MegaVol32ИИИИ°Е@)\П┬їХs@rОzhФkRкx{К Zo╣KeЩiO▓InУk DT∙!┐@@@-√TA∙?@@Т Ё╔┐═ @`33═?<╠?АЁ?ЩЩйЩЩB?У╢єeп33333у?█@O╔?═╠@└`@33?═╠ ?╧     АА-DT√!∙?@@-DT√!∙?ЪЩЩЩЩЩ╣?ЪЩЩЩЩЩ╣?Ё?Б  @?█╔?█╔?═╠@`@═╠╠?Ё?р?П z$'√?ЪЩЩЩЩЩщ?@@@Ё┐ЪЩЩЩЩЩ╔?Ё?█╔?═╠@`@333?═╠╠?4 bauseits'Decke'Boden'Wand1'Rohdecke'Treppeб(в(г(д(е(ж(з(и(й(к('Fenster'T№r'''' Einbauten Gehфuse  GrundteildeLGfChassisgRWhFassungstrфgeri Refl-winkeljblechk Abschatterlm  Seitenteil1opqrstuvwn K№hlprofil  Seitenteil2yz{|}~АБx MaskeГMaskeДЕЖЗИЙКЛВMaske EBGНstirnОstirnП verst blechРDoppelСDoppel SТУauflagewФХ AbdeckrahmenМGehфuse ЦStyroЧRahmen LШRahmen kЩЪЫЬЭЮЯ Reflektor Hauptreflektor╚Rinne╔ Umkantung╩╦ Stirnreflektor╥╙╘╒╓ Lфngsbegrenz▄▌▐▀рстуфх Abdeckung Scheibe-Scheibe./012345druck50%,Scheibe gestuftRahmen6 Aussenrahmen7 innenrahmen8 Spannfeder9:;<=>? !"#$%&' elektr.Einbauteile2ЇїЎў°∙·√№¤3 Vorschaltgerфte■ 4 Fassung     5 LM6 Klemme3pol !"#$%7 & wkkM12x1,5'wkkM12x1,5 Mutter()*+,-./801234567899:;<=>?@ABC:SteuerelementeDEFGHIJKLM;sonst.BGNOPQRSTUVW <  SchraubenXEBGYMaske M3ZAuflagew[\]Maske^_`geha=Mutternbcdefghijk>  NietmutternlEBGmMaske M3nAuflagewoFasspGehфuse/ChassisqRWrRWstu? BolzenvBef Glasw Quicklockxyz{|}~@ ScheibenА Anschr EBGБВГДЕЖЗИЙB Ф QuicklockХЦЧШЩЪЫЬЭCЮЯабвгдежзDийклмноп░▒E▓│┤╡╢╖╕╣║╗AКЛМНОПРСТУ Iso+DichtF Dichtungen╝╜╛┐└┴┬├─┼G Kantenschutz╞╟╚╔╩╦╠═╬╧H Thermoschutz╨╤╥╙╘╒╓╫╪┘IStopfen┌█▄▌▐▀рстуJфхцчшщъыьэKюяЁёЄєЇїЎўL°∙·√№¤■ N  OMKabeldurchf№hrung   PQRSTU TextZProjekt[ Beschreibung\]^_`abcBema▀ung▐ Hauptma▀e▀рстуфхцчшHLщMLъыьэюяЁёЄМ╧И  freilassen Vorderansicht DraufsichtSeitenansicht von linksSeitenansicht von rechts Untersicht R№ckansicht ExplosionPerspektive Einzelteile Hilfe dxf Ma▀stab 1:1  Perspektive Einzleteilzeichnung Mein Vorschlag Dein BlechTextePositionsnummern !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnParametrik Hilfslinienopqrstuvwxyz{|}~АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯабвгдежзийклмноп░▒▓│┤╡╢╖╕╣║╗╝╜╛┐└┴┬├─┼╞╟╚╔╩╦╠═╬╧╨╤╥ Rahmentexte╙╘╒╓╫╪┘┌█▄▌▐▀рстуфхцчшщъыьэюяЁёЄєЇїЎў°∙·√№¤■ а▒[░z@¤b╔/Ц╝k@▒[░z@¤b╔/Ц╝k@▒[░z@¤b╔/Ц╝k@▒[░z@¤b╔/Ц╝k@▒[░z@¤b╔/Ц╝k@MegaCad23 д"PЦЄdю?ж ьЭ╨╘?▐HР;x?рqQСBЎ╨┐SyYyrmщ?tN╪┼Ьzс?Я■┼nfC┼?Ш%Uлюжр┐#( ы══ъ?А7@А`╒|x└`МR└рЄX@ад^@Ё┐Ё?Ё┐А7@ИИИИ°Е@)\П┬їХs@Ё?Ё?Ё?А7@ИИИИ°Е@)\П┬їХs@═;fЮац?╠;fЮац?>, p╜ ┌┐?, p╜ ┌?>, p╜ ъ?3РEзyт?3РEзyт┐3РEзyт?А7@ИИИИ°Е@)\П┬їХs@DSzenerieЁ?Ё?Ё?сЕыQ╕э? ╫гp= ╟? ╫гp= ╟? ╫гp= ╟?Ё?Ё?Ё?$@╚Loch addierenR Ё?Ё?Ё┐0y└;└АX└Ё?ьE∙ДTLoch addierenR Ё?Ё?Ё┐0y└;└АX└Ё?ьEACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                      lump                          shell                                     shell                                     face                      face                       ftreemeg attrib                    жю█ face                         loop                          plane surface                  АS@АJ└Ё?Ё? ftreemeg attrib                    жю█ face                         loop                          plane surface                  АZ@`a@Ё┐╦;fЮац┐╬;fЮац?АЁ? ftreemeg attrib                    жю█ face                         loop                         plane surface                  АJ└Ё┐АЁ?  coedge                    ! "     ftreemeg attrib                    жю█ face #              $ %       &  loop                        ' plane surface                  y@`a@Ё┐АЁ?АЁ?  coedge                   ( ) * +      ftreemeg attrib                    жю█ face ,              - .       /  loop                        0  plane surface                  y@АJ└Ё┐Ё┐  coedge                   1 2 3 4       coedge                   5  6 7      coedge                    5 1 8      coedge                   3 9  " :      edge                   ; <АF@ ! = unknown ftreemeg attrib                    жю█ face >              ? @       A  loop                        B  plane surface                  y@Ё┐Ё?Ё┐  coedge                   C D E F       coedge                   G  H I       coedge                    G C J       coedge                   E K  + L      edge                   ME▒∙СU└ N╦;fЮа╜ * O unknown ftreemeg attrib                    жю█ face P              Q R       S  loop                        T  plane surface                  y@`a@АJ└Ё?ААЁ┐  coedge                   U V W X       coedge                   Y  8       coedge                    Y U Z       coedge                   W !  4 :      edge                   < [АS@ 3 \ unknown  coedge                    ] ^      coedge                   _ `  7 a      edge                   ; bЁ?  c unknown  edge                   d <Ё? e unknown  coedge                   ! f _ g :      loop                        ! h  vertex                   " i vertex                   " jstraight curve                  АF@АS@АJ└Ё┐ ftreemeg attrib                    $жю█ face k              l m       n  loop                        o $ plane surface                  Ё┐АЁ┐АЁ┐  coedge                   p q r s %      coedge                   t ' ) J       coedge                   ' t p u       coedge                   r * ' F L      edge                   MАN@ v0v@ E w unknown  coedge                   ) ( x y       coedge                   z { ( I |      edge                   N }Ё? ( ~ unknown  edge                    MЁ? ) А unknown  coedge                   * Б z В L      loop                        * Г  vertex                   F Д vertex                   В Еstraight curve                  АF@■    S@Ё┐╬;fЮац┐╦;fЮац┐А ftreemeg attrib                    -жю█ face Ж              h a       З  loop                        И - plane surface                  АF@`a@АJ└Ё?Ё?  coedge                   Й К Л М .      coedge                   Н 0 2 Z       coedge                   0 Н Й О       coedge                   Л 3 0 X :      edge                   П [y@ W Р unknown  coedge                   2 1 С Т       edge                   У [Ё? 2 Ф unknown  vertex                   4 Хstraight curve                  АS@АJ└Ё┐  coedge                   Ц С 5 ^ Ч      edge                   b dАF@ ] Ш unknown  coedge                   Щ 6 9 g a      coedge                   6 Щ Ц Ъ a      loop                        _ Q  vertex                   ^ Ыstraight curve                  АF@АS@АJ└Ё┐  vertex                   ^ Ьstraight curve                  АS@K└Ё?  coedge                   9 Л И Э :      edge                   Ю ;АN@ 9 Я unknown  face а              б :       в  point                  АF@АS@АJ└ point                  АS@АJ└ftreemeg attrib                    ?жю█ face г              Г |       д  loop                        е ? plane surface                  АS@Ё┐Ё┐АЁ?  coedge                   ж з и й @      coedge                   к B D u %      coedge                   B к ж л %      coedge                   и E B s L      edge                   v м`a@ r н unknown  coedge                   D C о п       edge                   ░ vЁ? D ▒ unknown  vertex                   s ▓straight curve                  АF@`a@Ё┐Ё?  coedge                   │ о G y ┤      edge                   E▒∙СU└ }╦;fЮа╜ x ╡ unknown  coedge                   ╢ H K В |      coedge                   H ╢ │ ╖ |      loop                        z l  vertex                   ╖ ╕straight curve                  АF@АS@Ё┐Ё?  vertex                   п ╣straight curve                  АZ@`a@Ё┐  coedge                   K и е ║ L      edge                   ╗ NАF@ K ╝ unknown  face ╜              ╛ L       ┐  point                  АZ@`a@Ё┐ point                  АF@АS@Ё┐ftreemeg attrib                    Qжю█plane surface                  АF@АS@АJ└Ё┐АЁ?  coedge                   └ ┴ f Э R      coedge                   ┬ T V О .      coedge                   T ┬ └ ├ .      coedge                   f W T М :      edge                   ─ П`a@ Л ┼ unknown  coedge                   V U ╞ ╟       edge                   ╚ ПЁ? V ╔ unknown  vertex                   М ╩straight curve                  y@АJ└Ё┐  coedge                   ] ╞ Y Т Ч      edge                   d УАS@ С ╦ unknown  vertex                   Т ╠straight curve                  K└Ё?  point                  АJ└ coedge                   ═ ] ` Ъ Ч      loop                        ] б straight curve                  АF@АS@K└Ё┐  coedge                   ` _ ┴ ╬ a      edge                   ╧ bАN@ Ц ╨ unknown  point                  АF@АS@K└ point                  АS@K└ edge                   Ю ─0v@ f ╤ unknown  vertex                   g ╥straight curve                  АF@`a@АJ└Ё┐ FldEntIdmeg attrib          ╙      hжю█ face ╘                   Ч       ╒ plane surface                  АS@АJ└Ё┐Ё┐ ftreemeg attrib                    lжю█plane surface                  АF@АS@Ё┐АЁ?АЁ?  coedge                   ╓ ╫ Б ║ m      coedge                   ╪ o q л @      coedge                   o ╪ ╓ ┘ @      coedge                   Б r o й L      edge                   м ┌y@ и █ unknown  coedge                   q p ▄ ▌ %      edge                   ▐ мЁ? q ▀ unknown  vertex                   й рstraight curve                  y@`a@Ё┐Ё┐  coedge                   x ▄ t п ┤      edge                   АN@ ░0v@ о с unknown  vertex                   ▌ тstraight curve                  y@`a@Ё┐  point                  y@`a@Ё┐ coedge                   у x { ╖ ┤      loop                        x ╛ straight curve                  АF@■    S@╬;fЮац┐╦;fЮац┐А  coedge                   { z ╫ ф |      edge                   х }АF@ │ ц unknown  point                  АF@АS@ point                  АZ@`a@ edge                   ┌ ╗АS@ Б ч unknown  vertex                   ║ шstraight curve                  АS@Ё┐Ё? FldEntIdmeg attrib          щ      Гжю█ face ъ                   ┤       ы plane surface                  АF@АS@Ё┐Ё?Ё?  coedge                   ь И К ├ R      coedge                   И ь Щ ╬ R      coedge                   К Й э ю .      edge                   я ─Ё? К Ё unknown  vertex                   Э ёstraight curve                  y@`a@АJ└Ё┐  coedge                   С э Н ╟ Ч      edge                   ╚ Уy@ ╞ Є unknown  vertex                   ю єstraight curve                  y@K└Ё?  point                  y@АJ└straight curve                  АS@K└Ё┐  point                  K└ coedge                   э Ц ь Ї Ч      edge                   ╧ ЮЁ? ┴ ї unknown  vertex                   Ъ Ўstraight curve                  АF@`a@K└Ё┐ straight curve                  АF@`a@АJ└Ё?  point                  АF@`a@АJ└ftreemeg attrib               а hжю█Лгн ∙╦FldEntIdmeg attrib          ў      бжю█plane surface                  АS@K└Ё┐Ё┐  coedge                   ° е з ┘ m      coedge                   е ° ╢ ф m      coedge                   з ж ∙ · @      edge                   √ ┌Ё? з № unknown  vertex                   ║ ¤straight curve                  y@Ё┐Ё┐  coedge                   о ∙ к ▌ ┤      edge                   ░ ▐`a@ ▄ ■ unknown  vertex                   ·  straight curve                  y@Ё┐  point                  y@Ё┐straight curve                  АF@`a@Ё?  point                  y@`a@ coedge                   ∙ │ °  ┤      edge                   х ╗Ё? ╫  unknown  vertex                    straight curve                  АS@Ё? straight curve                  Ё┐Ё?  point                  АS@Ё┐ftreemeg attrib               ╜ Гжю█Лгн ∙╦FldEntIdmeg attrib                ╛жю█plane surface                  АF@АS@Ё?Ё?  coedge                   ┴ └ ═ Ї R      coedge                   ╞ ═ ┬ ю Ч      edge                   я ╚`a@ э  unknown  vertex                   Ї straight curve                  y@`a@K└Ё?  point                  y@`a@АJ└straight curve                  y@K└Ё┐  point                  y@K└ edge                   ╧ я0v@ ═  unknown straight curve                  АF@`a@K└Ё?  point                  АF@`a@K└ftreemeg attrib               ╘ бжю█Лгн ∙╦ coedge                   ╫ ╓ у  m      coedge                   ▄ у ╪ · ┤      edge                   ▐ √y@ ∙  unknown  vertex                    straight curve                  Ё┐  point                  Ё┐straight curve                  y@`a@Ё┐  point                  y@ edge                   √ хАS@ у  unknown straight curve                  АS@Ё┐  point                  АS@ftreemeg attrib               ъ ╛жю█Лгн ∙╦straight curve                  y@`a@K└Ё┐  point                  y@`a@K└straight curve                  АF@`a@K└Ё? straight curve                  y@Ё┐  point                  straight curve                  Ё?  End-of-ACIS-dataДT(Flфche subtrahierenR Ё?Ё?Ё┐0y└;└АX└Ё?ьEACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                      lump                          shell                                     shell                                     face                      face                       ftreemeg attrib                    жю█ face                         loop                          plane surface                  АS@АJ└Ё?Ё? ftreemeg attrib                    жю█ face                         loop                          plane surface                  АF@АS@Ё┐Ё?Ё? ftreemeg attrib                    жю█ face                         loop                         plane surface                  АJ└Ё┐АЁ?  coedge                    ! "     ftreemeg attrib                    жю█ face #              $ %       &  loop                        ' plane surface                  АF@`a@Ё┐Ё┐АЁ?  coedge                   ( ) * +      ftreemeg attrib                    жю█ face ,              - .       /  loop                        0  plane surface                  y@АJ└Ё┐Ё┐  coedge                   1 2 3 4       coedge                   5  6 7      coedge                    5 1 8      coedge                   3 9  " :      edge                   ; <АF@ ! = unknown ftreemeg attrib                    жю█ face >              ? @       A  loop                        B  plane surface                  y@`a@Ё┐АЁ?АЁ?  coedge                   C D E F       coedge                   G  H I       coedge                    G C J       coedge                   E K  + L      edge                   M NАF@ * O unknown ftreemeg attrib                    жю█ face P              Q R       S  loop                        T  plane surface                  y@`a@АJ└Ё?ААЁ┐  coedge                   U V W X       coedge                   Y  8       coedge                    Y U Z       coedge                   W !  4 :      edge                   < [АS@ 3 \ unknown  coedge                    ] ^      coedge                   _ `  7 a      edge                   ; bЁ?  c unknown  edge                   d <Ё? e unknown  coedge                   ! f _ g :      loop                        ! h  vertex                   " i vertex                   " jstraight curve                  АF@АS@АJ└Ё┐ ftreemeg attrib                    $жю█ face k              l m       n  loop                        o $ plane surface                  y@Ё┐Ё?Ё┐  coedge                   p q r s %      coedge                   t ' ) J       coedge                   ' t p u       coedge                   r * ' F L      edge                   N vАN@ E w unknown  coedge                   ) ( x y       coedge                   z { ( I |      edge                   M }Ё? ( ~ unknown  edge                    NЁ? ) А unknown  coedge                   * Б z В L      loop                        * Г  vertex                   В Д vertex                   + Еstraight curve                  АS@Ё┐Ё? ftreemeg attrib                    -жю█ face Ж              h a       З  loop                        И - plane surface                  АF@`a@АJ└Ё?Ё?  coedge                   Й К Л М .      coedge                   Н 0 2 Z       coedge                   0 Н Й О       coedge                   Л 3 0 X :      edge                   П [y@ W Р unknown  coedge                   2 1 С Т       edge                   У [Ё? 2 Ф unknown  vertex                   4 Хstraight curve                  АS@АJ└Ё┐  coedge                   Ц С 5 ^ Ч      edge                   b dАF@ ] Ш unknown  coedge                   Щ 6 9 g a      coedge                   6 Щ Ц Ъ a      loop                        _ Q  vertex                   ^ Ыstraight curve                  АF@АS@АJ└Ё┐  vertex                   ^ Ьstraight curve                  АS@K└Ё?  coedge                   9 Л И Э :      edge                   Ю ;АN@ 9 Я unknown  face а              б :       в  point                  АF@АS@АJ└ point                  АS@АJ└ftreemeg attrib                    ?жю█ face г              Г |       д  loop                        е ? plane surface                  Ё┐АЁ┐АЁ┐  coedge                   ж з и й @      coedge                   к B D u %      coedge                   B к ж л %      coedge                   и E B s L      edge                   v м0v@ r н unknown  coedge                   D C о п       edge                   ░ vЁ? D ▒ unknown  vertex                   F ▓straight curve                  АF@АS@Ё┐Ё?  coedge                   │ о G y ┤      edge                   } АF@ x ╡ unknown  coedge                   ╢ H K В |      coedge                   H ╢ │ ╖ |      loop                        z l  vertex                   ╖ ╕straight curve                  АS@Ё┐Ё?  vertex                   y ╣straight curve                  АF@АS@Ё┐  coedge                   K и е ║ L      edge                   ╗ MАS@ K ╝ unknown  face ╜              ╛ L       ┐  point                  АS@Ё┐ point                  АF@АS@Ё┐ftreemeg attrib                    Qжю█plane surface                  АF@АS@АJ└Ё┐АЁ?  coedge                   └ ┴ f Э R      coedge                   ┬ T V О .      coedge                   T ┬ └ ├ .      coedge                   f W T М :      edge                   ─ П`a@ Л ┼ unknown  coedge                   V U ╞ ╟       edge                   ╚ ПЁ? V ╔ unknown  vertex                   М ╩straight curve                  y@АJ└Ё┐  coedge                   ] ╞ Y Т Ч      edge                   d УАS@ С ╦ unknown  vertex                   Т ╠straight curve                  K└Ё?  point                  АJ└ coedge                   ═ ] ` Ъ Ч      loop                        ] б straight curve                  АF@АS@K└Ё┐  coedge                   ` _ ┴ ╬ a      edge                   ╧ bАN@ Ц ╨ unknown  point                  АF@АS@K└ point                  АS@K└ edge                   Ю ─0v@ f ╤ unknown  vertex                   g ╥straight curve                  АF@`a@АJ└Ё┐ FldEntIdmeg attrib          ╙      hжю█ face ╘                   Ч       ╒ plane surface                  АS@АJ└Ё┐Ё┐ ftreemeg attrib                    lжю█plane surface                  АS@Ё┐Ё┐АЁ?  coedge                   ╓ ╫ Б ║ m      coedge                   ╪ o q л @      coedge                   o ╪ ╓ ┘ @      coedge                   Б r o й L      edge                   м ┌`a@ и █ unknown  coedge                   q p ▄ ▌ %      edge                   ▐ мЁ? q ▀ unknown  vertex                   й рstraight curve                  АF@`a@Ё┐Ё?  coedge                   x ▄ t п ┤      edge                    ░АN@ о с unknown  vertex                   п тstraight curve                  АF@`a@Ё┐  point                  АF@`a@Ё┐ coedge                   у x { ╖ ┤      loop                        x ╛ straight curve                  АS@Ё?  coedge                   { z ╫ ф |      edge                   х }АS@ │ ц unknown  point                  АS@ point                  АF@АS@ edge                   ┌ ╗y@ Б ч unknown  vertex                   В шstraight curve                  Ё┐Ё? FldEntIdmeg attrib          щ      Гжю█ face ъ                   ┤       ы plane surface                  АF@АS@Ё┐Ё?Ё?  coedge                   ь И К ├ R      coedge                   И ь Щ ╬ R      coedge                   К Й э ю .      edge                   я ─Ё? К Ё unknown  vertex                   Э ёstraight curve                  y@`a@АJ└Ё┐  coedge                   С э Н ╟ Ч      edge                   ╚ Уy@ ╞ Є unknown  vertex                   ю єstraight curve                  y@K└Ё?  point                  y@АJ└straight curve                  АS@K└Ё┐  point                  K└ coedge                   э Ц ь Ї Ч      edge                   ╧ ЮЁ? ┴ ї unknown  vertex                   Ъ Ўstraight curve                  АF@`a@K└Ё┐ straight curve                  АF@`a@АJ└Ё?  point                  АF@`a@АJ└ftreemeg attrib               а hжю█Лгн ∙╦FldEntIdmeg attrib          ў      бжю█plane surface                  АS@K└Ё┐Ё┐  coedge                   ° е з ┘ m      coedge                   е ° ╢ ф m      coedge                   з ж ∙ · @      edge                   √ ┌Ё? з № unknown  vertex                   ║ ¤straight curve                  y@`a@Ё┐Ё┐  coedge                   о ∙ к ▌ ┤      edge                   ░ ▐0v@ ▄ ■ unknown  vertex                   ·  straight curve                  y@`a@Ё┐  point                  y@`a@Ё┐straight curve                  АF@АS@Ё?  point                  АF@`a@ coedge                   ∙ │ °  ┤      edge                   х ╗Ё? ╫  unknown  vertex                   ╖ straight curve                  Ё? straight curve                  y@Ё┐Ё┐  point                  Ё┐ftreemeg attrib               ╜ Гжю█Лгн ∙╦FldEntIdmeg attrib                ╛жю█plane surface                  АF@АS@Ё?Ё?  coedge                   ┴ └ ═ Ї R      coedge                   ╞ ═ ┬ ю Ч      edge                   я ╚`a@ э  unknown  vertex                   Ї straight curve                  y@`a@K└Ё?  point                  y@`a@АJ└straight curve                  y@K└Ё┐  point                  y@K└ edge                   ╧ я0v@ ═  unknown straight curve                  АF@`a@K└Ё?  point                  АF@`a@K└ftreemeg attrib               ╘ бжю█Лгн ∙╦ coedge                   ╫ ╓ у  m      coedge                   ▄ у ╪ · ┤      edge                   ▐ √`a@ ∙  unknown  vertex                    straight curve                  y@Ё┐  point                  y@Ё┐straight curve                  АF@`a@Ё?  point                  y@`a@ edge                   √ хy@ у  unknown straight curve                  Ё┐  point                  ftreemeg attrib               ъ ╛жю█Лгн ∙╦straight curve                  y@`a@K└Ё┐  point                  y@`a@K└straight curve                  АF@`a@K└Ё? straight curve                  y@`a@Ё┐  point                  y@straight curve                  y@Ё┐  End-of-ACIS-dataДT(Flфche subtrahierenR TЁ?Ё?Ё┐0y└;└АX└Ё?№b                                                                             ¤   G@АS@Ё┐АS@Ё┐АS@АF@АS@y@`a@Ё┐G@`a@Ё┐АF@`a@y@`a@y@Ё┐y@Ё┐АS@АJ└G@АS@АJ└АF@АS@K└АS@K└АJ└K└y@АJ└y@K└y@`a@АJ└y@`a@K└G@`a@АJ└АF@`a@K└Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦ДT(Flфche subtrahierenR Ё?Ё?Ё┐XС└;└АX└Ё?Dl                                                                                        ¤   G@АS@Ё┐Ё?АS@Ё┐АS@АF@АS@y@`a@Ё┐G@`a@Ё┐АF@`a@y@`a@y@Ё┐y@Ё?Ё┐Ё?АS@АJ└G@АS@АJ└АF@АS@K└АS@K└y@АJ└Ё?АJ└K└y@K└y@`a@АJ└y@`a@K└G@`a@АJ└АF@`a@K└Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦ДT(Flфche subtrahierenR Ё?Ё?Ё┐XС└;└АX└Ё?Dl                                                                                             ¤   G@АS@Ё┐Ё?АS@Ё┐АS@АF@АS@y@Ё┐y@@a@Ё┐y@`a@y@Ё?Ё┐G@@a@Ё┐y@@a@АJ└y@`a@K└G@@a@АJ└Ё?АS@АJ└G@АS@АJ└АF@АS@K└АS@K└y@АJ└Ё?АJ└K└y@K└АF@`a@K└АF@`a@Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦ДT(Flфche subtrahierenR Ё?Ё?Ё┐XС└;└АX└Ё?Dl                                                                                             ¤   G@АS@Ё┐Ё?АS@Ё┐АS@АF@АS@y@Ё┐y@@a@Ё┐y@`a@y@Ё?Ё┐G@@a@Ё┐y@@a@АJ└y@`a@K└G@@a@АJ└Ё?АS@АJ└G@АS@АJ└АF@АS@K└АS@K└y@АJ└Ё?АJ└K└y@K└АF@`a@K└АF@`a@Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦ДT(Flфche subtrahierenR Ё?Ё?Ё┐XС└;└АX└Ё?№b                                                                              ¤   y@Ё┐y@@a@Ё┐y@`a@y@Ё?Ё┐Ё?@S@Ё┐G@@S@Ё┐G@@a@Ё┐y@@a@АJ└y@`a@K└G@@a@АJ└y@АJ└Ё?АJ└K└y@K└G@@S@АJ└Ё?@S@АJ└АF@АS@K└АS@K└АS@АF@АS@АF@`a@K└АF@`a@Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦ДT(Flфche subtrahierenR Ё?Ё?Ё┐XС└;└АX└Ё?№b                                                                               ¤   Ё?Ё┐Ёx@Ё┐y@Ё?@S@Ё┐G@@S@Ё┐G@@a@Ё┐Ёx@@a@Ё┐G@@a@АJ└Ёx@@a@АJ└Ёx@АJ└y@K└Ё?АJ└K└G@@S@АJ└Ё?@S@АJ└АF@АS@K└АS@K└АS@АF@АS@АF@`a@K└АF@`a@y@`a@K└y@`a@Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦ДT$Falten - Dicke...R Ё?Ё?Ё┐XС└;└АX└Ё? ¤HACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                 shell                                     face                       face                      FldEntIdmeg attrib                жю█     face                         loop                          plane surface                  АF@АS@K└Ё?Ё? FldEntIdmeg attrib                жю█     face                         loop                          plane surface                  АF@@S@K└Ё?Ё? ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib                жю█     face                         loop                         plane surface                  АF@`a@K└Ё┐АЁ?  coedge                   ! " # $     ftreemeg attrib               жю█Лгн ∙╦FldEntIdmeg attrib          %      жю█     face &              ' (       )  loop                        * plane surface                  G@`a@K└Ё┐АЁ?  coedge                   + , - .     ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          /      жю█     face 0              1 2       3  loop                        4  plane surface                  АS@Ё┐АЁ?  coedge                   5 6 7 8       coedge                   9  4 :      coedge                    9 5 ;      coedge                   7 <  $ 2      edge                   =А6└ >А6@  ? unknown ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          @      жю█     face A              B C       D  loop                        E  plane surface                  Ё?АS@Ё┐АЁ?  coedge                   F G H I       coedge                   J  G K      coedge                    J E L      coedge                   M H  . C      edge                   NА7└ OА5@  P unknown ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          Q      жю█     face R              S T       U  loop                        #  plane surface                  АS@K└Ё┐Ё┐  coedge                   V W ! :       coedge                   X " ;       coedge                   X Y Z       coedge                   [ # 8 2      edge                   \А>└ =А>@ ] unknown  coedge                   " ! ^ _      edge                   >;└ `;@ ! a unknown  edge                   bK└ = " c unknown  coedge                   # d V e 2      vertex                   $ f vertex                   $ gstraight curve                  А6@АS@K└Ё┐ ftreemeg attrib               & жю█Лгн ∙╦FldEntIdmeg attrib          h      'жю█     face i              j k       l  loop                        - ' plane surface                  АS@АJ└Ё┐Ё┐  coedge                   m n , L (      coedge                   o * p q       coedge                   * o + K       coedge                   - r * I C      edge                   sА=└ NА?@ * t unknown  coedge                   , + u v      edge                   wАJ└ NЁ┐ + x unknown  edge                   O:└ y:@ , z unknown  coedge                   { - n | C      vertex                   . } vertex                   . ~straight curve                  А6@@S@АJ└Ё┐ ftreemeg attrib               0 жю█Лгн ∙╦FldEntIdmeg attrib                1жю█      face А              Б В       Г  loop                        Д 1 plane surface                  y@Ё┐Ё┐  coedge                   Е 4 < e       coedge                   4 Е Ж З       coedge                   6 5 И Й       coedge                   К Л 6 Z М      edge                   НK└ \ 6 О unknown  coedge                   П 7 Л Р 2      vertex                   8 Сstraight curve                  АF@ [@K└АЁ┐А  coedge                   Ж И 9 _ Т      edge                   `АF└ b 9 У unknown  vertex                   : Фstraight curve                  АS@;└АЁ?  vertex                   _ Хstraight curve                  АF@АS@K└АЁ┐  coedge                   < П Ц Ч 2      edge                   >А ШАS@ V Щ unknown  point                  АF@АS@K└ point                  АS@K└ftreemeg attrib               A 'жю█Лгн ∙╦FldEntIdmeg attrib          Ъ      Bжю█      face Ы              Ь Э       Ю  loop                        Я B plane surface                  y@Ё?Ё┐Ё┐  coedge                   а E б в (      coedge                   E а M | (      coedge                   G F г д       coedge                   е ж F q з      edge                   иАJ└ sЁ┐ F й unknown  coedge                   H к е л C      vertex                   I мstraight curve                  G@ [@АJ└АЁ┐А  coedge                   г б J v н      edge                   yF└ wЁ? J о unknown  vertex                   v пstraight curve                  G@@S@K└АЁ┐  vertex                   L ░straight curve                  Ё?@S@;└АЁ?  coedge                   к M ▒ ▓ C      edge                   OЁ? │@S@ n ┤ unknown  point                  G@@S@АJ└ point                  Ё?@S@АJ└ftreemeg attrib               R 1жю█Лгн ∙╦FldEntIdmeg attrib          ╡      Sжю█      face ╢              ╖ М       ╕  loop                        ╣ S plane surface                  y@`a@Ё?Ё┐  coedge                   ║ ╗ ╝ ╜ T      coedge                   W V ║ ╛       coedge                   ╝ ^ W З Т      edge                   ┐АS└ ` W └ unknown  coedge                   ^ ┴ X Й Т      edge                   bА>└ НА>@ X ┬ unknown  coedge                   ├ Y ┴ ─ М      coedge                   Y ├ [ Р М      loop                        Y Б  vertex                   Й ┼straight curve                  АF@`a@K└Ё┐  coedge                   d [ ╞ ╟ 2      edge                   \А6@ ╚Шw@ [ ╔ unknown  point                  АF@`a@K└ loop                        ^ ╖ straight curve                  АF@АS@Ё?  point                  АS@ point                  АF@АS@ coedge                   ╗ ║ d Ч T      edge                   ╩i└ Шi@ d ╦ unknown  vertex                   e ╠straight curve                  АS@K└АЁ┐А ftreemeg attrib               i Bжю█Лгн ∙╦FldEntIdmeg attrib          ═      jжю█      face ╬              ╧ з       ╨  loop                        ╤ j plane surface                  Ёx@`a@Ё?