MegaVol33ИИИИ╚;q@ ╫гp=c@       -DT√!∙?@@-DT√!∙?@@Ё?В  ├?6Нз?─@╟с@р?═╠╠?Ё?ЪЩЩЩЩЩ┘?333333є?333333у?Ё?@       ?Ё┐╕     я?Ё?█╔?╕ @`@@      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯабвгдежзийклмноп░▒▓│┤╡╢╖╕╣║╗╝╜╛┐└┴┬├─┼╞╟╚╔╩╦╠═╬╧╨╤╥╙╘╒╓╫╪┘┌█▄▌▐▀рстуфхцчшщъыьэюяЁёЄєЇїЎў°∙·√№¤■       !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯабвгдежзийклмноп░▒▓│┤╡╢╖╕╣║╗╝╜╛┐└┴┬├─┼╞╟╚╔╩╦╠═╬╧╨╤╥╙╘╒╓╫╪┘┌█▄▌▐▀рстуфхцчшщъыьэюяЁёЄєЇїЎў°∙·√№¤■ аИИИИ╚;q@ ╫гp=c@ИИИИ╚;q@ ╫гp=c@ИИИИ╚;q@ ╫гp=c@ИИИИ╚;q@ ╫гp=c@ИИИИ╚;q@ ╫гp=c@MegaCad24RandX'MegaCad24Аq└pМ└Т?Ъ═ТЪ@i╜еMЭ∙Т@              -DT√!∙?@@-DT√!∙?@@Ё?В  ├?6Нз?43kAwwЗAgfЖ@═╠╠?Ё?ЪЩЩЩЩЩ┘?333333є?333333у?Ё?@       ?Ё┐╕     я?Ё?█╔?╕ @`@@      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯабвгдежзийклмноп░▒▓│┤╡╢╖╕╣║╗╝╜╛┐└┴┬├─┼╞╟╚╔╩╦╠═╬╧╨╤╥╙╘╒╓╫╪┘┌█▄▌▐▀рстуфхцчшщъыьэюяЁёЄєЇїЎў°∙·√№¤■       !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯабвгдежзийклмноп░▒▓│┤╡╢╖╕╣║╗╝╜╛┐└┴┬├─┼╞╟╚╔╩╦╠═╬╧╨╤╥╙╘╒╓╫╪┘┌█▄▌▐▀рстуфхцчшщъыьэюяЁёЄєЇїЎў°∙·√№¤■ а@з t┌Т+└X9┤╚Ж└┬ї(\_r@╩бE╢sd@@з t┌Т+└X9┤╚Ж└┬ї(\_r@╩бE╢sd@@з t┌Т+└X9┤╚Ж└┬ї(\_r@╩бE╢sd@@з t┌Т+└X9┤╚Ж└┬ї(\_r@╩бE╢sd@@з t┌Т+└X9┤╚Ж└┬ї(\_r@╩бE╢sd@MegaCad24Ё?Ё?     ПА@рe└ Draufsicht.V2DA      ўУ@ @     ўУ@АК└A      cУ@╨|@     cУ@XЙ└A      GУ@`|@     GУ@ Й└A      WУ@@Й└     WУ@а|@A      яФ@pМ└     яФ@АБ@A ~m4J#╧Ф@■┌hФF>Б@~m4J#╧Ф@№┌hФF.М└A ~m4J#Ф@№╡╤(Нм@~m4J#Ф@№┌hФF╞К└A      Ф@P@     Ф@ШК└A      cУ@XЙ└|eOF·Ф@·╩ЮМЇУК└A      GУ@ Й└ВЪ░╣ZУ@5as DЙ└A ~m4J#Ф@№┌hФF╞К└ИЦL~э┘Ф@-Щ№┌CМ└A @k└№    @     ўУ@ @A аf└№    ╧|@     cУ@╨|@A └e└№    _|@     GУ@`|@A      WУ@а|@@f└№    Я|@A      яФ@АБ@Аq└■    Б@A ╢╤(Н№p└№┌hФF>Б@~m4J#╧Ф@■┌hФF>Б@A °kгQYl└°╡╤(Нм@~m4J#Ф@№╡╤(Нм@A аk└№    O@     Ф@P@A ~m4J#Ф@№╡╤(Нм@     cУ@╨|@A      cУ@╨|@     GУ@`|@A      яФ@АБ@~m4J#Ф@№╡╤(Нм@A @k└ @@k└АК└A Аq└     Б@└e└№    _|@A аf└╨|@аf└XЙ└A └e└`|@└e└ Й└A @f└@Й└@f└а|@A Аq└pМ└Аq└АБ@A ╢╤(Н№p└■┌hФF>Б@╢╤(Н№p└№┌hФF.М└A lгQYl└№╡╤(Нм@lгQYl└№┌hФF╞К└A аk└P@аk└ШК└A @k└АК└     ўУ@АК└A аf└XЙ└     cУ@XЙ└A └e└ Й└     GУ@ Й└A      WУ@@Й└@f└@Й└A      яФ@pМ└Аq└pМ└A ╢╤(Н№p└■┌hФF.М└~m4J#╧Ф@■┌hФF.М└A °kгQYl└■┌hФF╞К└~m4J#Ф@■┌hФF╞К└A аk└ШК└     Ф@ШК└A ~m4J#Ф@№┌hФF╞К└FРCХФ@О 5Ж*ХК└A ╪╫O╣ZУ@.░пЯrEЙ└     cУ@XЙ└A └e└ Й└Аq└pМ└A У▐√8юФ@&╜ўqlМ└     яФ@pМ└A R░7?█Ф@ж` n~FМ└╣пуЦыэФ@v_╟-╫kМ└ b┘ucюШ@└u@b┘ucюШ@pМ└ b┘uc■Ш@pМ└b┘uc■Ш@└u@ b┘uc Щ@pМ└b┘uc Щ@└u@ b┘ucЮЩ@pМ└b┘ucЮЩ@└u@ b┘ucкЩ@└u@b┘ucкЩ@pМ└ сFG┐Ж┴Щ@pМ└сFG┐Ж┴Щ@└u@ sфЁqЪ@pМ└sфЁqЪ@└u@ Т?Ъ═ТЪ@pМ└Т?Ъ═ТЪ@└u@ b┘ucюШ@pМ└Т?Ъ═ТЪ@pМ└ b┘ucюШ@└u@Т?Ъ═ТЪ@└u@!Ё?Ё?     ПА@4Т@ Draufsicht-U.V2DA      ўУ@Ь╢-к╛С@@k└Ь╢-к╛С@A  l└Ь╢-к┌С@     Ф@Ь╢-к┌С@A  l└Ь╢-к┌С@ l└Ь╢-к Т@A      Ф@Ь╢-к Т@     Ф@Ь╢-к┌С@A Аq└Ь╢-к Т@Аq└Ь╢-кОТ@A Аq└Ь╢-кОТ@     яФ@Ь╢-кОТ@A      яФ@Ь╢-кОТ@■    яФ@Ь╢-к Т@A ■    яФ@Ь╢-к Т@Аq└Ь╢-к Т@A ш■№+q└эР$Q йТ@║? К╘Ф@эР$Q йТ@A @k└Ь╢-к┌С@      @-DT√! @-DT√!∙┐A      ўУ@Ь╢-к┌С@@-DT√!∙┐A q└Ь╢-кОТ@      @PcЗуiq∙?-DT√! @A      ╙Ф@Ь╢-кОТ@@╪Ў┼М╥°? Т?Ъ═ВЪ@i╜еMЭ▌Т@Т?Ъ═ВЪ@╣╦√VТ@ Т?Ъ═ВЪ@╣╦√VТ@Т?Ъ═ТЪ@╣╦√VТ@ Т?Ъ═ТЪ@╣╦√VТ@Т?Ъ═ТЪ@i╜еMЭ▌Т@ Т?Ъ═ТЪ@i╜еMЭ▌Т@Т?Ъ═ВЪ@i╜еMЭ▌Т@ sфЁqЪ@aо└g0∙Т@~@├'╕tЪ@╙m·бnщТ@ PЧN─Щ@?/∙SS╩Т@~@├'╕tЪ@╙m·бnщТ@ sфЁqЪ@aо└g0∙Т@сFG┐Ж┴Щ@═o┐┌Т@ сFG┐Ж┴Щ@═o┐┌Т@PЧN─Щ@?/∙SS╩Т@ b┘ucкЩ@╒~д Б╛Т@b┘uc║Щ@╒~д Б╛Т@ b┘uc║Щ@Ь╢-к&Т@b┘uc║Щ@╒~д Б╛Т@ b┘ucкЩ@╒~д Б╛Т@b┘ucкЩ@Ь╢-к&Т@ b┘ucкЩ@Ь╢-к&Т@b┘uc║Щ@Ь╢-к&Т@ b┘ucЮЩ@Ь╢-кТ@b┘ucЮЩ@Ь╢-к Т@ b┘ucюШ@Ь╢-кЮТ@b┘ucюШ@Ь╢-к&Т@ b┘ucюШ@Ь╢-к&Т@b┘uc■Ш@Ь╢-к&Т@ b┘uc■Ш@Ь╢-к&Т@b┘uc■Ш@Ь╢-кЮТ@ b┘uc■Ш@Ь╢-кЮТ@b┘ucюШ@Ь╢-кЮТ@ b┘uc Щ@Ь╢-к Т@b┘ucЮЩ@Ь╢-к Т@ b┘ucЮЩ@Ь╢-кТ@b┘uc Щ@Ь╢-кТ@ b┘uc Щ@Ь╢-кТ@b┘uc Щ@Ь╢-к Т@ Т?Ъ═vЪ@i╜еMЭ▌Т@@фб]▐ь√? Т?Ъ═vЪ@i╜еMЭ▌Т@@зб]▐ь√? b┘uc╞Щ@╒~д Б╛Т@■     @Об]▐ь√?-DT√! @ b┘uc╞Щ@╒~д Б╛Т@@жб]▐ь√?-DT√! @ b┘ucЮЩ@Ь╢-к&Т@@-DT√!∙┐█╢m█╢m╗< b┘ucЮЩ@Ь╢-к&Т@      @-DT√!∙┐UUUUUU╒< b┘uc Щ@Ь╢-к&Т@@-DT√! @-DT√!∙┐ b┘uc Щ@Ь╢-к&Т@      @-DT√! @-DT√!∙┐!      GУ@ Й└     GУ@`|@\Т@ Й└\Т@`|@рюю0@ЪЩЩЩф@333sыQ$@333sыQ@рюю0@иУ@`√! └Ё?└жёЇ?-DT√!∙?Аff-@рюю0@р╠╠@43є/Ц,Т@i└@VоaЎ<F3єS@ЪЩЩЩф;└═╠ь╞zт▌╗╜╫┘▀|█= body                               lump                          shell                                     face                        ftreemeg attrib                    жю█tV^╦┬є═ face                      loop                         cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё┐@ ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                          plane surface                  VЦ@мооХфЧ@АЁ?Ё?  coedge                            ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                         cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё┐@  coedge                            coedge                           coedge                    ! "       coedge                   #   $      edge                   % &-DT√!∙? ' unknown ftreemeg attrib                    жю█tV^╦┬є═ face (              ) *       +  loop                        ,  plane surface                  Ц@мооХф`Ч@Ё?Ё┐  coedge                   - . / 0       coedge                   1  . 2      coedge                    1       coedge                    /   $      edge                   &АB└ 3А  4 unknown  coedge                     5 6       edge                   7Ё     E└ &иУ@  8 tangent  coedge                   9 :  " ;      edge                   <Ё    G└ %иУ@  = tangent  coedge                   >  : ? $      loop                         @  vertex                   " A vertex                   Bellipse curve                  аЦ@мооХф*Ч@иУ└ААЁ┐@Ё? ftreemeg attrib                    жю█tV^╦┬є═ face C              D E       F  loop                        G  plane surface                  °Х@мооХфЦЧ@АЁ?Ё?  coedge                   H I J K       coedge                   L  I M       coedge                    L  2       coedge                    J  0 $      edge                   3-DT√!∙? N-DT√! @  O unknown  coedge                     P Q      edge                   RД     └ 3иУ@ . S tangent  vertex                   2 Tstraight curve                   Ц@мооХфЧ@иУ└Ё┐АА  coedge                   P U  6 V      edge                   7-DT√!∙┐ <А  W unknown  vertex                   6 Xstraight curve                  аЦ@мооХфЧ@Ё┐  coedge                   Y ! U Z ;      coedge                   ! Y # ? ;      loop                        : [  vertex                   Z \straight curve                  мЦ@мооХф*Ч@Ё┐  coedge                   ] # ^ _ $      edge                   ` %@;ОI[ИB@ : a unknown  face b              c $       d  point                  мЦ@мооХф*Ч@иУ└ point                  аЦ@мооХфЧ@иУ└ftreemeg attrib                    )жю█tV^╦┬є═ face e              f g       h  loop                        i ) plane surface                  ЁХ@мооХф`Ч@Ё┐АААЁ?А  coedge                   j k l m *      coedge                   n , k o       coedge                   , n - M       coedge                   / l , K $      edge                   N;└ p , q unknown  coedge                   . - r s       edge                   t      └ NиУ@ I u tangent  vertex                   M vellipse curve                   Ц@мооХф*Ч@иУ└ААЁ┐@Ё?  coedge                   r 5 1 Q V      edge                   RЗQ╜f*2@ 7<Єю╠┘ЬK@ 1 w unknown  vertex                   Q xstraight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@иУ└ coedge                   5 y 9 Z V      loop                        U c ellipse curve                  аЦ@мооХф*Ч@Ё     E@╠;fЮац?А═;fЮац┐@      @═;fЮац?  point                  аЦ@мооХфЧ@Ё     E@ coedge                   : 9 z { ;      edge                   |А=R╬Ц1└ <9╩─ 4@ 9 } unknown  face ~              @ ;         point                  мЦ@мооХф*Ч@Ё    G@ coedge                   А > Б В $      coedge                   z Г > _ Д      edge                   Еvб]▐ь√? `-DT√! @ ^ Ж unknown  vertex                   { Зstraight curve                  мЦ@Ж √o'┐Ч@иУ└Ё┐ ftreemeg attrib                    @жю█tV^╦┬є═ face И                   V       Й plane surface                  Y▒Є`╠╞Ц@Ж╟о&БЧ@иУ└Ё?Ё? ftreemeg attrib                    Dжю█ tV^╦┬є═ face К              Л М       Н  loop                        О D cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   П Р С Т E      coedge                   У G Р Ф *      coedge                   G У H o *      coedge                   J С G m $      edge                   p└ ХА G Ц unknown  coedge                   I H Ч Ш       edge                   ЩH     └ pиУ@ k Ъ unknown  vertex                   o Ыstraight curve                  Ц@мооХфЦЧ@иУ└Ё?  coedge                   Ч P L s V      edge                   t-DT√! └ R-DT√!∙┐ L Ь unknown  vertex                   s Эstraight curve                  Ц@мооХф*Ч@Ё┐  point                  Ц@мооХф*Ч@иУ└straight curve                  TпЩК╠Ц@мооХфЧ@TпЩК╠@═;fЮац?╠;fЮац?  point                   Ц@мооХфЧ@Д     @ coedge                   U Ю Я а V      coedge                   Я ^ Y { Д      edge                   |Ё    G└ `иУ@ Y б tangent  vertex                   а вstraight curve                  мЦ@Р╫┴ {Ч@Ї    G@Ё┐ p]Юb══┴ авaяg══Aftreemeg attrib                    [жю█tV^╦┬є═plane surface                  мЦ@Щч╘uЧ@Ё┐АААЁ?А  coedge                   г ] д е $      coedge                   ж з ] В и      edge                   й Е.Ч■v█╪F@ Б к unknown  coedge                   ^ Я ж л Д      loop                        ^ м  vertex                   л нellipse curve                  ╚Ц@Ж √o'┐Ч@иУ└Ё?@Ё?  point                  мЦ@Ж √o'┐Ч@иУ└ftreemeg attrib                    cжю█tV^╦┬є═plane surface                  Ф╖╠зтЗЦ@Ж╟о&БЧ@pЄЦ∙T№B@╠;fЮац┐═;fЮац?═;fЮац?╠;fЮац? ftreemeg attrib                    fжю█ tV^╦┬є═ face о              п ░       ▒  loop                        ▓ f plane surface                  VЦ@мооХфЧ@Ё┐Ё┐АА  coedge                   │ ┤ ╡ ╢ g      coedge                   ╖ i ┤ ╕ E      coedge                   i ╖ j Ф E      coedge                   l ╡ i Т $      edge                   Х ╣;@ i ║ unknown  coedge                   k j ╗ ╝ *      edge                   ╜ ХиУ@ Р ╛ unknown  vertex                   Ф ┐straight curve                  ЁХ@мооХфЦЧ@иУ└Ё┐АА  coedge                   ╗ r n Ш V      edge                   ЩА╔∙┐Ї"└ t@ ЄЕ1@ n └ unknown  vertex                   Ш ┴straight curve                  Ц@мооХфЦЧ@Ё┐  point                  Ц@мооХфЦЧ@иУ└ellipse curve                   Ц@мооХф*Ч@Д     @╠;fЮац?А═;fЮац┐@      @═;fЮац?  point                  Ц@мооХф*Ч@      @ coedge                   y ┬ ├ ─ V      coedge                   Г z y а Д      edge                   ┼{б]▐ь√? |-DT√! @ Я ╞ unknown straight curve                  мЦ@Ж √o'┐Ч@Ё┐  point                  мЦ@Ж √o'┐Ч@Ё    G@ coedge                   ╟ А ╚ ╔ $      coedge                   ╩ ╦ А е ╠      edge                   ═ йvб]▐ь√? д ╬ unknown  coedge                   ├ Б Г л и      coedge                   Б ├ ╩ ╧ и      loop                        Б ╨  vertex                   ╧ ╤straight curve                  m4J#wЧ@еЯ╔пw·Ч@иУ└БМЛГя┐3s ~:╞┐  edge                   ┼╧пНFidJ└ ЕиУ@ Г ╥ tangent  face ╙              [ Д       ╘  point                  m4J#├Ц@К║┌Ч@иУ└ftreemeg attrib                    Лжю█ tV^╦┬є═ face ╒              ╓ ╫       ╪  loop                        ┘ Л cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   ┌ █ ▄ ▌ М      coedge                   ▐ О █ ▀ g      coedge                   О ▐ П ╕ g      coedge                   С ▄ О ╢ $      edge                   ╣-DT√! └ р-DT√!∙┐ О с unknown  coedge                   Р П т у E      edge                   ф ╣иУ@ ┤ х tangent  vertex                   ╕ цstraight curve                  ЁХ@мооХфЦЧ@иУ└Ё┐  coedge                   т Ч У ╝ V      edge                   ╜ ЩМ;fЮа@ У ч unknown  vertex                   ╝ шstraight curve                  ЁХ@мооХфЦЧ@Ё┐  point                  ЁХ@мооХфЦЧ@иУ└straight curve                  Ц@╗.^№pЧ@H     @Ё?А ╬Люg══┴ Btрb══A point                  Ц@мооХфЦЧ@H     @ coedge                   Ю щ ъ ы V      coedge                   з ж Ю ─ и      edge                   ь{Ъ ╡ТU└ ┼ц>p╞ё(6└ ├ э unknown  vertex                   ─ юellipse curve                  ╚Ц@Ж √o'┐Ч@я     J@╠;fЮац┐═;fЮац?@■     @╬;fЮац?  coedge                   я г Ё ё $      coedge                   Є є г ╔ Ї      edge                   їА@└ ═ ╚ Ў unknown  coedge                   ъ д з ╧ ╠      coedge                   д ъ Є ў ╠      loop                        д °  vertex                   ў ∙ellipse curve                  |Ч@мооХф▐Ч@иУ└Ё?@Ё?  edge                   ьш╫Fг4rX└ йиУ@ з · tangent  face √              м и       №  point                  m4J#wЧ@еЯ╔пw·Ч@иУ└straight curve                  m4J#├Ц@К║┌Ч@Ё┐ ftreemeg attrib                    мжю█tV^╦┬є═cone surface                  ╚Ц@Ж √o'┐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    пжю█ tV^╦┬є═ face ¤              ■           loop                         п plane surface                  ╝Ц@Шч╘uЧ@Ё?Ё┐  coedge                       ░      coedge                    ▓   М      coedge                   ▓  │ ▀ М      coedge                   ╡  ▓ ▌ $      edge                   р АB@ ▓  unknown  coedge                   ┤ │   g      edge                   Д     └ риУ@ █  tangent  vertex                   ▀ ellipse curve                   Ц@мооХф*Ч@иУ└Ё?@Ё?  coedge                    ╗ ╖ у V      edge                   ╜А╔∙┐Ї"└ ф@ ЄЕ1@ ╖  unknown  vertex                   у straight curve                  ЁХ@мооХф*Ч@Ё┐  point                  ЁХ@мооХф*Ч@иУ└straight curve                  ЁХ@мооХфЦЧ@═;fЮац?╠;fЮац?  point                  ЁХ@мооХфЦЧ@ coedge                   ┬    V      coedge                   ╦ ╩ ┬ ы ╠      edge                    ьwб]▐ь√? ъ  unknown  vertex                   ы straight curve                  h╩ёДЦ@И▓m├╧Ч@·L┘"ЮB@cС┤tц┐Vw╟`м┐┐bС┤tц┐ ╚▓@KП<╒┴ ╖ZС<╒A point                  m4J#├Ц@К║┌Ч@╧пНFidJ@ coedge                    ╟   $      coedge                     ╟ ё       edge                    ї@ Ё  unknown  coedge                    ╚ ╦ ў Ї      coedge                   ╚    Ї      loop                        ╚   vertex                    !straight curve                  ШЧ@мооХф▐Ч@иУ└Ё?  edge                   °    Z└ ═иУ@ ╦ " tangent  face #              ╨ ╠       $  point                  ШЧ@мооХф▐Ч@иУ└straight curve                  m4J#wЧ@еЯ╔пw·Ч@Ё┐ ftreemeg attrib                    ╨жю█tV^╦┬є═plane surface                  m4J#Ч@Т╪яЩъЧ@3s ~:╞┐БМЛГя?БМЛГя?3s ~:╞?А ftreemeg attrib                    ╓жю█ tV^╦┬є═ face %              & '       (  loop                        ) ╓ cone surface                  ╚Ц@Е √o'┐Ч@Ё┐@Ё? Ё┐@  coedge                   * + , - ╫      coedge                   . ┘ + / ░      coedge                   ┘ . ┌  ░      coedge                   ▄ , ┘  $      edge                   -DT√!∙┐ 0 ┘ 1 unknown  coedge                   █ ┌ 2 3 М      edge                   4Ё     E└ иУ@  5 tangent  vertex                    6straight curve                   Ц@мооХфЧ@иУ└Ё?  coedge                   2 т ▐  V      edge                   ф-DT√! └ -DT√!∙┐ ▐ 7 unknown  vertex                    8straight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@иУ└straight curve                  ЁХ@╗.^№pЧ@7╜Ё┐ Btрb══┴ ╬Люg══A point                  ЁХ@мооХф*Ч@ coedge                   щ 9 : ; V      coedge                   є Є щ  Ї      edge                   └ф№▀ ·3└ <А6@ф *@  = unknown  vertex                    >ellipse curve                  |Ч@мооХф▐Ч@ў    ┐X@╠;fЮац┐═;fЮац?