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L@VR %    LO.?,{Q?N@տ?&0A?  plane% %  h޼??T { ? ?T {?  coedge%       %%% %  %64:9 %      JT?I +?N@C`"۹?I +? u5@bu5@b?N@ %   C`"۹?I +?N@LO.?,{Q?  % %  C`"۹?~jt?Mb? Mb?  %       %  ! "   %   #   %   $  %  edge% & '!*]R (>;Ҽ ) unknown N@տ?&0A?N@qoyދ?Q?%%% %  %64:12 % * + ,  - Qu?I +?N@JT?w3? K@% %  .  JT?I +?N@C`"۹?I +?  % %  ئB?I +?Uِ??Uِ<  %  / 0 1 2  3 %  4   #  %   4 / 5  %  1    %  % 6 (j#0Γ 7  8 unknown N@LO.?,{Q?N@տ?&0A? %    9 :   %  ; <  " =  % > ? 'N@  @ tangent qoyދ?Q?N@qoyދ?Q? % A B (N@  C tangent տ?&0A?N@տ?&0A? %   D ; E %  %  F G N@TQ뱿N@(1Z?Q? H %%% %  %64:51 vertex%  " I %  # J ellipse% curve%  N@qoyދ?v/??מw. j?? %%% %  %64:15 % K L M  N ZVq?w3?N@Qu?Z,? | | ?M@ %  O  Qu?I +?N@JT?w3? - % %  JT?S㥛?B0K1t? Mb?  %  P Q R S   %  T   5  U %   T P V  W %  R   2 %  % X" 7VR Y  Z unknown N@C`"۹?I +?N@LO.?,{Q? pcurve%    exppc% nubs%VRL@VRL@ % C`"۹?~jt?Mb? 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B  unknown LO.?&0Aտ?,{Q%%% %  %63:21538% %  qoyދ?v/?מw. j?  %    % %-DT!Qa<-DT!Qa< % 䥛 ?I +?9v?W|W|g<? ?9v? %%% %  %63:21649% %  䥛 ?I +?9v?W|W|g<?  %  䥛 ?Q롿 %  qoyދ?Q롿%%% %  %%63:21490 %      JT?I +N@C`"۹?I + u5@bu5@b?N@% %  C`"۹?~jt?Mb?? Mb?  %    % %Nvb'vb@-DT!-DT! % 䥛 ?I +?9v?W|W|g<? ?9v?  %    % %N@Qa<vb'vb@Qa< % 䥛 ?I +?9v?W|W|g<? ?9v?  %  5 )  s 䥛 ?Q롿N@(1Z?I + vb'vb@-DT!Qa<% %  䥛 ?I +?9v?W|W|g<? ?9v? %%% %   -%63:21637% %  (1Z?I +? %%% %  .%63:21517%%% %  1 %25%%% %   4%63:21646% %  䥛 ?Q롿? %%% %  5%63:21523 %  8    %  %    8 }   % J %  |  unknown N@Qu?w3N@JT?I + %   9     %  9  ;    %  9 n JT?I +N@C`"۹?I +  %%% %  :%63:21562 %   % %  N@C`"۹?I +Uِ<  %  < ; d  =  % E  @N@   tangent C`"۹?I +N@C`"۹?I + %    % %NL@ % C`"۹?~jt?Mb?? Mb?  %    % %N@VRL@VR % C`"۹?~jt?Mb?? Mb?  %  N@C`"۹?I +%%% %   C%63:21547 %   % %  LO.?,{Q? %%% %  E %25 %  տ?&0A%%% %  H %25 %   J L   %  J     %   M J  %  % 4 &-DT!  J  unknown N@T rh?N@Mb`?Q? %  L K    % 3  N@   tangent Mb`?Q?N@Mb`?Q?%%% %  N%64:117 %   % %  N@Mb`?Q?  %  V  O  b  % / z% YvG O  unknown  "=?Z,?`Vq?Q? %    % %vG<z%?Ez% % "=? rh?B0_?K1D?? ?Mb`? %%% %   Q%64:111 %   % %   "=?Q??  %  N@ "=?Q?