  -DT! "-DT! # unknown  vertex  $straight curve   DJ<33333@? ftreemeg attrib   0^\1O face % & '  ( plane surface  `f)ŔѼgc$]@<33333@?  coedge  )  edge  1TwS@ 6_BzS@ * unknown  coedge  +  edge  WҎc7m@ ,kz9m@ - unknown ftreemeg attrib   ^\1Ocone surface   D3K/-==?4@? ?4@  loop  . straight curve  ?$33333f{A@? f1X Kg-M@ point  ?%33333@J? point  ?%33333@J coedge  /   coedge  /   loop  0  vertex  1ellipse curve  i@Y@(=F2kc}?> @4@G2k? straight curve  gffff~k@D@J?  point  gffff~k@?@J coedge  ) 2  vertex  3ellipse curve  =S1=(=4@? -DT!? !3|@ftreemeg attrib  ^\1O face 4  5  6  loop  cone surface   =gc$]@(=4@? ?4@  coedge  7 8 &  coedge  9 : ;  edge  <eJ ~J? = unknown  coedge  >  coedge  ? @ A  vertex  A Bstraight curve  rJgc$]@<33333  edge  C<ݩ  N NC D tangent  point  rJ0=<33333 coedge  E F G  edge  H UD@ jm@ I unknown  coedge  J F K  coedge  J L M  loop  N  vertex  Ostraight curve  ߷jh@D<33333?  coedge  P Q  coedge  L R  S  edge  ״8@ Tdc$]@ U unknown  edge  ~״8@ Vdc$]@ W unknown  face X Y  Z  point  ߷jh@!V@<33333ftreemeg attrib  ^\1O face [ t !  \ cone surface  ??f{A@? 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Oa)~'mfC0R'j%ʩ0j)&A.(#Ruvb1vž#X"TV1bM["WUEBV H2ZaeF  ^7w~?خ3V݋5Qo?V@* 3~:Nh?$3sj@G3Z_g3@j,!A3 )DJ3@i;. pT3{'FN3@Se( j3µn4@[kh{34@P&l?[4Ҿ0 4@_Bs?jt3z̶C23@[0@n6 3TF3@5Y@H"Y3 t3@d@0@03Z&3@$@VQw3L.3@Ÿ@?3F:2@0z)@n uS272@RJ5@>J[r2}>B2@IAw @ \a/2sͲ1@_9b$"@5&1e1@ $@1P1Vx@n0@s -'@kHX0Ym\p/@Xg )@^tmB/"S+@f',-@He<А+lET)@Th$J/@!LP)PR%@v=0@GK%]?Y8F$@fF U1@b$rz!@ol2@%Tj!W r @MNyQ2@ g< Z;P@{2@'$Vk@s3c 3@.p@4^@G q3e3@|Kƪǿ!O@w#3@+6f?j@YΖ3@rv $X @3@w,+ 4s B@b3@4@Z'P3@aUrQ^O@,P3@N(<)/8@fŜ3@O=C}@-3@@ݔhn+{R?_͜3@*!`%]և?ijI?A,3@TV?r:a*?/3@ j-*?K g?H3@9n?cU=?7"3@0h74?$B2@HAw @\a/2@72@TJ5@FJ[r2@F:2@0z)@v uS2@L.3@Ÿ@G3@Z&3@$@VQw3@ t3@b@9@03@TF3@5Y@Q"Y3@z̶C23@[0@v6 3@Ҿ0 4@_Bs?jt3@4@P&l?c4@µn4@[kh{3@z'FN3@Se(j3@ )DJ3@S;. xT3@Z_g3@h,!A3@R=(;P3@x>sq@G3@#3@+W{ u5~E3@,82@2wNn2@=L)k2@b1n#Uc2@91@-nV#ƞuw1@m 0@LJC%{4_0@}F%.@!n)Y.@ӺV-@^I+`IQ3T-@*@ -0~*@*)@'.Oa)@"H'@mfC0'R'@ )'&@ʩ0z)&@|a\#@Tuvb1ž#@9GD"@TV1өbM["@]U& @@V H2naeF @0r@6w~?ٮ3V݋?E,?Xzf3z;?G0?n53ܺJ?d!$ T?Sx913Иw|?G?t3((?VY?&33333?J?ԉ&&33333=J?|fRXCſt3 ((?ֿSx913Иw|?|ܿn53ݺJ?gĻXzf3;? y Kخ3V݋?[<V@* 3~?iբ$3\Y@l^b783žWa@F^J23h'@'ikt2 3B @#.'gZIJ3c @Rgu_􎠎314.@dX+ l)o3󡘇@Ş}ΰE#3X@Gsr@G3@~}͉3V,!A3@Ms3H;. xT3@c3Se(j3@[)3[kh{3@$iNS3&l?d4@P89%3Q_Bs?jt3@23x[0@x6 3@R35Y@Q"Y3@~p3v@8@03@/+jm3$@VQw3@/j3Ÿ@E3@d20z)@t uS2@,vj2FJ5@FJ[r2@Ri(2;Aw @\a/2@ ,41S9b$"@5&1@E*IlK1| $@1P1@ަT0q -'@kHX0@&:)=/Xg )@^tmB/@V c+d',-@Ze<А+@<Y!)Th$J/@2LP)@϶VZ%v=0@GK%@, &$fF U1@ c$@R?F!ol2@8Tj!@$> LNyQ2@2g< @խE|{2@-'$@sq3c 3@.p@O:E q3e3@|Kƪ@`Y%w#3@+6f?@(KA YΖ3@v @h $ 3@x,+ @Z@ub3@U@~'O!Z'P3@ibUrQ^@xNP,P3@N(    coedge    A   edge  `"  NC @  unknown  point  rJ v&-[@<33333 vertex  ellipse curve   =0=(=4@? !3| -DT! coedge     G  coedge   K G  loop  F   vertex  8 straight curve   DXJ?<33333?  coedge     edge  ,u? |ZJ? F  unknown  coedge    M S  edge   NC? `"@  unknown  face      point  jh@XJ?<33333 coedge    Q   edge  T@J V =  unknown  coedge      S  loop  L Y  vertex   straight curve  ߷jh@E!\R@\, ;f?;f  vertex   straight curve  !H9-i@E!\R@\, ;f?;f ftreemeg attrib  @^\1O face   S   plane surface  i@E!\R@\, ;f;f ftreemeg attrib  ^\1Osphere surface  <S.==4@??  coedge     ^   edge  _J b;f   unknown  vertex   straight curve  gffff~k@6?J;U@n%@;f?;f  coedge        vertex   straight curve  gffff~k@2FA'RV@z "n)@;f?;f  point  gffff~k@vPw%Y@@J? edge  zH& @ bc$]@   unknown  face       coedge    +  ! ellipse curve  3K/-==4@? !3| -DT! coedge      [  coedge     k   edge  !UD@ oȷjm@ j  unknown  coedge     u n  coedge      n  loop  l   vertex   straight curve  ÷jh@D<33333@?  coedge        coedge     s   edge  zH& @ bc$]@ r  unknown  face  0     edge  z.u? R|ZJ? l  unknown  point  ÷jh@v&-[@<33333@ coedge     x   edge  |J J? w  unknown  coedge      {  coedge     ~ {  loop  z   vertex  x straight curve  Jgc$]@<33333@  edge  " NC? Bݩ @ z  tangent  point  J0=<33333@ftreemeg attrib  &^\1O face   {    loop   & cone surface  gc$]@=4@? ?4@  coedge      '  coedge  ) . >   coedge  . +    edge  , .f l?@ +  unknown  point  \S< S/3T? coedge    .  5  edge  Eœ@@ hcbB@   tangent  coedge  P ] /    edge  VR NC? _`"@ /  unknown ftreemeg attrib  0@^\1Ocone surface  i@1V@sn'@;f?;f4? ?4@ intcurve curve   surfintcur nubs f l?^7l7PͰ^= S/3 TD*[PDz3w!T4/}g3/vĤEM$nZ;Y13͐mӰ(Y:H+/A>/DG[(xnku+q1X>#ؔam3{ָQ@^"p7˄3҂uS6yS/3)=`TIUz(? sphere =R)0=(=4@?? cone??f{A@? H, H,? ?4@ nullbs nullbs    coedge   7     coedge  7  E   straight curve  qJ?gc$]@<33333  coedge  : 9   ;  coedge  @  9    edge    v&-[@   unknown  coedge    :    edge   < v&-[@ :  unknown  face   ;    edge   NC? <`"@   unknown  point  qJ? v&-[@<33333 edge  6_BzS@ Cem S}S@ >  unknown  coedge    ?  5  edge  v[/@ 1R/!]@   unknown  coedge   @     loop  @   vertex   ellipse curve   =Y@ =F2k?b}?> 4@G2k?  point  S/3U13[E.=T coedge  F E   G  edge  ,u? H|ZJ?   unknown  face  k G    point  qJ?J?<33333 coedge    J    edge  M@  @4@F2k? ftreemeg attrib  N0^\1O face      cone surface  i@D=?4? ?4@  coedge   P R    loop    straight curve   H9-i@!Sc@$ =Q4U?  edge  n,u? T|ZJ? R  unknown  point  ߷jh@!Sc@% =Q4U point  !H9-i@!Sc@% =Q4Uftreemeg attrib  Y@^\1O face  t    cone surface  i@1V@sn'@;f?;f4? ?4@  coedge  ]  a   straight curve  fffff~k@uve@9UmQ;f?;f?  point  gffff~k@*6e@4ЁqQ edge  b`"  NC a  unknown  point  gffff~k@uve@9UmQ vertex  e straight curve  =H9-i@dY@z9@;f?;f ftreemeg attrib  f@^\1O face      cone surface  i@1V@sn'@;f?;f H,@ H,@? ?4@  coedge    i  '  edge  ״8@ \@   unknown  coedge  ! j m    coedge  j !     loop     vertex   "straight curve   DJ?<33333@?  coedge  m l # $ n  coedge  r % l u   edge  o,|ZJ &x,u  ' unknown  face ( ) n  *  point  ķjh@J?<33333@ coedge   + q    edge  J  q , unknown  coedge  % r + -   loop     vertex  s .straight curve  ÷jh@dY@z9@;f?;f ftreemeg attrib  t @^\1Oplane surface  i@dY@z9@;f?;f??  vertex  $ /ellipse curve  i@Y@=F2kc}?> @4@F2k?  coedge  0 w 1 2   coedge  w 0 3 4   loop  w 5  vertex  x 6straight curve  huΚ '  edge  .|ZJ ?