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C ο.G2s7nB!-L@rn!|7]Gh@ vertex   Dintcurve curve   surfintcur nubsAXal@Xal)@|ѓ`3@Xal9@%@@|ѓ`C@-WF@XalI@qkM@AF5%P@6ɿ.Q@dQ94`S@ٲT@a,3PV@饲8X@r2Y@Lqs[@z1]@ 2^@l%`@y`@Q|*a@9Wڑb@`c@ [j;/d@?=d@r%e@Mf@ig@ U8h@?^`i@r2i@(¤j@3rsk@> O#Bl@H>m@RqSm@]~&6n@h|o@9%p@D$p@PIa&|p@\?F[q@h f,q@to*r@ڥܑr@34r@`s@us@YT%=/t@2Et@et@Eeu@ͤu@C3v@Mv@x?=Nw@iw@r!Ww@ U8x@x@?^`y@lȸny@r2y@0o!|r ѱnd #_o_@0o!|r ѱn1Z*_@9I9"|7nGa*B`@91a%|еno˹`@{'|-񢇴nz>a@c.|nȜm,Cd@D|&Tm+A˺d@ּf|Lz.md&/d@. ]|mNZl`Pae@(|ܭ}qlDc;e@4|Z ,[l?ȉEe@EQ/|Áz]-l)F{k%f@Ą|k޼vf@o|hJkܙ\f@%E! }+l*knf@@L}ZI'j:{^ g@3}̼|j.ؑKeg@9ߵ@}<@jq>g@B\}3p ig@'{i}GW,΅i9g@GBs}qi Sg@}*}C0Th셊h@~>}9iAh>,mj,h@k} ŚgP/6h@Z}g|gr lDh@_2b{}K6I;gjGh@i=X,}ÆfjGh@A}~XAyfq lDh@.R~ &eP/6h@5 ,~e?,mj,h@6hC~qj,e텊h@QO~1ud Sg@kqve~*qhred9g@"˶p~$o#dg@2~\,ixcq>g@ )@:~*4bdc0ؑKeg@hݛ~,b:{^ g@pj~Wbnf@IjSY~,;bܙ\f@(8y~Pb޼vf@^)~a)F{k%f@oz~Nha?ȉEe@EBT~ aDc;e@-`$~WP``Pae@Ex~n`d&/d@sJ_N[`+A˺d@拭 C~ `,Cd@laJ_d@lB4K_c@W 6$ _ zBc@"{o^\~?}b@%o{%S2HF?p^ &vb@ij~*g"k^e1a@f/,Vp]a@5ZU1B1v]n˹`@>2#n)]Fa*B`@q2_,]1Z*_@q2_,]#r^@>2$n)]sY^@5ZU1B1v]˼J?]@" /^] C\@f/,Vp]1Ւ[@ij~*f"k^޷L[@%o{%R2HF?p^Y@"zo^gY@W 6$ _HVTYX@lB4K_lW@laJ_V@拭 C~ `>dXV@sL_N[`'iU@Ex~n`L_T@-`$~VP`$T@EBT~ a OϡS@oz~NhaDJ23R@_)~avOR@)8y~PbOHQ@IjSY~,;bQ@pj~Wb P@hݛ~,bįOP@ )@:~*4bdcJ&P@2~\,ixcfӪO@$˶p~$o#d閩N@kqve~)qhred0)hN@QO~1udUT0M@5hC~qj,e{*6zM@5 ,~eXx M@.R~ &e.oL@B}~\Ayf#ʫL@h=X,}ÆfFL@_2b{}K6I;gFL@Z}g|g#ʫL@k} Śg.oL@~>}9iAhXx M@}*}@0Th{*6zM@HBs}qiXT0M@({i}GW,΅i2)hN@B\}3p iꖩN@9ߵ@}<@jfӪO@3}̼|jK&P@@L}UI'jïOP@%E! }(l*k P@o|fJk핣Q@Ą|kOHQ@EQ/|Áz]-lvOR@4|[ ,[lDJ23R@(|ܭ}ql OϡS@. ]|mNZl$T@ּf|Lz.mL_T@D|&Tm'iU@0L)mp|/T>Ȝm>dXV@jg|.@JmV@sgW|DmmW@j`P|:]nFVTYX@P*B|Ɩ!`^IngY@:J<|Q} 8_nY@Z(2|HnܷL[@c.|n0Ւ[@{'|,񢇴n C\@;1a%|еn̼J?]@;I9"|7nsY^@0o!|r ѱn"r^@0o!|r ѱnd #_o_@ @W&? cone̋T{[mpkxed #_o_@ )ֿ3R^ "W8 O@t.*S<? ? Q@ cone?@? @ nullbs nullbs  nullbs  face  E   F @@@  point  i?|H1*nd #_o_@ face  G H  I +*ѕW8j\Tcs@C?=3Wt@  loop  J ! -*ѕ3W@Tcs@C?=38j\@t@cone surface  &~FM}W@s@"N! ./62?d83oQJGs @$`1+@ H,@? ?4@  coedge  K L 7 M "  coedge  N $ O P   coedge  $ N 5 M   coedge  Q R $ 9 S  edge  T;!D(>@ UȃFK&N@ 8 V unknown .*ѕbX@“e?U@mI\58j\@N=l@Z@ coedge  : : % ; W  edge  X Xr2y@ : Y unknown ̿.G2s7n(|@rn!|ʋ7] =@ loop  S & 0 b QȢnP^ |@ٌ?|tq] =@ vertex  ' Zintcurve curve   surfintcur nubsAQI @QI )@Z=e`3@QI 9@ )%@@Z=e`C@Ǡ HF@QI I@i1-M@%P@O"Q@l`S@pT@WPAV@> 8X@R%4Y@ _s[@]@vډ^@B%`@(+Զn`@oa@(Αb@ڒ}`c@iu+./d@WLvd@:e@ ?f@8Uig@2⇟8h@Oi@P%4i@މt~j@ll`sk@NBl@1a]m@qm@!n@4M<|o@]NC%p@p@App@[q@M5 q@ x*r@(nБr@J(r@{='`s@ns@a//t@Tqt@G-t@:|u7eu@-Qu@ ap.3v@ ?v@Z0w@8Uiw@p`zGw@2⇟8x@zSx@Oy@6ny@P%4y@i?|Q1*nla띀@i?|Q1*nڈ@:mv^@|<nx.{@xFC|!Fn{W@F|XAϧnj֍(F@NL|8nnh"@7DKQ|W\n&@[m[|?Wvn[Ӹi@Ti`|.t|`nQi@)3n|..nrv@Iu|&A n*#dU@9#|am7@]C~|xݳmXT~@{+|;%PkmN -J~@Y%#|ª0EmI.~@*qc|!lC Sg~@1 |F|lט(M~@w||+slw~@Ҡq-|mcDl讽~@~} Mk }@2Z}}EkRN}@gWt)}=`VjAk pG}@=o=6}~2kC }@ Q}jy e}@+^}6rWj>ZU}@^z}hri`9}@I#ԇ}ck!œik-}@́W}Tci}@"4} JEh'PF}@// }SZXh7|nNc}@(|}Edh [ ?|@@})zg&TBy|@ ~[~Vd(9Rg4|@N4 ~ef4|@8f%~>f&TBy|@&=~W f [ ?|@T;LI~}e6|nNc}@Fa~r6P]Ce&PF}@7H5m~y0e}@餝~qh|dk-}@螎~:d`9}@0~~ޛqc>ZU}@/DX~i( ?]{cy e}@c~z'ocD }@+B^ ~*b pG}@yP~5V!RbRN}@]:s~hfzEb }@F~Ga讽~@Mx~|aw~@ؖrTo!aט(M~@* :=`C Sg~@օl`H.~@M +r`L -J~@evʾ(S9$`XT~@^:u-_7@66@.gy_*#dU@Xw9<_rv@rE@$~^Qi@:MTCv|t|^[Ӹi@>UHޯL^&@edJt6x)^nh"@=cMSR67] j֍(F@)O#\*`]{W@ POq]x.{@~sMQU< ]ڈ@~sMQU< ]{?%@ POq]O@)O#\*`]{M@=cMSR67]o:@edJt6x)^T`@?UHޯL^!*@9MTCv|t|^i+YM@rE@$~^R0^@Xw9<_m@66@.gy_C%@^:u-_UI;@fvʾ(S9$`J@M +r`=ށ@օl`} @* :=`=T@ؖrTo!amC@Mx~|aiwh-@F~Fa2eZ9@]:s~hfzEbO@yP~4V!RbܯAZ@,B^ ~*bSMn@c~w'ocԺx@0DX~f( ?]{cS@1~~ޛqchn*@螎~:dn'@餝~qh|d>#TZN@8H5m~u0e8xԯ@Ha~n6P]Ce Or4@V;LI~}e!&@&=~W f#B@8f%~>f1Ƙ'@N4 ~efla@ ~[~Ud(9Rgla@@})zg1Ƙ'@(|}Edh#B@// }SZXh!&@"4} JEh Or4@́W}Tci8xԯ@J#ԇ}`k!œi>#TZN@^z}drin'@+^}2rWjhn*@ Q}jS@=o=6}|2kԺx@gWt)}9`VjAkSMn@2Z}}EkܯAZ@} MkO@Ӡq-|icDl2eZ9@w||+sljwh-@1 |D|lmC@*qc|!l=T@Z%#|0Em} @{+|6%Pkm=ށ@]C~|tݳm J@9#|amUI;@Iu|(A nC%@)3n|..nm@Ri`|.t|`nR0^@[m[|?Wvni+YM@8DKQ|W\n!*@NL|8nT`@F|XAϧno:@xFC|!Fn|M@:mv^@|<nO@i?|Q1*n{?%@i?|Q1*nla띀@a\W&? cone̋T{empkxela띀@ )ֿ3R^ "W8 O@t.*S<? ? Q@ cone?@? ?@ nullbs nullbs  nullbs  loop  W ( C Ϳ.G2s7n)3q@rn!|7]C{y@ vertex  ) [intcurve curve   surfintcur nubsAXal@Xal)@|ѓ`3@Xal9@%@@|ѓ`C@-WF@XalI@qkM@AF5%P@6ɿ.Q@eQ94`S@ٲT@a,3PV@饲8X@r2Y@Lqs[@{1]@ 2^@l%`@y`@Q|*a@9Wڑb@`c@ [j;/d@?=d@r%e@Mf@ig@ U8h@?^`i@r2i@*¤j@4rsk@? O#Bl@J>m@TqSm@_~&6n@j|o@:%p@F$p@RIa&|p@^?F[q@i f,q@to*r@ڥܑr@34r@`s@us@YT%=/t@2Et@et@Eeu@ͤu@C3v@Mv@z?=Nw@iw@r!Ww@ U8x@x@?^`y@lȸny@r2y@0o!|v ѱn6{u@0o!|v ѱnb Ju@9I9"|7n0Ru@91a%|еn9v@|'|2񢇴nt^+v@c.|n8,/rv@Z(2|Hns~v@:J<|U} 8_n|QFv@P*B|Ζ!`^In/v@j`P|B]np|=Aw@sgW|Dm^Kbw@jg|.@JmOJxw@0L)mp|/T>Ȝmv\w@D|&Tmȋew@ռf|Lz.mxu2x@- ]|pNZl2iVPx@(|ܭ}ql#DZjx@3|^ ,[l"x@CQ/|Áz]-lx@Ą|ko^x@o|nJkU.x@%E! }0l*k6gy@@L}^I'jyF=/0y@3}̼|jHԥRy@9ߵ@}<@j8Uby@B\}3p iN~y@&{i}GW,΅ieHy@FBs}qi^놩y@}*}F0ThBEhy@~>}9iAh 65Ly@k}Śg{py@Z}g|g@M6y@^2b{}N6I;g6y@h=X,}Æf6y@A}~]Ayf@M6y@.R~ &e{py@4 ,~e 65Ly@5hC~ qj,eBEhy@QO~1ud^놩y@jqve~+qhredfHy@"˶p~&o#dN~y@2~^,ixc8Uby@ )@:~*4bdcHԥRy@hݛ~,bzF=/0y@rj~Wb:gy@IjSY~,;bU.x@(8y~Pbp^x@^)~ax@nz~ōNha"x@EBT~ a#DZjx@-`$~\P`3iVPx@Ex~n`yu2x@sN_N[`ȋew@拭 C~ `v\w@la&J_OJxw@lB4K_^Kbw@V 6$ _p|=Aw@"o^/v@%o{%[2HF?p^|QFv@ij~*n"k^s~v@f/,Vp]8,/rv@" /^]t^+v@5ZU1$B1v]9v@>2,n)]0Ru@q2_,]c Ju@q2_,] dYu@>2,n)]ǁ\6u@5ZU1$B1v]3/t@" /^]=Pt@f/,Vp]ydt@ij~*p"k^-0bt@%o{%^2HF?p^c6r@it@"o^;s@V 6$ _rs@mB4K_[''cs@ka)J_5G7Us@拭 C~ `56s@sO_N[`&Ir@Ex~n`}9iAhLO\cAq@}*}F0Thvo@FOq@HBs}qilT Xq@({i}GW,΅i3=mq@B\}3p i2`yq@9ߵ@}<@jLrZq@3}̼|jT< q@@L}[I'jkSq@%E! }.l*k2Gq@o|jJk{;r@Ą|k&r@CQ/|Áz]-lDr@4|^ ,[ľ\r@(|ܭ}qlIs(r@- ]|qNZl:I;r@ռf|Lz.mȜm56s@jg|.@Jm5G7Us@sgW|Dm\''cs@j`P|@]nrs@P*B|Ζ!`^In=s@:J<|U} 8_nf6r@it@Z(2|Hn-0bt@c.|nydt@|'|2񢇴n=Pt@:1a%|!еn3/t@9I9"|7nǁ\6u@0o!|v ѱn dYu@0o!|v ѱn6{u@ÐW&? cone̋T{_mpkxe6{u@ )ֿ3R^ "W8 O@t.*S<? ? Q@ cone?@? @ nullbs nullbs  nullbs  point  i?|L1*n6{u@ face  0 -  \ @@@  point  0o!|r ѱnd #_o_@ face  ] ^  _ @@@@ cone surface  ?@? ?@  face  ` a  b |0\c\@Z@+_&= +ϗ\s@  loop  c 2 +*ѕW8j\Tcs@C?=3Wt@cone surface  Jܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@  coedge  d e f g 3  coedge  h 5 i j "  coedge  5 h Q k "  edge  USO`% lZSO`! 5 m tangent xz0\*ϗ\@@Z@+_&=c\@@Z@ coedge  7 6 n o   coedge  p q 6 P r  edge  s @ T\[$@ O t tangent p6auW@@U@nΕX@@U@ coedge  f 8 L k S  coedge  8 u p v S  loop  w x 0 \8j\“e?U@mI\58j\@St@ vertex  9 y vertex  9 zintcurve curve   surfintcur nubs |c:@;!D(>@iZ@@1B@{SD@kuF@5WtH@8eaJ@1V!DL@ȃFK&N@y:P@oUsIW@]WU@ HP;5pW@+ '[GU@k_W@@U@s[l`X@@U@0VT/-X@ЮGU@+X_LfTY@chU@6VY@@@^jU@n1hΞ?Z@ U@⢥tZ@7]U@(dew%qvP[@Vr1HV@`itQ[@ Zp~V@IdUn [@ܛV@rkۇn/[@/W@X)Pf:GO\@jW@~d?,Kw\@8V,RX@p`B\@X@޳_")S\@/^r7X@d>]V\@nY@|0\c\@/Y@|0\c\@D=R\Z@d>]U\@%&SwZ@4&^$p\@c}6[@9i>? cone&~FM}W@@Z@"N! ./62?d83oQJGs @#`1+@ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  loop  { : C ̿.G2s7n(|@rn!|ʋ7] =@ vertex  ; |intcurve curve   surfintcur nubsAVal@Val)@|ѓ`3@Val9@%@@|ѓ`C@+WF@ValI@qkM@AF5%P@6ɿ.Q@dQ94`S@ٲT@a,3PV@饲8X@r2Y@Kqs[@z1]@ 2^@l%`@y`@Q|*a@9Wڑb@`c@ [j;/d@?=d@r%e@Mf@ig@ U8h@?^`i@r2i@(¤j@3rsk@> O#Bl@H>m@RqSm@]~&6n@h|o@9%p@D$p@PIa&|p@\?F[q@h f,q@to*r@ڥܑr@34r@`s@us@YT%=/t@2Et@et@Eeu@ͤu@C3v@Mv@x?=Nw@iw@r!Ww@ U8x@x@?^`y@lȸny@r2y@0o!|z ѱnla띀@0o!|z ѱn0TK%@7I9"|7nQJe@81a%|#еnr@y'|6񢇴n^Og@c.| nNh@X(2|Hn9BYL*@8J<|Y} 8_n(M@P*B|Ж!`^InO^@j`P|D]nl8@sgW|DmE%@hg|.@Jm'%<@.L)mp|0T>Ȝm;.@D|&TmJвށ@Լf|Lz.m: @, ]|uNZl@+T@(|ܭ}ql؎C@2|c ,[lrb-@BQ/|Áz]-ltZ9@Ą|%k6oO@o|rJkvf*Z@%E! }4l*k{An@@L}aI'j;Ξx@3}̼|j v$R@9ߵ@}<@jkl*@B\}3p i?n'@&{i}GW,΅i?$FN@FBs}qiuԯ@}*}F0Th{"f4@~>}9iAhK&@k}ŚgT=@Z} g|g\ &@]2b{}S6I;gla@g=X,}Æfla@@}~cAyf\ &@.R~ &eT=@2 ,~eK&@4hC~qj,ez"f4@QO~1uduԯ@iqve~/qhred?$FN@"˶p~*o#d?n'@2~b,ixcjl*@ )@:~*4bdc v$R@hݛ~,b;Ξx@oj~Wb{An@IjSY~$,;bwf*Z@'8y~Pb7oO@])~ atZ9@nz~ʍNharb-@EBT~ a؎C@-`$~]P`@+T@Ex~n`: @sR_N[`Jвށ@拭 C~ `;.@ka,J_'%<@mB4K_E%@U 6$ _j8@"o^O^@#o{%d2HF?p^(M@ij~*x"k^9BYL*@f/,Vp]Nh@" /^]^Og@5ZU1/B1v]r@>27n)]PJe@q2_,]0TK%@q2_,]Sn}@>27n)]@xc.{@4ZU1/B1v]UW@" /^]sa(F@e/,Vp]Z2"@ij~*y"k^i|@#o{%e2HF?p^d6r@i@"o^;@U 6$ _rv@mB4K_[''cU@ja.J_5G7@拭 C~ `5~@sT_N[`&I~@Ex~n`}9iAhJO\c}@}*}J0Thto@F}@FBs}qiiT }@&{i}GW,΅i3=-}@B\}3p i2`9}@9ߵ@}<@jLrZU}@3}̼|jR< e}@@L}aI'jkS}@%E! }2l*k2G}@o|pJk|;}@Ą|"k&}@AQ/|Áz]-l~@2|d ,[ľ~@(|ܭ}qlGs(M~@, ]|tNZl7I;g~@Լf|Lz.mȜm5~@hg|.@Jm5G7@sgW|Dm[''cU@j`P|D]nrv@P*B|Ж!`^In<@8J<|X} 8_nd6r@i@X(2|Hni|@c.| nZ2"@y'|7񢇴nsa(F@81a%|$еnUW@7I9"|7n@xc.{@0o!|z ѱnSn}@0o!|z ѱnla띀@獍W&? cone̋T{empkxela띀@ )ֿ3R^ "W8 O@t.*S<? ? Q@ cone?@? @ nullbs nullbs  nullbs  point  i?|P1*nla띀@ point  0o!|u ѱn6{u@cone surface  ?@? ?@  face  }  ~ @@  loop   E @@@@plane surface  @??  face   -*ѕ\8j\MUe?U@C?=3Ws@Z@  loop  G |0\c\@Z@+_&= +ϗ\s@plane surface  pz0\c\t@62?N! .>642<N! .62̿;3o<  coedge  x H  coedge  J h 3  coedge  J 3  coedge  Q J g S  edge  'nKK&N@ ʆ,V@ f unknown -*ѕbX@ds@mI\38j\@St@ coedge  L K d "  coedge  n K j {  edge  @Z l@Z@ i unknown V._&=*ϗ\@@Z@+_&=(-ϗ\@s@ edge  U@Z @Z@ Q unknown |0\c\@@Z@xz0\c\@s@ vertex  o straight curve   c*~zY\\@@Z@"N! .?/62̿d83o<  N)Q ~@M@ coedge  i N o {  edge  lR&N@ s"5\V@ n unknown  3W@OUe?U@C?=\j\@s@Z@ coedge  O R v r  coedge  O r  loop  O ΕX@U@nΕX@@U@ vertex  o straight curve  &~FM}W@@U@"N! ./62?d83o ~@M  N)Q@ coedge  R S  edge  '۠@ TD2 @ R unknown ΕX@U@p6ΕX@@U@ loop  0 mI\@28j\“e?U@@P8j\@St@ coedge  c S  point  p6ΕX@@U@ point  xz0\c\@@Z@ loop  C \j\MUe?U@C?=\j\@t@ point  0o!|z ѱnla띀@ loop  ] @@plane surface  ??  loop  E @@@@ coedge  ^  face  r  ΕX@U@nΕX@@U@  loop  ` -*ѕ\8j\MUe?U@C?=3Ws@Z@cone surface  Jܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@  coedge  a  coedge  c H  coedge  c H  edge  I#>  x unknown +*ѕW8j\ds@mI\bXSt@ coedge  e d 3  edge  ZSO`!@ SO`%@ h tangent xz0\*ϗ\@s@+_&=c\@s@ coedge  e  edge  \[$  tangent p6auW@t@nΕX@t@ coedge  x f S  vertex  k  vertex  g intcurve curve   surfintcur nubs Z!DL@'nKK&N@':P@bOP@.; dQ@yyR@cS@]W\@v+"s@|0\c\@Ks@|0\c\@Ps@d>]W\@Is@޳_")S\@thZ#2t@p`B\@ǿt@~d>,Kw\@rt~+>t@X)Pf:GO\@~%Qt@rkۇn/[@PFtt@IdUn [@t@`itQ[@|{t@(dew#qvP[@jsѭt@⢥tZ@Qt@n1hΞ?Z@?ّ|t@6VY@oh%t@+X_LfTY@ 't@0VT/-X@\Kt@s[l`X@t@k_W@t@ HP;5pW@v=6)t@oVsIW@(t@-i>? cone&~FM}W@s@"N! ./62?d83oQJGs @$`1+@ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  coedge  i {  vertex  j straight curve  V._&=(-ϗ\@@j@ straight curve  |0\c\@@j@?  point  +_&=*ϗ\@@Z@ coedge  n q { intcurve curve   surfintcur nubs ۰(DL@R&N@B>b>P@-[SP@UhQ@CLO}R@JRS@U͹T@ZXU@"5\V@L/mW@>}>7=Q\@6[@ >3'\@Q_TwZ@V._&="-ϗ\@d:S\Z@V._&="-ϗ\@ŬY@ >2'\@Y@R?n\@-q7X@~BA v\@YX@қD\ kZ\@klRX@<"GE3\@;W@SDLSd[@/W@ 9'O2T[@L6V@b,:UI4[@=h~V@FxX9T%aZ@5:HV@4cI_-TlZ@hTJU@PcI"Z@@ U@B3׹k&o25Y@Y[U@.o77Y@gXhU@OtйwF^X@bYͮGU@ݕ{/UFCX@@U@bRJ_HhW@@U@JٷSW@f`GU@ۤ!ъ?GvW@GWU@êi>? cone&~FM}W@@Z@"N! ./62?d83oQJGs @#`1+@ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  coedge  q p r  edge  sJ<3j+@ U>ˢ @ unknown RuW@U@n 8#-_:Tph62x".;J&p"`"l"@ozsIW(t@ HP;5pWv=6)t@k_Wt@s[l`Xt@0V|/-X\Kt@ݐ+~_LfTY 't@4VYoh%t@l1iΞ?Z?ّ|t@ߢtZQt@%dewHqvP[jsѭt@`itQ[|{t@GdUn7 [t@rkn/[RFtt@X)Pf:GO\%Qt@|da,Kw\tt~+>t@~p` B\ ǿt@޳_##)S\vhZ#2t@b>]|\Is@|0\ c\Rs@|0\ c\s@|0\ c\Ks@b>]}\w+"s@4&^$p\xrs@+i>? coneJܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  &(>@ kR&N@ unknown  3W@Tcs@C?=\j\@t@straight curve   c*~zY\\@s@"N! ./62?d83o ~@M  N)Q@ coedge   coedge   loop  ΕXt@nΕX@t@ vertex  straight curve  &~FM}W@t@"N! .?/62̿d83o<  N)Q ~@M@ edge  '۠@ F2 @ unknown ΕXt@p6ΕX@t@ point  xz0\c\@s@ point  p6ΕX@t@ coedge  {  point  +_&=*ϗ\@s@ coedge  {  coedge   edge  3\["  +(^?2 tangent x6ΕX@U@nuW@U@ vertex  ellipse curve  @U@@zwC<?@?  edge  @Z @Z@ unknown |0\c\@Z@pz0\c\s@ coedge   vertex  intcurve curve   surfintcur nubs .V!DL@ƃFK&N@y:P@z1_OP@FόdQ@@yR@FmaS@=ɹT@U@4V@%pW@4&^$p\c}6[@b>]~\'&SwZ@|0\c\E=R\Z@|0\c\/Y@b>]~\nY@޳_&#)S\0^r7X@~p` B\X@|df,Kw\8V,RX@X)Pf:GO\jW@rkn/[/W@GdUn: [ܛV@`itQ[ Zp~V@%dewLqvP[Wr1HV@ߢtZ7]U@l1iΞ?Z U@4VY@@^jU@ݐ+_LfTYchU@0V}/-XЮGU@s[l`X@U@׃/:6W@U@Oy9pWT4̱GU@75TaW{ WU@8i>? coneJܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  point  x6ΕX@U@ loop  0 @@ coedge   coedge  w  coedge  w  coedge   edge  I#>  unknown mI\@bX@ds@-*ѕ@M8j\@St@ loop  C @@@@ coedge   coedge  {  edge   4Ø#>@  unknown  \j\Tcs@C?=3Wt@ coedge    coedge   edge  -DT! -DT! @  unknown @@ edge   -DT!@  unknown @@@@ vertex  ellipse curve  @@?  face      C?=@28j\OUe?U@-*ѕ@3Ws@Z@ plane surface  8%Nt@@zwC9  edge  :Z(>@ R&N@  unknown  \j\MUe?U@C?=3Ws@Z@ coedge  a  edge  @Z @Z@  unknown R._&=H-ϗ\@Z@+_&= +ϗ\s@ vertex  straight curve  HHt~Dj\s@N! .?62?;3o # NP &~M@ vertex  straight curve  Jܽ a]Wt@N! .62̿;3o< &~M # NP@ point  p6ΕXt@ point  pz0\c\s@intcurve curve   surfintcur nubs 7bc:@&(>@@@47 B@9ZD@V F@+RH@aJ@ <(DL@kR&N@d_>P@ۤ!