%%% %  W%64:105% %  Qu?w3?Z#5ӿEu? %%% %  X %25 %  `Vq?Z,? %  (1Z?I + %   d   b  % F  VR?   unknown C`"۹?,{QLO.?I +%%% %  e%63:21550% %  LO.?,{Q ?T { %%% %  n%63:21493 %      Qu?w3N@JT?I + K@%% %  ئB?I +Uِ?Uِ %%% %  r%63:21520%%% %  t -%25%%% %  x 4%25 %  {    %  %    {    % M  | ?   unknown N@ZVq?Z,N@Qu?w3 %   |     %  |  ~    %  |  Qu?w3N@JT?I +  %%% %  }%63:21571 %   % %  N@JT?S㥛?B0K1t??  %   ~     % H  N@   tangent JT?I +N@JT?I + %  N@JT?I + %    % %VR?VR % C`"۹?~jt?Mb?? Mb? %%% %   %63:21556 %   % %  C`"۹?I +? %%% %   C%25 %  LO.?,{Q %       %        % 6  N@   tangent  rh?N@ rh? %      % %%% %  %64:126 %   % %  N@Mb`? rh??Mb`On?  %      b  % 2 Z< FS~?   unknown Mb`?Q? "=?Q?%%% %   %64:120 %   % %  Mb`?Q??  %  N@Mb`?Q?%%% %  %64:114% %  "=? rh?B0_?K1D?? %%% %   Q%25 %   "=?Q? %      b  % I  u5@b?   unknown JT?I +C`"۹?I +%%% %  %63:21559% %  C`"۹?~jtMb?? %%% %  %63:21496 %      ZVq?Z,N@Qu?w3 | | ?M@% %  JT?S㥛?B0K1t?? Mb?  %      %  %        % P vG< z%?   unknown N@ "=?Q뱿N@`Vq?Z, %        %        %    ZVq?Z,N@Qu?w3  %%% %  %63:21580 %   % %  N@Qu?w3Z#5ӿEu  %        % K  N@   tangent Qu?w3N@Qu?w3 %  N@Qu?w3%%% %   %63:21565 %   % %  JT?I +? %%% %   %25 %  C`"۹?I + %      b  % 5 < &-DT!?   unknown T rh?Mb`?Q? %        %        %    T rhN@T< rh?  %%% %   %64:129 %   % %   rh??  %      %  % Y  rh  rh?   unknown N@T rhN@T< rh? %  N@ rh?%%% %  %64:123% %  Mb`?Q?? %%% %   %25 %  Mb`?Q? %      b  % L  %?   unknown Qu?w3JT?I +%%% %  %63:21568% %  C`"۹?I +Uِ< %%% %  %63:21499 % ! "   #  "=?Q뱿N@`Vq?Z, K@z%% %  &?B(d?l8Eu?Z#5ӿZ#5?Eu?  %  $ %   &  % 'S FS~ (Z  ) unknown N@Mb`?Q뱿N@ "=?Q뱿 %  *  % +   %   *     %     "=?Q뱿N@`Vq?Z, # %%% %  %63:21589 %  + ,% %  N@"=? rhB0_?K1D?  %        % -N . N@  / tangent `Vq?Z,N@`Vq?Z, %  N@`Vq?Z,%%% %  0 %63:21574 %   1% %  Qu?w3? %%% %   %25 %  JT?I + %   2   b %%% %  %64:132% %  Mb`? rh?Mb`On?  %    3 4   % 5Z  rh 6 rh?  7 unknown T rhT< rh? % 8 .    T rhN@T< rh? &1 rh?N@% %  D rha<a %%% %   %25 %   rh? %  3 9   :  % ;V (&-DT!   < unknown N@TQ뱿N@Mb`? rh%%% %  %63:21616 %  4 =% %  N@a<?  %  >  * ? b  % @O  .| ?  A unknown ZVq?Z,Qu?w3%%% %  %63:21577% %  JT?S㥛B0K1t?? %%% %  %63:21502 % B C &  D Mb`?Q뱿N@ "=?Q뱿 @Sn@Sn?N@% %  "=? rh?B0_?K1D? ?Mb`?  %  E  9 F &  %   E  + &  %   " Mb`?Q뱿N@ "=?Q뱿 D %%% %  %63:21598 %  F G% %  N@Mb`?Q뱿  %     ?   % HQ I N@ % J tangent  "=?Q뱿N@ "=?Q뱿 %  N@ "=?Q뱿%%% %  K %63:21583 %  ? L% %  `Vq?Z,? %%% %   %25 %  Qu?w3 %   > M N b  %  M   4 :  % OW 6 N@  P tangent  rhN@ rh%%% %  %63:21622 %   Q% %  a %%% %  %63:21511 %   M $ F :  %   C TQ뱿N@Mb`? rh R %%% %  %63:21607% %  N@Mb`? rhMb`On<?  %  N@ rh %  2  E S b  % TR Iz% .vG * U unknown  "=?Q뱿`Vq?Z,%%% %  %63:21586% %  Qu?w3Z#5ӿEu %%% %  "%63:21505 % V  :  R TQ뱿N@Mb`? rh L@<&-DT!?% %  VtУw?Q뱿?  %  % $ > S &  % WT X (N@ 9 Y tangent Mb`?Q뱿N@Mb`?Q뱿 %  N@Mb`?Q뱿%%% %  Z +%63:21592 %  S [% %   "=?Q뱿? %%% %  - %25 %  `Vq?Z, %  9 3 2 N :  % \X 6< X&-DT!? M ] unknown TQ뱿Mb`? rh%%% %  ^ 4%63:21610% %   rh?  %   rh% %  Mb`? rh?Mb`On<? ?Mb`?  % _U XZ< IFS~? E ` unknown Mb`?Q뱿 "=?Q뱿%%% %  ?%63:21595% %  "=? rh?B0_?K1D? %%% %  C%63:21508%%% %  a F%63:21601 %  N b% %  Mb`?Q뱿? %%% %  H +%25 %   "=?Q뱿%%% %  N%63:21613% %  Mb`? rh?Mb`On<? %%% %  O 4%25%%% %  S%63:21604% %  Mb`?Q뱿? %%% %  W F%25 %  Mb`?Q뱿 End-of-ACIS-dataPK 4Nܼ#SpaceClaim/Geometry/part2bodies.sab (ACIS BinaryFileT  SpaceClaim ACIS 29.0 NTTue Jul 23 22:41:41 2019@@:0yE>|= MF7ZDX4HB4XT7X9VFFMYQH9FZH48VQQQD5DP3M66V2DPVFJQXTC8MKVPE7CACGE6F3BPKKG5FKAT4F body% c   )1ZQ뱿MbP(1Z?Q?=string_attrib%name_attrib%gen% attrib%  ATTRIB_XACIS_NAME%64:535 lump%   )1ZQ뱿MbP(1Z?Q?= shell%    )1ZQ뱿MbP(1Z?Q?= face% d      ?Q뱿MbPأp= ׳?Q뱿 %%% %  %64:537 % e  أp= ׳?Q뱿MbP(1Z? rh  loop%    ?Q뱿MbPأp= ׳?Q뱿 plane% surface%  ;߲?Q뱿 %%% %  %64:540 % f     (1Z? rhMbP(1Z? rh?=  %    أp= ׳?Q뱿MbP(1Z? rh cone% %  أp= ׳? rhMb`?On<? ?Mb`?  coedge%       %%% %  %64:543 % g     أp= ׳? rh?MbP(1Z?Q?=  %   (1Z? rhMbP(1Z? rh?=% %  (1Z?N?a<a<  %       %   !   %  " #   %  $   %  edge% &~ 'b? (M ? ) unknown  ?Q뱿MbPأp= ׳?Q뱿MbP%%% %  %64:546 % *h + ,  -  ?Q?MbPأp= ׳?Q?=  %  .  أp= ׳? rh?MbP(1Z?Q?=% %  أp= ׳? rh?=Mb`?On? ?Mb`?  %  / 0 1 2   %  3  0 4  %   3  !  %   1   %  % 5 (&-DT! 6  7 unknown أp= ׳?Q뱿MbP(1Z? rhMbP %    8 9   % : ; (MbP?  < tangent أp= ׳?Q뱿MbPأp= ׳?Q뱿 %  = >  # ?  % @ A 'MbP?  