@■     @╬;fЮац?  point                  m4J#wЧ@еЯ╔пw·Ч@ш╫Fг4rX@ coedge                   ? я @ A $      coedge                   B C я  D      edge                   E р    @@  F unknown  coedge                   : Ё є        coedge                   Ё : B G       loop                        Ё H  vertex                   G Istraight curve                  ИЧ@мооХфZЧ@иУ└Ё?  edge                   <АZ└ їиУ@ є J unknown  face K              ° Ї       L  point                  ШЧ@мооХфZЧ@иУ└straight curve                  ШЧ@мооХф▐Ч@Ё┐ ftreemeg attrib                    °жю█tV^╦┬є═cone surface                  |Ч@мооХф▐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    ■жю█tV^╦┬є═ face M              N O       P  loop                        Q ■ plane surface                  э.ДНъЧ@Ш)W╫┌Ч@3s ~:╞?БМЛГя┐БМЛГя┐3s ~:╞┐А  coedge                   R S T U        coedge                   V  S W ╫      coedge                    V  / ╫      coedge                    T  - $      edge                   0 ;ОI[ИB└ X  Y unknown  coedge                     Z [ ░      edge                   \Ё    I└ 0иУ@ + ] tangent  vertex                   / ^ellipse curve                  аЦ@мооХф*Ч@иУ└Ё?@Ё?  coedge                   Z   3 V      edge                   ЗQ╜f*2@ 4<Єю╠┘ЬK@  _ unknown  vertex                   3 `straight curve                  аЦ@мооХфЧ@Ё┐  point                  аЦ@мооХфЧ@иУ└ellipse curve                   Ц@мооХф*Ч@Д     @╠;fЮац┐═;fЮац?@■     @╬;fЮац?  point                   Ц@мооХфЧ@Д     @ coedge                    a b c V      coedge                      ;       edge                   dЩО╡ц°E@ <*vЕ│ ЇG@ : e unknown  vertex                   ; fstraight curve                  ШЧ@╗.^№ОЧ@∙    Z@Ё?А ╬Л▀ёg══┴ Bt b══A point                  ШЧ@мооХф▐Ч@°    Z@ coedge                   T  Q g $      coedge                   h i  A O      edge                   j╞б]▐ь√┐ E @ k unknown  coedge                   b   G D      coedge                    b h l D      loop                         N  vertex                   l mstraight curve                  ИЧ@лооХф▐Ч@иУ└Ё┐  edge                   d°    Y└ иУ@  n unknown  face o                      p  point                  ИЧ@мооХфZЧ@иУ└straight curve                  ШЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    жю█tV^╦┬є═plane surface                  ШЧ@мооХфЬЧ@Ё?Ё┐ ftreemeg attrib                    &жю█tV^╦┬є═ face q              H D       r  loop                        @ & cone surface                  |Ч@лооХф▐Ч@Ё┐@Ё? Ё┐@  coedge                   s t ? g '      coedge                   u ) t v        coedge                   ) u * W        coedge                   , ? ) U $      edge                   X-DT√! └ w╞б]▐ь√┐ ) x unknown  coedge                   + * y z ╫      edge                   {Ё    I└ XиУ@ S | tangent  vertex                   W }straight curve                  ╝Ц@Е √o'┐Ч@иУ└Ё?  coedge                   y 2 . [ V      edge                   4-DT√!∙┐ \ . ~ unknown  vertex                   [ straight curve                  ╝Ц@мооХф*Ч@Ё┐  point                  ╝Ц@мооХф*Ч@иУ└straight curve                  TпЩК╠Ц@мооХфЧ@TпЩК╠@═;fЮац?╠;fЮац?  point                  аЦ@мооХфЧ@Ё     E@ coedge                   9 А Б В V      coedge                   C B 9 c D      edge                   ГАф№▀ ·3└ dА6@ф *@ b Д unknown  vertex                   c Еstraight curve                  :╓ЪуЧ@мооХфZЧ@иcн9■R@═;fЮац?╠;fЮац?  point                  ШЧ@мооХфZЧ@АZ@ edge                   w j.Ч■v█╪F@ Q Ж unknown  coedge                   Б @ C l O      coedge                   @ Б s З O      vertex                   З Иellipse curve                  |Ч@лооХф▐Ч@иУ└ААЁ┐@Ё?  edge                   Гў    Y└ EиУ@ C Й tangent  point                  ИЧ@лооХф▐Ч@иУ└straight curve                  ИЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    Hжю█tV^╦┬є═plane surface                  РЧ@мооХфZЧ@Ё┐Ё┐АА ftreemeg attrib                    Nжю█tV^╦┬є═plane surface                  ИЧ@мооХфЬЧ@Ё┐АААЁ?А  coedge                   К Q i З '      coedge                   Q К R v '      coedge                   S R Л М        edge                   НП▌Е░Q╜J└ wиУ@ t О tangent  vertex                   v Пellipse curve                  ╚Ц@Е √o'┐Ч@иУ└ААЁ┐@Ё?  coedge                   Л Z V z V      edge                   {А=R╬Ц1└ \└8╩─ 4@ V Р unknown  vertex                   z Сstraight curve                  ╝Ц@Е √o'┐Ч@Ё┐  point                  ╝Ц@Е √o'┐Ч@иУ└ellipse curve                  аЦ@мооХф*Ч@Ё     E@╠;fЮац┐═;fЮац?@■     @╬;fЮац?  point                  ╝Ц@мооХф*Ч@Ё    I@ coedge                   a Л К Т V      coedge                   i h a В O      edge                   ГА У╒б]▐ь√? Б Ф unknown  vertex                   В Хstraight curve                  ИЧ@╗.^№ОЧ@°    Y@Ё┐ Bt b══┴ ╬Л▀ёg══A point                  ИЧ@мооХфZЧ@°    Y@straight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@иУ└БМЛГя?3s ~:╞?  edge                   У╟юB╪иЮX└ jиУ@ i Ц tangent  point                  э.ДНъyЧ@_ъ╡ъЧ@иУ└straight curve                  ИЧ@лооХф▐Ч@Ё┐  coedge                   t s А Т '      coedge                   А y u М V      edge                   Н╒б]▐ь√? {-DT√! @ u Ч unknown  vertex                   М Шstraight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ё┐  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@иУ└straight curve                  ╝Ц@П╫┴ {Ч@Ї    I@Ё?А авaяg══┴ p]Юb══A point                  ╝Ц@Е √o'┐Ч@Ё    I@ edge                   Н▄HеМ╢е6@ УЕ╜'<ц▒U@ К Щ unknown  vertex                   Т Ъellipse curve                  |Ч@лооХф▐Ч@ў    ┐X@╠;fЮац?А═;fЮац┐@      @═;fЮац?  point                  ИЧ@лооХф▐Ч@ў    Y@straight curve                  э.ДНъyЧ@_ъ╡ъЧ@Ё┐ ellipse curve                  ╚Ц@Е √o'┐Ч@я     J@╠;fЮац?А═;fЮац┐@      @═;fЮац?  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@П▌Е░Q╜J@straight curve                  ZЦh#ZЖЦ@УяIА├┐Ч@A╦mD╦B@cС┤tц?Vw╟`м┐?bС┤tц? Лр$ZС<╒┴ RЙ KП<╒A point                  э.ДНъyЧ@_ъ╡ъЧ@╟юB╪иЮX@ End-of-ACIS-dataGЇ    Ё?Ё?Ё┐Ў╝Ё?я{ACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                               lump                          shell                                     face                        ftreemeg attrib                    жю█tV^╦┬є═ face                      loop                         cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё┐@ ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                          plane surface                  VЦ@мооХфЧ@АЁ?Ё?  coedge                            ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                         cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё┐@  coedge                            coedge                           coedge                    ! "       coedge                   #   $      edge                   % &-DT√!∙? ' unknown ftreemeg attrib                    жю█tV^╦┬є═ face (              ) *       +  loop                        ,  plane surface                  Ц@мооХф`Ч@Ё?Ё┐  coedge                   - . / 0       coedge                   1  . 2      coedge                    1       coedge                    /   $      edge                   &АB└ 3А  4 unknown  coedge 5                6 7       edge                   8 &иУ@  9 tangent  coedge                   : ;  " <      edge                   = %иУ@  > tangent  coedge                   ?  ; @ $      loop                         A  vertex                   " B vertex                   Cellipse curve                  аЦ@мооХф*Ч@иУ└ААЁ┐@Ё? ftreemeg attrib                    жю█tV^╦┬є═ face D              E F       G  loop                        H  plane surface                  °Х@мооХфЦЧ@АЁ?Ё?  coedge                   I J K L       coedge                   M  J N       coedge                    M  2       coedge                    K  0 $      edge                   3-DT√!∙? O-DT√! @  P unknown  coedge Q                R S      edge                   T 3иУ@ . U tangent  vertex                   2 Vstraight curve                   Ц@мооХфЧ@иУ└Ё┐АА tagsys attrib                    ею┼  coedge                   R W  7 X      edge Y              8-DT√!∙┐ =  Z unknown  vertex [              7 \straight curve                  аЦ@мооХфЧ@Ё┐  coedge ]              ^ ! W _ <      coedge                   ! ^ # @ <      loop                        ; `  vertex a              _ bstraight curve                  мЦ@мооХф*Ч@Ё┐  coedge                   c # d e $      edge                   f %@;ОI[ИB@ ; g unknown  face h              i $       j  point                  мЦ@мооХф*Ч@иУ└ point                  аЦ@мооХфЧ@иУ└ftreemeg attrib                    )жю█tV^╦┬є═ face k              l m       n  loop                        o ) plane surface                  ЁХ@мооХф`Ч@Ё┐АААЁ?А  coedge                   p q r s *      coedge                   t , q u       coedge                   , t - N       coedge                   / r , L $      edge                   O;└ v , w unknown  coedge x              . - y z       edge                   { OиУ@ J | tangent  vertex                   N }ellipse curve                   Ц@мооХф*Ч@иУ└ААЁ┐@Ё? tagsys attrib                    1ею┼ 1 coedge                   y 6 1 S X      edge ~              T 8АB@ 1  unknown  vertex А              S Бstraight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@иУ└ coedge                   6 В : _ X      loop                        W i tagsys attrib                    7ею┼ 7ellipse curve                  аЦ@мооХф*Ч@Ё?@Ё? tagsys attrib                    8ею┼ 8 point                  аЦ@мооХфЧ@tagsys attrib                    :ею┼ : coedge                   ; : Г Д <      edge Е              Ж =@;ОI[ИB@ : З unknown  face И              A <       Й tagsys attrib                    =ею┼ = point                  мЦ@мооХф*Ч@ coedge                   К ? Л М $      coedge                   Г Н ? e О      edge                   Пvб]▐ь√? f-DT√! @ d Р unknown  vertex                   Д Сstraight curve                  мЦ@Ж √o'┐Ч@иУ└Ё┐ ftreemeg attrib          Т      Aжю█tV^╦┬є═ face У                   X       Ф plane surface                  Y▒Є`╠╞Ц@Ж╟о&БЧ@иУ└Ё?Ё? ftreemeg attrib                    Eжю█ tV^╦┬є═ face Х              Ц Ч       Ш  loop                        Щ E cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   Ъ Ы Ь Э F      coedge                   Ю H Ы Я *      coedge                   H Ю I u *      coedge                   K Ь H s $      edge                   v└ аА H б unknown  coedge в              J I г д       edge                   е vиУ@ q ж unknown  vertex                   u зstraight curve                  Ц@мооХфЦЧ@иУ└Ё? tagsys attrib                    Mею┼ M coedge                   г R M z X      edge и              {-DT√! └ T-DT√!∙┐ M й unknown  vertex к              z лstraight curve                  Ц@мооХф*Ч@Ё┐  point                  Ц@мооХф*Ч@иУ└tagsys attrib                    Sею┼ Sstraight curve                   Ц@мооХфЧ@Ё? tagsys attrib                    Tею┼ T point                   Ц@мооХфЧ@ coedge                   W м н о X      coedge                   н d ^ Д О      edge                   Ж fиУ@ ^ п tangent tagsys attrib                    _ею┼ _ vertex ░              о ▒straight curve                  мЦ@Ж √o'┐Ч@Ё┐ ftreemeg attrib                    `жю█tV^╦┬є═plane surface                  мЦ@Щч╘uЧ@Ё┐АААЁ?А  coedge                   ▓ c │ ┤ $      coedge                   ╡ ╢ c М ╖      edge                   ╕ П.Ч■v█╪F@ Л ╣ unknown  coedge                   d н ╡ ║ О      loop                        d ╗  vertex                   ║ ╝ellipse curve                  ╚Ц@Ж √o'┐Ч@иУ└Ё?@Ё?  point                  мЦ@Ж √o'┐Ч@иУ└tagsys attrib               h Aею┼ Aftreemeg attrib                    iжю█tV^╦┬є═plane surface                  Y▒Є`╠╞Ц@Ж╟о&БЧ@Ё?Ё? ftreemeg attrib                    lжю█ tV^╦┬є═ face ╜              ╛ ┐       └  loop                        ┴ l plane surface                  VЦ@мооХфЧ@Ё┐Ё┐АА  coedge                   ┬ ├ ─ ┼ m      coedge                   ╞ o ├ ╟ F      coedge                   o ╞ p Я F      coedge                   r ─ o Э $      edge                   а ╚;@ o ╔ unknown  coedge ╩              q p ╦ ╠ *      edge                   ═ аиУ@ Ы ╬ unknown  vertex                   Я ╧straight curve                  ЁХ@мооХфЦЧ@иУ└Ё┐АА tagsys attrib                    tею┼ t coedge                   ╦ y t д X      edge ╨              е {;@ t ╤ unknown  vertex ╥              д ╙straight curve                  Ц@мооХфЦЧ@Ё┐  point                  Ц@мооХфЦЧ@иУ└tagsys attrib                    zею┼ zellipse curve                   Ц@мооХф*Ч@Ё?@Ё? tagsys attrib                    {ею┼ { point                  Ц@мооХф*Ч@ coedge                   В ╘ ╒ ╓ X      coedge ╫              Н Г В о О      edge ╪              ┘vб]▐ь√? Ж-DT√! @ н ┌ unknown straight curve                  мЦ@Ж √o'┐Ч@Ё┐ tagsys attrib                    Жею┼ Ж point                  мЦ@Ж √o'┐Ч@ coedge                   █ К ▄ ▌ $      coedge                   ▐ ▀ К ┤ р      edge                   с ╕vб]▐ь√? │ т unknown  coedge                   ╒ Л Н ║ ╖      coedge                   Л ╒ ▐ у ╖      loop                        Л ф  vertex                   у хstraight curve                  m4J#wЧ@еЯ╔пw·Ч@иУ└БМЛГя┐3s ~:╞┐  edge                   ┘ ПиУ@ Н ц tangent  face ч              ` О       ш  point                  m4J#├Ц@К║┌Ч@иУ└ftreemeg attrib                    Цжю█ tV^╦┬є═ face щ              ъ ы       ь  loop                        э Ц cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   ю я Ё ё Ч      coedge                   Є Щ я є m      coedge                   Щ Є Ъ ╟ m      coedge                   Ь Ё Щ ┼ $      edge                   ╚-DT√! └ Ї-DT√!∙┐ Щ ї unknown  coedge Ў              Ы Ъ ў ° F      edge                   ∙ ╚иУ@ ├ · tangent  vertex                   ╟ √straight curve                  ЁХ@мооХфЦЧ@иУ└Ё┐ tagsys attrib                    Юею┼ Ю coedge                   ў г Ю ╠ X      edge №              ═ е@ Ю ¤ unknown  vertex ■              ╠  straight curve                  ЁХ@мооХфЦЧ@Ё┐  point                  ЁХ@мооХфЦЧ@иУ└tagsys attrib                    дею┼ дstraight curve                  Ц@мооХфЦЧ@Ё┐ tagsys attrib                    еею┼ е point                  Ц@мооХфЦЧ@ coedge                   м    X      coedge               ╢ ╡ м ╓ ╖      edge                ┘.Ч■v█╪F@ ╒  unknown tagsys attrib                    нею┼ нtagsys attrib                    оею┼ о vertex               ╓ ellipse curve                  ╚Ц@Ж √o'┐Ч@Ё?@Ё?  coedge                    ▓   $      coedge                     ▓ ▌       edge                   А@└ с ▄  unknown  coedge                    │ ╢ у р      coedge                   │    р      loop                        │   vertex                    ellipse curve                  |Ч@мооХф▐Ч@иУ└Ё?@Ё?  edge                    ╕иУ@ ╢  tangent  face               ╗ ╖         point                  m4J#wЧ@еЯ╔пw·Ч@иУ└straight curve                  m4J#├Ц@К║┌Ч@Ё┐ ftreemeg attrib                    ╗жю█tV^╦┬є═cone surface                  ╚Ц@Ж √o'┐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    ╛жю█ tV^╦┬є═ face                         loop                         ╛ plane surface                  ╝Ц@Шч╘uЧ@Ё?Ё┐  coedge                       ┐      coedge                    ┴  ! Ч      coedge                   ┴  ┬ є Ч      coedge                   ─  ┴ ё $      edge                   Ї "АB@ ┴ # unknown  coedge $              ├ ┬ % & m      edge                   ' ЇиУ@ я ( tangent  vertex                   є )ellipse curve                   Ц@мооХф*Ч@иУ└Ё?