Ё┐  coedge                   ╥ ╙ ╘ ╒ k      coedge                   n m ╙ ╓ (      coedge                   u ╘ m в н      edge                   ╫@S└ yЁ┐ m ╪ unknown  coedge                   ┘ u o д н      edge                   wА?└ иА=@ o ┌ unknown  coedge                   █ p r л з      coedge                   p █ ┘ ▄ з      loop                        p Ь  vertex                   д ▌straight curve                  G@@a@K└Ё┐  coedge                   r { ▐ ▀ C      edge                   sА7@ рИw@ r с unknown  point                  G@@a@АJ└ loop                        u ╧ straight curve                  АF@@S@Ё┐Ё?  point                  G@@S@Ё┐ point                  Ё?@S@Ё┐ coedge                   ╙ ╥ { ▓ k      edge                   трh└ │рh@ { у unknown  vertex                   | фstraight curve                  Ё?АS@АJ└АЁ┐А ftreemeg attrib               А Sжю█Лгн ∙╦FldEntIdmeg attrib          х      Бжю█     face ц                   Т       ч plane surface                  АF@`a@K└Ё?Ё?  coedge                   ш щ ъ ы В      coedge                   Ц Д Е ╛ T      coedge                   Д Ц ш ь T      coedge                   ъ Ж Д ╜ Т      edge                   э0f└ ┐╨k@ Д ю unknown  edge                   ШK└ ┐ Е я unknown  vertex                   ╛ Ёstraight curve                  АS@Ё?А  coedge                   И ъ К ─ Т     straight curve                  АF@ [@Ё?А  coedge                   Л К щ ё М      edge                   Н Є0v@ К є unknown  point                  АF@`a@ coedge                   щ ш П ╟ В      edge                   ╚А>└ ╩ [@ П Ї unknown  vertex                   Р їstraight curve                  А6@`a@K└Ё?А  vertex                   ╟ Ўstraight curve                  i@K└Ё┐АА  point                  K└ftreemeg attrib               Ы jжю█Лгн ∙╦FldEntIdmeg attrib          ў      Ьжю█     face °                   н       ∙ plane surface                  АF@@a@K└Ё?Ё?  coedge                   · √ № ¤ Э      coedge                   ▒ Я √ ■ k      coedge                   Я ▒ а ╓ k      coedge                   б № Я ╒ н      edge                    f└ ╫░k@ Я  unknown  edge                   │АJ└ ╫Ё┐ а  unknown  vertex                   ╓ straight curve                  Ё?АS@Ё┐Ё?А  coedge                   № г ж ▄ н     straight curve                  G@ [@Ё┐Ё?А  coedge                   ж е ·  з      edge                   иЁ?  v@ ж  unknown  point                  G@@a@Ё┐ coedge                   √ · к ▀ Э      edge                   рА=└ трZ@ к  unknown  vertex                   л straight curve                  А6@@a@АJ└Ё?А  vertex                   ▀ straight curve                  i@Ё?АJ└Ё┐АА  point                  Ё?Ё?АJ└ftreemeg attrib               ╢ Бжю█Лгн ∙╦FldEntIdmeg attrib                ╖жю█    plane surface                  АF@АS@Ё?Ё?  coedge                   ╞ ╣ ╗ ь В      coedge                   ╣ ╞ ├ ё В      coedge                   ┴ ╝ ╣ ы Т      edge                   ЄА>└ э [@ ╣  unknown  edge                   ╩K└ э ╗  unknown  vertex                   ╜ straight curve                  ╨k@Ё┐ straight curve                  Ё?  point                   edge                   ╚;└ Є;@ щ  unknown  vertex                   ы straight curve                  АF@`a@Ё? straight curve                  y@ [@K└Ё┐  point                  y@`a@K└ point                  y@K└ftreemeg attrib               ╬ Ьжю█Лгн ∙╦FldEntIdmeg attrib                ╧жю█    plane surface                  АF@АS@Ё┐Ё?Ё?  coedge                   ▐ ╤ █  Э      coedge                   ╤ ▐ ╥ ■ Э      coedge                   ╘ ┘ ╤ ¤ н      edge                   А=└  рZ@ ╤  unknown  edge                   тАJ└  Ё┐ ╥  unknown  vertex                   ╒ straight curve                  ╨k@Ё?Ё┐Ё┐ straight curve                  Ё?Ё?Ё?  point                  Ё?Ё?Ё┐ edge                   р:└ :@ ·  unknown  vertex                   ¤ straight curve                  АF@@a@Ё┐Ё? straight curve                  Ёx@ [@АJ└Ё┐  point                  Ёx@@a@АJ└ point                  Ёx@Ё?АJ└ftreemeg attrib               ц ╖жю█Лгн ∙╦straight curve                  y@ [@Ё┐ straight curve                  y@АЁ?  point                  y@straight curve                  y@`a@;└Ё?  point                  y@`a@ftreemeg attrib               ° ╧жю█Лгн ∙╦straight curve                  Ёx@ [@Ё┐Ё┐ straight curve                  Ёx@Ё?АЁ?  point                  Ёx@Ё?Ё┐straight curve                  Ёx@@a@;└Ё?  point                  Ёx@@a@Ё┐ End-of-ACIS-dataДTШ   B Ё?Ё?Ё┐XС└;└АX└Ё? d,                                   ¤   АF@АS@K└АS@K└АS@АF@АS@АF@`a@K└АF@`a@K└y@`a@K└y@K└y@y@`a@Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦BDein BlechЁ?Ё?Ё┐XС└;└АX└Ё? м                    ¤   y@y@`a@`a@K└y@K└y@`a@K└`a@K└Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦K└Ё?Qy@`a@Ё?Ё?Ё┐XС└;└АD@Ё? м                    ¤   АF@АF@АN└АN└K└АF@K└АF@АN└K└АN└K└Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦Лгн ∙╦K└Ё?QАF@АN└Лгн ∙╦Rk%%ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█     face                      loop                          plane surface                  АF@АS@K└Ё?Ё? ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib                жю█     face                         loop                          plane surface                  АF@`a@K└Ё┐АЁ?  coedge                            ftreemeg attrib               жю█Лгн ∙╦FldEntIdmeg attrib                жю█     face                         loop                         plane surface                  АS@Ё┐АЁ?  coedge                    ! "      coedge                   #   $       coedge                    #  %       coedge                   ! &         edge                   ' (АF@  ) unknown ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          *      жю█     face +              , -       .  loop                          plane surface                  АS@K└Ё┐Ё┐  coedge                   / 0  $       coedge                   1   %      coedge                    1 2 3      coedge                   4   "       edge                   5 'АN@  6 unknown  coedge                     7 8       edge                   ( 9K@  : unknown  edge                   ; 'K@  < unknown  coedge                    = / >       vertex                    ? vertex                    @straight curve                  АF@АS@K└Ё┐ ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          A      жю█      face B              C D       E  loop                        F  plane surface                  y@Ё┐Ё┐  coedge                   G  & >       coedge                    G H I       coedge                    J K      coedge                   L M 3 N      edge                   O 5K@ P unknown  coedge                   Q ! M R       vertex                   " Sstraight curve                  АF@`a@K└Ё┐  coedge                   H J # 8 T      edge                   9 ;АF@ # U unknown  vertex                   $ Vstraight curve                  АS@K└Ё?  vertex                   8 Wstraight curve                  АF@АS@Ё┐  coedge                   & Q X Y       edge                   ( ZАS@ / [ unknown  point                  АF@АS@K└ point                  АS@K└ftreemeg attrib               + жю█Лгн ∙╦FldEntIdmeg attrib          \      ,жю█      face ]              ^ N       _  loop                        ` , plane surface                  y@`a@Ё?Ё┐  coedge                   a b c d -      coedge                   0 / a e       coedge                   c 7 0 I T      edge                   f 9АS@ 0 g unknown  coedge                   7 h 1 K T      edge                   ; OАN@ 1 i unknown  coedge                   j 2 h k N      coedge                   2 j 4 R N      loop                        2 C  vertex                   K lstraight curve                  АF@`a@Ё┐  coedge                   = 4 m n       edge                   5 o0v@ 4 p unknown  point                  АF@`a@K└ loop                        7 ^ straight curve                  АS@Ё?  point                  АS@ point                  АF@АS@ coedge                   b a = Y -      edge                   q Zy@ = r unknown  vertex                   > sstraight curve                  АS@K└Ё┐ ftreemeg attrib               B ,жю█Лгн ∙╦FldEntIdmeg attrib          t      Cжю█     face u                   T       v plane surface                  АF@`a@K└Ё?Ё?  coedge                   w x y z D      coedge                   X F G e -      coedge                   F X w { -      coedge                   y H F d T      edge                   | fy@ F } unknown  edge                   Z fK@ G ~ unknown  vertex                   e straight curve                  Ё?  coedge                   J y L k T     straight curve                  АF@АS@Ё?  coedge                   M L x А N      edge                   O Б0v@ L В unknown  point                  АF@`a@ coedge                   x w Q n D      edge                   o q`a@ Q Г unknown  vertex                   R Дstraight curve                  АF@`a@K└Ё?  vertex                   n Еstraight curve                  y@K└Ё┐  point                  K└ftreemeg attrib               ] Cжю█Лгн ∙╦FldEntIdmeg attrib          Ж      ^жю█    plane surface                  АF@АS@Ё?Ё?  coedge                   m ` b { D      coedge                   ` m j А D      coedge                   h c ` z T      edge                   Б |`a@ ` З unknown  edge                   q |K@ b И unknown  vertex                   d Йstraight curve                  y@Ё┐ straight curve                  K└Ё?  point                   edge                   o БK@ x К unknown  vertex                   z Лstraight curve                  АF@`a@Ё? straight curve                  y@`a@K└Ё┐  point                  y@`a@K└ point                  y@K└ftreemeg attrib               u ^жю█Лгн ∙╦straight curve                  y@`a@Ё┐ straight curve                  y@K└Ё?  point                  y@straight curve                  y@`a@K└Ё?  point                  y@`a@ End-of-ACIS-data<Ё?Ё?ffffff·┐Ё?ЪЩЩЩЩЩ╣?Лгн ∙╦y@Лгн ∙╦R╒"┴"ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  АF@АS@K└Ё?Ё? ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                          plane surface                  АF@`a@K└Ё┐АЁ?  coedge                            ftreemeg attrib               жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                         plane surface                  АS@Ё┐АЁ?  coedge                    ! "      coedge                   #   $       coedge                    #  %       coedge                   ! &         edge                   ' (АF@  ) unknown ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          *      жю█ face +              , -       .  loop                          plane surface                  АS@K└Ё┐Ё┐  coedge                   / 0  $       coedge                   1   %      coedge                    1 2 3      coedge                   4   "       edge                   5 'АN@  6 unknown  coedge                     7 8       edge                   ( 9K@  : unknown  edge                   ; 'K@  < unknown  coedge                    = / >       vertex                    ? vertex                    @straight curve                  АF@АS@K└Ё┐ ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          A      жю█  face B              C D       E  loop                        F  plane surface                  y@`a@Ё?Ё┐  coedge                   G  & >       coedge                    G H I       coedge                    J K      coedge                   L M 3 D      edge                   N 5K@ O unknown  coedge                   P ! M Q       vertex                   " Rstraight curve                  АF@`a@K└Ё┐  coedge                   H J # 8 S      edge                   9 ;АF@ # T unknown  vertex                   $ Ustraight curve                  АS@K└Ё?  vertex                   8 Vstraight curve                  АF@АS@Ё┐  coedge                   & P      W       edge                   ( XАS@ / Y unknown  point                  АF@АS@K└ point                  АS@K└ftreemeg attrib               + жю█Лгн ∙╦FldEntIdmeg attrib          Z      ,жю█ face [                   S       \  loop                        2 , plane surface                  АF@`a@K└Ё?Ё?  coedge                   ] ^ _ ` -      coedge                   0 /      a       coedge                   b 7 0 I S      edge                   c 9АS@ 0 d unknown  coedge                   7 e 1 K S      edge                   ; NАN@ 1 f unknown  coedge                   g 2 e h D      coedge                   2 g 4 Q D      vertex                   K istraight curve                  АF@`a@Ё┐  coedge                   = 4 j k       edge                   5 l0v@ 4 m unknown  point                  АF@`a@K└ loop                        7 C straight curve                  АS@Ё?  point                  АS@ point                  АF@АS@ edge                   n Xy@ = o unknown  vertex                   > pstraight curve                  АS@K└Ё┐ ftreemeg attrib               B ,жю█Лгн ∙╦FldEntIdmeg attrib          q      Cжю█plane surface                  АF@АS@Ё?Ё?  coedge                   j F      r -      coedge                   F j g s -      coedge                   e b F ` S      edge                   t u`a@ F v unknown  edge                   X cK@ G w unknown  coedge                   _ H      x S      vertex                   a ystraight curve                  Ё?  coedge                   J _ L h S     straight curve                  АF@АS@Ё?  coedge                   M L ^ s D      edge                   N t0v@ L z unknown  point                  АF@`a@ coedge                   ^ ] P k -      edge                   l n`a@ P { unknown  vertex                   Q |straight curve                  АF@`a@K└Ё?  vertex                   k }straight curve                  y@K└Ё┐  point                  K└ftreemeg attrib               [ Cжю█Лгн ∙╦ edge                   n uK@ ] ~ unknown  edge                   l tK@ ^  unknown  vertex                   ` А vertex                   x Бstraight curve                  y@`a@Ё┐ straight curve                  K└Ё?  edge                   u cy@ b В unknown  point                  straight curve                  АF@`a@Ё? straight curve                  y@`a@K└Ё┐  point                  y@`a@K└ point                  y@K└straight curve                  y@K└Ё? straight curve                  y@`a@K└Ё?  point                  y@`a@ point                  y@straight curve                  y@Ё┐  End-of-ACIS-dataЛгн ∙╦y@■    S@K└ Лгн ∙╦R╒┴ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  АF@АS@K└Ё?Ё? ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                          plane surface                  АF@`a@K└Ё┐АЁ?  coedge                            ftreemeg attrib               жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                         plane surface                  АS@Ё┐АЁ?  coedge                    ! "      coedge                   #   $       coedge                    #  %       coedge                   ! &         edge                   ' (АF@  ) unknown ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          *      жю█ face +              , -       .  loop                          plane surface                  АS@K└Ё┐Ё┐  coedge                   / 0  $       coedge                   1   %      coedge                    1 2 3      coedge                   4   "       edge                   5 'АN@  6 unknown  coedge                     7 8       edge                   ( 9K@  : unknown  edge                   ; 'K@  < unknown  coedge                    = / >       vertex                    ? vertex                    @straight curve                  АF@АS@K└Ё┐ ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          A      жю█ face B                   C       D  loop                        2  plane surface                  АF@`a@K└Ё?Ё?  coedge                   E  & >       coedge                    E F G       coedge                    H I      coedge                   J K 3 -      edge                   L 5K@ M unknown  coedge                   N ! K O       vertex                   " Pstraight curve                  АF@`a@K└Ё┐  coedge                   F H # 8 C      edge                   9 ;АF@ # Q unknown  vertex                   $ Rstraight curve                  АS@K└Ё?  vertex                   8 Sstraight curve                  АF@АS@Ё┐  coedge                   & N      T       edge                   ( UАS@ / V unknown  point                  АF@АS@K└ point                  АS@K└ftreemeg attrib               + жю█Лгн ∙╦FldEntIdmeg attrib          W      ,жю█ loop                        7 , plane surface                  АF@АS@Ё?Ё?  coedge                   0 /      X       coedge                   Y 7 0 G C      edge                   Z 9АS@ 0 [ unknown  coedge                   7 \ 1 I C      edge                   ; LАN@ 1 ] unknown  coedge                   ^ 2 \ _ -      coedge                   2 ^ 4 O -      vertex                   I `straight curve                  АF@`a@Ё┐  coedge                   = 4      a       edge                   5 b0v@ 4 c unknown  point                  АF@`a@K└straight curve                  АS@Ё?  point                  АS@ point                  АF@АS@ edge                   d Uy@ = e unknown  vertex                   > fstraight curve                  АS@K└Ё┐ ftreemeg attrib               B ,жю█Лгн ∙╦ edge                   U ZK@ E g unknown  coedge                   h F      i C      vertex                   X jstraight curve                  Ё?  coedge                   H h J _ C     straight curve                  АF@АS@Ё?  coedge                   K J      k -      edge                   L l0v@ J m unknown  point                  АF@`a@ edge                   b d`a@ N n unknown  vertex                   O ostraight curve                  АF@`a@K└Ё?  vertex                   a pstraight curve                  y@K└Ё┐  point                  K└straight curve                  K└Ё?  coedge                   \ Y      q C      edge                   r Zy@ Y s unknown  point                   edge                   b lK@ ^ t unknown  vertex                   q ustraight curve                  АF@`a@Ё? straight curve                  y@`a@K└Ё┐  point                  y@`a@K└ point                  y@K└ edge                   l r`a@ h v unknown  vertex                   i wstraight curve                  y@Ё┐ straight curve                  y@`a@K└Ё?  point                  y@`a@straight curve                  y@`a@Ё┐  point                  y@ End-of-ACIS-dataЛгн ∙╦y@■    S@K└Лгн ∙╦R{gACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  АF@`a@K└Ё┐АЁ? ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                          plane surface                  АS@Ё┐АЁ?  coedge                            ftreemeg attrib               жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                         plane surface                  АS@K└Ё┐Ё┐  coedge                         !      coedge                   "       #       coedge                    " $ %       coedge                   &          edge                   ' (АN@  ) unknown ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          *      жю█ face +                   ,       -  loop                        $  plane surface                  АF@`a@K└Ё?Ё?  coedge                    .      /       coedge                   0  . 1      coedge                    0 2 3      edge                   4 5K@  6 unknown  coedge                     7 8       edge                   9 (K@  : unknown  coedge                   ; <  %       edge                   = 'K@  > unknown  coedge                   ?  < @       vertex                    A vertex                   / Bstraight curve                  АF@`a@K└Ё┐ ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          C      жю█ loop                        D  plane surface                  АF@АS@Ё?Ё?  coedge                    E  1       edge                   ( 4АF@  F unknown  coedge                         G      edge                   4 HАS@  I unknown  coedge                   J D 3 ,      edge                   K 5АS@ L unknown  vertex                   / M vertex                   ! Nstraight curve                  АS@K└Ё?  coedge                   D O " 8 ,      edge                   9 =АN@ " P unknown  vertex                   Q Rstraight curve                  АF@АS@Ё┐  coedge                   S $ O T       coedge                   $ S & @       vertex                   8 Ustraight curve                  АF@`a@Ё┐  coedge                   E &      V       edge                   ' W0v@ & X unknown  point                  АF@`a@K└ point                  АF@АS@K└ftreemeg attrib               + жю█Лгн ∙╦ coedge                   2 7      Q ,      coedge                   . ?      Y      straight curve                  АF@АS@K└Ё┐  edge                   H KK@ 0 Z unknown  vertex                   1 [straight curve                  АS@K└Ё┐  coedge                   \ 2      ] ,      vertex                   G ^straight curve                  Ё?  point                  АS@K└ point                  АS@ coedge                   7 \ ; T ,     straight curve                  АF@АS@Ё?  edge                   5 9АF@ D _ unknown  point                  АF@АS@ coedge                   < ;      `       edge                   = a0v@ ; b unknown  point                  АF@`a@ edge                   W c`a@ ? d unknown  vertex                   @ estraight curve                  АF@`a@K└Ё?  edge                   c Hy@ E f unknown straight curve                  K└Ё?  point                  K└ coedge                   O J      g ,      edge                   h Ky@ J i unknown  point                  straight curve                  АS@Ё?  edge                   W aK@ S j unknown  vertex                   g kstraight curve                  АF@`a@Ё?  vertex                   V lstraight curve                  y@`a@K└Ё┐  point                  y@`a@K└straight curve                  y@K└Ё┐  edge                   a h`a@ \ m unknown  vertex                   ] nstraight curve                  y@Ё┐ straight curve                  y@`a@K└Ё?  point                  y@`a@ point                  y@K└straight curve                  y@`a@Ё┐  point                  y@ End-of-ACIS-dataЛгн ∙╦`r@     _a@Лгн ∙╦R{gACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  АF@`a@K└Ё┐АЁ? ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                          plane surface                  АS@Ё┐АЁ?  coedge                            ftreemeg attrib               жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                         plane surface                  АS@K└Ё┐Ё┐  coedge                         !      coedge                   "       #       coedge                    " $ %       coedge                   &          edge                   ' (АN@  ) unknown ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          *      жю█ face +                   ,       -  loop                        $  plane surface                  АF@`a@K└Ё?Ё?  coedge                    .      /       coedge                   0  . 1      coedge                    0 2 3      edge                   4 5K@  6 unknown  coedge                     7 8       edge                   9 (K@  : unknown  coedge                   ; <  %       edge                   = 'K@  > unknown  coedge                   ?  < @       vertex                    A vertex                   / Bstraight curve                  АF@`a@K└Ё┐ ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          C      жю█ loop                        D  plane surface                  АF@АS@Ё?Ё?  coedge                    E  1       edge                   ( 4АF@  F unknown  coedge                         G      edge                   4 HАS@  I unknown  coedge                   J D 3 ,      edge                   K 5АS@ L unknown  vertex                   / M vertex                   ! Nstraight curve                  АS@K└Ё?  coedge                   D O " 8 ,      edge                   9 =АN@ " P unknown  vertex                   Q Rstraight curve                  АF@АS@Ё┐  coedge                   S $ O T       coedge                   $ S & @       vertex                   8 Ustraight curve                  АF@`a@Ё┐  coedge                   E &      V       edge                   ' W0v@ & X unknown  point                  АF@`a@K└ point                  АF@АS@K└ftreemeg attrib               + жю█Лгн ∙╦ coedge                   2 7      Q ,      coedge                   . ?      Y      straight curve                  АF@АS@K└Ё┐  edge                   H KK@ 0 Z unknown  vertex                   1 [straight curve                  АS@K└Ё┐  coedge                   \ 2      ] ,      vertex                   G ^straight curve                  Ё?  point                  АS@K└ point                  АS@ coedge                   7 \ ; T ,     straight curve                  АF@АS@Ё?  edge                   5 9АF@ D _ unknown  point                  АF@АS@ coedge                   < ;      `       edge                   = a0v@ ; b unknown  point                  АF@`a@ edge                   W c`a@ ? d unknown  vertex                   @ estraight curve                  АF@`a@K└Ё?  edge                   c Hy@ E f unknown straight curve                  K└Ё?  point                  K└ coedge                   O J      g ,      edge                   h Ky@ J i unknown  point                  straight curve                  АS@Ё?  edge                   W aK@ S j unknown  vertex                   g kstraight curve                  АF@`a@Ё?  vertex                   V lstraight curve                  y@`a@K└Ё┐  point                  y@`a@K└straight curve                  y@K└Ё┐  edge                   a h`a@ \ m unknown  vertex                   ] nstraight curve                  y@Ё┐ straight curve                  y@`a@K└Ё?  point                  y@`a@ point                  y@K└straight curve                  y@`a@Ё┐  point                  y@ End-of-ACIS-dataЛгн ∙╦`r@     _a@Лгн ∙╦R{gACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  АF@`a@K└Ё┐АЁ? ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                         loop                          plane surface                  АS@Ё┐АЁ?  coedge                            ftreemeg attrib               жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                             loop                         plane surface                  АS@K└Ё┐Ё┐  coedge                               coedge                   !       "       coedge                    !      #       coedge                   $          edge                   % &АN@  ' unknown ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib          (      жю█ loop                        )  plane surface                  АF@АS@Ё?Ё?  coedge                    *      +       coedge                   ,  * -      coedge                    , . /      edge                   0 1K@  2 unknown  coedge                     3 4       edge                   5 &K@  6 unknown  edge                   7 %K@  8 unknown  coedge                   9       :       vertex                    ; vertex                   + <straight curve                  АF@`a@K└Ё┐ ftreemeg attrib                жю█Лгн ∙╦ coedge                   . 3      =       coedge                    >  -       edge                   & 0АF@  ? unknown  coedge                          @      edge                   0 AАS@  B unknown  coedge                   C )  /       edge                   D 1АS@  E unknown  vertex                   + F vertex                   Gstraight curve                  АS@K└Ё?  coedge                   ) H ! 4       edge                   5 7АN@ ! I unknown  vertex                   = Jstraight curve                  АF@АS@Ё┐  vertex                   4 Kstraight curve                  АF@`a@Ё┐  coedge                   > $      L       edge                   % M0v@ $ N unknown  point                  АF@`a@K└ point                  АF@АS@K└ edge                   1 5АF@ ) O unknown  coedge                   * 9      P      straight curve                  АF@АS@K└Ё┐  edge                   A DK@ , Q unknown  vertex                   - Rstraight curve                  АS@K└Ё┐  coedge                   S .      T       vertex                   @ Ustraight curve                  Ё?  point                  АS@K└ point                  АS@ coedge                   3 S      V      straight curve                  АF@АS@Ё?  point                  АF@АS@ point                  АF@`a@ edge                   M W`a@ 9 X unknown  vertex                   : Ystraight curve                  АF@`a@K└Ё? straight curve                  АS@Ё?  edge                   W Ay@ > Z unknown straight curve                  K└Ё?  point                  K└ coedge                   H C      [       edge                   \ Dy@ C ] unknown  point                   edge                   7 ^0v@ H _ unknown  vertex                   L `straight curve                  y@`a@K└Ё┐  point                  y@`a@K└straight curve                  y@K└Ё┐  edge                   ^ \`a@ S a unknown  vertex                   T bstraight curve                  y@Ё┐  vertex                   [ cstraight curve                  АF@`a@Ё?  point                  y@K└straight curve                  y@`a@Ё┐  point                  y@ point                  y@`a@ End-of-ACIS-dataЛгн ∙╦АS@Лгн ∙╦R╒┴ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  АF@`a@K└Ё┐АЁ? ftreemeg attrib                жю█Лгн ∙╦FldEntIdmeg attrib                жю█ face                             loop                          plane surface                  АS@K└Ё┐Ё┐  coedge                            ftreemeg attrib               жю█Лгн ∙╦FldEntIdmeg attrib                жю█ loop                         plane surface                  АF@АS@Ё?