ъ@GvW@.Xt@JٷSW@z't@bRJ_HhW@t@ݕ{/UFCX@t@OtйwF^X@ILt@.o77Y@[)t@B3׹k&o25Y@Ĉ))t@PcI"Z@Nȯ|t@4cI_-TlZ@gjQt@FxX8T%aZ@rѭt@b,:UI4[@U{t@ 9'O2T[@mX2t@SDL~Sd[@Wtt@<"GF3\@ Qt@қD\ kZ\@>~+>t@~BA v\@\Aȿt@R?n\@C#2t@ >2'\@As@V._&=#-ϗ\@>s@V._&=#-ϗ\@f1s@ >3'\@+*"s@@}>7=Q\@ՙxrs@K!i>? cone&~FM}W@s@"N! ./62?d83oQJGs @$`1+@ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  edge  H<3j+@ U>ˢ @  unknown \uWt@n4uW@t@ point  nbuW@t@ellipse curve  t@@zwC<?@? straight curve  Jܽ a]W@U@N! .?62?;3o # NP '~M@ point  nuW@U@straight curve  |0\c\@j@  edge  ݫ(@ VO`#@  tangent pz0\c\@Z@+_&= +ϗ\@Z@ point  pz0\c\@Z@ coedge    coedge     w  coedge      edge  @Z @Z@  unknown xz0\@c\@@Z@|0\@c\@s@ coedge     w  coedge      edge  Rȿ R?  unknown x6@~ΕXt@@ΕX@t@ coedge   !  coedge   "  loop  # C?=@3W@Tcs@-*ѕ@M8j\@t@ vertex  $ vertex  %intcurve curve   surfintcur nubs `EV@I#>8#-_:Lph6|2X".;J&P"`"q"@o@osIW@(t@ HP@;5pW@v=6)t@k@_W@t@s@[l`X@t@0V@q/-X@\Kt@ݐ+@t_LfTY@ 't@4@VY@oh%t@l1@ iΞ?Z@?ّ|t@ࢥ@tZ@Qt@&dew@=qvP[@jsѭt@`it@Q[@|{t@GdUn@- [@t@rk@n/[@RFtt@X)Pf@:GO\@%Qt@|d@V,Kw\@tt~+>t@~p`@B\@ ǿt@޳_@#)S\@vhZ#2t@d>]@r\@Is@|0\@c\@Rs@|0\@c\@s@|0\@c\@Ks@c>]@r\@w+"s@4&^@$p\@xrs@+i>? coneJܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  loop  C @@ coedge  & ' (  coedge  ) * +  coedge   edge  , -0Ø#>@ . unknown C?=@3W@Tcs@ @\j\@t@intcurve curve   surfintcur nubs @5"R5"@R5"@elh&@R5".@cܧ2@Ŵ6@N/_:@4Ø#>@O @@>}>7=Q\ՙxrs@ >V'\+*"s@R._&=D-ϗ\f1s@S._&=D-ϗ\s@S._&=D-ϗ\>s@ >W'\As@R?њn\C#2t@~BA v\\Aȿt@ЛD kZ\>~+>t@<"Gi3\ Qt@SDLSd[Wtt@9'OVT[mX2t@`,:UI4[U{t@DxX[T%aZrѭt@2cI_-TlZgjQt@PcI"ZNȯ|t@@3׹kHo25YĈ))t@.o 87Y[)t@Mtйw#F^XILt@ە{/UFCXt@bRJ_HhWt@KٷSW{'t@ۤ!ъaGvW.Xt@=i>? coneJܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  edge  / /-DT!@ 0 unknown @@ vertex  1ellipse curve  ?@?  vertex  2ellipse curve  @@?  point  Ӯ1=@ face  3 4  5 +_&=@c\@Z@|0\@*ϗ\s@  loop  6 C?=@28j\OUe?U@-*ѕ@3Ws@Z@cone surface  &~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@  vertex  7intcurve curve   surfintcur nubs ,=tc:@:Z(>@gG@@@" B@0ZD@dF@9H@SbaJ@(DL@R&N@G>b>P@B ЊwōWaWU@J;{SWbϱGU@:VJ\wW@U@ە{/UFCX@U@Mtйw$F^XbYͮGU@.o!87YhXhU@@3׹kIo25YY[U@PcI"Z@ U@2cI_-TlZgTJU@DxX\T%aZ5:HV@`,:UI4[>h~V@9'OXT[N6V@SDLSd[/W@<"Gj3\;W@ЛD kZ\klRX@~BA v\ZX@R?Ӛn\-q7X@ >W'\Y@S._&=F-ϗ\ŬY@S._&=F-ϗ\d:S\Z@ >X'\Q_TwZ@=}>7=Q\ 6[@+ͪi>? coneJܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@ cone?@? @ nullbs nullbs  nullbs straight curve  R._&=H-ϗ\@j@?  point  +_&= +ϗ\s@ point  nuWt@ellipse curve  t@@zwC9@? straight curve  HHt~Dj\@Z@N! .62̿;3o< '~M # NP@ coedge  8 9 : w  coedge  ; <  =  edge  ʃFK&N@ >4V@ ? unknown mI\@bX@“e?U@.*ѕ@P8j\@N=l@Z@ coedge  * "   coedge  * ; @   loop   A +_&=@+ϗ\@@Z@|0\@c\@s@ vertex  Bstraight curve  |0\@c\@@j@  coedge  8 C D w  coedge  E F  G  edge  HŃFK&N@ 4V@ I unknown mI\@18j\ds@-*ѕ@bXSt@ coedge  ' F J   coedge  ' !   loop   K n@~ΕXt@@ΕX@t@ vertex   Lellipse curve  t@?@?  edge  -*)(^?2@ 8\["@  M tangent n@uW@t@x6@ΕX@t@ edge  VO`# ,ݫ(  N tangent +_&=@+ϗ\@s@xz0\@c\@s@ face  A  O C?=@3W@Tcs@-*ѕ@M8j\@t@  point  x6@ΕX@t@ point  xz0\@c\@s@ coedge  P Q R  coedge    (   edge  -  ȿ S  ? T unknown n@>uWt@@TuW@t@ coedge  U V W  coedge    +   edge  X@Z ,@Z@ Y unknown +_&=@+ϗ\@@Z@T._&=@<-ϗ\@s@ vertex  Z vertex  [intcurve curve   surfintcur nubs @5"]5"@]5"@flh&@]5".@cܧ2@Ŵ6@N/_:@0Ø#>@O @@=}>@7=Q\@ՙxrs@ >@J'\@+*"s@T._&=@:-ϗ\@f1s@T._&=@:-ϗ\@s@T._&=@:-ϗ\@>s@ >@J'\@As@R?@Ěn\@C#2t@~BA@ v\@\Aȿt@қD@t kZ\@>~+>t@<"G@a3\@Qt@SDL@Sd[@Vtt@ 9'O@HT[@mX2t@b,:U@I4[@U{t@GxX@QT%aZ@rѭt@5cI_@-TlZ@gjQt@Pc@I"Z@Nȯ|t@A3׹k@? coneJܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  vertex   \ellipse curve  ?@?  point  Ӯ1 point  @@ face  # G  ] C?=@18j\Tcs@-*ѕ@3Wt@  loop  ^  +_&=@c\@Z@|0\@*ϗ\s@plane surface  +_&=@*ϗ\t@362̿"N! .'>642"N! .362?d83o<  coedge  _ ` 8 a   point  +_&= +ϗ\@Z@ coedge    6 a w  coedge  b c  : d  edge  >Rȿ eR?  f unknown x6@~ΕX@U@@ΕX@@U@ coedge  V   @ =  coedge   V b g =  loop  V h C?=@3W@MUe?U@.*ѕ@P8j\@s@Z@ vertex   iintcurve curve   surfintcur nubs 3V!DL@ʃFK&N@y:P@|1_OP@HόdQ@@yR@FmaS@=ɹT@U@4V@%pW@4&^@$p\@c}6[@c>]@q\@%&SwZ@|0\@c\@D=R\Z@|0\@c\@/Y@d>]@s\@nY@޳_@#)S\@1^r7X@~p`@B\@X@|d@Z,Kw\@:V,RX@X)Pf@:GO\@jW@rk@n/[@/W@GdUn@/ [@ܛV@`it@Q[@ Zp~V@&dew@AqvP[@Wr1HV@ࢥ@tZ@6]U@k1@ iΞ?Z@ U@4@VY@@@^jU@ܐ+@u_LfTY@chU@0V@q/-X@ЮGU@s@[l`X@@U@؃/@-6W@@U@O@m9pW@S4̱GU@75@TaW@{ WU@8i>? coneJܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  Xݫ(@ VO`#@  j tangent +_&=@+ϗ\@@Z@xz0\@c\@@Z@ face  h   k +_&=@+ϗ\@@Z@|0\@c\@s@  point  xz0\@c\@@Z@ coedge  ^ l  D 4  edge  m@Z H@Z@  n unknown z0\@c\@Z@|0\@c\s@ coedge  Q  l o G  coedge   Q  J G  loop   3 C?=@18j\Tcs@-*ѕ@3Wt@ vertex  D pintcurve curve   surfintcur nubs .V!DL@ŃFK&N@y:P@w1_OP@AόdQ@ @yR@FmaS@=ɹT@U@4V@NW@4&^@$p\xrs@e>]@V\v+"s@|0\@c\Ks@|0\@c\Qs@e>]@V\Is@޳_@")S\vhZ#2t@p`@B\ ǿt@~d@=,Kw\rt~+>t@X)Pf@:GO\~%Qt@rk@܇n/[PFtt@IdUn@ [ t@`it@Q[|{t@(dew@*qvP[jsѭt@⢥@tZQt@n1@hΞ?Z?ّ|t@6@VYoh%t@+@X_LfTY 't@0V@U/-X\Kt@s@[l`Xt@k@_Wt@ HP@;5pWv=6)t@o@RsIW(t@-i>? cone&~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  \[$ S  q tangent n@ΕXt@x6@guWt@ face  C   r n@~ΕXt@@ΕX@t@  point  x6@ΕXt@straight curve  Jܽ @{a]W@t@N! .?62?;3o< &~M # NP@straight curve  PHt~@Dj\@s@N! .62̿;3o # NP &~M@cone surface  Jܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@  coedge  s & t u  coedge  F E & R G  edge  S!(>@ vkR&N@ & w unknown C?=@\j\Tcs@ @3Wt@ vertex  R xellipse curve  t@<@?  coedge  ) s y z  coedge  < ; ) W =  edge  {4Z(>@ XR&N@ ) | unknown C?=@3W@MUe?U@ @\j\@s@Z@ vertex  + }straight curve  T._&=@<-ϗ\@@j@?  point  +_&=@+ϗ\@s@ point  n@uW@t@ point  @cone surface  &~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@  coedge  t C ` ~ 4  coedge   6 c    coedge  6  ^ ~   edge  e(M(>@ m'nKK&N@ 8  unknown mI\@28j\“e?U@-*ѕ@bXL=l@Z@ coedge  y 9 < g d  coedge  9 y _  d  loop  c  n@~ΕX@U@@ΕX@@U@ vertex  a ellipse curve  @U@<@?  edge  >3\[" { +(^?2 b  tangent n@uW@@U@6@ΕX@@U@ face   =   C?=@3W@MUe?U@.*ѕ@P8j\@s@Z@  point  6@ΕX@@U@straight curve  PHt~@Dj\@@Z@N! .?62?;3o< '~M # NP@plane surface  xz0\@c\@t@ 62̿N! .?>642<N! .? 62?;3o<  coedge  C t E o 4  vertex  a straight curve  |0\@c\@j@?  edge  vZSO`!@ HSO`%@ l  tangent +_&=@c\s@z0\@*ϗ\s@ point  z0\@c\s@straight curve  &~@FM}Wt@"N! .362?d83o<  N)Q ~@M@plane surface  8%@D=t@<?  coedge  U P    coedge  l ^ P u 4  edge  v@Z @Z@ P  unknown +_&=@&-ϗ\@Z@V._&=@*ϗ\s@ vertex  u intcurve curve   surfintcur nubs |7bc:@!(>@@@37 B@9ZD@V F@+RH@aJ@ <(DL@kR&N@d_>P@ۤ!ъ@@GvW.Xt@@JٷSWz't@bRJ@_HhWt@ޕ{@/UFCXt@Ptйw@F^XILt@.o@77Y[)t@C3׹k@&o25YĈ))t@Pc@I"ZNȯ|t@6cI_@-TlZgjQt@HxX@9T%aZrѭt@c,:U@I4[U{t@ 9'O@2T[mX2t@SDL@|Sd[Wtt@<"G@D3\ Qt@қD@Z kZ\>~+>t@~BA@ v\\Aȿt@R?@n\C#2t@ >@0'\As@V._&=@ -ϗ\>s@V._&=@ -ϗ\f1s@ >@1'\+*"s@@}>@7=Q\ՙxrs@zi>? cone&~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  point  n@huWt@ coedge  c b U z d  edge    ȿ {  ? U  unknown n@@gG@@>" B@0ZD@bF@7H@ SbaJ@(DL@R&N@F>b>P@B Њ@kōW@aWU@J;@{SW@bϱGU@:VJ@PwW@@U@ܕ{@/UFCX@@U@Mtйw@F^X@bYͮGU@.o@87Y@gXhU@A3׹k@>o25Y@Y[U@Pc@I"Z@@ U@4cI_@-TlZ@gTJU@FxX@PT%aZ@5:HV@b,:U@I4[@>h~V@ 9'O@LT[@N6V@SDL@Sd[@/W@<"G@_3\@;W@қD@v kZ\@klRX@~BA@ v\@\X@R?@ǚn\@-q7X@ >@K'\@Y@T._&=@:-ϗ\@ ŬY@T._&=@:-ϗ\@d:S\Z@ >@J'\@Q_TwZ@=}>@7=Q\@6[@m˪i>? coneJܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  point  +_&=@+ϗ\@@Z@ edge  mSO`% ZSO`! ^  tangent +_&=@c\@Z@z0\@*ϗ\@Z@ coedge  ` _ s    edge   @ e\[$@ c  tangent n@ΕX@U@x6@euW@U@intcurve curve   surfintcur nubs  ic:@(M(>@~^@@g5B@PSD@:i臣F@xH@hHiaJ@Z!DL@'nKK&N@':P@75@TaW{ WU@O@Q9pWT4̱GU@؃/@6W?U@s@[l`X?U@0V@R/-XЮGU@+@V_LfTYchU@6@VY@@^jU@n1@hΞ?Z U@⢥@tZ6]U@(dew@#qvP[Vr1HV@`it@Q[ Zp~V@IdUn@ [ܛV@rk@ڇn/[/W@X)Pf@:GO\jW@~d@=,Kw\8V,RX@p`@B\X@޳_@")S\/^r7X@e>]@V\nY@|0\@c\/Y@|0\@c\D=R\Z@e>]@V\%&SwZ@4&^@$p\c}6[@K1i>? cone&~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  face  K d   n@~ΕX@U@@ΕX@@U@  point  x6@ΕX@U@straight curve  Jܽ @|a]W@@U@N! .62̿;3o # NP '~M@cone surface  Jܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@  point  z0\@c\@Z@straight curve  (c*~@zY\\s@"N! .?362̿d83o ~@M  N)Q@ edge  R&N@ '5\V@ s  unknown C?=@\j\OUe?U@ @3Ws@Z@ vertex   straight curve  V._&=@&-ϗ\@j@  point  +_&=@*ϗ\s@ vertex   ellipse curve  @U@?@?  point  n@uW@@U@straight curve  (c*~@zY\\@Z@"N! .362?d83o<  N)Q ~@M@straight curve  &~@FM}W@U@"N! .?362̿d83o ~@M  N)Q@plane surface  8%@F=@U@<? intcurve curve   surfintcur nubs ް(DL@R&N@D>b>P@/[SP@UhQ@CLO}R@MRS@U͹T@ZXU@'5\V@P/mW@?}>@7=Q\6[@ >@0'\Q_TwZ@V._&=@ -ϗ\d:S\Z@V._&=@ -ϗ\ŬY@ >@0'\Y@R?@n\-q7X@~BA@ v\XX@қD@Z kZ\klRX@<"G@B3\;W@SDL@|Sd[/W@ 9'O@2T[L6V@c,:U@I4[=h~V@GxX@:T%aZ5:HV@5cI_@-TlZfTJU@Pc@I"Z@ U@B3׹k@$o25YY[U@.o@77YhXhU@Ntйw@F^XbYͮGU@ݕ{@/UFCX@U@bRJ@_HhW@U@@JٷSWf`GU@ۤ!ъ@@GvWFWU@êi>? cone&~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  point  +_&=@*ϗ\@Z@ point  n@fuW@U@ End-of-ACIS-dataBBP?<𿦾@UZwjG@la@?ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face       face      loop   cone surface  &~FM}W@@Z@"N! ./62?d83oQJGs @#`1+@ H,? ?4@  face    loop    plane surface  +_&=*ϗ\@t@/62?"N! .?'>642"N! .?/62̿d83o<  coedge        face       loop    cone surface  &~FM}W@s@"N! ./62?d83oQJGs @$`1+@ H,@? ?4@  coedge        coedge       coedge       coedge       edge  ;!D(>@ !ȃFK&N@  " unknown .*ѕbX@“e?U@mI\58j\@N=l@Z@ face  # $  %  loop  & cone surface  Jܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@  coedge  ' ( ) *  coedge  +  , -   coedge   +  .   edge  !SO`% /ZSO`!  0 tangent  coedge    1 2   coedge  3 4   5  edge  6 @ \[$@  7 tangent  coedge  )   .   coedge   8 3 9   loop  : ; < \8j\“e?U@mI\58j\@St@ vertex   = vertex   >intcurve curve   surfintcur nubs |c:@;!D(>@iZ@@1B@{SD@kuF@5WtH@8eaJ@1V!DL@ȃFK&N@y:P@oUsIW@]WU@ HP;5pW@+ '[GU@k_W@@U@s[l`X@@U@0VT/-X@ЮGU@+X_LfTY@chU@6VY@@@^jU@n1hΞ?Z@ U@⢥tZ@7]U@(dew%qvP[@Vr1HV@`itQ[@ Zp~V@IdUn [@ܛV@rkۇn/[@/W@X)Pf:GO\@jW@~d?,Kw\@8V,RX@p`B\@X@޳_")S\@/^r7X@d>]V\@nY@|0\c\@/Y@|0\c\@D=R\Z@d>]U\@%&SwZ@4&^$p\@c}6[@9i>? cone&~FM}W@@Z@"N! ./62?d83oQJGs @#`1+@ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  face  ? @  A  loop  B  plane surface  pz0\c\t@62?N! .>642<N! .62̿;3o<  coedge  C D ; E   coedge  F  + G  coedge   F H I  coedge  J   *   edge  K'nKK&N@ Lʆ,V@ ) M unknown -*ѕbX@ds@mI\38j\@St@ coedge    ' G   coedge  1 N  - O  edge  P@Z /@Z@ , Q unknown V._&=*ϗ\@@Z@+_&=(-ϗ\@s@ edge  !@Z K@Z@  R unknown |0\c\@@Z@xz0\c\@s@ vertex  2 Sstraight curve   c*~zY\\@@Z@"N! .?/62̿d83o<  N)Q ~@M@ coedge  T ,  2 O  edge  /R&N@ 6"5\V@ 1 U unknown  3W@OUe?U@C?=\j\@s@Z@ coedge  V   9 5  coedge   V T W 5  loop   ?  vertex  2 Xstraight curve  &~FM}W@@U@"N! ./62?d83o ~@M  N)Q@ coedge   Y Z [   edge  \'۠@ D2 @  ] unknown ΕX@U@p6ΕX@@U@ loop  ^ _ < mI\@28j\“e?U@@P8j\@St@ coedge  Y J & E   face  `   a @@@  point  p6ΕX@@U@ point  xz0\c\@@Z@ face  b 5  c  loop  d # cone surface  Jܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@  coedge  e f D g $  coedge  h & i j   coedge  & h B g   edge  kI#> l ; m unknown +*ѕW8j\ds@mI\bXSt@ coedge  ( ' N n  edge  PZSO`!@ KSO`%@ + o tangent  coedge  p q ( I r  edge  L\[$ s H t tangent  coedge  ; ) q u   vertex  . v vertex  * wintcurve curve   surfintcur nubs Z!DL@'nKK&N@':P@bOP@.; dQ@yyR@cS@]W\@v+"s@|0\c\@Ks@|0\c\@Ps@d>]W\@Is@޳_")S\@thZ#2t@p`B\@ǿt@~d>,Kw\@rt~+>t@X)Pf:GO\@~%Qt@rkۇn/[@PFtt@IdUn [@t@`itQ[@|{t@(dew#qvP[@jsѭt@⢥tZ@Qt@n1hΞ?Z@?ّ|t@6VY@oh%t@+X_LfTY@ 't@0VT/-X@\Kt@s[l`X@t@k_W@t@ HP;5pW@v=6)t@oVsIW@(t@-i>? cone&~FM}W@s@"N! ./62?d83oQJGs @$`1+@ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  coedge  , x F n O  loop  y z { \j\MUe?U@C?=\j\@t@ vertex  - |straight curve  V._&=(-ϗ\@@j@ straight curve  |0\c\@@j@?  point  +_&=*ϗ\@@Z@ coedge  } 1 4 W O intcurve curve   surfintcur nubs ۰(DL@R&N@B>b>P@-[SP@UhQ@CLO}R@JRS@U͹T@ZXU@"5\V@L/mW@>}>7=Q\@6[@ >3'\@Q_TwZ@V._&="-ϗ\@d:S\Z@V._&="-ϗ\@ŬY@ >2'\@Y@R?n\@-q7X@~BA v\@YX@қD\ kZ\@klRX@<"GE3\@;W@SDLSd[@/W@ 9'O2T[@L6V@b,:UI4[@=h~V@FxX9T%aZ@5:HV@4cI_-TlZ@hTJU@PcI"Z@@ U@B3׹k&o25Y@Y[U@.o77Y@gXhU@OtйwF^X@bYͮGU@ݕ{/UFCX@@U@bRJ_HhW@@U@JٷSW@f`GU@ۤ!ъ?GvW@GWU@êi>? cone&~FM}W@@Z@"N! ./62?d83oQJGs @#`1+@ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  coedge  4 3 ~  5  edge  6J<3j+@ U>ˢ @ T unknown RuW@U@n 8#-_:Tph62x".;J&p"`"l"@ozsIW(t@ HP;5pWv=6)t@k_Wt@s[l`Xt@0V|/-X\Kt@ݐ+~_LfTY 't@4VYoh%t@l1iΞ?Z?ّ|t@ߢtZQt@%dewHqvP[jsѭt@`itQ[|{t@GdUn7 [t@rkn/[RFtt@X)Pf:GO\%Qt@|da,Kw\tt~+>t@~p` B\ ǿt@޳_##)S\vhZ#2t@b>]|\Is@|0\ c\Rs@|0\ c\s@|0\ c\Ks@b>]}\w+"s@4&^$p\xrs@+i>? coneJܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  s&(>@ PkR&N@ N unknown  3W@Tcs@C?=\j\@t@straight curve   c*~zY\\@s@"N! ./62?d83o ~@M  N)Q@ coedge  i H x r  coedge  H i J u r  loop  H b  vertex  n straight curve  &~FM}W@t@"N! .?/62̿d83o<  N)Q ~@M@ edge  L'۠@ kF2 @ J unknown ΕXt@p6ΕX@t@ point  xz0\c\@s@ point  p6ΕX@t@ coedge  N z p O  loop  { C?