B tangent  ?Q뱿MbP ?Q뱿 %  C  > D %  %   E )1ZQ뱿MbP(1Z?Q?MbP%%% %  %64:615 vertex%  # F %  ! G straight% curve%  !>?Q뱿MbP? b? N ?%%% %  %64:549 % Hi I J  K k?Z,?MbP ?Q?=  %  L   ?Q?MbPأp= ׳?Q?=% %  ;߲?Q???  %  M N O P   %  Q  N R   %   Q  4   %   O  2 %  % S 6.AP T l-?  U unknown (1Z? rhMbP(1Z? rh?MbP %    V W  % X Y 6MbP? 0 Z tangent (1Z? rhMbP(1Z? rh%%% %  %64:627 %  4 [ ellipse% %  أp= ׳? rhMbP?Mb`?On<? &-DT!  % H V \ 9 ]  % ^ Ab? ;M ? _ unknown  ?Q뱿أp= ׳?Q뱿%%% %  ` !%64:618 %  W a% %  أp= ׳?Q뱿  %  b " \ c ?  %  " b $ D ?  %  > d k?Q뱿MbP ?Z,%%% %  e #%64:624 %  c f% %   ?Q뱿  %  g $ h i %  % j kvG< 'z%? > l unknown k?Q뱿MbP ?Z,MbP % m| n %  o )1ZQ뱿MbP(1Z?Q?MbP  point%   ?Q뱿MbP %  أp= ׳?Q뱿MbP%%% %  +%64:552 % pj q r  s Bhgf,?w3?MbPk?Z,?=  %  t + k?Z,?MbP ?Q?=% %   ? rh?=B0_K1D?? ?Mb`?  %  u v w x ,  %  y . v z   %  . y / R   %  1 w . P %  % { T< |-DT!? . } unknown أp= ׳? rh?MbP(1Z?Q?MbP %  0 / ~    %   TMbP? N tangent (1Z? rh?MbP(1Z? rh?=%%% %  2%64:636 %  R % %  (1Z?nRMbPa? .AP  l-? % I ~ 8 3 W ]  %  ;&-DT! Y 3 unknown أp= ׳?Q뱿(1Z? rh%%% %  4%64:630 %   % %  (1Z? rh  %  (1Z? rhMbP % G 8 = c ]  % F \ n )1ZQ뱿(1Z?Q?= %%% %  9%64:621% %  !>?Q뱿? b? N ?integer_attrib%%% %  : !make_tangent%22 %  أp= ׳?Q뱿 %  > = ?  %  vG< Az%? = unknown k?Q뱿 ?Z, % { E ?  k?Q뱿MbP ?Z, %%% %  @ #%22 %   ?Q뱿 %  C %  %  C i  %  s5 ? kM['hN? h unknown Ahgf,?Z,MbPk?z3MbP%%% %  D%64:825 %  % %   ? rhMbP?B0_K1D? vG< z%?%%% %  E%64:609 % } ]  )1ZQ뱿(1Z?Q?= % %   ykx?MbP?? %%% %  I%64:555 % k  {^4`?I +?MbPBhgf,?w3?=  %  I Bhgf,?w3?MbPk?Z,?=% %  6%?l8?EuZ#5?Z#5?Eu?  %  J  %  L ,  %  L M z ,  %  O L x %  %  |N b L unknown  ?Q?MbPأp= ׳?Q?MbP %  N M   %   |MbP? v tangent أp= ׳?Q?MbPأp= ׳?Q?%%% %  P%64:645 %  z % %  أp= ׳? rh?MbP?Mb`?On? < &-DT!? % J V Q  ]  %  Y.AP  l-? Q unknown (1Z? rh(1Z? rh?=%%% %  R%64:639 %  % %  (1Z? rh?=  %  (1Z? rh?MbP%%% %  W%64:633% %  أp= ׳? rh?Mb`?On<? &-DT! %%% %  X 4%22 %  (1Z? rh % ^ \ ] % %   ykx???  %  h b  %   kMbP? b tangent k?Z,MbPk?Z,%%% %  c%64:828 %  c % %   ? rh?B0_K1D? vG< z%?%%% %  d%64:606% %   ? rhB0_K1D? ?Mb`?  %  g %  %  g  %  %  unknown {^4`?z3MbPBhgf,?I +MbP %  h  %  h Ahgf,?Z,MbPk?z3%%% %  i%64:816 %  % %  TG:?Ru8Ap?MbPZ#5?Eu s5 ? M['hN? %  k?Z,MbP%%% %  n%64:612%%% %  q%64:558 % l  ltI +?MbP{^4`?I +?