Ё?  coedge                                coedge                                 coedge                                 coedge                            edge                    !АN@  " unknown ftreemeg attrib                жю█Лгн ∙╦ coedge                   # $      %       coedge                    &      '      edge                   ! (АF@  ) unknown  coedge                     $ *       edge                   + !K@  , unknown  edge                   - K@  . unknown  coedge                   /       0      vertex                    1 vertex                    2straight curve                  АF@`a@K└Ё┐  coedge                   3       4       coedge                    5  *       edge                   6 +АF@  7 unknown  coedge                    /      8      edge                   ( 9АS@  : unknown  vertex                    ;straight curve                  АF@АS@K└Ё┐  edge                   + -АN@  < unknown  vertex                   % =straight curve                  АF@АS@Ё┐  vertex                   * >straight curve                  АF@`a@Ё┐  coedge                   &       ?      edge                    @0v@  A unknown  point                  АF@`a@K└ point                  АF@АS@K└ coedge                   B #      C       edge                   D 6АS@ # E unknown  coedge                   $ B      F       vertex                   4 Gstraight curve                  АS@Ё?  edge                   H 9y@ & I unknown  vertex                   ' Jstraight curve                  АS@K└Ё┐  point                  АS@K└straight curve                  АF@АS@Ё?  point                  АF@АS@ point                  АF@`a@ edge                   @ H`a@ / K unknown  vertex                   0 Lstraight curve                  АF@`a@K└Ё?  coedge                   5 3      M       edge                   N Dy@ 3 O unknown  vertex                   4 Pstraight curve                  Ё?  edge                   - Q0v@ 5 R unknown  point                  АS@ vertex                   ? Sstraight curve                  y@K└Ё┐  point                  K└straight curve                  y@`a@K└Ё┐  point                  y@`a@K└ edge                   Q N`a@ B T unknown  vertex                   C Ustraight curve                  y@Ё┐  point                   vertex                   M Vstraight curve                  АF@`a@Ё?  point                  y@K└straight curve                  y@`a@Ё┐  point                  y@ point                  y@`a@ End-of-ACIS-dataЛгн ∙╦АF@`a@K└б1@Н╓∙╦RР|ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                      lump                          shell                                     shell                                     face                           face                          FldEntIdmeg attrib                жю█ loop                          plane surface                  АS@K└Ё┐Ё┐ FldEntIdmeg attrib                жю█ loop                          plane surface                  АF@АS@Ё?Ё? ftreemeg attrib                жю█Лгн ∙╦ coedge                               ftreemeg attrib               жю█Лгн ∙╦ coedge                                coedge                                coedge                                edge                    АF@   unknown  coedge                               coedge                    !      "      edge                   # $АF@  % unknown  coedge                   &       '      edge                   ( АN@  ) unknown  coedge                    &      *      edge                    +АS@  , unknown  vertex                    - vertex                    .straight curve                  АF@АS@K└Ё┐  coedge                   /       0      edge                   1 #АS@  2 unknown  coedge                    /      3      edge                   $ 4АN@  5 unknown  vertex                   6 vertex                    7straight curve                  АS@Ё?  coedge                          8      edge                   ( 90v@  : unknown  vertex                    ;straight curve                  АF@`a@K└Ё┐  edge                   < +y@  = unknown  vertex                    >straight curve                  АS@K└Ё┐  point                  АF@АS@K└ point                  АS@K└ coedge                   !       ?      edge                   @ 1y@  A unknown  vertex                   Bstraight curve                  Ё?  edge                   4 C0v@ ! D unknown  vertex                   " Estraight curve                  АF@АS@Ё?  point                  АS@ point                  АF@АS@ edge                   9 <`a@ & F unknown  vertex                   ' Gstraight curve                  АF@`a@K└Ё?  point                  АF@`a@K└ vertex                   8 Hstraight curve                  y@K└Ё┐  point                  K└ edge                   C @`a@ / I unknown  vertex                   0 Jstraight curve                  y@Ё┐  point                   vertex                   ? Kstraight curve                  АF@`a@Ё?  point                  АF@`a@straight curve                  y@`a@K└Ё┐  point                  y@`a@K└ point                  y@K└straight curve                  y@`a@Ё┐  point                  y@ point                  y@`a@ End-of-ACIS-dataЛгн ∙╦АF@АS@б1@Н╓∙╦RвОACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                      lump                          shell                                     shell                                     face                           face                          FldEntIdmeg attrib                жю█ loop                          plane surface                  АS@K└Ё┐Ё┐ FldEntIdmeg attrib                жю█ loop                          plane surface                  АF@АS@Ё?Ё? ftreemeg attrib                жю█Лгн ∙╦ coedge                               ftreemeg attrib               жю█Лгн ∙╦ coedge                                coedge                                coedge                                edge                    АF@   unknown  coedge                               coedge                    !      "      edge                   #E▒∙СU└ $╦;fЮа╜  % unknown  coedge                   &       '      edge                   ( АN@  ) unknown  coedge                    &      *      edge                    +АS@  , unknown  vertex                    - vertex                    .straight curve                  АF@АS@K└Ё┐  coedge                   /       0      edge                   1 $АF@  2 unknown  coedge                    /      3      edge                   #АN@ 40v@  5 unknown  vertex                   " 6 vertex                   7straight curve                  АF@■    S@╬;fЮац┐╦;fЮац┐А E▒∙СU└ ╦;fЮа╜ coedge                          8      edge                   ( 90v@  : unknown  vertex                    ;straight curve                  АF@`a@K└Ё┐  edge                   < +y@  = unknown  vertex                    >straight curve                  АS@K└Ё┐  point                  АF@АS@K└ point                  АS@K└ coedge                   !       ?      edge                   @ 1АS@  A unknown  vertex                   0 Bstraight curve                  АS@Ё?  edge                   4 C`a@ ! D unknown  vertex                   3 Estraight curve                  АF@`a@Ё?  point                  АZ@`a@ point                  АF@АS@ edge                   9 <`a@ & F unknown  vertex                   ' Gstraight curve                  АF@`a@K└Ё?  point                  АF@`a@K└ vertex                   8 Hstraight curve                  y@K└Ё┐  point                  K└ edge                   C @y@ / I unknown  vertex                   0 Jstraight curve                  Ё?  point                  АS@ vertex                   ? Kstraight curve                  y@`a@Ё┐  point                  y@`a@straight curve                  y@`a@K└Ё┐  point                  y@`a@K└ point                  y@K└straight curve                  y@Ё┐  point                   point                  y@ End-of-ACIS-dataUЁ?АЁ?;└     Пr└АD@  ╧`v└АD@     Пr└АD@`v└АD@  ╧`v└4└`v└АD@`v└4└  ╧     Пr└АD@`v└4└     Пr└АD@Лгн ∙╦АS@K└б1@Н╓∙╦R┤аACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                      lump                          shell                                     shell                                     face                           face                          FldEntIdmeg attrib                жю█ loop                          plane surface                  АS@K└Ё┐Ё┐ FldEntIdmeg attrib                жю█ loop                          plane surface                  АF@АS@Ё?Ё? ftreemeg attrib                жю█Лгн ∙╦ coedge                               ftreemeg attrib               жю█Лгн ∙╦ coedge                                coedge                                coedge                                edge                    ■D▒∙СU@   unknown  coedge                               coedge                    !      "      edge                   #E▒∙СU└ $╦;fЮа╜  % unknown  coedge                   &       '      edge                   АN@ (0v@  ) unknown  coedge                    &      *      edge                    +АF@  , unknown  vertex                    - vertex                    .straight curve                  АF@АS@K└╬;fЮац?╦;fЮац?  ■D▒∙СU@ coedge                   /       0      edge                   1 $АF@  2 unknown  coedge                    /      3      edge                   #АN@ 40v@  5 unknown  vertex                   " 6 vertex                   7straight curve                  АF@■    S@╬;fЮац┐╦;fЮац┐А E▒∙СU└ ╦;fЮа╜ coedge                          8      edge                   ( 9`a@  : unknown  vertex                    ;straight curve                  АF@`a@K└Ё?  edge                   + <АS@  = unknown  vertex                    >straight curve                  АF@АS@K└Ё┐  point                  АF@АS@K└ point                  АZ@`a@K└ coedge                   !       ?      edge                   @ 1АS@  A unknown  vertex                   0 Bstraight curve                  АS@Ё?  edge                   4 C`a@ ! D unknown  vertex                   3 Estraight curve                  АF@`a@Ё?  point                  АZ@`a@ point                  АF@АS@ edge                   9 <y@ & F unknown  vertex                   ' Gstraight curve                  y@`a@K└Ё┐  point                  y@`a@K└ vertex                   * Hstraight curve                  АS@K└Ё┐  point                  АS@K└ edge                   C @y@ / I unknown  vertex                   0 Jstraight curve                  Ё?  point                  АS@ vertex                   ? Kstraight curve                  y@`a@Ё┐  point                  y@`a@straight curve                  y@K└Ё┐  point                  y@K└ point                  K└straight curve                  y@Ё┐  point                   point                  y@ End-of-ACIS-dataUЁ?АЁ?А;@А`v└4└  ╧Рr└     D@`v└4└     Пr└АD@И`v└АD@`v└АD@└АD@И`v└4└`v└АD@`v└4└ X                                                                     ¤   АF@АS@АJ└АZ@`a@АJ└АZ@`a@K└АF@АS@K└АS@АJ└АS@K└АJ└K└y@АJ└y@K└y@`a@АJ└y@`a@K└АZ@`a@Ё┐АF@АS@Ё┐АF@АS@АZ@`a@y@`a@Ё┐y@`a@y@Ё┐y@Ё┐АS@Ё┐АS@ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                      lump                          shell                                     shell                                     face                      face                       ftreemeg attrib                    жю█ face                         loop                          plane surface                  АF@АS@АJ└╦;fЮац┐╬;fЮац?АЁ? ftreemeg attrib                    жю█ face                         loop                          plane surface                  АZ@`a@Ё┐╦;fЮац┐╬;fЮац?АЁ? ftreemeg attrib                    жю█ face                         loop                         plane surface                  АS@АJ└Ё?ААЁ?  coedge                    ! "     ftreemeg attrib                    жю█ face #              $ %       &  loop                        ' plane surface                  y@`a@Ё┐АЁ?АЁ?  coedge                   ( ) * +      ftreemeg attrib                    жю█ face ,              - .       /  loop                        0  plane surface                  АJ└Ё┐АЁ?  coedge                   1 2 3 4       coedge                   5  6 7      coedge                    5 1 8      coedge                   3 9  " :      edge                   ; <■D▒∙СU@ ! = unknown ftreemeg attrib                    жю█ face >              ? @       A  loop                        B  plane surface                  y@Ё┐Ё?Ё┐  coedge                   C D E F       coedge                   G  H I       coedge                    G C J       coedge                   E K  + L      edge                   ME▒∙СU└ N╦;fЮа╜ * O unknown ftreemeg attrib                    жю█ face P              Q R       S  loop                        T  plane surface                  y@АJ└Ё┐Ё┐  coedge                   U V W X       coedge                   Y  8       coedge                    Y U Z       coedge                   W !  4 :      edge                   ; [АF@ 3 \ unknown  coedge                    ] ^      coedge                   _ `  7 a      edge                   < bЁ?  c unknown  edge                   d ;Ё? e unknown  coedge                   ! f _ g :      loop                        ! h  vertex                   4 i vertex                   g jstraight curve                  АF@АS@АJ└╬;fЮац?╦;fЮац? ftreemeg attrib                    $жю█ face k              l m       n  loop                        o $ plane surface                  Ё┐АЁ┐АЁ┐  coedge                   p q r s %      coedge                   t ' ) J       coedge                   ' t p u       coedge                   r * ' F L      edge                   MАN@ v0v@ E w unknown  coedge                   ) ( x y       coedge                   z { ( I |      edge                   N }Ё? ( ~ unknown  edge                    MЁ? ) А unknown  coedge                   * Б z В L      loop                        * Г  vertex                   F Д vertex                   В Еstraight curve                  АF@■    S@Ё┐╬;fЮац┐╦;fЮац┐А ftreemeg attrib                    -жю█ face Ж              h a       З  loop                        И - plane surface                  y@`a@АJ└Ё?ААЁ┐  coedge                   Й К Л М .      coedge                   Н 0 2 Z       coedge                   0 Н Й О       coedge                   Л 3 0 X :      edge                   [ ПАS@ W Р unknown  coedge                   2 1 С Т       edge                   У [Ё? 2 Ф unknown  vertex                   4 Хstraight curve                  АF@АS@АJ└Ё┐  coedge                   Ц С 5 ^ Ч      edge                   d b■D▒∙СU@ ] Ш unknown  coedge                   Щ 6 9 g a      coedge                   6 Щ Ц Ъ a      loop                        _ Q  vertex                   Ъ Ыstraight curve                  АZ@`a@АJ└Ё┐  vertex                   Т Ьstraight curve                  АF@АS@K└Ё?  coedge                   9 Л И Э :      edge                   <АN@ Ю0v@ 9 Я unknown  face а              б :       в  point                  АF@АS@АJ└ point                  АZ@`a@АJ└ftreemeg attrib                    ?жю█ face г              Г |       д  loop                        е ? plane surface                  АS@Ё┐Ё┐АЁ?  coedge                   ж з и й @      coedge                   к B D u %      coedge                   B к ж л %      coedge                   и E B s L      edge                   v м`a@ r н unknown  coedge                   D C о п       edge                   ░ vЁ? D ▒ unknown  vertex                   s ▓straight curve                  АF@`a@Ё┐Ё?  coedge                   │ о G y ┤      edge                   E▒∙СU└ }╦;fЮа╜ x ╡ unknown  coedge                   ╢ H K В |      coedge                   H ╢ │ ╖ |      loop                        z l  vertex                   ╖ ╕straight curve                  АF@АS@Ё┐Ё?  vertex                   п ╣straight curve                  АZ@`a@Ё┐  coedge                   K и е ║ L      edge                   ╗ NАF@ K ╝ unknown  face ╜              ╛ L       ┐  point                  АZ@`a@Ё┐ point                  АF@АS@Ё┐ftreemeg attrib                    Qжю█plane surface                  АZ@`a@АJ└Ё?Ё?  coedge                   └ ┴ f Э R      coedge                   ┬ T V О .      coedge                   T ┬ └ ├ .      coedge                   f W T М :      edge                   ─ Пy@ Л ┼ unknown  coedge                   V U ╞ ╟       edge                   ╚ ПЁ? V ╔ unknown  vertex                   X ╩straight curve                  АS@АJ└Ё┐  coedge                   ] ╞ Y Т Ч      edge                   d УАF@ С ╦ unknown  vertex                   Т ╠straight curve                  АS@K└Ё?  point                  АS@АJ└ coedge                   ═ ] ` Ъ Ч      loop                        ] б straight curve                  АF@АS@K└╬;fЮац?╦;fЮац?  coedge                   ` _ ┴ ╬ a      edge                   bАN@ ╧0v@ Ц ╨ unknown  point                  АZ@`a@K└ point                  АF@АS@K└ edge                   Ю ─`a@ f ╤ unknown  vertex                   g ╥straight curve                  АF@`a@АJ└Ё? FldEntIdmeg attrib          ╙      hжю█ face ╘                   Ч       ╒ plane surface                  АS@АJ└Ё┐Ё┐ ftreemeg attrib                    lжю█plane surface                  АF@АS@Ё┐АЁ?АЁ?  coedge                   ╓ ╫ Б ║ m      coedge                   ╪ o q л @      coedge                   o ╪ ╓ ┘ @      coedge                   Б r o й L      edge                   м ┌y@ и █ unknown  coedge                   q p ▄ ▌ %      edge                   ▐ мЁ? q ▀ unknown  vertex                   й рstraight curve                  y@`a@Ё┐Ё┐  coedge                   x ▄ t п ┤      edge                   АN@ ░0v@ о с unknown  vertex                   ▌ тstraight curve                  y@`a@Ё┐  point                  y@`a@Ё┐ coedge                   у x { ╖ ┤      loop                        x ╛ straight curve                  АF@■    S@╬;fЮац┐╦;fЮац┐А  coedge                   { z ╫ ф |      edge                   х }АF@ │ ц unknown  point                  АF@АS@ point                  АZ@`a@ edge                   ┌ ╗АS@ Б ч unknown  vertex                   ║ шstraight curve                  АS@Ё┐Ё? FldEntIdmeg attrib          щ      Гжю█ face ъ                   ┤       ы plane surface                  АF@АS@Ё┐Ё?Ё?  coedge                   ь И К ├ R      coedge                   И ь Щ ╬ R      coedge                   К Й э ю .      edge                   я ─Ё? К Ё unknown  vertex                   Э ёstraight curve                  y@АJ└Ё┐  coedge                   С э Н ╟ Ч      edge                   У ╚АS@ ╞ Є unknown  vertex                   ╟ єstraight curve                  K└Ё?  point                  АJ└straight curve                  АF@АS@K└Ё┐  point                  АS@K└ coedge                   э Ц ь Ї Ч      edge                   ╧ ЮЁ? ┴ ї unknown  vertex                   Ъ Ўstraight curve                  АF@`a@K└Ё? straight curve                  y@`a@АJ└Ё┐  point                  y@`a@АJ└ftreemeg attrib               а hжю█Лгн ∙╦FldEntIdmeg attrib          ў      бжю█plane surface                  АS@K└Ё┐Ё┐  coedge                   ° е з ┘ m      coedge                   е ° ╢ ф m      coedge                   з ж ∙ · @      edge                   √ ┌Ё? з № unknown  vertex                   ║ ¤straight curve                  y@Ё┐Ё┐  coedge                   о ∙ к ▌ ┤      edge                   ░ ▐`a@ ▄ ■ unknown  vertex                   ·  straight curve                  y@Ё┐  point                  y@Ё┐straight curve                  АF@`a@Ё?  point                  y@`a@ coedge                   ∙ │ °  ┤      edge                   х ╗Ё? ╫  unknown  vertex                    straight curve                  АS@Ё? straight curve                  Ё┐Ё?  point                  АS@Ё┐ftreemeg attrib               ╜ Гжю█Лгн ∙╦FldEntIdmeg attrib                ╛жю█plane surface                  АF@АS@Ё?Ё?  coedge                   ┴ └ ═ Ї R      coedge                   ╞ ═ ┬ ю Ч      edge                   я ╚y@ э  unknown  vertex                   Ї straight curve                  y@K└Ё?  point                  y@АJ└straight curve                  АS@K└Ё┐  point                  K└ edge                   ╧ я`a@ ═  unknown straight curve                  y@`a@K└Ё?  point                  y@`a@K└ftreemeg attrib               ╘ бжю█Лгн ∙╦ coedge                   ╫ ╓ у  m      coedge                   ▄ у ╪ · ┤      edge                   ▐ √y@ ∙  unknown  vertex                    straight curve                  Ё┐  point                  Ё┐straight curve                  y@`a@Ё┐  point                  y@ edge                   √ хАS@ у  unknown straight curve                  АS@Ё┐  point                  АS@ftreemeg attrib               ъ ╛жю█Лгн ∙╦straight curve                  y@K└Ё┐  point                  y@K└straight curve                  y@`a@K└Ё┐ straight curve                  y@Ё┐  point                  straight curve                  Ё?  End-of-ACIS-dataГ: ╧`v└4└     Пr└АD@Ё┐;@Г: ╧`v└4└     Пr└АD@Ё┐;└╚(Flфche subtrahierenR$Ё?АЁ?Ё┐;└Ё? ьE:uДT(Flфche subtrahierenR$Ё?АЁ?Ё┐;└Ё?ўБACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        ftreemeg attrib                    жю█ face                      loop                         plane surface                  0y└АX└АJ└Ё┐АЁ? ftreemeg attrib                    жю█ face                         loop                          plane surface                  └АX└АJ└Ё┐Ё┐  coedge                            ftreemeg attrib                    жю█ face                         loop                         plane surface                  └АD@АJ└Ё?Ё┐  coedge                            coedge                   ! "       coedge                    #       coedge                    $  %      edge                   &╨      ? 'АS@  ( unknown ftreemeg attrib                    жю█ face )              * +       ,  loop                        -  plane surface                       Пr└АD@АJ└Ё?ААЁ?  coedge                   . / 0 1       coedge                   2   #      coedge                    2 . 3      coedge                   0    %      edge                   ' 4y@  5 unknown  coedge                     6 7       coedge                   8 9  " :      edge                   ; &Ё? ! < unknown  edge                   = 'Ё?  > unknown  coedge                    ? @ A %      loop                        $ B  vertex                    C vertex                    Dstraight curve                  0y└4└АJ└Ё┐ ftreemeg attrib                    жю█ face E              F G       H  loop                        I  plane surface                  0v└Є     0└АJ└─;fЮац┐╒;fЮац?АЁ?  coedge                   J K L M       coedge                   N   3       coedge                    N J O       coedge                   L   1 %      edge                   4 P`a@ 0 Q unknown  coedge                     R S      edge                   T 4Ё?  U unknown  vertex                    Vstraight curve                  0y└АX└АJ└Ё?  coedge                   W R 7 X      edge                   ;╨      ? =АS@ 6 Y unknown  coedge                   Z ! [ \ :      coedge                   ! Z ] ^ :      loop                        8 _  vertex                   7 `straight curve                  0y└¤     5└K└Ё?  vertex                   S astraight curve                  0y└АX└K└Ё?  coedge                   $ b c d %      coedge                   e [ $ A f      edge                   g0f@ &■    ╧k@ $ h tangent  face i              _ %       j  point                  0y└¤     5└АJ└ point                  0y└АX└АJ└ftreemeg attrib                    *жю█ face k              B l       m  loop                        n * plane surface                  0v└ё     5└АJ└Ё┐АЁ?  coedge                   o p q r +      coedge                   s - / O       coedge                   - s o t       coedge                   q 0 - M %      edge                   P u     _r@ L v unknown  coedge                   / . w x       edge                   y PЁ? / z unknown  vertex                   1 {straight curve                  └АX└АJ└Ё?  coedge                   6 w 2 S X      edge                   = Ty@ R | unknown  vertex                   S }straight curve                  └АX└K└Ё?  point                  └АX└АJ└ coedge                   ~ 6  А X      loop                        W Б straight curve                  0y└4└K└Ё┐  coedge                   9 8 В Г :      coedge                   @ Д 8 \ f      edge                   &°,DT√!щ┐ Е8-DT√!щ? [ Ж unknown  coedge                   З  9 ^ И      edge                   ;°,DT√!щ┐ Й8-DT√!щ? ] К unknown  face Л              М :       Н  point                  0y└¤     5└K└ point                  0y└АX└K└ coedge                   ? q n О %      coedge                   П Р ? d l      edge                   gTUUUUU╒╝ С-DT√! @ ? Т unknown  coedge                   Д @ У Ф f      loop                        [ Х  vertex                   d Цstraight curve                  Рf└╕     5└АJ└Ё┐Ь>щУ>щ╙╝ FldEntIdmeg attrib          Ч      Bжю█plane surface                  └АX└АJ└Ё┐Ё┐ ftreemeg attrib                    Fжю█ loop                        c F cone surface                  Hv└Є     5└АJ└ААЁ┐°┐р╝Ё? Ё┐°?  coedge                   Ш Щ b О G      coedge                   Ъ I K t +      coedge                   I Ъ Ш Ы +      coedge                   b L I r %      edge                   u Ь4NуМПБT@ q Э unknown  coedge                   K J Ю Я       edge                   а uЁ? K б unknown  vertex                   M вstraight curve                  └АD@АJ└Ё┐  coedge                   R Ю N x X      edge                   T y`a@ w г unknown  vertex                   x дstraight curve                  └АD@K└Ё?  point                  └АD@АJ└straight curve                  0y└АX└K└Ё?  point                  └АX└K└ coedge                   е W ж з X      coedge                   ] и W А И      edge                   й0f@ ;■    ╧k@ W к tangent  face л                   X       м  coedge                   н о Z Г п      edge                   Й ЕЁ? В ░ unknown  coedge                   [ e ▒ ▓ f      vertex                   │ ┤ellipse curve                  0y└¤     5└J└Ё?А╢;fЮац?у;fЮац┐Ё?  coedge                   и ] ╡ ╢ И      loop                        ] ╖  vertex                   ╕ ╣ellipse curve                  0y└¤     5└J└Ё?А╢;fЮаЎ?у;fЮаЎ┐Ё? ftreemeg attrib                    _жю█ face ║              Х ╗       ╝ plane surface                  0y└¤     5└АJ└Ё┐АЁ?  edge                   С№     └ Ь b ╜ unknown  coedge                   ж c Щ ╛ l      coedge                   c ж ┐ └ l      vertex                   О ┴ellipse curve                  Hv└Є     5└АJ└Ё?°┐р╝Ё?  coedge                   ┐ ┬ e Ф ╗      edge                   ├8-DT√!щ┐ gX-DT√!щ? e ─ unknown  face ┼              ╞ f       ╟  point                  `v└Є     5└АJ└ftreemeg attrib               i Bжю█б1@Н╓∙╦ coedge                   ╚ n p Ы G      coedge                   n ╚ П ╛ G      coedge                   p o ╔ ╩ +      edge                   ╦ ЬЁ? p ╠ unknown  vertex                   О ═straight curve                       Пr└АD@АJ└╒;fЮац┐─;fЮац┐  coedge                   w ╔ s Я X      edge                   y а     _r@ Ю ╬ unknown  vertex                   Я ╧straight curve                       Пr└АD@K└Ё?  point                       Пr└АD@АJ└straight curve                  └АX└K└Ё?  point                  └АD@K└ coedge                   ╔ ~ ╚ ╨ X      coedge                   Р П ~ з l      edge                   йTUUUUU╒╝ ╤-DT√! @ ~ ╥ unknown  coedge                    З ╙ ╘ И      vertex                   з ╒straight curve                  Рf└╕     5└K└Ё┐Ь>щУ>щ╙╝ FldEntIdmeg attrib          ╓      Бжю█plane surface                  └АX└K└Ё┐Ё┐  coedge                   ╫ В ╪ │ п      coedge                   В ╫ ┘ ╕ п      loop                        н ┌ straight curve                  0y└4└J└Ё┐  coedge                   █ ╪ Д ▓ ▄      edge                   Е■    ╧k└ ├0f└ ▒ ▌ tangent  edge                   Е@ ▐J@ ╪ ▀ unknown  point                  0y└5└J└ coedge                   ┘ р З ╢ с      edge                   Й■    ╧k└ т0f└ ╡ у tangent  face ф              Б И       х  edge                   Й@ цJ@ ┘ ч unknown  point                  0y└4└J└ftreemeg attrib                    Мжю█ loop                        У М plane surface                  `v└Є     4└J└Ё?Ё┐ straight curve                  0v└Є     0└АJ└Ё?  edge                   ╤ СЁ? Щ ш unknown  coedge                   ╙ У Р └ ╗      edge                   g йЁ? ┐ щ unknown  point                  0v└ё     5└АJ└ coedge                   У ╙ ъ ы ╗      vertex                   ь эellipse curve                  `v└я     5└J└Ё┐╢;fЮац?у;fЮац┐Ё? ftreemeg attrib                    Хжю█ face ю              я Ё       ё cone surface                  Рf└╕     5└J└Ё┐Ь>щУ>щ╙╝А╢;fЮац?у;fЮац┐Ё? Ё?@  coedge                   Щ Ш е ╨ G      coedge                   Ю е Ъ ╩ X      edge                   а ╦4NуМПБT@ ╔ Є unknown  vertex                   ╨ єstraight curve                  0v└Є     0└K└Ё?  point                  0v└Є     0└АJ└straight curve                  └АD@K└Ё┐  point                       Пr└АD@K└ edge                   ╤№     └ ╦ е Ї unknown  vertex                   ╨ їellipse curve                  Hv└Є     5└K└Ё?°┐р╝Ё?  coedge                   ┬ ┐ и ╘ ╗      edge                   т8-DT√!щ┐ й(-DT√!щ? и Ў unknown  point                  `v└Є     5└K└ftreemeg attrib               л Бжю█б1@Н╓∙╦ coedge                   о н ў ° п      coedge                   ▒ ∙ н │ ▄      coedge                   · ╡ о ╕ с      face √              № п       ¤  coedge                   ∙ ▒ ■ ь ▄      loop                        ∙   straight curve                  Рf└╗     4└J└Ё?