~,u  @ unknown  edge  9[<6m@ ,Ҏc7m@  A unknown intcurve curve   surfintcur nubs?4I>@\Ͱ^#Ru+q1,ݔ?G[(U>/_{n?hY:H+/8mӰ(X?Z;Y1ĤEM$3͐?0}g3سT4T/?Pz3-*[Pw!?S/3/=`T?Q z(? cone??f{A@? H, H,? ?4@ sphere<S.==4@?? nullbs nullbs    coedge  B   7 5  vertex   C vertex   Dstraight curve  233333?f{A@ Kg-M f1X@ellipse curve  h@^ Ve@f{Q;f;f?4?  coedge    E F   coedge   G     coedge  H I   J  edge   rJ@  K unknown  coedge    H L   vertex   Mstraight curve  rJ(g@3LML@;f;f  coedge  G  I N   loop   O  vertex  N Pstraight curve  qJ?(g@3LML@;f;f ftreemeg attrib  ^\1O face Q R   S plane surface  (g@3LML@;f?;f?  vertex  F Tellipse curve  Y@F2k?b}?> 4@F2k? intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@0O-@c 1@vV 7@"-6;@m4=@S?@¸@@'GA@̺2B@rjfC@uKD@z0CE@F@LH@RJ@ L@~CuM@@> N@% P@ĿP@?dtqQ@T')R@:+OSvR@!/R@1JR@3#S@4n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@RN U@V߿d1V@]?_V@e͌W@m:X@Lu_=7X@]i"Y@nGtZ@{v[@~[@d|\@F\@d%B~]@6`=]@ \8|^@3^@7/z_@0*_@h4{`@P;a@ud-1a@|da@V)/Zb@1Ѻb@0Gb@ c@32c@&Jc@45-Vc@p4bc@r;nc@6_Bzc@!KIc@\8Pc@8%Wc@^c@J:kzc@yrc@=wb d@)R:d@tD2d@Od@*YWYe@Rӹe@yf@%Ef@ 8g@]wg@0g@0]ԅg@+x6h@uh@F{<h@ch@ί9i@JE{i@~&i@$j@ 5j@n.k@־՗k@$rk@~tL3l@.&l@{쓵l@nl@gʧl@`ж;n m@ЬIm@ZѢ$"m@ј-m@SҎc7m@҄Bm@LzMm@pAmXm@FfHcm@@Rxm@:>m@-"m@ m@ޞRjts@6_Bzs@4@Wpi?(=4@Wpi?^tmB/ -'@Ex@n0@xkHX0 $@e1@߭1P19b$"@sͲ1@5&1~Aw @w>B2@[a/2J5@72@)J[r2b0z)@F:2@\ uS2@ß@L.3@.3$@Z&3@VQw3(@ t3@&@03l5Y@TF3@@"Y3\[0@̶C23@g6 3bBs?Ҿ0 4@jt3&l?4@X4[khµn4@{3>sf=(;P3@l@G3+W{ 63@u5~E32w,82@Kn2:1n#SL)k2@Uc2-nV#91@žuw1ˇC%m 0@w4_0!n)}F%.@Y.oI+*ӺV-@`IQ3T--*@ ~*!'.*)@Oa)mfC0"H'@R'ʩ0')'&@n)&]uvb1a\#@~ž#TV1:GD"@ȩbM["IV H2^U& @iaeF @w>~?V݋dzf3DE,?;z53b0?7ߺJTx913cf!$ T?Ҙw|t3?t*(233333UY?J233333Ή&Jt3dRXCſ)(Tx913ֿtҘw|z53|ܿߺJczf3HgĻR;䮞3 y K&V݋b@* 34[<~$3Biբ:s,73n@G3,x}͉3!A3;. 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Tg< {2@NխE|l'$[3c 3@Vt.p1 q3e3@O:}Kƪw#3@aY% ,6f?YΖ3@)KA Bv 3@ $ x,+ b3@6@uJ'P3@F(O!cUrQ^,P3@:NPN(<fŜ3@~] c6kNO=-3@^bŝݔhP͜3@` P*!t3@T31cu!7"3@T.b\h7493@q :n/3@С&Ȑ!j-*A,3@*ѯ`oV,3@ {>]ևܿ3@ ^fZ_ο4@:O}2Dsg4@:O}2Ksg?3@ ^fZ_?,3@ {A]և?A,3@Hѯ`V?/3@&Ȑ^"j-*?93@q :n?7"3@.bh74?t3@31cHv!?P͜3@ *!?-3@*^bcݔh?fŜ3@] c6kO=?,P3@TNPhN( jg< @ol2@R?F!oTj!@GF U1@O &$Ac$@v=0@VZ%FGK%@h$J/@^Y!)iLP)@',-@W c+e<А+@Xg )@&:)=/^tmB/@ -'@ަT0kHX0@% $@K*IlK11P1@8b$"@&,41"5&1@@w @Ri(2&\a/2@J5@0vj2VJ[r2@*0z)@d2 uS2@Ÿ@.j3R3@$@++jm3VQw3@@zp3?@03@*5Y@R3U"Y3@![0@23y6 3@IZBs?E89%3jt3@&l?iNS3d4@[kh [)3{3@Te(c3j3@;. =s3tT3@,l}͉3!A3@>s,73j@G3@F+W{ wzmm3u5~E3@Y3w2Jn2@1n#EEQ2Uc2@Ð-nV#X\z1žuw1@C%8Ap0v4_0@!n)UJ.Y.@I+P"-`IQ3T-@.-|޾x**~*@-'._Ҫ\)Oa)@mfC0~~'2R'@ʩ0j%)&@^uvb12.(#ž#@ TV1X"bM["@JV H2?UEaeF @@w(ikB @^J23BFe'@783^bžWa@w3F9EY@i3{EKL @zYN[3ܼ(}R&?㞈63-yCHK/3?$3hբX~?V݋?b@* 38Qo?~?$3kOh?,'.*)@Oa)@<-*@~*@I+ӺV-@`IQ3T-@!n)}F%.@Y.@C%m 0@v4_0@Đ-nV# 91@uw1@1n#FL)k2@ Uc2@Z3w,82@Kn2@D+W{ ,3@u5~E3@>sZ=(;P3@j@G3@, Z_g3@!A3@;.  )DJ3@tT3@Te('FN3@j3@[khµn4@{3@ޡ&l?4@d4@CZBs?Ҿ0 4@jt3@[0@̶C23@z6 3@5Y@TF3@V"Y3@@. t3@@@03@$@Z&3@VQw3@Ÿ@L.3@Q3@*0z)@b:2@ uS2@J5@72@RJ[r2@@w @>B2@!\a/2@9b$"@sͲ1@5&1@4 $@e1@1P1@ -'@wx@n0@kHX0@Xg )@ Ym\p/@^tmB/@',-@vS+@e<А+@h$J/@ET)@nLP)@v=0@`PR%@NGK%@EF U1@?Y8F$@Hc$@ol2@\rz!@tTj!@0NyQ2@@W r @kg< @{2@ <P@'$@Z3c 3@k@/p@0 q3e3@A4^@:}Kƪ@w#3@ǿ!O@#,6f?@YΖ3@j@zv @3@X @ y,+ @b3@s B@E@J'P3@@@cUrQ^@,P3@P@JN(fZ_?4@jpi?Nsg?4@jpi?=i*@? cone??f{A@? H, H,? ?4@ cone 4@F2k? straight curve   DA33333@@J?? straight curve  f@2FA'RV@z "n)@;f?;f  point  f@uve@9UmQ coedge   p r  J straight curve  J?!Sc@$ =Q4U@  edge  ,u? t.|ZJ? r  unknown  point  J?!Sc@$ =Q4U@ edge  w NC? `"@ v  unknown  point  J!Sc@$ =Q4U@ftreemeg attrib  z^\1O face  O    cone surface  ^ Ve@f{Q@;f;f4@? ?4@  vertex   straight curve  333333*6e@4ЁqQ@;f;f  coedge        edge   vyX@   unknown  point  333333@wyX@J?straight curve  333333@=33333@= straight curve  333333@uve@:UmQ@;f;f  edge   J@   unknown ftreemeg attrib  ^\1Oplane surface  .*<] Ve@f{Q@;f;f?  point  333333@uve@:UmQ@straight curve  333333*6e@4ЁqQ@;f?;f  vertex   ellipse curve  ^ Ve@f{Q@;f;f4@? ellipse curve  <^ Ve@f{Q@;f;f4@? ftreemeg attrib  ^\1Oplane surface  333333@^ Ve@f{Q@?;f;f?  point  333333*6e@4ЁqQ@straight curve  333333@*6e@4ЁqQ@;f;f straight curve  333333@uve@:UmQ@;f;f?  point  333333@*6e@4ЁqQ@ End-of-ACIS-data<< ???huΚ0=? aACIS BinaryFileMegaCAD 2012 3D ACIS 22.0.1 NTMon May 13 12:18:29 2013?ư>|= body    lump    shell     face      ftreemeg attrib  ^\1O face    loop   sphere surface   =R)0=(=4@?? ftreemeg attrib  ^\1O face       loop    cone surface  ??f{A@? H, H,? ?4@  coedge       ftreemeg attrib  ^\1O face       loop   sphere surface  <S.==4@??  coedge       coedge   !   coedge   " #   coedge  $ %  &  edge  '-DT! (>x<  ) unknown ftreemeg attrib   ^\1O face * + &  ,  loop  -  cone surface   DS1=(=?4@? ?4@  coedge  . / 0 1   coedge  2  3 4  coedge   5 6 7  coedge  8 9   :  edge  ;Eœ@@ <hcbB@  = tangent  coedge    2 >   coedge  ? -  !   edge  (N NC? @Nݩ @ A tangent  coedge  3 B  # C  edge  D<ݩ  'N NC " E tangent  coedge  F  B G &  coedge   H ? I &  loop     vertex  # J vertex  I Kellipse curve   =R)0=<33333?] J? ftreemeg attrib  0^\1O face L M C  N plane surface  f_Lgc$]@<33333?  coedge  O P Q   coedge  R  S T   coedge   R U V   coedge  W X  1 Y  edge  Z-DT! [-DT! 0 \ unknown  coedge  P   >  coedge  ] "  4 C  edge  <6_BzS@ Dem S}S@ 3 ^ unknown  coedge   _ R `  coedge  S a  7 b  edge  c9[<6m@ ;,Ҏc7m@ 6 d unknown  coedge  e  a f :  coedge   g ] h :  loop   M  vertex  7 i vertex   jstraight curve  233333?f{A@ Kg-M f1X@ edge  @ f l? D  k unknown  coedge  l % I   vertex  ! mellipse curve  =S1=(=4@? -DT!? !3|@ coedge  " n $ G C  loop  " +  vertex  # oellipse curve   =0=(=4@? !3| -DT! coedge  p $ q r &  edge  szH& @ 'cc$]@ B t unknown  coedge  % u v w &  edge  (D@ x&H9-n@ ? y unknown  point  rJ0=<33333 point  =J<33333ftreemeg attrib  +^\1O face z { :  | cone surface   =gc$]@(=4@? ?4@  coedge  - l } ~   coedge   2 - Q  edge  @1TwS@ 6_BzS@ - unknown  coedge  / . 5 `   coedge  6 . 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H, H,? ?4@ sphere<S.==4@?? nullbs nullbs    coedge  a b  face  b   point  S/3^ >Q.