=@\j\MUe?U@@\j\@t@ coedge  x h O  face  < O  @@@  point  +_&=*ϗ\@s@ coedge  T d O  coedge  Z d V  @  edge  \3\["  +(^?2 V tangent  vertex  ellipse curve  @U@@zwC<?@?  edge  l@Z @Z@ Y unknown |0\c\@Z@pz0\c\s@ coedge  d Z @  vertex  intcurve curve   surfintcur nubs .V!DL@ƃFK&N@y:P@z1_OP@FόdQ@@yR@FmaS@=ɹT@U@4V@%pW@4&^$p\c}6[@b>]~\'&SwZ@|0\c\E=R\Z@|0\c\/Y@b>]~\nY@޳_&#)S\0^r7X@~p` B\X@|df,Kw\8V,RX@X)Pf:GO\jW@rkn/[/W@GdUn: [ܛV@`itQ[ Zp~V@%dewLqvP[Wr1HV@ߢtZ7]U@l1iΞ?Z U@4VY@@^jU@ݐ+_LfTYchU@0V}/-XЮGU@s[l`X@U@׃/:6W@U@Oy9pWT4̱GU@75TaW{ WU@8i>? coneJܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  point  x6ΕX@U@ loop  < @@ coedge  ^  coedge  _ :  coedge  _ :  coedge  _  edge  I#>  _ unknown mI\@bX@ds@-*ѕ@M8j\@St@ face    loop  ` plane surface  @??  face   plane surface  8%Nt@@zwC9  edge  :Z(>@ R&N@ } unknown  \j\MUe?U@C?=3Ws@Z@ coedge  f e $  coedge  z } e O  edge  @Z @Z@ unknown R._&=H-ϗ\@Z@+_&= +ϗ\s@ vertex  straight curve  HHt~Dj\s@N! .?62?;3o # NP &~M@ edge   4Ø#>@ z unknown  \j\Tcs@C?=3Wt@ vertex  straight curve  Jܽ a]Wt@N! .62̿;3o< &~M # NP@ point  p6ΕXt@ point  pz0\c\s@intcurve curve   surfintcur nubs 7bc:@&(>@@@47 B@9ZD@V F@+RH@aJ@ <(DL@kR&N@d_>P@ۤ!ъ@GvW@.Xt@JٷSW@z't@bRJ_HhW@t@ݕ{/UFCX@t@OtйwF^X@ILt@.o77Y@[)t@B3׹k&o25Y@Ĉ))t@PcI"Z@Nȯ|t@4cI_-TlZ@gjQt@FxX8T%aZ@rѭt@b,:UI4[@U{t@ 9'O2T[@mX2t@SDL~Sd[@Wtt@<"GF3\@ Qt@қD\ kZ\@>~+>t@~BA v\@\Aȿt@R?n\@C#2t@ >2'\@As@V._&=#-ϗ\@>s@V._&=#-ϗ\@f1s@ >3'\@+*"s@@}>7=Q\@ՙxrs@K!i>? cone&~FM}W@s@"N! ./62?d83oQJGs @$`1+@ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  edge  H<3j+@ sU>ˢ @ x unknown \uWt@n4uW@t@ point  nbuW@t@ellipse curve  t@@zwC<?@?  loop  { @@@@ coedge  y cone surface  ?@? ?@ straight curve  Jܽ a]W@U@N! .?62?;3o # NP '~M@ point  nuW@U@straight curve  |0\c\@j@  edge  ݫ(@ VO`#@ tangent  point  pz0\c\@Z@ coedge   coedge   edge   -DT!@ unknown @@@@ coedge  :  coedge   edge  @Z @Z@ unknown xz0\@c\@@Z@|0\@c\@s@ coedge  :  coedge   edge  Rȿ R? unknown x6@~ΕXt@@ΕX@t@ coedge   coedge   loop   vertex   vertex  intcurve curve   surfintcur nubs `EV@I#>8#-_:Lph6|2X".;J&P"`"q"@o@osIW@(t@ HP@;5pW@v=6)t@k@_W@t@s@[l`X@t@0V@q/-X@\Kt@ݐ+@t_LfTY@ 't@4@VY@oh%t@l1@ iΞ?Z@?ّ|t@ࢥ@tZ@Qt@&dew@=qvP[@jsѭt@`it@Q[@|{t@GdUn@- [@t@rk@n/[@RFtt@X)Pf@:GO\@%Qt@|d@V,Kw\@tt~+>t@~p`@B\@ ǿt@޳_@#)S\@vhZ#2t@d>]@r\@Is@|0\@c\@Rs@|0\@c\@s@|0\@c\@Ks@c>]@r\@w+"s@4&^@$p\@xrs@+i>? coneJܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  loop  plane surface  ??  loop  `  coedge   face    loop  cone surface  &~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@  vertex  intcurve curve   surfintcur nubs ,=tc:@:Z(>@gG@@@" B@0ZD@dF@9H@SbaJ@(DL@R&N@G>b>P@B ЊwōWaWU@J;{SWbϱGU@:VJ\wW@U@ە{/UFCX@U@Mtйw$F^XbYͮGU@.o!87YhXhU@@3׹kIo25YY[U@PcI"Z@ U@2cI_-TlZgTJU@DxX\T%aZ5:HV@`,:UI4[>h~V@9'OXT[N6V@SDLSd[/W@<"Gj3\;W@ЛD kZ\klRX@~BA v\ZX@R?Ӛn\-q7X@ >W'\Y@S._&=F-ϗ\ŬY@S._&=F-ϗ\d:S\Z@ >X'\Q_TwZ@=}>7=Q\ 6[@+ͪi>? coneJܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@ cone?@? @ nullbs nullbs  nullbs straight curve  R._&=H-ϗ\@j@?  point  +_&= +ϗ\s@intcurve curve   surfintcur nubs @5"R5"@R5"@elh&@R5".@cܧ2@Ŵ6@N/_:@4Ø#>@O @@>}>7=Q\ՙxrs@ >V'\+*"s@R._&=D-ϗ\f1s@S._&=D-ϗ\s@S._&=D-ϗ\>s@ >W'\As@R?њn\C#2t@~BA v\\Aȿt@ЛD kZ\>~+>t@<"Gi3\ Qt@SDLSd[Wtt@9'OVT[mX2t@`,:UI4[U{t@DxX[T%aZrѭt@2cI_-TlZgjQt@PcI"ZNȯ|t@@3׹kHo25YĈ))t@.o 87Y[)t@Mtйw#F^XILt@ە{/UFCXt@bRJ_HhWt@KٷSW{'t@ۤ!ъaGvW.Xt@=i>? coneJܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  point  nuWt@ellipse curve  t@@zwC9@?  loop  { @@ coedge   coedge  y  coedge  y  coedge   edge   0Ø#>@ unknown C?=@3W@Tcs@ @\j\@t@straight curve  HHt~Dj\@Z@N! .62̿;3o< '~M # NP@ coedge   edge   -DT!@ unknown @@ vertex  ellipse curve  @@?  coedge  :  coedge    edge  ʃFK&N@ 4V@  unknown mI\@bX@“e?U@.*ѕ@P8j\@N=l@Z@ coedge   coedge    loop    vertex  straight curve  |0\@c\@@j@  coedge    :  coedge      edge  ŃFK&N@ 4V@  unknown mI\@18j\ds@-*ѕ@bXSt@ coedge     coedge   loop    vertex  ellipse curve  t@?@?  edge  *)(^?2@ 8\["@  tangent  edge  VO`# ݫ(  tangent  face      point  x6@ΕX@t@ point  xz0\@c\@s@ loop   coedge    edge  -DT! -DT! @  unknown @@@@ face      loop   plane surface  +_&=@*ϗ\t@362̿"N! .'>642"N! .362?d83o<  coedge      point  +_&= +ϗ\@Z@ coedge    coedge     y  coedge   edge    ȿ   ?  unknown n@>uWt@@TuW@t@ coedge   ! " y  coedge   edge  #@Z @Z@ $ unknown +_&=@+ϗ\@@Z@T._&=@<-ϗ\@s@ vertex  % vertex  &intcurve curve   surfintcur nubs @5"]5"@]5"@flh&@]5".@cܧ2@Ŵ6@N/_:@0Ø#>@O @@=}>@7=Q\@ՙxrs@ >@J'\@+*"s@T._&=@:-ϗ\@f1s@T._&=@:-ϗ\@s@T._&=@:-ϗ\@>s@ >@J'\@As@R?@Ěn\@C#2t@~BA@ v\@\Aȿt@қD@t kZ\@>~+>t@<"G@a3\@Qt@SDL@Sd[@Vtt@ 9'O@HT[@mX2t@b,:U@I4[@U{t@GxX@QT%aZ@rѭt@5cI_@-TlZ@gjQt@Pc@I"Z@Nȯ|t@A3׹k@? coneJܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  vertex  'ellipse curve  ?@?  point  @@ coedge   :  coedge  ( ) *  edge  Rȿ +R? , unknown x6@~ΕX@U@@ΕX@@U@ coedge  !    coedge  ! ( -   loop  ! .  vertex  /intcurve curve   surfintcur nubs 3V!DL@ʃFK&N@y:P@|1_OP@HόdQ@@yR@FmaS@=ɹT@U@4V@%pW@4&^@$p\@c}6[@c>]@q\@%&SwZ@|0\@c\@D=R\Z@|0\@c\@/Y@d>]@s\@nY@޳_@#)S\@1^r7X@~p`@B\@X@|d@Z,Kw\@:V,RX@X)Pf@:GO\@jW@rk@n/[@/W@GdUn@/ [@ܛV@`it@Q[@ Zp~V@&dew@AqvP[@Wr1HV@ࢥ@tZ@6]U@k1@ iΞ?Z@ U@4@VY@@@^jU@ܐ+@u_LfTY@chU@0V@q/-X@ЮGU@s@[l`X@@U@؃/@-6W@@U@O@m9pW@S4̱GU@75@TaW@{ WU@8i>? coneJܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  #ݫ(@ VO`#@ 0 tangent  face  .  1  point  xz0\@c\@@Z@ coedge   2   edge  3@Z @Z@ 4 unknown z0\@c\@Z@|0\@c\s@ coedge   2 5   coedge      loop   vertex   6intcurve curve   surfintcur nubs .V!DL@ŃFK&N@y:P@w1_OP@AόdQ@ @yR@FmaS@=ɹT@U@4V@NW@4&^@$p\xrs@e>]@V\v+"s@|0\@c\Ks@|0\@c\Qs@e>]@V\Is@޳_@")S\vhZ#2t@p`@B\ ǿt@~d@=,Kw\rt~+>t@X)Pf@:GO\~%Qt@rk@܇n/[PFtt@IdUn@ [ t@`it@Q[|{t@(dew@*qvP[jsѭt@⢥@tZQt@n1@hΞ?Z?ّ|t@6@VYoh%t@+@X_LfTY 't@0V@U/-X\Kt@s@[l`Xt@k@_Wt@ HP@;5pWv=6)t@o@RsIW(t@-i>? cone&~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  \[$  7 tangent  face  {  8  point  x6@ΕXt@straight curve  Jܽ @{a]W@t@N! .?62?;3o< &~M # NP@straight curve  PHt~@Dj\@s@N! .62̿;3o # NP &~M@cone surface  Jܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@  edge  9-DT! 9-DT! @ : unknown @@ vertex  ;ellipse curve  @@? cone surface  &~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@  coedge  <   =  coedge  > ) ?  coedge  >  =  edge  +(M(>@ 3'nKK&N@ @ unknown mI\@28j\“e?U@-*ѕ@bXL=l@Z@ coedge  A < B y  coedge       edge  !(>@ CkR&N@ D unknown C?=@\j\Tcs@ @3Wt@ vertex   Eellipse curve  t@<@?  coedge  A F G y  coedge  "   edge  H4Z(>@ #R&N@ I unknown C?=@3W@MUe?U@ @\j\@s@Z@ vertex  Jstraight curve  T._&=@<-ϗ\@@j@?  point  +_&=@+ϗ\@s@ point  n@uW@t@ point  @ coedge  F - *  coedge  F  ? *  loop  ) K  vertex   Lellipse curve  @U@<@?  edge  3\[" H +(^?2 ( M tangent  face  K   N  point  6@ΕX@@U@straight curve  PHt~@Dj\@@Z@N! .?62?;3o< '~M # NP@plane surface  xz0\@c\@t@ 62̿N! .?>642<N! .? 62?;3o<  coedge   <  5  vertex   Ostraight curve  |0\@c\@j@?  edge  CZSO`!@ SO`%@ 2 P tangent  point  z0\@c\s@straight curve  &~@FM}Wt@"N! .362?d83o<  N)Q ~@M@plane surface  8%@D=t@<?  vertex   Qellipse curve  ?@?  point  Ӯ1=@ coedge  2   B  edge  3SO`% RZSO`!  S tangent  coedge    A T  edge  U @ +\[$@ ) V tangent intcurve curve   surfintcur nubs  ic:@(M(>@~^@@g5B@PSD@:i臣F@xH@hHiaJ@Z!DL@'nKK&N@':P@75@TaW{ WU@O@Q9pWT4̱GU@؃/@6W?U@s@[l`X?U@0V@R/-XЮGU@+@V_LfTYchU@6@VY@@^jU@n1@hΞ?Z U@⢥@tZ6]U@(dew@#qvP[Vr1HV@`it@Q[ Zp~V@IdUn@ [ܛV@rk@ڇn/[/W@X)Pf@:GO\jW@~d@=,Kw\8V,RX@p`@B\X@޳_@")S\/^r7X@e>]@V\nY@|0\@c\/Y@|0\@c\D=R\Z@e>]@V\%&SwZ@4&^@$p\c}6[@K1i>? cone&~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  coedge    > T y  edge  C@Z R@Z@  W unknown +_&=@&-ϗ\@Z@V._&=@*ϗ\s@ vertex  B Xintcurve curve   surfintcur nubs |7bc:@!(>@@@37 B@9ZD@V F@+RH@aJ@ <(DL@kR&N@d_>P@ۤ!ъ@@GvW.Xt@@JٷSWz't@bRJ@_HhWt@ޕ{@/UFCXt@Ptйw@F^XILt@.o@77Y[)t@C3׹k@&o25YĈ))t@Pc@I"ZNȯ|t@6cI_@-TlZgjQt@HxX@9T%aZrѭt@c,:U@I4[U{t@ 9'O@2T[mX2t@SDL@|Sd[Wtt@<"G@D3\ Qt@қD@Z kZ\>~+>t@~BA@ v\\Aȿt@R?@n\C#2t@ >@0'\As@V._&=@ -ϗ\>s@V._&=@ -ϗ\f1s@ >@1'\+*"s@@}>@7=Q\ՙxrs@zi>? cone&~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  point  n@huWt@ coedge  ) (  G *  edge  U  ȿ H  ?  Y unknown n@@gG@@>" B@0ZD@bF@7H@ SbaJ@(DL@R&N@F>b>P@B Њ@kōW@aWU@J;@{SW@bϱGU@:VJ@PwW@@U@ܕ{@/UFCX@@U@Mtйw@F^X@bYͮGU@.o@87Y@gXhU@A3׹k@>o25Y@Y[U@Pc@I"Z@@ U@4cI_@-TlZ@gTJU@FxX@PT%aZ@5:HV@b,:U@I4[@>h~V@ 9'O@LT[@N6V@SDL@Sd[@/W@<"G@_3\@;W@қD@v kZ\@klRX@~BA@ v\@\X@R?@ǚn\@-q7X@ >@K'\@Y@T._&=@:-ϗ\@ ŬY@T._&=@:-ϗ\@d:S\Z@ >@J'\@Q_TwZ@=}>@7=Q\@6[@m˪i>? coneJܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  point  +_&=@+ϗ\@@Z@ face   *  [  point  x6@ΕX@U@straight curve  Jܽ @|a]W@@U@N! .62̿;3o # NP '~M@cone surface  Jܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@  point  z0\@c\@Z@straight curve  (c*~@zY\\s@"N! .?362̿d83o ~@M  N)Q@ point  Ӯ1 vertex  T \straight curve  (c*~@zY\\@Z@"N! .362?d83o<  N)Q ~@M@ edge  RR&N@ U'5\V@ A ] unknown C?=@\j\OUe?U@ @3Ws@Z@ vertex  T ^straight curve  &~@FM}W@U@"N! .?362̿d83o ~@M  N)Q@straight curve  V._&=@&-ϗ\@j@  point  +_&=@*ϗ\s@ellipse curve  @U@?@?  point  n@uW@@U@plane surface  8%@F=@U@<?  point  +_&=@*ϗ\@Z@intcurve curve   surfintcur nubs ް(DL@R&N@D>b>P@/[SP@UhQ@CLO}R@MRS@U͹T@ZXU@'5\V@P/mW@?}>@7=Q\6[@ >@0'\Q_TwZ@V._&=@ -ϗ\d:S\Z@V._&=@ -ϗ\ŬY@ >@0'\Y@R?@n\-q7X@~BA@ v\XX@қD@Z kZ\klRX@<"G@B3\;W@SDL@|Sd[/W@ 9'O@2T[L6V@c,:U@I4[=h~V@GxX@:T%aZ5:HV@5cI_@-TlZfTJU@Pc@I"Z@ U@B3׹k@$o25YY[U@.o@77YhXhU@Ntйw@F^XbYͮGU@ݕ{@/UFCX@U@bRJ@_HhW@U@@JٷSWf`GU@ۤ!ъ@@GvWFWU@êi>? cone&~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  point  n@fuW@U@ End-of-ACIS-dataBBP?<𿦾@UZwjG@la@?ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face       face      loop   cone surface  &~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@  face    loop    plane surface  +_&=@*ϗ\t@362̿"N! .'>642"N! .362?d83o<  coedge        face       loop    cone surface  &~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@  coedge        coedge       coedge       coedge       edge  (M(>@ !'nKK&N@  " unknown mI\@28j\“e?U@-*ѕ@bXL=l@Z@ face  # $  %  loop  & cone surface  Jܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@  coedge  ' ( ) *  coedge  +  , -   coedge   +  .   edge  !SO`% /ZSO`!  0 tangent  coedge    1 2   coedge  3 4   5  edge  6 @ \[$@  7 tangent  coedge  )   .   coedge   8 3 9   loop  : ; < mI\@28j\“e?U@@P8j\@St@ vertex   = vertex   >intcurve curve   surfintcur nubs  ic:@(M(>@~^@@g5B@PSD@:i臣F@xH@hHiaJ@Z!DL@'nKK&N@':P@75@TaW{ WU@O@Q9pWT4̱GU@؃/@6W?U@s@[l`X?U@0V@R/-XЮGU@+@V_LfTYchU@6@VY@@^jU@n1@hΞ?Z U@⢥@tZ6]U@(dew@#qvP[Vr1HV@`it@Q[ Zp~V@IdUn@ [ܛV@rk@ڇn/[/W@X)Pf@:GO\jW@~d@=,Kw\8V,RX@p`@B\X@޳_@")S\/^r7X@e>]@V\nY@|0\@c\/Y@|0\@c\D=R\Z@e>]@V\%&SwZ@4&^@$p\c}6[@K1i>? cone&~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  face  ? @  A  loop  B  plane surface  xz0\@c\@t@ 62̿N! .?>642<N! .? 62?;3o<  coedge  C D ; E   coedge  F  + G  coedge   F H I  coedge  J   *   edge  KŃFK&N@ L4V@ ) M unknown mI\@18j\ds@-*ѕ@bXSt@ coedge    ' G   coedge  1 N  - O  edge  P@Z /@Z@ , Q unknown +_&=@&-ϗ\@Z@V._&=@*ϗ\s@ edge  !@Z K@Z@  R unknown z0\@c\@Z@|0\@c\s@ vertex  2 Sstraight curve  (c*~@zY\\@Z@"N! .362?d83o<  N)Q ~@M@ coedge  T ,  2 O  edge  /R&N@ 6'5\V@ 1 U unknown C?=@\j\OUe?U@ @3Ws@Z@ coedge  V   9 5  coedge   V T W 5  loop   ?  vertex  2 Xstraight curve  &~@FM}W@U@"N! .?362̿d83o ~@M  N)Q@ coedge   Y Z [   edge  \Rȿ R?  ] unknown x6@~ΕX@U@@ΕX@@U@ loop  ^ _ < @@@@ coedge  Y J & E   face  `   a  point  x6@ΕX@U@ point  z0\@c\@Z@ face  b 5  c  loop  d # cone surface  Jܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@  coedge  e f D g $  coedge  h & i j   coedge  & h B g   edge  kI#> l ; m unknown mI\@bX@ds@-*ѕ@M8j\@St@ coedge  ( ' N n  edge  PZSO`!@ KSO`%@ + o tangent  coedge  p q ( I r  edge  L\[$ s H t tangent  coedge  ; ) q u   vertex  . v vertex  * wintcurve curve   surfintcur nubs .V!DL@ŃFK&N@y:P@w1_OP@AόdQ@ @yR@FmaS@=ɹT@U@4V@NW@4&^@$p\xrs@e>]@V\v+"s@|0\@c\Ks@|0\@c\Qs@e>]@V\Is@޳_@")S\vhZ#2t@p`@B\ ǿt@~d@=,Kw\rt~+>t@X)Pf@:GO\~%Qt@rk@܇n/[PFtt@IdUn@ [ t@`it@Q[|{t@(dew@*qvP[jsѭt@⢥@tZQt@n1@hΞ?Z?ّ|t@6@VYoh%t@+@X_LfTY 't@0V@U/-X\Kt@s@[l`Xt@k@_Wt@ HP@;5pWv=6)t@o@RsIW(t@-i>? cone&~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  coedge  , x F n O  loop  y z { C?=@\j\MUe?U@@\j\@t@ vertex  - |straight curve  V._&=@&-ϗ\@j@ straight curve  |0\@c\@j@?  point  +_&=@*ϗ\@Z@ coedge  } 1 4 W O intcurve curve   surfintcur nubs ް(DL@R&N@D>b>P@/[SP@UhQ@CLO}R@MRS@U͹T@ZXU@'5\V@P/mW@?}>@7=Q\6[@ >@0'\Q_TwZ@V._&=@ -ϗ\d:S\Z@V._&=@ -ϗ\ŬY@ >@0'\Y@R?@n\-q7X@~BA@ v\XX@қD@Z kZ\klRX@<"G@B3\;W@SDL@|Sd[/W@ 9'O@2T[L6V@c,:U@I4[=h~V@GxX@:T%aZ5:HV@5cI_@-TlZfTJU@Pc@I"Z@ U@B3׹k@$o25YY[U@.o@77YhXhU@Ntйw@F^XbYͮGU@ݕ{@/UFCX@U@bRJ@_HhW@U@@JٷSWf`GU@ۤ!