Ь>щУ>щ╙<  vertex                    straight curve                  0y└5└K└Ё?  coedge                   ╡ ·   с      loop                        ·   vertex                    straight curve                  Рf└╗     3└J└Ё?Ь>щУ>щ╙< ftreemeg attrib                    ╖жю█cone surface                  Рf└╕     5└J└Ё┐Ь>щУ>щ╙╝А╢;fЮаЎ?у;fЮаЎ┐Ё? Ё?@  vertex                    straight curve                  0y└4└K└Ё? straight curve                  0v└ё     5└K└Ё? straight curve                  `v└Є     5└АJ└Ё┐  coedge                    ■ ┬ ы       edge                   ├ тЁ? ъ  unknown  edge                   ├@ J@ █  unknown  point                  `v└Є     4└J└ftreemeg attrib                    ╞жю█ face                         loop                         ╞ cone surface                  Hv└Є     5└Ё┐ААЁ?°?р<Ё? Ё┐°? straight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐  point                  0v└Є     0└K└straight curve                  0v└Є     0└K└Ё?  point                  0v└ё     5└K└ellipse curve                  `v└я     5└J└Ё┐╢;fЮаЎ?у;fЮаЎ┐Ё?  coedge                     ╫ °       edge                   ц ▐Ё? ў  unknown  coedge                   ╪ █   ▄      coedge                   р ┘   с     ftreemeg attrib                    ┌жю█ face                         plane surface                  0y└5└J└Ё┐АЁ?  coedge                   ъ  █ ь       face                ▄         edge                   Ё    6└ ▐А6@ ∙  tangent  point                  0y└5└└ coedge                    ъ р        edge                   т@ J@ р  unknown  face               ! с       "  point                  `v└Є     3└J└ edge                   Ё    6└ цА6@ · # tangent  point                  0y└4└└ loop                        ■ № straight curve                  `v└Є     4└J└Ё?  vertex                    $straight curve                  `v└Є     4└K└Ё? ftreemeg attrib                    яжю█ face %              & '       (  loop                        ) я plane surface                  0v└Ї     0└Ё┐Ё┐АЁ?  coedge                   * + , - Ё      coedge                   . ў / 0       coedge                   ў . 1 2       loop                          straight curve                  0y└4└└Ё┐  coedge                   3 / ∙  4      coedge                   1 5 ·  6     ftreemeg attrib                    №жю█plane surface                  `v└Є     4└└Ё?Ё┐  coedge                   ■  7 8      FldEntIdmeg attrib          9       жю█  face :              ;        < plane surface                  `v└Є     4└K└Ь>щУ>щ╙╝Ё?АЁ? straight curve                  ╚w└∙     4└└Ё┐Ь>щУ>щ╙╝  vertex                    =straight curve                  `v└Є     3└K└Ё? FldEntIdmeg attrib          >      жю█  face ?              ╖ @       A plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ? straight curve                  ╚w└∙     3└└Ё┐Ь>щУ>щ╙╝  point                  `v└Є     4└└ftreemeg attrib                    жю█ face B              C D       E  loop                        F  plane surface                       Пr└АD@Ё┐─;fЮац┐╒;fЮац?АЁ?  coedge                   G H I J       coedge                   K  L M Ё      coedge                    K G N Ё      coedge                   I O  - P      edge                   QTUUUUU╒╝ R-DT√! @ , S unknown  coedge                     T U       coedge                    V  0 4      edge                   ▐-DT√!щ┐ W-DT√!щ? / X unknown  coedge                   Y   2 6      edge                   ц-DT√!щ┐ Z-DT√!щ? 1 [ unknown  coedge                   V  \ ] 4      loop                        / ^  coedge                    Y _ ` 6      loop                        1 a  coedge                   _ \  8 b      edge                    Ё? 7 c unknown ftreemeg attrib                 жю█б1@Н╓∙╦ftreemeg attrib                    жю█ face d              ^ b       e plane surface                  0y└5└└№     я┐АЁ?  point                  `v└Є     3└└ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          f      !жю█ loop                        g ! plane surface                  0y└4└Ё?Ё? ftreemeg attrib                    &жю█ face h              i j       k  loop                        l & plane surface                  └АD@Ё┐АЁ?АЁ?  coedge                   m n o p '      coedge                   q ) + N       coedge                   ) q m r       coedge                   o , ) J P      edge                   sЇ     └ QА I t unknown  coedge                   + * u v Ё      coedge                   \ _ * M b      edge                   w RЁ? L x unknown  edge                   y QЁ? + z unknown  coedge                   , { V | P      loop                        O }  vertex                   - ~ vertex                   | ellipse curve                  Hv└Є     5└Ё┐ААЁ┐°?р<Ё?  coedge                   А Б . U В      edge                   W ZЁ? . Г unknown  coedge                   / 3 O | 4      vertex                   | Дellipse curve                  0y└6└└Ё?╦;fЮац?╦;fЮац?Ё?  coedge                   5 1 g Е 6      vertex                   Е Жellipse curve                  0y└6└└Ё?╦;fЮаЎ?╦;fЮаЎ?Ё?  coedge                   7 L 3 ] b      edge                   R-DT√!щ┐ -DT√!щ? 3 З unknown  face И              a 4       Й  coedge                   L 7 5 ` b      edge                   w-DT√!щ┐ -DT√!щ? 5 К unknown  face Л               6       М  loop                        \ ; straight curve                  `v└Є     4└└Ё? ftreemeg attrib                    ;жю█plane surface                  `v└Є     5└Ё┐№     я?АЁ┐ ftreemeg attrib               ? !жю█б1@Н╓∙╦ coedge                   Н u Y Е @     ftreemeg attrib                    Cжю█ face О              П Р       С  loop                        Т C plane surface                  └АX└Ё┐Ё?Ё┐  coedge                   У Ф Х Ц D      coedge                   Ч F H r '      coedge                   F Ч У Ш '      coedge                   Х I F p P      edge                   s╘l▀╠v°@ ЩE▒∙СU@ o Ъ unknown  coedge                   H G Ы Ь       edge                   Э sЁ? H Ю unknown  vertex                   p Яstraight curve                  0v└ё     5└Ё┐АЁ┐А  coedge                   g Ы K v @      edge                   yTUUUUU╒╝ w-DT√! @ u а unknown  vertex                   Е бstraight curve                  `v└Є     5└Ё┐  vertex                   v вstraight curve                  0v└ё     5└Ё┐  coedge                   O г А д P      edge                   WА6└ RЁ    6@ O е tangent  face ж              ┌ P       з  point                  0v└ё     5└Ё┐ point                  `v└Є     5└Ё┐ coedge                   и T { д В      coedge                   T и Н й В      loop                        А П straight curve                  0y└6└Ё┐Ё?  point                  0y└6└Ё┐ edge                   ZА6└ wЁ    6@ g к tangent  point                  0y└6└ellipse curve                  `v└Є     5└└Ё┐╦;fЮац?╦;fЮац?Ё? ftreemeg attrib                    ^жю█cone surface                  ╚w└∙     5└└Ё?Ь>щУ>щ╙<А╦;fЮац?╦;fЮац?Ё? Ё?       ? ellipse curve                  `v└Є     5└└Ё┐╦;fЮаЎ?╦;fЮаЎ?Ё? ftreemeg attrib                    aжю█cone surface                  ╚w└∙     5└└Ё?Ь>щУ>щ╙<А╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   л g Б й @     ftreemeg attrib                    iжю█ face м              } В       н  loop                        о i plane surface                  0y└АX└Ё┐АЁ┐АЁ┐  coedge                   п ░ ▒ ▓ j      coedge                   │ l n Ш D      coedge                   l │ п ┤ D      coedge                   ▒ o l Ц P      edge                   Щ ╡     _r@ Х ╢ unknown  coedge                   n m ╖ ╕ '      edge                   ╣ ЩЁ? n ║ unknown  vertex                   p ╗straight curve                  `v└Є     3└Ё┐╒;fЮац?─;fЮац?  coedge                   u ╖ q Ь @      edge                   ЭЇ     └ yА Ы ╝ unknown  vertex                   ╕ ╜straight curve                  0v└Ї     0└Ё┐  point                  0v└Ї     0└Ё┐ellipse curve                  Hv└Є     5└ААЁ┐°?р<Ё?  point                  `v└Є     5└ point                  0v└ё     5└ coedge                   { ▒ о ╛ P      edge                   ┐ WS@ { └ unknown straight curve                  ╚w└∙     5└Ё┐Ё?Ь>щУ>щ╙< FldEntIdmeg attrib          ┴      }жю█plane surface                  0y└4└Ё┐Ё?Ё?  coedge                   Б А ┬ ├ В      edge                   ─ ZS@ Н ┼ unknown straight curve                  ╚w└∙     5└░╝Ё?Ь>щУ>щ╙<  coedge                   ╞ Н ╟ ╚ @     ftreemeg attrib                    Пжю█plane surface                  0y└6└Ё┐Ё┐АЁ?  coedge                   ╔ ┬ г ╛ Р      coedge                   ╩ Т Ф ┤ j      coedge                   Т ╩ ╔ ╦ j      coedge                   г Х Т ▓ P      edge                   ╡ ╠`a@ ▒ ═ unknown  coedge                   Ф У ╬ ╧ D      edge                   ╨ ╡Ё? Ф ╤ unknown  vertex                   Ц ╥straight curve                       Пr└АD@Ё┐Ё?  coedge                   Ы ╬ Ч ╕ @      edge                   Э╘l▀╠v°@ ╣E▒∙СU@ ╖ ╙ unknown  vertex                   ╕ ╘straight curve                       Пr└АD@Ё┐  point                       Пr└АD@Ё┐straight curve                  0v└ё     5└АЁ┐А  point                  0v└Ї     0└ edge                   ╠ ┐y@ г ╒ unknown  vertex                   ╛ ╓straight curve                  0y└АX└Ё┐Ё? ftreemeg attrib               ж }жю█б1@Н╓∙╦ coedge                   о ╟ и ├ Р      edge                   ─ ┐Ё? ┬ ╫ unknown  vertex                   ╚ ╪straight curve                  0y└АX└Ё?  coedge                   ╬ л ╩ ┘ @      coedge                   ┬ ╔ л ╚ Р      edge                   ┌ ─y@ л █ unknown  coedge                   ╟ о ░ ╦ Р      coedge                   ░ п ╞ ┘ j      edge                   ┌ ╠Ё? ░ ▄ unknown  vertex                   ▓ ▌straight curve                  └АD@Ё┐Ё┐  coedge                   ╖ ╞ │ ╧ @      edge                   ╣ ╨     _r@ ╬ ▐ unknown  vertex                   ╧ ▀straight curve                  └АD@Ё┐  point                  └АD@Ё┐straight curve                  `v└Є     3└╒;fЮац?─;fЮац?  point                       Пr└АD@straight curve                  └АX└Ё┐Ё┐  point                  0y└АX└Ё┐straight curve                  0y└АX└Ё┐  point                  0y└АX└ edge                   ╨ ┌`a@ ╞ р unknown  vertex                   ┘ сstraight curve                  └АX└Ё┐ straight curve                  └АX└Ё┐  point                  └АX└Ё┐straight curve                       Пr└АD@Ё?  point                  └АD@straight curve                  └АD@Ё┐  point                  └АX└ End-of-ACIS-dataДT(Flфche subtrahierenR$Ё?АЁ?Ё┐;└Ё?ЩXACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        ftreemeg attrib                    жю█ face                      loop                         plane surface                  0y└5└Ё┐Ё┐АЁ? ftreemeg attrib                    жю█ face                         loop                          plane surface                  └fЖ}%D@Ё┐B, p╜ ъ?3РEзyт┐Ё┐  coedge                            ftreemeg attrib                    жю█ face                         loop                         plane surface                  └АX└Ё┐Ё?Ё┐  coedge                            coedge                   ! "       coedge                   # $       coedge                   % &  '      edge                   ( )@S@  * unknown ftreemeg attrib                    жю█ face +              , '       -  loop                        .  plane surface                  0y└АX└Ё┐АЁ┐АЁ┐  coedge                   / 0 1 2       coedge                   3  4 5      coedge                    3 / 6      coedge                   1 7   '      edge                   8 9a└╠░пTr@  : unknown  coedge                     ; <       coedge                   . =  "       edge                   ( >Ё?  ? unknown  coedge                   @ A  $ B      edge                   ) C╠;fЮаЎ? # D unknown  coedge                   E  F G '      coedge                    1 . H '      loop                           vertex                   H I vertex                   J Kstraight curve                  0y└АX└Ё┐Ё? FldEntIdmeg attrib          L      жю█ face M              N O       P plane surface                  0y└4└Ё┐Ё?Ё?  coedge                   Q ! & H       coedge                   R   6       coedge                    R Q S       coedge                   &   2 '      edge                   9└;fЮац? T`a@ 1 U unknown  coedge                     V W      coedge                   X Y  5 Z      edge                   [ 8╓;fЮаЎ? 4 \ unknown  edge                   ] 9+! ОШє?  ^ unknown  coedge                    E _ ` '      vertex                   a b vertex                    cstraight curve                  a└╠░пДr└fЖ}%D@Ё┐Ё?  coedge                   d e < f      edge                   > CАS@ ; g unknown  coedge                   ! Q d h       vertex                   h istraight curve                  0y└АX└Ё┐Ё?  coedge                   j # k l B      coedge                   # j m J B      loop                        A n  vertex                   l ostraight curve                  0y└5└Ё┐╠;fЮац?╠;fЮац?  coedge                   7 % p q '      coedge                   m r % G s      edge                   )А6└ t0 ШЎ6@ F u unknown  edge                   T (y@ & v unknown  point                  0y└АX└Ё┐ edge                   wЁ? )АJ@ m x unknown  point                  0y└5└Ё┐ftreemeg attrib               + жю█б1@Н╓∙╦ftreemeg attrib                    ,жю█ face y              z {       |  loop                        } , plane surface                  └АX└АJ└Ё┐Ё┐  coedge                   = . 0 S       coedge                   0 / ~        edge                   А TЁ? 0 Б unknown  vertex                   2 Вstraight curve                  └АD@Ё┐Ё┐  coedge                   Г ~ 3 W f      edge                   [ ]     _r@ V Д unknown  coedge                   Е 4 Ж a Z      coedge                   4 Е З И Z      loop                        X Й  vertex                   И Кstraight curve                       Пr└АD@р?с     ▀┐├;fЮац┐  vertex                   W Лstraight curve                  └АD@3РEзyт┐C, p╜ ъ┐  coedge                   М Ж 7 ` Н      edge                   О< щм4╧:└ 8║йОЕM@ _ П unknown  edge                   РЁ? 8АJ@ Ж С unknown  point                  a└╠░пДr└fЖ}%D@Ё┐ point                  └fЖ}%D@Ё┐ coedge                   ~ ; = h f      coedge                   ; Т У Ф f      loop                        ; Х straight curve                  0y└АX└Ё?  edge                   А >y@ d Ц unknown  point                  0y└АX└ coedge                   A @ Ч Ш B      coedge                   У Щ @ l Ъ      edge                   Ы CK@ k Ь unknown  coedge                   Э F A J s      face Ю              Я B       а  point                  0y└4└ coedge                   б в E q г      edge                   tЖ-DT√!┘┐ О^-DT√!┘? p д unknown  coedge                   F Э б е s      loop                        r Я  vertex                   G жstraight curve                  ╚w└∙     4└Ё┐Ё?Ь>щУ>щ╙<А straight curve                  └АX└Ё┐Ё┐  vertex                   з иstraight curve                  0y└5└K└Ё? ftreemeg attrib                    Nжю█ face й              к л       м  loop                        н N plane surface                  └fЖ}%D@АJ└Ё?Ё┐  coedge                   о п ░ ▒ O      coedge                   V d R  f      edge                   ] А`a@ ~ ▓ unknown  vertex                    │straight curve                  └АX└Ё┐  point                  └АX└Ё┐ coedge                   Т V ┤ ╡ f     straight curve                       Пr└АD@Ё?  coedge                   Y X ╢ ╖ Z      coedge                   _ ╕ X a Н      coedge                   ╣ ┤ Y И ║      edge                   ╗ [K@ З ╝ unknown  face ╜              ╛ Z       ┐  point                       Пr└АD@ point                  └АD@ coedge                   ╕ _ в └ Н      loop                        М ╛  vertex                   ` ┴straight curve                  b└╠░п u└PЭ?3OPў┐р     я┐╓;fЮац?┬;fЮац?А  vertex                   ┬ ├straight curve                  a└╠░пДr└fЖ}%D@K└Ё?  coedge                   e Г ─ ┼ f      coedge                   ╞ k e Ф Ъ      edge                   CА6└ ╟0 ШЎ6@ У ╚ unknown  face ╔                   f       ╩ straight curve                  └АX└Ё┐  coedge                   ╦ ╠ j Ш ═      edge                   Ы w╠;fЮаЎ? j ╬ unknown  coedge                   k ╞ ╧ ╨ Ъ      loop                        ╞ ╤  vertex                   ╨ ╥straight curve                  0y└4└K└Ё?  coedge                   r m ╙ з s     ftreemeg attrib                    nжю█ face ╘              ╒ s       ╓ plane surface                  0y└5└АJ└Ё┐АЁ?  coedge                   ╫ p r е г      coedge                   p ╫ М └ г      loop                        ╫ ╒ ellipse curve                  =fЮаfv└Ї     2└Ё┐Ё?╚йожт}ш?1Н2╧kР¤┐Ё?  edge                   ╪Ё? tАJ@ r ┘ tangent  point                  =fЮаfv└Є     4└Ё┐ edge                   ╪x■╠щУ>щ╙<А FldEntIdmeg attrib                Хжю█plane surface                  0y└4└Ё?Ё?  coedge                   ф Ч   ═      coedge                   Ч ф ч  ═      loop                        ╠ к straight curve                  0y└4└K└╠;fЮац┐╠;fЮац?  coedge                     Щ ╨       edge                   w■╠щУ>щ╙╝Ё?АЁ?  coedge                   в б   г      vertex                   з straight curve                  =fЮаfv└Є     4└K└Ё? straight curve                  Рf└╕     4└АJ└Ё┐Ь>щУ>щ╙╝А ftreemeg attrib                    кжю█ face               Й ш        plane surface                  0y└АX└АJ└Ё┐АЁ?  coedge                    ╢ ¤ ┬ л      coedge                    н п ц {      coedge                   н    {      coedge                   ¤ ░ н т ш      edge                   ъ №─АЩa_Ia@ с  unknown  coedge                   п о   O      coedge                   ╠ ╦ о х ═      edge                   щ Ё? о  unknown  edge                    ъЁ? п ! unknown  coedge                   ░ ╙ ╠  ш      loop                        ░ ▄  vertex                   ▒ " vertex                   ▒ #straight curve                  0y└АX└АJ└Ё?  coedge                   ┤ ╣   $ ║      vertex                   ╡ %straight curve                  ,u└░■    ч┐Ё<╓;fЮац?┬;fЮац?А  coedge                   ╢  & Ў л     straight curve                  a└╠░пДr└fЖ}%D@АJ└р┐с     ▀?├;fЮац┐  coedge                    ¤ ╕ Є ш      edge                   РЖ╨fK@ ·к(4ъФa@ ╕ ' unknown  coedge                   &  ╣ Ї       edge                   ╗Ж╨fK@ (л(4ъФa@ ╣ ) unknown  face *              + ║       ,  edge                   -     _r└ ╗ & . unknown  point                       Пr└АD@K└FldEntIdmeg attrib          /      ╛жю█plane surface                  a└╠░пДr└fЖ}%D@K└┬;fЮац┐╓;fЮац?АЁ?  vertex                    0straight curve                  Pv└мєgц j4└K└Ё┐  vertex                   т 1 coedge                   ё с ▐ ┬ ш     straight curve                  a└╠░пДr└fЖ}%D@АJ└Ё┐  coedge                   2 ─ ь $       coedge                   ─ 2 ╞        loop                        2  ellipse curve                  =fЮаfv└Ї     2└Ё?╚йожт}╪?1Н2╧kРэ┐Ё?  edge                    ╟K@ ╞ 3 tangent  point                  =fЮаfv└Є     3└ftreemeg attrib               ╔ Хжю█б1@Н╓∙╦ coedge                   ╧  ╦        edge                   Ы АS@  4 unknown  edge                   wЁ? щАS@ ч 5 unknown  coedge                   є ╧ 2 6       loop                         +  vertex                   ╨ 7straight curve                  Рf└╕     3└K└Ё┐Ь>щУ>щ╙╝А ftreemeg attrib          8      ╤жю█б1@Н╓∙╦plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ?  coedge                   ╙ ё ╫  ш     FldEntIdmeg attrib               ╘ Яжю█ ftreemeg attrib                    ╒жю█ face 9              ╤        : cone surface                  =fЮаfv└Ї     2└K└ААЁ?╚йожт}ш?1Н2╧kР¤┐Ё? Ё┐Ё?  edge                   ·^-DT√!┘┐ ╪Ж-DT√!┘? ╫ ; unknown  point                  =fЮаfv└Є     4└АJ└FldEntIdmeg attrib          <      ▄жю█plane surface                  └АX└АJ└Ё┐Ё┐  coedge                   я ▐ р  л      coedge                   р ▀ = > {      edge                   - №>! ОШє? р ? unknown straight curve                  └АX└АJ└Ё?  coedge                    = у        edge                    y@  @ unknown  vertex                    Astraight curve                  0y└АX└АJ└Ё┐  vertex                    Bstraight curve                  └АX└K└Ё?  point                  0y└АX└АJ└ point                  └АX└АJ└ edge                   эK└ ( ь C tangent  point                  Я?3OP[v└╨∙3є╡3└ coedge                   = є я Ў      straight curve                  ]└╠░пp└Н3├╛┬S@АJ└╓;fЮац┐┬;fЮац┐А  vertex                   6 Dstraight curve                  √    #p└ЁS@K└╓;fЮац┐┬;fЮац┐А FldEntIdmeg attrib          E      їжю█ face F              Х        G plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ?  vertex                   > Hstraight curve                       Пr└АD@K└Ё┐ ftreemeg attrib               ° ╛жю█б1@Н╓∙╦ point                  Pv└мєgц j4└АJ└ point                  └fЖ}%D@АJ└ coedge                       6      straight curve                  =fЮаfv└Є     3└K└Ё? straight curve                  0y└4└K└Ё┐ straight curve                  0y└4└АJ└Ё┐  edge                   (^-DT√!┘┐ Ж-DT√!┘? 2 I unknown  point                  =fЮаfv└Є     3└K└FldEntIdmeg attrib                ╤жю█ ftreemeg attrib                    жю█cone surface                  =fЮаfv└Ї     2└K└ААЁ?╚йожт}╪?1Н2╧kРэ┐Ё? Ё┐Ё? ellipse curve                  =fЮаfv└Ї     2└АJ└Ё┐╚йожт}ш?1Н2╧kР¤┐Ё? ftreemeg attrib                ▄жю█б1@Н╓∙╦ coedge                    &  >       edge                    -`a@ = J unknown straight curve                  └АD@K└93РEзyт┐+, p╜ ъ? straight curve                  0y└АX└K└Ё?  point                  0y└АX└K└ point                  └АX└K└straight curve                  Я?3OP[v└╨∙3є╡3└K└Ё┐  point                  Я?3OP[v└╨∙3є╡3└K└ftreemeg attrib               * їжю█б1@Н╓∙╦FldEntIdmeg attrib          K      +жю█plane surface                  └АX└K└Ё┐Ё┐  point                  └АD@K└ellipse curve                  =fЮаfv└Ї     2└K└Ё┐╚йожт}╪?1Н2╧kРэ┐Ё? straight curve                  └АX└K└Ё? ftreemeg attrib               F +жю█б1@Н╓∙╦ End-of-ACIS-dataДT(Flфche subtrahierenR$Ё?АЁ?Ё┐;└Ё?UACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        ftreemeg attrib                    жю█ face                      loop                         plane surface                  0y└АX└АJ└Ё┐АЁ? ftreemeg attrib                    жю█ face                         loop                          plane surface                  └АX└АJ└Ё┐Ё┐  coedge                            ftreemeg attrib                    жю█ face                         loop                         plane surface                  └АC@АJ└Ё?Ё┐  coedge                            coedge                   ! "       coedge                    #       coedge                    $        edge                   %Ё? &АS@  ' unknown FldEntIdmeg attrib          (      жю█ face )              * +       ,  loop                        -  plane surface                  └АX└АJ└Ё┐Ё┐  coedge                   . / 0 1       coedge                   2   #      coedge                    2 . 3      coedge                   0          edge                   & 4y@  5 unknown  coedge                     6 7       coedge                   8 9  " :      edge                   ; %╠;fЮаЎ? ! < unknown  edge                   = &Ё?  > unknown  coedge                    ? @ A       vertex                   A B vertex                    Cstraight curve                  0y└4└АJ└Ё┐ ftreemeg attrib                жю█б1@Н╓∙╦ftreemeg attrib                    жю█ face D              E F       G  loop                        H  plane surface                  └D@└Ё?ААЁ┐  coedge                   I 0 J K       coedge                   L   3       coedge                    L M N       coedge                   -   1       edge                   4 O a@ 0 P unknown  coedge                     Q R      edge                   S 4Ё?  T unknown  vertex                    Ustraight curve                  0y└АX└АJ└Ё?  coedge                   V Q 7 W      edge                   ; =АS@ 6 X unknown  coedge                   Y ! Z [ :      coedge                   ! Y \ ] :      loop                        8 ^  vertex                   _ `straight curve                  0y└4└K└╠;fЮац┐╠;fЮац?  vertex                   R astraight curve                  0y└АX└K└Ё?  coedge                   $ I b c       coedge                   d Z $ A e      edge                   fx■╠щУ>щ╙╝А FldEntIdmeg attrib               D *жю█ftreemeg attrib                    Eжю█ face Ы              ^ v       Ь  loop                        | E plane surface                  └D@J└№     я?Ё┐  coedge                   Э p Ю Я F      coedge                   а H б в +      coedge                   H а г д +      coedge                   m е H q F      edge                   ж@ зJ@ p и unknown  coedge                   й к I s л      edge                   wBЖ╢ЙPL@ Чл(4ъФa@ r м unknown  coedge                   н J | о v      coedge                   J п й ░ v      loop                        п j  vertex                   s ▒straight curve                  └АC@АJ└Ё┐  coedge                   Q Д L z W      edge                   S } a@ y ▓ unknown  coedge                   б M │ ┤ k      coedge                   M б t о k      vertex                   ╡ ╢straight curve                  └АC@АJ└Ё┐  point                  └АC@АJ└straight curve                  0y└АX└K└Ё?  point                  └АX└K└ coedge                   ╖ V ╕ ╣ W      coedge                   \ ║ V _ М      coedge                   y ╖ ╗ ╡ W      face ╝                   W       ╜  coedge                   ╛ ┐ Y З └      edge                   Н Й╠;fЮаЎ? Ж ┴ unknown  coedge                   Z d ┬ ├ e      vertex                   [ ─straight curve                  0y└5└K└Ё?  coedge                   ║ \ ┼ ╞ М      loop                        ║ ╟  vertex                   ] ╚straight curve                  0y└4└K└Ё? ftreemeg attrib                    ^жю█ face ╔              ╩ e       ╦ plane surface                  0y└5└АJ└Ё┐ААЁ?  vertex                   _ ╠straight curve                  Рf└╕     3└K└Ё┐Ь>щУ>щ╙╝А  coedge                   ═ b к ╬ Ц      coedge                   b ═ d Щ Ц      loop                        b ╩  vertex                   c ╧ellipse curve                  =fЮаfv└Ї     2└АJ└Ё┐╚йожт}ш?1Н2╧kР¤┐Ё?  edge                   fЁ? ╨АJ@ d ╤ tangent  point                  =fЮаfv└Є     4└АJ└ftreemeg attrib                    jжю█cone surface                  └АC@J└Ё┐╦;fЮац?╦;fЮац┐Ё? Ё?       ?  coedge                   е m ╥ ╙ F      coedge                   ╘ ╒ m Я ╓      edge                   зi└ ╫╠ √JW@ m ╪ tangent  coedge                   o n ┘ ┌ +      coedge                   | { n в k      edge                   █ жЁ? б ▄ unknown  coedge                   ▌ ▐ o д ▀      edge                   з рЁ? г с unknown  coedge                   p Э н т F      vertex                   q у vertex                   Я фstraight curve                  └D@K└Ё?  coedge                   х r u ░ л      coedge                   r ц Ф ╬ л      loop                        ч ш straight curve                  ]└╠░пp└Н3├╛┬S@АJ└╓;fЮац┐┬;fЮац┐А  coedge                   п t е т v      edge                   ж-DT√!щ┐ O-DT√!щ? t щ unknown  coedge                   u н ъ ы v      edge                   w-DT√!∙┐ ьА,DT√!щ┐ й э unknown  point                  ├АЩa_Щr└АC@АJ└straight curve                  └АX└K└Ё?  coedge                   ╗ ю { ┤ я      edge                   █-DT√!щ┐ }-DT√!щ? │ Ё unknown  edge                   } ё     r@ Д Є tangent  point                  └АC@K└ coedge                   Д В є Ї W      coedge                   ї Ў В ╣ ў      edge                   °^-DT√!┘┐ ТЖ-DT√!┘? ╕ ∙ unknown  coedge                   Г Л ї · М      coedge                   √ │ Д ╡ я     FldEntIdmeg attrib          №      Ежю█plane surface                  └АX└K└Ё┐Ё┐  coedge                   ¤ Ж ■   └      coedge                   Ж ¤   └      loop                        ╛  straight curve                  0y└4└╠;fЮац┐╠;fЮац┐  coedge                    ■ И ├       edge                   ЙА6└ ╨0 ШЎ6@ И  unknown  point                  0y└5└Ё┐ coedge                     Л ╞       edge                   НА6└ 0 ШЎ6@ Л  unknown  face                М         point                  0y└4└ftreemeg attrib                Ржю█б1@Н╓∙╦ face                Ц        plane surface                  `v└Є     4└K└Ь>щУ>щ╙╝Ё?АЁ?  point                  =fЮаfv└Є     3└K└ coedge                   Х Ф   Ц      edge                   АJ└ ЧЁ┐ к  tangent  point                  Pv└пєgц j4└АJ└ vertex                   ├ straight curve                  =fЮаfv└Є     4└K└Ё?  coedge                    ъ Э ╙       edge                   ╫J└ └ Э  tangent  coedge                    Ю ▐  ╓      coedge                   Ю    ╓      loop                        ╘   vertex                   ╙ straight curve                  `i└D@└Ё┐АА  coedge                     а ┌ !      edge                   █@ рJ@ ┘ " unknown  vertex                   ┌ #straight curve                  └АD@J└Ё┐  coedge                   $ г % & ▀      coedge                   г $ ╘  ▀      loop                        ▐ '  vertex                   ( )straight curve                  └D@└Ё?  edge                   З3├╛Rr└ ж е * tangent  point                  └D@J└ point                  └D@└ coedge                   ч й + , л      coedge                   к ч - . л      coedge                   ц х  / л      face 0              1 л       2 ellipse curve                  └АC@J└Ё┐╦;fЮац?╦;fЮац┐Ё?  coedge                   ╥ + п ы       edge                   -DT√!∙┐ ьИ-DT√!щ┐ п 3 unknown  vertex                   ы 4ellipse curve                  ├АЩa_Щr└АC@J└┬;fЮац?╓;fЮац┐А Ё?¤     я?