@Ё? tagsys attrib                    ╞ею┼ ╞ coedge                   % ╦ ╞ ° X      edge *              ═ ∙;@ ╞ + unknown  vertex ,              ° -straight curve                  ЁХ@мооХф*Ч@Ё┐  point                  ЁХ@мооХф*Ч@иУ└tagsys attrib                    ╠ею┼ ╠straight curve                  ЁХ@мооХфЦЧ@Ё? tagsys attrib                    ═ею┼ ═ point                  ЁХ@мооХфЦЧ@ coedge                   ╘ . / 0 X      coedge 1              ▀ ▐ ╘  р      edge 2              3 vб]▐ь√?  4 unknown tagsys attrib                    ╒ею┼ ╒tagsys attrib                    ╓ею┼ ╓ vertex 5               6straight curve                  m4J#wЧ@еЯ╔пw·Ч@БМЛГя┐3s ~:╞┐ tagsys attrib                    ┘ею┼ ┘ point                  m4J#├Ц@К║┌Ч@ coedge                   7 █ 8 9 $      coedge                   : ; █  <      edge                   = @  > unknown  coedge                   / ▄ ▀        coedge                   ▄ / : ?       loop                        ▄ @  vertex                   ? Astraight curve                  ШЧ@мооХф▐Ч@иУ└Ё?  edge                   3 сиУ@ ▀ B tangent  face C              ф р       D  point                  ШЧ@мооХф▐Ч@иУ└straight curve                  m4J#wЧ@еЯ╔пw·Ч@Ё┐ ftreemeg attrib                    фжю█tV^╦┬є═plane surface                  m4J#Ч@Т╪яЩъЧ@3s ~:╞┐БМЛГя?БМЛГя?3s ~:╞?А ftreemeg attrib                    ъжю█ tV^╦┬є═ face E              F G       H  loop                        I ъ cone surface                  ╚Ц@Е √o'┐Ч@Ё┐@Ё? Ё┐@  coedge                   J K L M ы      coedge                   N э K O ┐      coedge                   э N ю ! ┐      coedge                   Ё L э  $      edge                   "-DT√!∙┐ P э Q unknown  coedge R              я ю S T Ч      edge                   U "иУ@  V tangent  vertex                   ! Wstraight curve                   Ц@мооХфЧ@иУ└Ё? tagsys attrib                    Єею┼ Є coedge                   S ў Є & X      edge X              ∙-DT√! └ '-DT√!∙┐ Є Y unknown  vertex Z              & [straight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@иУ└tagsys attrib                    °ею┼ °straight curve                  ЁХ@мооХфЦЧ@Ё┐ tagsys attrib                    ∙ею┼ ∙ point                  ЁХ@мооХф*Ч@ coedge                    \ ] ^ X      coedge _                 0       edge `              3 aА@@ / b unknown tagsys attrib                    ею┼ tagsys attrib                    ею┼  vertex c              0 dellipse curve                  |Ч@мооХф▐Ч@Ё?@Ё? tagsys attrib                    ею┼  point                  m4J#wЧ@еЯ╔пw·Ч@ coedge                   e  f g $      coedge                   h i  9 j      edge                   k =р    @@ 8 l unknown  coedge                   ]   ? <      coedge                    ] h m <      loop                         n  vertex                   m ostraight curve                  ИЧ@мооХфZЧ@иУ└Ё?  edge                   a иУ@  p unknown  face q                      r  point                  ШЧ@мооХфZЧ@иУ└straight curve                  ШЧ@мооХф▐Ч@Ё┐ ftreemeg attrib                    жю█tV^╦┬є═cone surface                  |Ч@мооХф▐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    жю█tV^╦┬є═ face s              t u       v  loop                        w  plane surface                  э.ДНъЧ@Ш)W╫┌Ч@3s ~:╞?БМЛГя┐БМЛГя┐3s ~:╞┐А  coedge                   x y z {       coedge                   |  y } ы      coedge                    |  O ы      coedge                    z  M $      edge                   P ;ОI[ИB└ ~   unknown  coedge А                Б В ┐      edge                   Г PиУ@ K Д tangent  vertex                   O Еellipse curve                  аЦ@мооХф*Ч@иУ└Ё?@Ё? tagsys attrib                    ею┼  coedge                   Б %  T X      edge Ж              ' UАB@  З unknown  vertex И              T Йstraight curve                  аЦ@мооХфЧ@Ё┐  point                  аЦ@мооХфЧ@иУ└tagsys attrib                    &ею┼ &ellipse curve                   Ц@мооХф*Ч@Ё?@Ё? tagsys attrib                    'ею┼ ' point                   Ц@мооХфЧ@ coedge                   . К Л М X      coedge Н              ; : . ^ <      edge О              П a@ ] Р unknown tagsys attrib                    /ею┼ /tagsys attrib                    0ею┼ 0 vertex С              ^ Тstraight curve                  ШЧ@мооХф▐Ч@Ё┐ tagsys attrib                    3ею┼ 3 point                  ШЧ@мооХф▐Ч@ coedge                   z 7 w У $      coedge                   Ф Х 7 g u      edge                   Ц╞б]▐ь√┐ k f Ч unknown  coedge                   Л 8 ; m j      coedge                   8 Л Ф Ш j      loop                        8 t  vertex                   Ш Щstraight curve                  ИЧ@лооХф▐Ч@иУ└Ё┐  edge                   П =иУ@ ; Ъ unknown  face Ы              @ <       Ь  point                  ИЧ@мооХфZЧ@иУ└straight curve                  ШЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    @жю█tV^╦┬є═plane surface                  ШЧ@мооХфЬЧ@Ё?Ё┐ ftreemeg attrib                    Fжю█tV^╦┬є═ face Э              n j       Ю  loop                        f F cone surface                  |Ч@лооХф▐Ч@Ё┐@Ё? Ё┐@  coedge                   Я а e У G      coedge                   б I а в       coedge                   I б J }       coedge                   L e I { $      edge                   ~-DT√! └ г╞б]▐ь√┐ I д unknown  coedge е              K J ж з ы      edge                   и ~иУ@ y й tangent  vertex                   } кstraight curve                  ╝Ц@Е √o'┐Ч@иУ└Ё? tagsys attrib                    Nею┼ N coedge                   ж S N В X      edge л              U-DT√!∙┐ Г N м unknown  vertex н              В оstraight curve                  ╝Ц@мооХф*Ч@Ё┐  point                  ╝Ц@мооХф*Ч@иУ└tagsys attrib                    Tею┼ Tstraight curve                   Ц@мооХфЧ@Ё? tagsys attrib                    Uею┼ U point                  аЦ@мооХфЧ@ coedge                   \ п ░ ▒ X      coedge ▓              i h \ М j      edge │              ┤ Пр    @@ Л ╡ unknown tagsys attrib                    ]ею┼ ]tagsys attrib                    ^ею┼ ^ vertex ╢              М ╖straight curve                  ИЧ@мооХфZЧ@Ё? tagsys attrib                    aею┼ a point                  ШЧ@мооХфZЧ@ edge                   г Ц.Ч■v█╪F@ w ╕ unknown  coedge                   ░ f i Ш u      coedge                   f ░ Я ╣ u      vertex                   ╣ ║ellipse curve                  |Ч@лооХф▐Ч@иУ└ААЁ┐@Ё?  edge                   ┤ kиУ@ i ╗ tangent  point                  ИЧ@лооХф▐Ч@иУ└straight curve                  ИЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    nжю█tV^╦┬є═plane surface                  РЧ@мооХфZЧ@Ё┐Ё┐АА ftreemeg attrib                    tжю█tV^╦┬є═plane surface                  ИЧ@мооХфЬЧ@Ё┐АААЁ?А  coedge                   ╝ w Х ╣ G      coedge                   w ╝ x в G      coedge ╜              y x ╛ ┐       edge                   └ гиУ@ а ┴ tangent  vertex                   в ┬ellipse curve                  ╚Ц@Е √o'┐Ч@иУ└ААЁ┐@Ё? tagsys attrib                    |ею┼ | coedge                   ╛ Б | з X      edge ├              и Г ;ОI[ИB@ | ─ unknown  vertex ┼              з ╞straight curve                  ╝Ц@Е √o'┐Ч@Ё┐  point                  ╝Ц@Е √o'┐Ч@иУ└tagsys attrib                    Вею┼ Вellipse curve                  аЦ@мооХф*Ч@Ё?@Ё? tagsys attrib                    Гею┼ Г point                  ╝Ц@мооХф*Ч@ coedge                   К ╛ ╝ ╟ X      coedge ╚              Х Ф К ▒ u      edge ╔              ┤ ╩╞б]▐ь√? ░ ╦ unknown tagsys attrib                    Лею┼ Лtagsys attrib                    Мею┼ М vertex ╠              ▒ ═straight curve                  ИЧ@лооХф▐Ч@Ё┐ tagsys attrib                    Пею┼ П point                  ИЧ@мооХфZЧ@straight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@иУ└БМЛГя?3s ~:╞?  edge                   ╩ ЦиУ@ Х ╬ tangent  point                  э.ДНъyЧ@_ъ╡ъЧ@иУ└straight curve                  ИЧ@лооХф▐Ч@Ё┐  coedge ╧              а Я п ╟ G     tagsys attrib                    бею┼ б coedge                   п ж б ┐ X      edge ╨              └╞б]▐ь√? и-DT√! @ б ╤ unknown  vertex ╥              ┐ ╙straight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ё┐  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@иУ└tagsys attrib                    зею┼ зstraight curve                  ╝Ц@Е √o'┐Ч@Ё┐ tagsys attrib                    иею┼ и point                  ╝Ц@Е √o'┐Ч@ edge ╘              └ ╩.Ч■v█╪F@ ╝ ╒ unknown tagsys attrib                    ░ею┼ ░tagsys attrib                    ▒ею┼ ▒ vertex ╓              ╟ ╫ellipse curve                  |Ч@лооХф▐Ч@Ё?@Ё? tagsys attrib                    ┤ею┼ ┤ point                  ИЧ@лооХф▐Ч@straight curve                  э.ДНъyЧ@_ъ╡ъЧ@Ё┐ tagsys attrib                    ╝ею┼ ╝tagsys attrib                    ┐ею┼ ┐ellipse curve                  ╚Ц@Е √o'┐Ч@Ё?@Ё? tagsys attrib                    └ею┼ └ point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@tagsys attrib                    ╟ею┼ ╟straight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@БМЛГя?3s ~:╞? tagsys attrib                    ╩ею┼ ╩ point                  э.ДНъyЧ@_ъ╡ъЧ@ End-of-ACIS-data иУ└Ё?U Ё?АЁ?Аї     @АмЦ@Ж √o'┐Ч@ мЦ@мооХф*Ч@мЦ@Ж √o'┐Ч@мЦ@мооХф*Ч@ аЦ@мооХфЧ@аЦ@мооХф*Ч@@-DT√!∙┐  Ц@мооХфЧ@ Ц@мооХфЧ@аЦ@мооХфЧ@ Ц@мооХф*Ч@ Ц@мооХф*Ч@@-DT√! @-DT√!∙┐ Ц@мооХфЦЧ@Ц@мооХфЦЧ@Ц@мооХф*Ч@ ЁХ@мооХфЦЧ@ЁХ@мооХфЦЧ@Ц@мооХфЦЧ@ ЁХ@мооХф*Ч@ЁХ@мооХфЦЧ@ЁХ@мооХф*Ч@  Ц@мооХфЧ@ Ц@мооХф*Ч@@-DT√! @-DT√!∙┐ аЦ@мооХфЧ@ Ц@мооХфЧ@аЦ@мооХфЧ@ ╝Ц@мооХф*Ч@ аЦ@мооХф*Ч@@-DT√!∙┐ ╝Ц@Е √o'┐Ч@ ╝Ц@Е √o'┐Ч@╝Ц@мооХф*Ч@ э.ДНъ┼Ц@Ё╨O─°╩Ч@ ╚Ц@Е √o'┐Ч@@╞б]▐ь√?-DT√! @ э.ДНъyЧ@_ъ╡ъЧ@э.ДНъ┼Ц@Ё╨O─°╩Ч@э.ДНъyЧ@_ъ╡ъЧ@ ИЧ@лооХф▐Ч@|Ч@лооХф▐Ч@@╞б]▐ь√? 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Ё┐@ ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                          plane surface                  VЦ@мооХфЧ@АЁ?Ё?  coedge                            ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                         cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё┐@  coedge                            coedge                           coedge                    ! "       coedge                   #   $      edge                   % &-DT√!∙? ' unknown ftreemeg attrib                    жю█tV^╦┬є═ face (              ) *       +  loop                        ,  plane surface                  Ц@мооХф`Ч@Ё?Ё┐  coedge                   - . / 0       coedge                   1  . 2      coedge                    1       coedge                    /   $      edge                   &HЄю╠┘ЬK└ 36R╜f*2└  4 unknown  coedge                     5 6       edge                   7Ё     E└ &XФ@  8 tangent  coedge                   9 :  " ;      edge                   <Ё    G└ %dФ@  = tangent  coedge                   >  : ? $      loop                         @  vertex                   " A vertex                   Bellipse curve                  аЦ@мооХф*Ч@XФ└╠;fЮац┐А═;fЮац┐@      └═;fЮац? ftreemeg attrib                    жю█tV^╦┬є═ face C              D E       F  loop                        G  plane surface                  °Х@мооХфЦЧ@АЁ?Ё?  coedge                   H I J K       coedge                   L  I M       coedge                    L  2       coedge                    J  0 $      edge                   3-DT√!∙? N-DT√! @  O unknown  coedge                     P Q      edge                   RД     └ 3─У@ . S tangent  vertex                   2 Tstraight curve                  TпЩК╠Ц@мооХфЧ@TпЩК╠╗У└═;fЮац┐А╠;fЮац?  coedge                   P U  6 V      edge                   7-DT√!∙┐ <А  W unknown  vertex                   6 Xstraight curve                  аЦ@мооХфЧ@Ё┐  coedge                   Y ! U Z ;      coedge                   ! Y # ? ;      loop                        : [  vertex                   Z \straight curve                  мЦ@мооХф*Ч@Ё┐  coedge                   ] # ^ _ $      edge                   `А=R╬Ц1└ %9╩─ 4@ : a unknown  face b              c $       d  point                  мЦ@мооХф*Ч@dФ└ point                  аЦ@мооХфЧ@XФ└ftreemeg attrib                    )жю█tV^╦┬є═ face e              f g       h  loop                        i ) plane surface                  ЁХ@мооХф`Ч@Ё┐АААЁ?А  coedge                   j k l m *      coedge                   n , k o       coedge                   , n - M       coedge                   / l , K $      edge                   N@ ЄЕ1└ pА╔∙┐Ї"@ , q unknown  coedge                   . - r s       edge                   t      └ N╕У@ I u tangent  vertex                   M vellipse curve                   Ц@мооХф*Ч@─У└╠;fЮац┐А═;fЮац┐@      └═;fЮац?  coedge                   r 5 1 Q V      edge                   RЗQ╜f*2@ 7<Єю╠┘ЬK@ 1 w unknown  vertex                   Q xstraight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@─У└ coedge                   5 y 9 Z V      loop                        U c ellipse curve                  аЦ@мооХф*Ч@Ё     E@╠;fЮац?А═;fЮац┐@      @═;fЮац?  point                  аЦ@мооХфЧ@Ё     E@ coedge                   : 9 z { ;      edge                   |А=R╬Ц1└ <9╩─ 4@ 9 } unknown  face ~              @ ;         point                  мЦ@мооХф*Ч@Ё    G@ coedge                   А > Б В $      coedge                   z Г > _ Д      edge                   Е{б]▐ь√? `-DT√! @ ^ Ж unknown  vertex                   { Зstraight curve                  мЦ@Р╫┴ {Ч@dФ└Ё┐ p]Юb══┴ авaяg══Aftreemeg attrib                    @жю█tV^╦┬є═ face И                   V       Й plane surface                  Ф╖╠зтЗЦ@Ж╟о&БЧ@Ф╖╠зт?Ф└╠;fЮац?═;fЮац?═;fЮац?╠;fЮац┐ ftreemeg attrib                    Dжю█ tV^╦┬є═ face К              Л М       Н  loop                        О D cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   П Р С Т E      coedge                   У G Р Ф *      coedge                   G У H o *      coedge                   J С G m $      edge                   pВ<fЮа└ Х G Ц unknown  coedge                   I H Ч Ш       edge                   ЩH     └ p╕У@ k Ъ unknown  vertex                   o Ыstraight curve                  Ц@╗.^№pЧ@╕У└Ё? ╬Люg══┴ Btрb══A coedge                   Ч P L s V      edge                   t-DT√! └ R-DT√!∙┐ L Ь unknown  vertex                   s Эstraight curve                  Ц@мооХф*Ч@Ё┐  point                  Ц@мооХф*Ч@╕У└straight curve                  TпЩК╠Ц@мооХфЧ@TпЩК╠@═;fЮац?╠;fЮац?  point                   Ц@мооХфЧ@Д     @ coedge                   U Ю Я а V      coedge                   Я ^ Y { Д      edge                   |Ё    G└ `dФ@ Y б tangent  vertex                   а вstraight curve                  мЦ@Р╫┴ {Ч@Ї    G@Ё┐ p]Юb══┴ авaяg══Aftreemeg attrib                    [жю█tV^╦┬є═plane surface                  мЦ@Щч╘uЧ@Ё┐АААЁ?А  coedge                   г ] д е $      coedge                   ж з ] В и      edge                   й.бЇB)}А└ ЕИзй_4°|└ Б к unknown  coedge                   ^ Я ж л Д      loop                        ^ м  vertex                   л нellipse curve                  ╚Ц@Ж √o'┐Ч@АФ└╠;fЮац?═;fЮац?@■     └╬;fЮац?  point                  мЦ@Ж √o'┐Ч@dФ└ftreemeg attrib                    cжю█tV^╦┬є═plane surface                  Ф╖╠зтЗЦ@Ж╟о&БЧ@pЄЦ∙T№B@╠;fЮац┐═;fЮац?═;fЮац?