ъ@@GvWFWU@êi>? cone&~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  coedge  4 3 ~  5  edge  6  ȿ   ? T unknown n@8#-_:Lph6|2X".;J&P"`"q"@o@osIW@(t@ HP@;5pW@v=6)t@k@_W@t@s@[l`X@t@0V@q/-X@\Kt@ݐ+@t_LfTY@ 't@4@VY@oh%t@l1@ iΞ?Z@?ّ|t@ࢥ@tZ@Qt@&dew@=qvP[@jsѭt@`it@Q[@|{t@GdUn@- [@t@rk@n/[@RFtt@X)Pf@:GO\@%Qt@|d@V,Kw\@tt~+>t@~p`@B\@ ǿt@޳_@#)S\@vhZ#2t@d>]@r\@Is@|0\@c\@Rs@|0\@c\@s@|0\@c\@Ks@c>]@r\@w+"s@4&^@$p\@xrs@+i>? coneJܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  s!(>@ PkR&N@ N unknown C?=@\j\Tcs@ @3Wt@straight curve  (c*~@zY\\s@"N! .?362̿d83o ~@M  N)Q@ coedge  i H x r  coedge  H i J u r  loop  H b  vertex  n straight curve  &~@FM}Wt@"N! .362?d83o<  N)Q ~@M@ edge  LRȿ kR? J unknown x6@~ΕXt@@ΕX@t@ point  z0\@c\s@ point  x6@ΕXt@ coedge  N z p O  loop  { @@@@ coedge  x h O  face  < O   point  +_&=@*ϗ\s@ coedge  T d O  coedge  Z d V  @  edge  \3\["  +(^?2 V tangent  vertex  ellipse curve  @U@?@?  edge  l@Z @Z@ Y unknown xz0\@c\@@Z@|0\@c\@s@ coedge  d Z @  vertex  intcurve curve   surfintcur nubs 3V!DL@ʃFK&N@y:P@|1_OP@HόdQ@@yR@FmaS@=ɹT@U@4V@%pW@4&^@$p\@c}6[@c>]@q\@%&SwZ@|0\@c\@D=R\Z@|0\@c\@/Y@d>]@s\@nY@޳_@#)S\@1^r7X@~p`@B\@X@|d@Z,Kw\@:V,RX@X)Pf@:GO\@jW@rk@n/[@/W@GdUn@/ [@ܛV@`it@Q[@ Zp~V@&dew@AqvP[@Wr1HV@ࢥ@tZ@6]U@k1@ iΞ?Z@ U@4@VY@@@^jU@ܐ+@u_LfTY@chU@0V@q/-X@ЮGU@s@[l`X@@U@؃/@-6W@@U@O@m9pW@S4̱GU@75@TaW@{ WU@8i>? coneJܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  point  6@ΕX@@U@ coedge  ^  coedge  _  edge   -DT!@ _ unknown @@@@ face   @@  loop  ` @@@@plane surface  @?? plane surface  8%@D=t@<?  edge  4Z(>@ R&N@ } unknown C?=@3W@MUe?U@ @\j\@s@Z@ coedge  f e $  coedge  z } e O  edge  @Z @Z@ unknown +_&=@+ϗ\@@Z@T._&=@<-ϗ\@s@ vertex  straight curve  PHt~@Dj\@s@N! .62̿;3o # NP &~M@ edge   0Ø#>@ z unknown C?=@3W@Tcs@ @\j\@t@ vertex  straight curve  Jܽ @{a]W@t@N! .?62?;3o< &~M # NP@ point  x6@ΕX@t@ point  xz0\@c\@s@intcurve curve   surfintcur nubs |7bc:@!(>@@@37 B@9ZD@V F@+RH@aJ@ <(DL@kR&N@d_>P@ۤ!ъ@@GvW.Xt@@JٷSWz't@bRJ@_HhWt@ޕ{@/UFCXt@Ptйw@F^XILt@.o@77Y[)t@C3׹k@&o25YĈ))t@Pc@I"ZNȯ|t@6cI_@-TlZgjQt@HxX@9T%aZrѭt@c,:U@I4[U{t@ 9'O@2T[mX2t@SDL@|Sd[Wtt@<"G@D3\ Qt@қD@Z kZ\>~+>t@~BA@ v\\Aȿt@R?@n\C#2t@ >@0'\As@V._&=@ -ϗ\>s@V._&=@ -ϗ\f1s@ >@1'\+*"s@@}>@7=Q\ՙxrs@zi>? cone&~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  edge    ȿ s  ? x unknown n@>uWt@@TuW@t@ point  n@huWt@ellipse curve  t@?@?  loop  { @@ coedge  y cone surface  ?@? ?@ straight curve  Jܽ @|a]W@@U@N! .62̿;3o # NP '~M@ point  n@uW@@U@straight curve  |0\@c\@@j@  edge  ݫ(@ VO`#@ tangent  point  xz0\@c\@@Z@ coedge   edge   -DT!@ unknown @@ loop  ` @@@@ vertex  ellipse curve  @@?  loop  @@plane surface  ??  coedge   vertex  intcurve curve   surfintcur nubs (=tc:@4Z(>@gG@@>" B@0ZD@bF@7H@ SbaJ@(DL@R&N@F>b>P@B Њ@kōW@aWU@J;@{SW@bϱGU@:VJ@PwW@@U@ܕ{@/UFCX@@U@Mtйw@F^X@bYͮGU@.o@87Y@gXhU@A3׹k@>o25Y@Y[U@Pc@I"Z@@ U@4cI_@-TlZ@gTJU@FxX@PT%aZ@5:HV@b,:U@I4[@>h~V@ 9'O@LT[@N6V@SDL@Sd[@/W@<"G@_3\@;W@қD@v kZ\@klRX@~BA@ v\@\X@R?@ǚn\@-q7X@ >@K'\@Y@T._&=@:-ϗ\@ ŬY@T._&=@:-ϗ\@d:S\Z@ >@J'\@Q_TwZ@=}>@7=Q\@6[@m˪i>? coneJܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@ cone?@? @ nullbs nullbs  nullbs straight curve  T._&=@<-ϗ\@@j@?  point  +_&=@+ϗ\@s@intcurve curve   surfintcur nubs @5"]5"@]5"@flh&@]5".@cܧ2@Ŵ6@N/_:@0Ø#>@O @@=}>@7=Q\@ՙxrs@ >@J'\@+*"s@T._&=@:-ϗ\@f1s@T._&=@:-ϗ\@s@T._&=@:-ϗ\@>s@ >@J'\@As@R?@Ěn\@C#2t@~BA@ v\@\Aȿt@қD@t kZ\@>~+>t@<"G@a3\@Qt@SDL@Sd[@Vtt@ 9'O@HT[@mX2t@b,:U@I4[@U{t@GxX@QT%aZ@rѭt@5cI_@-TlZ@gjQt@Pc@I"Z@Nȯ|t@A3׹k@? coneJܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  point  n@uW@t@ellipse curve  t@<@?  coedge   edge  -DT! -DT! @ unknown @@@@straight curve  PHt~@Dj\@@Z@N! .?62?;3o< '~M # NP@ loop  @@ vertex  ellipse curve  ?@?  point  @@ coedge   point  +_&=@+ϗ\@@Z@ edge  -DT! -DT! @ unknown @@ vertex  ellipse curve  @@?  point  @ vertex  ellipse curve  ?@?  point  Ӯ1=@ point  Ӯ1 End-of-ACIS-dataBFP?<𿦾@UZwjG@la@?ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face      @@@ wjch?-DT! -DT! @ face     @@@ wjch?-DT!@ loop   @@@@  cone surface  ?@? ?@  face     loop     @@@@ cone surface  ?@? ?@  loop    @@   coedge      face      loop     plane surface  @??  loop    @@  coedge        coedge       coedge      edge  -DT! -DT! @   unknown @@@@ loop    plane surface  ??  loop     coedge       coedge        edge  ! !-DT!@  " unknown @@@@ coedge        edge  #-DT! #-DT! @  $ unknown @@ vertex   %ellipse curve  @@?  loop    coedge       edge  & &-DT!@  ' unknown @@ vertex   (ellipse curve  @@?  vertex   )ellipse curve  ?@?  point  Ӯ1=@ vertex  *ellipse curve  ?@?  point  @@ point  Ӯ1 point  @ End-of-ACIS-dataF(?<𿦾@UZwjG@la@?ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face      @@@ wjch?-DT!@ftreemeg attrib  ~}   face   @@@@  loop   @@@@  cone surface  ?@? ?@ ftreemeg attrib  ~}   face     @@  loop    @@@@plane surface  @??  loop    @@   coedge     ftreemeg attrib  ~}   loop   @@plane surface  ??  coedge      coedge       edge   -DT!@  unknown @@@@ coedge        edge   -DT!@   unknown @@ vertex   ellipse curve  @@?  vertex   ellipse curve  ?@?  point  @@ point  @ End-of-ACIS-data@?Rv@@v@<(???aNȇ`5c;l7j@?ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face      /^@e`Ae@.l@nnmj@Z|L5g@zW@o@  face      loop   /^@e`Ae@.l@nnmj@Z|L5g@zW@o@cone surface  BsV@xsܦe@l@"N! .?362?QJGs #`1+@ H,@? ?4@  face    loop    cone surface  uw@TNR@?@? @  coedge        face      /^@e`Ae@ʻڈ>nnmj@Y|L5g@ʻڈ4@  loop    plane surface  A^@P˳g@362̿"N! .?"N! .362̿  coedge        coedge       coedge       coedge      edge  !bWV@ "4IK&^@  # unknown  face  $ %  & 9^@I\D&<>qEdj@5<4@  loop  ' /^@e`Ae@ʻڈ>nnmj@Y|L5g@ʻڈ4@cone surface  BsV@xsܦe@4@"N! .?362?QJGs #`1+@ H,? ?4@  coedge  ( )    coedge  *  ) +   coedge   , - .   coedge        edge  /5R&^@ 0wAab@  1 unknown  edge  "SO`% /ZSO`!  2 tangent  coedge  - 3   4  edge  0 @ !\[$@  5 tangent  coedge  6  3 7  coedge   8 ( 9  loop   :  vertex  7 ; vertex   <intcurve curve   surfintcur nubs!q"@q"@;J&@q".@2@Yph6@*8#-_:@I#>@|@@(TFB@,D@RlF@#[VH@I(xaJ@8CL@'nKK&N@w"AP@ۍ^P@?WzQ@ۣdR@S;S@HEwT@U@bWV@W@X@QEpY@qgaZ@V_ S[@ fSX!D\@P65]@4IK&^@ἅb@#l{1g@l@ἅb@#l{1g@^їl@`Lqb@^f7d@x#j@ en@Ccd@ :zcj@ya#i?o@&!L1Vc@i@aj@ْo@TSc@KW j@a*w$p@sHfuc@nk@x3gp@ZJ[c@m67k@,p@›y,c@7 f}k@@_q@` `Rc@~c͙k@]q@R1Rb@5npk@Wv{q@>/b@>5l@9Kq@H>_b@':nl@]>sq@ub@n̗l@]>sq@ub@<_/l@Mq@ʂb@{m@_{q@b@)@cdm@d]q@Wb@pm#|m@9B}q@X$Fc@tܒLm@>p@i,c@Ien@gp@;Zc@B Gn@)$p@Sn5?Iuc@uhn@1o@2xc@bRؠn@3ٳ?o@YS6c@D-n@آ2n@ Gd@?sn@8 n@X3š7d@>n@ZS`Fm@?Ped@dP o@.Nl@d@\5+o@xk@\d@zlR&? coneBsV@xsܦe@l@"N! .?362?QJGs #`1+@ H,@? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  face  : =  > A^@TD4@༅b@da/Dl@  loop  ?  9^@I\D&<>qEdj@5<4@cone surface  VjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@  coedge  @ A 8 B   coedge  C   9  coedge   C  +  coedge  D  E F   edge  G4@ /l@ ) H unknown  coedge   I J K   coedge  L   . 4  edge  M  ȿ 0  ?  N unknown  vertex   O vertex   Pintcurve curve   surfintcur nubs!^Ø#>@P @@P>,B@,#OD@qpF@"vH@UC-aJ@5DL@kR&N@<P^P@9P@ #Q@YoR R@vˀUS@}DT@!gU@d6^V@pކW@FX@DpY@ aZ@x0S[@b_~(D\@L-=5]@5R&^@g_@a>`@$|`@oZS`@i\ma@^{a@`H__b@wAab@ g@adAe@@o@g@U.e@@o@X g@HVd@̑O&pj@d@~cj@n@{8j@5eH)d@"~ j@X_i@> wd@e`j@[wh@wlQd@88 Tj@*g@chd@eCj@c@ʞC[Xf@doj@c@$]}f@5M*\j@.b@2*f@\j@5 a@$$f@T 4j@⼞`@(g@'Ok@8`@O 2g@Ro7k@0_@ x`g@}k@._@ctg@56k@oeC_@+m;g@F}ok@X@_@gsEDg@|l@B^@\ g@WUDnl@A^@P˳g@bїl@A^@P˳g@l@A^@P˳g@|2).l@A^@\ g@/m@W@_@esEDg@iGddm@oeC_@+m;g@Um@._@ctg@~Vm@0_@ x`g@c@ʞC[Xf@_-n@n\d@$ f@SRo@y(e@ Be@MS+o@ϻf@3e@NS(? coneBsV@xsܦe@l@"N! .?362?QJGs #`1+@ H,@? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs straight curve  ! M@ ?ug@l@"N! .362̿  N)Q ~@M@ coedge   L  7 4  loop   Q straight curve  BsV@xsܦe@@o@"N! .?362? ~@M  N)Q@ coedge  R  S T  edge  !Rȿ UR?  V unknown  coedge   W ' B  edge  X4@ "l@  Y unknown  face  Z  [  point  p\Dj@COe@@o@ point  ἅb@#l{1g@l@ loop  \ $ A^@TD4@༅b@da/Dl@plane surface  ༅b@TD 62̿N! .N! .? 62̿  coedge  ] ^ _ ` %  coedge  E ' a b   coedge  ' E C c   edge  X4IK&^@ d\$Mb@ 8 e unknown tWb@3Oe@B~>nnmj@Y|L5g@~4@ coedge  ) ( A c  coedge  f * g h   coedge  A @ * F   edge  ic6^V@ G:R&^@ * j unknown /^@e`Ae@ʻڈ>&? g@lϳg@ʻڈ4@ vertex  + kstraight curve  A^@P˳g@?  coedge  , f l m   coedge  n o , K p  edge  M:^V@ qkR&^@ , r unknown 9^@7>Db`x/l@ g@5@o@ coedge  3 - o s 4  vertex  . tellipse curve  uw@TNR@@o@?@?  point  A^@P˳g@l@ point   g@adAe@@o@ face  u 4  v  coedge  _ 6 w x  coedge  o n 6 T p  edge  y̓FK&^@ Ug{Lb@ 6 z unknown }Wb@I\D/l@qEdj@:aoH6M}@o@ vertex  T {ellipse curve  uw@TNR@@o@@?  coedge  8 _ | }  vertex  9 ~straight curve  ἅb@#l{1g@?  face  Q p   9^@I\Db`x/l@qEdj@5@o@ cone surface  uw@TNR@?@? ?@  coedge  w l ] =  coedge  ? \ %  coedge  ? %  coedge  W R ? `  edge  ;!D(>@ ΃FK&N@ _ unknown }Wb@I\DH~h>qEdj@VaoH6~h4@ coedge  | g @ b  edge  d\[$ i a tangent  g@adAe@p\Dj@COe@ edge  GZSO`!@ XSO`%@ C tangent A^@P˳g@4@ἅb@#l{1g@4@ vertex  b intcurve curve   surfintcur nubs!I#>@oEV@@ܤEB@I󹈺D@ckiF@+wH@MYaJ@λ$DL@փFK&N@T9OLZP@ P@%(Q@FR@X2PS@#T@q U@bWV@W@X@QEpY@qgaZ@T_ S[@fSX!D\@P65]@4IK&^@A`_@" :`@~C|`@p{O`@,ma@fqwa@Ѿ_ _b@\$Mb@p\Dj@COe@jk@RD(e@F0ܼxk@\d@(l;?.Nl@d@p?[S`Fm@?Ped@MW5?8 n@\3š7d@gyF@آ2n@ Gd@X9p\@3ٳ?o@YS6c@w@:@1o@2xc@s@)$p@Sn5?Iuc@ ML1M@gp@=Zc@`^@>p@i,c@n#@9B}q@X$Fc@85;&@d]q@Wb@H%=(+@_{q@b@_Me˹-@Mq@ʂb@!Sr1@]>sq@ub@z2@]>sq@ub@A5@9Kq@G>_b@Ά(6@Wv{q@>/b@3V^#9@]q@R1Rb@R|l:@@_q@` `Rc@R1<@,p@Ûy,c@Cτ>@x3gp@ZJ[c@N$wE @@a*w$p@sHfuc@K6@@ْo@TSc@NփA@za#i?o@)!L1Vc@ӜXzA@en@Ccd@rB@-n@>^f7d@rB@*Fm@H\cxd@uTA3i~C@;bil@1_d@i-ϯC@Ck@Odd@UgfC@}Xjk@PH(e@D@U zj@ӹHwe@D@;Yi@de@^C@aSh@U 3e@]g8C@,xh@f@C+~C@yg@Zff@ɎB@aʇf@b{Ëf@PDB@ʙ(f@$5(f@W A@F e@ӊf@(K߃A@Ykd@'g@lGȌ@@O9d@jAg@2>& @@ʠc@ZC&ng@W>@PҜc@.oɂg@#N<@0(c@g@鱛}k:@)b@pߩg@I5"#9@`Lqb@;krg@DNݍ6@༅b@#l{1g@@KqA5@ἅb@#l{1g@4@ἅb@#l{1g@ 2@`Lqb@? coneBsV@xsܦe@4@"N! .?362?QJGs #`1+@ H,? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  coedge  I D   coedge  a D h  edge    ȿ i  ? D unknown  g@b#5Cuy@adAe@ vertex  F intcurve curve   surfintcur nubs!E5"@E5"@elh&@E5".@cܧ2@Ŵ6@#N/_:@NØ#>@,p>Θ@@~0IB@6"D@F@|8VH@<*aJ@qCL@R&N@wEP@FaP@eJ~Q@ïR@&K S@|T@;U@c6^V@pކW@FX@FpY@ aZ@|0S[@f_~(D\@P-=5]@:R&^@A^@P˳g@4@A^@P˳g@LqA5@A^@\ g@D}Qݍ6@W@_@esEDg@1H;"#9@oeC_@+m;g@k:@._@ctg@SN<@0_@ x`g@ >@8`@R 2g@B@& @@⼞`@)g@fÒɌ@@5 a@$$f@/߃A@.b@/*f@'A@c@뼮$]}f@2VkB@>c@ʞC[Xf@lB~B@n\d@# f@%FLI~C@y(e@ Be@2JNC@ϻf@3e@H:MeC@ꡓf@߽he@D@ wd@83!i~C@n@{8j@5eH)d@vB@w>pj@d@;rB@_-Wk@zQc@YzA@k@_+c@EփA@Z.c@'%m@QQ c@<2<@ڣ&um@(b@ }l:@ Ēm@jY@b@h(+@k}&m@i c@UR^7;&@lNl@}NQc@fqx#@l@l9|Lc@UNl@DHjV/)d@ԞF@&N_i@w٥vd@6?0Jh@d@Vc@ʞC[Xf@SA@c@켮$]}f@LJ)W@.b@/*f@\Þ@5 a@$$f@j@⼞`@+g@i@8`@Q 2g@@@0_@ x`g@#@._@ctg@.Xc#:&@oeC_@+m;g@j(+@W@_@esEDg@o-@A^@\ g@ﻂ"r1@A^@P˳g@l2@A^@P˳g@4@ɻڈ>? coneBsV@xsܦe@4@"N! .?362?QJGs #`1+@ H,? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs  point  A^@P˳g@4@ coedge  \ I m =  edge  4@ ql@ I unknown A^@da/D4@A^@da/Dl@ coedge  S J p  coedge  J S L s p  loop  J Z 9^@I\Db`x/l@qEdj@5@o@ vertex  intcurve curve   surfintcur nubs!l5"@l5"@flh&@l5".@cܧ2@Ŵ6@+N/_:@RØ#>@O @@F>,B@,#OD@qpF@vH@IC-aJ@|5DL@kR&N@EP@aP@_H~Q@7^R@b S@LW|T@åU@:^V@..܆W@vh߮X@RpY@aZ@ތS[@ <(D\@<=5]@kR&^@A^@da/Dl@A^@da/Dbїl@A^@3DWUDnl@W@_@{lCID{l@oeC_@(vDF}ok@._@qegC56k@0_@Z:JC}k@8`@6ȒBRo7k@⼞`@$(*B&Ok@5 a@VȓLAT 4j@.b@@\j@c@uz?1M*\j@>c@3wR>boj@n\d@f;u_`j@x(e@g_:HmTj@λf@-*7x8mfCj@ꡓf@|sF6@j@g@:<@^4@j@X g@ 3 3nCj@0Jh@0=l4)Tj@&N_i@,.l`j@8j@'@d)?S{j@`j@%4]'%Psj@GXk@ #Hyzj@}Xk@!Y'j@FHj*7x8NS(c@3wR>_-n@c@=uz?˲Zn@.b@@ n@5 a@VȓLAan@⼞`@$(*Bٰd2#hn@8`@(6ȒB Hn@0_@Z:JC;b!5#n@._@qegC{Vm@oeC_@)vDRm@W@_@{lCIDiGddm@A^@3D/m@A^@ta/D|2).l@A^@ta/Dl@<>? coneVjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs  edge  U3\[" M +(^?2 L tangent  g@Yf6@o@p\Dj@b#5@o@ point   g@b#5@o@ face    g@Yf6Du}@COe@ plane surface  kp@JNR@@o@??  coedge  \ R x =  edge  4@ yl@ w unknown ༅b@TD4@༅b@TDl@ vertex  T intcurve curve   surfintcur nubs!I#>@nEV@@٤EB@D󹈺D@ckiF@+wH@MYaJ@̻$DL@փFK&N@%AP@T^P@UzQ@Q+R@S@bBwT@aU@WV@W@Z߬X@ pY@8eaZ@k\] S[@6V!D\@̊N65]@̓FK&^@;l?`_@y:`@&|`@1_O`@uma@s֋pwa@(^ _b@g{Lb@p\Dj@Yf6@o@jk@d6(4@o@xk@L3zlR&sq@X@s<_/l@]>sq@X@sUoàЗl@Mq@ 2ig"y Cnl@_{q@cJkTl@f]q@+z T܃k@9B}q@ H#m]k@=p@.Y8=鶚}k@gp@2^A`B8k@)$p@nO)jbik@1o@5!'j@3ٳ?o@e#yj@آ2n@CL"D(9sj@8 n@Qᬙ*B]j@YS`Fm@߽Uv/k`j@/Nl@df0pTj@xk@L3Cj@jk@g6(4@j@U zj@~- EJ7@j@;Yi@{c8SF_hCj@aSh@;_;Tj@,xh@$z \< /_`j@yg@bX>ȀMj@aʇf@Ȑ$9?