┬;fЮац?  coedge                   │ 5  6 я      loop                        5  ellipse curve                  └АC@J└Ё┐╦;fЮаЎ?╦;fЮаЎ┐Ё?  vertex                   Ї 7straight curve                  └АC@K└Ё┐  coedge                   8 9 ╖ Ї :      edge                   ёDЖ╢Й╨L@ °л(4ъФa@ є ; unknown  coedge                   < ╕ ║ · ў      coedge                   ╕ < 8 = ў      loop                        ╕ >  vertex                   ╣ ?ellipse curve                  =fЮаfv└Ї     2└K└Ё┐╚йожт}╪?1Н2╧kРэ┐Ё?  edge                   Т K@ ║ @ tangent  coedge                   5 ╗ 9 A я     ftreemeg attrib               ╝ Ежю█б1@Н╓∙╦ coedge                   ┐ ╛ B C └      coedge                   ┬ D ╛         edge                   E Й@S@ ■ F unknown  coedge                   G ┼ ┐        edge                   H НАS@  I unknown  face J              K └       L  coedge                   - ┬ ═        loop                        M K straight curve                  ╚w└∙     4└Ё┐Ё?Ь>щУ>щ╙<А  coedge                   ┼ N < O       loop                        P Q  vertex                   ╞ Rstraight curve                  ╚w└∙     3└Ё?Ь>щУ>щ╙<А ftreemeg attrib          S      ╟жю█б1@Н╓∙╦ face T              U я       V plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ? FldEntIdmeg attrib               ╔ Ржю█ ftreemeg attrib                    ╩жю█ face W              ш        X cone surface                  =fЮаfv└Ї     2└K└ААЁ?╚йожт}ш?1Н2╧kР¤┐Ё? Ё┐Ё?  edge                   ╨Ж-DT√!┘┐ -DT√!┘? ═ Y unknown  vertex                   . Zstraight curve                  Pv└пєgц j4└K└Ё┐  point                  =fЮаfv└Є     4└Ё┐ coedge                   + ╥ ╒        loop                           vertex                   т [straight curve                  З3├╛Вr└D@K└Ё┐  coedge                    ╘ M \ ╓      edge                   ]-DT√!щ┐ з-DT√!щ? ╘ ^ unknown  coedge                   ╒  ч / ╓      edge                   ╫-DT√!∙┐ _Р-DT√!щ┐  ` unknown  face a              b ╓       c  point                  З3├╛Вr└D@└ coedge                   d ┘ ю 6 !      coedge                   ┘ d e ( !      loop                         U straight curve                  └АD@K└Ё?  point                  └АD@J└ coedge                   ▐ ▌ f g ▀      coedge                   e h ▌ & i      edge                   j-DT√!щ┐ р-DT√!щ? % k unknown  face l               ▀       m  edge                   рi└ n╠ √JW@  o tangent  point                  └АD@└straight curve                  └D@J└Ё?  coedge                   ъ  х ,       edge                   ь`b└╠░пЇ? _э№ЩyВZJ@ х p tangent  coedge                   M  ц .       edge                   @ щм4╧:└ qI R├ДЫL@ ц r unknown  edge                   _Р,DT√!щ? q-DT√!∙? ч s unknown FldEntIdmeg attrib          t      шжю█ face u              v w       x plane surface                  a└╠░пДr└fЖ}%D@K└┬;fЮац┐╓;fЮац?АЁ? ellipse curve                  З3├╛Вr└АC@J└╠;fЮац┐╠;fЮац?■     я┐а<■     я┐═;fЮац?  point                  %AfОr└ё№ЩyВ┌C@э№ЩyВZJ└ coedge                   ю √ y z я      edge                   {З3├╛Rr└ █  | tangent  point                       пr└АC@K└ coedge                   } є Ў = :      coedge                   є ~ √ A :      loop                         А straight curve                  √    #p└ЁS@K└╓;fЮац┐┬;fЮац┐А  coedge                   Ў ї  O ў      edge                   БK└ ° 8 В tangent  face Г              ╟ ў       Д  point                  Я?3OP[v└╨∙3є╡3└K└straight curve                  =fЮаfv└Є     3└K└Ё?  edge                   ё-DT√!∙┐ Е┌,DT√!щ┐ 9 Ж unknown  coedge                   З И ¤ C Й      edge                   H EЁ? B К unknown  coedge                   ■ Л З М       vertex                   М Нstraight curve                  0y└АX└Ё┐Ё?  coedge                   О  И П       vertex                   П Рstraight curve                  0y└АX└Ё? ftreemeg attrib                    жю█ face С              '        Т plane surface                  0y└5└Ё┐Ё┐АЁ?  coedge                   Л -  \       coedge                    P } У       edge                   Ж-DT√!┘┐ Б^-DT√!┘? < Ф unknown  coedge                   N О h Х       face Ц              А        Ч  point                  =fЮаfv└Є     3└FldEntIdmeg attrib                ╟жю█ ftreemeg attrib                    жю█ face Ш              Е !       Щ cone surface                  └АC@J└Ё┐╠;fЮаЎ?╠;fЮаЎ┐Ё? Ё?       ? ftreemeg attrib                    жю█cone surface                  З3├╛Вr└АC@K└АЁ?}йожт}╪┐?Н2╧kРэ?Ё? Ё?       ? ellipse curve                  =fЮаfv└Ї     2└Ё┐Ё?╚йожт}ш?1Н2╧kР¤┐Ё?  point                  Pv└пєgц j4└Ё┐ point                  З3├╛Вr└D@J└ edge                   q fЖ}еW└ ]i@ M Ъ tangent  vertex                   Ы Ьellipse curve                  └АC@└Ё┐╦;fЮац?╦;fЮац?Ё?  vertex                    Эellipse curve                  З3├╛Вr└АC@└╢;fЮац?Ау;fЮац?Ё┐¤     я?╖;fЮац? ftreemeg attrib                    жю█ face Ю              Q i       Я cone surface                  `i└АC@└Ё?╦;fЮац?╦;fЮац?Ё? Ё?       ?  coedge                     а б !      coedge                   в %  ( i      coedge                   г д $ g w      edge                   j ]Ё? $ е unknown  coedge                   % ж P Х i      loop                        % b  vertex                   з иellipse curve                  └АC@└Ё┐╦;fЮаЎ?╦;fЮаЎ?Ё? ftreemeg attrib                    'жю█plane surface                  └АC@Ё┐№     я?АЁ┐  vertex                   б йstraight curve                  `i└АD@└Ё┐АА straight curve                  %AfОr└ё№ЩyВ┌C@K└Ё?  vertex                   / кstraight curve                  b└╠░п u└Э?3OPў┐Ё┐╓;fЮац?┬;fЮац?А ellipse curve                  ├АЩa_Щr└АC@└┬;fЮац?╓;fЮац┐А Ё?¤     я?┬;fЮац? ftreemeg attrib               0 шжю█б1@Н╓∙╦ftreemeg attrib                    1жю█ face л               Й       м  loop                        д 1 plane surface                  └АX└Ё┐Ё?Ё┐  coedge                   н а 5 z о      edge                   {-DT√!∙┐ Е:-DT√!щ┐ 5 п unknown  vertex                   6 ░straight curve                  └АD@J└Ё?  coedge                    8 N У :      coedge                   9  н ▒ :      coedge                   ~ } ж ▓ :      face │              ┤ :       ╡  vertex                   У ╢straight curve                  Я?3OP[v└╨∙3є╡3└K└Ё┐ ftreemeg attrib                    >жю█cone surface                  =fЮаfv└Ї     2└K└ААЁ?╚йожт}╪?1Н2╧kРэ┐Ё? Ё┐Ё?  vertex                   z ╖ellipse curve                       пr└АC@J└┬;fЮац?╓;fЮац┐А @■      ?├;fЮац?  coedge                   ╕ B D М Й      coedge                   B ╕ G П Й      loop                        З v straight curve                  0y└АX└Ё┐  coedge                   D M д Ы       edge                   ╣ Ey@ D ║ unknown  point                  0y└АX└Ё┐ coedge                   P G г з       edge                   ╗ Hy@ G ╝ unknown  point                  0y└АX└ftreemeg attrib          ╜      Kжю█б1@Н╓∙╦plane surface                  0y└4└Ё┐Ё?Ё?  edge                   Б0 щм4╧:└ ╛P R├ДL@ } ┐ unknown ellipse curve                  =fЮаfv└Ї     2└Ё?╚йожт}╪?1Н2╧kРэ┐Ё?  edge                   ╛№     W└ ji@ P └ tangent ftreemeg attrib          ┴      Qжю█б1@Н╓∙╦plane surface                  0y└4└Ё?Ё? ftreemeg attrib          ┬      Uжю█б1@Н╓∙╦plane surface                  └АD@K└Ё?Ё? straight curve                  `i└АC@Ё┐Ё?  edge                   ]@ ╣`a@ Л ├ unknown  point                  └АC@Ё┐ point                  %AfОr└ё№ЩyВ┌C@Ub└╠░пЇ┐ftreemeg attrib                    bжю█cone surface                  `i└АC@└Ё?╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   y ─ d б о      edge                   nJ└ {└ d ┼ tangent  coedge                   ж e ─ ╞ i      coedge                   ╟ f О з w      coedge                   f ╟ Л Ы w     straight curve                  └АC@Ё┐  coedge                   h в  ▓ i      edge                   j@ ╗`a@ О ╚ unknown  point                  └АC@ point                  З3├╛Вr└АD@└ point                  ├АЩa_Щr└АC@Ё┐ftreemeg attrib                    vжю█plane surface                  0y└АX└Ё┐АЁ┐АЁ┐  coedge                   ─ y ~ ▒ о      loop                        ─ ┤ ellipse curve                  З3├╛Вr└АC@J└╠;fЮац┐╠;fЮац?└░<└╠;fЮац?  point                  З3├╛Вr└АD@J└ edge                   Е└И3├╛т? ╔▌∙3є╡J@ ~ ╩ tangent  edge                   ╔╘,DT√!щ? ╛-DT√!∙?  ╦ unknown FldEntIdmeg attrib          ╠      Ажю█ face ═              > о       ╬ plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ?  point                  Я?3OP[v└╨∙3є╡3└ point                  ├АЩa_Щr└р∙3є5D@▌∙3є╡J└ coedge                   И З ╟ ╧ Й      vertex                   Ы ╨straight curve                  └АX└Ё┐Ё┐  vertex                   з ╤straight curve                  └АX└Ё┐ FldEntIdmeg attrib               С Kжю█ vertex                   ▓ ╥straight curve                  ,u└@     ч┐╓;fЮац?┬;fЮац?А straight curve                  `i└АC@░╝Ё? FldEntIdmeg attrib               Ц Qжю█FldEntIdmeg attrib               Ш Uжю█straight curve                  └АD@Ё┐Ё┐  coedge                   а н в ╞ о     straight curve                  З3├╛Вr└АD@K└Ё┐  edge                   n-DT√!∙┐ ╔<-DT√!щ┐ ─ ╙ unknown  coedge                   д г ╕ ╧ w     straight curve                  └АD@Ё┐  vertex                   ╞ ╘straight curve                  ├АЩa_Щr└р∙3є5D@K└Ё? ellipse curve                       пr└АC@└┬;fЮац?╓;fЮац┐А @■      ?├;fЮац? ftreemeg attrib               │ Ажю█б1@Н╓∙╦ftreemeg attrib                    ┤жю█cone surface                  З3├╛Вr└АC@K└АЁ?йожт}ш┐AН2╧kР¤?Ё? Ё?       ?  edge                   ╗ ╣Ё? ╟ ╒ unknown  point                  └АX└Ё┐ point                  └АX└ point                       пr└АC@░╝ellipse curve                  З3├╛Вr└АC@└╠;fЮац?А╠;fЮац?■      ┐■      ?═;fЮац?  point                  ├АЩa_Щr└р∙3є5D@╨И3├╛т┐straight curve                  └АX└Ё┐  End-of-ACIS-dataДT(Flфche subtrahierenR$Ё?АЁ?Ё┐;└Ё?НбACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        ftreemeg attrib                    жю█ face                      loop                         plane surface                  └АX└└Ё┐Ё┐ ftreemeg attrib                жю█б1@Н╓∙╦ face                         loop                          plane surface                  └АX└K└Ё?Ё┐  coedge                            FldEntIdmeg attrib               жю█ftreemeg attrib                    жю█ face                         loop                         plane surface                  └АX└J└№     я┐Ё┐  coedge                            coedge                   ! "       coedge                   # $       coedge                    %       edge                   &@ 'J@  ( unknown ftreemeg attrib                    жю█ face )              * +       ,  loop                        -  cone surface                  └АX└J└АЁ?╦;fЮац?╦;fЮац┐Ё? Ё?       ?  coedge                   . ! / 0       coedge                   %  1 2      coedge                   3 4   5      edge                   'АC└ 6АX@  7 tangent  coedge                     8 9       coedge                    :  "       edge                   ; &Ё? ! < unknown  coedge                   = >  $ ?      edge                   ' @Ё? # A unknown  coedge                     B C      vertex                    D vertex                    Estraight curve                  └АX└K└Ё? ftreemeg attrib                    жю█ face F              G H       I  loop                        J  plane surface                  0y└АX└АJ└Ё┐АЁ?  coedge                   K L M N       coedge                   :  O P       coedge                   B K  0       edge                   &-DT√!щ┐ Q-DT√!щ? / R unknown  coedge                   S T  2 U      edge                   6J└ V└  W tangent  coedge                   X  > Y 5      coedge                    Z S [ 5      loop                        3 \  vertex                   2 ]straight curve                  └АM└└Ё?  coedge                   ^ _ 9 `      edge                   ;@ @J@ 8 a unknown  coedge                   ! . b c       vertex                   9 dstraight curve                  └АX└J└Ё┐  coedge                   e # f g ?      coedge                   # e 3 Y ?      loop                        > h  vertex                   i jstraight curve                  └АX└└Ё?  coedge                   L / % C       edge                   V a└ & % k tangent  point                  └АX└J└ point                  └АX└└ftreemeg attrib                    *жю█ face l              m n       o  loop                        p * plane surface                  └АX└АJ└Ё┐Ё┐  coedge                   q r s t +      coedge                   / - u v       coedge                   - B T w       coedge                   x y - N z      edge                   {@-DT√!щ? |-DT√!∙? - } unknown  coedge                   p ~ . P H      edge                    QЁ? O А unknown  vertex                   v Бellipse curve                  └АX└J└Ё?╦;fЮац?╦;fЮац┐Ё?  coedge                   В 1 4 [ U      coedge                   1 Г L w U      loop                        S Д  vertex                   C Еstraight curve                  └АC@K└ААЁ┐  coedge                   Z 3 Ж З 5      edge                   И-DT√!щ┐ '-DT√!щ? 3 Й unknown  coedge                   4 X К Л 5      edge                   6-DT√!∙┐ М@-DT√!щ┐ S Н unknown  face О              П 5       Р  point                  └АC@└ coedge                   С 8 Т У `      coedge                   8 С Ф i `      loop                        _ Х straight curve                  └АX└K└Ё?  coedge                   Ц Т : c Ч      edge                   ;-DT√!щ┐ -DT√!щ? b Ш unknown  point                  └АX└J└ coedge                   > = Щ Ъ ?      coedge                   Ф Ы = g Ь      edge                   Э-DT√!щ┐ @-DT√!щ? f Ю unknown  face Я              \ ?       а  edge                   @АC└ бАX@ _ в tangent  point                  └АX└└straight curve                  └АX└J└Ё┐ ftreemeg attrib          г      Gжю█б1@Н╓∙╦ face д              е z       ж  loop                        з G plane surface                  └АX└АJ└Ё┐Ё┐  coedge                   и O й к H      coedge                   л J м н +      coedge                   J л и о +      coedge                   й п J t n      edge                   ░Ё? ▒АS@ s ▓ unknown  coedge                   з й K v n      edge                   Q | a@ u │ tangent  edge                   V-DT√!∙┐ { -DT√!щ┐ L ┤ unknown  coedge                   ╡ M Г ╢ z      coedge                   M ╖ з ╕ z      loop                        ╣ m  vertex                   ╢ ║ vertex                   N ╗ellipse curve                  └АC@J└╠;fЮац┐╠;fЮац?¤     я?¤     я?═;fЮац?  coedge                   O и ╝ ╜ H      vertex                   ╛ ┐straight curve                  └АX└K└Ё?  point                  └АX└АJ└ coedge                   └ S ┴ ┬ U      coedge                   T └ x ╢ U      face ├              ─ U       ┼  point                  └АC@J└ coedge                   ╞ ╟ X З ╚      edge                   ╔АX└ ИАC@ Ж ╩ tangent  vertex                   ╦ ╠ellipse curve                  └АX└└Ё?А╦;fЮац?╦;fЮац?Ё?  coedge                   ═ ┴ Z Л ╬      edge                   МB-DT√!щ? ╔-DT√!∙? К ╧ unknown  vertex                   ┬ ╨ellipse curve                  └АC@└╢;fЮац┐у;fЮац?Ё?¤     я?╖;fЮац? ftreemeg attrib                    \жю█ face ╤              ╥ Ь       ╙ cone surface                  └АM└└Ё┐╦;fЮац?╦;fЮац?Ё? Ё?       ?  coedge                   _ ^ ╘ ╒ `      coedge                   b ╓ ^ У Ч      edge                   ╫ a└ ; ^ ╪ tangent  coedge                   ┘ f _ i Ь      face ┌                   `       █  coedge                   ▄ b ▌ ╛ Ч      loop                        ▄ ▐ ellipse curve                  └АX└J└Ё?╦;fЮаЎ?╦;fЮаЎ┐Ё?  coedge                   ▀ р e Ъ с      edge                   Э ИЁ? e т unknown  coedge                   f у ф х Ь      loop                        f П  vertex                   ц чellipse curve                  └АX└└Ё?А╦;fЮаЎ?╦;fЮаЎ?Ё? ftreemeg attrib                    hжю█plane surface                  └АX└Ё┐№     я┐Ё┐  vertex                   ╒ шstraight curve                  └АM└└Ё? FldEntIdmeg attrib               l Gжю█ftreemeg attrib                    mжю█ face щ              ъ ы       ь cone surface                  └АC@J└Ё┐╦;fЮац?╦;fЮац┐Ё? Ё?       ?  coedge                   э u y ╕ n      coedge                   ~ p r о H      coedge                   u s p к n      edge                   ▒ Qрx@ й ю unknown  coedge                   r q я Ё +      coedge                   ё Є q н є      edge                   Ї ░╠;fЮаЎ? м ї unknown  edge                   Ў ▒Ё? r ў unknown  coedge                   s ° ∙ · n      vertex                   · √ vertex                   к №straight curve                  0y└4└АJ└Ё┐ straight curve                  └АX└АJ└Ё? ellipse curve                  └АC@J└А╠;fЮац?╠;fЮац?¤     я?¤     я┐═;fЮац?  coedge                   ╣ x ¤ ■ z      edge                    -DT√!∙┐ {·,DT√!щ┐ Г  unknown  coedge                   y ╣   z      edge                   |@ ├АЩa_ir@ з  tangent  coedge                   ╖ ╡   z      point                  Ж03ь+└я№ЩyВ┌C@Ё№ЩyВZJ└ point                  └АC@АJ└ coedge                   я ▌ ~ ╜       edge                   Ў рx@ ╝  unknown  edge                     a@ ▌  tangent  point                  └АX└K└ coedge                   Г В   U      coedge                   К  В ┬ ╬      edge                   М -DT√!щ? -DT√!∙? В  unknown ftreemeg attrib                    Джю█ face                        cone surface                  └АC@K└Ё?╦;fЮац?╦;fЮац?Ё? Ё?       ?  coedge                    Ж р ╦ ╚      coedge                   Ж  ═  ╚      loop                        Ж   vertex                   Л straight curve                  └АM└Ё┐Ё┐  edge                   И@ y@ ╞  unknown  point                  └АX└Ё┐ coedge                    К ╟  ╬      loop                        К  ellipse curve                  └АC@└'<fЮац?r;fЮац┐¤     я?~Ё?s;fЮац?  point                  Д03ь+└я№ЩyВ┌C@&b└╠░пЇ┐ftreemeg attrib                    Пжю█ face                        cone surface                  └АM└└Ё┐╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   ! " С ╒ #      edge                   бJ└ ╫└ С $ tangent  coedge                   Т ▄ ! % Ч      vertex                   У &straight curve                  └АX└J└Ё┐  coedge                   у Ф " ' Ь     ftreemeg attrib          (      Хжю█б1@Н╓∙╦plane surface                  └АX└K└Ё?Ё┐  coedge                   ╓ Ц ) * Ч      coedge                   ╝ + Ц ╛       face ,              Х Ч       -  coedge                   . Щ / ц с      coedge                   Щ . ╞ ╦ с      loop                        р 0 straight curve                  └АX└Ё┐  coedge                   Ы ┘ 1 2 Ь      coedge                   3 / Ы х       edge                   4АX└ ЭАC@ ф 5 tangent  edge                   Э@ 6y@ / 7 unknown  point                  └АX└ point                  └АC@└ftreemeg attrib          8      ежю█б1@Н╓∙╦ face 9              : є       ;  loop                        < е plane surface                  a└╠░пДr└fЖ}%D@K└┬;fЮац┐╓;fЮац?АЁ?  coedge                   ° з = > n     straight curve                  0y└АX└АJ└Ё?  coedge                   ? ╝ л Ё       edge                   Ї ЎАS@ я @ unknown  coedge                   A м B C є      coedge                   м A D E є      loop                        ё ъ  vertex                   F Gstraight curve                  0y└4└K└╠;fЮац┐╠;fЮац?  vertex                   ╜ Hstraight curve                  0y└АX└K└Ё?  coedge                   п э I J n      coedge                   K B п · L      edge                   Mx■╠ Vstraight curve                  └АC@АJ└Ё┐  coedge                   W X ╣  Y      edge                   P-DT√!∙┐ TИ-DT√!щ┐ ╣ Z unknown  loop                        + [ straight curve                  0y└АX└K└Ё?  vertex                   * \straight curve                  └АX└K└Ё?  coedge                   ] ¤ └        edge                    @ J@  ^ tangent  coedge                   ┴ _ ] ` ╬      vertex                   ┬ aellipse curve                  └АC@└╢;fЮац┐Ау;fЮац?Ё?¤     я?╖;fЮац? FldEntIdmeg attrib          b      ─жю█ face c               Y       d  loop                        ] ─ plane surface                  └D@K└Ё?Ё?  coedge                   e ╞ f g ╚      coedge                   ╟ h i j ╚      edge                   k fЖ}еW└ ╔└h@ ╟ l tangent  face m              h ╚       n  point                  └АC@Ё┐ vertex                   ╦ ostraight curve                  └АX└Ё┐Ё┐  coedge                   _ ═ < p ╬      face q              0 ╬       r ftreemeg attrib          s      ╥жю█б1@Н╓∙╦ face t              u v       w  loop                        ф ╥ plane surface                  0y└4└Ё?Ё?  coedge                   x ╘ ╓ % #      coedge                   ╘ y ┘ ' #      loop                        " z straight curve                  └АC@K└ААЁ┐  edge                   ╫-DT√!∙┐ {-DT√!щ┐ ╓ | unknown  point                  └АC@J└ edge                   б-DT√!∙┐ }-DT√!щ┐ " ~ unknown FldEntIdmeg attrib               ┌ Хжю█ coedge                    А ▄ * Б      edge                   {-DT√!щ? -DT√!∙? ▄ В unknown  coedge                   ▌ Г  Д      ftreemeg attrib                    ▐жю█cone surface                  └АX└J└АЁ?╠;fЮаЎ?╠;fЮаЎ┐Ё? Ё?       ?  coedge                   р ▀ Е Ж с      coedge                   ф З ▀ ц       face И              Й с       К  coedge                   Л М у 2 v      edge                   }-DT√!щ? 4-DT√!∙? 1 Н unknown  coedge                   О ф М П       vertex                   2 Рstraight curve                  └АM└░╝Ё┐  vertex                   ц Сstraight curve                  └АX└Ё┐ FldEntIdmeg attrib               щ ежю█ftreemeg attrib                    ъжю█ face Т              У L       Ф plane surface                  0y└5└АJ└Ё┐ААЁ?  coedge                   i S  p ы      coedge                    Х э > ы      edge                   BЖ╢ЙPL@ Цк(4ъФa@ = Ч unknown  coedge                   Ш я Щ F      straight curve                  0y└4└K└Ё┐  coedge                   Є ё Ъ Ы є      coedge                   ∙ Ь ё C L      edge                   ░Ё? ЭАJ@ B Ю unknown  coedge                   Я Щ Є E а      edge                   Ї бK@ D в unknown  edge                   гw■╠щУ>щ╙╝А  coedge                   ¤ ] W л       vertex                   ■ мstraight curve                  └D@J└Ё?  point                  └D@J└ coedge                   <  X н ы      vertex                    оellipse curve                  ├АЩa_Щr└АC@J└┬;fЮац?╓;fЮац┐А Ё?¤     я?┬;fЮац?  point                  ├АЩa_Щr└АC@АJ└ coedge                   п  O л Y      coedge                    п S н Y      loop                        п  ellipse curve                  З3├╛Вr└АC@J└╠;fЮац┐╠;fЮац?■     я┐а<■     я┐═;fЮац?  face ░              ▐        ▒  point                  └АC@K└ coedge                   O   `      straight curve                  └D@K└Ё?  coedge                     п ▓ ╬      edge                   └h└ │╠ √JW@ ] ┤ tangent  point                  └D@└ftreemeg attrib                ─жю█б1@Н╓∙╦ftreemeg attrib                    жю█cone surface                  З3├╛Вr└АC@K└АЁ?}йожт}╪┐?Н2╧kРэ?Ё? Ё?       ?  coedge                   h  Ь ╡ ╚      coedge                   Е Ъ  g ╢      edge                    Э@S@  ╖ unknown  coedge                    e ╕ ╣ ╚      coedge                   Х <  j ы      edge                   ║> щм4╧:└ kI R├ДЫL@ i ╗ unknown  vertex                    ╝straight curve                  `i└АC@Ё┐Ё? ftreemeg attrib          ╜      жю█б1@Н╓∙╦plane surface                  0y└4└Ё┐Ё?Ё?  point                  0y└АX└Ё┐ edge                   ╛Р,DT√!щ? k-DT√!∙? < ┐ unknown ftreemeg attrib                    жю█cone surface                  `i└АC@└Ё?╦;fЮац?╦;fЮац?Ё? Ё?       ? FldEntIdmeg attrib                ╥жю█ftreemeg attrib                    жю█ face └              ┴ ┬       ├  loop                        1  cone surface                  `i└АC@└Ё?╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   ─ ! А ┼ #      coedge                   " ─ Л ╞ #      face ╟              ╚ #       ╔  vertex                   ┼ ╩ellipse curve                  └АC@J└А╠;fЮац?╠;fЮац?■      ?■      ┐═;fЮац?  vertex                   ╞ ╦ellipse curve                  └АC@└╠;fЮац┐╠;fЮац?■      ?■      ?═;fЮац?  coedge                   ╠ ) + Д Б      coedge                   ) ═ x ┼ Б      loop                        ╬ ╧ ellipse curve                  └АC@J└╠;fЮац┐╠;fЮац?■      ?■      ?═;fЮац?  coedge                   + Ш ╨ ╤       edge                   @ ╥     r@ + ╙ tangent  coedge                   ╘ f . Ж ╢      edge                   6 Ё? . ╒ unknown  coedge                   / ╓ ╘ ╫      ftreemeg attrib                    0жю█ face ╪               ╢       ┘ plane surface                  0y└АX└Ё┐АЁ┐АЁ┐  coedge                   ┌ 1 y ╞ v      coedge                   1 █ 3 П v     ellipse curve                  └АC@└╠;fЮац?╠;fЮац┐■      ?■      ?═;fЮац?  coedge                   ▄ 3 ▌ ▐       edge                   ▀№     W└ 4└h@ 3 р tangent  point                  └АC@░╝ point                  0y└АX└ftreemeg attrib          с      :жю█б1@Н╓∙╦ face т              Д з       у plane surface                  `v└Є     4└K└Ь>щУ>щ╙╝Ё?АЁ?  coedge                   = i е ф ы      vertex                   J хstraight curve                  ]└╠░пp└Н3├╛┬S@АJ└╓;fЮац┐┬;fЮац┐А  coedge                   Г ? ц ч       coedge                   D ш ? F а      coedge                   f ╘ A Ы ╢      edge                   б Э╠;fЮаЎ? Ъ щ unknown  coedge                   B K e ╡ L      vertex                   C ъstraight curve                  0y└5└K└Ё?  coedge                   ш D ╓ ы а      loop                        ш ь  vertex                   E эstraight curve                  0y└4└K└Ё?  vertex                   F юstraight curve                  Рf└╕     3└K└Ё┐Ь>щУ>щ╙╝А  coedge                   ╕ I Х ф з      coedge                   I ╕ K й з      loop                        I У ellipse curve                  =fЮаfv└Ї     2└АJ└Ё┐╚йожт}ш?1Н2╧kР¤┐Ё?  edge                   MЁ? яАJ@ K Ё tangent  point                  =fЮаfv└Є     4└АJ└ edge                   │J└ P└ O ё tangent  point                  З3├╛Вr└D@J└ edge                   T`b└╠░пЇ? ╛э№ЩyВZJ@ S Є tangent  point                  %AfОr└ё№ЩyВ┌C@э№ЩyВZJ└ coedge                   X W _ ▓ Y     ftreemeg attrib          є      [жю█б1@Н╓∙╦plane surface                  └АX└K└Ё┐Ё┐  edge                   │-DT√!∙┐ ╛Р-DT√!щ┐ п Ї unknown  vertex                   л їstraight curve                  `i└D@└Ё┐АА  edge                   ЭА6└ я0 ШЎ6@ Ь Ў unknown  loop                        f Й straight curve                  0y└АX└Ё┐Ё?  coedge                   ж е h ╣ з      edge                   яЖ-DT√!┘┐ ║^-DT√!┘? ╕ ў unknown  vertex                   j °straight curve                  b└╠░п u└Э?3OPў┐Ё┐╓;fЮац?┬;fЮац?А  point                  ├АЩa_Щr└АC@Ё┐FldEntIdmeg attrib               m жю█ vertex                   p ∙ellipse curve                  ├АЩa_Щr└АC@└┬;fЮац?╓;fЮац┐А Ё?¤     я?┬;fЮац? ftreemeg attrib                    uжю█ face ·              z √       №  loop                        ¤ u cone surface                  З3├╛Вr└АC@K└АЁ?йожт}ш┐AН2╧kР¤?Ё? Ё?       ?  coedge                   y x ■   #      edge                   -DT√!∙┐ {-DT√!щ┐ x  unknown  edge                   }-DT√!щ? -DT√!∙? y  unknown ftreemeg attrib                    zжю█ face               ь         cone surface                  └АC@K└Ё?╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  point                  b└╠░п └▐∙3є5D@▐∙3є╡J└ point                  b└╠░п └▐∙3є5D@gИ3├╛т┐ coedge                   ╬    Б      coedge                   А ╬   Б      coedge                   ═ ╠   Б      face               [ Б         coedge                     Г ╤       edge                   ╥DЖ╢Й╨L@ л(4ъФa@ ╨  unknown  vertex                   ╤ straight curve                  └АC@K└Ё┐  coedge                   Ъ Е З ╫ ╢     straight curve                  0y└АX└Ё┐  coedge                   З ▄ Я ы       edge                   6 бАS@ З  unknown ftreemeg attrib                    Йжю█plane surface                  0y└5└Ё┐Ё┐АЁ?  coedge                    Л   v      coedge                   М    v      coedge                   ╓ О         coedge                     О ▐       edge                   0 щм4╧:└ ▀P R├ДL@ ▌  unknown  vertex                   П straight curve                  `i└АC@Ё? FldEntIdmeg attrib               Т :жю█ ftreemeg attrib                    Ужю█cone surface                  =fЮаfv└Ї     2└K└ААЁ?╚йожт}ш?1Н2╧kР¤┐Ё? Ё┐Ё?  edge                   ║АJ└ ЦЁ┐ Х  tangent  point                  Pv└мєgц j4└АJ└ coedge                    ! Ш ч       edge                   ^-DT√!┘┐ гЖ-DT√!┘? ц " unknown  coedge                   Щ Я  # а     straight curve                  0y└4└╠;fЮац┐╠;fЮац┐  point                  0y└5└Ё┐ edge                   бА6└ $0 ШЎ6@ Я % unknown  face &              ' а       (  point                  0y└4└ point                  =fЮаfv└Є     3└K└ vertex                   ╡ )straight curve                  =fЮаfv└Є     4└K└Ё? straight curve                  З3├╛Вr└D@K└Ё┐ straight curve                  %AfОr└ё№ЩyВ┌C@K└Ё? FldEntIdmeg attrib               ░ [жю█ellipse curve                  З3├╛Вr└АC@└╢;fЮац?Ау;fЮац?Ё┐¤     я?╖;fЮац?  point                  З3├╛Вr└D@└straight curve                  ╚w└∙     4└Ё┐Ё?Ь>щУ>щ╙<А ellipse curve                  =fЮаfv└Ї     2└Ё┐Ё?╚йожт}ш?1Н2╧kР¤┐Ё?  point                  Pv└мєgц j4└Ё┐ point                  %AfОr└ё№ЩyВ┌C@Ub└╠░пЇ┐FldEntIdmeg attrib          *      ┴жю█ loop                         ┴ plane surface                  └АD@K└Ё?Ё?  coedge                   + ,  - ┬      coedge                     ─   √      edge                   @ J@ ■ . tangent  vertex                     /ellipse curve                  └АC@J└╠;fЮац┐╠;fЮац┐■      ?