=T? coedge  g e :  coedge  e  edge   vyX@ unknown  vertex  straight curve  333333ec$]@@J?  coedge  g  edge   vPw%Y@ g unknown  vertex  straight curve  333333gc$]@@J  coedge  v l  edge  xP NC? `"@ l unknown  coedge  n  edge  s`"  NC unknown  coedge  p &  coedge  p  edge  zH& @ #\@ p unknown  coedge  q  coedge  q  loop  q  vertex  straight curve  huΚ<v&-[@533333  point  rJ v&-[@<33333 coedge  u &  coedge  u  edge  J J? u unknown  coedge  v  loop   vertex  straight curve  !H9-i@D<33333?  point  "H9-i@J<33333ftreemeg attrib  {@^\1O face     loop  { plane surface  i@E!\R@\, ;f;f  coedge   }    coedge  }    loop    vertex  straight curve   D%33333@J?  edge  hcbB Eœ@  tangent  point  ?%33333@J coedge     coedge     face     point  \S< S/3T? coedge     Y  coedge      edge  ߪKC@  ;ob@  unknown  vertex   straight curve   DJ<33333@?  coedge     Y  coedge      edge  J J?  unknown  vertex  straight curve  Jgc$]@<33333@ ftreemeg attrib   0^\1O face      plane surface  `f)ŔѼgc$]@<33333@?  vertex   !intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@,O-@c 1@vV 7@-6;@_4=@S?@v¸@@GA@2B@bjfC@tuKD@z0CE@F@LH@RJ@L@~CuM@%> N@% P@ĿP@|?dtqQ@J')R@1+OSvR@/R@ 1JR@2#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@NN U@V߿d1V@]?_V@e͌W@m:X@Ru_=7X@di"Y@uGtZ@{v[@~[@d|\@F\@j%B~]@<`=]@\8|^@3^@7/z_@0*_@h4{`@P;a@ud-1a@|da@V)/Zb@0Ѻb@0Gb@ c@32c@&Jc@35-Vc@n4bc@r;nc@6_Bzc@ KIc@\8Pc@8%Wc@^c@I:kzc@yrc@=wb d@)R:d@tD2d@Nd@(YWYe@Rӹe@yf@%Ef@ 8g@Zwg@0g@,]ԅg@+x6h@uh@B{<h@ch@̯9i@JE{i@~&i@!j@5j@n.k@վ՗k@$rk@~tL3l@.&l@}쓵l@pl@jʧl@dж;n m@ЬIm@^Ѣ$"m@ј-m@WҎc7m@҄Bm@PzMm@pAmXm@JfHcm@DRxm@>>m@1"m@$m@ ޞRjts@6_Bzs@qL}24@=qL}24@Dsg ^3@fZ_ο {,3@;]ևܿ^ѯ`A,3@V젅&Ȑ/3@:j-*Iq :H3@n-b7"3@h74d31c3@t!P `͜3@;*!^b-3@ݔht\ c6kfŜ3@O=NP,P3@ N(<'O!Z'P3@bUrQ^@ub3@| $ 3@w,+ (KA YΖ3@jv `Y%w#3@+6f?oO:G q3e3@|Kƪss3c 3@{.pԭE|{2@&$$> NNyQ2@g< R?F!ol2@"Tj!' &$hF U1@b$ȶVZ%v=0@GK%6Y!)Sh$J/@!LP)V c+f',-@He<А+&:)=/Xg )@^tmB/ަT0r -'@kHX0D*IlK1 $@1P1,41\9b$"@5&1Ri(2GAw @ \a/2,vj2RJ5@>J[r2d20z)@m uS2/j3Ÿ@?3/+jm3$@VQw3~p3n@0@03R35Y@H"Y323[0@n6 3N89%3`Bs?jt3$iNS3`&l?\4[)3[kh{3c3Se( j3Ls3b;. pT3~}͉3d,!A3,73c>sj@G3zmm3+W{ u5~E322wHn2EEQ2N1n# Uc2j\z1-nV#uw18Ap0LJC%t4_0{J.!n)Y.ԟP"-`I+`IQ3T-޾x* -~*}Ҫ\)'. 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y Kخ3V݋?[<V@* 3~?iբ$3\Y@l^b783žWa@F^J23h'@'ikt2 3B @#.'gZIJ3c @Rgu_􎠎314.@dX+ l)o3󡘇@Ş}ΰE#3X@Gsr@G3@~}͉3V,!A3@Ms3H;. xT3@c3Se(j3@[)3[kh{3@$iNS3&l?d4@P89%3Q_Bs?jt3@23x[0@x6 3@R35Y@Q"Y3@~p3v@8@03@/+jm3$@VQw3@/j3Ÿ@E3@d20z)@t uS2@,vj2FJ5@FJ[r2@Ri(2;Aw @\a/2@ ,41S9b$"@5&1@E*IlK1| $@1P1@ަT0q -'@kHX0@&:)=/Xg )@^tmB/@V c+d',-@Ze<А+@<Y!)Th$J/@2LP)@϶VZ%v=0@GK%@, &$fF U1@ c$@R?F!ol2@8Tj!@$> LNyQ2@2g< @խE|{2@-'$@sq3c 3@.p@O:E q3e3@|Kƪ@`Y%w#3@+6f?@(KA YΖ3@v @h $ 3@x,+ @Z@ub3@U@~'O!Z'P3@ibUrQ^@xNP,P3@N( 4@G2k?  coedge  2 3 4  edge   UD@ 5jm@ 6 unknown  coedge  7 8  coedge  7 2 9  loop    vertex  :straight curve  qJ?gc$]@<33333  coedge  ; <  edge  = s v&-[@ > unknown  coedge  ? 8 @  edge  A  v&-[@ B unknown  edge  C NC? `"@ 8 D unknown  point  qJ? v&-[@<33333 coedge  E F G  edge  5 UD@ lw`@ H unknown  coedge  I J K  coedge  I L M  vertex  Nstraight curve  i@!V@<33333?  coedge  L O P  edge  `" Q NC R unknown  face S T  U  point  !H9-i@!V@<33333ftreemeg attrib  @^\1O face V W X  Y  loop  Z cone surface  i@1V@sn'@;f?;f4? ?4@  coedge    coedge  0 [  \  edge  `J ] J? ^ unknown  face _  `  point  fffff~k@%33333@Jstraight curve  ?$33333f{A@? f1X Kg-M@ edge  pffffD@ ]53333?p@ a unknown  coedge  b    edge  ]`"  NC c unknown ftreemeg attrib   ^\1Ocone surface   D3K/-==?4@? ?4@  coedge   d e Y  coedge  f g  h  edge  J iJ? j unknown  coedge  b k l   loop   m  vertex  l nstraight curve  =H9-i@D<33333@?  point  >H9-i@J<33333@ coedge   o p Y  coedge  q r    edge  ״8@ s\@  t unknown  coedge  u v w   coedge  u " x   loop  y  vertex  zstraight curve  huΚ 4@H2k? ftreemeg attrib  ^\1O face } ,  ~ plane surface  (g@3LML@;f?;f?  coedge   + )  coedge  ; . )  loop  '  straight curve  333333*6e@4ЁqQ@;f?;f  edge   NC? `"@  unknown  face  y    point  333333*6e@4ЁqQ@ edge  `" =N NC  unknown  point  333333uve@:UmQ@ coedge    1 \  edge   4@ Q 4@F2k?  coedge   3  G  coedge   Z  G  loop  F  straight curve  ߷jh@D<33333?  coedge     coedge  Z  K  edge  ״8@ dc$]@  unknown  coedge   M P  edge  ״8@ dc$]@ L  unknown  point  ߷jh@!V@<33333 coedge     P  loop    vertex  ellipse curve  i@Y@(=F2kc}?> @4@G2k? ftreemeg attrib  0^\1O face  m \   cone surface  i@D(=?4? ?4@ ftreemeg attrib  @^\1O face   h    loop   cone surface  i@1V@sn'@;f?;f4? ?4@  coedge   J F   coedge    b  \  loop  0 T  vertex   straight curve  fffff~k@$33333=? ftreemeg attrib   ^\1Oplane surface   D%33333 = straight curve   D%33333@J??  coedge    [   ellipse curve  i@3K/-==;f;f44@;f?  coedge     e   edge  !UD@ i ;ob@ d  unknown  coedge      h  coedge      h  loop   W  vertex   straight curve  i@v&-[@<33333@  coedge     l   edge  R|ZJ z.u   unknown  face       point  =H9-i@v&-[@<33333@ coedge     p   edge  s!UD@ ȷjm@ o  unknown  coedge        coedge        vertex   straight curve  J?gc$]@<33333@  coedge        coedge     w   edge   !V@ v  unknown  edge   !V@   unknown  face       point  J?!V@833333@ftreemeg attrib  ^\1Ocone surface  gc$]@=4@? ?4@ ftreemeg attrib  %^\1Ocone surface   =] Ve@f{Q@;f;f4@? ?4@  coedge   ' u  )  face  )    vertex   ellipse curve  <^ Ve@f{Q@;f;f4@? ftreemeg attrib  ,^\1Ocone surface  <^ Ve@f{Q@;f;f H, H,@? ?4@ ellipse curve   =] Ve@f{Q@;f;f4@?  coedge   0 O  \ straight curve  gffff~k@D@J?  coedge  3 2   4  edge  ,u? 5|ZJ? 3  unknown  face   4    point  jh@XJ?<33333 coedge    7    edge  Cv[/@ B3'X@ 7  unknown  coedge  8 ?   @  vertex  9 ellipse curve   ==;f;f?4@4@;f?  coedge  ;  ?  ) straight curve  rJ(g@3LML@?  point  rJ(g@3LML@ edge  A|ZJ ,u ?  unknown  face   @    point  qJ?(g@3LML@ point  333333@vPw%Y@J coedge  F E   G  edge   NC? `"@ F  unknown  face  G    coedge    I    edge  @J  = I  unknown  coedge  J     vertex  K straight curve  ߷jh@E!\R@\, ;f?;f  coedge  O L   P  vertex  M straight curve  !H9-i@E!