\j@ʙ(f@ogrA*\j@F e@-|+A-8j@Ykd@T8?dB?k@O9d@n^B^sp7k@ʠc@GԷЃC}k@PҜc@%%C+k@0(c@>ORDĉLpk@)b@(ᪧD/Kl@`Lqb@ٓBDl7VDnl@ἅb@ UD^їl@ἅb@ UDl@ἅb@ UDh).l@`Lqb@ړBDȩm@)b@(ᪧDдFddm@0(c@>ORD=vm@PҜc@%%CVm@ʠc@DԷЃCJ4#n@O9d@n^B Hn@Ykd@U8?dB2#hn@F e@-|+A n@ʙ(f@igrAFn@aʇf@$9?Qn@yg@bX>8#n@,xh@$z \<Jo@aSh@;_;N+o@;Yi@{c8(? coneVjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  point  p\Dj@Yf6@o@ coedge  a W }  edge  Rȿ dR? W unknown p\Dj@Yf6Du}@COe@ point  ἅb@#l{1g@4@cone surface  VjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@  edge  VO`# ݫ( \ tangent A^@TD4@༅b@da/D4@ coedge  ^ ] f %  coedge  g | ^  edge  *)(^?2@ 8\["@ tangent  g@Yf6p\Dj@b#5 vertex  }  vertex  x intcurve curve   surfintcur nubs!lm#@lm#@d`&@lm#.@2@k}F6@|c:@;!D(>@iZ@@1B@{SD@puF@5WtH@8eaJ@6V!DL@΃FK&N@y:P@1_OP@LόdQ@@yR@ FmaS@=ɹT@U@4V@NW@T~X@ DwjpY@MYaZ@WR[@ǻ$D\@ /5]@ЃFK&^@]>sq@X@s4@]>sq@X@sz2@Mq@2ig!Sr1@_{q@cJkaMe˹-@f]q@+z H%=(+@9B}q@ H85;&@=p@.Y8Гn#@gp@?^A`A^@)$p@xO)ML1M@1o@@!s@3ٳ?o@e#w@:@آ2n@L"D(8p\@8 n@,Qᬙ*GyF@YS`Fm@߽Uv/bMW5?/Nl@df0p?xk@L3(l;?jk@v6(4J<U zj@- EJ7qMM<;Yi@{c82B?aSh@;_;^?,xh@$z \</?yg@bX>"2`A@aʇf@$9?+W@ʙ(f@kgrA%@F e@-|+Aޠ@Ykd@V8?dBǽ@O9d@n^Bk@ʠc@FԷЃCP#@PҜc@%%Cb1:&@0(c@>ORD0(+@)b@)ᪧDk񲔻-@`Lqb@ۓBDhg"r1@ἅb@ UD 2@ἅb@ UD@KqA5@`Lqb@ړBDDNݍ6@)b@(ᪧDC5"#9@0(c@>ORD}k:@PҜc@%%C(N<@ʠc@FԷЃCW>@O9d@n^B2>& @@Ykd@T8?dBmGȌ@@F e@-|+A(K߃A@ʙ(f@grAK A@aʇf@$9?PDB@yg@bX>ɎB@,xh@$z \<C+~C@`Sh@;_;Zg8C@;Yi@{c8^C@U zj@~- EJ7D@jk@g6(4D@xk@L3IC@/Nl@df0m=ֈC@YS`Fm@߽Uv/C%P~C@8 n@"Qᬙ*nB@آ2n@yL"D(p1B@3ٳ?o@e#A@1o@>! HaA@)$p@xO)_vY@@gp@^A` )t@@=p@/Y8(H*>@9B}q@ He<@f]q@+z [mk:@_{q@PbJkZYM#9@Mq@I2ig36@]>sq@X@sZzA5@]>sq@X@s4@H~h>? coneVjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  loop  a u  g@Yf6Du}@COe@straight curve  BsV@xsܦe@"N! .362̿  N)Q ~@M@straight curve  ! M@ ?ug@4@"N! .?362? ~@M  N)Q@ point  p\Dj@COe@ edge  kR&N@ fYV@ f unknown 9^@7>D&<> g@5<4@ vertex  h ellipse curve  uw@TNR@?@?  point   g@adAe@ coedge  l w n =  vertex  m straight curve  A^@da/D?  edge  qݫ(@ yVO`#@ tangent A^@TDl@༅b@da/Dl@ point  A^@da/Dl@straight curve  VjX@Ħ3@o@N! .62? # NP '~M@plane surface  kp@JNR@?? straight curve  ༅b@TD?  point  ༅b@TDl@ellipse curve  uw@TNR@?@? straight curve  6dO@ɹC4@N! .62? # NP &~M@straight curve  VjX@Ħ3N! .?62̿ &~M # NP@ point  p\Dj@Yf6 point  ༅b@TD4@intcurve curve   surfintcur nubs!Cik#@Cik#@R&@Cik#.@*~2@Z(@M6@f7bc:@(>@@@&7 B@9ZD@K F@$RH@aJ@ <(DL@kR&N@d_>P@YSP@ZShQ@ M}R@NDPS@~S͹T@X VU@fYV@AkW@T|~X@$ލppY@OC-aZ@hR[@5D\@!?65]@kR&^@Ttm@I4@Ttm@Ib${A5@%m@s{6@LΒm@-#9@ 5um@NRWk:@k}&m@NJud<@lNl@nŒK9dzC>@l@ W5v@@FHj1B@8j@"@d)߰B@&N_i@(.iO~C@0Jh@0 O.[C@X g@ 33G>C@g@:<@^4C@ꡓf@|sF6D@λf@,*7x8J:MeC@x(e@g_:7JNC@n\d@f;*FLI~C@>c@3wR>vB~B@c@uz?>VkB@.b@@'A@5 a@VȓLA/߃A@⼞`@$(*BiÒɌ@@8`@6ȒBB@& @@0_@Z:JC >@._@qegCSN<@oeC_@(vDk:@W@_@{lCID0H;"#9@A^@3DD}Qݍ6@A^@ta/DLqA5@A^@ta/Dl2@A^@3D򻂮"r1@W@_@{lCIDo-@oeC_@(vDj(+@._@qegC:Xc#:&@0_@Z:JC#@8`@6ȒB@@⼞`@$(*Bi@5 a@VȓLAj@.b@@ \Þ@c@6uz? MJ)W@>c@3wR>A@m\d@f;r;w/?x(e@?g_: Hm?λf@J*7x8je5?ꡓf@|sF6si<g@K<@^4NWڼX g@ 3Sq;?0Jh@0(+@LΒm@z-:̹-@%m@sz(;r1@Ttm@I62@Ttm@I4@&<>? coneVjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs  point   g@b#5 point  A^@da/D4@straight curve  6dO@ɹCl@N! .?62̿ '~M # NP@ End-of-ACIS-data<<(???lWh@?ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face      /^@e`Ae@ʻڈ>nnmj@Y|L5g@ʻڈ4@  face      loop   /^@e`Ae@ʻڈ>nnmj@Y|L5g@ʻڈ4@cone surface  BsV@xsܦe@4@"N! .?362?QJGs #`1+@ H,? ?4@  face    loop    plane surface  A^@P˳g@362̿"N! .?"N! .362̿  coedge        face      9^@I\D&<>qEdj@5<4@  loop    cone surface  uw@TNR@?@? @  coedge        coedge       coedge       coedge       edge  4IK&^@ !\$Mb@  " unknown  face  # $  % A^@TD4@༅b@da/Dl@  loop  & 9^@I\D&<>qEdj@5<4@cone surface  VjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@  coedge  ' (  )  coedge  *  ( +   coedge   *  ,   edge  -ZSO`!@ SO`%@  . tangent  coedge     )   coedge  / 0   1  edge  !\[$ 2  3 tangent  coedge  4   ,   coedge   5 / 6   loop   #  vertex  , 7 vertex   8intcurve curve   surfintcur nubs!I#>@oEV@@ܤEB@I󹈺D@ckiF@+wH@MYaJ@λ$DL@փFK&N@T9OLZP@ P@%(Q@FR@X2PS@#T@q U@bWV@W@X@QEpY@qgaZ@T_ S[@fSX!D\@P65]@4IK&^@A`_@" :`@~C|`@p{O`@,ma@fqwa@Ѿ_ _b@\$Mb@p\Dj@COe@jk@RD(e@F0ܼxk@\d@(l;?.Nl@d@p?[S`Fm@?Ped@MW5?8 n@\3š7d@gyF@آ2n@ Gd@X9p\@3ٳ?o@YS6c@w@:@1o@2xc@s@)$p@Sn5?Iuc@ ML1M@gp@=Zc@`^@>p@i,c@n#@9B}q@X$Fc@85;&@d]q@Wb@H%=(+@_{q@b@_Me˹-@Mq@ʂb@!Sr1@]>sq@ub@z2@]>sq@ub@A5@9Kq@G>_b@Ά(6@Wv{q@>/b@3V^#9@]q@R1Rb@R|l:@@_q@` `Rc@R1<@,p@Ûy,c@Cτ>@x3gp@ZJ[c@N$wE @@a*w$p@sHfuc@K6@@ْo@TSc@NփA@za#i?o@)!L1Vc@ӜXzA@en@Ccd@rB@-n@>^f7d@rB@*Fm@H\cxd@uTA3i~C@;bil@1_d@i-ϯC@Ck@Odd@UgfC@}Xjk@PH(e@D@U zj@ӹHwe@D@;Yi@de@^C@aSh@U 3e@]g8C@,xh@f@C+~C@yg@Zff@ɎB@aʇf@b{Ëf@PDB@ʙ(f@$5(f@W A@F e@ӊf@(K߃A@Ykd@'g@lGȌ@@O9d@jAg@2>& @@ʠc@ZC&ng@W>@PҜc@.oɂg@#N<@0(c@g@鱛}k:@)b@pߩg@I5"#9@`Lqb@;krg@DNݍ6@༅b@#l{1g@@KqA5@ἅb@#l{1g@4@ἅb@#l{1g@ 2@`Lqb@? coneBsV@xsܦe@4@"N! .?362?QJGs #`1+@ H,? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  face  9   :  loop  ;  A^@TD4@༅b@da/Dl@plane surface  ༅b@TD 62̿N! .N! .? 62̿  coedge  < = 5 >   coedge  ?  0 @  coedge   A  +  edge  2c6^V@ -:R&^@  B unknown  coedge    C D   edge  -4@ E@o@  F unknown  edge  4@ G@o@  H unknown  vertex  + Istraight curve  ! M@ ?ug@4@"N! .?362? ~@M  N)Q@ coedge  J   6 1  coedge   J ' @ 1  loop   K  vertex  ) Lstraight curve  BsV@xsܦe@"N! .362̿  N)Q ~@M@ coedge  M  N O   coedge   P & >   edge  QRȿ !R?  R unknown  point  ἅb@#l{1g@4@ point  p\Dj@COe@ face  S T  U 9^@I\Db`x/l@qEdj@5@o@ cone surface  uw@TNR@?@? ?@  coedge  V W < X $  coedge  Y & ; X   coedge  & Y J Z   edge  Q;!D(>@ [΃FK&N@ 5 \ unknown }Wb@I\DH~h>qEdj@VaoH6~h4@ coedge  ] ' Y ^  edge  _  ȿ 2  ? ' ` unknown  coedge  ( a b c intcurve curve   surfintcur nubs!E5"@E5"@elh&@E5".@cܧ2@Ŵ6@#N/_:@NØ#>@,p>Θ@@~0IB@6"D@F@|8VH@<*aJ@qCL@R&N@wEP@FaP@eJ~Q@ïR@&K S@|T@;U@c6^V@pކW@FX@FpY@ aZ@|0S[@f_~(D\@P-=5]@:R&^@A^@P˳g@4@A^@P˳g@LqA5@A^@\ g@D}Qݍ6@W@_@esEDg@1H;"#9@oeC_@+m;g@k:@._@ctg@SN<@0_@ x`g@ >@8`@R 2g@B@& @@⼞`@)g@fÒɌ@@5 a@$$f@/߃A@.b@/*f@'A@c@뼮$]}f@2VkB@>c@ʞC[Xf@lB~B@n\d@# f@%FLI~C@y(e@ Be@2JNC@ϻf@3e@H:MeC@ꡓf@߽he@D@ wd@83!i~C@n@{8j@5eH)d@vB@w>pj@d@;rB@_-Wk@zQc@YzA@k@_+c@EփA@Z.c@'%m@QQ c@<2<@ڣ&um@(b@ }l:@ Ēm@jY@b@h(+@k}&m@i c@UR^7;&@lNl@}NQc@fqx#@l@l9|Lc@UNl@DHjV/)d@ԞF@&N_i@w٥vd@6?0Jh@d@Vc@ʞC[Xf@SA@c@켮$]}f@LJ)W@.b@/*f@\Þ@5 a@$$f@j@⼞`@+g@i@8`@Q 2g@@@0_@ x`g@#@._@ctg@.Xc#:&@oeC_@+m;g@j(+@W@_@esEDg@o-@A^@\ g@ﻂ"r1@A^@P˳g@l2@A^@P˳g@4@ɻڈ>? coneBsV@xsܦe@4@"N! .?362?QJGs #`1+@ H,? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs  coedge  b N * D d  edge  E362 Gd@ * e unknown A^@P˳g@@o@ἅb@#l{1g@@o@ vertex  + fstraight curve  A^@P˳g@?  vertex  , gstraight curve  ἅb@#l{1g@?  point  A^@P˳g@4@ coedge  0 / = Z 1  face  1  h  point   g@adAe@ coedge  P 4 i j   coedge  C k 4 O d  edge  Gr? Ϳ lR? 4 m unknown ἅb@Yf6@o@Du}@#l{1g@@o@ coedge  5 M V n   vertex  6 oellipse curve  uw@TNR@?@?  face  K d  p A^@Yf6@o@Du}@#l{1g@@o@  loop  q 9 9^@I\Db`x/l@qEdj@5@o@cone surface  VjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@  coedge  r ; P n $  coedge  ; r ] s $  edge  [VO`# tݫ( ; u tangent A^@TD4@༅b@da/D4@ coedge  = < ? ^   edge  _*)(^?2@ Q8\["@ J v tangent  g@Yf6p\Dj@b#5 vertex  n wintcurve curve   surfintcur nubs!lm#@lm#@d`&@lm#.@2@k}F6@|c:@;!D(>@iZ@@1B@{SD@puF@5WtH@8eaJ@6V!DL@΃FK&N@y:P@1_OP@LόdQ@@yR@ FmaS@=ɹT@U@4V@NW@T~X@ DwjpY@MYaZ@WR[@ǻ$D\@ /5]@ЃFK&^@]>sq@X@s4@]>sq@X@sz2@Mq@2ig!Sr1@_{q@cJkaMe˹-@f]q@+z H%=(+@9B}q@ H85;&@=p@.Y8Гn#@gp@?^A`A^@)$p@xO)ML1M@1o@@!s@3ٳ?o@e#w@:@آ2n@L"D(8p\@8 n@,Qᬙ*GyF@YS`Fm@߽Uv/bMW5?/Nl@df0p?xk@L3(l;?jk@v6(4J<U zj@- EJ7qMM<;Yi@{c82B?aSh@;_;^?,xh@$z \</?yg@bX>"2`A@aʇf@$9?+W@ʙ(f@kgrA%@F e@-|+Aޠ@Ykd@V8?dBǽ@O9d@n^Bk@ʠc@FԷЃCP#@PҜc@%%Cb1:&@0(c@>ORD0(+@)b@)ᪧDk񲔻-@`Lqb@ۓBDhg"r1@ἅb@ UD 2@ἅb@ UD@KqA5@`Lqb@ړBDDNݍ6@)b@(ᪧDC5"#9@0(c@>ORD}k:@PҜc@%%C(N<@ʠc@FԷЃCW>@O9d@n^B2>& @@Ykd@T8?dBmGȌ@@F e@-|+A(K߃A@ʙ(f@grAK A@aʇf@$9?PDB@yg@bX>ɎB@,xh@$z \<C+~C@`Sh@;_;Zg8C@;Yi@{c8^C@U zj@~- EJ7D@jk@g6(4D@xk@L3IC@/Nl@df0m=ֈC@YS`Fm@߽Uv/C%P~C@8 n@"Qᬙ*nB@آ2n@yL"D(p1B@3ٳ?o@e#A@1o@>! HaA@)$p@xO)_vY@@gp@^A` )t@@=p@/Y8(H*>@9B}q@ He<@f]q@+z [mk:@_{q@PbJkZYM#9@Mq@I2ig36@]>sq@X@sZzA5@]>sq@X@s4@H~h>? coneVjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  coedge  a ? W s  edge  tkR&N@ _fYV@ ? x unknown 9^@7>D&<> g@5<4@ vertex  @ yellipse curve  uw@TNR@?@?  coedge  A ] q z  coedge  k C A c d  edge  {  ȿ Ej? ? A | unknown A^@b#5@o@Cuy@P˳g@@o@ loop  k S A^@Yf6@o@Du}@#l{1g@@o@straight curve  A^@P˳g@@o@"N! .?362?  point  A^@P˳g@@o@ point  ἅb@#l{1g@@o@plane surface  kp@JNR@??  coedge  } ~ M j T  edge  ̓FK&^@ lg{Lb@ M unknown }Wb@I\D/l@qEdj@:aoH6M}@o@ coedge  N b } d  vertex  j ellipse curve  uw@TNR@@o@@?  edge  [4@ l@ V unknown ༅b@TD4@༅b@TDl@ point  p\Dj@Yf6plane surface  kp@JNR@@o@??  coedge  ~ } a z T  coedge  W V ~ $  edge  t4@ l@ ] unknown A^@da/D4@A^@da/Dl@ vertex  s straight curve  6dO@ɹC4@N! .62? # NP &~M@straight curve  VjX@Ħ3N! .?62̿ &~M # NP@ point  ༅b@TD4@intcurve curve   surfintcur nubs!Cik#@Cik#@R&@Cik#.@*~2@Z(@M6@f7bc:@(>@@@&7 B@9ZD@K F@$RH@aJ@ <(DL@kR&N@d_>P@YSP@ZShQ@ M}R@NDPS@~S͹T@X VU@fYV@AkW@T|~X@$ލppY@OC-aZ@hR[@5D\@!?65]@kR&^@Ttm@I4@Ttm@Ib${A5@%m@s{6@LΒm@-#9@ 5um@NRWk:@k}&m@NJud<@lNl@nŒK9dzC>@l@ W5v@@FHj1B@8j@"@d)߰B@&N_i@(.iO~C@0Jh@0 O.[C@X g@ 33G>C@g@:<@^4C@ꡓf@|sF6D@λf@,*7x8J:MeC@x(e@g_:7JNC@n\d@f;*FLI~C@>c@3wR>vB~B@c@uz?>VkB@.b@@'A@5 a@VȓLA/߃A@⼞`@$(*BiÒɌ@@8`@6ȒBB@& @@0_@Z:JC >@._@qegCSN<@oeC_@(vDk:@W@_@{lCID0H;"#9@A^@3DD}Qݍ6@A^@ta/DLqA5@A^@ta/Dl2@A^@3D򻂮"r1@W@_@{lCIDo-@oeC_@(vDj(+@._@qegC:Xc#:&@0_@Z:JC#@8`@6ȒB@@⼞`@$(*Bi@5 a@VȓLAj@.b@@ \Þ@c@6uz? MJ)W@>c@3wR>A@m\d@f;r;w/?x(e@?g_: Hm?λf@J*7x8je5?ꡓf@|sF6si<g@K<@^4NWڼX g@ 3Sq;?0Jh@0(+@LΒm@z-:̹-@%m@sz(;r1@Ttm@I62@Ttm@I4@&<>? coneVjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs  point   g@b#5 edge  {:^V@ kR&^@ a unknown 9^@7>Db`x/l@ g@5@o@ vertex  c ellipse curve  uw@TNR@@o@?@?  coedge  q i k T  coedge  i q r T  vertex  j intcurve curve   surfintcur nubs!I#>@nEV@@٤EB@D󹈺D@ckiF@+wH@MYaJ@̻$DL@փFK&N@%AP@T^P@UzQ@Q+R@S@bBwT@aU@WV@W@Z߬X@ pY@8eaZ@k\] S[@6V!D\@̊N65]@̓FK&^@;l?`_@y:`@&|`@1_O`@uma@s֋pwa@(^ _b@g{Lb@p\Dj@Yf6@o@jk@d6(4@o@xk@L3zlR&sq@X@s<_/l@]>sq@X@sUoàЗl@Mq@ 2ig"y Cnl@_{q@cJkTl@f]q@+z T܃k@9B}q@ H#m]k@=p@.Y8=鶚}k@gp@2^A`B8k@)$p@nO)jbik@1o@5!'j@3ٳ?o@e#yj@آ2n@CL"D(9sj@8 n@Qᬙ*B]j@YS`Fm@߽Uv/k`j@/Nl@df0pTj@xk@L3Cj@jk@g6(4@j@U zj@~- EJ7@j@;Yi@{c8SF_hCj@aSh@;_;Tj@,xh@$z \< /_`j@yg@bX>ȀMj@aʇf@Ȑ$9?\j@ʙ(f@ogrA*\j@F e@-|+A-8j@Ykd@T8?dB?k@O9d@n^B^sp7k@ʠc@GԷЃC}k@PҜc@%%C+k@0(c@>ORDĉLpk@)b@(ᪧD/Kl@`Lqb@ٓBDl7VDnl@ἅb@ UD^їl@ἅb@ UDl@ἅb@ UDh).l@`Lqb@ړBDȩm@)b@(ᪧDдFddm@0(c@>ORD=vm@PҜc@%%CVm@ʠc@DԷЃCJ4#n@O9d@n^B Hn@Ykd@U8?dB2#hn@F e@-|+A n@ʙ(f@igrAFn@aʇf@$9?Qn@yg@bX>8#n@,xh@$z \<Jo@aSh@;_;N+o@;Yi@{c8(? coneVjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  edge  l3\[" { +(^?2 k tangent  g@Yf6@o@p\Dj@b#5@o@ point  p\Dj@Yf6@o@straight curve  ༅b@TD?  edge  ݫ(@ VO`#@ r tangent A^@TDl@༅b@da/Dl@ vertex  straight curve  A^@da/D?  point  A^@da/D4@intcurve curve   surfintcur nubs!l5"@l5"@flh&@l5".@cܧ2@Ŵ6@+N/_:@RØ#>@O @@F>,B@,#OD@qpF@vH@IC-aJ@|5DL@kR&N@EP@aP@_H~Q@7^R@b S@LW|T@åU@:^V@..܆W@vh߮X@RpY@aZ@ތS[@ <(D\@<=5]@kR&^@A^@da/Dl@A^@da/Dbїl@A^@3DWUDnl@W@_@{lCID{l@oeC_@(vDF}ok@._@qegC56k@0_@Z:JC}k@8`@6ȒBRo7k@⼞`@$(*B&Ok@5 a@VȓLAT 4j@.b@@\j@c@uz?1M*\j@>c@3wR>boj@n\d@f;u_`j@x(e@g_:HmTj@λf@-*7x8mfCj@ꡓf@|sF6@j@g@:<@^4@j@X g@ 3 3nCj@0Jh@0=l4)Tj@&N_i@,.l`j@8j@'@d)?S{j@`j@%4]'%Psj@GXk@ #Hyzj@}Xk@!Y'j@FHj*7x8NS(c@3wR>_-n@c@=uz?˲Zn@.b@@ n@5 a@VȓLAan@⼞`@$(*Bٰd2#hn@8`@(6ȒB Hn@0_@Z:JC;b!5#n@._@qegC{Vm@oeC_@)vDRm@W@_@{lCIDiGddm@A^@3D/m@A^@ta/D|2).l@A^@ta/Dl@<>? coneVjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs  point   g@b#5@o@ point  ༅b@TDl@straight curve  VjX@Ħ3@o@N! .62? # NP '~M@straight curve  6dO@ɹCl@N! .?62̿ '~M # NP@ point  A^@da/Dl@ End-of-ACIS-data<<(???lWh@?ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face      9^@I\D&<>qEdj@5<4@  face      loop   9^@I\D&<>qEdj@5<4@cone surface  VjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@  face    loop    plane surface  ༅b@TD 62̿N! .N! .? 62̿  coedge        face      9^@I\Db`x/l@qEdj@5@o@  loop    cone surface  uw@TNR@?@? ?@  coedge        coedge       coedge       coedge      edge  ;!D(>@ ΃FK&N@  unknown  face  ! "  # A^@Yf6@o@Du}@#l{1g@@o@  loop  $ 9^@I\Db`x/l@qEdj@5@o@cone surface  VjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@  coedge  %   &   coedge   % ' (   edge  VO`# )ݫ(  * tangent  coedge    + ,   coedge  - .   /  edge  0*)(^?2@ 8\["@  1 tangent  coedge  2  . 3  coedge   4  &  vertex  3 5 vertex  & 6intcurve curve   surfintcur nubs!lm#@lm#@d`&@lm#.@2@k}F6@|c:@;!D(>@iZ@@1B@{SD@puF@5WtH@8eaJ@6V!DL@΃FK&N@y:P@1_OP@LόdQ@@yR@ FmaS@=ɹT@U@4V@NW@T~X@ DwjpY@MYaZ@WR[@ǻ$D\@ /5]@ЃFK&^@]>sq@X@s4@]>sq@X@sz2@Mq@2ig!Sr1@_{q@cJkaMe˹-@f]q@+z H%=(+@9B}q@ H85;&@=p@.Y8Гn#@gp@?^A`A^@)$p@xO)ML1M@1o@@!s@3ٳ?o@e#w@:@آ2n@L"D(8p\@8 n@,Qᬙ*GyF@YS`Fm@߽Uv/bMW5?/Nl@df0p?xk@L3(l;?jk@v6(4J<U zj@- EJ7qMM<;Yi@{c82B?aSh@;_;^?,xh@$z \</?yg@bX>"2`A@aʇf@$9?