=  %  q {^4`?I +?MbPBhgf,?w3?=% %  {^4`?S㥛?=B0?K1t? Mb?  %  r  %  t J  %  t u J  %  w t %  %  z% vG t unknown k?Z,?MbP ?Q?MbP %  v u ,  %   MbP? tangent  ?Q?MbP ?Q?=%%% %  x%64:654 %  % %  !>?Q?MbP N b % K ~ y ]  %  -DT!  y unknown أp= ׳? rh?(1Z?Q?=%%% %  z%64:648 %  % %  أp= ׳?Q?  %  أp= ׳?Q?MbP%%% %  %64:642% %  (1Z?nRa? .AP  l-?%%% %  R%22 %  (1Z? rh?= % ] ]  %   %  s5 ? M['hN? unknown Ahgf,?Z,k?z3%%% %  %64:819% %  k?Z,  %  k?Z, %  %  %   %  z m ? unknown htI +MbP{^4`?I +MbP %   %   %  {^4`?z3MbPBhgf,?I +%%% %  %64:807 %  % %  {^4`?S㥛MbPB0?K1t?? %  %   MbP? tangent Ahgf,?z3MbPAhgf,?z3 % z d  Ahgf,?Z,MbPk?z3  %  Ahgf,?z3MbP%%% %  %64:561 % m  eHI +?MbPlt,{Q?=  %  ltI +?MbP{^4`?I +?=% %  s)P?I +?Uِ<??Uِ  %   %  r  %  r  %  %  %  K!i #ԍAg?  unknown Bhgf,?w3?MbPk?Z,?MbP %    J  %   MbP?  tangent k?Z,?MbPk?Z,?%%% %  %64:663 %  % %   ? rh?MbP?B0_K1D?? z% vG % L  ]  %  N b  unknown  ?Q?أp= ׳?Q?=%%% %   %64:657 %   % %   ?Q?=  %   ?Q?MbP%%% %  %64:651% %  أp= ׳? rh?=Mb`?On? &-DT! %%% %  z%22 %  أp= ׳?Q? % \    ]  %   %  %   unknown {^4`?z3Bhgf,?I +%%% %  %64:822 %  % %  TG:?Ru8Ap?Z#5?Eu s5 ? M['hN?%%% %  %22 %     %  %      %  VR   unknown eH*{QMbPhtI +MbP %    %      %   htI +MbP{^4`?I +%%% %  %64:798 %   % %  v:8I +MbP?Uِ< z m ? %   MbP?  tangent {^4`?I +MbP{^4`?I + % !y  " {^4`?z3MbPBhgf,?I +  %  {^4`?I +MbP%%% %  # %64:810% %  Ahgf,?z3 %%% %  %64:603% %  6%?l8EuZ#5ӿZ#5ӿEu? %%% %  %64:564 % $n % &  ' h',{Q?MbPeH&0A?  %  ( eHI +?MbPlt,{Q?=% %  lt~jt?=Mb? Mb?  %  ) * + ,  %  - * .  %  -  %  + %  % /  0%? 1 unknown {^4`?I +?MbPBhgf,?w3?MbP %  2 3 r  % 4 5 MbP? 6 tangent Bhgf,?w3?MbPBhgf,?w3?=%%% %  %64:672 %  7% %  =u?$Hd?MbPZ#5ӿEu K!i #ԍAg? % M 2  ]  % 8 vG< z%? 9 unknown k?Z,? ?Q?=%%% %  : %64:666 %  3 ;% %  k?Z,?  %  k?Z,?MbP%%% %  %64:660% %  !>?Q? N b%%% %  %22 %   ?Q?= % [ < = > ]  %    % ? @z m ?  A unknown htI +{^4`?I +%%% %  %64:813 %  B% %  {^4`?S㥛B0?K1t?? %  %  Ahgf,?z3 %  C D E %  %  F G  H  % I Jvjō ʳ  K unknown h'&0AMbPeH*{QMbP %  =    %  = F L   %  M eH*{QMbPhtI +%%% %  %64:789 %  L N% %  lt~jtMbPMb?? VR  % O @ MbP? P tangent htI +MbPhtI + % Qx  R htI +MbP{^4`?I +  %  htI +MbP%%% %  S %64:801% %  {^4`?I + %%% %  %64:600% %  {^4`?S㥛B0?K1t?? Mb? %%% %  %22%%% %  %64:567 % To U V  W |c&0A?MbPh'Q?  %  X h',{Q?MbPeH&0A?% %  -?T {? ? ?T {  %  Y Z [ \  %  ] Z ^  %  ] .  %  [ , %  % _ 0m `z? a unknown ltI +?MbP{^4`?I +?MbP %  b c  % d e 0MbP? * f tangent {^4`?I +?MbP{^4`?I +?%%% %  %64:681 %  . g% %  {^4`?S㥛?MbPB0?K1t?  %? % N b  3 ]  % h K!i 5#ԍAg? i unknown Bhgf,?w3?k?Z,?=%%% %  j %64:675 %  c k% %  Bhgf,?w3?=  %  Bhgf,?w3?MbP%%% %  %64:669% %   ? rh?=B0_K1D?? vG< z%?%%% %   %22 %  k?Z,? % Z  l m n ]  %     >   % o pVR @ = q unknown eH*{QhtI +%%% %  %64:804 %   r% %  v:8I +?Uِ< z m ? %  {^4`?I + %  s  t u %  %  v w  E x  % y z!*]R J>;Ҽ D { unknown |cQ롿MbPh'&0AMbP %  m   L H  %   m v | H  %   } h'&0AMbPeH*{Q%%% %  %64:780 %  | ~% %  :uhOnMbP ?T {? vjō ʳ %  p MbP?   unknown eH*{QMbPeH*{Q % w     eH*{QMbPhtI +  %  eH*{QMbP%%% %   %64:792% %  htI + %%% %  %64:597% %  s)P?I +Uِ<Uِ %%% %   %22%%% %  %%64:570 % p     /$Q?MbP|cQ?  %   % |c&0A?MbPh'Q?% %  |cv/?מw?. j?? ?9vz?  %      &  %   (    %  (  ) ^  %  +  ( \ %  %  ` VR? (  unknown eHI +?MbPlt,{Q?MbP %  * )    %   `MbP? Z  tangent ltI +?MbPltI +?=%%% %  ,%64:690 %  ^ % %  v:8I +?MbPUِ< m z? % O  2 - c ]  %  e% 5 -  unknown {^4`?I +?Bhgf,?w3?=%%% %   .%64:684 %   % %  {^4`?I +?  %  {^4`?I +?MbP%%% %  3%64:678% %  =u?$Hd?Z#5ӿEu K!i #ԍAg?%%% %  4 %22 %  Bhgf,?w3?= % Y <    ]  %  G F < n H  %  vjō pʳ m  unknown h'&0AeH*{Q%%% %  >%64:795 %  > % %  lt~jtMb?? VR  %  htI + %   C   %  %    C u   %  ^ zC&|g? t  unknown /$Q롿MbP|cQ롿MbP %   D G | x  %  D    x  %  D  |cQ롿MbPh'&0A%%% %  E%64:771 %   % %  |cv/MbP?מw?. j? !*]R >;Ҽ %   JMbP? G  tangent h'&0AMbPh'&0A % v M H   h'&0AMbPeH*{Q  %  h'&0AMbP%%% %   L%64:783% %  eH*{Q %%% %  M%64:594% %  lt~jtMb?? Mb? %%% %  O %22%%% %  U%64:573 % q     '1ZI +?MbP/$Q?  %   U /$Q?MbP|cQ?% %  X7Q?@M??@M<  %      V  %   X   &  %  X  Y  &  %  [  X  %  %  .?5H !j#0s? X  unknown h',{Q?MbPeH&0A?MbP %  Z Y    %   MbP?   unknown eH,{Q?MbPeH,{Q?%%% %  \%64:699 %   % %  lt~jt?MbPMb?  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