■      ┐═;fЮац?  vertex                   ╞ 0ellipse curve                  └АC@└╠;fЮац┐А╠;fЮац?■      ?■      ?═;fЮац? ftreemeg attrib                    ╚жю█ loop                        ц ╚ cone surface                  =fЮаfv└Ї     2└K└ААЁ?╚йожт}╪?1Н2╧kРэ┐Ё? Ё┐Ё?  coedge                   ╨ 1 ╠        edge                   ╥-DT√!∙┐ 2╕,DT√!щ┐  3 unknown  coedge                   4 ■ ═  √      edge                   5З3├╛Rr└ └  6 tangent  coedge                   , + ╬  ┬      edge                   5-DT√!∙┐ 2\-DT√!щ┐ ╬ 7 unknown ftreemeg attrib                    ╧жю█cone surface                  └АC@J└Ё┐╠;fЮаЎ?╠;fЮаЎ┐Ё? Ё?       ?  coedge                   ▌ ╨ ! 8       loop                         '  vertex                   ч 9straight curve                  √    #p└ЁS@K└╓;fЮац┐┬;fЮац┐А  point                       пr└АC@K└straight curve                  0y└АX└Ё?  coedge                   █ ┌ ¤ - v      coedge                   ■ 4 ┌  √      edge                   └h└ :╠ √JW@  ; tangent  coedge                   1 ▌ █        edge                   <▓,DT√!щ? ▀-DT√!∙?  = unknown  coedge                   !  ▄        edge                   $Ж-DT√!┘┐ ^-DT√!┘?  > unknown  vertex                   ▐ ?straight curve                  ,u└@     ч┐╓;fЮац?┬;fЮац?А  point                       пr└АC@straight curve                  Pv└мєgц j4└K└Ё┐  coedge                    ц ш #       coedge                   ц   8      ellipse curve                  =fЮаfv└Ї     2└K└Ё┐╚йожт}╪?1Н2╧kРэ┐Ё?  edge                   г $K@ ш @ tangent  vertex                   ы Astraight curve                  ╚w└∙     3└Ё?Ь>щУ>щ╙<А ftreemeg attrib          B      ьжю█б1@Н╓∙╦ face C              ╧        D plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ?  point                  =fЮаfv└Є     4└Ё┐ftreemeg attrib               · ┴жю█б1@Н╓∙╦ coedge                    ¤ 4 E ┬      coedge                   ¤  1 F ┬      edge                   :-DT√!∙┐ <^-DT√!щ┐ ¤ G unknown straight curve                  └АD@K└Ё?  point                  └АD@J└ point                  └АD@└ coedge                     , F       vertex                    Hellipse curve                       пr└АC@J└┬;fЮац?╓;fЮац┐А @■      ?├;fЮац?  coedge                     + E √      vertex                    Istraight curve                  └АD@J└Ё? ellipse curve                  З3├╛Вr└АC@J└╠;fЮац┐╠;fЮац?└░<└╠;fЮац?  edge                   K└   J tangent  point                  Я?3OP[v└╨∙3є╡3└K└ vertex                   E Kstraight curve                  `i└АD@└Ё┐АА  vertex                    Lellipse curve                       пr└АC@└┬;fЮац?╓;fЮац┐А @■      ?├;fЮац? ellipse curve                  =fЮаfv└Ї     2└Ё?╚йожт}╪?1Н2╧kРэ┐Ё?  point                  Я?3OP[v└╨∙3є╡3└straight curve                  =fЮаfv└Є     3└K└Ё?  point                  =fЮаfv└Є     3└FldEntIdmeg attrib               & ьжю█ ftreemeg attrib          M      'жю█б1@Н╓∙╦plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ?  edge                   :J└ 5└ 4 N tangent  edge                   2Й3├╛т? <▄∙3є╡J@ 1 O tangent ellipse curve                  З3├╛Вr└АC@└╠;fЮац?А╠;fЮац?■      ┐■      ?═;fЮац?  point                  ├АЩa_Щr└с∙3є5D@▄∙3є╡J└ point                  З3├╛Вr└АD@J└straight curve                  Я?3OP[v└╨∙3є╡3└K└Ё┐  point                  З3├╛Вr└АD@└ point                  ├АЩa_Щr└с∙3є5D@Й3├╛т┐FldEntIdmeg attrib               C 'жю█straight curve                  З3├╛Вr└АD@K└Ё┐ straight curve                  ├АЩa_Щr└с∙3є5D@K└Ё?  End-of-ACIS-dataДT(Flфche subtrahierenR$Ё?АЁ?Ё┐;└Ё?┼├ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  a└╠░пДr└fЖ}%D@K└┬;fЮац┐╓;fЮац?АЁ? ftreemeg attrib                жю█б1@Н╓∙╦ftreemeg attrib                    жю█ face                         loop                          plane surface                  0y└@X└└Ё┐АЁ?  coedge                            ftreemeg attrib                жю█б1@Н╓∙╦ face                         loop                         plane surface                  0y└@X└K└Ё┐Ё┐  coedge                     !      coedge                   "  # $       coedge                    % & '       coedge                   ( )   *      edge                   +АJ└ ,Ё┐  - tangent FldEntIdmeg attrib                жю█ftreemeg attrib                    жю█ face .              / 0       1  loop                        2  plane surface                  0y└@X└J└№     я┐АЁ?  coedge                   3 4 5       coedge                   6  7 8      coedge                    6 9 :      coedge                    ;  !       edge                   <@ =J@ > unknown  coedge                   ?  @ A       coedge                   B C  $ D      edge                   EEЖ╢ЙPL@ ,м(4ъФa@  F unknown  coedge                    ? G H       coedge                   I J  ' K      edge                   +> щм4╧:└ LI R├ДЫL@  M unknown  coedge                   N  J O *      coedge                    N B P *      loop                        ) Q  vertex                   ' R vertex                   P Sstraight curve                  Pv└мєgц j4└K└Ё┐ ftreemeg attrib                    жю█ face T              U V       W  loop                        X  cone surface                  `i└X└J└Ё?╦;fЮац┐╦;fЮац┐Ё? Ё?       ?  coedge                   Y 7 Z [       coedge                   ;  \ ]       coedge                   ^ _  5 `      edge                   < aрx@  b tangent  coedge                     c d      coedge                   2 e  8       edge                   f =Ё? 7 g unknown  coedge                   h i  : j      edge                   < kЁ? 9 l unknown  coedge                   3 m n       vertex                   ! o vertex                   n pstraight curve                  0y└@X└Ё┐  coedge                   % " q r       coedge                   s t " A u      edge                   E-DT√!∙┐ vА,DT√!щ┐ " w unknown  coedge                   x # ) P D      coedge                   # y s z D      loop                        C {  vertex                   $ |straight curve                  ]└╠░пp└П3├╛┬S@АJ└╓;fЮац┐┬;fЮац┐А  coedge                   } ~ % H       edge                   АР,DT√!щ? L-DT√!∙? % Б unknown  coedge                   В & ~ Г K      coedge                   & Д ( O K      loop                        В Е  vertex                   Г Жstraight curve                  b└╠░п u└Э?3OPў┐Ё┐╓;fЮац?┬;fЮац?А  coedge                   ) ( З И *      edge                   ЙЖ-DT√!┘┐ +^-DT√!┘? ( К unknown  edge                   ,^-DT√!┘┐ ЛЖ-DT√!┘? ) М unknown  face Н              О *       П  point                  Pv└мєgц j4└Ё┐ point                  Pv└мєgц j4└АJ└ftreemeg attrib                    /жю█ face Р              { С       Т  loop                        У / cone surface                  └АX└J└АЁ?╦;fЮац?╦;fЮац┐Ё? Ё?       ?  coedge                   Ф Х Ц Ч 0      coedge                   e 2 Ш Щ       coedge                   m Ф 2 [ 0      edge                   =-DT√!щ┐ Ъ-DT√!щ? Z Ы unknown  coedge                   Ь Э 3 ] Ю      edge                   aJ└ Я└ 3 а tangent  coedge                   б 4 i в `      coedge                   4 г Ь д `      loop                        г е  vertex                   ] жstraight curve                  0y└@X└└Ё?  coedge                   з и 6 d й      edge                   k@ fJ@ c к unknown  coedge                   7 Y л м       vertex                   н оstraight curve                  0y└АX└J└Ё?  coedge                   п 9 ░ ▒ j      coedge                   9 п ^ в j      loop                        i ▓  vertex                   d │straight curve                  0y└@X└└Ё┐  coedge                   Х Z ; n 0      edge                   Я└h└ =i@ ; ┤ tangent  point                  0y└@X└└ point                  0y└@X└J└ coedge                   ╡ ╢ ? r ╖      edge                   v`b└╠░пЇ? Аэ№ЩyВZJ@ ? ╕ tangent  coedge                   ╣ @ C z u      coedge                   @ ║ ╡ ╗ u      loop                        t ╝  vertex                   r ╜ellipse curve                  ├АЩa_Щr└АC@J└┬;fЮац?╓;fЮац┐А Ё?¤     я?┬;fЮац?  coedge                   ╛ B ┐ └ D      coedge                   C ┴ ┬ ├ D      edge                   ─@ E├АЩa_ir@ C ┼ tangent  face ╞              ╝ D       ╟  point                  ├АЩa_Щr└АC@АJ└ coedge                   ╚ G ╢ ╔       coedge                   G ╩ I Г       loop                        ╩ ╦  vertex                   H ╠ellipse curve                  ├АЩa_Щr└АC@└┬;fЮац?╓;fЮац┐А Ё?¤     я?┬;fЮац?  coedge                   ═ I ╬ ╧ K      edge                   L fЖ}еW└ ╨└h@ I ╤ tangent  coedge                   J ╥ ╙ ╘ K      face ╒              ▓ K       ╓  point                  ├АЩa_Щr└АC@Ё┐ coedge                   ╙ ┐ N И ╫      edge                   ЛЁ? ЙАJ@ З ╪ tangent  vertex                   ╘ ┘ellipse curve                  =fЮаfv└Ї     2└Ё┐Ё?╚йожт}ш?1Н2╧kР¤┐Ё?  vertex                   └ ┌ellipse curve                  =fЮаfv└Ї     2└АJ└Ё┐╚йожт}ш?1Н2╧kР¤┐Ё? ftreemeg attrib                    Qжю█ face █              ▄ ▌       ▐ cone surface                  =fЮаfv└Ї     2└K└ААЁ?╚йожт}ш?1Н2╧kР¤┐Ё? Ё┐Ё? ftreemeg attrib                    Uжю█ loop                        ▀ U plane surface                  0y└X└АJ└Ё┐АЁ?  coedge                   р с т у V      coedge                   Z X ┴ ф 0      coedge                   X m Э х 0      coedge                   ц ┬ X Ч V      edge                   ч8-DT√!щ? ш-DT√!∙? X щ unknown  coedge                   ▀ ъ Y Щ С      edge                   ы ЪЁ? Ш ь unknown  vertex                   ф эellipse curve                  0y└X└J└Ё?╦;fЮац┐╦;fЮац┐Ё?  coedge                   ю \ _ д Ю      coedge                   \ я Х х Ю      loop                        ю Ё  vertex                   n ёstraight curve                  └@X└K└Ё┐  coedge                   г ^ ═ Є `      edge                   є-DT√!щ┐ <-DT√!щ? ^ Ї unknown  coedge                   _ б ї Ў `      edge                   a-DT√!∙┐ ў^,DT√!щ┐ Ь ° unknown  face ∙              Ё `       ·  point                  └@X└└ coedge                   √ c № н й      coedge                   c √ ¤ ■ й      loop                        и   straight curve                  0y└АX└Ё┐  coedge                    № e м       edge                   f-DT√!щ┐ ы-DT√!щ? л  unknown  edge                   └h└ fi@ з  tangent  point                  0y└АX└J└ coedge                   i h   j      coedge                   ¤  h ▒       edge                   -DT√!щ┐ k-DT√!щ? ░  unknown  face               е j         point                  0y└АX└└straight curve                  `i└@X└J└Ё┐АА  coedge                    q t ╗ ╖      coedge                   q  } ╔ ╖      loop                        ╢  straight curve                  %AfОr└ё№ЩyВ┌C@K└Ё?  coedge                    s р  u      coedge                   t    u      edge                   -DT√!∙┐ vИ-DT√!щ┐ t  unknown  face                u         point                  %AfОr└ё№ЩyВ┌C@э№ЩyВZJ└ coedge                   ┴ x ▀  D      coedge                   З  x └ ╫      edge                   Лx■╠-DT√!∙┐ ?╪,DT√!щ┐ У @ unknown  edge                   Ъi└ ш└h@ ┴ A tangent  edge                   Я-DT√!∙┐ ч|-DT√!щ┐ Х B unknown  coedge                   с Ц я C V      vertex                   C D vertex                   Ч Eellipse curve                  └X└J└'<fЮац?r;fЮац?А¤     я?~Ё┐s;fЮац?  coedge                   Ш 8 F G С      vertex                   H Istraight curve                  0y└X└K└Ё?  point                  0y└X└АJ└ coedge                   J Ь K L Ю      coedge                   Э J ц C Ю      face M              N Ю       O  point                  └@X└J└ edge                   *рx└ є ═ P tangent  vertex                   . Qellipse curve                  0y└X└└Ё?А╦;fЮац┐╦;fЮац?Ё?  coedge                   ╬ K г Ў )      edge                   *-DT√!∙┐ ў,DT√!щ┐ г R unknown  vertex                   Ў Sellipse curve                  └X└└;fЮац┐Б<fЮац?¤     я?¤¤    я?В<fЮац? ftreemeg attrib                    ежю█cone surface                  0y└X└└Ё┐╦;fЮац┐╦;fЮац?Ё? Ё?       ?  coedge                   и з T U й      coedge                   л V з н       coedge                   W ░ и ■       edge                   k Xрx@ и Y tangent  face Z              [ й       \  coedge                   ] л ^ H       loop                        ] _ ellipse curve                  0y└X└J└Ё?╦;fЮаЎ┐╦;fЮаЎ┐Ё?  vertex                   н `straight curve                  `i└АX└J└Ё┐АА  coedge                   a - п  b      edge                    єЁ? п c unknown  coedge                   ░ d e f       loop                        d g  vertex                   h iellipse curve                  0y└X└└Ё?А╦;fЮаЎ┐╦;fЮаЎ?Ё? ftreemeg attrib                    ▓жю█plane surface                  0y└X└Ё┐№     я┐ААЁ?  coedge                   ╢ ╡ j k ╖      face l              m ╖       n  coedge                   ║ ╣ < o u      edge                   ?-DT√!щ? ─-DT√!∙? р p unknown  coedge                   q j ║  r      edge                   З3├╛Rr└ s└  t tangent  vertex                    uellipse curve                  З3├╛Вr└АC@J└╠;fЮац┐╠;fЮац?■     я┐а<■     я┐═;fЮац? ftreemeg attrib                    ╝жю█ face v              ╦ =       w cone surface                  └АC@J└Ё┐╦;fЮац?╦;fЮац┐Ё? Ё?       ?  edge                   Ё? ЪS@ ╛ x unknown  coedge                   ┐ ╙ y z ╫      vertex                   └ {straight curve                  Рf└╕     4└АJ└Ё┐Ь>щУ>щ╙╝А straight curve                  └АX└АJ└Ё?  point                  └АC@АJ└ftreemeg attrib               ╞ {жю█б1@Н╓∙╦ coedge                   ╩ ╚ | }       coedge                   j q ╚ ! r      edge                   ~└h└ "╠ √JW@   tangent  vertex                   ╔ Аellipse curve                  З3├╛Вr└АC@└╠;fЮац┐А╠;fЮац┐■     я┐а<■     я?═;fЮац?  coedge                   Б ╬ ╩ % )      edge                   ВB-DT√!щ? ╨-DT√!∙? ╩ Г unknown ftreemeg attrib                    ╦жю█ face Д               r       Е cone surface                  `i└АC@└Ё?╦;fЮац?╦;fЮац?Ё? Ё?       ?  loop                        ї Ж  vertex                   Є Зstraight curve                  └АM└Ё┐Ё┐  point                  └АC@Ё┐ coedge                    И ╥ . b      edge                   є@ /@S@ ╥ Й unknown  vertex                   z Кstraight curve                  ╚w└∙     4└Ё┐Ё?Ь>щУ>щ╙<А ftreemeg attrib               ╒ Ежю█б1@Н╓∙╦ face Л              Q ╫       М ftreemeg attrib          Н      ▄жю█б1@Н╓∙╦ face О              П Р       С  loop                        Т ▄ plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ?  coedge                   У Ф Х Ц ▌      coedge                   ъ ▀ Ч Ш С      coedge                   Щ Ъ с : Ы      edge                   > a└ Ь└ 9 Э tangent  coedge                   Ю т Ъ Я =      coedge                   т а  o =      loop                        Ю   vertex                   : б vertex                    вellipse curve                  └АC@J└А╠;fЮац?╠;fЮац?¤     я?¤     я┐═;fЮац? straight curve                  `i└X└АJ└Ё? ellipse curve                  └X└J└'<fЮац?r;fЮац?¤     я?~Ё┐s;fЮац?  edge                   Ь-DT√!∙┐ ч-DT√!щ┐ я г unknown  point                  Е03ь+└x■╠щУ>щ╙╝Ё?АЁ? FldEntIdmeg attrib               3 ▄жю█ ftreemeg attrib                    4жю█ face ▀              р с       т  loop                        ┴ 4 cone surface                  └АM└└Ё┐╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   у ф У х 5      coedge                   ц 7 Т х ▌      coedge                   7 ц ч ш ▌      coedge                   щ д 7 Ц е      edge                   ъ^-DT√!┘┐ ыЖ-DT√!┘? 7 ь unknown  coedge                   y э 8 Ш ╙      edge                   ж ╠;fЮаЎ? Ч ю unknown  coedge                   я 9 J к Ы      coedge                   9 я ; Я Ы      loop                        я N  vertex                   к Ёstraight curve                  └АX└J└Ё┐  coedge                   | ; Б ╫ =      edge                   ёJ└ >└ Ъ Є tangent  coedge                   < | q ╨ =      point                  └АC@J└ point                  З03ь+└ё№ЩyВ┌C@Ё№ЩyВZJ└ellipse curve                  └X└J└А╠;fЮац?╠;fЮац┐¤     я┐¤     я┐═;fЮац?  coedge                   Х F у є е      loop                        Ї ї  vertex                   є Ўstraight curve                  0y└4└K└Ё┐  vertex                   ╝ ўstraight curve                  `i└X└K└Ё?  edge                   Ь@ мJ@ Щ ° tangent  coedge                   K Б я ∙ )      vertex                   L ·ellipse curve                  └X└└А╢;fЮац?у;fЮац?Ё┐¤     я?╖;fЮац? FldEntIdmeg attrib          √      Nжю█plane surface                  └АX└K└Ё?Ё┐  coedge                   № T V ┤ ▓      coedge                   T ¤ W ╡ ▓      loop                        ¤ р straight curve                  └АX└K└Ё┐  edge                   -DT√!∙┐ ■-DT√!щ┐ V   unknown  edge                   X-DT√!∙┐ >-DT√!щ┐ ▒  unknown  point                  └АX└└FldEntIdmeg attrib               Z  жю█FldEntIdmeg attrib                [жю█ loop                        ч [ plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ?  coedge                     ] ╝       edge                   ■0-DT√!щ? и-DT√!∙? ]  unknown  coedge                   ^ Ї   е     ftreemeg attrib                    _жю█cone surface                  `i└X└J└Ё?╠;fЮаЎ┐╠;fЮаЎ┐Ё? Ё?       ?  coedge                   e  a h ─      coedge                     d ┬ Р      edge                   ┼-DT√!∙┐ №,DT√!щ┐ d  unknown  coedge                    e   ─      loop                        ├ ╚  vertex                   f straight curve                  0y└X└░╝Ё┐ ftreemeg attrib                    gжю█ face                ─        cone surface                  0y└X└└Ё┐╠;fЮаЎ┐╠;fЮаЎ?Ё? Ё?       ?  vertex                    straight curve                  0y└АX└Ё? straight curve                  З3├╛Вr└D@K└Ё┐ ftreemeg attrib                    mжю█plane surface                  0y└5└Ё┐Ё┐АЁ? ellipse curve                  └АC@J└╠;fЮац?А╠;fЮац?¤     я?¤     я┐═;fЮац?  edge                   s@ ~J@ q  tangent  point                  └D@J└ coedge                   э y И ▌ ╙      loop                        y █ straight curve                  0y└5└K└Ё? ellipse curve                  └АC@└╢;fЮац┐Ау;fЮац?Ё?¤     я?╖;fЮац?  point                  └D@└ edge                   ё-DT√!∙┐ В@-DT√!щ┐ Ю  unknown  point                  Д03ь+└я№ЩyВ┌C@&b└╠░пЇ┐FldEntIdmeg attrib               Д 'жю█ftreemeg attrib                    Жжю█ face               2 ╙        cone surface                  └АM└└Ё┐╦;fЮац?╦;fЮац?Ё? Ё?       ?  edge                   / ╩╠;fЮаЎ? ╥  unknown FldEntIdmeg attrib               Л 2жю█ FldEntIdmeg attrib                Пжю█ face               g ▓         loop                         П plane surface                  └АX└K└Ё?Ё┐  coedge                    Т д є 5      coedge                   Т    5      edge                   ы K@ Т  tangent  coedge                   Ф У ! " ▌      coedge                   # $ Ф ш ╣      edge                   %K└ ъ ч & tangent  coedge                   Ї Х $ ' е      vertex                   Ц ( vertex                   є )ellipse curve                  =fЮаfv└Ї     2└K└Ё┐╚йожт}╪?1Н2╧kРэ┐Ё?  coedge                   Ч ╥   ╙     straight curve                  0y└4└K└╠;fЮац┐╠;fЮац?  coedge                   Ъ Щ л ∙ Ы      point                  └X└J└ vertex                   Я *straight curve                  └АC@K└ААЁ┐  edge                   ыw■╠ ├ ? @ ─      edge                   AАX└ ┼АB@ ├ B tangent  point                  └X└FldEntIdmeg attrib          C      ╚жю█ face D              E F       G plane surface                  0y└4└Ё?Ё?  edge                   ж ╩K@  H unknown  point                  0y└4└straight curve                  └D@K└Ё? ellipse curve                  └АC@└╢;fЮац┐у;fЮац?Ё?¤     я?╖;fЮац? ftreemeg attrib                    █жю█plane surface                  0y└5└АJ└Ё┐АЁ? straight curve                  0y└5└Ё┐╠;fЮац?╠;fЮац? ftreemeg attrib               ▀ Пжю█б1@Н╓∙╦ftreemeg attrib                    ржю█cone surface                  └X└K└АЁ?╠;fЮаЎ?╠;fЮаЎ┐Ё? Ё?       ?  coedge                   I J < K с      coedge                   ф у э  5      edge                   ╩А6└ 0 ШЎ6@ ф L unknown  vertex                    Mstraight curve                  =fЮаfv└Є     3└K└Ё?  coedge                    > ц " ─      edge                   Ж-DT√!┘┐ %^-DT√!┘? ц N unknown  coedge                   O ч > P ╣      coedge                   ч Q щ ' ╣      vertex                   P Rstraight curve                  Я?3OP[v└╨∙3є╡3└K└Ё┐  edge                   SFЖ╢Й╨L@ ъм(4ъФa@ $ T unknown  point                  Я?3OP[v└╨∙3є╡3└K└ point                  =fЮаfv└Є     3└K└ point                  └АC@└straight curve                  Рf└╕     3└K└Ё┐Ь>щУ>щ╙╝А  coedge                   U V Ї - W      edge                   :@ S     r@ Ї X tangent FldEntIdmeg attrib          Y      їжю█ face Z              _        [ plane surface                  └АX└K└Ё┐Ё┐ straight curve                  └АM└└Ё?  coedge                   ¤ № I \ ▓      edge                   ]-DT√!∙┐ ■-DT√!щ┐ № ^ unknown  edge                    -DT√!щ? _-DT√!∙? ¤ ` unknown  point                  "b└╠░п └я№ЩyВZX└▀∙3є╡J└ point                  b└╠░п └Ё№ЩyВZX└|И3├╛т┐ coedge                   9  V a       coedge                    9 b c       coedge                   8 7 d e       vertex                   a fstraight curve                  └АX└K└Ё?  coedge                   g   K Р      coedge                    g h i Р      coedge                   !  # P ─      coedge                   h j  @ k      edge                   l№     W└ A└h@  m tangent  vertex                    nstraight curve                  └АM└░╝Ё┐ ftreemeg attrib                ╚жю█б1@Н╓∙╦ftreemeg attrib                    жю█ face o              p q       r  loop                        s  cone surface                  З3├╛Вr└АC@K└АЁ?йожт}ш┐AН2╧kР¤?Ё? Ё?       ? straight curve                  0y└4└K└Ё?  coedge                   b  2 \ с      coedge                    b t u с      edge                   _АB└ vАX@  w tangent straight curve                  ╚w└∙     3└Ё?Ь>щУ>щ╙<А  point                  =fЮаfv└Є     3└ellipse curve                  =fЮаfv└Ї     2└Ё?╚йожт}╪?1Н2╧kРэ┐Ё?  coedge                   x # j y ╣      edge                   %0 щм4╧:└ lP R├ДL@ # z unknown  coedge                   $ x U { ╣      point                  Я?3OP[v└╨∙3є╡3└ vertex                   ' |straight curve                  √    #p└ЁS@K└╓;fЮац┐┬;fЮац┐А  coedge                   } , Q { W      coedge                   , ~ 7 a W      loop                        }  straight curve                  └АC@K└Ё┐ ftreemeg attrib               . їжю█б1@Н╓∙╦ftreemeg attrib                    /жю█cone surface                  └АX└J└АЁ?╠;fЮаЎ?╠;fЮаЎ┐Ё? Ё?       ?  edge                   ]@ _J@ I А tangent  vertex                   \ Бellipse curve                  └X└J└А╠;fЮац?╠;fЮац┐■      ┐■      ┐═;fЮац?  vertex                   4 Вellipse curve                  └X└└А╠;fЮац?╠;fЮац?■      ┐■      ?═;fЮац?  edge                   Г-DT√!щ? :-DT√!∙? 7 Д unknown  coedge                   J I 8 c с      edge                   Е a└ ]└ b Ж tangent  coedge                   З t 9 e И      edge                   Е-DT√!∙┐ Г -DT√!щ┐ 9 Й unknown  point                  └АC@K└ coedge                   = < К Л Р      coedge                   М ? = i k      edge                   Н-DT√!щ? A-DT√!∙? h О unknown  coedge                   ? П O y k      loop                        h p  vertex                   @ Рstraight curve                  `i└АC@Ё?  point                  └АC@ftreemeg attrib          С      Eжю█б1@Н╓∙╦ face Т              У k       Ф  loop                        Х E plane surface                  └АD@K└Ё?Ё?  coedge                   Ц Ч П Ш F      coedge                   d К J u И      edge                   vJ└ Е└ J Щ tangent  vertex                   u Ъstraight curve                  └АM└└Ё?  coedge                   Q O Ч Ы ╣      edge                   Ь▓,DT√!щ? l-DT√!∙? O Э unknown straight curve                  ,u└@     ч┐╓;fЮац?┬;fЮац?А  edge                   S-DT√!∙┐ Ю╕,DT√!щ┐ Q Я unknown  point                       пr└АC@K└ coedge                   а U б в W      coedge                   V а З г W      face д              ї W       е straight curve                  └X└K└Ё?  point                  └X└J└ point                  └X└└ vertex                   a жellipse curve                  └АC@J└╠;fЮац┐╠;fЮац?■      ?■      ?═;fЮац?  vertex                   c зstraight curve                  └АX└J└Ё┐  coedge                   и d ~ г И      loop                        К У ellipse curve                  └АC@J└А╠;fЮац?╠;fЮац?■      ?■      ┐═;fЮац?  coedge                   t й g Л И      edge                   v-DT√!∙┐ Н-DT√!щ┐ К к unknown  coedge                   л h й м k      vertex                   м нellipse curve                  └АC@└╠;fЮац?╠;fЮац┐■      ?■      ?═;fЮац?  coedge                   j л s Ш k      point                       пr└АC@FldEntIdmeg attrib               o Eжю█ftreemeg attrib                    pжю█ face о               И       п cone surface                  `i└АC@└Ё?╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   ░ ▒ Ц ▓ q      coedge                   б s Х ▓ F      coedge                   s б x Ы F      edge                   Ь^-DT√!щ? │-DT√!∙? П ┤ unknown straight curve                  └АC@K└ААЁ┐  point                  └АC@└ edge                   ЮЙ3├╛т? Ь▄∙3є╡J@ x ╡ tangent  vertex                   y ╢ellipse curve                       пr└АC@└┬;fЮац?╓;fЮац┐А @■      ?├;fЮац?  vertex                   Ы ╖ellipse curve                       пr└АC@J└┬;fЮац?╓;fЮац┐А @■      ?├;fЮац?  coedge                   ~ } ▒ ╕ W      coedge                   Ч Ц } в F      edge                   ╣-DT√!∙┐ Ю\-DT√!щ┐ } ║ unknown  edge                   Г-DT√!щ? ╗-DT√!∙? ~ ╝ unknown ftreemeg attrib                    жю█cone surface                  └АC@J└Ё┐╠;fЮаЎ?╠;fЮаЎ┐Ё? Ё?       ?  point                  b└╠░п └▐∙3є5D@▐∙3є╡J└ point                  └АC@J└ coedge                   й З ╜ ╛ И      coedge                   К и М м И     ellipse curve                  └АC@└╠;fЮац┐╠;fЮац?■      ?■      ?═;fЮац?  coedge                   П М ░ ┐ k      edge                   Н-DT√!щ? └-DT√!∙? й ┴ unknown  point                  b└╠░п └▐∙3є5D@gИ3├╛т┐ftreemeg attrib                    Ужю█cone surface                  └АC@K└Ё?╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   ╜ Х л ┐ q      coedge                   Х ╜ а ╕ q      edge                   │J└ ╣└ Х ┬ tangent  vertex                   Ш ├ellipse curve                  З3├╛Вr└АC@└╠;fЮац┐А╠;fЮац┐└░<@╠;fЮац? straight curve                  ├АЩa_Щr└с∙3є5D@K└Ё?  point                  ├АЩa_Щr└с∙3є5D@Й3├╛т┐ point                  ├АЩa_Щr└с∙3є5D@▄∙3є╡J└ edge                   ╣З3├╛Rr└ ╗└ ▒ ─ tangent  vertex                   ╕ ┼ellipse curve                  З3├╛Вr└АC@J└╠;fЮац┐╠;fЮац?└░<└╠;fЮац?  vertex                   г ╞ellipse curve                  └АC@J└╠;fЮац?А╠;fЮац?■      ?■      ┐═;fЮац?  coedge                   ▒ ░ и ╛ q      edge                   ╗@ └J@ ╜ ╟ tangent  edge                   └└h└ │╠ √JW@ ░ ╚ tangent  vertex                   м ╔ellipse curve                  └АC@└╠;fЮац┐А╠;fЮац?■      ?■      ?═;fЮац? straight curve                  З3├╛Вr└АD@K└Ё┐  point                  З3├╛Вr└АD@└straight curve                  └АD@J└Ё?  point                  З3├╛Вr└АD@J└ point                  └АD@J└straight curve                  └АD@K└Ё? straight curve                  `i└АD@└Ё┐АА  point                  └АD@└ End-of-ACIS-dataДT$Falten - Dicke...R$Ё?АЁ?Ё┐;└Ё?╜▀ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                 shell                                     face                       face                      ftreemeg attrib                    жю█ face                         loop                          cone surface                  y└4└└Ё?А╠;fЮаЎ┐╠;fЮаЎ?Ё? Ё?       ? ftreemeg attrib                    жю█ face                         loop                          cone surface                  y└4└└Ё?А╦;fЮац┐╦;fЮац?Ё? Ё?       ? FldEntIdmeg attrib                жю█     face                         loop                          plane surface                  0y└4└Ё?Ё?  coedge                    ! "     FldEntIdmeg attrib          #      жю█     face $              % &       '  loop                        ( plane surface                  0y└4└Ё┐Ё?Ё?  coedge                   ) * + ,     ftreemeg attrib                жю█б1@Н╓∙╦ftreemeg attrib                    жю█ face -              . /       0  loop                        1  cone surface                  0y└X└└Ё┐╠;fЮаЎ┐╠;fЮаЎ?Ё? Ё?       ?  coedge                   2 3 4       coedge                   5  6 7      coedge                    8  4      coedge                   9 :  " ;      edge                   < =-DT√!∙? ! > unknown ftreemeg attrib                жю█б1@Н╓∙╦ftreemeg attrib                    жю█ face ?              @ A       B  loop                        C  cone surface                  0y└X└└Ё┐╦;fЮац┐╦;fЮац?Ё? Ё?       ?  coedge                   D E ) F       coedge                   G  ( F      coedge                    H I J      coedge                   K L  , M      edge                   N O-DT√!∙? + P unknown ftreemeg attrib                    жю█ face Q              R S       T  loop                        U  cone surface                  y└X└K└ААЁ┐╠;fЮаЎ┐╠;fЮаЎ┐Ё? Ё?       ?  coedge                   V W 8 X       coedge                   Y  W Z       coedge                    [ \ ]       edge                   ^S└ <Ё<  _ tangent  coedge                   8  U `      coedge                   a b  7 c      edge                   =@ dS@ 6 e tangent  coedge                   5 1 X      coedge                   f ! g h ;      coedge                   ! f a i ;      loop                        ! j  vertex                   ] k vertex                   7 lellipse curve                  y└6└└А╠;fЮац┐╠;fЮац?