\R@\, ;f?;f  edge  Qj'1@ dc$]@   unknown  face   P    point  gffff~k@{yX@@Jftreemeg attrib  Tp^\1Oplane surface  gffff~k@D =? ftreemeg attrib  W @^\1Oplane surface  i@dY@z9@;f?;f??  coedge      X  coedge   Z    coedge  [    \  edge  ] 4@ I;(ûa@ b  unknown  point  hffff~k@%33333@J? coedge   d     coedge  d      loop     vertex   straight curve  ÷jh@D<33333@?  coedge  g f   h  coedge  k  f    edge  zH& @ bc$]@ f  unknown  coedge    g  X  edge  izH& @ bc$]@   unknown  edge  iz.u? R|ZJ?   unknown  point  ÷jh@v&-[@<33333@ coedge   k     loop  k   vertex   ellipse curve  i@Y@=F2kc}?> @4@F2k? ftreemeg attrib  m0^\1O face      cone surface  i@D=?4? ?4@  coedge   o     coedge  o  q    loop    straight curve   DJ?<33333@?  coedge  r q     edge  s.|ZJ ~,u q  unknown  coedge   v r    edge  .u? R|ZJ?   unknown  point  J?J?<33333@ edge   J@ u  unknown  coedge  v      loop     vertex   straight curve  J?!Sc@$ =Q4U@;f;f straight curve  J!Sc@$ =Q4U@;f;f ftreemeg attrib  y ^\1O face     ! plane surface  м!Sc@$ =Q4U@;f;f?  coedge      ) ftreemeg attrib  ^\1Oplane surface  .*<] Ve@f{Q@;f;f?  point  J!Sc@$ =Q4U@ coedge    " # \  coedge  $ %   &  edge  M@ k@  ' unknown  vertex   (ellipse curve  i@3K/(==;f;f44@;f? ftreemeg attrib   ^\1Ocone surface   D3K/(==?4@? ?4@  coedge  )      coedge    $ *   loop  +  straight curve  333333@gc$]@@J  edge   CvPw%Y@  , unknown  point  333333@833333@@J coedge    ) - )  vertex  - .ellipse curve  ^ Ve@f{Q@;f;f4@? ftreemeg attrib  ^\1Ocone surface  ^ Ve@f{Q@;f;f4@? ?4@  coedge  /    0  edge  M@  @4@F2k? ftreemeg attrib  0^\1Ocone surface  i@D=?4? ?4@  coedge  3      coedge   "     loop   4 straight curve   H9-i@!Sc@$ =Q4U?  edge  5n,u? |ZJ?  6 unknown  point  ߷jh@!Sc@% =Q4U edge  R NC? `"@  7 unknown  point  !H9-i@!Sc@% =Q4U vertex   8straight curve  gffff~k@6?J;U@n%@;f?;f ftreemeg attrib  @^\1O face 9 4   : cone surface  i@1V@sn'@;f?;f4? ?4@  coedge    ; < X  coedge   =   0  edge  j'1@ 5dc$]@  > unknown  edge  v[/@ ?ac$]@  @ unknown straight curve  gffff~k@D@J??  coedge    A B   edge  ,|ZJ Cx,u  D unknown  face E F   G  point  ķjh@J?<33333@ coedge  H I     edge  J   J unknown  coedge    H K   vertex   Lstraight curve  =H9-i@dY@z9@;f?;f  coedge    I M X  vertex   Nstraight curve  ÷jh@dY@z9@;f?;f  vertex  B Oellipse curve  i@Y@=F2kc}?> @4@F2k?  point  gffff~k@vPw%Y@@J?ftreemeg attrib   ^\1O face P  &  Q cone surface   D3K/l*==?4@? ?4@  coedge    R S   coedge   +     edge  j'1@ B3'X@  T unknown  vertex  * Uellipse curve   ==;f;f?4@4@;f?  coedge    + V   vertex   Wellipse curve  Y@F2k?b}?> 4@F2k? straight curve  J?!Sc@$ =Q4U@  edge  X,u? .|ZJ?  Y unknown  point  J?!Sc@$ =Q4U@ftreemeg attrib  ^\1O face Z    [ cone surface  ^ Ve@f{Q@;f;f4@? ?4@  coedge   H  #   edge  J ?;f  \ unknown  coedge  R   * &  coedge   R / ] &  loop  %  straight curve   DA33333@@J?  point  f@A33333@@J coedge  +   -   edge   J `J?  ^ unknown  coedge   )  V  straight curve  333333@uve@:UmQ@;f;f  edge   XJ@ ) _ unknown  point  333333@uve@:UmQ@ coedge  A  % ] 0  loop  A F straight curve  f@D@J?  point  f@{yX@@J coedge  I  = `   face a    b  vertex   cellipse curve  h@^ Ve@f{Q;f;f?4? ellipse curve  h@^ Ve@f{Q;f;f?4?  point  gffff~k@*6e@4ЁqQftreemeg attrib  @^\1Ocone surface  i@1V@sn'@;f?;f H,@ H,@? ?4@  coedge  = A  < 0  edge  v[/@ dac$]@ ; e unknown  coedge   ; 3 ` 0 straight curve  f@6?J;U@n%@;f?;f  vertex   fstraight curve  gffff~k@2FA'RV@z "n)@;f?;f  coedge  ; /  B 0  edge  CM@ I;(ûa@ A g unknown  vertex  ] hellipse curve  i@3K/l*==;f;f44@;f? ftreemeg attrib  0^\1O face i  0  j cone surface  i@D=?4? ?4@  coedge  "   K   coedge   3  M  straight curve  ·jh@(g@3LML  edge  ?`"  NC  k unknown  point  =H9-i@(g@3LML edge  6|ZJ d,u  l unknown  point  ÷jh@(g@3LML point  f@vPw%Y@@J?ftreemeg attrib   ^\1Oplane surface   DA33333@ =?<?  coedge  % $  S &  edge  M@ Ck@ R m unknown straight curve  333333@ec$]@@J?  point  333333@<33333@@J? edge  X vyX@ + n unknown  point  333333@wyX@J? vertex   oellipse curve  ^ Ve@f{Q@;f;f4@? ftreemeg attrib  ^\1Oplane surface  333333@^ Ve@f{Q@?;f;f? straight curve  fffff~k@uve@9UmQ;f?;f?  edge  C J `J? % p unknown straight curve  333333@=33333@= straight curve  333333@uve@:UmQ@;f;f?  edge  dJ 5;f= = q unknown ftreemeg attrib  4^\1Oplane surface  i@^ Ve@f{Q;f?;f  point  f@*6e@4ЁqQ vertex  < rstraight curve  f@2FA'RV@z "n)@;f?;f  point  gffff~k@uve@9UmQstraight curve  f@D@J??  point  f@A33333@@J?ftreemeg attrib  Fp^\1Oplane surface  f@D =<? ellipse curve  h@^ Ve@f{Q;f;f?4? ellipse curve  h@^ Ve@f{Q;f;f?4? straight curve   DA33333@@J?? straight curve  333333@*6e@4ЁqQ@;f;f  point  333333@*6e@4ЁqQ@straight curve  f@@33333@= straight curve  f@*6e@2ЁqQ;f;f  point  f@uve@9UmQ End-of-ACIS-data< ???huΚ0=? ǼACIS BinaryFileMegaCAD 2012 3D ACIS 22.0.1 NTMon May 13 12:18:29 2013?ư>|= body    lump    shell     face      ftreemeg attrib  @^\1O face    loop   plane surface  i@E!\R@\, ;f;f ftreemeg attrib  @^\1O face       loop    cone surface  i@1V@sn'@;f?;f4? ?4@  coedge       ftreemeg attrib  @^\1O face       loop   cone surface  i@1V@sn'@;f?;f4? ?4@  coedge       coedge      coedge   ! "   coedge  # $  %  edge  &J 'J?  ( unknown ftreemeg attrib  )  @^\1O face * + ,  -  loop  .  plane surface  i@dY@z9@;f?;f??  coedge  / 0 1 2   coedge  3  4 5  coedge   3   coedge  6 7   8  edge  9 NC? &`"@  : unknown  coedge    ; <   edge = &״8@ >dc$]@  ? unknown  coedge  @ A  " ,  edge B '״8@ Cdc$]@ ! D unknown  coedge E F  G H %  coedge I  J 6 K %  loop  L M  vertex N  O vertex P  Qstraight curve  i@!V@<33333? tagsys attrib    ftreemeg attrib  R @^\1O face S T U  V  loop  A  cone surface  i@1V@sn'@;f?;f4? ?4@  coedge  W X Y Z   coedge  [  X \   coedge   [ ] ^   coedge  _ `  2 a  edge  bz.u? cR|ZJ? 1 d unknown  coedge    e f  coedge  g h  5 i  edge j 9j'1@ kdc$]@  l unknown  coedge m n  $ K 8  coedge o  n g p 8  loop   q  vertex r  sellipse curve  i@Y@=F2kc}?> @4@F2k?  coedge  e t  < u  edge  >@J C =  v unknown tagsys attrib    vertex w xstraight curve  ߷jh@E!\R@\, ;f?;f  coedge  y ! t z ,  coedge  ! y { | , tagsys attrib  " " vertex } " ~straight curve  !H9-i@E!