+W@ʙ(f@kgrA%@F e@-|+Aޠ@Ykd@V8?dBǽ@O9d@n^Bk@ʠc@FԷЃCP#@PҜc@%%Cb1:&@0(c@>ORD0(+@)b@)ᪧDk񲔻-@`Lqb@ۓBDhg"r1@ἅb@ UD 2@ἅb@ UD@KqA5@`Lqb@ړBDDNݍ6@)b@(ᪧDC5"#9@0(c@>ORD}k:@PҜc@%%C(N<@ʠc@FԷЃCW>@O9d@n^B2>& @@Ykd@T8?dBmGȌ@@F e@-|+A(K߃A@ʙ(f@grAK A@aʇf@$9?PDB@yg@bX>ɎB@,xh@$z \<C+~C@`Sh@;_;Zg8C@;Yi@{c8^C@U zj@~- EJ7D@jk@g6(4D@xk@L3IC@/Nl@df0m=ֈC@YS`Fm@߽Uv/C%P~C@8 n@"Qᬙ*nB@آ2n@yL"D(p1B@3ٳ?o@e#A@1o@>! HaA@)$p@xO)_vY@@gp@^A` )t@@=p@/Y8(H*>@9B}q@ He<@f]q@+z [mk:@_{q@PbJkZYM#9@Mq@I2ig36@]>sq@X@sZzA5@]>sq@X@s4@H~h>? coneVjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  face  7 8  9  loop  :  A^@Yf6@o@Du}@#l{1g@@o@plane surface  kp@JNR@@o@??  coedge  ; < = >   coedge    ; ?   edge  4@ @l@  A unknown  coedge  = +  ( 8  edge  )4@ Bl@ ' C unknown  vertex  ( Dstraight curve  6dO@ɹC4@N! .62? # NP &~M@ coedge  ' E  , 8  edge  )kR&N@ 0fYV@ + F unknown  coedge  G  E H /  coedge   G  3 /  loop   I  vertex  H Jstraight curve  VjX@Ħ3N! .?62̿ &~M # NP@ coedge  K  L M  edge  Rȿ Nr? ?  O unknown  coedge   K P Q  point  p\Dj@Yf6 point  ༅b@TD4@ face  I R  S A^@P˳g@ἅb@#l{1g@@o@  loop  + ! cone surface  uw@TNR@?@? @  coedge  T U < V "  coedge  P $ % ?   coedge  $ P : V   coedge  W ' $ > 8  edge  X:^V@ BkR&^@ = Y unknown 9^@7>Db`x/l@ g@5@o@ edge  Bݫ(@ @VO`#@ % Z tangent A^@TDl@༅b@da/Dl@ vertex  Q [straight curve  ༅b@TD?  vertex  ? \straight curve  A^@da/D?  point  A^@da/D4@ coedge  + ] - H 8 intcurve curve   surfintcur nubs!Cik#@Cik#@R&@Cik#.@*~2@Z(@M6@f7bc:@(>@@@&7 B@9ZD@K F@$RH@aJ@ <(DL@kR&N@d_>P@YSP@ZShQ@ M}R@NDPS@~S͹T@X VU@fYV@AkW@T|~X@$ލppY@OC-aZ@hR[@5D\@!?65]@kR&^@Ttm@I4@Ttm@Ib${A5@%m@s{6@LΒm@-#9@ 5um@NRWk:@k}&m@NJud<@lNl@nŒK9dzC>@l@ W5v@@FHj1B@8j@"@d)߰B@&N_i@(.iO~C@0Jh@0 O.[C@X g@ 33G>C@g@:<@^4C@ꡓf@|sF6D@λf@,*7x8J:MeC@x(e@g_:7JNC@n\d@f;*FLI~C@>c@3wR>vB~B@c@uz?>VkB@.b@@'A@5 a@VȓLA/߃A@⼞`@$(*BiÒɌ@@8`@6ȒBB@& @@0_@Z:JC >@._@qegCSN<@oeC_@(vDk:@W@_@{lCID0H;"#9@A^@3DD}Qݍ6@A^@ta/DLqA5@A^@ta/Dl2@A^@3D򻂮"r1@W@_@{lCIDo-@oeC_@(vDj(+@._@qegC:Xc#:&@0_@Z:JC#@8`@6ȒB@@⼞`@$(*Bi@5 a@VȓLAj@.b@@ \Þ@c@6uz? MJ)W@>c@3wR>A@m\d@f;r;w/?x(e@?g_: Hm?λf@J*7x8je5?ꡓf@|sF6si<g@K<@^4NWڼX g@ 3Sq;?0Jh@0(+@LΒm@z-:̹-@%m@sz(;r1@Ttm@I62@Ttm@I4@&<>? coneVjX@Ħ34@N! .? 62̿RJGs ܓ`1+ H,? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs  coedge  . - ^ _ /  edge  0  ȿ `j? ? E a unknown  face  /  b  point   g@b#5 coedge  4 2 T c  coedge  ^ d 2 M R  edge  N e@o@ 2 f unknown ἅb@#l{1g@ἅb@#l{1g@@o@ vertex  3 gellipse curve  uw@TNR@?@?  coedge  < ; 4 Q   edge  @̓FK&^@ hg{Lb@ 4 i unknown }Wb@I\D/l@qEdj@:aoH6M}@o@ loop  d 7 A^@P˳g@ἅb@#l{1g@@o@plane surface  A^@P˳g@362̿"N! .?"N! .362̿  coedge  j : K c "  coedge  : j W k "  edge  h3\[" X +(^?2 : l tangent  g@Yf6@o@p\Dj@b#5@o@ coedge  ] = U k 8  vertex  k mintcurve curve   surfintcur nubs!l5"@l5"@flh&@l5".@cܧ2@Ŵ6@+N/_:@RØ#>@O @@F>,B@,#OD@qpF@vH@IC-aJ@|5DL@kR&N@EP@aP@_H~Q@7^R@b S@LW|T@åU@:^V@..܆W@vh߮X@RpY@aZ@ތS[@ <(D\@<=5]@kR&^@A^@da/Dl@A^@da/Dbїl@A^@3DWUDnl@W@_@{lCID{l@oeC_@(vDF}ok@._@qegC56k@0_@Z:JC}k@8`@6ȒBRo7k@⼞`@$(*B&Ok@5 a@VȓLAT 4j@.b@@\j@c@uz?1M*\j@>c@3wR>boj@n\d@f;u_`j@x(e@g_:HmTj@λf@-*7x8mfCj@ꡓf@|sF6@j@g@:<@^4@j@X g@ 3 3nCj@0Jh@0=l4)Tj@&N_i@,.l`j@8j@'@d)?S{j@`j@%4]'%Psj@GXk@ #Hyzj@}Xk@!Y'j@FHj*7x8NS(c@3wR>_-n@c@=uz?˲Zn@.b@@ n@5 a@VȓLAan@⼞`@$(*Bٰd2#hn@8`@(6ȒB Hn@0_@Z:JC;b!5#n@._@qegC{Vm@oeC_@)vDRm@W@_@{lCIDiGddm@A^@3D/m@A^@ta/D|2).l@A^@ta/Dl@<>? coneVjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs straight curve  6dO@ɹCl@N! .?62̿ '~M # NP@ point  ༅b@TDl@ point  A^@da/Dl@ coedge  E W n o 8  coedge  n L G _ R  edge  `362 Nd@ ^ p unknown A^@P˳g@ἅb@#l{1g@ vertex  _ qellipse curve  uw@TNR@?@? plane surface  kp@JNR@??  edge  er? Ϳ hR? K r unknown ἅb@Yf6@o@Du}@#l{1g@@o@ coedge  L n j s R  vertex  M tstraight curve  ἅb@#l{1g@?  point  ἅb@#l{1g@ vertex  Q uintcurve curve   surfintcur nubs!I#>@nEV@@٤EB@D󹈺D@ckiF@+wH@MYaJ@̻$DL@փFK&N@%AP@T^P@UzQ@Q+R@S@bBwT@aU@WV@W@Z߬X@ pY@8eaZ@k\] S[@6V!D\@̊N65]@̓FK&^@;l?`_@y:`@&|`@1_O`@uma@s֋pwa@(^ _b@g{Lb@p\Dj@Yf6@o@jk@d6(4@o@xk@L3zlR&sq@X@s<_/l@]>sq@X@sUoàЗl@Mq@ 2ig"y Cnl@_{q@cJkTl@f]q@+z T܃k@9B}q@ H#m]k@=p@.Y8=鶚}k@gp@2^A`B8k@)$p@nO)jbik@1o@5!'j@3ٳ?o@e#yj@آ2n@CL"D(9sj@8 n@Qᬙ*B]j@YS`Fm@߽Uv/k`j@/Nl@df0pTj@xk@L3Cj@jk@g6(4@j@U zj@~- EJ7@j@;Yi@{c8SF_hCj@aSh@;_;Tj@,xh@$z \< /_`j@yg@bX>ȀMj@aʇf@Ȑ$9?\j@ʙ(f@ogrA*\j@F e@-|+A-8j@Ykd@T8?dB?k@O9d@n^B^sp7k@ʠc@GԷЃC}k@PҜc@%%C+k@0(c@>ORDĉLpk@)b@(ᪧD/Kl@`Lqb@ٓBDl7VDnl@ἅb@ UD^їl@ἅb@ UDl@ἅb@ UDh).l@`Lqb@ړBDȩm@)b@(ᪧDдFddm@0(c@>ORD=vm@PҜc@%%CVm@ʠc@DԷЃCJ4#n@O9d@n^B Hn@Ykd@U8?dB2#hn@F e@-|+A n@ʙ(f@igrAFn@aʇf@$9?Qn@yg@bX>8#n@,xh@$z \<Jo@aSh@;_;N+o@;Yi@{c8(? coneVjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  coedge  U T d s "  edge  X  ȿ vj? ? W w unknown A^@b#5@o@Cuy@P˳g@@o@straight curve  VjX@Ħ3@o@N! .62? # NP '~M@ point   g@b#5@o@ coedge  d ^ ] o R  edge  ` v@o@ n x unknown A^@P˳g@A^@P˳g@@o@straight curve  A^@P˳g@"N! .?362?  point  A^@P˳g@ellipse curve  uw@TNR@@o@@?  edge  v362 ed@ d y unknown A^@P˳g@@o@ἅb@#l{1g@@o@ point  ἅb@#l{1g@@o@ point  p\Dj@Yf6@o@ vertex  o zellipse curve  uw@TNR@@o@?@? straight curve  A^@P˳g@? straight curve  A^@P˳g@@o@"N! .?362?  point  A^@P˳g@@o@ End-of-ACIS-data<<(???lWh@? ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face      9^@I\Db`x/l@qEdj@5@o@  face      loop   9^@I\Db`x/l@qEdj@5@o@cone surface  VjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@  face    loop    plane surface  kp@JNR@@o@??  coedge        face       loop    cone surface  uw@TNR@?@? ?@  coedge        coedge       coedge       coedge       edge  :^V@ !kR&^@  " unknown  face  #   $  loop   plane surface  ༅b@TD 62̿N! .N! .? 62̿  coedge  % &  '  coedge  (  & )   coedge   (  *   edge  +3\["  +(^?2  , tangent  coedge     '   coedge  - .     edge  !ݫ(@ /VO`#@  0 tangent  coedge  1   *   coedge   2 - 3   loop     vertex  * 4 vertex   5intcurve curve   surfintcur nubs!l5"@l5"@flh&@l5".@cܧ2@Ŵ6@+N/_:@RØ#>@O @@F>,B@,#OD@qpF@vH@IC-aJ@|5DL@kR&N@EP@aP@_H~Q@7^R@b S@LW|T@åU@:^V@..܆W@vh߮X@RpY@aZ@ތS[@ <(D\@<=5]@kR&^@A^@da/Dl@A^@da/Dbїl@A^@3DWUDnl@W@_@{lCID{l@oeC_@(vDF}ok@._@qegC56k@0_@Z:JC}k@8`@6ȒBRo7k@⼞`@$(*B&Ok@5 a@VȓLAT 4j@.b@@\j@c@uz?1M*\j@>c@3wR>boj@n\d@f;u_`j@x(e@g_:HmTj@λf@-*7x8mfCj@ꡓf@|sF6@j@g@:<@^4@j@X g@ 3 3nCj@0Jh@0=l4)Tj@&N_i@,.l`j@8j@'@d)?S{j@`j@%4]'%Psj@GXk@ #Hyzj@}Xk@!Y'j@FHj*7x8NS(c@3wR>_-n@c@=uz?˲Zn@.b@@ n@5 a@VȓLAan@⼞`@$(*Bٰd2#hn@8`@(6ȒB Hn@0_@Z:JC;b!5#n@._@qegC{Vm@oeC_@)vDRm@W@_@{lCIDiGddm@A^@3D/m@A^@ta/D|2).l@A^@ta/Dl@<>? coneVjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@ coneuw@TNR@?@? @ nullbs nullbs  nullbs  face  6 7  8 A^@P˳g@ἅb@#l{1g@@o@ cone surface  uw@TNR@?@? @  coedge  9  . :  coedge   ;  )  edge  /̓FK&^@ +g{Lb@  < unknown  coedge    = >   edge  ?r? Ϳ +R? & @ unknown  edge    ȿ Aj? ?  B unknown  vertex  ' Cstraight curve  VjX@Ħ3@o@N! .62? # NP '~M@ coedge  D   3   coedge   D % :   vertex  ' Estraight curve  6dO@ɹCl@N! .?62̿ '~M # NP@ coedge  2  F G   coedge   1 H I   edge  J !l@  K unknown  point   g@b#5@o@ point  A^@da/Dl@ face  L  M A^@TDDu}@#l{1g@  loop  = # A^@P˳g@ἅb@#l{1g@@o@plane surface  A^@P˳g@362̿"N! .?"N! .362̿  coedge  ; % N O  edge  P /l@ . Q unknown  coedge  & 9 R S intcurve curve   surfintcur nubs!I#>@nEV@@٤EB@D󹈺D@ckiF@+wH@MYaJ@̻$DL@փFK&N@%AP@T^P@UzQ@Q+R@S@bBwT@aU@WV@W@Z߬X@ pY@8eaZ@k\] S[@6V!D\@̊N65]@̓FK&^@;l?`_@y:`@&|`@1_O`@uma@s֋pwa@(^ _b@g{Lb@p\Dj@Yf6@o@jk@d6(4@o@xk@L3zlR&sq@X@s<_/l@]>sq@X@sUoàЗl@Mq@ 2ig"y Cnl@_{q@cJkTl@f]q@+z T܃k@9B}q@ H#m]k@=p@.Y8=鶚}k@gp@2^A`B8k@)$p@nO)jbik@1o@5!'j@3ٳ?o@e#yj@آ2n@CL"D(9sj@8 n@Qᬙ*B]j@YS`Fm@߽Uv/k`j@/Nl@df0pTj@xk@L3Cj@jk@g6(4@j@U zj@~- EJ7@j@;Yi@{c8SF_hCj@aSh@;_;Tj@,xh@$z \< /_`j@yg@bX>ȀMj@aʇf@Ȑ$9?\j@ʙ(f@ogrA*\j@F e@-|+A-8j@Ykd@T8?dB?k@O9d@n^B^sp7k@ʠc@GԷЃC}k@PҜc@%%C+k@0(c@>ORDĉLpk@)b@(ᪧD/Kl@`Lqb@ٓBDl7VDnl@ἅb@ UD^їl@ἅb@ UDl@ἅb@ UDh).l@`Lqb@ړBDȩm@)b@(ᪧDдFddm@0(c@>ORD=vm@PҜc@%%CVm@ʠc@DԷЃCJ4#n@O9d@n^B Hn@Ykd@U8?dB2#hn@F e@-|+A n@ʙ(f@igrAFn@aʇf@$9?Qn@yg@bX>8#n@,xh@$z \<Jo@aSh@;_;N+o@;Yi@{c8(? coneVjX@Ħ3l@N! . 62?RJGs ܓ`1+ H,@? ?4@ coneuw@TNR@?@? ?@ nullbs nullbs  nullbs  coedge  R F ( > 7  edge  A362 ?d@ = T unknown A^@P˳g@@o@ἅb@#l{1g@@o@ vertex  S Uellipse curve  uw@TNR@@o@@?  vertex  G Vellipse curve  uw@TNR@@o@?@?  point  p\Dj@Yf6@o@ coedge  . - W X   point  ༅b@TDl@ coedge  = Y 1 G 7  edge  Z A@o@ F [ unknown A^@P˳g@A^@P˳g@@o@ coedge  \ W 2 I L  edge  J? Ϳ Zj? ? 2 ] unknown A^@la/DCuy@P˳g@ vertex  I ^straight curve  A^@da/D?  loop  \ 6 A^@TDDu}@#l{1g@plane surface  kp@JNR@??  coedge  W \ 9 O L  edge  P? Ϳ _r? ? 9 ` unknown ༅b@TDDu}@#l{1g@ vertex  X astraight curve  ༅b@TD?  coedge  Y = ; S 7  edge  _ ?@o@ ; b unknown ἅb@#l{1g@ἅb@#l{1g@@o@straight curve  A^@P˳g@@o@"N! .?362?  point  ἅb@#l{1g@@o@ point  A^@P˳g@@o@ coedge  H N D X L  edge  Jz1 ` P? D c unknown A^@TD༅b@^a/D coedge  F R \ d 7  vertex  d estraight curve  A^@P˳g@?  coedge  N H Y d L ellipse curve  uw@TNR@?@?  point  A^@da/D vertex  O fellipse curve  uw@TNR@?@?  point  ༅b@TDstraight curve  ἅb@#l{1g@? straight curve  A^@la/DN! .?62̿  edge  Z362 _d@ Y g unknown A^@P˳g@ἅb@#l{1g@ point  A^@P˳g@ point  ἅb@#l{1g@straight curve  A^@P˳g@"N! .?362?  End-of-ACIS-data< (???lWh@? ACIS BinaryFileMegaCAD 2006-SR1 unfold-SF ACIS 15.0.7 NTFri Sep 08 07:56:47 2006?ư>|= body    lump    shell     face      ༅b@TDDu}@#l{1g@@o@ J%e?? 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Q@?  point   Q@I point   Q@ End-of-ACIS-dataI?R Q@(B)ֿ w@pujih@?lkj>=<gfeCBA@hbFEDCedc_IHGFba`K]\[ZNML]KJI_^YXWQPONZSUTSRVUTUSRQWVQPOYXWVR[MLKJ^]\M[ZYONIH`_^JFEcba`HGAgfedcEDCBi?>=<lkj?ihgA@;:nml<87qpon:95srq76u3210xwv3uts54/.-{zyx0*~}|{-,+('&%(~*)$#"%  "!  |{z~}PN|POKNMLIHGFIKJyxw~zutsruwvqprnmpojihmlkjgfedha`_dcba^]\_ZYXWZ\[VUTWRQPORTSMLONIHGLKJIGFEDCBE@?>=@BA<;=987;:4765210/243.-/+*-,'&%*)('$#"%"!               #"! &%$#(+*)('&.-,+03210/.5438765<;:98>A@?>=<DCBAFED$#"&%RQ$UTSRWZYXWVU! )('&"+.-,+*)0/.32106873654  <;:98? 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Y X W A = < \ [ Z Y ? > _ 9 8 7 a ` \ < ; : 9 _ ^ ] 6 5 4 d c b a 7 f 2 1 0 / i h g 2 f e d 4 3 . - , l k j i / n * ) ( ' q p o * n m l , + & % s r q ' # " v u t s % $ y    { z v " !  y x w    ~ } | {  M  ~   K L }{     M K      @ > = C B t < ; : F E D C = H 8 7 6 5 K J I 8 H G F : 9 4 3 M L K 5 1 0 P O N M 3 2 S - , + U T P 0 / . - S R Q * ) ( X W V U + Z & % $ # ] \ [ & Z Y X ( ' " ! ` _ ^ ] # b     e d c  b a `    g f e    j i h g   m    o n j     m l k    r q p o  A s r  ? @ t u v  ~ } | { } y x { z x w v u     D                             # % $ # " ! ( ' & % * - , + * ) ( 0 / . - 2 5 4 3 2 1 0 7 6 5 : 9 8 7 = ? > : = < ; B A @ ?  C B   D E F E x w | { F v u t  ~ } | w r q p o r  t s n m o k j m l g f e j i h g d c b e ` _ ^ ] ` b a \ [ Z ] X W V U X Z Y T S U Q P S R M L K P O N M J I H K z H G y A ? z y   :;<=>?@ABCDEFGHIJKLMNOPP j k i h P}~j i "#$%&'()*+,-./0123456789:  !"#$%&'()*+,-./01234567     !"      89:;<=>~} n m 7E                      >?@ABCD efghijklmnopqrstuvwxyz XYZ[\]^_`abcde EFGHIJKLMNOPQRSTUVW|}~ z{l k m l %&'()*+,-./0123456789:23456789:;<=>?@ABCDEFGHuvwxyz{|}~  ' & Rrstuvwxyz{|}~:;<=>?@ABCDEFGHIJKLMNOPQg]^_`abcdefghijklmnopqrRSTUVWXYZ[\]^_`abcdef=6789:;<JKLMNOPQRSTUVWXYZ[\]ghijklmnopqrstuvwxyz{|}~=>?@ABCDEFGHI# "   6 N O P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v w x y z { | } ~  M        $ # % $ & %  !"#$%&'()*+,-./012 !"#$%&'()*+,-./          0123456/       o n p o ! p " ! D               ! 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Q@  loop  ( ο.G2s7nB!-L@rn!|7]Gh@ coedge    ) *   coedge    + ,   coedge      -  edge  . .R%4y@  / unknown d Qtq]@,gi@ی?|Ȣn@T{{Cu@ coedge      0  edge  1 1r2y@  2 unknown Ϳ.G27]@'Sz@rn!|s7n@!=q@ loop  -  3 e Qtq]@P^ Sz@ٌ?|Ȣn@ =q@ vertex   4intcurve curve   surfintcur nubsAQI @QI )@X=e`3@QI 9@)%@@X=e`C@Ǡ HF@QI I@f1-M@%P@N"Q@l`S@pT@WPAV@> 8X@Q%4Y@ _s[@]@vډ^@B%`@(+Զn`@oa@(Αb@ܒ}`c@ju+./d@WLvd@:e@ ?f@8Uig@2⇟8h@Oi@N%4i@܉t~j@kl`sk@NBl@1a]m@qm@!n@4M<|o@]NC%p@p@App@[q@M5 q@ x*r@(nБr@J(r@z='`s@ns@a//t@Tqt@H-t@;|u7eu@.Qu@"ap.3v@ ?v@\0w@8Uiw@p`zGw@2⇟8x@ySx@Oy@6ny@O%4y@i?|K1*n@5כ~@i?|K1*n@J~@:mv^@|6n@WR~@xFC|Fn@)'@F|RAϧn@*u^K@NL|8n@Z%.@8DKQ|W\n@_eC&~@[m[||?Wvn@VE@Ti`|(t|`n@Q0@)3n|..n@m0@Ku|#A n@C%A@9#|am@UI;a@]C~|sݳm@Jp@{+|6%Pkm@ =@Y%#|0Em@} @*qc|!l@=T@1 |?|l@mCŀ@w||+sl@iwh݀@Ѡq-|lcDl@1eZ@}} Mk@@2Z}}Ek@ܯA @gWt)}4`VjAk@SM@=o=6}w2k@Ժ(@Q}j@S9@+^}0rWj@hn*A@^z}cri@n'O@I#ԇ}[k!œi@>#TZNU@́W}Tci@9x_@"4}JEh@!Or4d@// }SZXh@!&k@(|}Edh@$Bm@@})zg@2Ƙ'q@ ~[~Pd(9Rg@laq@N4 ~ef@laq@8f%~>f@2Ƙ'q@&=~W f@$Bm@V;LI~}e@!&k@Ha~i6P]Ce@!Or4d@6H5m~q0e@9x_@餝~qh|d@?#TZNU@螎~:d@n'O@2~xޛqc@hn*A@0DX~a( ?]