■      ?■      ?═;fЮац? ftreemeg attrib                    %жю█ face m              n o       p  loop                        q % cone surface                  y└X└K└ААЁ┐╦;fЮац┐╦;fЮац┐Ё? Ё?       ?  coedge                   r s G t &      coedge                   u ( v w       coedge                   ( x r y       edge                   zS└ Nр     я┐ ( { tangent  coedge                   H ) C t      coedge                   * G q |      coedge                   } ~ * J       edge                   O@ АS@ I Б tangent  coedge                   В + ~ Г M      coedge                   + В Д Е M      loop                        + Ж  vertex                   w З vertex                   J Иellipse curve                  y└6└└А╢;fЮац┐у;fЮац?Ё?¤     я?╖;fЮац? ftreemeg attrib                    .жю█ face Й              К Л       М  loop                        Н . cone surface                  `i└АC@└Ё?╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   О П 5 ` /      coedge                   Р 1 П С       coedge                   1 Т 2 Z       edge                   Уа,DT√!щ? ^-DT√!∙? 1 Ф unknown  coedge                   Х 2 Ц Ч       edge                   Шрx└ ^└ 2 Щ tangent  coedge                   3 Ъ Ы Ь       coedge                   Э g 3 ] Ю      edge                   <А4└ Я0 ШЎ6@ \ а unknown  vertex                   X бstraight curve                  y└4└░╝Ё?  edge                   d-DT√!∙┐ У┌-DT√!щ┐ U в unknown  coedge                   г 6 : i c      coedge                   6 г О д c      loop                        6 е  vertex                   д жstraight curve                  0y└4└└Ё┐  coedge                   : 9 з и ;      coedge                   \ й 9 h Ю      edge                   <K└ к g л tangent  edge                   м@ =J@ a н tangent  face о              п ;       ░  point                  y└      3└ point                  0y└6└└ftreemeg attrib                    @жю█ face ▒              ▓ │       ┤  loop                        ╡ @ cone surface                  `i└АC@└Ё?╦;fЮац?╦;fЮац?Ё? Ё?       ?  coedge                   ╢ ╖ H | A      coedge                   ╕ C E y &      coedge                   C ╣ ╢ ║ &      edge                   ╗р,DT√!щ? z-DT√!∙? C ╝ unknown  coedge                   ╜ D ╛ ┐       coedge                   Д └ D w ┴      edge                   NА4└ ┬0 ШЎ6@ v ├ unknown  coedge                   E ─ ┼ ╞       edge                   ╟рx└ z└ E ╚ tangent  vertex                   t ╔straight curve                  y└4└Ё┐Ё?  edge                   А-DT√!∙┐ ╗$-DT√!щ┐ q ╩ unknown  coedge                   ╦ I ╖ ╠       coedge                   I ╦ K Г       loop                        I ═  vertex                   ╠ ╬straight curve                   y└4└└Ё┐  coedge                   L K ╧ ╨ M      edge                   ╤@ OJ@ ~ ╥ tangent  coedge                   ╙ v L Е ┴      edge                   NАJ└ ╘Ё┐ Д ╒ tangent  face ╓              ╫ M       ╪  point                  y└      4└Ё┐ point                   y└6└└ftreemeg attrib                    Rжю█ face ┘              ┌ █       ▄  loop                        ▌ R cone surface                  З3├╛Вr└АC@K└АЁ?йожт}ш┐AН2╧kР¤?Ё? Ё?       ?  coedge                   ▐ ▀ р с S      coedge                   т U b д /      coedge                   U у V С /      coedge                   ф V х ц       edge                   У╩,DT√!щ? ч-DT√!∙? П ш unknown  coedge                   W ф щ ъ       vertex                   С ыellipse curve                  y└X└└╠;fЮац┐╠;fЮац?■      ┐■      ┐═;fЮац?  coedge                   Ъ Y ▀ ь       coedge                   щ р Y Ч э      edge                   юАX└ ШАB@ Y я tangent  vertex                   Z Ёstraight curve                  0y└X└Ё┐  coedge                   [ Х ё Є       coedge                   є Ї [ Ь ї      edge                   ЯЖ-DT√!┘┐ Ў^-DT√!┘? Ы ў unknown  coedge                   й \ Ї ° Ю      loop                        g ∙  vertex                   ] ·straight curve                  ╚w└∙     3└Ё?Ь>щУ>щ╙<А  point                  y└X└░╝ellipse curve                  y└X└└А╠;fЮац?╠;fЮац?■      ┐■      ?═;fЮац?  coedge                   b a √ № c      edge                   dJ└ ¤└ b ■ tangent  face                     c         point                  0y└X└└ coedge                    √ f и       edge                   к м-DT√!∙? з  unknown  coedge                   g Э   Ю      vertex                    straight curve                  y└      3└K└ААЁ┐  vertex                   и straight curve                  0y└6└K└Ё? ftreemeg attrib                    jжю█ face               ∙         cone surface                  y└6└K└Ё?╠;fЮаЎ┐╠;fЮаЎ?Ё? Ё?       ? ftreemeg attrib                    nжю█ face                         loop                         n cone surface                  З3├╛Вr└АC@K└АЁ?}йожт}╪┐?Н2╧kРэ?Ё? Ё?       ?  coedge                       o      coedge                    q s ║ A      coedge                   q  } ╠ A      coedge                    r   &      coedge                   s    &      edge                   ╗$-DT√!щ? -DT√!∙? ╢  unknown  vertex                   ║ ellipse curve                  y└X└└╠;fЮац┐╠;fЮац?¤     я┐¤     я┐═;fЮац?  coedge                   ─ u         coedge                    ! u ┐ "      edge                   ┬Ж-DT√!┘┐ #^-DT√!┘? ╛ $ unknown  coedge                   v ╙  % ┴      loop                        Д &  vertex                   w 'straight curve                  ╚w└∙     4└Ё┐Ё?Ь>щУ>щ╙<А  coedge                   x ╜  (       coedge                     x ╞ )      edge                   *АX└ ╟АB@ x + tangent  vertex                   y ,straight curve                  0y└X└Ё┐Ё┐  point                  y└X└Ё┐ellipse curve                  y└X└└Ау;fЮац?╢;fЮац?╜     я┐¤     я?у;fЮац?  coedge                   ~ } - .       edge                   АJ└ /└ } 0 tangent  face 1                          2  point                   y└X└└ coedge                   - 3 В ╨ 4      edge                   ╘ ╤-DT√!∙? ╧ 5 unknown  vertex                   ╨ 6straight curve                   y└6└K└Ё?  coedge                   └ Д 7 8 ┴      vertex                   9 :straight curve                  y└      4└K└ААЁ┐ ftreemeg attrib                    Жжю█ face ;              & 4       < cone surface                  y└6└K└Ё?╦;fЮац┐╦;fЮац?Ё? Ё?       ? FldEntIdmeg attrib          =      Кжю█     face >              j ?       @  loop                        A К plane surface                  └АD@K└Ё?Ё?  coedge                   B C D E Л      coedge                   F Н G H S      coedge                   Н I Х ь S      coedge                   Ц J Н с э      edge                   ю-DT√!∙┐ K-DT√!щ┐ р L unknown  coedge                   M О N O /      coedge                   П M P Q /      coedge                   Т Р R S       coedge                   P T Р ц U      edge                   ч@ Vрx@ х W tangent  vertex                   ц Xellipse curve                  y└X└└╠;fЮац?А╠;fЮац?■      ┐■      ?═;fЮац?  coedge                   Y Ц Т ъ э      edge                   ШX-DT√!∙┐ Z╩-DT√!щ┐ Т [ unknown  point                  =fЮа&y└Ё№ЩyВZX└KИ3├╛т┐ edge                   \№     W└ ю└h@ Х ] tangent  loop                        р ^  vertex                   Ч _straight curve                  └АM└Ё┐  point                  └X└ coedge                   ` a Ъ Є b      edge                   Ў0 щм4╧:└ \P R├ДL@ ё c unknown  coedge                   d Ы a e ї      coedge                   Ы d Э ° ї      loop                        d f  vertex                   Є gellipse curve                  =fЮаfv└Ї     2└Ё?╚йожт}╪?1Н2╧kРэ┐Ё?  edge                   h ЯK@ Э i tangent  face j              f Ю       k  point                  =fЮаfv└Є     3└ coedge                   з N г №       edge                   ¤АB└ мАB@ г l tangent  vertex                   № mstraight curve                  0y└X└K└Ё┐ ftreemeg attrib          n      ежю█б1@Н╓∙╦plane surface                  0y└4└K└Ё┐АЁ?  coedge                   o з p        loop                        з п ellipse curve                  y└6└J└╠;fЮац?╠;fЮац?■      ?■      ┐═;fЮац?  coedge                   q p й  r      edge                   hw■╠ щм4╧:└ ШI R├ДЫL@  Щ unknown  coedge                   Ъ ╛ └ % "      coedge                   ╛ Ъ Х Ы "      loop                        Ъ Ь  vertex                    Эellipse curve                  =fЮаfv└Ї     2└Ё┐Ё?╚йожт}ш?1Н2╧kР¤┐Ё?  edge                   ЮЁ? ┬АJ@ └ Я tangent  face а              Ь ┴       б  point                  =fЮаfv└Є     4└Ё┐ edge                   Ш fЖ}еW└ *└h@ ─ в tangent  loop                         г  vertex                   ╞ дstraight curve                  └АM└Ё┐Ё┐  point                  └X└Ё┐ coedge                   Й ╧ ╦ . 4      edge                   /АB└ ╤АB@ ╦ е tangent  vertex                   . жstraight curve                   y└X└K└Ё┐ ftreemeg attrib          з      ═жю█б1@Н╓∙╦plane surface                   y└4└K└Ё┐АЁ?  coedge                   ╧ и й 9 4      loop                        ╧ ╫ ellipse curve                  y└6└J└╠;fЮац?╠;fЮац?¤     я?¤     я┐═;fЮац?  point                   y└6└J└ coedge                   й к ╙ 8 л      edge                   Юx■╠щУ>щ╙╝Ё?АЁ? straight curve                  0y└АM└J└Ё?  point                  0y└X└J└FldEntIdmeg attrib                 ежю█      coedge                   N  ▌ ▐       coedge                    ▀   r      coedge                   р  d ╓ r      loop                        p с straight curve                  Рf└╕     3└K└Ё┐Ь>щУ>щ╙╝А  vertex                   т уstraight curve                  y└АM└K└Ё┐ ftreemeg attrib                ▓жю█б1@Н╓∙╦ftreemeg attrib                    жю█ loop                        Б  cone surface                  └АC@K└Ё?╦;fЮац?╦;fЮац?Ё? Ё?       ?  coedge                   ф х А ц       coedge                   ч  ш щ │      coedge                    ч ф ъ │      coedge                   А   ~ o      edge                   ы-DT√!∙┐ ьР-DT√!щ┐  э unknown  coedge                   }  Ц ю o      coedge                    } z ц o      coedge                   я Ё  В x      edge                   ДЮ-DT√!щ? ё-DT√!∙? Б Є unknown  coedge                   є  Ё Ї )      vertex                   Ї їellipse curve                   └АC@└·;fЮац┐а;fЮац?А~     я?¤     я?∙;fЮац?  coedge                     Ў ў A      coedge                    °  И С      edge                   ∙@ J@ З · tangent  coedge                   и -  К 4      edge                   √ъ,DT√!щ? /-DT√!∙?  № unknown  coedge                   ¤ ■  М        edge                   ТШ,DT√!∙┐ О╞*DT√!щ┐ Л  unknown  coedge                    є ¤  )      vertex                    ellipse curve                  └     └X└└╠;fЮац?╠;fЮац?¤     я?¤     я┐═;fЮац?  coedge                   °  ■  С      loop                           vertex                    straight curve                  0y└@X└└Ё?  point                  y└@X└└ coedge                     ! Ы Ч      coedge                    ш  ю Ч      loop                        Ц   vertex                   ( straight curve                  b└╠░п u└Э?3OPў┐Ё┐╓;fЮац?┬;fЮац?А  coedge                   !  к  "      edge                   #АJ└ Ё┐ Х  tangent  face                "         point                  Pv└мєgц j4└Ё┐ vertex                   8 straight curve                  =fЮаfv└Є     4└K└Ё? FldEntIdmeg attrib                &жю█     plane surface                  `v└Є     4└K└Ь>щУ>щ╙╝Ё?АЁ? straight curve                  `i└АC@Ё┐Ё?  face                )         point                  └АC@Ё┐straight curve                   y└АM└J└Ё?  point                   y└X└J└FldEntIdmeg attrib               1 ═жю█      coedge                   3 Й   4      coedge                    7 3 9 л      coedge                   7  Ъ  л      loop                        й  straight curve                  Рf└╕     4└АJ└Ё┐Ь>щУ>щ╙╝А  vertex                    straight curve                  y└АM└АJ└Ё┐  coedge                    A ║  █      coedge                   A  B │ █      edge                   ╗└h└ ╢╠ √JW@ A  tangent  coedge                   C B   Л      edge                   ╢J└ └ ░  tangent  coedge                    ` C ╡ b      edge                   !Й3├╛т? ╖▄∙3є╡J@ ┤ " tangent  vertex                   │ # vertex                   E $ellipse curve                  З3├╛Вr└АC@└╠;fЮац?А╠;fЮац?■      ┐■      ?═;fЮац?  coedge                   % G J ┐ ?      coedge                   G & п  ?      vertex                   H 'ellipse curve                  └АC@└╠;fЮац┐А╠;fЮац?■      ?■      ?═;fЮац?  edge                   ╖▓,DT√!щ? \-DT√!∙? ` ( unknown  coedge                   J Y ) * э      edge                   K -DT√!щ? +-DT√!∙? J , unknown  point                  b└╠░п └▀∙3є5D@iИ3├╛т┐ coedge                   ▌ - M ┬ .      edge                   ├f-DT√!щ? ╞-DT√!∙? ┴ / unknown  vertex                   ┬ 0ellipse curve                  y└X└J└╠;fЮац?╠;fЮац┐■      ┐■      ┐═;fЮац?  coedge                   T P - 1 U      vertex                   ┬ 2straight curve                  y└АX└K└Ё?  coedge                   3 R T ╠ ╩      coedge                   R 4 Y ╧ ╩      loop                        5 6 ellipse curve                  └     └X└└╠;fЮац┐╠;fЮац?■      ?■      ?═;fЮац?  edge                   VJ└ 7└ T 8 tangent  face 9              е U       :  point                  └АX└└ edge                   ZД-DT√!щ? ; -DT√!∙? ╔ < unknown  point                  ┌a└╠░п └э№ЩyВZX└zЗ3├╛т┐ point                       пr└АC@ftreemeg attrib                    ^жю█cone surface                  └АM└└Ё┐╠;fЮаЎ?╠;fЮаЎ?Ё? Ё?       ?  coedge                   a  р = b      face >              ? b       @  edge                   ╫^-DT√!┘┐ hЖ-DT√!┘? d A unknown  vertex                   ╓ Bstraight curve                  Я?3OP[v└╨∙3є╡3└K└Ё┐ ftreemeg attrib                    fжю█cone surface                  =fЮаfv└Ї     2└K└ААЁ?╚йожт}╪?1Н2╧kРэ┐Ё? Ё┐Ё?  point                  =fЮаfv└Є     3└K└ftreemeg attrib               j ∙жю█б1@Н╓∙╦ coedge                   C ┴ o ▐ .      edge                   t-DT√!∙┐ ├D-DT√!щ┐ ▌ D unknown  coedge                   p E C т r      coedge                   F q ╘ = r      face G              H r       I  edge                   t└h└ J└h@ ▀ K tangent  point                  y└X└K└ coedge                   L z | ъ       coedge                   z L я M       edge                   ё└h└ ы╠ √JW@ z N tangent  coedge                   | { O P │      coedge                   Ц Q { щ Ч      edge                   R`b└╠░пЇ? ьэ№ЩyВZJ@ ш S tangent  edge                   ыJ└ T└ ф U tangent  vertex                   ъ V vertex                   ~ Wellipse curve                  З3├╛Вr└АC@└╢;fЮац?Ау;fЮац?Ё┐¤     я?╖;fЮац?  edge                   ьР,DT√!щ? Ш-DT√!∙? Ц X unknown  coedge                   Y Б х M x      coedge                   Б Z Г Ї x      vertex                   В [ellipse curve                  └АC@└╢;fЮац┐Ау;fЮац?Ё?¤     я?╖;fЮац?  coedge                   Н Г \ ] )      edge                   Д╢,DT√!щ? ^-DT√!∙? Г _ unknown  point                  О03ь+└ё№ЩyВ┌C@2b└╠░пЇ┐ coedge                   `  Ж ў a      edge                   √r-DT√!щ? ∙-DT√!∙? Ў b unknown  coedge                   З Р ` c С      vertex                   ў dstraight curve                  y└@X└K└Ё?  vertex                   ў eellipse curve                  y└X└J└╠;fЮац?╠;fЮац┐¤     я┐¤     я┐═;fЮац?  coedge                   f Л Н         coedge                   Л g Р         loop                        h i ellipse curve                  @└X└└╢;fЮац┐у;fЮац?Ё?¤     я?╖;fЮац?  edge                   О■-DT√!щ? j(-DT√!∙? ¤ k unknown  point                  e03ь+└u■╠ ╒жю█    ftreemeg attrib                    ?жю█cone surface                  └АC@J└Ё┐╠;fЮаЎ?╠;fЮаЎ┐Ё? Ё?       ?  coedge                   Т C ю Ї .      coedge                   ї ю E ж л      edge                   J@ Ў a@ E ў tangent  coedge                   Г х F и Д      edge                   Ў@ Я     r@ F ° tangent ftreemeg attrib               G сжю█б1@Н╓∙╦ftreemeg attrib                    Hжю█ loop                        ї H cone surface                  └АX└J└АЁ?╠;fЮаЎ?╠;fЮаЎ┐Ё? Ё?       ?  point                  └X└K└ coedge                   O ╣ L п │      edge                   TЗ3├╛Rr└ ░└ L ∙ tangent  vertex                   M ·straight curve                  └D@K└Ё?  coedge                   ╓ O Q ╡ │      loop                        O r ellipse curve                  З3├╛Вr└АC@J└╠;fЮац┐╠;fЮац?■     я┐а<■     я┐═;fЮац?  edge                   ╬-DT√!∙┐ RА,DT√!щ┐ Q √ unknown  point                  %AfОr└ё№ЩyВ┌C@э№ЩyВZJ└ point                  З3├╛Вr└D@J└ coedge                   Z Y № ¤ x      coedge                   о ■ Y ║ │      edge                   ░-DT√!∙┐  ·,DT√!щ┐ Y  unknown  coedge                    \ Z ╝ ╛      edge                   ^J└ └ ╗  tangent  coedge                   \  f ─ ╛      loop                        ╗ ╔ straight curve                  └АM└└Ё?  point                  └АC@└ coedge                   ╙ ` g ┼ a      face                a        straight curve                  `i└@X└J└Ё┐АА  edge                   @ jJ@ ╜  tangent  edge                   l-DT√!∙┐ <-DT√!щ┐ ┴  unknown  coedge                     h ╟ ┌      edge                   -DT√!∙┐ -DT√!щ┐ h  unknown ftreemeg attrib                    iжю█ face               г ╛        cone surface                  └X└K└АЁ?╦;fЮац?╦;fЮац┐Ё? Ё?       ?  point                  └X└└ point                  └@X└J└FldEntIdmeg attrib               n жю█     vertex                   p straight curve                  ]└╠░пp└Н3├╛┬S@АJ└╓;fЮац┐┬;fЮац┐А FldEntIdmeg attrib               q жю█    ftreemeg attrib                    rжю█cone surface                  └АC@J└Ё┐╦;fЮац?╦;fЮац┐Ё? Ё?       ?  coedge                   v ┴   a      coedge                     x ╒ ┌      edge                   }@  a@ x  tangent  coedge                   ■ ▓ y ╫ │      edge                   @ ╬├АЩa_ir@ y  tangent ftreemeg attrib               z жю█б1@Н╓∙╦ftreemeg attrib                    {жю█ loop                         { cone surface                  └АX└J└АЁ?╦;fЮац?╦;fЮац┐Ё? Ё?       ?  point                  └X└АJ└straight curve                  └АD@J└Ё?  point                  └АD@J└ellipse curve                       пr└АC@J└┬;fЮац?╓;fЮац┐А @■      ?├;fЮац?  coedge                   я ї Й с л      edge                   у-DT√!∙┐ ц-DT√!щ┐ р  unknown  coedge                   К О я  П      vertex                    straight curve                  └АC@K└ААЁ┐  coedge                   з М ї  Д      vertex                   Н ellipse curve                  └АC@J└╠;fЮац┐╠;fЮац┐■      ?■      ┐═;fЮац? ftreemeg attrib                    Ужю█cone surface                  `i└X└J└Ё?╠;fЮаЎ┐╠;fЮаЎ┐Ё? Ё?       ?  vertex                   Ш ellipse curve                  └X└J└╠;fЮац?А╠;fЮац?■      ?■      ┐═;fЮац?  vertex                   Ц straight curve                  └X└K└Ё?  coedge                   е Ч д Ї л      coedge                   Ч р т  л     ellipse curve                  └X└J└╠;fЮац?╠;fЮац┐■      ┐■      ┐═;fЮац? FldEntIdmeg attrib                Ъжю█    plane surface                  └АX└K└Ё?Ё┐  point                       пr└АC@K└ edge                   ъ0-DT√!щ? J-DT√!∙? д  unknown  coedge                   р е х  л      vertex                    straight curve                  └АX└K└Ё? straight curve                  └АC@K└Ё┐ straight curve                  └D@J└Ё?  point                  └D@J└ellipse curve                  ├АЩa_Щr└АC@J└┬;fЮац?╓;fЮац┐А Ё?¤     я?┬;fЮац?  coedge                     ╕ ¤ ┌      edge                   -DT√!∙┐   -DT√!щ┐ №  unknown  coedge                   ╣ ╓   │      vertex                   ║ !ellipse curve                  └АC@J└╠;fЮац┐╠;fЮац┐¤     я?¤     я┐═;fЮац?  coedge                   ╜ ╗  " ╛      vertex                   " #straight curve                  └АC@K└ААЁ┐ ftreemeg attrib                    ┬жю█cone surface                  `i└X└J└Ё?╦;fЮац┐╦;fЮац┐Ё? Ё?       ?  vertex                   ─ $straight curve                  └X└K└Ё?  vertex                   ╟ %ellipse curve                  └X└J└╠;fЮац?А╠;fЮац?¤     я?¤     я┐═;fЮац?  coedge                   № ╞  " ┌      coedge                   ╞ ╘ ╙  ┌     ellipse curve                  └X└J└╠;fЮац?╠;fЮац┐¤     я┐¤     я┐═;fЮац? FldEntIdmeg attrib          &      ╔жю█    plane surface                  └АX└K└Ё?Ё┐  point                  ├АЩa_Щr└АC@АJ└ edge                   °,DT√!щ? }-DT√!∙? ╙ ' unknown  coedge                   ╘ № ■  ┌      vertex                    (straight curve                  └АX└АJ└Ё? straight curve                  └АC@АJ└Ё┐ ellipse curve                  └АC@J└А╠;fЮац?╠;fЮац?■      ?■      ┐═;fЮац?  edge                   у a└ ь└ т ) tangent  point                  └АC@J└ edge                   ц-DT√!щ? Ў-DT√!∙? ї * unknown  point                  b└╠░п └▐∙3є5D@▐∙3є╡J└ point                  "b└╠░п └я№ЩyВZX└▀∙3є╡J└ point                  └X└J└ftreemeg attrib               ё Ъжю█б1@Н╓∙╦ellipse curve                  └X└J└╠;fЮац?╠;fЮац?■      ?■      ┐═;fЮац?  point                  └АC@K└ellipse curve                  └АC@J└А╠;fЮац?╠;fЮац?¤     я?¤     я┐═;fЮац?  edge                    @-DT√!щ? -DT√!∙?  + unknown  point                  Ж03ь+└я№ЩyВ┌C@Ё№ЩyВZJ└ edge                    a└ └  , tangent  point                  └АC@J└ point                  └X└J└ point                  Е03ь+└x■╠╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█     face                      loop                          plane surface                  0y└АX└K└Ё┐Ё┐ ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█     face                         loop                          plane surface                  └АX└K└Ё?Ё┐  coedge                            ftreemeg attrib               жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█     face                         loop                         plane surface                  └АD@K└Ё?Ё?  coedge                    ! "      coedge                   #  $       coedge                    # % &       coedge                   ' !   (      edge                   ) *y@  + unknown ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          ,      жю█     face -              . /       0  loop                        1  plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ?  coedge                   2 3 4 5       coedge                   6  3 7      coedge                    6  $      coedge                    4  " (      edge                   * 8`a@  9 unknown  coedge                     : ;       edge                   * <K@  = unknown  coedge                   > ?  & @      edge                   A )K@  B unknown  coedge                   C  ? D (      loop                         E  vertex                    F vertex                    Gstraight curve                  0y└АX└K└Ё? ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          H      жю█      face I              E @       J  loop                        K  plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ?  coedge                   L M N O       coedge                   P  M Q       coedge                    P  7       coedge                   ! N  5 (      edge                   8 R     _r@  S unknown  coedge                    T U      edge                   8 VK@  W unknown  vertex                   " Xstraight curve                  └АX└K└Ё?  coedge                   T Y # ; Z      edge                   < Ay@ # [ unknown  vertex                   $ \straight curve                  └АX└K└Ё?  coedge                   ] % Y ^ @      coedge                   % ] ' D @      loop                        ? .  vertex                   ; _straight curve                  0y└АX└Ё┐  coedge                   N ' K ` (      edge                   a )АS@ ? b unknown  face c              d (       e  point                  0y└АX└K└ point                  └АX└K└ftreemeg attrib               - жю█б1@Н╓∙╦FldEntIdmeg attrib          f      .жю█     plane surface                  0y└4└K└Ё┐АЁ?  coedge                   g h C ` /      coedge                   i 1 h j       coedge                   1 i 2 Q       coedge                   4 C 1 O (      edge                   R kE▒∙СU@ 1 l unknown  coedge                   3 2 m n       edge                   R oK@ 2 p unknown  vertex                   5 qstraight curve                  └АD@K└Ё┐  coedge                   m : 6 U Z      edge                   V <`a@ 6 r unknown  vertex                   7 sstraight curve                  └АD@K└Ё?  point                  └АD@K└ coedge                   : t > ^ Z      loop                        Y d straight curve                  └АX└Ё┐  point                  └АX└ coedge                   ? > g u @      edge                   A vАS@ > w unknown  point                  0y└АX└ edge                   k a°    F@ K x unknown  vertex                   ` ystraight curve                  0y└4└K└Ё┐ FldEntIdmeg attrib          z      Eжю█     face {                   Z       | plane surface                  └АX└K└Ё┐Ё┐ ftreemeg attrib               I .жю█б1@Н╓∙╦ coedge                   } K ] u /      coedge                   K } L j /      coedge                   M L ~        edge                   k АK@ L Б unknown  vertex                   O Вstraight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐  coedge                   ~ T P n Z      edge                   o V     _r@ P Г unknown  vertex                   Q Дstraight curve                       Пr└АD@K└Ё?  point                       Пr└АD@K└straight curve                  └АD@Ё┐  point                  └АD@ coedge                   Y ~ } Е Z      edge                   a vK@ g Ж unknown  vertex                   u Зstraight curve                  0y└АX└Ё? straight curve                  `v└Є     3└K└Ё┐Ы>щУ>щ╙╝  point                  0y└4└K└ftreemeg attrib               c Eжю█б1@Н╓∙╦FldEntIdmeg attrib          И      dжю█    plane surface                  0y└4└Ё?Ё?  coedge                   h g t Е /      coedge                   t m i  Z      edge                   А oE▒∙СU@ i Й unknown  vertex                   j Кstraight curve                  `v└Є     3└K└Ё?  point                  `v└Є     3└K└straight curve                       Пr└АD@Ё?  point                       Пr└АD@ edge                   v А°    F@ } Л unknown straight curve                  0y└4└K└Ё?  point                  0y└4└ftreemeg attrib               { dжю█б1@Н╓∙╦straight curve                  `v└Є     3└╒;fЮац?─;fЮац?  point                  `v└Є     3└straight curve                  0y└4└Ё?Ы>щУ>щ╙<  End-of-ACIS-data< aЁ?Ё?═╠╠╠╠╠ф?Ё?@б1@Н╓∙╦0y└4└K└б1@Н╓∙╦R╒"┴"ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  0y└АX└K└Ё┐Ё┐ ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█ face                         loop                          plane surface                  └АX└K└Ё?Ё┐  coedge                            ftreemeg attrib               жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█ face                         loop                         plane surface                  └АD@K└Ё?Ё?  coedge                    ! "      coedge                   #  $       coedge                    #      %       coedge                   & !   '      edge                   ( )y@  * unknown ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          +      жю█ face ,              - .       /  loop                        0  plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ?  coedge                   1 2 3 4       coedge                   5  2 6      coedge                    5  $      coedge                    3  " '      edge                   ) 7`a@  8 unknown  coedge                     9 :       edge                   ) ;K@  < unknown  edge                   = (K@  > unknown  coedge                   ?       @ '      loop                         -  vertex                    A vertex                    Bstraight curve                  0y└АX└K└Ё? ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          C      жю█  face D              E '       F  loop                        G  plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ?  coedge                   H I J K       coedge                   L  I M       coedge                    L  6       coedge                   ! J  4 '      edge                   7 N     _r@  O unknown  coedge                    P Q      edge                   7 RK@  S unknown  vertex                   " Tstraight curve                  └АX└K└Ё?  coedge                   P U # : V      edge                   ; =y@ # W unknown  vertex                   $ Xstraight curve                  └АX└K└Ё?  vertex                   : Ystraight curve                  0y└АX└Ё┐  coedge                   J & G Z '      edge                   [ (АS@ & \ unknown  point                  0y└АX└K└ point                  └АX└K└ftreemeg attrib               , жю█б1@Н╓∙╦FldEntIdmeg attrib          ]      -жю█ face ^                   V       _ plane surface                  └АX└K└Ё┐Ё┐  coedge                   ` a ? Z .      coedge                   b 0 a c       coedge                   0 b 1 M       coedge                   3 ? 0 K '      edge                   N dE▒∙СU@ 0 e unknown  coedge                   2 1 f g       edge                   N hK@ 1 i unknown  vertex                   4 jstraight curve                  └АD@K└Ё┐  coedge                   f 9 5 Q V      edge                   R ;`a@ 5 k unknown  vertex                   6 lstraight curve                  └АD@K└Ё?  point                  └АD@K└ coedge                   9 m      n V      loop                        U E straight curve                  └АX└Ё┐  point                  └АX└ point                  0y└АX└ edge                   d [°    F@ G o unknown  vertex                   Z pstraight curve                  0y└4└K└Ё┐ ftreemeg attrib               D -жю█б1@Н╓∙╦FldEntIdmeg attrib          q      Eжю█plane surface                  0y└4└Ё?