\R@\, ;f?;f tagsys attrib  # # coedge  # %  coedge  { # H  edge  ߪKC@ 'lw`@ G unknown tagsys attrib  $ $ coedge  $ L %  edge   UD@ &lw`@ $ unknown  coedge  J %  face  %  tagsys attrib  & & point  ߷jh@!V@<33333tagsys attrib  ' ' point  !H9-i@!V@<33333tagsys attrib  *  ftreemeg attrib  +@^\1O face  u   loop  + cone surface  i@1V@sn'@;f?;f H,@ H,@? ?4@  coedge  .   coedge  . / \   coedge  . Z  edge  J bJ? Y unknown  coedge  0 /   edge  bzH& @ bc$]@ / unknown  coedge  h 0 ^ i  edge  cv[/@ ac$]@ ] unknown  coedge  1 a  coedge  1 a  loop  1  vertex  2  vertex  ellipse curve  i@Y@=F2kc}?> @4@F2k?  coedge  ; 3 f u  edge  kn,u? >|ZJ? 3 unknown  coedge  4 7 p i  coedge  4 ] i  loop  tagsys attrib  5 5 vertex  5 straight curve  f@6?J;U@n%@;f?;f tagsys attrib  6 6 coedge  7 6 8 tagsys attrib  7 7 edge  M@ 9 > point  ߷jh@!Sc@% =Q4U coedge  A @ ,  edge  CR NC? `"@ @ unknown  coedge  G A |  edge  '`"  NC { unknown tagsys attrib  C C point  !H9-i@!Sc@% =Q4Utagsys attrib  F F coedge  F %  coedge  F  edge  ߪKC@ &H9-n@ unknown tagsys attrib  G G coedge  G  loop  { tagsys attrib  H H vertex  H straight curve  !H9-i@D<33333? tagsys attrib  J J coedge  J  edge   UD@ jm@ J unknown tagsys attrib  K K vertex  straight curve  ߷jh@D<33333? tagsys attrib  L L coedge  L %  coedge  L  edge  zH& @ #\@ L unknown ftreemeg attrib  M0^\1O face   plane surface  f_Lgc$]@<33333? tagsys attrib  S + +ftreemeg attrib  T^\1O face  a  plane surface  i@^ Ve@f{Q;f?;f  coedge  U  coedge  X W   coedge  W U  edge  zH& @ bc$]@ W unknown  coedge  Y `  coedge  Y  loop     vertex  straight curve  i@v&-[@<33333@  coedge  [ u  edge  6|ZJ ,u [  unknown tagsys attrib  \ \ vertex  \ straight curve  ÷jh@dY@z9@;f?;f  coedge  ] _ i tagsys attrib  ^ ^ vertex  ^ straight curve  f@2FA'RV@z "n)@;f?;f tagsys attrib  _ _ coedge  ` _   a  edge  M@ cI;(ûa@  unknown tagsys attrib  ` ` edge  !UD@ b ;ob@ `  unknown tagsys attrib  b b point  ÷jh@v&-[@<33333@tagsys attrib  c c point  f@vPw%Y@@J? coedge  e h u ellipse curve  h@^ Ve@f{Q;f;f?4? tagsys attrib  g g coedge  g   i  edge  J k;f= h  unknown  face  q i   tagsys attrib  k k point  f@*6e@4ЁqQ coedge   n  edge  ,u? |ZJ?  unknown tagsys attrib  p p vertex  straight curve  f@D@J? ftreemeg attrib  q0^\1O face     cone surface  i@D=?4? ?4@  coedge  t    u  coedge   u  coedge    y !  edge " j'1@ dc$]@ # unknown  vertex $ %ellipse curve  h@^ Ve@f{Q;f;f?4?  coedge & {  '  vertex ( | )ellipse curve  i@Y@(=F2kc}?> @4@G2k? tagsys attrib    coedge * + ,  edge - .zH& @ :~]@ / unknown tagsys attrib    coedge  0  coedge  0 + 1  loop  2 tagsys attrib    vertex  3straight curve   DJ<33333?  edge  P NC? 4`"@ 5 unknown  point  "H9-i@J<33333tagsys attrib    coedge   6  loop  7 tagsys attrib    vertex  8straight curve   DXJ?<33333?  point  jh@XJ?<33333 coedge  9 : ;  edge  eJ .~J? < unknown tagsys attrib    coedge  = > ?  coedge  = 6  loop  @ tagsys attrib    vertex A ? Bstraight curve  qJ?gc$]@<33333 tagsys attrib  M Mftreemeg attrib  C ^\1O face D E F  G  loop  + cone surface   =gc$]@(=4@? ?4@ tagsys attrib  T Tftreemeg attrib  0^\1Ocone surface  i@D=?4? ?4@  coedge  H I U  coedge  J K  edge  LR|ZJ z.u M unknown  edge  J  N unknown  coedge   O U tagsys attrib    vertex P Qstraight curve  =H9-i@dY@z9@;f?;f tagsys attrib    coedge R S T U tagsys attrib    coedge V  W X  coedge Y Z K  edge [ \ߪKC@  ;ob@ ] unknown  coedge ^ _ ` a  face b c  d tagsys attrib    point  =H9-i@v&-[@<33333@ellipse curve  h@^ Ve@f{Q;f;f?4? tagsys attrib    point  ÷jh@(g@3LMLtagsys attrib   tagsys attrib    point  f@uve@9UmQ coedge  e T  f  edge  ,|ZJ x,u  g unknown tagsys attrib    vertex   hstraight curve  f@D@J?? tagsys attrib    vertex   istraight curve  ÷jh@D<33333@?  coedge  j k  l  edge   J `J?  m unknown straight curve  f@*6e@2ЁqQ;f;f ftreemeg attrib  p^\1Oplane surface  f@D =<?  coedge n j o ellipse curve  i@3K/(==;f;f44@;f?  point  f@A33333@@Jftreemeg attrib  p 0^\1O face q r !  s cone surface  i@D(=?4? ?4@  coedge  O u  coedge  H  !  edge  J t;f  u unknown  coedge v w ' !  loop    tagsys attrib   straight curve  gffff~k@6?J;U@n%@;f?;f tagsys attrib    point  gffff~k@*6e@4ЁqQtagsys attrib    edge x 4 4@   unknown  face  M   tagsys attrib    point  qJ? v&-[@<33333tagsys attrib   ftreemeg attrib   ^\1O face   ;    loop   cone surface   @4@F2k? straight curve  ·jh@(g@3LML  edge  t`"  NC  unknown tagsys attrib    point  =H9-i@(g@3LMLtagsys attrib    coedge  _    coedge    U f  edge  !UD@ ȷjm@ T  unknown tagsys attrib    coedge    X   edge  ߪKC@ \BH9-n@  unknown tagsys attrib    coedge  J   K tagsys attrib    vertex   straight curve  =H9-i@D<33333@? tagsys attrib    coedge   S    coedge     a F  edge  ״8@ :~]@   unknown ftreemeg attrib   0^\1O face  @    plane surface  `f)ŔѼgc$]@<33333@?  coedge    k  f  loop    ellipse curve  i@3K/l*==;f;f44@;f?  point  f@A33333@@J? point  ķjh@J?<33333@ coedge     o l  coedge    e  l  loop    straight curve  f@@33333@= tagsys attrib    edge  M@ k@   unknown tagsys attrib    ftreemeg attrib   p^\1O face   K   plane surface  gffff~k@D =?  vertex  I straight curve  fffff~k@uve@9UmQ;f?;f? tagsys attrib    coedge      ! tagsys attrib  ' 'straight curve  gffff~k@D@J?  coedge  , +    coedge    , |   edge  .`"  NC {  unknown tagsys attrib  . . point  rJ v&-[@<33333tagsys attrib  0 0 coedge    0    edge   4@ 453333?p@   unknown  vertex  1 ellipse curve   =(=(=;f;f?4@4@;f? ftreemeg attrib   2 ^\1O face      cone surface   DS1=(=?4@? ?4@  point  fffff~k@%33333@J vertex  6 ellipse curve   ==;f;f?4@4@;f? ftreemeg attrib  7 ^\1Ocone surface   D3K/(==?4@? ?4@ tagsys attrib  9 9 coedge  : 9   ;  coedge  {  9    edge   . v&-[@   unknown tagsys attrib  : : coedge   > :    edge    v&-[@ :  unknown tagsys attrib  = = coedge    =    edge  v[/@ B3'X@ =  unknown  coedge  >      loop  >   vertex   ellipse curve  Y@F2k?b}?> 4@F2k? ftreemeg attrib  @^\1Ocone surface  gc$]@=4@? ?4@ tagsys attrib  D  ftreemeg attrib  E^\1O face      plane surface  (g@3LML@;f?;f?  coedge  `    F  coedge  w H J  ! tagsys attrib  I Istraight curve  gffff~k@2FA'RV@z "n)@;f?;f tagsys attrib  J J edge   4@ LI;(ûa@ J  unknown tagsys attrib  L L point  gffff~k@vPw%Y@@J?ellipse curve  h@^ Ve@f{Q;f;f?4? tagsys attrib  S S coedge    S    edge  ״8@ \@   unknown tagsys attrib  T T coedge  T e   f tagsys attrib  U U vertex   straight curve   DJ?