╠;fЮац? ftreemeg attrib                    fжю█ tV^╦┬є═ face о              п ░       ▒  loop                        ▓ f plane surface                  VЦ@мооХфЧ@Ё┐Ё┐АА  coedge                   │ ┤ ╡ ╢ g      coedge                   ╖ i ┤ ╕ E      coedge                   i ╖ j Ф E      coedge                   l ╡ i Т $      edge                   ХА╔∙┐Ї"└ ╣@ ЄЕ1@ i ║ unknown  coedge                   k j ╗ ╝ *      edge                   ╜ ХиУ@ Р ╛ unknown  vertex                   Ф ┐straight curve                  ЁХ@мооХфЦЧ@иУ└═;fЮац┐А╠;fЮац?  coedge                   ╗ r n Ш V      edge                   ЩА╔∙┐Ї"└ t@ ЄЕ1@ n └ unknown  vertex                   Ш ┴straight curve                  Ц@мооХфЦЧ@Ё┐  point                  Ц@мооХфЦЧ@╕У└ellipse curve                   Ц@мооХф*Ч@Д     @╠;fЮац?А═;fЮац┐@      @═;fЮац?  point                  Ц@мооХф*Ч@      @ coedge                   y ┬ ├ ─ V      coedge                   Г z y а Д      edge                   ┼{б]▐ь√? |-DT√! @ Я ╞ unknown straight curve                  мЦ@Ж √o'┐Ч@Ё┐  point                  мЦ@Ж √o'┐Ч@Ё    G@ coedge                   ╟ А ╚ ╔ $      coedge                   ╩ ╦ А е ╠      edge                   ═ й{б]▐ь√? д ╬ unknown  coedge                   ├ Б Г л и      coedge                   Б ├ ╩ ╧ и      loop                        Б ╨  vertex                   ╧ ╤straight curve                  >█2оС@┴{ЖVїЦ@"|╢e╠О└cС┤tц┐Vw╟`м┐┐bС┤tц? ╒GЧ╣П<╒┴ чфлТ<╒A edge                   ┼╧пНFidJ└ Еm4J#{Ф@ Г ╥ tangent  face ╙              [ Д       ╘  point                  m4J#├Ц@К║┌Ч@m4J#{Ф└ftreemeg attrib                    Лжю█ tV^╦┬є═ face ╒              ╓ ╫       ╪  loop                        ┘ Л cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   ┌ █ ▄ ▌ М      coedge                   ▐ О █ ▀ g      coedge                   О ▐ П ╕ g      coedge                   С ▄ О ╢ $      edge                   ╣-DT√! └ р-DT√!∙┐ О с unknown  coedge                   Р П т у E      edge                   ф ╣иУ@ ┤ х tangent  vertex                   ╕ цstraight curve                  ЁХ@╗.^№pЧ@иУ└Ё┐ Btрb══┴ ╬Люg══A coedge                   т Ч У ╝ V      edge                   ╜ ЩМ;fЮа@ У ч unknown  vertex                   ╝ шstraight curve                  ЁХ@мооХфЦЧ@Ё┐  point                  ЁХ@мооХфЦЧ@иУ└straight curve                  Ц@╗.^№pЧ@H     @Ё?А ╬Люg══┴ Btрb══A point                  Ц@мооХфЦЧ@H     @ coedge                   Ю щ ъ ы V      coedge                   з ж Ю ─ и      edge                   ь{Ъ ╡ТU└ ┼ц>p╞ё(6└ ├ э unknown  vertex                   ─ юellipse curve                  ╚Ц@Ж √o'┐Ч@я     J@╠;fЮац┐═;fЮац?@■     @╬;fЮац?  coedge                   я г Ё ё $      coedge                   Є є г ╔ Ї      edge                   їА6@ф *└ ═└ф№▀ ·3@ ╚ Ў unknown  coedge                   ъ д з ╧ ╠      coedge                   д ъ Є ў ╠      loop                        д °  vertex                   ў ∙ellipse curve                  |Ч@мооХф▐Ч@4Х└╠;fЮац?═;fЮац?@■     └╬;fЮац?  edge                   ьш╫Fг4rX└ йm4J#/Х@ з · tangent  face √              м и       №  point                  m4J#wЧ@еЯ╔пw·Ч@m4J#/Х└straight curve                  m4J#├Ц@К║┌Ч@Ё┐ ftreemeg attrib                    мжю█tV^╦┬є═cone surface                  ╚Ц@Ж √o'┐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    пжю█ tV^╦┬є═ face ¤              ■           loop                         п plane surface                  ╝Ц@Шч╘uЧ@Ё?Ё┐  coedge                       ░      coedge                    ▓   М      coedge                   ▓  │ ▀ М      coedge                   ╡  ▓ ▌ $      edge                   р6R╜f*2@ HЄю╠┘ЬK@ ▓  unknown  coedge                   ┤ │   g      edge                   Д     └ р─У@ █  tangent  vertex                   ▀ ellipse curve                   Ц@мооХф*Ч@─У└╠;fЮац?═;fЮац?@■     └╬;fЮац?  coedge                    ╗ ╖ у V      edge                   ╜А╔∙┐Ї"└ ф@ ЄЕ1@ ╖  unknown  vertex                   у straight curve                  ЁХ@мооХф*Ч@Ё┐  point                  ЁХ@мооХф*Ч@иУ└straight curve                  ЁХ@мооХфЦЧ@═;fЮац?╠;fЮац?  point                  ЁХ@мооХфЦЧ@ coedge                   ┬    V      coedge                   ╦ ╩ ┬ ы ╠      edge                    ьwб]▐ь√? ъ  unknown  vertex                   ы straight curve                  h╩ёДЦ@И▓m├╧Ч@·L┘"ЮB@cС┤tц┐Vw╟`м┐┐bС┤tц┐ ╚▓@KП<╒┴ ╖ZС<╒A point                  m4J#├Ц@К║┌Ч@╧пНFidJ@ coedge                    ╟   $      coedge                     ╟ ё       edge                   ░О╡ц°E@ ї*vЕ│ ЇG@ Ё  unknown  coedge                    ╚ ╦ ў Ї      coedge                   ╚    Ї      loop                        ╚   vertex                    !straight curve                  ШЧ@╗.^№ОЧ@PХ└Ё? ╬Л▀ёg══┴ Bt b══A edge                   °    Z└ ═PХ@ ╦ " tangent  face #              ╨ ╠       $  point                  ШЧ@мооХф▐Ч@PХ└straight curve                  m4J#wЧ@еЯ╔пw·Ч@Ё┐ ftreemeg attrib                    ╨жю█tV^╦┬є═plane surface                  m4J#Ч@Т╪яЩъЧ@3s ~:╞┐БМЛГя?БМЛГя?3s ~:╞?А ftreemeg attrib                    ╓жю█ tV^╦┬є═ face %              & '       (  loop                        ) ╓ cone surface                  ╚Ц@Е √o'┐Ч@Ё┐@Ё? Ё┐@  coedge                   * + , - ╫      coedge                   . ┘ + / ░      coedge                   ┘ . ┌  ░      coedge                   ▄ , ┘  $      edge                   -DT√!∙┐ 0 ┘ 1 unknown  coedge                   █ ┌ 2 3 М      edge                   4Ё     E└ XФ@  5 tangent  vertex                    6straight curve                  TпЩК╠Ц@мооХфЧ@TпЩК╠╗У└═;fЮац?╠;fЮац┐  coedge                   2 т ▐  V      edge                   ф-DT√! └ -DT√!∙┐ ▐ 7 unknown  vertex                    8straight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@─У└straight curve                  ЁХ@╗.^№pЧ@7╜Ё┐ Btрb══┴ ╬Люg══A point                  ЁХ@мооХф*Ч@ coedge                   щ 9 : ; V      coedge                   є Є щ  Ї      edge                   └ф№▀ ·3└ <А6@ф *@  = unknown  vertex                    >ellipse curve                  |Ч@мооХф▐Ч@ў    ┐X@╠;fЮац┐═;fЮац?@■     @╬;fЮац?  point                  m4J#wЧ@еЯ╔пw·Ч@ш╫Fг4rX@ coedge                   ? я @ A $      coedge                   B C я  D      edge                   EАф№▀ ·3└ А6@ф *@  F unknown  coedge                   : Ё є        coedge                   Ё : B G       loop                        Ё H  vertex                   G Istraight curve                  :╓ЪуЧ@мооХфZЧ@:╓Ъу╚Ф└═;fЮац?╠;fЮац┐  edge                   <АZ└ їPХ@ є J unknown  face K              ° Ї       L  point                  ШЧ@мооХфZЧ@PХ└straight curve                  ШЧ@мооХф▐Ч@Ё┐ ftreemeg attrib                    °жю█tV^╦┬є═cone surface                  |Ч@мооХф▐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    ■жю█tV^╦┬є═ face M              N O       P  loop                        Q ■ plane surface                  э.ДНъЧ@Ш)W╫┌Ч@3s ~:╞?БМЛГя┐БМЛГя┐3s ~:╞┐А  coedge                   R S T U        coedge                   V  S W ╫      coedge                    V  / ╫      coedge                    T  - $      edge                   0└8╩─ 4└ XА=R╬Ц1@  Y unknown  coedge                     Z [ ░      edge                   \Ё    I└ 0tФ@ + ] tangent  vertex                   / ^ellipse curve                  аЦ@мооХф*Ч@XФ└╠;fЮац?═;fЮац?@■     └╬;fЮац?  coedge                   Z   3 V      edge                   ЗQ╜f*2@ 4<Єю╠┘ЬK@  _ unknown  vertex                   3 `straight curve                  аЦ@мооХфЧ@Ё┐  point                  аЦ@мооХфЧ@XФ└ellipse curve                   Ц@мооХф*Ч@Д     @╠;fЮац┐═;fЮац?@■     @╬;fЮац?  point                   Ц@мооХфЧ@Д     @ coedge                    a b c V      coedge                      ;       edge                   dЩО╡ц°E@ <*vЕ│ ЇG@ : e unknown  vertex                   ; fstraight curve                  ШЧ@╗.^№ОЧ@∙    Z@Ё?А ╬Л▀ёg══┴ Bt b══A point                  ШЧ@мооХф▐Ч@°    Z@ coedge                   T  Q g $      coedge                   h i  A O      edge                   j╒б]▐ь√┐ E @ k unknown  coedge                   b   G D      coedge                    b h l D      loop                         N  vertex                   l mstraight curve                  ИЧ@╗.^№ОЧ@@Х└Ё┐ Bt b══┴ ╬Л▀ёg══A edge                   d°    Y└ @Х@  n unknown  face o                      p  point                  ИЧ@мооХфZЧ@@Х└straight curve                  ШЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    жю█tV^╦┬є═plane surface                  ШЧ@мооХфЬЧ@Ё?Ё┐ ftreemeg attrib                    &жю█tV^╦┬є═ face q              H D       r  loop                        @ & cone surface                  |Ч@лооХф▐Ч@Ё┐@Ё? Ё┐@  coedge                   s t ? g '      coedge                   u ) t v        coedge                   ) u * W        coedge                   , ? ) U $      edge                   X-DT√! └ w*б]▐ь√┐ ) x unknown  coedge                   + * y z ╫      edge                   {Ё    I└ XtФ@ S | tangent  vertex                   W }straight curve                  ╝Ц@П╫┴ {Ч@tФ└Ё? авaяg══┴ p]Юb══A coedge                   y 2 . [ V      edge                   4-DT√!∙┐ \ . ~ unknown  vertex                   [ straight curve                  ╝Ц@мооХф*Ч@Ё┐  point                  ╝Ц@мооХф*Ч@tФ└straight curve                  TпЩК╠Ц@мооХфЧ@TпЩК╠@═;fЮац?╠;fЮац?  point                  аЦ@мооХфЧ@Ё     E@ coedge                   9 А Б В V      coedge                   C B 9 c D      edge                   ГАф№▀ ·3└ dА6@ф *@ b Д unknown  vertex                   c Еstraight curve                  :╓ЪуЧ@мооХфZЧ@иcн9■R@═;fЮац?╠;fЮац?  point                  ШЧ@мооХфZЧ@АZ@ edge                   w+° м}@ j~I&iБА@ Q Ж unknown  coedge                   Б @ C l O      coedge                   @ Б s З O      vertex                   З Иellipse curve                  |Ч@лооХф▐Ч@4Х└╠;fЮац┐А═;fЮац┐@      └═;fЮац?  edge                   Гў    Y└ E@Х@ C Й tangent  point                  ИЧ@лооХф▐Ч@@Х└straight curve                  ИЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    Hжю█tV^╦┬є═plane surface                  РЧ@мооХфZЧ@Ё┐Ё┐АА ftreemeg attrib                    Nжю█tV^╦┬є═plane surface                  ИЧ@мооХфЬЧ@Ё┐АААЁ?А  coedge                   К Q i З '      coedge                   Q К R v '      coedge                   S R Л М        edge                   НП▌Е░Q╜J└ wю.ДНъ}Ф@ t О tangent  vertex                   v Пellipse curve                  ╚Ц@Е √o'┐Ч@АФ└╠;fЮац┐А═;fЮац┐@      └═;fЮац?  coedge                   Л Z V z V      edge                   {А=R╬Ц1└ \└8╩─ 4@ V Р unknown  vertex                   z Сstraight curve                  ╝Ц@Е √o'┐Ч@Ё┐  point                  ╝Ц@Е √o'┐Ч@tФ└ellipse curve                  аЦ@мооХф*Ч@Ё     E@╠;fЮац┐═;fЮац?@■     @╬;fЮац?  point                  ╝Ц@мооХф*Ч@Ё    I@ coedge                   a Л К Т V      coedge                   i h a В O      edge                   ГА У╒б]▐ь√? Б Ф unknown  vertex                   В Хstraight curve                  ИЧ@╗.^№ОЧ@°    Y@Ё┐ Bt b══┴ ╬Л▀ёg══A point                  ИЧ@мооХфZЧ@°    Y@straight curve                  ▌ЗюЫпС@═TWWхЦ@║▌7╧О└cС┤tц?Vw╟`м┐?bС┤tц┐ wмТ<╒┴ _w╣П<╒A edge                   У╟юB╪иЮX└ jэ.ДНъ1Х@ i Ц tangent  point                  э.ДНъyЧ@_ъ╡ъЧ@э.ДНъ1Х└straight curve                  ИЧ@лооХф▐Ч@Ё┐  coedge                   t s А Т '      coedge                   А y u М V      edge                   Н╒б]▐ь√? {-DT√! @ u Ч unknown  vertex                   М Шstraight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ё┐  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@ю.ДНъ}Ф└straight curve                  ╝Ц@П╫┴ {Ч@Ї    I@Ё?А авaяg══┴ p]Юb══A point                  ╝Ц@Е √o'┐Ч@Ё    I@ edge                   Н▄HеМ╢е6@ УЕ╜'<ц▒U@ К Щ unknown  vertex                   Т Ъellipse curve                  |Ч@лооХф▐Ч@ў    ┐X@╠;fЮац?А═;fЮац┐@      @═;fЮац?  point                  ИЧ@лооХф▐Ч@ў    Y@straight curve                  э.ДНъyЧ@_ъ╡ъЧ@Ё┐ ellipse curve                  ╚Ц@Е √o'┐Ч@я     J@╠;fЮац?А═;fЮац┐@      @═;fЮац?  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@П▌Е░Q╜J@straight curve                  ZЦh#ZЖЦ@УяIА├┐Ч@A╦mD╦B@cС┤tц?Vw╟`м┐?bС┤tц? Лр$ZС<╒┴ RЙ KП<╒A point                  э.ДНъyЧ@_ъ╡ъЧ@╟юB╪иЮX@ End-of-ACIS-dataA Ж   G Xyк╝Ё?Ё?Ё?yк<р    Z└ШЧ└мооХфZЧ└Ё?ЇoGЇGЖ   G yк╝Ё?Ё?Ё?yк<ЁХ@@b└Ё?doACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                               lump                          shell                                     face                        ftreemeg attrib                    жю█tV^╦┬є═ face                      loop                         cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё┐@ ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                          plane surface                  VЦ@мооХфЧ@АЁ?Ё?  coedge                            ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                         cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё┐@  coedge                            coedge                           coedge                    ! "       coedge                   #   $      edge                   % &-DT√!∙? ' unknown ftreemeg attrib                    жю█tV^╦┬є═ face (              ) *       +  loop                        ,  plane surface                  Ц@мооХф`Ч@Ё?Ё┐  coedge                   - . / 0       coedge                   1  . 2      coedge                    1       coedge                    /   $      edge                   &АB└ 3А  4 unknown  coedge                     5 6       edge                   7F└ &Ц@  8 tangent  coedge                   9 :  " ;      edge                   <АG└ %Ц@  = tangent  coedge                   >  : ? $      loop                         @  vertex                   " A vertex                   Bellipse curve                  аЦ@мооХф*Ч@Ц└ААЁ┐@Ё? ftreemeg attrib                    жю█tV^╦┬є═ face C              D E       F  loop                        G  plane surface                  °Х@мооХфЦЧ@АЁ?Ё?  coedge                   H I J K       coedge                   L  I M       coedge                    L  2       coedge                    J  0 $      edge                   3-DT√!∙? N-DT√! @  O unknown  coedge                     P Q      edge                   R№     └ 3Ц@ . S tangent  vertex                   2 Tstraight curve                   Ц@мооХфЧ@Ц└Ё┐АА  coedge                   P U  6 V      edge                   7-DT√!∙┐ <А  W unknown  vertex                   6 Xstraight curve                  аЦ@мооХфЧ@Ё┐  coedge                   Y ! U Z ;      coedge                   ! Y # ? ;      loop                        : [  vertex                   Z \straight curve                  мЦ@мооХф*Ч@Ё┐  coedge                   ] # ^ _ $      edge                   ` %@;ОI[ИB@ : a unknown  face b              c $       d  point                  мЦ@мооХф*Ч@Ц└ point                  аЦ@мооХфЧ@Ц└ftreemeg attrib                    )жю█tV^╦┬є═ face e              f g       h  loop                        i ) plane surface                  ЁХ@мооХф`Ч@Ё┐АААЁ?А  coedge                   j k l m *      coedge                   n , k o       coedge                   , n - M       coedge                   / l , K $      edge                   N;└ p , q unknown  coedge                   . - r s       edge                   t·     └ NЦ@ I u tangent  vertex                   M vellipse curve                   Ц@мооХф*Ч@Ц└ААЁ┐@Ё?  coedge                   r 5 1 Q V      edge                   R|Q╜f*2@ 7<Єю╠┘ЬK@ 1 w unknown  vertex                   Q xstraight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@Ц└ coedge                   5 y 9 Z V      loop                        U c ellipse curve                  аЦ@мооХф*Ч@F@═;fЮац?