Ё?  coedge                   r G      s .      coedge                   G r H c .      coedge                   I H t u       edge                   d vK@ H w unknown  vertex                   K xstraight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐  coedge                   t P L g V      edge                   h R     _r@ L y unknown  vertex                   M zstraight curve                       Пr└АD@K└Ё?  point                       Пr└АD@K└straight curve                  └АD@Ё┐  point                  └АD@ coedge                   U t r { V      edge                   = |АS@ U } unknown straight curve                  `v└Є     3└K└Ё┐Ы>щУ>щ╙╝  point                  0y└4└K└ftreemeg attrib               ^ Eжю█б1@Н╓∙╦ coedge                   a ` m { .      edge                   [ |K@ ` ~ unknown  coedge                   m f b u V      edge                   v hE▒∙СU@ b  unknown  vertex                   c Аstraight curve                  `v└Є     3└K└Ё?  point                  `v└Є     3└K└straight curve                       Пr└АD@Ё?  point                       Пr└АD@ edge                   | v°    F@ r Б unknown  vertex                   s Вstraight curve                  0y└АX└Ё? straight curve                  0y└4└K└Ё? straight curve                  `v└Є     3└╒;fЮац?─;fЮац?  point                  `v└Є     3└straight curve                  0y└4└Ё?Ы>щУ>щ╙<  point                  0y└4└ End-of-ACIS-dataб1@Н╓∙╦0y└АX└K└б1@Н╓∙╦R╒┴ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  └АX└K└Ё?Ё┐ ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█ face                         loop                          plane surface                  └АD@K└Ё?Ё?  coedge                            ftreemeg attrib               жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█ face                         loop                         plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ?  coedge                    ! "      coedge                   #  $       coedge                    #      %       coedge                   & !   '      edge                   ( )`a@  * unknown ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          +      жю█  face ,              - '       .  loop                        /  plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ?  coedge                   0 1 2 3       coedge                   4  1 5      coedge                    4  $      coedge                    2  " '      edge                   ) 6     _r@  7 unknown  coedge                     8 9       edge                   ) :K@  ; unknown  edge                   ( <K@  = unknown  coedge                   >       ? '      loop                        &   vertex                   ? @ vertex                    Astraight curve                  └АX└K└Ё? ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          B      жю█ face C                   D       E plane surface                  └АX└K└Ё┐Ё┐  coedge                   F G H I       coedge                   J  G K       coedge                    J  5       coedge                   ! H  3 '      edge                   6 LE▒∙СU@  M unknown  coedge                    N O      edge                   6 PK@  Q unknown  vertex                   " Rstraight curve                  └АD@K└Ё┐  coedge                   N S # 9 D      edge                   : <`a@ # T unknown  vertex                   $ Ustraight curve                  └АD@K└Ё?  vertex                   % Vstraight curve                  └АX└K└Ё?  coedge                   H &      W '      edge                   X (y@ & Y unknown  point                  └АX└K└ point                  └АD@K└ftreemeg attrib               , жю█б1@Н╓∙╦FldEntIdmeg attrib          Z      -жю█ loop                        [ - plane surface                  0y└4└Ё?Ё?  coedge                   \ /      ]       coedge                   / \ 0 K       coedge                   2 > / I '      edge                   L ^°    F@ / _ unknown  coedge                   1 0 ` a       edge                   L bK@ 0 c unknown  vertex                   3 dstraight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐  coedge                   ` 8 4 O D      edge                   P :     _r@ 4 e unknown  vertex                   5 fstraight curve                       Пr└АD@K└Ё?  point                       Пr└АD@K└ coedge                   8 [      g D     straight curve                  └АD@Ё┐  point                  └АD@ point                  └АX└ edge                   ^ XАS@ > h unknown  vertex                   ? istraight curve                  0y└АX└K└Ё? ftreemeg attrib               C -жю█б1@Н╓∙╦ coedge                   S j      k D      coedge                   G F j l       edge                   ^ mK@ F n unknown  vertex                   I ostraight curve                  `v└Є     3└K└Ё┐Ы>щУ>щ╙╝  coedge                   j N J a D      edge                   b PE▒∙СU@ J p unknown  vertex                   K qstraight curve                  `v└Є     3└K└Ё?  point                  `v└Є     3└K└straight curve                       Пr└АD@Ё?  point                       Пr└АD@ edge                   < ry@ S s unknown straight curve                  0y└4└K└Ё┐  point                  0y└АX└K└ coedge                   [ ` \ l D      edge                   r mАS@ [ t unknown  edge                   m b°    F@ \ u unknown  vertex                   ] vstraight curve                  0y└4└K└Ё?  point                  0y└4└K└straight curve                  `v└Є     3└╒;fЮац?─;fЮац?  point                  `v└Є     3└ vertex                   g wstraight curve                  └АX└Ё┐ straight curve                  0y└АX└Ё? straight curve                  0y└4└Ё?Ы>щУ>щ╙<  point                  0y└4└ point                  0y└АX└ End-of-ACIS-dataб1@Н╓∙╦└АX└K└б1@Н╓∙╦R╒┴ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                  └АD@K└Ё?Ё? ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█ face                         loop                          plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ?  coedge                            ftreemeg attrib               жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█  face                         loop                         plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ?  coedge                    ! "      coedge                   #  $       coedge                    #      %       coedge                   & !         edge                   ' (     _r@  ) unknown ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          *      жю█ face +                   ,       -  loop                        .  plane surface                  └АX└K└Ё┐Ё┐  coedge                   / 0 1 2       coedge                   3  0 4      coedge                    3  $      coedge                    1  "       edge                   ( 5E▒∙СU@  6 unknown  coedge                     7 8       edge                   ( 9K@  : unknown  edge                   ' ;K@  < unknown  coedge                   .       =       vertex                   = > vertex                    ?straight curve                  └АD@K└Ё┐ ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          @      жю█ loop                        A  plane surface                  0y└4└Ё?Ё?  coedge                   B &      C       coedge                   D       E       coedge                    D  4       coedge                   ! B  2       edge                   5 F°    F@  G unknown  coedge                    H I      edge                   5 JK@  K unknown  vertex                   " Lstraight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐  coedge                   H M # 8 ,      edge                   9 ;     _r@ # N unknown  vertex                   $ Ostraight curve                       Пr└АD@K└Ё?  vertex                   % Pstraight curve                  └АD@K└Ё?  edge                   Q '`a@ & R unknown  point                  └АD@K└ point                       Пr└АD@K└ftreemeg attrib               + жю█б1@Н╓∙╦ coedge                   S T      U ,      coedge                   1 .      V       edge                   W Qy@ . X unknown  coedge                   0 / T Y       edge                   F ZK@ / [ unknown  vertex                   2 \straight curve                  `v└Є     3└K└Ё┐Ы>щУ>щ╙╝  coedge                   T 7 3 I ,      edge                   J 9E▒∙СU@ 3 ] unknown  vertex                   4 ^straight curve                  `v└Є     3└K└Ё?  point                  `v└Є     3└K└ coedge                   7 S      _ ,     straight curve                       Пr└АD@Ё?  point                       Пr└АD@ point                  └АD@ vertex                   C `straight curve                  └АX└K└Ё?  coedge                   M A      a ,      coedge                   A H D Y ,      edge                   b ZАS@ A c unknown  edge                   F WАS@ B d unknown  vertex                   C estraight curve                  0y└АX└K└Ё?  edge                   Z J°    F@ D f unknown  vertex                   E gstraight curve                  0y└4└K└Ё?  point                  0y└4└K└straight curve                  `v└Є     3└╒;fЮац?─;fЮац?  point                  `v└Є     3└ edge                   ; h`a@ M i unknown  point                  └АX└K└ edge                   h by@ S j unknown  vertex                   a kstraight curve                  0y└АX└Ё? straight curve                  0y└4└K└Ё┐  point                  0y└АX└K└straight curve                  0y└4└Ё?Ы>щУ>щ╙<  point                  0y└4└ vertex                   _ lstraight curve                  └АD@Ё┐ straight curve                  └АX└Ё┐  point                  0y└АX└ point                  └АX└ End-of-ACIS-dataб1@Н╓∙╦└АD@K└ б1@Н╓∙╦R╒┴ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█ face                      loop                          plane surface                       Пr└АD@K└┬;fЮац┐╓;fЮац?АЁ? ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█  face                         loop                          plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ?  coedge                            ftreemeg attrib               жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█ face                             loop                         plane surface                  └АX└K└Ё┐Ё┐  coedge                     !      coedge                   "   #       coedge                    "      $       coedge                   %         edge                   & 'E▒∙СU@  ( unknown ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib          )      жю█ loop                        *  plane surface                  0y└4└Ё?Ё?  coedge                   + ,      -       coedge                   .       /      coedge                    .  #      coedge                    +  !       edge                   ' 0°    F@  1 unknown  coedge                     2 3       edge                   ' 4K@  5 unknown  edge                   & 6K@  7 unknown  coedge                   ,       8       vertex                   8 9 vertex                    :straight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐ ftreemeg attrib                жю█б1@Н╓∙╦ coedge                   ; <      =       coedge                         >       coedge                    %      ?       edge                   @ Ay@  B unknown  coedge                     < C      edge                   0 DK@  E unknown  vertex                   ! Fstraight curve                  `v└Є     3└K└Ё┐Ы>щУ>щ╙╝  coedge                   < G " 3       edge                   4 6E▒∙СU@ " H unknown  vertex                   # Istraight curve                  `v└Є     3└K└Ё?  vertex                   $ Jstraight curve                       Пr└АD@K└Ё?  edge                   K &     _r@ % L unknown  point                       Пr└АD@K└ point                  `v└Є     3└K└ coedge                   M *      N       coedge                   * 2 . C       edge                   O DАS@ * P unknown  edge                   0 @АS@ + Q unknown  edge                   A K`a@ , R unknown  vertex                   - S vertex                   - Tstraight curve                  0y└АX└K└Ё?  edge                   D 4°    F@ . U unknown  vertex                   / Vstraight curve                  0y└4└K└Ё?  point                  0y└4└K└ coedge                   2 M      W      straight curve                  `v└Є     3└╒;fЮац?─;fЮац?  point                  `v└Є     3└ point                       Пr└АD@ vertex                   ? Xstraight curve                  └АD@K└Ё┐  coedge                   G ;      Y       edge                   Z Oy@ ; [ unknown  vertex                   N \straight curve                  0y└АX└Ё? straight curve                  0y└4└K└Ё┐ straight curve                  └АX└K└Ё?  point                  0y└АX└K└ point                  └АX└K└straight curve                  0y└4└Ё?Ы>щУ>щ╙<  point                  0y└4└ edge                   6 ]     _r@ G ^ unknown  point                  └АD@K└ edge                   ] Z`a@ M _ unknown  vertex                   Y `straight curve                  └АX└Ё┐  point                  0y└АX└ vertex                   W astraight curve                       Пr└АD@Ё? straight curve                  └АD@Ё┐  point                  └АX└ point                  └АD@ End-of-ACIS-dataб1@Н╓∙╦     Пr└АD@K└ б1@Н╓∙╦R╒┴ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█  face                      loop                          plane surface                  `v└Є     3└K└Ь>щУ>щ╙╝Ё?АЁ? ftreemeg attrib                жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█ face                             loop                          plane surface                  └АX└K└Ё┐Ё┐  coedge                            ftreemeg attrib               жю█б1@Н╓∙╦FldEntIdmeg attrib                жю█ loop                         plane surface                  0y└4└Ё?Ё?  coedge                                coedge                                 coedge                                 coedge                           edge                   ! "°    F@  # unknown ftreemeg attrib                жю█б1@Н╓∙╦ coedge                   $ %      &       coedge                          '      coedge                    (      )      edge                   * +y@  , unknown  coedge                     % -       edge                   " .K@  / unknown  edge                   ! 0K@  1 unknown  coedge                   (       2      vertex                   2 3 vertex                    4straight curve                  `v└Є     3└K└Ё┐Ы>щУ>щ╙╝  coedge                   5       6       coedge                    7  -       edge                   8 .АS@  9 unknown  edge                   " *АS@  : unknown  coedge                         ;      edge                   + <`a@  = unknown  vertex                    > vertex                    ?straight curve                  0y└АX└K└Ё?  edge                   . 0°    F@  @ unknown  vertex                    Astraight curve                  0y└4└K└Ё?  vertex                    Bstraight curve                  `v└Є     3└K└Ё?  edge                   C !E▒∙СU@ D unknown  point                  `v└Є     3└K└ point                  0y└4└K└ coedge                   E $      F       edge                   G 8y@ $ H unknown  coedge                   % E      I       vertex                   6 Jstraight curve                  0y└АX└Ё? straight curve                  0y└4└K└Ё┐  edge                   < C     _r@ ( K unknown  vertex                   ) Lstraight curve                  └АX└K└Ё?  point                  0y└АX└K└ point                  └АX└K└straight curve                  0y└4└Ё?Ы>щУ>щ╙<  point                  0y└4└ point                  `v└Є     3└ vertex                   ; Mstraight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐  coedge                   7 5      N       edge                   O G`a@ 5 P unknown  vertex                   F Qstraight curve                  └АX└Ё┐  edge                   0 RE▒∙СU@ 7 S unknown  point                  0y└АX└straight curve                  └АD@K└Ё┐  point                  └АD@K└ point                       Пr└АD@K└ edge                   R O     _r@ E T unknown  vertex                   N Ustraight curve                  └АD@Ё┐  point                  └АX└ vertex                   I Vstraight curve                  `v└Є     3└╒;fЮац?─;fЮац? straight curve                       Пr└АD@Ё?  point                  └АD@ point                       Пr└АD@ End-of-ACIS-dataб1@Н╓∙╦`v└Є     3└K└ б1@Н╓∙╦RР|ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                      lump                          shell                                     shell                                     face                           face                          FldEntIdmeg attrib                жю█ loop                          plane surface                  └АX└K└Ё┐Ё┐ FldEntIdmeg attrib                жю█ loop                          plane surface                  0y└4└Ё?Ё? ftreemeg attrib                жю█б1@Н╓∙╦ coedge                               ftreemeg attrib               жю█б1@Н╓∙╦ coedge                                coedge                                coedge                                edge                    y@   unknown  coedge                               coedge                    !      "      edge                   # $АS@  % unknown  coedge                   &       '      edge                   ( АS@  ) unknown  coedge                    &      *      edge                    +`a@  , unknown  vertex                    - vertex                    .straight curve                  0y└АX└K└Ё?  coedge                   /       0      edge                   1 #y@  2 unknown  coedge                    /      3      edge                   $ 4°    F@  5 unknown  vertex                   6 vertex                   " 7straight curve                  0y└АX└Ё?  coedge                          8      edge                   9 (°    F@  : unknown  vertex                   ' ;straight curve                  0y└4└K└Ё┐  edge                   + <     _r@  = unknown  vertex                    >straight curve                  └АX└K└Ё?  point                  0y└АX└K└ point                  └АX└K└ coedge                   !       ?      edge                   @ 1`a@  A unknown  vertex                   0 Bstraight curve                  └АX└Ё┐  edge                   4 CE▒∙СU@ ! D unknown  vertex                   " Estraight curve                  0y└4└Ё?Ы>щУ>щ╙<  point                  0y└АX└ point                  0y└4└ edge                   < 9E▒∙СU@ & F unknown  vertex                   8 Gstraight curve                  `v└Є     3└K└Ё┐Ы>щУ>щ╙╝  point                  0y└4└K└ vertex                   * Hstraight curve                  └АD@K└Ё┐  point                  └АD@K└ edge                   C @     _r@ / I unknown  vertex                   ? Jstraight curve                  └АD@Ё┐  point                  └АX└ vertex                   3 Kstraight curve                  `v└Є     3└╒;fЮац?─;fЮац?  point                  `v└Є     3└straight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐  point                  `v└Є     3└K└ point                       Пr└АD@K└straight curve                       Пr└АD@Ё?  point                  └АD@ point                       Пr└АD@ End-of-ACIS-dataX                                                                     ¤   0y└АX└АJ└└АX└АJ└0y└АX└K└└АX└K└└АD@АJ└└АD@K└     Пr└АD@АJ└     Пr└АD@K└`v└Є     3└АJ└`v└Є     3└K└0y└4└АJ└0y└4└K└0y└АX└Ё┐0y└4└Ё┐0y└АX└0y└4└`v└Є     3└Ё┐`v└Є     3└     Пr└АD@Ё┐     Пr└АD@└АD@Ё┐└АD@└АX└Ё┐└АX└ACIS BinaryFile4MegaCAD Profi plus 2011 ACIS 21.0.2 NTWed Apr 13 14:39:54 2011Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                      lump                          shell                                     shell                                     face                      face                       ftreemeg attrib                    жю█ face                         loop                          plane surface                  └АX└АJ└Ё┐Ё┐ ftreemeg attrib                    жю█ face                         loop                          plane surface                  0y└4└Ё┐Ё┐АЁ? ftreemeg attrib                    жю█ face                         loop                         plane surface                  └АD@АJ└Ё?Ё┐  coedge                    ! "     ftreemeg attrib                    жю█ face #              $ %       &  loop                        ' plane surface                  `v└Є     3└Ё┐Ы>щУ>щ╙╝Ё?АЁ?  coedge                   ( ) * +      ftreemeg attrib                    жю█ face ,              - .       /  loop                        0  plane surface                       Пr└АD@АJ└Ё?ААЁ?  coedge                   1 2 3 4       coedge                   5  6 7      coedge                    5 1 8      coedge                   3 9  " :      edge                   ; <y@ ! = unknown ftreemeg attrib                    жю█ face >              ? @       A  loop                        B  plane surface                       Пr└АD@Ё┐─;fЮац┐╒;fЮац?АЁ?  coedge                   C D E F       coedge                   G  H I       coedge                    G C J       coedge                   E K  + L      edge                   M NАS@ * O unknown ftreemeg attrib                    жю█ face P              Q R       S  loop                        T  plane surface                  `v└Є     3└АJ└─;fЮац┐╒;fЮац?АЁ?  coedge                   U V W X       coedge                   Y  8       coedge                    Y U Z       coedge                   W !  4 :      edge                   < [`a@ 3 \ unknown  coedge                    ] ^      coedge                   _ `  7 a      edge                   ; bЁ?  c unknown  edge                   d <Ё? e unknown  coedge                   ! f _ g :      loop                        ! h  vertex                   " i vertex                   " jstraight curve                  0y└АX└АJ└Ё? ftreemeg attrib                    $жю█ face k              l m       n  loop                        o $ plane surface                  └АD@Ё┐АЁ?АЁ?  coedge                   p q r s %      coedge                   t ' ) J       coedge                   ' t p u       coedge                   r * ' F L      edge                   N v°    F@ E w unknown  coedge                   ) ( x y       coedge                   z { ( I |      edge                   M }Ё? ( ~ unknown  edge                    NЁ? ) А unknown  coedge                   * Б z В L      loop                        * Г  vertex                   В Д vertex                   F Еstraight curve                  0y└АX└Ё┐Ё? ftreemeg attrib                    -жю█ face Ж              h a       З  loop                        И - plane surface                  0y└4└АJ└Ы>щУ>щ╙╝Ё?АЁ?  coedge                   Й К Л М .      coedge                   Н 0 2 Z       coedge                   0 Н Й О       coedge                   Л 3 0 X :      edge                   [ П     _r@ W Р unknown  coedge                   2 1 С Т       edge                   У [Ё? 2 Ф unknown  vertex                   4 Хstraight curve                  └АX└АJ└Ё?  coedge                   Ц С 5 ^ Ч      edge                   b dy@ ] Ш unknown  coedge                   Щ 6 9 g a      coedge                   6 Щ Ц Ъ a      loop                        _ Q  vertex                   ^ Ыstraight curve                  0y└АX└АJ└Ё┐  vertex                   ^ Ьstraight curve                  └АX└K└Ё?  coedge                   9 Л И Э :      edge                   Ю ;АS@ 9 Я unknown  face а              б :       в  point                  0y└АX└АJ└ point                  └АX└АJ└ftreemeg attrib                    ?жю█ face г              Г |       д  loop                        е ? plane surface                  └АX└Ё┐Ё?Ё┐  coedge                   ж з и й @      coedge                   к B D u %      coedge                   B к ж л %      coedge                   и E B s L      edge                   v мE▒∙СU@ r н unknown  coedge                   D C о п       edge                   ░ vЁ? D ▒ unknown  vertex                   F ▓straight curve                  0y└4└Ё┐Ё?Ы>щУ>щ╙<  coedge                   │ о G y ┤      edge                   } АS@ x ╡ unknown  coedge                   ╢ H K В |      coedge                   H ╢ │ ╖ |      loop                        z l  vertex                   ╖ ╕straight curve                  0y└АX└Ё┐Ё?  vertex                   п ╣straight curve                  0y└4└Ё┐  coedge                   K и е ║ L      edge                   ╗ My@ K ╝ unknown  face ╜              ╛ L       ┐  point                  0y└АX└Ё┐ point                  0y└4└Ё┐ftreemeg attrib                    Qжю█plane surface                  0y└АX└АJ└Ё┐АЁ?  coedge                   └ ┴ f Э R      coedge                   ┬ T V О .      coedge                   T ┬ └ ├ .      coedge                   f W T М :      edge                   П ─E▒∙СU@ Л ┼ unknown  coedge                   V U ╞ ╟       edge                   ╚ ПЁ? V ╔ unknown  vertex                   X ╩straight curve                  └АD@АJ└Ё┐  coedge                   ] ╞ Y Т Ч      edge                   d У`a@ С ╦ unknown  vertex                   Т ╠straight curve                  └АD@K└Ё?  point                  └АD@АJ└ coedge                   ═ ] ` Ъ Ч      loop                        ] б straight curve                  0y└АX└K└Ё?  coedge                   ` _ ┴ ╬ a      edge                   ╧ bАS@ Ц ╨ unknown  point                  0y└АX└K└ point                  └АX└K└ edge                   ─ Ю°    F@ f ╤ unknown  vertex                   Э ╥straight curve                  0y└4└АJ└Ё┐ FldEntIdmeg attrib          ╙      hжю█ face ╘                   Ч       ╒ plane surface                  └АX└АJ└Ё┐Ё┐ ftreemeg attrib                    lжю█plane surface                  0y└АX└Ё┐АЁ┐АЁ┐  coedge                   ╓ ╫ Б ║ m      coedge                   ╪ o q л @      coedge                   o ╪ ╓ ┘ @      coedge                   Б r o й L      edge                   м ┌     _r@ и █ unknown  coedge                   q p ▄ ▌ %      edge                   ▐ мЁ? q ▀ unknown  vertex                   s рstraight curve                  `v└Є     3└Ё┐╒;fЮац?─;fЮац?  coedge                   x ▄ t п ┤      edge                    ░°    F@ о с unknown  vertex                   п тstraight curve                  `v└Є     3└Ё┐  point                  `v└Є     3└Ё┐ coedge                   у x { ╖ ┤      loop                        x ╛ straight curve                  0y└АX└Ё?  coedge                   { z ╫ ф |      edge                   х }y@ │ ц unknown  point                  0y└АX└ point                  0y└4└ edge                   ┌ ╗`a@ Б ч unknown  vertex                   ║ шstraight curve                  └АX└Ё┐Ё┐ FldEntIdmeg attrib          щ      Гжю█ face ъ                   ┤       ы plane surface                  0y└4└Ё┐Ё?Ё?  coedge                   ь И К ├ R      coedge                   И ь Щ ╬ R      coedge                   К Й э ю .      edge                   я ─Ё? К Ё unknown  vertex                   М ёstraight curve                       Пr└АD@АJ└╒;fЮац┐─;fЮац┐  coedge                   С э Н ╟ Ч      edge                   У ╚     _r@ ╞ Є unknown  vertex                   ╟ єstraight curve                       Пr└АD@K└Ё?  point                       Пr└АD@АJ└straight curve                  └АX└K└Ё?  point                  └АD@K└ coedge                   э Ц ь Ї Ч      edge                   ╧ ЮЁ? ┴ ї unknown  vertex                   Ї Ўstraight curve                  0y└4└K└Ё┐ straight curve                  `v└Є     3└АJ└Ё┐Ы>щУ>щ╙╝  point                  0y└4└АJ└ftreemeg attrib               а hжю█б1@Н╓∙╦FldEntIdmeg attrib          ў      бжю█plane surface                  └АX└K└Ё┐Ё┐  coedge                   ° е з ┘ m      coedge                   е ° ╢ ф m      coedge                   з ж ∙ · @      edge                   √ ┌Ё? з № unknown  vertex                   й ¤straight curve                       Пr└АD@Ё┐Ё?  coedge                   о ∙ к ▌ ┤      edge                   ░ ▐E▒∙СU@ ▄ ■ unknown  vertex                   ▌  straight curve                       Пr└АD@Ё┐  point                       Пr└АD@Ё┐straight curve                  0y└4└Ё?Ы>щУ>щ╙<  point                  `v└Є     3└ coedge                   ∙ │ °  ┤      edge                   х ╗Ё? ╫  unknown  vertex                    straight curve                  └АX└Ё┐ straight curve                  └АD@Ё┐Ё┐  point                  └АX└Ё┐ftreemeg attrib               ╜ Гжю█б1@Н╓∙╦FldEntIdmeg attrib                ╛жю█plane surface                  0y└4└Ё?Ё?  coedge                   ┴ └ ═ Ї R      coedge                   ╞ ═ ┬ ю Ч      edge                   ╚ яE▒∙СU@ э  unknown  vertex                   ю straight curve                  `v└Є     3└K└Ё?  point                  `v└Є     3└АJ└straight curve                  └АD@K└Ё┐  point                       Пr└АD@K└ edge                   я ╧°    F@ ═  unknown straight curve                  0y└4└K└Ё?  point                  0y└4└K└ftreemeg attrib               ╘ бжю█б1@Н╓∙╦ coedge                   ╫ ╓ у  m      coedge                   ▄ у ╪ · ┤      edge                   ▐ √     _r@ ∙  unknown  vertex                   · straight curve                  └АD@Ё┐  point                  └АD@Ё┐straight curve                  `v└Є     3└╒;fЮац?─;fЮац?  point                       Пr└АD@ edge                   √ х`a@ у  unknown straight curve                  └АX└Ё┐  point                  └АX└ftreemeg attrib               ъ ╛жю█б1@Н╓∙╦straight curve                       Пr└АD@K└╒;fЮац┐─;fЮац┐  point                  `v└Є     3└K└straight curve                  `v└Є     3└K└Ё┐Ы>щУ>щ╙╝ straight curve                       Пr└АD@Ё?  point                  └АD@straight curve                  └АD@Ё┐  End-of-ACIS-data