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R S  T$ U" V W X8 Y Zt [ \ ]x ^0 _ ` a b cr d e fN g h i4 j2 kn l m n( o~ p q rf s tb u  v w< x y zD {p |b }v ~" h  R |         F V d t  Z      r X  T  b  v Z  <ACIS BinaryFileUnknown ACIS 2.1 NTSat Mar 18 20:10:34 2000ư>|= body    id_attributest attrib   lump   transform ???d@?  entatt_colorbt attrib   shell   face    ck_mm_seam_idsbt attrib 1330 1332 1334 1336  face   loop   cone surface @@@d@@? ? ck_mm_seam_idsbt attrib 1296 1298 1300 1290  face       loop    loop   coedge     ck_mm_seam_idsbt attrib 1318 1320 1322 1324  face       loop   cone surface @@d@@? ?  loop   coedge      coedge   ! "   coedge     #  edge $ % %  & ck_mm_seam_idsbt attrib 1282 1284 1286 1288  face ' (  )  loop * +  loop ,  coedge   - .   coedge   / 0   coedge     1  edge 2 3 3  4  coedge ! !  " 5  edge 6 7 7 ! 8  loop 9  :ck_mm_idbt attrib 1294  vertex  ;ellipse curve ;@@d@?@?  face < =  )  loop > plane surface >@ @@c@  loop ?  coedge + + @ A   coedge , , B C   coedge - -  . D  edge E F F - G  coedge / /  0 H  edge I J J / K  loop L  Mck_mm_idbt attrib 1328  vertex Nellipse curve A@@d@?@?  loop O ! Pck_mm_idbt attrib "1326  vertex " Qellipse curve ?@@d@@?  loop R : face S #  T  point ;@@d@ face M U  V  loop W ' coedge X Y Z [ (  coedge ? ? \ ] *  coedge @ @ + A ^  edge _ ` ` @ a  coedge B B , C b  edge c d d B e  loop f - gck_mm_idbt attrib .1278  vertex . hellipse curve ;@d@@?  loop i / jck_mm_idbt attrib 01292  vertex 0 kellipse curve C@@d@@?  loop l M face m 1  n  point A@@0d@ loop o P face p 5  q  point ?@@0d@ coedge r s t u 9  face v w x  y plane surface ;@@@c@?  loop z <plane surface B @@c@  coedge { | } ~ =  coedge  >  (  coedge > t  (  coedge o > [ O  edge >  coedge \ \ ? ]  edge \  loop @ ck_mm_idbt attrib A1316  vertex A ellipse curve A@d@@?  loop B ck_mm_idbt attrib C1314  vertex C ellipse curve ?@d@?@?  loop g face D   point ;@d@ loop j face H   point C@@d@ coedge  L  face  plane surface A@@d@?  coedge Z  O  face  plane surface ?@@d@?  coedge R  9  coedge R  9  coedge Y R u (  edge t ck_mm_seam_idsbt attrib S1146  face   loop Scone surface ??@? ?  coedge  U  coedge W  =  coedge W  =  coedge W ~  edge W  coedge X  (  coedge X   edge  coedge Y   edge Y  coedge Z  O ck_mm_idbt attrib [1224  vertex  vertex straight curve ?@ @c@  loop \ ck_mm_idbt attrib ]1280  vertex ] ellipse curve C@d@?@?  loop  face ^   point A@0d@ loop  face b   point ?@0d@ coedge  f  face  V plane surface ;@@c@?  coedge  i  face  plane surface C@@@c@?  coedge l {  L  coedge l  L  coedge l   edge l ck_mm_seam_idsbt attrib m1192  face P   loop mcone surface =@@d@@? ?  coedge o  O  coedge o   edge o ck_mm_seam_idsbt attrib p1194  loop pcone surface =@d@@? ?  coedge s r  9  coedge r   edge r  coedge s   edge   s   coedge t   ( ck_mm_idbt attrib u1080  vertex  vertex  straight curve ;@ @@c@  face      loop  wplane surface >@b@??  coedge    x  coedge  z  U  coedge z    U  coedge  z   edge    z   coedge  {  =  edge  {   coedge |    =  coedge   |    edge  ! "  coedge # }  $  coedge } % &  loop ck_mm_idbt attrib ~1270  vertex $ ' vertex (straight curve ?@ @d@?  coedge )   x  edge * + ,  coedge %   coedge  ) - ck_mm_idbt attrib 1140  vertex .straight curve .@ @d@? ck_mm_idbt attrib 1162 straight curve >@ @d@  edge / 0 1  point ?@ @d@ point ?@ @d@ loop 2  face 3  4  point C@d@ coedge 5 6 7 8 plane surface A@d@?  coedge 9 : ;  face < = >  ? plane surface ?