{c@S9@c~q'oc@Ժ(@-B^ ~*b@SM@yP~,V!Rb@ܯA @]:s~afzEb@@F~@a@2eZ@Mx~ |a@iwh݀@ؖrTo!a@mCŀ@* :=`@=T@օ܊l`@} @M +r`@ =@fvʾ(S9$`@Jp@^:u-v_@UI;a@66v@.gy_@C%A@Xw9<_@m0@rE@~^@R0@Zz@螎~:d@`z@餝~qh|d@kz@6H5m~p0e@xz@Ha~j6P]Ce@'PFoz@V;LI~}e@7|nNcaz@&=~W f@"[ ?\z@8f%~>f@&TByUz@N4 ~ef@5Sz@ ~[~Pd(9Rg@5Sz@@})zg@&TByUz@(|}Edh@"[ ?\z@// }SZXh@7|nNcaz@"4}JEh@'PFoz@́W}Tci@xz@K#ԇ}[k!œi@kz@^z}`ri@`z@+^}.rWj@>Zz@Q}j@y z@=o=6}w2k@E z@gWt)}6`VjAk@ pGz@2Z}}Ek@RN"{@} Mk@ 7{@Ӡq-|fcDl@讽d{@w||+sl@w|{@1 |?|l@ ט({@*qc|!l@D S{@[%#|0Em@I.{@{+|5%Pkm@O -J|@]C~|rݳm@ZTV|@9#|am@7u|@Ku|!A n@*#d|@)3n|..n@r|@Ti`|)t|`n@Qi}@[m[|z?Wvn@[Ӹi<}@9DKQ|W\n@ MBk1}@NL|8n@Ѐ}@F|RAϧn@?ԬQ}@xFC|Fn@r[~@:mv^@|6n@\V~@i?|K1*n@rey~@i?|K1*n@5כ~@\W&? cone̋T{^mpkxe@5כ~@ ?)ֿvJ<^ "W8 OjMoռ? ? Q@ cone?@? ?@ nullbs nullbs  nullbs  face  5 6  7 .*ѕ3W@OUe?U@C?=58j\@s@Z@  loop  8 9  b QȢnP^ |@ٌ?|tq] =@cone surface  ̋T{empkxela띀@ )ֿ3R^ "W8 O@t.*S<? ? 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Q@ cone?@? ?@ nullbs nullbs  nullbs  loop  B  F Ϳ.G27]@'Sz@rn!|s7n@!=q@ vertex   Gintcurve curve   surfintcur nubsAQal@Qal)@|ѓ`3@Qal9@%@@|ѓ`C@'WF@QalI@qkM@AF5%P@5ɿ.Q@dQ94`S@ٲT@a,3PV@饲8X@ r2Y@Nqs[@|1]@ 2^@l%`@y`@Q|*a@9Wڑb@`c@ [j;/d@?=d@r%e@Mf@ig@ U8h@?^`i@r2i@(¤j@2rsk@< O#Bl@F>m@PqSm@Z~&6n@d|o@7%p@B$p@NIa&|p@Z?F[q@f f,q@ro*r@~ڥܑr@34r@`s@us@YT%=/t@2Et@et@Eeu@ͤu@C3v@Mv@x?=Nw@iw@r!Ww@ U8x@x@?^`y@lȸny@r2y@0o!|t ѱn@5כ~@0o!|t ѱn@dy~@:I9"|7n@Ł\V~@:1a%|еn@3/~@z'|2񢇴n@=P}@c.|n@yd}@[(2|Hn@-0}@;J<|S} 8_n@d6r@i<}@P*B|̖!`^In@;}@j`P|>]n@r|@sgW|Dm@[''c|@jg|.@Jm@5G7u|@0L)mp|/T>Ȝm@5V|@D|&Tm@&I|@׼f|Lz.m@}9iAh@JO\caz@k} Śg@m?\z@Z}g|g@quDyUz@_2b{}M6I;g@4Sz@i=X,}Æf@5Sz@B}~]Ayf@quDyUz@.R~ &e@m?\z@3 ,~e@JO\caz@3hC~ qj,e@to@Foz@QO~1ud@iT xz@jqve~.qhred@3=z@"˶p~*o#d@2`z@2~`,ixc@LrZz@ )@:~*4bdc@R< z@hݛ~,b@kSz@pj~Wb@4Gz@IjSY~ ,;b@|;"{@(8y~Pb@&7{@^)~a@d{@nz~ƍNha@̌|{@EBT~ a@Gs({@-`$~[P`@8I;{@Ex~n`@2.n)]@Ł\V~@q2_,]@dy~@q2_,]@b J~@>2*n)]@0R~@5ZU1"B1v]@7'@" /^]@t^K@f/,Vp]@8,/@ij~*g"k^@p~@$o{%S2HF?p^@|QF@"~o^@O@W 6$ _@j80@lB4K_@E%A@kaJ_@'%}9iAh@K&k@}*}D0Th@z"f4d@HBs}qi@u_@({i}GW,΅i@?$FNU@B\}3p i@?n'O@9ߵ@}<@j@ll*A@3}̼|j@ v$R9@@L}]I'j@<Ξ(@%E! },l*k@{A@o|gJk@wf* @Ą|k@8o@DQ/|Áz]-l@vZ@4|] ,[l@rb݀@(|ܭ}ql@؎Cŀ@. ]|mNZl@@+T@ּf|Lz.m@: @D|&Tm@Jв@0L)mp|/T>Ȝm@;.p@jg|.@Jm@'%]n@l80@P*B|ʖ!`^In@O@:J<|T} 8_n@|QF@Z(2|Hn@r~@c.|n@8,/@{'|0񢇴n@t^K@:1a%|еn@7'@:I9"|7n@0R~@0o!|t ѱn@b J~@0o!|t ѱn@5כ~@ZW&? cone̋T{^mpkxe@5כ~@ ?)ֿvJ<^ "W8 OjMoռ? ? Q@ cone?@? @ nullbs nullbs  nullbs  face  H  I  point  i?|J1*n@5כ~@ face  J K  L |0\*ϗ\@@Z@+_&=c\@s@  loop  M # .*ѕ3W@OUe?U@C?=58j\@s@Z@cone surface  &~FM}W@@Z@"N! ./62?d83oQJGs @#`1+@ H,? ?4@  loop  N  ̿.G2s7n(|@rn!|ʋ7] =@ coedge  9 9 O P $  coedge  : : Q R &  coedge  ; ; ' < S  edge  T TQ%4y@ ; U unknown d QȢnR^ 3q@ڌ?| tq]T{{y@ coedge  = = ( > V  edge  W Wr2y@ = X unknown ο.G2s7nB!-L@rn!|7]Gh@ loop  S ) 3 d QȢnRL@ڌ?|tq]1Gh@ vertex  * Yintcurve curve   surfintcur nubsAQI @QI )@Z=e`3@QI 9@ )%@@Z=e`C@Ǡ HF@QI I@i1-M@%P@O"Q@l`S@pT@WPAV@> 8X@R%4Y@ _s[@]@vډ^@B%`@(+Զn`@oa@(Αb@ܒ}`c@ju+./d@WLvd@:e@ ?f@8Uig@4⇟8h@Oi@Q%4i@t~j@nl`sk@NBl@1a]m@qm@!n@6M<|o@]NC%p@p@App@[q@M5 q@ x*r@(nБr@J(r@|='`s@os@b//t@Uqt@H-t@;|u7eu@.Qu@"ap.3v@ ?v@\0w@8Uiw@p`zGw@2⇟8x@zSx@Oy@6ny@P%4y@i?|H1*nd #_o_@i?|H1*nF^@:mv^@|7nKT^sY^@xFC|FnoK?]@F|PAϧnPnD\@NL|8n:4vC[@;DKQ|W\n$4 [@[m[|x?WvnNnMY@Vi`|&t|`nGMgY@)3n|..nrYX@Lu|A npW@9#|amʋV@]C~|oݳmfQfXV@{+|2%Pkm:.(iU@\%#|0Em&`T@*qc|!l&LT@1 |=|l\cS@w||+sl\]3R@Ӡq-|ccDlR@~} Mk*|'Q@2Z}}EkJ9=Q@iWt)}4`VjAkp+P@=o=6}u2k)@xP@Q}~jy&P@+^},rWjGѪO@^z}_riDL5N@K#ԇ}Zk!œiw_hN@́W}Tcid/M@"4}JEh?2g5zM@// }SZXhss M@(|}EdhjL@@})zg.0ʫL@ ~[~Nd(9RgFL@N4 ~efFL@8f%~>f-0ʫL@&=~W fjL@V;LI~}ess M@Ha~h6P]Ce<2g5zM@:H5m~o0ed/M@餝~qh|dv_hN@螎~:dDL5N@1~tޛqcGѪO@1DX~]( ?]{cy&P@c~n'oc)@xP@,B^ ~*bn+P@yP~*V!RbJ9=Q@^:s~^fzEb+|'Q@F~>aR@Mx~ |a\]3R@ؖrTo!a\cS@* 9=` &LT@օ܊l` `T@M +r`6.(iU@gvʾ(S9$`bQfXV@^:u-t_ʋV@86t@.gy_pW@Xw9<_rYX@rE@~^GMgY@;MTCv|t|^QnMY@?UH ޯL^(4 [@edJ`6x)^:4vC[@=cMlSR67]PnD\@)O\*`]oK?]@ P;q]JT^sY^@sMQU< ]F^@sMQU< ]?)_@ P;q]:?B`@)O\*`]eS4`@=cMkSR67]Xa@edJ^6x)^JP]a@@UHޯL^ʆLa@h@X;LI~}eel.,h@&=~W flS6h@8f%~>fclDh@N4 ~efjGh@ ~[~Md(9RgjGh@@})zgclDh@(|}EdhlS6h@// } SZXhel.,h@"4}JEh>h@́W}TciDISg@K#ԇ}Wk!œiPi9g@^z}\riSg@+^}(rWjg@Q}yjrLeg@=o=6}p2kNP^ g@iWt)}0`VjAkO5Af@2Z}}Ekpn]f@} MkwKwf@Ԡq-|dcDl̔k%f@w||+sluܡEe@1 |<|l#e@*qc|!lN|Pae@[%#|0EmD.d@{+|0%Pkm9ʺd@]C~|nݳm$*,Cd@9#|amW&d@Ku|A nۖc@)3n|..n+zBc@Ti`|$t|`nJO|b@[m[|x?Wvndvb@;DKQ|W\nʆLa@NL|8nJP]a@F|PAϧnYa@xFC|FneS4`@:mv^@|4n:?B`@i?|H1*n?)_@i?|H1*nd #_o_@gs\W&? cone̋T{[mpkxed #_o_@ )ֿ3R^ "W8 O@t.*S<? ? Q@ cone?@? ?@ nullbs nullbs  nullbs  loop  V + F Ϳ.G27]@QH ,gi@rn!|s7n@A{Cu@ vertex  , Zintcurve curve   surfintcur nubsATal@Tal)@|ѓ`3@Tal9@%@@|ѓ`C@*WF@TalI@qkM@AF5%P@4ɿ.Q@cQ94`S@ٲT@a,3PV@饲8X@r2Y@Jqs[@y1]@ 2^@k%`@y`@Q|*a@9Wڑb@`c@ [j;/d@?=d@r%e@Mf@ig@ U8h@?^`i@r2i@(¤j@2rsk@= O#Bl@H>m@RqSm@]~&6n@h|o@9%p@D$p@PIa&|p@\?F[q@h f,q@to*r@ڥܑr@34r@`s@us@YT%=/t@2Et@et@Eeu@ͤu@C3v@Mv@x?=Nw@iw@r!Ww@ U8x@x@?^`y@lȸny@r2y@0o!|p ѱn@5p@0o!|p ѱn@dp@9I9"|7n@Ł\p@:1a%|еn@1/op@}'|-񢇴n@=PLp@c.|n@ydp@[(2|Hn@[ao@;J<|P} 8_n@l8o@P*B|Ɩ!`^In@x n@j`P|:]n@#[+*ln@sgW|Dm@NNp*n@jg|.@Jm@Qknm@0L)mp|/T>Ȝm@aj2lm@D| &Tm@DMl@׼f|Lz.m@y/l@/ ]|lNZl@svNl@(|ܭ}ql@֧Pl@4|Z ,[l@!%Ck@FQ/|Áz]-l@;ŧk@Ą|k@M$/k@o|fJk@Qwk@%E! }*l*k@fvJj@@L}WI'j@Чj@3}̼|j@yzJj@9ߵ@}<@j@%*j@B\}3p i@ejgi@({i}GW,΅i@ fz &i@HBs}qi@ר4 i@}*}B0Th@ހi@~>}9iAh@8Ƃi@k} Śg@,~xi@Z}g|g@bji@_2b{}J6I;g@jgi@i=X,}Æf@jgi@A}~YAyf@bji@.R~ &e@,~xi@4 ,~e@8Ƃi@5hC~qj,e@ހi@QO~1ud@֨4 i@jqve~(qhred@ fz &i@$˶p~$o#d@ejgi@2~\,ixc@&*j@ )@:~*4bdc@yzJj@hݛ~,b@Чj@pj~Wb@evJj@IjSY~,;b@Qwk@)8y~Pb@M$/k@_)~a@:ŧk@nz~Nha@"%Ck@EBT~ a@֧Pl@-`$~VP`@tvNl@Ex~n`@y/l@sL_N[`@DMl@拭 C~ `@aj2lm@laJ_@Qknm@lB4K_@NNp*n@V 6$ _@"[+*ln@"zo^@v n@%o{%R2HF?p^@l8o@ij~*e"k^@[ao@i/,Vp]@ydp@ " /^]@=PLp@5ZU1B1v]@3/op@>2$n)]@Ł\p@q2_,]@dp@q2_,]@b Jq@>2"n)]@0RAq@5ZU1B1v]@7܇q@ " /^]@t^q@i/,Vp]@8,/q@ij~*c"k^@q~r@%o{%P2HF?p^@|QF[r@"uo^@-}r@W 6$ _@p|=r@lB4K_@^Kr@laJ_@OJx"s@拭 C~ `@v\As@sL_N[`@ȋe}s@Ex~n`@wu2s@-`$~UP`@1iVs@EBT~ a@#DZs@nz~Nha@"t@_)~a@2t@)8y~Pb@o^_t@IjSY~,;b@U.ut@pj~Wb@6gt@hݛ~,b@zF=/t@ )@:~*4bdc@Hԥt@2~Z,ixc@8Ut@$˶p~$o#d@Nt@iqve~'qhred@cH u@QO~1ud@]놩u@5hC~qj,e@BEh(u@5 ,~e@65L6u@.R~ &e@{p;u@D}~XAyf@@M6Bu@j=X,}Æf@5Cu@_2b{}I6I;g@5Cu@Z}g|g@@M6Bu@k} Śg@{p;u@~>}9iAh@65L6u@}*}?0Th@BEh(u@HBs}qi@^놩u@({i}GW,΅i@eH u@B\}3p i@Nt@9ߵ@}<@j@8Ut@3}̼|j@Hԥt@@L}VI'j@zF=/t@%E! }(l*k@8gt@o|eJk@U.ut@Ą|k@p^_t@CQ/|Áz]-l@2t@4|Y ,[l@"t@(|ܭ}ql@#DZs@/ ]|kNZl@1iVs@׼f|Lz.m@wu2s@D| &Tm@ȋe}s@0L)mp|/T>Ȝm@v\As@kg|.@Jm@OJx"s@sgW|Dm@^Kr@j`P|:]n@p|=r@P*B|Ɩ!`^In@/}r@:J<|M} 8_n@|QF[r@Z(2|Hn@s~r@c.|n@8,/q@z'|,񢇴n@t^q@;1a%|еn@9܇q@:I9"|7n@0RAq@0o!|p ѱn@b Jq@0o!|p ѱn@5p@@W&? cone̋T{Zmpkxe@5p@ ?)ֿvJ<^ "W8 OjMoռ? ? 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Q@ cone?@? ?@ nullbs nullbs  nullbs  loop  l = F ο.G2s7nB!-L@rn!|7]Gh@ vertex  > pintcurve curve   surfintcur nubsAXal@Xal)@|ѓ`3@Xal9@%@@|ѓ`C@-WF@XalI@qkM@AF5%P@6ɿ.Q@dQ94`S@ٲT@a,3PV@饲8X@r2Y@Lqs[@z1]@ 2^@l%`@y`@Q|*a@9Wڑb@`c@ [j;/d@?=d@r%e@Mf@ig@ U8h@?^`i@r2i@(¤j@3rsk@> O#Bl@H>m@RqSm@]~&6n@h|o@9%p@D$p@PIa&|p@\?F[q@h f,q@to*r@ڥܑr@34r@`s@us@YT%=/t@2Et@et@Eeu@ͤu@C3v@Mv@x?=Nw@iw@r!Ww@ U8x@x@?^`y@lȸny@r2y@0o!|r ѱnd #_o_@0o!|r ѱn1Z*_@9I9"|7nGa*B`@91a%|еno˹`@{'|-񢇴nz>a@c.|nȜm,Cd@D|&Tm+A˺d@ּf|Lz.md&/d@. ]|mNZl`Pae@(|ܭ}qlDc;e@4|Z ,[l?ȉEe@EQ/|Áz]-l)F{k%f@Ą|k޼vf@o|hJkܙ\f@%E! }+l*knf@@L}ZI'j:{^ g@3}̼|j.ؑKeg@9ߵ@}<@jq>g@B\}3p ig@'{i}GW,΅i9g@GBs}qi Sg@}*}C0Th셊h@~>}9iAh>,mj,h@k} ŚgP/6h@Z}g|gr lDh@_2b{}K6I;gjGh@i=X,}ÆfjGh@A}~XAyfq lDh@.R~ &eP/6h@5 ,~e?,mj,h@6hC~qj,e텊h@QO~1ud Sg@kqve~*qhred9g@"˶p~$o#dg@2~\,ixcq>g@ )@:~*4bdc0ؑKeg@hݛ~,b:{^ g@pj~Wbnf@IjSY~,;bܙ\f@(8y~Pb޼vf@^)~a)F{k%f@oz~Nha?ȉEe@EBT~ aDc;e@-`$~WP``Pae@Ex~n`d&/d@sJ_N[`+A˺d@拭 C~ `,Cd@laJ_d@lB4K_c@W 6$ _ zBc@"{o^\~?}b@%o{%S2HF?p^ &vb@ij~*g"k^e1a@f/,Vp]a@5ZU1B1v]n˹`@>2#n)]Fa*B`@q2_,]1Z*_@q2_,]#r^@>2$n)]sY^@5ZU1B1v]˼J?]@" /^] C\@f/,Vp]1Ւ[@ij~*f"k^޷L[@%o{%R2HF?p^Y@"zo^gY@W 6$ _HVTYX@lB4K_lW@laJ_V@拭 C~ `>dXV@sL_N[`'iU@Ex~n`L_T@-`$~VP`$T@EBT~ a OϡS@oz~NhaDJ23R@_)~avOR@)8y~PbOHQ@IjSY~,;bQ@pj~Wb P@hݛ~,bįOP@ )@:~*4bdcJ&P@2~\,ixcfӪO@$˶p~$o#d閩N@kqve~)qhred0)hN@QO~1udUT0M@5hC~qj,e{*6zM@5 ,~eXx M@.R~ &e.oL@B}~\Ayf#ʫL@h=X,}ÆfFL@_2b{}K6I;gFL@Z}g|g#ʫL@k} Śg.oL@~>}9iAhXx M@}*}@0Th{*6zM@HBs}qiXT0M@({i}GW,΅i2)hN@B\}3p iꖩN@9ߵ@}<@jfӪO@3}̼|jK&P@@L}UI'jïOP@%E! }(l*k P@o|fJk핣Q@Ą|kOHQ@EQ/|Áz]-lvOR@4|[ ,[lDJ23R@(|ܭ}ql OϡS@. ]|mNZl$T@ּf|Lz.mL_T@D|&Tm'iU@0L)mp|/T>Ȝm>dXV@jg|.@JmV@sgW|DmmW@j`P|:]nFVTYX@P*B|Ɩ!`^IngY@:J<|Q} 8_nY@Z(2|HnܷL[@c.|n0Ւ[@{'|,񢇴n C\@;1a%|еn̼J?]@;I9"|7nsY^@0o!|r ѱn"r^@0o!|r ѱnd #_o_@ @W&? cone̋T{[mpkxed #_o_@ )ֿ3R^ "W8 O@t.*S<? ? 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O#Bl@J>m@TqSm@_~&6n@j|o@:%p@F$p@RIa&|p@^?F[q@i f,q@to*r@ڥܑr@34r@`s@us@YT%=/t@2Et@et@Eeu@ͤu@C3v@Mv@z?=Nw@iw@r!Ww@ U8x@x@?^`y@lȸny@r2y@0o!|v ѱn6{u@0o!|v ѱnb Ju@9I9"|7n0Ru@91a%|еn9v@|'|2񢇴nt^+v@c.|n8,/rv@Z(2|Hns~v@:J<|U} 8_n|QFv@P*B|Ζ!`^In/v@j`P|B]np|=Aw@sgW|Dm^Kbw@jg|.@JmOJxw@0L)mp|/T>Ȝmv\w@D|&Tmȋew@ռf|Lz.mxu2x@- ]|pNZl2iVPx@(|ܭ}ql#DZjx@3|^ ,[l"x@CQ/|Áz]-lx@Ą|ko^x@o|nJkU.x@%E! }0l*k6gy@@L}^I'jyF=/0y@3}̼|jHԥRy@9ߵ@}<@j8Uby@B\}3p iN~y@&{i}GW,΅ieHy@FBs}qi^놩y@}*}F0ThBEhy@~>}9iAh 65Ly@k}Śg{py@Z}g|g@M6y@^2b{}N6I;g6y@h=X,}Æf6y@A}~]Ayf@M6y@.R~ &e{py@4 ,~e 65Ly@5hC~ qj,eBEhy@QO~1ud^놩y@jqve~+qhredfHy@"˶p~&o#dN~y@2~^,ixc8Uby@ )@:~*4bdcHԥRy@hݛ~,bzF=/0y@rj~Wb:gy@IjSY~,;bU.x@(8y~Pbp^x@^)~ax@nz~ōNha"x@EBT~ a#DZjx@-`$~\P`3iVPx@Ex~n`yu2x@sN_N[`ȋew@拭 C~ `v\w@la&J_OJxw@lB4K_^Kbw@V 6$ _p|=Aw@"o^/v@%o{%[2HF?p^|QFv@ij~*n"k^s~v@f/,Vp]8,/rv@" /^]t^+v@5ZU1$B1v]9v@>2,n)]0Ru@q2_,]c Ju@q2_,] dYu@>2,n)]ǁ\6u@5ZU1$B1v]3/t@" /^]=Pt@f/,Vp]ydt@ij~*p"k^-0bt@%o{%^2HF?p^c6r@it@"o^;s@V 6$ _rs@mB4K_[''cs@ka)J_5G7Us@拭 C~ `56s@sO_N[`&Ir@Ex~n`}9iAhLO\cAq@}*}F0Thvo@FOq@HBs}qilT Xq@({i}GW,΅i3=mq@B\}3p i2`yq@9ߵ@}<@jLrZq@3}̼|jT< q@@L}[I'jkSq@%E! }.l*k2Gq@o|jJk{;r@Ą|k&r@CQ/|Áz]-lDr@4|^ ,[ľ\r@(|ܭ}qlIs(r@- ]|qNZl:I;r@ռf|Lz.mȜm56s@jg|.@Jm5G7Us@sgW|Dm\''cs@j`P|@]nrs@P*B|Ζ!`^In=s@:J<|U} 8_nf6r@it@Z(2|Hn-0bt@c.|nydt@|'|2񢇴n=Pt@:1a%|!еn3/t@9I9"|7nǁ\6u@0o!|v ѱn dYu@0o!|v ѱn6{u@ÐW&? cone̋T{_mpkxe6{u@ )ֿ3R^ "W8 O@t.*S<? ? Q@ cone?@? @ nullbs nullbs  nullbs  point  i?|L1*n6{u@ point  0o!|r ѱnd #_o_@ loop  \ @@plane surface  ??  loop  H @@@@ coedge  t t ]  face   |0\c\@Z@+_&= +ϗ\s@  loop  _ +*ѕW8j\Tcs@C?=3Wt@cone surface  Jܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@  coedge  `  coedge  b K  coedge  b  K  edge  SO`% ZSO`! b tangent xz0\*ϗ\@@Z@+_&=c\@@Z@ coedge  d c 6  coedge  c ~  edge   @ \[$@ } tangent p6auW@@U@nΕX@@U@ coedge  e z  coedge  e  loop  3 \8j\“e?U@mI\58j\@St@ vertex  f  vertex  f intcurve curve   surfintcur nubs |c:@;!D(>@iZ@@1B@{SD@kuF@5WtH@8eaJ@1V!DL@ȃFK&N@y:P@oUsIW@]WU@ HP;5pW@+ '[GU@k_W@@U@s[l`X@@U@0VT/-X@ЮGU@+X_LfTY@chU@6VY@@@^jU@n1hΞ?Z@ U@⢥tZ@7]U@(dew%qvP[@Vr1HV@`itQ[@ Zp~V@IdUn [@ܛV@rkۇn/[@/W@X)Pf:GO\@jW@~d?,Kw\@8V,RX@p`B\@X@޳_")S\@/^r7X@d>]V\@nY@|0\c\@/Y@|0\c\@D=R\Z@d>]U\@%&SwZ@4&^$p\@c}6[@9i>? cone&~FM}W@@Z@"N! ./62?d83oQJGs @#`1+@ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  loop  g F ̿.G2s7n(|@rn!|ʋ7] =@ vertex  h intcurve curve   surfintcur nubsAVal@Val)@|ѓ`3@Val9@%@@|ѓ`C@+WF@ValI@qkM@AF5%P@6ɿ.Q@dQ94`S@ٲT@a,3PV@饲8X@r2Y@Kqs[@z1]@ 2^@l%`@y`@Q|*a@9Wڑb@`c@ [j;/d@?=d@r%e@Mf@ig@ U8h@?^`i@r2i@(¤j@3rsk@> O#Bl@H>m@RqSm@]~&6n@h|o@9%p@D$p@PIa&|p@\?F[q@h f,q@to*r@ڥܑr@34r@`s@us@YT%=/t@2Et@et@Eeu@ͤu@C3v@Mv@x?=Nw@iw@r!Ww@ U8x@x@?^`y@lȸny@r2y@0o!|z ѱnla띀@0o!|z ѱn0TK%@7I9"|7nQJe@81a%|#еnr@y'|6񢇴n^Og@c.| nNh@X(2|Hn9BYL*@8J<|Y} 8_n(M@P*B|Ж!`^InO^@j`P|D]nl8@sgW|DmE%@hg|.@Jm'%<@.L)mp|0T>Ȝm;.@D|&TmJвށ@Լf|Lz.m: @, ]|uNZl@+T@(|ܭ}ql؎C@2|c ,[lrb-@BQ/|Áz]-ltZ9@Ą|%k6oO@o|rJkvf*Z@%E! }4l*k{An@@L}aI'j;Ξx@3}̼|j v$R@9ߵ@}<@jkl*@B\}3p i?n'@&{i}GW,΅i?$FN@FBs}qiuԯ@}*}F0Th{"f4@~>}9iAhK&@k}ŚgT=@Z} g|g\ &@]2b{}S6I;gla@g=X,}Æfla@@}~cAyf\ &@.R~ &eT=@2 ,~eK&@4hC~qj,ez"f4@QO~1uduԯ@iqve~/qhred?$FN@"˶p~*o#d?n'@2~b,ixcjl*@ )@:~*4bdc v$R@hݛ~,b;Ξx@oj~Wb{An@IjSY~$,;bwf*Z@'8y~Pb7oO@])~ atZ9@nz~ʍNharb-@EBT~ a؎C@-`$~]P`@+T@Ex~n`: @sR_N[`Jвށ@拭 C~ `;.@ka,J_'%<@mB4K_E%@U 6$ _j8@"o^O^@#o{%d2HF?p^(M@ij~*x"k^9BYL*@f/,Vp]Nh@" /^]^Og@5ZU1/B1v]r@>27n)]PJe@q2_,]0TK%@q2_,]Sn}@>27n)]@xc.{@4ZU1/B1v]UW@" /^]sa(F@e/,Vp]Z2"@ij~*y"k^i|@#o{%e2HF?p^d6r@i@"o^;@U 6$ _rv@mB4K_[''cU@ja.J_5G7@拭 C~ `5~@sT_N[`&I~@Ex~n`}9iAhJO\c}@}*}J0Thto@F}@FBs}qiiT }@&{i}GW,΅i3=-}@B\}3p i2`9}@9ߵ@}<@jLrZU}@3}̼|jR< e}@@L}aI'jkS}@%E! }2l*k2G}@o|pJk|;}@Ą|"k&}@AQ/|Áz]-l~@2|d ,[ľ~@(|ܭ}qlGs(M~@, ]|tNZl7I;g~@Լf|Lz.mȜm5~@hg|.@Jm5G7@sgW|Dm[''cU@j`P|D]nrv@P*B|Ж!`^In<@8J<|X} 8_nd6r@i@X(2|Hni|@c.| nZ2"@y'|7񢇴nsa(F@81a%|$еnUW@7I9"|7n@xc.{@0o!|z ѱnSn}@0o!|z ѱnla띀@獍W&? cone̋T{empkxela띀@ )ֿ3R^ "W8 O@t.*S<? ? Q@ cone?@? @ nullbs nullbs  nullbs  point  i?|P1*nla띀@ point  0o!|u ѱn6{u@ loop  \ @@ coedge  q  coedge  s  coedge  t  edge  -DT! -DT! @ t unknown @@@@ face   -*ѕ\8j\MUe?U@C?=3Ws@Z@  loop  u |0\c\@Z@+_&= +ϗ\s@plane surface  pz0\c\t@62?N! .