А╠;fЮац┐@@╠;fЮац?  point                  аЦ@мооХфЧ@F@ coedge                   : 9 z { ;      edge                   |А=R╬Ц1└ <9╩─ 4@ 9 } unknown  face ~              @ ;         point                  мЦ@мооХф*Ч@АG@ coedge                   А > Б В $      coedge                   z Г > _ Д      edge                   Еvб]▐ь√? `-DT√! @ ^ Ж unknown  vertex                   { Зstraight curve                  мЦ@Ж √o'┐Ч@Ц└Ё┐ ftreemeg attrib                    @жю█tV^╦┬є═ face И                   V       Й plane surface                  Y▒Є`╠╞Ц@Ж╟о&БЧ@Ц└Ё?Ё? ftreemeg attrib                    Dжю█ tV^╦┬є═ face К              Л М       Н  loop                        О D cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   П Р С Т E      coedge                   У G Р Ф *      coedge                   G У H o *      coedge                   J С G m $      edge                   p└ ХА G Ц unknown  coedge                   I H Ч Ш       edge                   Щ°     └ pЦ@ k Ъ unknown  vertex                   o Ыstraight curve                  Ц@мооХфЦЧ@Ц└Ё?  coedge                   Ч P L s V      edge                   t-DT√! └ R-DT√!∙┐ L Ь unknown  vertex                   s Эstraight curve                  Ц@мооХф*Ч@Ё┐  point                  Ц@мооХф*Ч@Ц└straight curve                  TпЩК╠Ц@мооХфЧ@АTпЩК╠@╠;fЮац?═;fЮац?  point                   Ц@мооХфЧ@№     @ coedge                   U Ю Я а V      coedge                   Я ^ Y { Д      edge                   |АG└ `Ц@ Y б tangent  vertex                   а вstraight curve                  мЦ@Р╫┴ {Ч@АG@Ё┐ p]Юb══┴ авaяg══Aftreemeg attrib                    [жю█tV^╦┬є═plane surface                  мЦ@Щч╘uЧ@Ё┐АААЁ?А  coedge                   г ] д е $      coedge                   ж з ] В и      edge                   й Е.Ч■v█╪F@ Б к unknown  coedge                   ^ Я ж л Д      loop                        ^ м  vertex                   л нellipse curve                  ╚Ц@Ж √o'┐Ч@Ц└Ё?@Ё?  point                  мЦ@Ж √o'┐Ч@Ц└ftreemeg attrib                    cжю█tV^╦┬є═plane surface                  Ф╖╠зтЗЦ@Ж╟о&БЧ@АЄЦ∙T№B@═;fЮац┐╠;fЮац?╠;fЮац?═;fЮац? ftreemeg attrib                    fжю█ tV^╦┬є═ face о              п ░       ▒  loop                        ▓ f plane surface                  VЦ@мооХфЧ@Ё┐Ё┐АА  coedge                   │ ┤ ╡ ╢ g      coedge                   ╖ i ┤ ╕ E      coedge                   i ╖ j Ф E      coedge                   l ╡ i Т $      edge                   Х ╣;@ i ║ unknown  coedge                   k j ╗ ╝ *      edge                   ╜ ХЦ@ Р ╛ unknown  vertex                   Ф ┐straight curve                  ЁХ@мооХфЦЧ@Ц└Ё┐АА  coedge                   ╗ r n Ш V      edge                   ЩА╔∙┐Ї"└ t@ ЄЕ1@ n └ unknown  vertex                   Ш ┴straight curve                  Ц@мооХфЦЧ@Ё┐  point                  Ц@мооХфЦЧ@Ц└ellipse curve                   Ц@мооХф*Ч@№     @═;fЮац?А╠;fЮац┐@@╠;fЮац?  point                  Ц@мооХф*Ч@·     @ coedge                   y ┬ ├ ─ V      coedge                   Г z y а Д      edge                   ┼yб]▐ь√? |-DT√! @ Я ╞ unknown straight curve                  мЦ@Ж √o'┐Ч@Ё┐  point                  мЦ@Ж √o'┐Ч@АG@ coedge                   ╟ А ╚ ╔ $      coedge                   ╩ ╦ А е ╠      edge                   ═ йvб]▐ь√? д ╬ unknown  coedge                   ├ Б Г л и      coedge                   Б ├ ╩ ╧ и      loop                        Б ╨  vertex                   ╧ ╤straight curve                  m4J#wЧ@еЯ╔пw·Ч@Ц└БМЛГя┐3s ~:╞┐  edge                   ┼спНFidJ└ ЕЦ@ Г ╥ tangent  face ╙              [ Д       ╘  point                  m4J#├Ц@К║┌Ч@Ц└ftreemeg attrib                    Лжю█ tV^╦┬є═ face ╒              ╓ ╫       ╪  loop                        ┘ Л cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   ┌ █ ▄ ▌ М      coedge                   ▐ О █ ▀ g      coedge                   О ▐ П ╕ g      coedge                   С ▄ О ╢ $      edge                   ╣-DT√! └ р-DT√!∙┐ О с unknown  coedge                   Р П т у E      edge                   ф ╣Ц@ ┤ х tangent  vertex                   ╕ цstraight curve                  ЁХ@мооХфЦЧ@Ц└Ё┐  coedge                   т Ч У ╝ V      edge                   ╜ Щ╩;fЮа@ У ч unknown  vertex                   ╝ шstraight curve                  ЁХ@мооХфЦЧ@Ё┐  point                  ЁХ@мооХфЦЧ@Ц└straight curve                  Ц@╗.^№pЧ@°     @Ё?А ╬Люg══┴ Btрb══A point                  Ц@мооХфЦЧ@°     @ coedge                   Ю щ ъ ы V      coedge                   з ж Ю ─ и      edge                   ь {Ъ ╡ТU└ ┼ю>p╞ё(6└ ├ э unknown  vertex                   ─ юellipse curve                  ╚Ц@Ж √o'┐Ч@K@═;fЮац┐╠;fЮац?@@═;fЮац?  coedge                   я г Ё ё $      coedge                   Є є г ╔ Ї      edge                   їА@└ ═ ╚ Ў unknown  coedge                   ъ д з ╧ ╠      coedge                   д ъ Є ў ╠      loop                        д °  vertex                   ў ∙ellipse curve                  |Ч@мооХф▐Ч@Ц└Ё?@Ё?  edge                   ьё╫Fг4rX└ йЦ@ з · tangent  face √              м и       №  point                  m4J#wЧ@еЯ╔пw·Ч@Ц└straight curve                  m4J#├Ц@К║┌Ч@Ё┐ ftreemeg attrib                    мжю█tV^╦┬є═cone surface                  ╚Ц@Ж √o'┐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    пжю█ tV^╦┬є═ face ¤              ■           loop                         п plane surface                  ╝Ц@Шч╘uЧ@Ё?Ё┐  coedge                       ░      coedge                    ▓   М      coedge                   ▓  │ ▀ М      coedge                   ╡  ▓ ▌ $      edge                   р АB@ ▓  unknown  coedge                   ┤ │   g      edge                   №     └ рЦ@ █  tangent  vertex                   ▀ ellipse curve                   Ц@мооХф*Ч@Ц└Ё?@Ё?  coedge                    ╗ ╖ у V      edge                   ╜А╔∙┐Ї"└ ф@ ЄЕ1@ ╖  unknown  vertex                   у straight curve                  ЁХ@мооХф*Ч@Ё┐  point                  ЁХ@мооХф*Ч@Ц└straight curve                  ЁХ@мооХфЦЧ@╠;fЮац?═;fЮац?  point                  ЁХ@мооХфЦЧ@ coedge                   ┬    V      coedge                   ╦ ╩ ┬ ы ╠      edge                    ьwб]▐ь√? ъ  unknown  vertex                   ы straight curve                  h╩ёДЦ@И▓m├╧Ч@M┘"ЮB@bС┤tц┐Vw╟`м┐┐cС┤tц┐ ╔▓@KП<╒┴ |;У<╒A point                  m4J#├Ц@К║┌Ч@спНFidJ@ coedge                    ╟   $      coedge                     ╟ ё       edge                    ї@ Ё  unknown  coedge                    ╚ ╦ ў Ї      coedge                   ╚    Ї      loop                        ╚   vertex                    !straight curve                  ШЧ@мооХф▐Ч@Ц└Ё?  edge                   АZ└ ═Ц@ ╦ " tangent  face #              ╨ ╠       $  point                  ШЧ@мооХф▐Ч@Ц└straight curve                  m4J#wЧ@еЯ╔пw·Ч@Ё┐ ftreemeg attrib                    ╨жю█tV^╦┬є═plane surface                  m4J#Ч@Т╪яЩъЧ@3s ~:╞┐БМЛГя?БМЛГя?3s ~:╞?А ftreemeg attrib                    ╓жю█ tV^╦┬є═ face %              & '       (  loop                        ) ╓ cone surface                  ╚Ц@Е √o'┐Ч@Ё┐@Ё? Ё┐@  coedge                   * + , - ╫      coedge                   . ┘ + / ░      coedge                   ┘ . ┌  ░      coedge                   ▄ , ┘  $      edge                   -DT√!∙┐ 0 ┘ 1 unknown  coedge                   █ ┌ 2 3 М      edge                   4F└ Ц@  5 tangent  vertex                    6straight curve                   Ц@мооХфЧ@Ц└Ё?  coedge                   2 т ▐  V      edge                   ф-DT√! └ -DT√!∙┐ ▐ 7 unknown  vertex                    8straight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@Ц└straight curve                  ЁХ@╗.^№pЧ@Ё╝Ё┐ Btрb══┴ ╬Люg══A point                  ЁХ@мооХф*Ч@ coedge                   щ 9 : ; V      coedge                   є Є щ  Ї      edge                   └ф№▀ ·3└ <А6@ф *@  = unknown  vertex                    >ellipse curve                  |Ч@мооХф▐Ч@└X@═;fЮац┐╠;fЮац?@@═;fЮац?  point                  m4J#wЧ@еЯ╔пw·Ч@ё╫Fг4rX@ coedge                   ? я @ A $      coedge                   B C я  D      edge                   E р    @@  F unknown  coedge                   : Ё є        coedge                   Ё : B G       loop                        Ё H  vertex                   G Istraight curve                  ИЧ@мооХфZЧ@Ц└Ё?  edge                   <Ё    Z└ їЦ@ є J unknown  face K              ° Ї       L  point                  ШЧ@мооХфZЧ@Ц└straight curve                  ШЧ@мооХф▐Ч@Ё┐ ftreemeg attrib                    °жю█tV^╦┬є═cone surface                  |Ч@мооХф▐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    ■жю█tV^╦┬є═ face M              N O       P  loop                        Q ■ plane surface                  э.ДНъЧ@Ш)W╫┌Ч@3s ~:╞?БМЛГя┐БМЛГя┐3s ~:╞┐А  coedge                   R S T U        coedge                   V  S W ╫      coedge                    V  / ╫      coedge                    T  - $      edge                   0 ;ОI[ИB└ X  Y unknown  coedge                     Z [ ░      edge                   \АI└ 0Ц@ + ] tangent  vertex                   / ^ellipse curve                  аЦ@мооХф*Ч@Ц└Ё?@Ё?  coedge                   Z   3 V      edge                   |Q╜f*2@ 4<Єю╠┘ЬK@  _ unknown  vertex                   3 `straight curve                  аЦ@мооХфЧ@Ё┐  point                  аЦ@мооХфЧ@Ц└ellipse curve                   Ц@мооХф*Ч@№     @═;fЮац┐╠;fЮац?@@═;fЮац?  point                   Ц@мооХфЧ@№     @ coedge                    a b c V      coedge                      ;       edge                   dЩО╡ц°E@ <№uЕ│ ЇG@ : e unknown  vertex                   ; fstraight curve                  ШЧ@╗.^№ОЧ@АZ@Ё?А ╬Л▀ёg══┴ Bt b══A point                  ШЧ@мооХф▐Ч@АZ@ coedge                   T  Q g $      coedge                   h i  A O      edge                   j╞б]▐ь√┐ E @ k unknown  coedge                   b   G D      coedge                    b h l D      loop                         N  vertex                   l mstraight curve                  ИЧ@лооХф▐Ч@Ц└Ё┐  edge                   dАY└ Ц@  n unknown  face o                      p  point                  ИЧ@мооХфZЧ@Ц└straight curve                  ШЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    жю█tV^╦┬є═plane surface                  ШЧ@мооХфЬЧ@Ё?Ё┐ ftreemeg attrib                    &жю█tV^╦┬є═ face q              H D       r  loop                        @ & cone surface                  |Ч@лооХф▐Ч@Ё┐@Ё? Ё┐@  coedge                   s t ? g '      coedge                   u ) t v        coedge                   ) u * W        coedge                   , ? ) U $      edge                   X-DT√! └ w╞б]▐ь√┐ ) x unknown  coedge                   + * y z ╫      edge                   {АI└ XЦ@ S | tangent  vertex                   W }straight curve                  ╝Ц@Е √o'┐Ч@Ц└Ё?  coedge                   y 2 . [ V      edge                   4-DT√!∙┐ \ . ~ unknown  vertex                   [ straight curve                  ╝Ц@мооХф*Ч@Ё┐  point                  ╝Ц@мооХф*Ч@Ц└straight curve                  TпЩК╠Ц@мооХфЧ@АTпЩК╠@╠;fЮац?═;fЮац?  point                  аЦ@мооХфЧ@F@ coedge                   9 А Б В V      coedge                   C B 9 c D      edge                   ГАф№▀ ·3└ dА6@ф *@ b Д unknown  vertex                   c Еstraight curve                  ;╓ЪуЧ@мооХфZЧ@аcн9■R@╠;fЮац?═;fЮац?  point                  ШЧ@мооХфZЧ@Ё    Z@ edge                   w j.Ч■v█╪F@ Q Ж unknown  coedge                   Б @ C l O      coedge                   @ Б s З O      vertex                   З Иellipse curve                  |Ч@лооХф▐Ч@Ц└ААЁ┐@Ё?  edge                   ГАY└ EЦ@ C Й tangent  point                  ИЧ@лооХф▐Ч@Ц└straight curve                  ИЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    Hжю█tV^╦┬є═plane surface                  РЧ@мооХфZЧ@Ё┐Ё┐АА ftreemeg attrib                    Nжю█tV^╦┬є═plane surface                  ИЧ@мооХфЬЧ@Ё┐АААЁ?А  coedge                   К Q i З '      coedge                   Q К R v '      coedge                   S R Л М        edge                   Нб▌Е░Q╜J└ wЦ@ t О tangent  vertex                   v Пellipse curve                  ╚Ц@Е √o'┐Ч@Ц└ААЁ┐@Ё?  coedge                   Л Z V z V      edge                   {А=R╬Ц1└ \└8╩─ 4@ V Р unknown  vertex                   z Сstraight curve                  ╝Ц@Е √o'┐Ч@Ё┐  point                  ╝Ц@Е √o'┐Ч@Ц└ellipse curve                  аЦ@мооХф*Ч@F@═;fЮац┐╠;fЮац?@@═;fЮац?  point                  ╝Ц@мооХф*Ч@АI@ coedge                   a Л К Т V      coedge                   i h a В O      edge                   ГА У╩б]▐ь√? Б Ф unknown  vertex                   В Хstraight curve                  ИЧ@╗.^№ОЧ@АY@Ё┐ Bt b══┴ ╬Л▀ёg══A point                  ИЧ@мооХфZЧ@АY@straight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ц└БМЛГя?3s ~:╞?  edge                   У╤юB╪иЮX└ jЦ@ i Ц tangent  point                  э.ДНъyЧ@_ъ╡ъЧ@Ц└straight curve                  ИЧ@лооХф▐Ч@Ё┐  coedge                   t s А Т '      coedge                   А y u М V      edge                   Н╧б]▐ь√? {-DT√! @ u Ч unknown  vertex                   М Шstraight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ё┐  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ц└straight curve                  ╝Ц@П╫┴ {Ч@АI@Ё?А авaяg══┴ p]Юb══A point                  ╝Ц@Е √o'┐Ч@АI@ edge                   НфHеМ╢е6@ УИ╜'<ц▒U@ К Щ unknown  vertex                   Т Ъellipse curve                  |Ч@лооХф▐Ч@└X@═;fЮац?А╠;fЮац┐@@╠;fЮац?  point                  ИЧ@лооХф▐Ч@АY@straight curve                  э.ДНъyЧ@_ъ╡ъЧ@Ё┐ ellipse curve                  ╚Ц@Е √o'┐Ч@K@═;fЮац?А╠;fЮац┐@@╠;fЮац?  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@б▌Е░Q╜J@straight curve                  ZЦh#ZЖЦ@УяIА├┐Ч@M╦mD╦B@bС┤tц?Vw╟`м┐?cС┤tц? Же[У<╒┴ SЙ KП<╒A point                  э.ДНъyЧ@_ъ╡ъЧ@╤юB╪иЮX@ End-of-ACIS-dataGЇ    yк╝Ё?Ё?Ё?yк<ЁХ@@b└Ё?я{ACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                               lump                          shell                                     face                        ftreemeg attrib                    жю█tV^╦┬є═ face                      loop                         cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё┐@ ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                          plane surface                  VЦ@мооХфЧ@АЁ?Ё?  coedge                            ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                         cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё┐@  coedge                            coedge                           coedge                    ! "       coedge                   #   $      edge                   % &-DT√!∙? ' unknown ftreemeg attrib                    жю█tV^╦┬є═ face (              ) *       +  loop                        ,  plane surface                  Ц@мооХф`Ч@Ё?Ё┐  coedge                   - . / 0       coedge                   1  . 2      coedge                    1       coedge                    /   $      edge                   &АB└ 3А  4 unknown  coedge 5                6 7       edge                   8 &Ц@  9 tangent  coedge                   : ;  " <      edge                   = %Ц@  > tangent  coedge                   ?  ; @ $      loop                         A  vertex                   " B vertex                   Cellipse curve                  аЦ@мооХф*Ч@Ц└ААЁ┐@Ё? ftreemeg attrib                    жю█tV^╦┬є═ face D              E F       G  loop                        H  plane surface                  °Х@мооХфЦЧ@АЁ?