<33333@? tagsys attrib  W W coedge   W     coedge  W  Z    loop    tagsys attrib  X X vertex   straight curve   DJ<33333@?  edge  `" \ NC   unknown  point  >H9-i@J<33333@ coedge    _    edge  J J?   unknown tagsys attrib  ` ` coedge   `   F tagsys attrib  a a vertex   straight curve  Jgc$]@<33333@ ftreemeg attrib  c^\1O loop   c cone surface  gc$]@=4@? ?4@ tagsys attrib  e e edge  M@ k@ k  unknown  face   f   tagsys attrib  j j coedge  k j   l tagsys attrib  k k face  7 l  ! tagsys attrib  o ostraight curve   DA33333@@J? tagsys attrib  q  ftreemeg attrib  " r0^\1Ocone surface  i@D=?4? ?4@ tagsys attrib  t t point  gffff~k@uve@9UmQ coedge  #  w    edge  4`J  J?  $ unknown tagsys attrib  z z coedge % & ' z  (  edge ) v[/@ )na@  * unknown  coedge +  { ' ,   loop  {   vertex - , .ellipse curve   =Y@ =F2k?b}?> 4@G2k? tagsys attrib    coedge   # & /   loop    tagsys attrib   straight curve   D%33333@J?  point  333333,33333@Jtagsys attrib   2 2ftreemeg attrib  0  ^\1O face 1    2 plane surface   D%33333 =  point  333333@833333@@Jtagsys attrib    coedge  3 4   5  edge 6  rJ@  7 unknown tagsys attrib    coedge 8   3 9  tagsys attrib    vertex :  ;straight curve  rJ(g@3LML@;f;f tagsys attrib    coedge <   4 =  tagsys attrib    vertex > = ?straight curve  qJ?(g@3LML@;f;f tagsys attrib    coedge @ A      coedge   B     loop  C D tagsys attrib   straight curve  333333@gc$]@@J tagsys attrib    edge E F vPw%Y@  G unknown  face H I   J tagsys attrib    point  333333@vPw%Y@Jftreemeg attrib  ^\1O face K L (  M cone surface   =] Ve@f{Q@;f;f4@? ?4@  coedge N   O P F  edge  Q`"  NC  R unknown tagsys attrib   tagsys attrib    vertex   Sstraight curve  gffff~k@D@J?? tagsys attrib    coedge  T      coedge   T U V  tagsys attrib    vertex W  Xstraight curve  J?gc$]@<33333@  edge  .|ZJ ~,u  Y unknown  point  J?J?<33333@ coedge Z   # [   point  JJ<33333@ellipse curve  i@3K/-==;f;f44@;f?  coedge \ ]  ^ _   coedge `  ] a b   loop   c straight curve  huΚ 4@H2k?  point  333333@<33333@@J?straight curve  333333@=33333@= tagsys attrib  # #tagsys attrib  ' ' coedge  '  r  ( tagsys attrib  , , vertex  9 straight curve  333333uve@:UmQ@;f;f straight curve  233333"33333=? tagsys attrib  1   coedge  t 3 l  5  coedge  4  A z 5  coedge   r   5 tagsys attrib  9 9ellipse curve   =] Ve@f{Q@;f;f4@? tagsys attrib  = =ellipse curve  ^ Ve@f{Q@;f;f4@? tagsys attrib  A A edge  F J@ A  unknown tagsys attrib  B B edge  j'1@ B3'X@ B  unknown tagsys attrib  C C coedge   U C    edge   vyX@ C  unknown ftreemeg attrib   D^\1Oplane surface  333333@^ Ve@f{Q@?;f;f? tagsys attrib  F F point  333333@uve@:UmQ@tagsys attrib  H  ftreemeg attrib  I^\1Oplane surface  .*<] Ve@f{Q@;f;f? ftreemeg attrib  L^\1Ocone surface  <^ Ve@f{Q@;f;f H, H,@? ?4@ tagsys attrib  O O coedge  l O d  ( tagsys attrib  P Pstraight curve  333333ec$]@@J?  point  333333$33333@J?tagsys attrib  T T loop  U   vertex  V ellipse curve  Y@F2k?b}?> 4@F2k? tagsys attrib  [ [straight curve   D%33333@J?? tagsys attrib  ] ] coedge   t ]  5  edge   J@ ]  unknown tagsys attrib  ^ ^ coedge  ^ ~    tagsys attrib  _ _ vertex   straight curve  J?!Sc@$ =Q4U@;f;f tagsys attrib  a a coedge  d a t  e tagsys attrib  b b vertex   straight curve  J!Sc@$ =Q4U@;f;f ftreemeg attrib   c ^\1O face  D    plane surface  м!Sc@$ =Q4U@;f;f? tagsys attrib  d d edge   fvyX@ d  unknown tagsys attrib  f f point  333333wyX@J?tagsys attrib  l l edge   nJ@ l  unknown tagsys attrib  n n point  333333uve@:UmQ@ coedge  s    5  edge   NC? `"@   unknown tagsys attrib  z z vertex   straight curve  333333@uve@:UmQ@;f;f? tagsys attrib  | |straight curve  333333@ec$]@@J? tagsys attrib  ~ ~tagsys attrib   straight curve  333333@*6e@4ЁqQ@;f;f tagsys attrib   D Dtagsys attrib   tagsys attrib    point  333333@wyX@J?tagsys attrib   straight curve  J?!Sc@$ =Q4U@ tagsys attrib    edge  ,u? .|ZJ?   unknown tagsys attrib    point  J?!Sc@$ =Q4U@tagsys attrib   tagsys attrib    point  J!Sc@$ =Q4U@tagsys attrib   c cftreemeg attrib   ^\1Ocone surface  ^ Ve@f{Q@;f;f4@? ?4@ tagsys attrib    vertex   straight curve  333333*6e@4ЁqQ@;f;f tagsys attrib   straight curve  333333*6e@4ЁqQ@;f?;f tagsys attrib   ellipse curve  <^ Ve@f{Q@;f;f4@? tagsys attrib    point  333333@*6e@4ЁqQ@tagsys attrib   ellipse curve  ^ Ve@f{Q@;f;f4@? tagsys attrib    tagsys attrib    point  333333*6e@4ЁqQ@ End-of-ACIS-data huΚ|= edge   Y@  unknown  vertex   vertex  straight curve  Y@;f?;f? 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A tangent  coedge  B C  # D  edge  EJeB '<,u " F tangent  coedge  G  C H &  coedge   I ? J &  loop     vertex  # K vertex  J Lellipse curve  333333@Y@J?? ftreemeg attrib  ^\1O face M N D  O plane surface  333333@^ Ve@f{Q@?;f;f?  coedge  P Q R   coedge  =  B S   coedge   T U V   coedge  W X  1 Y  edge  ZrJ [qJ? 0 \ tangent  coedge    T ]  coedge  ^ U  4 _  edge  ;`" `vBC 3 a tangent  coedge  b c  6 d  edge  evBC? :`"@ 5 f tangent  coedge  g  c h 9  coedge   i ^ j 9  loop   k  vertex  h l vertex  4 mellipse curve  333333Y@ =?IJ?  coedge  Q .  >   edge  @:3o/ E  n unknown  coedge  o % J   vertex  ! pellipse curve  Y@=?4@? < -DT! @ coedge  q " . 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H,@ H,? ?4@  coedge   B  !   coedge   " B  # $ edge  %P|ZJ ¯k B & tangent straight curve  0bм fX@ܭ#39@ 1':k ŜO@ellipse curve  =S1=(=4@? -DT!? !3|@ coedge  ' H   @  coedge  H ' J  @ ellipse curve  i@R)1=<33333?] J?  coedge  Q J ( ) K  edge  *Bݩ  LN NC J + tangent  point  i@J<33333 coedge   O Q    coedge  O  ^   straight curve  ?$33333f{A@? f1X Kg-M@ edge  RtffffD@ ,jffffm@  - unknown  point  ?%33333@J point  J0=<33333@ftreemeg attrib  [ ^\1O face . /   0  loop   [ sphere surface  i@Y@=4@  coedge  1 2 3 4 \  coedge   ^ 5 6 `  edge  apffffD@ 7iffffm@ ^ 8 unknown  coedge  _    `  coedge    9 : `  point  ?