>642<N! .62̿;3o<  coedge  v  coedge  x `  coedge  x `  coedge   x  edge  'nKK&N@ ʆ,V@ unknown -*ѕbX@ds@mI\38j\@St@ coedge  z y K  coedge  y  edge  @Z @Z@ unknown V._&=*ϗ\@@Z@+_&=(-ϗ\@s@ edge  @Z @Z@  unknown |0\c\@@Z@xz0\c\@s@ vertex  straight curve   c*~zY\\@@Z@"N! .?/62̿d83o<  N)Q ~@M@ coedge  |  edge  R&N@ "5\V@ unknown  3W@OUe?U@C?=\j\@s@Z@ coedge  }  coedge  }  loop  } ΕX@U@nΕX@@U@ vertex  straight curve  &~FM}W@@U@"N! ./62?d83o ~@M  N)Q@ coedge   edge  '۠@ D2 @ unknown ΕX@U@p6ΕX@@U@ loop  3 mI\@28j\“e?U@@P8j\@St@ coedge   point  p6ΕX@@U@ point  xz0\c\@@Z@ loop  F \j\MUe?U@C?=\j\@t@ point  0o!|z ѱnla띀@ coedge   coedge   edge  -DT! -DT! @ unknown @@ coedge   edge   -DT!@ unknown @@@@ loop  F @@@@ vertex  ellipse curve  @@?  face   ΕX@U@nΕX@@U@  loop  -*ѕ\8j\MUe?U@C?=3Ws@Z@cone surface  Jܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@  coedge   coedge  v  coedge  v  edge  I#>  unknown +*ѕW8j\ds@mI\bXSt@ coedge  `  edge  ZSO`!@ SO`%@ tangent xz0\*ϗ\@s@+_&=c\@s@ coedge   edge  \[$  tangent p6auW@t@nΕX@t@ coedge   vertex   vertex  intcurve curve   surfintcur nubs Z!DL@'nKK&N@':P@bOP@.; dQ@yyR@cS@]W\@v+"s@|0\c\@Ks@|0\c\@Ps@d>]W\@Is@޳_")S\@thZ#2t@p`B\@ǿt@~d>,Kw\@rt~+>t@X)Pf:GO\@~%Qt@rkۇn/[@PFtt@IdUn [@t@`itQ[@|{t@(dew#qvP[@jsѭt@⢥tZ@Qt@n1hΞ?Z@?ّ|t@6VY@oh%t@+X_LfTY@ 't@0VT/-X@\Kt@s[l`X@t@k_W@t@ HP;5pW@v=6)t@oVsIW@(t@-i>? cone&~FM}W@s@"N! ./62?d83oQJGs @$`1+@ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  coedge   vertex  straight curve  V._&=(-ϗ\@@j@ straight curve  |0\c\@@j@?  point  +_&=*ϗ\@@Z@ coedge  intcurve curve   surfintcur nubs ۰(DL@R&N@B>b>P@-[SP@UhQ@CLO}R@JRS@U͹T@ZXU@"5\V@L/mW@>}>7=Q\@6[@ >3'\@Q_TwZ@V._&="-ϗ\@d:S\Z@V._&="-ϗ\@ŬY@ >2'\@Y@R?n\@-q7X@~BA v\@YX@қD\ kZ\@klRX@<"GE3\@;W@SDLSd[@/W@ 9'O2T[@L6V@b,:UI4[@=h~V@FxX9T%aZ@5:HV@4cI_-TlZ@hTJU@PcI"Z@@ U@B3׹k&o25Y@Y[U@.o77Y@gXhU@OtйwF^X@bYͮGU@ݕ{/UFCX@@U@bRJ_HhW@@U@JٷSW@f`GU@ۤ!ъ?GvW@GWU@êi>? cone&~FM}W@@Z@"N! ./62?d83oQJGs @#`1+@ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  coedge   edge  J<3j+@ U>ˢ @ unknown RuW@U@n 8#-_:Tph62x".;J&p"`"l"@ozsIW(t@ HP;5pWv=6)t@k_Wt@s[l`Xt@0V|/-X\Kt@ݐ+~_LfTY 't@4VYoh%t@l1iΞ?Z?ّ|t@ߢtZQt@%dewHqvP[jsѭt@`itQ[|{t@GdUn7 [t@rkn/[RFtt@X)Pf:GO\%Qt@|da,Kw\tt~+>t@~p` B\ ǿt@޳_##)S\vhZ#2t@b>]|\Is@|0\ c\Rs@|0\ c\s@|0\ c\Ks@b>]}\w+"s@4&^$p\xrs@+i>? coneJܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  &(>@ kR&N@  unknown  3W@Tcs@C?=\j\@t@straight curve   c*~zY\\@s@"N! ./62?d83o ~@M  N)Q@ coedge    coedge   loop  ΕXt@nΕX@t@ vertex  straight curve  &~FM}W@t@"N! .?/62̿d83o<  N)Q ~@M@ edge  '۠@ F2 @  unknown ΕXt@p6ΕX@t@ point  xz0\c\@s@ point  p6ΕX@t@ coedge    point  +_&=*ϗ\@s@ coedge     coedge   edge  3\["  +(^?2  tangent x6ΕX@U@nuW@U@ vertex   ellipse curve  @U@@zwC<?@?  edge  @Z @Z@  unknown |0\c\@Z@pz0\c\s@ coedge     vertex  intcurve curve   surfintcur nubs .V!DL@ƃFK&N@y:P@z1_OP@FόdQ@@yR@FmaS@=ɹT@U@4V@%pW@4&^$p\c}6[@b>]~\'&SwZ@|0\c\E=R\Z@|0\c\/Y@b>]~\nY@޳_&#)S\0^r7X@~p` B\X@|df,Kw\8V,RX@X)Pf:GO\jW@rkn/[/W@GdUn: [ܛV@`itQ[ Zp~V@%dewLqvP[Wr1HV@ߢtZ7]U@l1iΞ?Z U@4VY@@^jU@ݐ+_LfTYchU@0V}/-XЮGU@s[l`X@U@׃/:6W@U@Oy9pWT4̱GU@75TaW{ WU@8i>? coneJܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  point  x6ΕX@U@ loop  3 @@ coedge   ! "  coedge  # $ %  coedge  & '  (  edge  )I#> * + unknown mI\@bX@ds@-*ѕ@M8j\@St@ coedge  , - . /  coedge    edge   4Ø#>@ 0 unknown  \j\Tcs@C?=3Wt@ vertex  1ellipse curve  ?@?  point  Ӯ1 point  @@ face  2 3  4 C?=@28j\OUe?U@-*ѕ@3Ws@Z@ plane surface  8%Nt@@zwC9  edge  :Z(>@ 5R&N@ 6 unknown  \j\MUe?U@C?=3Ws@Z@ coedge    edge  5@Z @Z@  7 unknown R._&=H-ϗ\@Z@+_&= +ϗ\s@ vertex   8straight curve  HHt~Dj\s@N! .?62?;3o # NP &~M@ vertex   9straight curve  Jܽ a]Wt@N! .62̿;3o< &~M # NP@ point  p6ΕXt@ point  pz0\c\s@intcurve curve   surfintcur nubs 7bc:@&(>@@@47 B@9ZD@V F@+RH@aJ@ <(DL@kR&N@d_>P@ۤ!ъ@GvW@.Xt@JٷSW@z't@bRJ_HhW@t@ݕ{/UFCX@t@OtйwF^X@ILt@.o77Y@[)t@B3׹k&o25Y@Ĉ))t@PcI"Z@Nȯ|t@4cI_-TlZ@gjQt@FxX8T%aZ@rѭt@b,:UI4[@U{t@ 9'O2T[@mX2t@SDL~Sd[@Wtt@<"GF3\@ Qt@қD\ kZ\@>~+>t@~BA v\@\Aȿt@R?n\@C#2t@ >2'\@As@V._&=#-ϗ\@>s@V._&=#-ϗ\@f1s@ >3'\@+*"s@@}>7=Q\@ՙxrs@K!i>? cone&~FM}W@s@"N! ./62?d83oQJGs @$`1+@ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  edge  H<3j+@ U>ˢ @ : unknown \uWt@n4uW@t@ point  nbuW@t@ellipse curve  t@@zwC<?@? straight curve  Jܽ a]W@U@N! .?62?;3o # NP '~M@ point  nuW@U@straight curve  |0\c\@j@  edge  5ݫ(@ VO`#@  ; tangent pz0\c\@Z@+_&= +ϗ\@Z@ point  pz0\c\@Z@ coedge  <  = >  coedge  ? @  " A  edge  *@Z B@Z@  C unknown xz0\@c\@@Z@|0\@c\@s@ coedge   D E F  coedge  G H  % I  edge  JRȿ )R?  K unknown x6@~ΕXt@@ΕX@t@ coedge  .  H L (  coedge   . ? M (  loop   N C?=@3W@Tcs@-*ѕ@M8j\@t@ vertex   O vertex   Pintcurve curve   surfintcur nubs `EV@I#>8#-_:Lph6|2X".;J&P"`"q"@o@osIW@(t@ HP@;5pW@v=6)t@k@_W@t@s@[l`X@t@0V@q/-X@\Kt@ݐ+@t_LfTY@ 't@4@VY@oh%t@l1@ iΞ?Z@?ّ|t@ࢥ@tZ@Qt@&dew@=qvP[@jsѭt@`it@Q[@|{t@GdUn@- [@t@rk@n/[@RFtt@X)Pf@:GO\@%Qt@|d@V,Kw\@tt~+>t@~p`@B\@ ǿt@޳_@#)S\@vhZ#2t@d>]@r\@Is@|0\@c\@Rs@|0\@c\@s@|0\@c\@Ks@c>]@r\@w+"s@4&^@$p\@xrs@+i>? coneJܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  coedge  Q  R S  coedge   T U V  coedge  ' &  / (  edge  W X0Ø#>@  Y unknown C?=@3W@Tcs@ @\j\@t@intcurve curve   surfintcur nubs @5"R5"@R5"@elh&@R5".@cܧ2@Ŵ6@N/_:@4Ø#>@O @@>}>7=Q\ՙxrs@ >V'\+*"s@R._&=D-ϗ\f1s@S._&=D-ϗ\s@S._&=D-ϗ\>s@ >W'\As@R?њn\C#2t@~BA v\\Aȿt@ЛD kZ\>~+>t@<"Gi3\ Qt@SDLSd[Wtt@9'OVT[mX2t@`,:UI4[U{t@DxX[T%aZrѭt@2cI_-TlZgjQt@PcI"ZNȯ|t@@3׹kHo25YĈ))t@.o 87Y[)t@Mtйw#F^XILt@ە{/UFCXt@bRJ_HhWt@KٷSW{'t@ۤ!ъaGvW.Xt@=i>? coneJܽ a]Ws@N! .62̿;3o<RJGs @ۓ`1+ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  point  @ face  Z [  \ +_&=@c\@Z@|0\@*ϗ\s@  loop  ]  C?=@28j\OUe?U@-*ѕ@3Ws@Z@cone surface  &~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@  vertex   ^intcurve curve   surfintcur nubs ,=tc:@:Z(>@gG@@@" B@0ZD@dF@9H@SbaJ@(DL@R&N@G>b>P@B ЊwōWaWU@J;{SWbϱGU@:VJ\wW@U@ە{/UFCX@U@Mtйw$F^XbYͮGU@.o!87YhXhU@@3׹kIo25YY[U@PcI"Z@ U@2cI_-TlZgTJU@DxX\T%aZ5:HV@`,:UI4[>h~V@9'OXT[N6V@SDLSd[/W@<"Gj3\;W@ЛD kZ\klRX@~BA v\ZX@R?Ӛn\-q7X@ >W'\Y@S._&=F-ϗ\ŬY@S._&=F-ϗ\d:S\Z@ >X'\Q_TwZ@=}>7=Q\ 6[@+ͪi>? coneJܽ a]W@Z@N! .?62?;3oRJGs @ܓ`1+ H,? ?4@ cone?@? @ nullbs nullbs  nullbs straight curve  R._&=H-ϗ\@j@?  point  +_&= +ϗ\s@ point  nuWt@ellipse curve  t@@zwC9@? straight curve  HHt~Dj\@Z@N! .62̿;3o< '~M # NP@ coedge  _  ` a  coedge  b c  > d  edge  BʃFK&N@ e4V@  f unknown mI\@bX@“e?U@.*ѕ@P8j\@N=l@Z@ coedge  U ! ' M A  coedge  ! U b g A  loop  ? h +_&=@+ϗ\@@Z@|0\@c\@s@ vertex  " istraight curve  |0\@c\@@j@  coedge  # _ j k  coedge  l m # F n  edge  oŃFK&N@ J4V@ # p unknown mI\@18j\ds@-*ѕ@bXSt@ coedge  R $ m q I  coedge  $ R & L I  loop  G r n@~ΕXt@@ΕX@t@ vertex  F sellipse curve  t@?@?  edge  X*)(^?2@ )8\["@ H t tangent n@uW@t@x6@ΕX@t@ edge  *VO`# Wݫ( ? u tangent +_&=@+ϗ\@s@xz0\@c\@s@ face  h (  v C?=@3W@Tcs@-*ѕ@M8j\@t@  point  x6@ΕX@t@ point  xz0\@c\@s@ coedge  w , x y  coedge  H G , S I  edge  X  ȿ z  ? , { unknown n@>uWt@@TuW@t@ coedge  - | } ~  coedge  @ ? - V A  edge  @Z W@Z@ -  unknown +_&=@+ϗ\@@Z@T._&=@<-ϗ\@s@ vertex  /  vertex  / intcurve curve   surfintcur nubs @5"]5"@]5"@flh&@]5".@cܧ2@Ŵ6@N/_:@0Ø#>@O @@=}>@7=Q\@ՙxrs@ >@J'\@+*"s@T._&=@:-ϗ\@f1s@T._&=@:-ϗ\@s@T._&=@:-ϗ\@>s@ >@J'\@As@R?@Ěn\@C#2t@~BA@ v\@\Aȿt@қD@t kZ\@>~+>t@<"G@a3\@Qt@SDL@Sd[@Vtt@ 9'O@HT[@mX2t@b,:U@I4[@U{t@GxX@QT%aZ@rѭt@5cI_@-TlZ@gjQt@Pc@I"Z@Nȯ|t@A3׹k@? coneJܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  face  N n   C?=@18j\Tcs@-*ѕ@3Wt@  loop   2 +_&=@c\@Z@|0\@*ϗ\s@plane surface  +_&=@*ϗ\t@362̿"N! .'>642"N! .362?d83o<  coedge    _  3  point  +_&= +ϗ\@Z@ coedge  D < ]   coedge    < a   edge  eRȿ R? <  unknown x6@~ΕX@U@@ΕX@@U@ coedge  } = @ g d  coedge  = }   d  loop  }  C?=@3W@MUe?U@.*ѕ@P8j\@s@Z@ vertex  > intcurve curve   surfintcur nubs 3V!DL@ʃFK&N@y:P@|1_OP@HόdQ@@yR@FmaS@=ɹT@U@4V@%pW@4&^@$p\@c}6[@c>]@q\@%&SwZ@|0\@c\@D=R\Z@|0\@c\@/Y@d>]@s\@nY@޳_@#)S\@1^r7X@~p`@B\@X@|d@Z,Kw\@:V,RX@X)Pf@:GO\@jW@rk@n/[@/W@GdUn@/ [@ܛV@`it@Q[@ Zp~V@&dew@AqvP[@Wr1HV@ࢥ@tZ@6]U@k1@ iΞ?Z@ U@4@VY@@@^jU@ܐ+@u_LfTY@chU@0V@q/-X@ЮGU@s@[l`X@@U@؃/@-6W@@U@O@m9pW@S4̱GU@75@TaW@{ WU@8i>? coneJܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  ݫ(@ BVO`#@ @  tangent +_&=@+ϗ\@@Z@xz0\@c\@@Z@ face   A   +_&=@+ϗ\@@Z@|0\@c\@s@  point  xz0\@c\@@Z@ coedge    D k [  edge  @Z o@Z@ D  unknown z0\@c\@Z@|0\@c\s@ coedge  x E   n  coedge  E x G q n  loop  E Z C?=@18j\Tcs@-*ѕ@3Wt@ vertex  k intcurve curve   surfintcur nubs .V!DL@ŃFK&N@y:P@w1_OP@AόdQ@ @yR@FmaS@=ɹT@U@4V@NW@4&^@$p\xrs@e>]@V\v+"s@|0\@c\Ks@|0\@c\Qs@e>]@V\Is@޳_@")S\vhZ#2t@p`@B\ ǿt@~d@=,Kw\rt~+>t@X)Pf@:GO\~%Qt@rk@܇n/[PFtt@IdUn@ [ t@`it@Q[|{t@(dew@*qvP[jsѭt@⢥@tZQt@n1@hΞ?Z?ّ|t@6@VYoh%t@+@X_LfTY 't@0V@U/-X\Kt@s@[l`Xt@k@_Wt@ HP@;5pWv=6)t@o@RsIW(t@-i>? cone&~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@ cone?@? ?@ nullbs nullbs  nullbs  edge  J\[$ z G  tangent n@ΕXt@x6@guWt@ face  F I   n@~ΕXt@@ΕX@t@  point  x6@ΕXt@straight curve  Jܽ @{a]W@t@N! .?62?;3o< &~M # NP@straight curve  PHt~@Dj\@s@N! .62̿;3o # NP &~M@cone surface  Jܽ @{a]W@s@N! .? 62?;3o<RJGs ܓ`1+@ H,@? ?4@  coedge   Q    coedge  m l Q y n  edge  z!(>@ kR&N@ Q  unknown C?=@\j\Tcs@ @3Wt@ vertex  y ellipse curve  t@<@?  coedge  T     coedge  c b T ~ d  edge  4Z(>@ R&N@ T  unknown C?=@3W@MUe?U@ @\j\@s@Z@ vertex  V straight curve  T._&=@<-ϗ\@@j@?  point  +_&=@+ϗ\@s@ point  n@uW@t@cone surface  &~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@  coedge   j   [  coedge   ]   3  coedge  ]    3  edge  (M(>@ 'nKK&N@ _  unknown mI\@28j\“e?U@-*ѕ@bXL=l@Z@ coedge   ` c    coedge  `      loop    n@~ΕX@U@@ΕX@@U@ vertex   ellipse curve  @U@<@?  edge  e3\["  +(^?2   tangent n@uW@@U@6@ΕX@@U@ face   d   C?=@3W@MUe?U@.*ѕ@P8j\@s@Z@  point  6@ΕX@@U@straight curve  PHt~@Dj\@@Z@N! .?62?;3o< '~M # NP@plane surface  xz0\@c\@t@ 62̿N! .?>642<N! .? 62?;3o<  coedge  j  l  [  vertex   straight curve  |0\@c\@j@?  edge  ZSO`!@ oSO`%@   tangent +_&=@c\s@z0\@*ϗ\s@ point  z0\@c\s@straight curve  &~@FM}Wt@"N! .362?d83o<  N)Q ~@M@plane surface  8%@D=t@<?  coedge  | w    coedge    w  [  edge  @Z @Z@ w  unknown +_&=@&-ϗ\@Z@V._&=@*ϗ\s@ vertex   intcurve curve   surfintcur nubs |7bc:@!(>@@@37 B@9ZD@V F@+RH@aJ@ <(DL@kR&N@d_>P@ۤ!ъ@@GvW.Xt@@JٷSWz't@bRJ@_HhWt@ޕ{@/UFCXt@Ptйw@F^XILt@.o@77Y[)t@C3׹k@&o25YĈ))t@Pc@I"ZNȯ|t@6cI_@-TlZgjQt@HxX@9T%aZrѭt@c,:U@I4[U{t@ 9'O@2T[mX2t@SDL@|Sd[Wtt@<"G@D3\ Qt@қD@Z kZ\>~+>t@~BA@ v\\Aȿt@R?@n\C#2t@ >@0'\As@V._&=@ -ϗ\>s@V._&=@ -ϗ\f1s@ >@1'\+*"s@@}>@7=Q\ՙxrs@zi>? cone&~@FM}Ws@"N! .?362̿d83oQJGs #`1+ H,@? ?4@ cone?@? @ nullbs nullbs  nullbs  point  n@huWt@ coedge    |    edge    ȿ   ? |  unknown n@@gG@@>" B@0ZD@bF@7H@ SbaJ@(DL@R&N@F>b>P@B Њ@kōW@aWU@J;@{SW@bϱGU@:VJ@PwW@@U@ܕ{@/UFCX@@U@Mtйw@F^X@bYͮGU@.o@87Y@gXhU@A3׹k@>o25Y@Y[U@Pc@I"Z@@ U@4cI_@-TlZ@gTJU@FxX@PT%aZ@5:HV@b,:U@I4[@>h~V@ 9'O@LT[@N6V@SDL@Sd[@/W@<"G@_3\@;W@қD@v kZ\@klRX@~BA@ v\@\X@R?@ǚn\@-q7X@ >@K'\@Y@T._&=@:-ϗ\@ ŬY@T._&=@:-ϗ\@d:S\Z@ >@J'\@Q_TwZ@=}>@7=Q\@6[@m˪i>? coneJܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  point  +_&=@+ϗ\@@Z@ edge  SO`% ZSO`!   tangent +_&=@c\@Z@z0\@*ϗ\@Z@ coedge      3  edge   @ \[$@   tangent n@ΕX@U@x6@euW@U@intcurve curve   surfintcur nubs  ic:@(M(>@~^@@g5B@PSD@:i臣F@xH@hHiaJ@Z!DL@'nKK&N@':P@75@TaW{ WU@O@Q9pWT4̱GU@؃/@6W?U@s@[l`X?U@0V@R/-XЮGU@+@V_LfTYchU@6@VY@@^jU@n1@hΞ?Z U@⢥@tZ6]U@(dew@#qvP[Vr1HV@`it@Q[ Zp~V@IdUn@ [ܛV@rk@ڇn/[/W@X)Pf@:GO\jW@~d@=,Kw\8V,RX@p`@B\X@޳_@")S\/^r7X@e>]@V\nY@|0\@c\/Y@|0\@c\D=R\Z@e>]@V\%&SwZ@4&^@$p\c}6[@K1i>? cone&~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@ cone?@? ?@ nullbs nullbs  nullbs  face  r    n@~ΕX@U@@ΕX@@U@  point  x6@ΕX@U@straight curve  Jܽ @|a]W@@U@N! .62̿;3o # NP '~M@cone surface  Jܽ @|a]W@@Z@N! . 62̿;3oRJGs ܓ`1+@ H,? ?4@  point  z0\@c\@Z@straight curve  (c*~@zY\\s@"N! .?362̿d83o ~@M  N)Q@ edge  R&N@ '5\V@   unknown C?=@\j\OUe?U@ @3Ws@Z@ vertex   straight curve  V._&=@&-ϗ\@j@  point  +_&=@*ϗ\s@ vertex   ellipse curve  @U@?@?  point  n@uW@@U@straight curve  (c*~@zY\\@Z@"N! .362?d83o<  N)Q ~@M@straight curve  &~@FM}W@U@"N! .?362̿d83o ~@M  N)Q@plane surface  8%@F=@U@<? intcurve curve   surfintcur nubs ް(DL@R&N@D>b>P@/[SP@UhQ@CLO}R@MRS@U͹T@ZXU@'5\V@P/mW@?}>@7=Q\6[@ >@0'\Q_TwZ@V._&=@ -ϗ\d:S\Z@V._&=@ -ϗ\ŬY@ >@0'\Y@R?@n\-q7X@~BA@ v\XX@қD@Z kZ\klRX@<"G@B3\;W@SDL@|Sd[/W@ 9'O@2T[L6V@c,:U@I4[=h~V@GxX@:T%aZ5:HV@5cI_@-TlZfTJU@Pc@I"Z@ U@B3׹k@$o25YY[U@.o@77YhXhU@Ntйw@F^XbYͮGU@ݕ{@/UFCX@U@bRJ@_HhW@U@@JٷSWf`GU@ۤ!ъ@@GvWFWU@êi>? cone&~@FM}W@Z@"N! .?362̿d83oQJGs #`1+ H,? ?4@ cone?@? @ nullbs nullbs  nullbs  point  +_&=@*ϗ\@Z@ point  n@fuW@U@ End-of-ACIS-data