Ё?  coedge                   I J K L       coedge                   M  J N       coedge                    M  2       coedge                    K  0 $      edge                   3-DT√!∙? O-DT√! @  P unknown  coedge Q                R S      edge                   T 3Ц@ . U tangent  vertex                   2 Vstraight curve                   Ц@мооХфЧ@Ц└Ё┐АА tagsys attrib                    ею┼  coedge                   R W  7 X      edge Y              8-DT√!∙┐ =  Z unknown  vertex [              7 \straight curve                  аЦ@мооХфЧ@Ё┐  coedge ]              ^ ! W _ <      coedge                   ! ^ # @ <      loop                        ; `  vertex a              _ bstraight curve                  мЦ@мооХф*Ч@Ё┐  coedge                   c # d e $      edge                   f %@;ОI[ИB@ ; g unknown  face h              i $       j  point                  мЦ@мооХф*Ч@Ц└ point                  аЦ@мооХфЧ@Ц└ftreemeg attrib                    )жю█tV^╦┬є═ face k              l m       n  loop                        o ) plane surface                  ЁХ@мооХф`Ч@Ё┐АААЁ?А  coedge                   p q r s *      coedge                   t , q u       coedge                   , t - N       coedge                   / r , L $      edge                   O;└ v , w unknown  coedge x              . - y z       edge                   { OЦ@ J | tangent  vertex                   N }ellipse curve                   Ц@мооХф*Ч@Ц└ААЁ┐@Ё? tagsys attrib                    1ею┼ 1 coedge                   y 6 1 S X      edge ~              T 8АB@ 1  unknown  vertex А              S Бstraight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@Ц└ coedge                   6 В : _ X      loop                        W i tagsys attrib                    7ею┼ 7ellipse curve                  аЦ@мооХф*Ч@Ё?@Ё? tagsys attrib                    8ею┼ 8 point                  аЦ@мооХфЧ@tagsys attrib                    :ею┼ : coedge                   ; : Г Д <      edge Е              Ж =@;ОI[ИB@ : З unknown  face И              A <       Й tagsys attrib                    =ею┼ = point                  мЦ@мооХф*Ч@ coedge                   К ? Л М $      coedge                   Г Н ? e О      edge                   Пvб]▐ь√? f-DT√! @ d Р unknown  vertex                   Д Сstraight curve                  мЦ@Ж √o'┐Ч@Ц└Ё┐ ftreemeg attrib          Т      Aжю█tV^╦┬є═ face У                   X       Ф plane surface                  Y▒Є`╠╞Ц@Ж╟о&БЧ@Ц└Ё?Ё? ftreemeg attrib                    Eжю█ tV^╦┬є═ face Х              Ц Ч       Ш  loop                        Щ E cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   Ъ Ы Ь Э F      coedge                   Ю H Ы Я *      coedge                   H Ю I u *      coedge                   K Ь H s $      edge                   v└ аА H б unknown  coedge в              J I г д       edge                   е vЦ@ q ж unknown  vertex                   u зstraight curve                  Ц@мооХфЦЧ@Ц└Ё? tagsys attrib                    Mею┼ M coedge                   г R M z X      edge и              {-DT√! └ T-DT√!∙┐ M й unknown  vertex к              z лstraight curve                  Ц@мооХф*Ч@Ё┐  point                  Ц@мооХф*Ч@Ц└tagsys attrib                    Sею┼ Sstraight curve                   Ц@мооХфЧ@Ё? tagsys attrib                    Tею┼ T point                   Ц@мооХфЧ@ coedge                   W м н о X      coedge                   н d ^ Д О      edge                   Ж fЦ@ ^ п tangent tagsys attrib                    _ею┼ _ vertex ░              о ▒straight curve                  мЦ@Ж √o'┐Ч@Ё┐ ftreemeg attrib                    `жю█tV^╦┬є═plane surface                  мЦ@Щч╘uЧ@Ё┐АААЁ?А  coedge                   ▓ c │ ┤ $      coedge                   ╡ ╢ c М ╖      edge                   ╕ П.Ч■v█╪F@ Л ╣ unknown  coedge                   d н ╡ ║ О      loop                        d ╗  vertex                   ║ ╝ellipse curve                  ╚Ц@Ж √o'┐Ч@Ц└Ё?@Ё?  point                  мЦ@Ж √o'┐Ч@Ц└tagsys attrib               h Aею┼ Aftreemeg attrib                    iжю█tV^╦┬є═plane surface                  Y▒Є`╠╞Ц@Ж╟о&БЧ@Ё?Ё? ftreemeg attrib                    lжю█ tV^╦┬є═ face ╜              ╛ ┐       └  loop                        ┴ l plane surface                  VЦ@мооХфЧ@Ё┐Ё┐АА  coedge                   ┬ ├ ─ ┼ m      coedge                   ╞ o ├ ╟ F      coedge                   o ╞ p Я F      coedge                   r ─ o Э $      edge                   а ╚;@ o ╔ unknown  coedge ╩              q p ╦ ╠ *      edge                   ═ аЦ@ Ы ╬ unknown  vertex                   Я ╧straight curve                  ЁХ@мооХфЦЧ@Ц└Ё┐АА tagsys attrib                    tею┼ t coedge                   ╦ y t д X      edge ╨              е {;@ t ╤ unknown  vertex ╥              д ╙straight curve                  Ц@мооХфЦЧ@Ё┐  point                  Ц@мооХфЦЧ@Ц└tagsys attrib                    zею┼ zellipse curve                   Ц@мооХф*Ч@Ё?@Ё? tagsys attrib                    {ею┼ { point                  Ц@мооХф*Ч@ coedge                   В ╘ ╒ ╓ X      coedge ╫              Н Г В о О      edge ╪              ┘vб]▐ь√? Ж-DT√! @ н ┌ unknown straight curve                  мЦ@Ж √o'┐Ч@Ё┐ tagsys attrib                    Жею┼ Ж point                  мЦ@Ж √o'┐Ч@ coedge                   █ К ▄ ▌ $      coedge                   ▐ ▀ К ┤ р      edge                   с ╕vб]▐ь√? │ т unknown  coedge                   ╒ Л Н ║ ╖      coedge                   Л ╒ ▐ у ╖      loop                        Л ф  vertex                   у хstraight curve                  m4J#wЧ@еЯ╔пw·Ч@Ц└БМЛГя┐3s ~:╞┐  edge                   ┘ ПЦ@ Н ц tangent  face ч              ` О       ш  point                  m4J#├Ц@К║┌Ч@Ц└ftreemeg attrib                    Цжю█ tV^╦┬є═ face щ              ъ ы       ь  loop                        э Ц cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   ю я Ё ё Ч      coedge                   Є Щ я є m      coedge                   Щ Є Ъ ╟ m      coedge                   Ь Ё Щ ┼ $      edge                   ╚-DT√! └ Ї-DT√!∙┐ Щ ї unknown  coedge Ў              Ы Ъ ў ° F      edge                   ∙ ╚Ц@ ├ · tangent  vertex                   ╟ √straight curve                  ЁХ@мооХфЦЧ@Ц└Ё┐ tagsys attrib                    Юею┼ Ю coedge                   ў г Ю ╠ X      edge №              ═ е@ Ю ¤ unknown  vertex ■              ╠  straight curve                  ЁХ@мооХфЦЧ@Ё┐  point                  ЁХ@мооХфЦЧ@Ц└tagsys attrib                    дею┼ дstraight curve                  Ц@мооХфЦЧ@Ё┐ tagsys attrib                    еею┼ е point                  Ц@мооХфЦЧ@ coedge                   м    X      coedge               ╢ ╡ м ╓ ╖      edge                ┘.Ч■v█╪F@ ╒  unknown tagsys attrib                    нею┼ нtagsys attrib                    оею┼ о vertex               ╓ ellipse curve                  ╚Ц@Ж √o'┐Ч@Ё?@Ё?  coedge                    ▓   $      coedge                     ▓ ▌       edge                   А@└ с ▄  unknown  coedge                    │ ╢ у р      coedge                   │    р      loop                        │   vertex                    ellipse curve                  |Ч@мооХф▐Ч@Ц└Ё?@Ё?  edge                    ╕Ц@ ╢  tangent  face               ╗ ╖         point                  m4J#wЧ@еЯ╔пw·Ч@Ц└straight curve                  m4J#├Ц@К║┌Ч@Ё┐ ftreemeg attrib                    ╗жю█tV^╦┬є═cone surface                  ╚Ц@Ж √o'┐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    ╛жю█ tV^╦┬є═ face                         loop                         ╛ plane surface                  ╝Ц@Шч╘uЧ@Ё?Ё┐  coedge                       ┐      coedge                    ┴  ! Ч      coedge                   ┴  ┬ є Ч      coedge                   ─  ┴ ё $      edge                   Ї "АB@ ┴ # unknown  coedge $              ├ ┬ % & m      edge                   ' ЇЦ@ я ( tangent  vertex                   є )ellipse curve                   Ц@мооХф*Ч@Ц└Ё?@Ё? tagsys attrib                    ╞ею┼ ╞ coedge                   % ╦ ╞ ° X      edge *              ═ ∙;@ ╞ + unknown  vertex ,              ° -straight curve                  ЁХ@мооХф*Ч@Ё┐  point                  ЁХ@мооХф*Ч@Ц└tagsys attrib                    ╠ею┼ ╠straight curve                  ЁХ@мооХфЦЧ@Ё? tagsys attrib                    ═ею┼ ═ point                  ЁХ@мооХфЦЧ@ coedge                   ╘ . / 0 X      coedge 1              ▀ ▐ ╘  р      edge 2              3 vб]▐ь√?  4 unknown tagsys attrib                    ╒ею┼ ╒tagsys attrib                    ╓ею┼ ╓ vertex 5               6straight curve                  m4J#wЧ@еЯ╔пw·Ч@БМЛГя┐3s ~:╞┐ tagsys attrib                    ┘ею┼ ┘ point                  m4J#├Ц@К║┌Ч@ coedge                   7 █ 8 9 $      coedge                   : ; █  <      edge                   = @  > unknown  coedge                   / ▄ ▀        coedge                   ▄ / : ?       loop                        ▄ @  vertex                   ? Astraight curve                  ШЧ@мооХф▐Ч@Ц└Ё?  edge                   3 сЦ@ ▀ B tangent  face C              ф р       D  point                  ШЧ@мооХф▐Ч@Ц└straight curve                  m4J#wЧ@еЯ╔пw·Ч@Ё┐ ftreemeg attrib                    фжю█tV^╦┬є═plane surface                  m4J#Ч@Т╪яЩъЧ@3s ~:╞┐БМЛГя?БМЛГя?3s ~:╞?А ftreemeg attrib                    ъжю█ tV^╦┬є═ face E              F G       H  loop                        I ъ cone surface                  ╚Ц@Е √o'┐Ч@Ё┐@Ё? Ё┐@  coedge                   J K L M ы      coedge                   N э K O ┐      coedge                   э N ю ! ┐      coedge                   Ё L э  $      edge                   "-DT√!∙┐ P э Q unknown  coedge R              я ю S T Ч      edge                   U "Ц@  V tangent  vertex                   ! Wstraight curve                   Ц@мооХфЧ@Ц└Ё? tagsys attrib                    Єею┼ Є coedge                   S ў Є & X      edge X              ∙-DT√! └ '-DT√!∙┐ Є Y unknown  vertex Z              & [straight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@Ц└tagsys attrib                    °ею┼ °straight curve                  ЁХ@мооХфЦЧ@Ё┐ tagsys attrib                    ∙ею┼ ∙ point                  ЁХ@мооХф*Ч@ coedge                    \ ] ^ X      coedge _                 0       edge `              3 aА@@ / b unknown tagsys attrib                    ею┼ tagsys attrib                    ею┼  vertex c              0 dellipse curve                  |Ч@мооХф▐Ч@Ё?@Ё? tagsys attrib                    ею┼  point                  m4J#wЧ@еЯ╔пw·Ч@ coedge                   e  f g $      coedge                   h i  9 j      edge                   k =р    @@ 8 l unknown  coedge                   ]   ? <      coedge                    ] h m <      loop                         n  vertex                   m ostraight curve                  ИЧ@мооХфZЧ@Ц└Ё?  edge                   a Ц@  p unknown  face q                      r  point                  ШЧ@мооХфZЧ@Ц└straight curve                  ШЧ@мооХф▐Ч@Ё┐ ftreemeg attrib                    жю█tV^╦┬є═cone surface                  |Ч@мооХф▐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    жю█tV^╦┬є═ face s              t u       v  loop                        w  plane surface                  э.ДНъЧ@Ш)W╫┌Ч@3s ~:╞?БМЛГя┐БМЛГя┐3s ~:╞┐А  coedge                   x y z {       coedge                   |  y } ы      coedge                    |  O ы      coedge                    z  M $      edge                   P ;ОI[ИB└ ~   unknown  coedge А                Б В ┐      edge                   Г PЦ@ K Д tangent  vertex                   O Еellipse curve                  аЦ@мооХф*Ч@Ц└Ё?@Ё? tagsys attrib                    ею┼  coedge                   Б %  T X      edge Ж              ' UАB@  З unknown  vertex И              T Йstraight curve                  аЦ@мооХфЧ@Ё┐  point                  аЦ@мооХфЧ@Ц└tagsys attrib                    &ею┼ &ellipse curve                   Ц@мооХф*Ч@Ё?@Ё? tagsys attrib                    'ею┼ ' point                   Ц@мооХфЧ@ coedge                   . К Л М X      coedge Н              ; : . ^ <      edge О              П a@ ] Р unknown tagsys attrib                    /ею┼ /tagsys attrib                    0ею┼ 0 vertex С              ^ Тstraight curve                  ШЧ@мооХф▐Ч@Ё┐ tagsys attrib                    3ею┼ 3 point                  ШЧ@мооХф▐Ч@ coedge                   z 7 w У $      coedge                   Ф Х 7 g u      edge                   Ц╞б]▐ь√┐ k f Ч unknown  coedge                   Л 8 ; m j      coedge                   8 Л Ф Ш j      loop                        8 t  vertex                   Ш Щstraight curve                  ИЧ@лооХф▐Ч@Ц└Ё┐  edge                   П =Ц@ ; Ъ unknown  face Ы              @ <       Ь  point                  ИЧ@мооХфZЧ@Ц└straight curve                  ШЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    @жю█tV^╦┬є═plane surface                  ШЧ@мооХфЬЧ@Ё?Ё┐ ftreemeg attrib                    Fжю█tV^╦┬є═ face Э              n j       Ю  loop                        f F cone surface                  |Ч@лооХф▐Ч@Ё┐@Ё? Ё┐@  coedge                   Я а e У G      coedge                   б I а в       coedge                   I б J }       coedge                   L e I { $      edge                   ~-DT√! └ г╞б]▐ь√┐ I д unknown  coedge е              K J ж з ы      edge                   и ~Ц@ y й tangent  vertex                   } кstraight curve                  ╝Ц@Е √o'┐Ч@Ц└Ё? tagsys attrib                    Nею┼ N coedge                   ж S N В X      edge л              U-DT√!∙┐ Г N м unknown  vertex н              В оstraight curve                  ╝Ц@мооХф*Ч@Ё┐  point                  ╝Ц@мооХф*Ч@Ц└tagsys attrib                    Tею┼ Tstraight curve                   Ц@мооХфЧ@Ё? tagsys attrib                    Uею┼ U point                  аЦ@мооХфЧ@ coedge                   \ п ░ ▒ X      coedge ▓              i h \ М j      edge │              ┤ Пр    @@ Л ╡ unknown tagsys attrib                    ]ею┼ ]tagsys attrib                    ^ею┼ ^ vertex ╢              М ╖straight curve                  ИЧ@мооХфZЧ@Ё? tagsys attrib                    aею┼ a point                  ШЧ@мооХфZЧ@ edge                   г Ц.Ч■v█╪F@ w ╕ unknown  coedge                   ░ f i Ш u      coedge                   f ░ Я ╣ u      vertex                   ╣ ║ellipse curve                  |Ч@лооХф▐Ч@Ц└ААЁ┐@Ё?  edge                   ┤ kЦ@ i ╗ tangent  point                  ИЧ@лооХф▐Ч@Ц└straight curve                  ИЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    nжю█tV^╦┬є═plane surface                  РЧ@мооХфZЧ@Ё┐Ё┐АА ftreemeg attrib                    tжю█tV^╦┬є═plane surface                  ИЧ@мооХфЬЧ@Ё┐АААЁ?А  coedge                   ╝ w Х ╣ G      coedge                   w ╝ x в G      coedge ╜              y x ╛ ┐       edge                   └ гЦ@ а ┴ tangent  vertex                   в ┬ellipse curve                  ╚Ц@Е √o'┐Ч@Ц└ААЁ┐@Ё? tagsys attrib                    |ею┼ | coedge                   ╛ Б | з X      edge ├              и Г ;ОI[ИB@ | ─ unknown  vertex ┼              з ╞straight curve                  ╝Ц@Е √o'┐Ч@Ё┐  point                  ╝Ц@Е √o'┐Ч@Ц└tagsys attrib                    Вею┼ Вellipse curve                  аЦ@мооХф*Ч@Ё?