%33333@J? vertex   ;ellipse curve  3K/-==4@? !3| -DT! point  J fX@ܭ#39@ftreemeg attrib  l@^\1O face < '   =  loop  > l cone surface  i@1V@sn'@;f?;f H,@ H,@? ?4@  coedge    ? @ m  coedge  A o B C   coedge  o A p    coedge  r D o    edge  Ez*sZY oX o F tangent  coedge   p G H   edge  !HKٖ0@ Ibc$]@ p J unknown  coedge  q      coedge   K q    edge  eB ,u q L tangent  coedge   r K M   loop  N   vertex   O vertex   Pintcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@7O-@c 1@vV 7@(-6;@t4=@S?@¸@@+GA@к2B@vjfC@uKD@z0CE@F@LH@RJ@L@~CuM@D> N@% P@ĿP@?dtqQ@`')R@H+OSvR@0/R@$1JR@3#S@4n9S@ 5%OS@6sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@mN U@j@&5j@ n.k@՗k@$rk@~tL3l@.&l@쓵l@l@ʧl@ж;n m@ѬIm@Ѣ$"m@ј-m@{Ҏc7m@҄Bm@tzMm@pAmXm@nfHcm@hRxm@b>m@V"m@Jm@2ޞRjts@6_Bzs@i@gn7U@zsP*ii@gn7U@zsP*i@o37U@TJ*Ci@.&5U@Z7*Vi@0O3U@hkQ**!j-*i@0U@Zf) *ni@=n.U@{"\i)h74i@_K+U@;)C!i@Z])U@$p)/TB<)i@^ ]#U@@*ώ)8)-i@u~U@%e) {>7i@*{eU@d )fPx;i@ U@L(UEyIi@ܿ U@`/S(xzRi@HT@'j'ܱ~di@]T3T@X\_'mi@&fhT@HRh&Z1i@Z|пT@ٗB%[7Vi@ŧT@a:<$ri@T@hj "49&i@ J*sT@? .~j@߮,RT@s6п/Oj@<[,BT@C{t+-X @j@'T@~LTj@g(ǍT@ϖTj@. T@kɲoAQƳ j@ʞRS@E&j@ T@*F%:@p  k@SW(T@UO @5x*k@A*T@yw1@3k@:295T@CE @k@GI}KNk@^;^T@8d=@-Tn*]k@^ST@lj}!@ack@mT@"@ڊ?nk@%T@*$0$@sk@&8 T@&@J?zk@ YU@ k@(@N$}k@H"_!U@dBM)@^Nk@'JoYU@Y"O+@l1pYk@#80wU@PQC,@Tt/~k@QF U@zM?n.@Cs1}k@,U@2m.@006wk@$KV@,OO0@49(sk@RIzAV@z2!0@chk@NjV@&}f1@Ưbk@&V@> 1@Tk@a[V@hL2@¼J{Lk@ML&W@tʶY2@ڳ1k@2_|9W@ȶ`73@k@.9;i@!ٌI\@p*.@VgF ;i@J!-P\@n}-@y6i@W͎Z\@Z:G-@)CH5i@g0^\@un-@.;3i@}Ze\@͟8-@ϳw1i@;3i\@(?F-@u/i@t=p\@!/,@1.i@0u\@[,@KP-i@O}\@!},@1H9-i@EA\@$]X,@1H9-i@+}\@ ;,@LP-i@Ί Y\@m[+@1.i@-<͋\@+@u/i@Xw\@p\x+@ϳw1i@Ir\@M9+@.;3i@Ce\@qKY+@*CH5i@e\@ *@y6i@19ײ\@W/hw*@XgF ;i@pt P0\@ jr*@WL>i@<\@[dg=*@0U"7Di@GR\@MV=)@4fgErGi@6\@*9)@b^Qi@f \@6n68)@NXi@)ln\@(@V _gi@_rt]@|?'@O oi@D ]@F_KV'@)qi@&86*]@]݊/%@<Ηi@4L=]@YB %@|źi@z*1ack@`W[@V'ȹ1,Tn*]k@g61[@ /2FI}KNk@|NZ@:˃2k1[7Vi@BFzV@C/W1Z1i@3V YV@H/>=1mi@H\3,V@fۑ0ݱ~di@z[V@/j0xzRi@|V@JwBo0UEyIi@vZ_hU@5e/hPx;i@U@~蘓/ {>7i@zh@&l$VU@K׃p.h@ȹ;+U@E]!.[*h@>B2U@a./ h@yU@Qm.K>h@NU@^$&.hЫh@*U@.D. h@+C/U@ /``h@ =1}ȩbh@DFzV@F/W1x;h@фV@w>1'&h@7V@ئ82Q9 g@`5W@ ̾2tzVg@ - )-`W@V-v2tg@(hW@g3Fg@d-XsfW@bH3BZCng@0bwX@mX39LFg@XX@4h$ g@#%Y@f53f@V[Y@#3CYf@6P"LZ@!{^3Ly<f@^"8rZ@UZ_233f@A7d`Z@<32f@|NZ@<˃2ԫ^բf@g61[@ /29(Cf@`W[@V'ȹ1'u-f@䅠[@>*1Zyf@x3t[@"0[]f@ \@A6/,ۂf@-+\@J"f/(rf@h k\@ͭC-(f@|1^\@ΨwU,(f@@\@D\P^*f@Ҍ5\@- YR)qɈf@"t]@e ›$'E׌f@pOh.]@߹,&7nf@֛M[]@ G {#]Q9P7f@6v p]@R [ "5?rf@]@&# >C?f@N6]@B.&L11f@B*(]@uXcJoY Tf@]@=zQ:J#~bg@y]@ +4iʼ*g@DE]@(hUg@EF]@VŜ K9? fg@Rȝ]@,GM?~ŎҊg@LG^*]@%'#tO @Hq`g@GL#]@61z@_g@$j֫8]@vOV@d)Kg@']@T@g@Bsl]@g܋@h5'bh@t0]@%X@^&3h@u]@`2;!@Er:Eh@z 1@7nf@NjV@&}f1@E׌f@SIzAV@z2!0@qɈf@%KV@,OO0@f@,U@2m.@(f@QF U@xM?n.@(f@#80wU@OQC,@(rf@'JoYU@T"O+@,ۂf@H"_!U@dBM)@[]f@ YU@k@(@Zyf@$8 T@&@&u-f@%T@*$0$@8(Cf@mT@"@ҫ^բf@^ST@lj}!@f@^;^T@2d=@3f@imS6OT@ͯU>@Ly<f@:295T@CE @BYf@A*T@w1@f@SW(T@UO @h$ g@ T@h@Z])U@&p)0 h@dK+U@s)\*h@Dn.U@"\i)h@0U@9f) *B>zh@,O3U@JkQ**bQh@.&5U@Z7*Kfhh@o37U@TJ*qSh@gn7U@zsP*i@gn7U@zsP*6i+@? coneY@`X@SZP[@LaCz2@? ?4@ conei@1V@sn'@;f?;f4? ?4@ nullbs nullbs    coedge  Q  t    edge  n,u? |ZJ? t R unknown  coedge  u  Q S   vertex  v Tstraight curve  f@6?J;U@n%@;f?;f intcurve curve   surfintcur nubs!,֤DA?,֤DA?{p?,֤DA?#|?ߦ?h-%?V@`Iڮ@ )=|@ BZ7@[w1 @{4 @2H @_]@,V@$;}@@@]A@ @v@@Q@op{&@&07@?@1H@%8R@^_]@L*Úc @hV @i@Z #X@V88ŘG:eh@Z #X@V88zGh@5($X@I88Lh@4@%X@4iP8`qh@s&X@c58d>gh@P5)X@u8ۤ]yh@aD+X@O%8!a4h@T/X@J #9=?ʾh@V\62X@ P 9vbZh@hl 7X@9'H"h@@g9X@&^%9 Zfh@z?X@:9qxh@gEBX@13F99h@v6JX@*H9b9J\h@/OX@KBnw9 .Dh@ZX@N\(9ݷjh@0`X@Ν9ݷjh@ 2SkX@9 .Dh@qX@AFP%9K\h@5{{X@տ7(:>h@ aLQ X@A>:wxh@Y^0X@1d\: Zfh@v^XX@# i:$H"h@'HX@L:vbZh@$X@ȲdɊ:D?ʾh@5J X@ :$a4h@d04X@;x:ۤ]yh@ˊWX@4nǸ:d>gh@$.BX@':fqh@,{4/X@X:Lh@iQ)X@}}zw:zGh@AnX@?eR:ƘG:eh@숑X@BF::gŚi@숑X@BF:c Ni@AnX@?eR:mn@- i@iQ)X@}}zw:O e i@-{4/X@X:Bi@#.BX@􎦦':$[i@ƊWX@4nǸ:ܞHi@d04X@x:5Ai@6J X@ :Yi@$X@DzdɊ:ٷi!i@'HX@L:oG$i@q^XX@ # i:1x&i@Z^0X@2d\:' )i@ aLQ X@A>:|*i@5{{X@տ7(:ѻ,i@qX@AFP%9%H9-i@ 2SkX@9%H9-i@0`X@Ν9ѻ,i@ZX@R\(9|*i@/OX@KBnw9' )i@v6JX@*H9b91x&i@gEBX@13F9qG$i@z?X@:9ܷi!i@@g9X@&^%9`i@hl 7X@95Ai@U\62X@ P 9ߞHi@T/X@W #9'[i@aD+X@^%8Ji@W5)X@ċu8O e i@s&X@c58pn@- i@4@%X@4iP8d Ni@1($X@H88;gŚi@Z #X@V88i@Z #X@V88ęIz2? coneY@IRT@C?SZP[@LaCz2@? 4@ conei@1V@sn'@;f?;f4? ?4@ nullbs nullbs    edge  L|Ko/ }  U unknown  pcurve   U pcurve   V face W X z  Y  point  f@lX@W%< point  o>h@9eX@Z9 coedge   Z     loop  [  straight curve   H9-i@!Sc@$ =Q4U?  point  ߷jh@!Sc@% =Q4U coedge    \ ] m  edge  R NC? ^`"@  _ unknown  point  !H9-i@!Sc@% =Q4U coedge  ?    # ` edge  L|Ko/   a unknown  vertex   bintcurve curve   surfintcur nubs!֤DA?֤DA?{p?֤DA?:|?ߦ?B`-%?V@2Iڮ@$=|@=Z7@(Ww1 @T{4 @-H @_]@V@7}@9@ߢ@XA@$ @q@@=Q@l{&@07@?@@.H@8R@J_]@h'Úc @*V @i@_ #X@#V88ǘG:eh@_ #X@#V88zGh@A($X@'I88Lh@4@%X@4iP8oqh@s&X@c58d>gh@f5)X@u8]yh@aD+X@i%83a4h@T/X@P #9R?ʾh@X\62X@ P 9vbZh@hl 7X@94H"h@@g9X@^%9 Zfh@z?X@:9xh@gEBX@13F9Fh@x6JX@0H9b9S\h@/OX@KBnw9 .Dh@ZX@N\(9jh@0`X@Ν9jh@ 2SkX@9 .Dh@qX@AFP%9X\h@3{{X@տ7(:Fh@ aLQ X@}A>:~xh@X^0X@(d\: Zfh@q^XX@ # i:1H"h@'HX@L:vbZh@$X@dɊ:N?ʾh@2J X@ :1a4h@d04X@x:]yh@WX@r4nǸ:d>gh@.BX@׎':kqh@&{4/X@oX:Lh@iQ)X@|}}zw:zGh@AnX@\?eR:ƘG:eh@숑X@BF::gŚi@숑X@BF:` Ni@AnX@`?eR:jn@- i@iQ)X@}}zw:O e i@${4/X@lX:=i@.BX@Ҏ':[i@WX@}4nǸ:ӞHi@d04X@ x:5Ai@2J X@ :Pi@$X@dɊ:ηi!i@'HX@L:dG$i@m^XX@# i:1x&i@X^0X@(d\:' )i@ aLQ X@|A>:|*i@6{{X@տ7(:ѻ,i@qX@AFP%9H9-i@ 2SkX@9H9-i@0`X@Ν9ѻ,i@ZX@R\(9|*i@/OX@KBnw9' )i@x6JX@0H9b91x&i@gEBX@13F9gG$i@z?X@:9зi!i@@g9X@^%9Li@hl 7X@95Ai@X\62X@ P 9ΞHi@T/X@R #9[i@aD+X@i%87i@e5)X@u8O e i@s&X@c58en@- i@4@%X@4iP8^ Ni@A($X@'I88:gŚi@_ #X@#V88i@_ #X@#V88~o^z2? coneY@IRT@C?SZP[@LaCz2@? 4@ conei@1V@sn'@;f?;f4? ?4@ nullbs nullbs   ftreemeg attrib   ^\1Ocone surface  Y@IRT@C?SZP[@LaCz2@? 4@  coedge  ( 5     edge  7J ,J?  c tangent  coedge   d N e   edge  >0@ fac$]@  g unknown  coedge  K      vertex   hellipse curve  f@Y@=?J?  edge  ,u? i$eB?  j tangent  point  f@Y@@J?intcurve curve   surfintcur nubsyؓ`?Ѻya?f@_X@Jf@CX@Jf@ݲcX@~ya f@_X@|ʄLf@X@śf@kX@]%<D 5o? spline  ref planef@D =<? nubsyؓ`?Ѻya? |ZJ8UƱC?PO, j^?7>/b}.? 