@d@?  coedge @ A B f  coedge @ C D f  coedge E F  G  edge H I J K  face G  L  loop M  coedge N O P i  coedge N Q R i  coedge S T  U  edge V W X Y  face Z [   \ plane surface d@??  coedge & L  coedge ] S  U  edge ^ _ `  coedge Q S a  coedge Q   loop ck_mm_idbt attrib 902  vertex a b vertex cellipse curve A@@d@@? ck_mm_seam_idsbt attrib 640 0 0 0 cone surface B@@d@@? ?  coedge d ]  U  edge e 0 f  coedge d g ck_mm_idbt attrib 888  vertex hellipse curve ?@@d@?@?  coedge : C   coedge i d  U  edge j  k  coedge    coedge  i l  loop  [ck_mm_idbt attrib 1072  vertex mstraight curve ;@@b@? ck_mm_idbt attrib 1164  vertex nellipse curve ;@@d@@?  edge o + p  point ;@ @d@ point ;@ @b@ face q  r  loop s plane surface B@b@??  coedge t u v w  coedge x y z x  coedge   edge { | + }  coedge ~ @  U  edge      coedge ~   U  coedge    edge       coedge 9   ck_mm_idbt attrib 1210  vertex   vertex straight curve ? @c@?  coedge N  =  edge   ck_mm_idbt attrib 1236 straight curve A@ @c@?  coedge O     edge  !    coedge      coedge  $   loop ck_mm_idbt attrib 1154  vertex  straight curve f A@ @  coedge  M   edge     coedge ]   edge  _   point f A@ @d@ point A@ @d@ coedge  - x ck_mm_idbt attrib 1138  vertex  straight curve JXv0=@ @?  edge     point JXv0=@ @d@ck_mm_idbt attrib 1226  vertex straight curve ?@@d@  coedge      face j    plane surface C@@c@?  coedge     coedge     coedge   8 >  edge      ;coedge     coedge  ;  edge     ck_mm_seam_idsbt attrib 664 0 0 0  face g U  L  loop  cone surface B@d@@? ?  coedge   f  coedge u t B  edge   J   coedge  D  edge   I   coedge    G  coedge  u  G  loop  ck_mm_idbt attrib 1054  vertex  vertex straight curve ;@c@ plane surface .@  coedge   #   coedge   i  coedge   P   edge   X   coedge R  edge   W   coedge a U  coedge    U  loop =ck_mm_idbt attrib 1102  vertex  vertex straight curve C@@c@ ck_mm_seam_idsbt attrib 1158  face :   cone surface ?A@? ?  coedge %  U ck_mm_idbt attrib 1232  vertex straight curve A@@T@  edge  W S   point A@d@ point A@ @d@ coedge g U ck_mm_idbt attrib 1228 straight curve ?@@T@?  edge   d   point ?@d@ coedge y l U ck_mm_idbt attrib 1076 straight curve ;@@c@  edge  | i   point ;@b@ point ;@d@ck_mm_idbt attrib 1074 straight curve >@ @b@?  loop  plane surface d  coedge       coedge A  ~   coedge  A F   coedge    w x  edge    v   coedge     x  coedge  i  z U  edge  |  y  ck_mm_idbt attrib 1134  vertex z ellipse curve b@??@?  coedge   t  U  edge    @  ck_mm_idbt attrib 1170  vertex D straight curve B @d@  coedge v )   x  edge       coedge     ck_mm_idbt attrib 1268  vertex - straight curve 2 @d@?  edge       point ? @d@ point ? @d@ edge    N  ck_mm_idbt attrib 1064  vertex R  coedge       loop  3ck_mm_idbt attrib 1150  vertex P straight curve B@ @b@?  coedge       edge  !     coedge       point f A@ @b@ coedge  #    edge    M  ck_mm_idbt attrib $1152  vertex  ellipse curve d@?A@?  edge  _ 0 ]  ck_mm_idbt attrib &1234 straight curve A@@d@?  point JXv0=@ @b@ck_mm_idbt attrib -1126 ellipse curve d@?@?  point ?@d@ coedge  2    coedge 2     coedge   2   edge      plane surface B@@b@??  coedge 6 5    coedge   5  G  edge       coedge M  6   edge       coedge  7   >  coedge 7    > ck_mm_idbt attrib 81178  vertex   vertex  ellipse curve A@d@?@?  coedge  E 9  G  edge       coedge C : E  ck_mm_idbt attrib ;866  vertex  ellipse curve ?@d@@? ck_mm_idbt attrib B1036  vertex B straight curve ;@b@ ck_mm_idbt attrib D1174 ellipse curve ;@d@?