@Ё? tagsys attrib                    Гею┼ Г point                  ╝Ц@мооХф*Ч@ coedge                   К ╛ ╝ ╟ X      coedge ╚              Х Ф К ▒ u      edge ╔              ┤ ╩╞б]▐ь√? ░ ╦ unknown tagsys attrib                    Лею┼ Лtagsys attrib                    Мею┼ М vertex ╠              ▒ ═straight curve                  ИЧ@лооХф▐Ч@Ё┐ tagsys attrib                    Пею┼ П point                  ИЧ@мооХфZЧ@straight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ц└БМЛГя?3s ~:╞?  edge                   ╩ ЦЦ@ Х ╬ tangent  point                  э.ДНъyЧ@_ъ╡ъЧ@Ц└straight curve                  ИЧ@лооХф▐Ч@Ё┐  coedge ╧              а Я п ╟ G     tagsys attrib                    бею┼ б coedge                   п ж б ┐ X      edge ╨              └╞б]▐ь√? и-DT√! @ б ╤ unknown  vertex ╥              ┐ ╙straight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ё┐  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ц└tagsys attrib                    зею┼ зstraight curve                  ╝Ц@Е √o'┐Ч@Ё┐ tagsys attrib                    иею┼ и point                  ╝Ц@Е √o'┐Ч@ edge ╘              └ ╩.Ч■v█╪F@ ╝ ╒ unknown tagsys attrib                    ░ею┼ ░tagsys attrib                    ▒ею┼ ▒ vertex ╓              ╟ ╫ellipse curve                  |Ч@лооХф▐Ч@Ё?@Ё? tagsys attrib                    ┤ею┼ ┤ point                  ИЧ@лооХф▐Ч@straight curve                  э.ДНъyЧ@_ъ╡ъЧ@Ё┐ tagsys attrib                    ╝ею┼ ╝tagsys attrib                    ┐ею┼ ┐ellipse curve                  ╚Ц@Е √o'┐Ч@Ё?@Ё? tagsys attrib                    └ею┼ └ point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@tagsys attrib                    ╟ею┼ ╟straight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@БМЛГя?3s ~:╞? tagsys attrib                    ╩ею┼ ╩ point                  э.ДНъyЧ@_ъ╡ъЧ@ End-of-ACIS-data Ц└Ё?U Ё?АЁ?Аї     @АмЦ@Ж √o'┐Ч@ мЦ@мооХф*Ч@мЦ@Ж √o'┐Ч@мЦ@мооХф*Ч@ аЦ@мооХфЧ@аЦ@мооХф*Ч@@-DT√!∙┐  Ц@мооХфЧ@ Ц@мооХфЧ@аЦ@мооХфЧ@ Ц@мооХф*Ч@ Ц@мооХф*Ч@@-DT√! @-DT√!∙┐ Ц@мооХфЦЧ@Ц@мооХфЦЧ@Ц@мооХф*Ч@ ЁХ@мооХфЦЧ@ЁХ@мооХфЦЧ@Ц@мооХфЦЧ@ ЁХ@мооХф*Ч@ЁХ@мооХфЦЧ@ЁХ@мооХф*Ч@  Ц@мооХфЧ@ Ц@мооХф*Ч@@-DT√! @-DT√!∙┐ аЦ@мооХфЧ@ Ц@мооХфЧ@аЦ@мооХфЧ@ ╝Ц@мооХф*Ч@ аЦ@мооХф*Ч@@-DT√!∙┐ ╝Ц@Е √o'┐Ч@ ╝Ц@Е √o'┐Ч@╝Ц@мооХф*Ч@ э.ДНъ┼Ц@Ё╨O─°╩Ч@ ╚Ц@Е √o'┐Ч@@╞б]▐ь√?-DT√! @ э.ДНъyЧ@_ъ╡ъЧ@э.ДНъ┼Ц@Ё╨O─°╩Ч@э.ДНъyЧ@_ъ╡ъЧ@ ИЧ@лооХф▐Ч@|Ч@лооХф▐Ч@@╞б]▐ь√? 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Ё┐@ ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                          plane surface                  VЦ@мооХфЧ@АЁ?Ё?  coedge                            ftreemeg attrib                    жю█tV^╦┬є═ face                         loop                         cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё┐@  coedge                            coedge                           coedge                    ! "       coedge                   #   $      edge                   % &-DT√!∙? ' unknown ftreemeg attrib                    жю█tV^╦┬є═ face (              ) *       +  loop                        ,  plane surface                  Ц@мооХф`Ч@Ё?Ё┐  coedge                   - . / 0       coedge                   1  . 2      coedge                    1       coedge                    /   $      edge                   &1Єю╠┘ЬK└ 3╠P╜f*2└  4 unknown  coedge                     5 6       edge                   7F└ &     пЦ@  8 tangent  coedge                   9 :  " ;      edge                   <АG└ %╝Ц@  = tangent  coedge                   >  : ? $      loop                         @  vertex                   " A vertex                   Bellipse curve                  аЦ@мооХф*Ч@     пЦ└╠;fЮац┐А═;fЮац┐@      └═;fЮац? ftreemeg attrib                    жю█tV^╦┬є═ face C              D E       F  loop                        G  plane surface                  °Х@мооХфЦЧ@АЁ?Ё?  coedge                   H I J K       coedge                   L  I M       coedge                    L  2       coedge                    J  0 $      edge                   3-DT√!∙? N-DT√! @  O unknown  coedge                     P Q      edge                   R№     └ 3     Ц@ . S tangent  vertex                   2 Tstraight curve                  TпЩК╠Ц@мооХфЧ@TпЩК╠Ц└═;fЮац┐А╠;fЮац?  coedge                   P U  6 V      edge                   7-DT√!∙┐ <А  W unknown  vertex                   6 Xstraight curve                  аЦ@мооХфЧ@Ё┐  coedge                   Y ! U Z ;      coedge                   ! Y # ? ;      loop                        : [  vertex                   Z \straight curve                  мЦ@мооХф*Ч@Ё┐  coedge                   ] # ^ _ $      edge                   `А=R╬Ц1└ %9╩─ 4@ : a unknown  face b              c $       d  point                  мЦ@мооХф*Ч@╝Ц└ point                  аЦ@мооХфЧ@     пЦ└ftreemeg attrib                    )жю█tV^╦┬є═ face e              f g       h  loop                        i ) plane surface                  ЁХ@мооХф`Ч@Ё┐АААЁ?А  coedge                   j k l m *      coedge                   n , k o       coedge                   , n - M       coedge                   / l , K $      edge                   N@ ЄЕ1└ pА╔∙┐Ї"@ , q unknown  coedge                   . - r s       edge                   t·     └ N     Ц@ I u tangent  vertex                   M vellipse curve                   Ц@мооХф*Ч@     Ц└╠;fЮац┐А═;fЮац┐@      └═;fЮац?  coedge                   r 5 1 Q V      edge                   R|Q╜f*2@ 7<Єю╠┘ЬK@ 1 w unknown  vertex                   Q xstraight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@     Ц└ coedge                   5 y 9 Z V      loop                        U c ellipse curve                  аЦ@мооХф*Ч@F@═;fЮац?А╠;fЮац┐@@╠;fЮац?  point                  аЦ@мооХфЧ@F@ coedge                   : 9 z { ;      edge                   |А=R╬Ц1└ <9╩─ 4@ 9 } unknown  face ~              @ ;         point                  мЦ@мооХф*Ч@АG@ coedge                   А > Б В $      coedge                   z Г > _ Д      edge                   Е{б]▐ь√? `-DT√! @ ^ Ж unknown  vertex                   { Зstraight curve                  мЦ@Р╫┴ {Ч@╝Ц└Ё┐ p]Юb══┴ авaяg══Aftreemeg attrib                    @жю█tV^╦┬є═ face И                   V       Й plane surface                  Ф╖╠зтЗЦ@Ж╟о&БЧ@У╖╠зтЧЦ└╠;fЮац?═;fЮац?═;fЮац?╠;fЮац┐ ftreemeg attrib                    Dжю█ tV^╦┬є═ face К              Л М       Н  loop                        О D cone surface                   Ц@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   П Р С Т E      coedge                   У G Р Ф *      coedge                   G У H o *      coedge                   J С G m $      edge                   p;fЮа└ Х G Ц unknown  coedge                   I H Ч Ш       edge                   Щ°     └ p     Ц@ k Ъ unknown  vertex                   o Ыstraight curve                  Ц@╗.^№pЧ@Ц└Ё? ╬Люg══┴ Btрb══A coedge                   Ч P L s V      edge                   t-DT√! └ R-DT√!∙┐ L Ь unknown  vertex                   s Эstraight curve                  Ц@мооХф*Ч@Ё┐  point                  Ц@мооХф*Ч@     Ц└straight curve                  TпЩК╠Ц@мооХфЧ@АTпЩК╠@╠;fЮац?═;fЮац?  point                   Ц@мооХфЧ@№     @ coedge                   U Ю Я а V      coedge                   Я ^ Y { Д      edge                   |АG└ `╝Ц@ Y б tangent  vertex                   а вstraight curve                  мЦ@Р╫┴ {Ч@АG@Ё┐ p]Юb══┴ авaяg══Aftreemeg attrib                    [жю█tV^╦┬є═plane surface                  мЦ@Щч╘uЧ@Ё┐АААЁ?А  coedge                   г ] д е $      coedge                   ж з ] В и      edge                   йVУ%]*"В└ Еъ┼J!А└ Б к unknown  coedge                   ^ Я ж л Д      loop                        ^ м  vertex                   л нellipse curve                  ╚Ц@Ж √o'┐Ч@     ╫Ц└╠;fЮац?═;fЮац?@■     └╬;fЮац?  point                  мЦ@Ж √o'┐Ч@╝Ц└ftreemeg attrib                    cжю█tV^╦┬є═plane surface                  Ф╖╠зтЗЦ@Ж╟о&БЧ@АЄЦ∙T№B@═;fЮац┐╠;fЮац?╠;fЮац?═;fЮац? ftreemeg attrib                    fжю█ tV^╦┬є═ face о              п ░       ▒  loop                        ▓ f plane surface                  VЦ@мооХфЧ@Ё┐Ё┐АА  coedge                   │ ┤ ╡ ╢ g      coedge                   ╖ i ┤ ╕ E      coedge                   i ╖ j Ф E      coedge                   l ╡ i Т $      edge                   ХА╔∙┐Ї"└ ╣@ ЄЕ1@ i ║ unknown  coedge                   k j ╗ ╝ *      edge                   ╜ ХЦ@ Р ╛ unknown  vertex                   Ф ┐straight curve                  ЁХ@мооХфЦЧ@Ц└═;fЮац┐А╠;fЮац?  coedge                   ╗ r n Ш V      edge                   ЩА╔∙┐Ї"└ t@ ЄЕ1@ n └ unknown  vertex                   Ш ┴straight curve                  Ц@мооХфЦЧ@Ё┐  point                  Ц@мооХфЦЧ@     Ц└ellipse curve                   Ц@мооХф*Ч@№     @═;fЮац?А╠;fЮац┐@@╠;fЮац?  point                  Ц@мооХф*Ч@·     @ coedge                   y ┬ ├ ─ V      coedge                   Г z y а Д      edge                   ┼yб]▐ь√? |-DT√! @ Я ╞ unknown straight curve                  мЦ@Ж √o'┐Ч@Ё┐  point                  мЦ@Ж √o'┐Ч@АG@ coedge                   ╟ А ╚ ╔ $      coedge                   ╩ ╦ А е ╠      edge                   ═ й2б]▐ь√? д ╬ unknown  coedge                   ├ Б Г л и      coedge                   Б ├ ╩ ╧ и      loop                        Б ╨  vertex                   ╧ ╤straight curve                  ╞Зlл~С@пr7K█Ц@┼Зlл~*С└cС┤tц┐Vw╟`м┐┐bС┤tц? ! ─·П<╒┴ ╜ЁЄ▀Р<╒A edge                   ┼спНFidJ└ Е~m4J#╙Ц@ Г ╥ tangent  face ╙              [ Д       ╘  point                  m4J#├Ц@К║┌Ч@~m4J#╙Ц└ftreemeg attrib                    Лжю█ tV^╦┬є═ face ╒              ╓ ╫       ╪  loop                        ┘ Л cone surface                  аЦ@мооХф*Ч@Ё┐@Ё? Ё?@  coedge                   ┌ █ ▄ ▌ М      coedge                   ▐ О █ ▀ g      coedge                   О ▐ П ╕ g      coedge                   С ▄ О ╢ $      edge                   ╣-DT√! └ р-DT√!∙┐ О с unknown  coedge                   Р П т у E      edge                   ф ╣Ц@ ┤ х tangent  vertex                   ╕ цstraight curve                  ЁХ@╗.^№pЧ@Ц└Ё┐ Btрb══┴ ╬Люg══A coedge                   т Ч У ╝ V      edge                   ╜ Щ╩;fЮа@ У ч unknown  vertex                   ╝ шstraight curve                  ЁХ@мооХфЦЧ@Ё┐  point                  ЁХ@мооХфЦЧ@Ц└straight curve                  Ц@╗.^№pЧ@°     @Ё?А ╬Люg══┴ Btрb══A point                  Ц@мооХфЦЧ@°     @ coedge                   Ю щ ъ ы V      coedge                   з ж Ю ─ и      edge                   ь {Ъ ╡ТU└ ┼ю>p╞ё(6└ ├ э unknown  vertex                   ─ юellipse curve                  ╚Ц@Ж √o'┐Ч@K@═;fЮац┐╠;fЮац?@@═;fЮац?  coedge                   я г Ё ё $      coedge                   Є є г ╔ Ї      edge                   їА6@ф *└ ═└ф№▀ ·3@ ╚ Ў unknown  coedge                   ъ д з ╧ ╠      coedge                   д ъ Є ў ╠      loop                        д °  vertex                   ў ∙ellipse curve                  |Ч@мооХф▐Ч@     ЛЧ└╠;fЮац?═;fЮац?@■     └╬;fЮац?  edge                   ьё╫Fг4rX└ йm4J#ЗЧ@ з · tangent  face √              м и       №  point                  m4J#wЧ@еЯ╔пw·Ч@m4J#ЗЧ└straight curve                  m4J#├Ц@К║┌Ч@Ё┐ ftreemeg attrib                    мжю█tV^╦┬є═cone surface                  ╚Ц@Ж √o'┐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    пжю█ tV^╦┬є═ face ¤              ■           loop                         п plane surface                  ╝Ц@Шч╘uЧ@Ё?Ё┐  coedge                       ░      coedge                    ▓   М      coedge                   ▓  │ ▀ М      coedge                   ╡  ▓ ▌ $      edge                   р╠P╜f*2@ 1Єю╠┘ЬK@ ▓  unknown  coedge                   ┤ │   g      edge                   №     └ р     Ц@ █  tangent  vertex                   ▀ ellipse curve                   Ц@мооХф*Ч@     Ц└╠;fЮац?═;fЮац?@■     └╬;fЮац?  coedge                    ╗ ╖ у V      edge                   ╜А╔∙┐Ї"└ ф@ ЄЕ1@ ╖  unknown  vertex                   у straight curve                  ЁХ@мооХф*Ч@Ё┐  point                  ЁХ@мооХф*Ч@Ц└straight curve                  ЁХ@мооХфЦЧ@╠;fЮац?═;fЮац?  point                  ЁХ@мооХфЦЧ@ coedge                   ┬    V      coedge                   ╦ ╩ ┬ ы ╠      edge                    ьwб]▐ь√? ъ  unknown  vertex                   ы straight curve                  h╩ёДЦ@И▓m├╧Ч@M┘"ЮB@bС┤tц┐Vw╟`м┐┐cС┤tц┐ ╔▓@KП<╒┴ |;У<╒A point                  m4J#├Ц@К║┌Ч@спНFidJ@ coedge                    ╟   $      coedge                     ╟ ё       edge                   ЩО╡ц°E@ ї*vЕ│ ЇG@ Ё  unknown  coedge                    ╚ ╦ ў Ї      coedge                   ╚    Ї      loop                        ╚   vertex                    !straight curve                  ШЧ@╗.^№ОЧ@иЧ└Ё? ╬Л▀ёg══┴ Bt b══A edge                   АZ└ ═иЧ@ ╦ " tangent  face #              ╨ ╠       $  point                  ШЧ@мооХф▐Ч@иЧ└straight curve                  m4J#wЧ@еЯ╔пw·Ч@Ё┐ ftreemeg attrib                    ╨жю█tV^╦┬є═plane surface                  m4J#Ч@Т╪яЩъЧ@3s ~:╞┐БМЛГя?БМЛГя?3s ~:╞?А ftreemeg attrib                    ╓жю█ tV^╦┬є═ face %              & '       (  loop                        ) ╓ cone surface                  ╚Ц@Е √o'┐Ч@Ё┐@Ё? Ё┐@  coedge                   * + , - ╫      coedge                   . ┘ + / ░      coedge                   ┘ . ┌  ░      coedge                   ▄ , ┘  $      edge                   -DT√!∙┐ 0 ┘ 1 unknown  coedge                   █ ┌ 2 3 М      edge                   4F└      пЦ@  5 tangent  vertex                    6straight curve                  TпЩК╠Ц@мооХфЧ@TпЩК╠Ц└═;fЮац?╠;fЮац┐  coedge                   2 т ▐  V      edge                   ф-DT√! └ -DT√!∙┐ ▐ 7 unknown  vertex                    8straight curve                   Ц@мооХфЧ@Ё┐  point                   Ц@мооХфЧ@     Ц└straight curve                  ЁХ@╗.^№pЧ@Ё╝Ё┐ Btрb══┴ ╬Люg══A point                  ЁХ@мооХф*Ч@ coedge                   щ 9 : ; V      coedge                   є Є щ  Ї      edge                   └ф№▀ ·3└ <А6@ф *@  = unknown  vertex                    >ellipse curve                  |Ч@мооХф▐Ч@└X@═;fЮац┐╠;fЮац?@@═;fЮац?  point                  m4J#wЧ@еЯ╔пw·Ч@ё╫Fг4rX@ coedge                   ? я @ A $      coedge                   B C я  D      edge                   EАф№▀ ·3└ А6@ф *@  F unknown  coedge                   : Ё є        coedge                   Ё : B G       loop                        Ё H  vertex                   G Istraight curve                  :╓ЪуЧ@мооХфZЧ@:╓Ъу Ч└═;fЮац?╠;fЮац┐  edge                   <Ё    Z└ їиЧ@ є J unknown  face K              ° Ї       L  point                  ШЧ@мооХфZЧ@иЧ└straight curve                  ШЧ@мооХф▐Ч@Ё┐ ftreemeg attrib                    °жю█tV^╦┬є═cone surface                  |Ч@мооХф▐Ч@Ё┐@Ё? Ё?@ ftreemeg attrib                    ■жю█tV^╦┬є═ face M              N O       P  loop                        Q ■ plane surface                  э.ДНъЧ@Ш)W╫┌Ч@3s ~:╞?БМЛГя┐БМЛГя┐3s ~:╞┐А  coedge                   R S T U        coedge                   V  S W ╫      coedge                    V  / ╫      coedge                    T  - $      edge                   0└8╩─ 4└ XА=R╬Ц1@  Y unknown  coedge                     Z [ ░      edge                   \АI└ 0╠Ц@ + ] tangent  vertex                   / ^ellipse curve                  аЦ@мооХф*Ч@     пЦ└╠;fЮац?═;fЮац?@■     └╬;fЮац?  coedge                   Z   3 V      edge                   |Q╜f*2@ 4<Єю╠┘ЬK@  _ unknown  vertex                   3 `straight curve                  аЦ@мооХфЧ@Ё┐  point                  аЦ@мооХфЧ@     пЦ└ellipse curve                   Ц@мооХф*Ч@№     @═;fЮац┐╠;fЮац?