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T3@R;7vf@Re(!j3@jG)f@[kh{3@bb ~f@&l?p4@ť%Y~f@dBs?jt3@s&f@Ҿ[0@6 3@mu"f@5Y@X"Y3@~qf@}@>@03@T?f@$@VQw3@i+f@}ß@F3@Jf@0z)@t uS2@ of@J5@@J[r2@s?f@Aw @ \a/2@/Gf@9b$"@5&1@C\f@辫 $@1P1@WN-f@е -'@kHX0@ b*9g@DXg )@i^tmB/@dǚVCg@',-@,e<А+@o;jg@h$J/@LP)@gj'g@v=0@GK%@Lazg@F U1@b$@׈^xg@ol2@Tj!@Zg@fNyQ2@g< @,^z h@{2@&$@3aX 4h@3c 3@C.p@MZZh@V q3e3@q|Kƪ@mh@w#3@J+6f?@0UƇh@YΖ3@v @9h@3@v,+ @0h@b3@@4XG\h@d'P3@aUrQ^@ʎOh@,P3@N(  tangent  coedge    2    edge  BC? `"@   tangent  coedge  w 3   x  coedge  3    x  vertex    vertex   ellipse curve  gffff~k@Y@=J??  coedge  5      vertex  6 intcurve curve   surfintcur nubsvV ?vV ?c ?vV ?c @vV @c @vV @c !@vV '@'O-@c 1@vV 7@-6;@X4=@S?@s¸@@GA@2B@\jfC@muKD@~z0CE@F@LH@RJ@L@}~CuM@> N@% P@ĿP@q?dtqQ@>')R@$+OSvR@ /R@0JR@2#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@pFT@m@"m@m@ݞRjts@6_Bzs@1g,h@4@=1g,h@4@Dsg\h@3@fZ_οh@,3@R=]ևܿ(*m h@A,3@Vsh@G3|]f@+W{ u5~E3lxf@2wGn2y$Ěf@W1n# Uc2 I-xf@-nV#uw1Eľf@ȇC%r4_0%]Rg@!n)Y.R*g@`I+`IQ3T-?Ug@ -"~*"Qfg@ '.Oa)=tg@mfC0R'p.g@ʩ0o)&>g@Quvb1ž#b܀Kg@TV1ΩbM[""dg@:V H2xaeF nh@.wh@mYN[3R&E.;6h@㞈63-3b)/h@$3sh@G39qk@,!A3jQVuk@;. oT3|̑V{k@Te( j3c+:}k@&[kh{3$ij~k@&l?\4 'r~k@^Bs?jt3]C{k@=[0@p6 3dW?yk@O5Y@J"Y3N[#?rk@@4@03'xEmk@;$@VQw3gB͠bk@Ÿ@C3,\k@0z)@t uS2.>]Mk@J5@FJ[r2^*4Ek@)Aw @\a/2Fۜ&3k@A9b$"@5&1K%o)k@i $@1P1t~ k@Z -'@kHX0jj@Xg )@^tmB/r2vj@J',-@fe<А+f*)j@8}CIi@,P3@|N(<x-٬Ei@fŜ3@gO=A>i@-3@ݔh$q;i@_͜3@*!gFc6i@3@t!_xG5i@7"3@_h74gu2i@I3@/nH M!1i@/3@<j-*7_.i@A,3@V--i@,3@<]ևܿr)A$,i@3@.fZ_οd+i@4@Dsgd+i@4@Lsg?r)A$,i@3@.fZ_?--i@,3@>]և?7_.i@A,3@V?H M!1i@/3@< j-*?gu2i@I3@/n?_xG5i@7"3@_h74?gFc6i@3@tu!?$q;i@_͜3@8*!?A>i@-3@ݔh?x-٬Ei@fŜ3@O=?>8}CIi@,P3@N(]Mk@J5@LJ[r2@,\k@0z)@z uS2@gB͠bk@Ÿ@J3@'xEmk@I$@VQw3@N[#?rk@@:@03@dW?yk@`5Y@R"Y3@]C{k@Q[0@x6 3@ 'r~k@^Bs?jt3@%ij~k@+&l?d4@c+:}k@[kh{3@|̑V{k@Se(j3@jQVuk@;. wT3@9qk@},!A3@x1fk@v>so@G3@Ro`k@+W{ u5~E3@bSRk@2wPn2@V2Jk@f1n#Uc2@ T/k@-nV#žuw1@:k@LJC%~4_0@4!ozj@!n)Y.@y-j@lI+`IQ3T-@Jیj@-(~*@'{ϕj@'.Oa)@Wqj@mfC0)R'@^Fϝ^j@ʩ0v)&@2Ȏ8j@Uuvb1ž#@jK%j@TV1ɩbM["@g,2i@@V H2paeF @_ i@6wh@jYN[3R&?mA.h@ui3L @@Yh@w3Y@JRC[Lh@~783\žWa@(+h@^J234'@,([?h@p2 3PB @00cϘh@IJ3c @S-~h@Z􎠎314.@ rk8mh@~ l)o3 @Hh@ΰE#3X@ڼtP6h@8!V/2t#@oh@2wg@Quvb1ž#@p.g@ʩ0~)&@=tg@mfC0,R'@"Qfg@ '.!Oa)@?Ug@-3~*@R*g@\I+`IQ3T-@&]Rg@!n)Y.@Eľf@ÇC%4_0@ I-xf@-nV#Ȟuw1@y$Ěf@F1n#Uc2@lxf@2wQn2@|]f@+W{ u5~E3@U8f@m>sn@G3@f@p,!A3@czvf@;. vT3@Q;7vf@Se(j3@jG)f@[kh{3@bb ~f@&l?c4@å%Y~f@>^Bs?jt3@q&f@A[0@x6 3@ju"f@j5Y@S"Y3@~qf@V@:@03@T?f@}$@VQw3@f+f@Ÿ@G3@Jf@0z)@t uS2@of@>J5@GJ[r2@p?f@6Aw @\a/2@/Gf@B9b$"@5&1@C\f@f $@ 1P1@WN-f@M -'@kHX0@b*9g@Xg )@^tmB/@\ǚVCg@R',-@le<А+@h;jg@=h$J/@JLP)@^j'g@v=0@$GK%@Lazg@_F U1@$c$@׈^xg@ol2@ITj!@Zg@HNyQ2@Dg< @$^z h@{2@J'$@+aX 4h@n3c 3@.p@MZZh@C q3e3@|Kƪ@mh@w#3@+6f?@&UƇh@YΖ3@v @9h@3@x,+ @0h@b3@u@+XG\h@Z'P3@xbUrQ^@Oh@,P3@N(]և?\h@3@fZ_?1g,h@4@]Isg?1g,h@4@=O)+@? conegffffh@? =? H,@ H,? ?4@ cone D3K/-==?4@? ?4@ nullbs nullbs    point  gffffh@%33333@J? coedge   9    ellipse curve  i@3K/-==?4@? -DT!? !3|@ coedge   >     coedge  > B D    pcurve    exppc nubsȯk?P|ZJ??k??M|ZJ?MbP? spline  ref$  ? ea? a? vertex  ] ellipse curve  i@Y@"=?5"s+▏? tHiz9V N@% P@ĿP@?dtqQ@N')R@5+OSvR@/R@1JR@3#S@3n9S@4%OS@5sdS@6_BzS@7KHS@87jS@9#S@:lS@F(T@Bo1!T@FT@QN U@V߿d1V@]?_V@e͌W@m:X@Su_=7X@di"Y@vGtZ@{v[@~[@d|\@F\@l%B~]@>`=]@\8|^@3^@7/z_@0*_@h4{`@P;a@ud-1a@da@Z)/Zb@4Ѻb@!0Gb@ c@32c@&Jc@65-Vc@r4bc@r;nc@6_Bzc@#KIc@^8Pc@8%Wc@^c@L:kzc@yrc@=wb d@)R:d@vD2d@Qd@,YWYe@Rӹe@yf@%Ef@ 8g@^wg@0g@0]ԅg@+x6h@uh@H{<h@ch@Я9i@JE{i@~&i@'j@5j@n.k@۾՗k@$rk@~tL3l@.&l@쓵l@vl@pʧl@iж;n m@ЬIm@bѢ$"m@ј-m@\Ҏc7m@҄Bm@VzMm@pAmXm@PfHcm@JRxm@C>m@6"m@*m@ޞRjts@6_Bzs@f@I}2(=f@I}2f@Ɔ31cu!5BflOf@H*!_ f@^b-ݔh#Sg,_f@Y c6kO=nUȂf@NP˳N(<U*f@%O!DbUrQ^J g< a2`f@pR?F!Tj!&WFf@ &$b$(Q]f@VZ%GK%{] g@Y!)KP)zm0-g@V c+*e<А+q"og@V&:)=/f^tmB/_.g@ަT0kHX0D'g@,*IlK11P1kܹ-g@,415&1Ug@Ri(2\a/2Qh@vj24J[r21{..h@d2d uS2Bh@j373Txۖkh@+jm3VQw33uqh@lp3*@03Z(h@R3C"Y3 9>h@23j6 3qrh@A89%3jt3Yrh@iNS3W4p*i@ [)3{3PQ@i@c3j3aTki@Bs3mT3 gi@r}͉3!A3i@,73f@G3X[i@~zmm3 u5~E3i@2En2qqi@EEQ2 Uc2 f5j@`\z1uw1~8,>Xj@8Ap0q4_06Oj@fJ.Y.lj@P"-`IQ3T-" [j@޾x*~*(Xpj@hҪ\)Oa)rLqk@|~'R'_"2[9k@j%\)&.Z,k@>.(#iž# 6k@X"bM["*Ik@%UE]aeF 鎧 Pk@ ^'S3*^k@pGXt#vhdk@yŞ}Xr-mk@>X+qk@Rgux14.{bXvk@.'gZc P\Qwk@'ikÕB KIyk@F'zk@ ^bžWa.|k@F9PYr;m\|k@yEL 0i|k@c(R&|F}k@.wCHK/3ك}k@dբ ~k@eĻ;35~k@|ܿܺJ /'F~k@ֿ˘w|ށ^~k@fRXCſ #(hffff~k@Vʼn&NJgffff~k@Y?NJށ^~k@?"( /'F~k@l!$ T?u˘w|35~k@0?ܺJN> ~k@ÜE,?p;Sb}k@z>>~?V݋ H%=}k@6Qo?~ك}k@>Nh?Xj@m 0@q4_0 f5j@91@uw1qqi@NL)k2@Uc2i@,82@=n2X[i@63@ u5~E3i@e=(;P3@f@G3 gi@*Z_g3@!A3bTki@ )DJ3@lT3PQ@i@'FN3@j3p*i@µn4@{3Zrh@4@X4qrh@Ҿ0 4@jt3 9>h@̶C23@j6 3Z(h@TF3@D"Y33uqh@$ t3@,@03Vxۖkh@Z&3@VQw3Bh@L.3@831{..h@T:2@f uS2Qh@72@6J[r2Ug@>B2@\a/2kܹ-g@sͲ1@5&1D'g@e1@1P1_.g@Zx@n0@kHX0q"og@Ym\p/@e^tmB/zm0-g@ S+@,e<А+|] g@^ET)@ LP))Q]f@PR%@GK%&WFf@U?Y8F$@b$a2`f@rz!@Tj!8/ߵf@W r @g< -f@0;P@&$ f@(k@..pޑLf@@4^@^|Kƪу{Žf@ƿ!O@+6f?/&mf@j@fv mf@ΓX @w,+ Jf@!f@!B2@\a/2@Qh@72@HJ[r2@0{..h@M:2@x uS2@Bh@L.3@L3@Sxۖkh@Z&3@VQw3@3uqh@" t3@@@03@X(h@TF3@Z"Y3@ 9>h@̶C23@6 3@qrh@Ҿ0 4@jt3@Zrh@4@p4@p*i@µn4@{3@RQ@i@'FN3@j3@dTki@ )DJ3@T3@ gi@*Z_g3@!A3@i@g=(;P3@~@G3@X[i@93@&u5~E3@i@,82@^n2@qqi@TL)k2@$Uc2@ f5j@91@؞uw1@~8,>Xj@m 0@4_0@6Oj@}F%.@Y.@lj@,ӺV-@`IQ3T-@" [j@*@N~*@(Xpj@*)@/Oa)@sLqk@"H'@7R'@^"2[9k@.)'&@)&@.Z,k@a\#@ž#@ 6k@:GD"@bM["@*Ik@]U& @aeF @莧 Pk@tr@S3@*^k@Ddh5@t#@vhdk@Q,C@X@r-mk@iX@h@qk@,uB!@14.@{bXvk@3' @c @P\Qwk@L5i8@B @KIyk@Hvu[@n'@zk@m+/l@tžWa@.|k@sӄ?Y@r;m\|k@2I&h?L @0i|k@V`?#R&?|F}k@yh?f13?ك}k@Mh?~?V݋?N> ~k@E,?:;?35~k@0?޺J? /'F~k@ol!$ T?%͘w|?ށ^~k@?$(?gffff~k@SY?J?gffff~k@Ɖ&J?ށ^~k@"hRXCſ$(? /'F~k@ֿ͘w|?35~k@|ܿ޺J?N> ~k@eĻ;;?Sb}k@y K隝V݋? H%=}k@[<~?ك}k@xeբÏXj@8Ap04_0@ f5j@b\z1ٞuw1@qqi@EEQ2$Uc2@i@2]n2@X[i@~zmm3#u5~E3@i@,73|@G3@gi@m}͉3!A3@dTki@>s3T3@QQ@i@c3j3@p*i@ [)3{3@Yrh@iNS3o4@qrh@@89%3jt3@ 9>h@236 3@Y(h@R3Z"Y3@3uqh@lp3B@03@Txۖkh@+jm3VQw3@Bh@j3O3@0{..h@d2z uS2@Qh@vj2JJ[r2@Ug@Ri(2\a/2@kܹ-g@,415&1@D'g@,*IlK11P1@_.g@ަT0kHX0@q"og@U&:)=/^tmB/@zm0-g@V c+\e<А+@{] g@Y!)-LP)@(Q]f@VZ%GK%@&WFf@ &$c$@a2`f@qR?F!,Tj!@7/ߵf@f$>  g< @-f@hԭE|'$@ f@Bs.p@ޑLf@O:|Kƪ@у{Žf@*`Y%+6f?@/&mf@'KA v @mf@ $ sx,+ @Jf@31cbw!?{f@*bHh74?8'f@q :8n?Aڧif@&Ȑ0'j-*?7n:f@ѯ`}V?.a`z&f@ {TH]և?aN f@ ^fZ_?f@I}2UQsg?f@I}2(=/@? conegffffh@? =? 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