@@═;fЮац?  point                   Ц@мооХфЧ@№     @ coedge                    a b c V      coedge                      ;       edge                   dЩО╡ц°E@ <№uЕ│ ЇG@ : e unknown  vertex                   ; fstraight curve                  ШЧ@╗.^№ОЧ@АZ@Ё?А ╬Л▀ёg══┴ Bt b══A point                  ШЧ@мооХф▐Ч@АZ@ coedge                   T  Q g $      coedge                   h i  A O      edge                   j*б]▐ь√┐ E @ k unknown  coedge                   b   G D      coedge                    b h l D      loop                         N  vertex                   l mstraight curve                  ИЧ@╗.^№ОЧ@ШЧ└Ё┐ Bt b══┴ ╬Л▀ёg══A edge                   dАY└      ЧЧ@  n unknown  face o                      p  point                  ИЧ@мооХфZЧ@     ЧЧ└straight curve                  ШЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    жю█tV^╦┬є═plane surface                  ШЧ@мооХфЬЧ@Ё?Ё┐ ftreemeg attrib                    &жю█tV^╦┬є═ face q              H D       r  loop                        @ & cone surface                  |Ч@лооХф▐Ч@Ё┐@Ё? Ё┐@  coedge                   s t ? g '      coedge                   u ) t v        coedge                   ) u * W        coedge                   , ? ) U $      edge                   X-DT√! └ w╒б]▐ь√┐ ) x unknown  coedge                   + * y z ╫      edge                   {АI└ X╠Ц@ S | tangent  vertex                   W }straight curve                  ╝Ц@П╫┴ {Ч@╠Ц└Ё? авaяg══┴ p]Юb══A coedge                   y 2 . [ V      edge                   4-DT√!∙┐ \ . ~ unknown  vertex                   [ straight curve                  ╝Ц@мооХф*Ч@Ё┐  point                  ╝Ц@мооХф*Ч@╠Ц└straight curve                  TпЩК╠Ц@мооХфЧ@АTпЩК╠@╠;fЮац?═;fЮац?  point                  аЦ@мооХфЧ@F@ coedge                   9 А Б В V      coedge                   C B 9 c D      edge                   ГАф№▀ ·3└ dА6@ф *@ b Д unknown  vertex                   c Еstraight curve                  ;╓ЪуЧ@мооХфZЧ@аcн9■R@╠;fЮац?═;fЮац?  point                  ШЧ@мооХфZЧ@Ё    Z@ edge                   w:n7p%А@ jж;WГ&В@ Q Ж unknown  coedge                   Б @ C l O      coedge                   @ Б s З O      vertex                   З Иellipse curve                  |Ч@лооХф▐Ч@     ЛЧ└╠;fЮац┐А═;fЮац┐@      └═;fЮац?  edge                   ГАY└ E     ЧЧ@ C Й tangent  point                  ИЧ@лооХф▐Ч@     ЧЧ└straight curve                  ИЧ@мооХфZЧ@Ё┐ ftreemeg attrib                    Hжю█tV^╦┬є═plane surface                  РЧ@мооХфZЧ@Ё┐Ё┐АА ftreemeg attrib                    Nжю█tV^╦┬є═plane surface                  ИЧ@мооХфЬЧ@Ё┐АААЁ?А  coedge                   К Q i З '      coedge                   Q К R v '      coedge                   S R Л М        edge                   Нб▌Е░Q╜J└ wь.ДНъ╒Ц@ t О tangent  vertex                   v Пellipse curve                  ╚Ц@Е √o'┐Ч@     ╫Ц└╠;fЮац┐А═;fЮац┐@      └═;fЮац?  coedge                   Л Z V z V      edge                   {А=R╬Ц1└ \└8╩─ 4@ V Р unknown  vertex                   z Сstraight curve                  ╝Ц@Е √o'┐Ч@Ё┐  point                  ╝Ц@Е √o'┐Ч@╠Ц└ellipse curve                  аЦ@мооХф*Ч@F@═;fЮац┐╠;fЮац?@@═;fЮац?  point                  ╝Ц@мооХф*Ч@АI@ coedge                   a Л К Т V      coedge                   i h a В O      edge                   ГА У╩б]▐ь√? Б Ф unknown  vertex                   В Хstraight curve                  ИЧ@╗.^№ОЧ@АY@Ё┐ Bt b══┴ ╬Л▀ёg══A point                  ИЧ@мооХфZЧ@АY@straight curve                  ╕S╢╛чС@╗XN▓K╦Ц@╖S╢╛ч+С└cС┤tц?Vw╟`м┐?bС┤tц┐ 3рР<╒┴ ксг·П<╒A edge                   У╤юB╪иЮX└ jэ.ДНъЙЧ@ i Ц tangent  point                  э.ДНъyЧ@_ъ╡ъЧ@э.ДНъЙЧ└straight curve                  ИЧ@лооХф▐Ч@Ё┐  coedge                   t s А Т '      coedge                   А y u М V      edge                   Н╧б]▐ь√? {-DT√! @ u Ч unknown  vertex                   М Шstraight curve                  э.ДНъ┼Ц@Ё╨O─°╩Ч@Ё┐  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@ь.ДНъ╒Ц└straight curve                  ╝Ц@П╫┴ {Ч@АI@Ё?А авaяg══┴ p]Юb══A point                  ╝Ц@Е √o'┐Ч@АI@ edge                   НфHеМ╢е6@ УИ╜'<ц▒U@ К Щ unknown  vertex                   Т Ъellipse curve                  |Ч@лооХф▐Ч@└X@═;fЮац?А╠;fЮац┐@@╠;fЮац?  point                  ИЧ@лооХф▐Ч@АY@straight curve                  э.ДНъyЧ@_ъ╡ъЧ@Ё┐ ellipse curve                  ╚Ц@Е √o'┐Ч@K@═;fЮац?А╠;fЮац┐@@╠;fЮац?  point                  э.ДНъ┼Ц@Ё╨O─°╩Ч@б▌Е░Q╜J@straight curve                  ZЦh#ZЖЦ@УяIА├┐Ч@M╦mD╦B@bС┤tц?Vw╟`м┐?cС┤tц? Же[У<╒┴ SЙ KП<╒A point                  э.ДНъyЧ@_ъ╡ъЧ@╤юB╪иЮX@ End-of-ACIS-dataA Ж   G BЁ┐Ё?Ё┐Ё    [└PХ└мооХфZЧ└Ё?A Ж   G BжС╝Ё┐Ё?Ё?жС╝Ё    Z└D@мооХфZЧ└Ё? Neue FlфcheRЁ?Ё?Ё?"╦Циєo@°Ц└Ё?yЪ(ДДTNeue FlфcheRЁ?Ё?Ё?"╦Циєo@°Ц└Ё?zACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        ftreemeg attrib                    жю█ face                      loop                         plane surface                  █Щ┐ЗsZ@иУ@▀СDb+зL@АЁ?АЁ? ftreemeg attrib                    жю█ face                         loop                          plane surface                  █Щ┐ЗsZ@▀СDb+зL@БМЛГя?Жs ~:╞?Жs ~:╞?БМЛГя┐  coedge                            ftreemeg attrib                    жю█ face                         loop                         plane surface                  ж▌Е░Q╜J@jo9U H@Ё┐АЁ┐  coedge                            coedge                   ! "       coedge                    #       coedge                    $        edge                   %@╟7Йк~@ &АM@  ' unknown FoldAttmeg attrib          (      жю█  face )              * +       ,  loop                        $  plane surface                  ╬-°iш╪G@?ю7G╟ЗG@Иs ~:╞?БМЛГя┐БМЛГя┐Йs ~:╞┐  coedge                   - . / 0       coedge                   1   #      coedge                    1 - 2      coedge                   /          edge                   & 3иУ@  4 unknown  coedge                     5 6       coedge                   7 8  " 9      edge                   : %∙     @ ! ; unknown  edge                   < &∙     @  = unknown  coedge                    / > ?       vertex                    @ vertex                    Astraight curve                  ╬-°iш╪G@иУ@?ю7G╟ЗG@БМЛГя?Еs ~:╞? ftreemeg attrib          B  жю█\╓P┼ёє═ftreemeg attrib                    жю█ face C              D 9       E  loop                        F  plane surface                  АI@┘о*РF@АЁ┐АЁ┐  coedge                   G   2       coedge                    G H I       coedge                   $   0       edge                   3 J┘о*РJ@ / K unknown  coedge                     L M      edge                   N 3∙     @  O unknown  vertex                    Pstraight curve                  █Щ┐ЗsZ@иУ@▀СDb+зL@Ё┐  coedge                   Q L 6 R      edge                   :@╟7Йк~@ <АM@ 5 S unknown  coedge                   T ! U V 9      coedge                   ! T W X 9      loop                        7 *  vertex                   6 Ystraight curve                  ╪пНFidJ@иУ@+&7ЄНJ@Жs ~:╞?БМЛГя┐  vertex                   6 Zstraight curve                  ЇВ├RвFZ@иУ@аг dЯN@Жs ~:╞?БМЛГя┐  coedge                   [ U $ ? \      edge                   J %иУ@ $ ] tangent  point                  ж▌Е░Q╜J@иУ@jo9U H@ point                  █Щ┐ЗsZ@иУ@▀СDb+зL@FldEntIdmeg attrib               ( жю█    ftreemeg attrib                    *жю█ face ^              _ \       ` plane surface                  ж▌Е░Q╜J@иУ@jo9U H@Ё?Ё?  coedge                   H a [ b +      coedge                   . - c d       coedge                   e F . I +      edge                   J f∙     @ H g unknown  vertex                   ? hstraight curve                  █Щ┐ЗsZ@▀СDb+зL@БМЛГя┐Еs ~:╞┐  coedge                   5 c 1 M R      edge                   < NиУ@ L i unknown  vertex                   M jstraight curve                  ЇВ├RвFZ@аг dЯN@Жs ~:╞?БМЛГя┐  point                  █Щ┐ЗsZ@▀СDb+зL@ coedge                   c 5 k l R      loop                        Q m straight curve                  АG@иУ@АI@БМЛГя?Еs ~:╞?  coedge                   8 7 n o 9      coedge                   > p 7 V \      edge                   %ЖDчJWц┐ qАDчJWц? U r unknown  coedge                   s k 8 X t      edge                   :МDчJWц┐ uАDчJWц? W v unknown  point                  ╪пНFidJ@иУ@+&7ЄНJ@ point                  ЇВ├RвFZ@иУ@аг dЯN@ coedge                   p > F b \      loop                        [ D straight curve                  ж▌Е░Q╜J@jo9U H@Ё? ftreemeg attrib                    Dжю█ face w              x y       z cone surface                  K@┘о*РF@Ё┐,|║Уb└!!Z√Т┌■?Ё? Ё?      @  coedge                   F e { | +      edge                   }АDчJWц┐ JЖDчJWц? [ ~ unknown  coedge                   L Q G d R      edge                   N f┘о*РJ@ c  unknown  coedge                   a H А Б +      vertex                   l Вstraight curve                  ж▌Е░Q╜J@jo9U H@Жs ~:╞┐БМЛГя?  point                  ж▌Е░Q╜J@jo9U H@straight curve                  ЇВ├RвFZ@иУ@аг dЯN@Ё┐  point                  ЇВ├RвFZ@аг dЯN@ coedge                   W А Q l t      edge                   f :иУ@ Q Г tangent  face Д                   R       Е  coedge                   Ж З T o y      edge                   u q@ n И unknown  coedge                   U [ Й К \      vertex                   К Лellipse curve                  K@иУ@┘о*РF@Ё┐-|║Уb└ !Z√Т┌■?Ё?  coedge                   А W М Н t      loop                        А О  vertex                   Н Пellipse curve                  K@иУ@┘о*РF@Ё┐6fuоs└TУЇgА @Ё? ftreemeg attrib                    _жю█ face Р              С Т       У  loop                        Ж _ plane surface                  АI@иУ@┘о*РF@АЁ?АЁ?  coedge                   Ф Х a | Т      edge                   } Ц@ { Ч unknown  vertex                   Ш Щellipse curve                  K@┘о*РF@Ё?-|║Уb└ !Z√Т┌■?Ё? straight curve                  ЇВ├RвFZ@аг dЯN@БМЛГя┐Еs ~:╞┐  coedge                   k s e Б t      edge                   ЦАDчJWц┐ fМDчJWц? А Ъ unknown  point                  ╪пНFidJ@+&7ЄНJ@straight curve                  ╫пНFidJ@,&7ЄНJ@Ё? FoldAttmeg attrib          Ы      mжю█ plane surface                  АG@АI@Иs ~:╞?БМЛГя┐БМЛГя┐Йs ~:╞┐  coedge                   Ь n Э Ю y      coedge                   n Ь Я а y     straight curve                  АG@иУ@┘о*РF@Ё?  coedge                   б Э p К в      edge                   qиУ└ } Й г tangent  point                  АI@иУ@┘о*РF@ coedge                   Я д s Н е      edge                   uиУ└ Ц М ж tangent  face з              m t       и  point                  АG@иУ@┘о*РF@ftreemeg attrib                    xжю█ face й              к в       л  loop                        Х x plane surface                  АI@      @АЁ┐АЁ┐  coedge                   м { д н Т      coedge                   { м б Ш Т      vertex                   н оstraight curve                  АI@┘о*РF@Ё┐  edge                   }8╟7Йк~@ пF@ б ░ unknown  point                  АI@┘о*РF@ellipse curve                  K@┘о*РF@Ё?6fuоs└TУЇgА @Ё? ftreemeg attrib          ▒ Д mжю█\╓P┼ёє═ coedge                   З Ж ▓ │ y      coedge                   Й ┤ Ж Ю в      edge                   ╡■     @ q┘о*РF@ Э ╢ unknown  coedge                   ╖ М З а е      edge                   ╕■     @ u┘о*РF@ Я ╣ unknown  coedge                   ┤ Й Х Ш в      loop ║                   ┤ С straight curve                  АI@┘о*РF@Ё┐  coedge                   М ╖ Ф н е      loop ╗                   ╖ ╝ straight curve                  АG@┘о*РF@Ё┐ ftreemeg attrib                    Ожю█cone surface                  K@┘о*РF@Ё┐5fuоs└UУЇgА @Ё? Ё?      @ FldEntIdmeg attrib          ╜      Сжю█ face ╛              ┐ └       ┴ plane surface                  АI@Аiш╝Ё?жб╝жб╝Ё┐  coedge                   Х Ф ┬ ├ Т      edge                   Ц8╟7Йк~@ ─F@ д ┼ unknown  point                  АG@┘о*РF@ vertex                   ╞ ╟straight curve                  АI@АI@Ё┐ FldEntIdmeg attrib               Ы mжю█     coedge                   ╚ ╔ Ь │ └      edge                   ╕ ╡@ ▓ ╩ unknown  coedge                   Э б ╦ ╞ в      vertex                   Ю ╠straight curve                  АI@иУ@Аiш╝Ё?  coedge                   д Я ═ ╬ е      vertex                   а ╧straight curve                  АG@иУ@ф╝Ё? FldTmpmeg attrib                    вжю█FldTmpmeg attrib                    ежю█ face ╨              О е       ╤ ftreemeg attrib          ╥ й Сжю█\╓P┼ёє═ftreemeg attrib                    кжю█ face ╙              ╘ ╒       ╓  loop                        ╚ к plane surface                  АI@иУ@√     @Ё?Ё?  coedge                   ╫ ╪ м ├ ╒      edge                   п ─@ ┬ ┘ unknown  vertex                   ╬ ┌straight curve                  АG@АI@Ё┐  edge                   п ╡иУ@ ┤ █ tangent  point                  АI@      @ coedge                   ▄ ▓ ▌ ▐ └      coedge                   ▓ ▄ ▀ р └     straight curve                  АG@иУ@№     @Ё?░╝  coedge                   с ▌ ┤ ╞ т      point                  АI@иУ@√     @ coedge                   ▀ у ╖ ╬ ф      edge                   ─ ╕иУ@ ╖ х tangent  point                  АG@иУ@№     @FldEntIdmeg attrib          ц      ╝жю█plane surface                  АG@ф╝Ё?жб╝жб╝Ё┐ FoldAttmeg attrib               ╜ Сжю█ ftreemeg attrib                    ┐жю█ face ч              ш т       щ  loop                        ╪ ┐ plane surface                  F@ш╝АЁ┐АЁ┐  coedge                   ъ ┬ у ы ╒      coedge                   ┬ ъ с ь ╒     straight curve                  АI@      @Ё┐░<  point                  АG@@straight curve                  АI@№     @Ё?  coedge                   ╔ ╚ э ю └      coedge                   ╦ я ╚ ▐ т      edge                   ╡-DT√!щ┐ Ё-DT√!щ? ▌ ё unknown  coedge                   Є ═ ╔ р ф      edge                   ╕-DT√!щ┐ є-DT√!щ? ▀ Ї unknown  coedge                   я ╦ ╪ ь т      loop                        ▌ ╘  coedge                   ═ Є ╫ ы ф      loop                        ▀ ї straight curve                  АG@№     @Ё? ftreemeg attrib          Ў ╨ ╝жю█\╓P┼ёє═ftreemeg attrib                    ╘жю█ face ў              ° ∙       · cone surface                  F@№     @АЁ?STпЩК╠@STпЩК╠└Ё? Ё┐@  coedge                   ╪ ╫ √ № ╒      edge                   ¤-DT√!щ┐ ─"-DT√!щ? у ■ unknown  edge                    -DT√!щ┐ п-DT√!щ? с  unknown  coedge                     ▄ ю       edge                   є Ё@ э  unknown  coedge                   ▌ с   т      vertex                    ellipse curve                  F@иУ@№     @АЁ?STпЩК╠@STпЩК╠└Ё?  coedge                   у ▀   ф      vertex                    ellipse curve                  F@иУ@№     @АЁ?┘l▀╠v°@┘l▀╠v°└Ё?  face               ╝ ф        FoldAttmeg attrib               ц ╝жю█ ftreemeg attrib                    шжю█ face                         loop                         ш plane surface                  АB@Ё┐Ё┐  coedge                     ъ №       edge                     ¤@ √  unknown  vertex                    ellipse curve                  F@№     @АЁ┐А┘l▀╠v°@┘l▀╠v°└Ё?  vertex                    ellipse curve                  F@№     @АЁ┐АSTпЩК╠@STпЩК╠└Ё?  coedge                    э         coedge                   э          loop                          straight curve                  F@иУ@·     @Ё┐  coedge                     я  !      edge                   ЁиУ└    " tangent  point                  F@иУ@ш╝ coedge                    # Є  $      edge                   єиУ└ ¤  % tangent  point                  F@иУ@·     @ftreemeg attrib                    їжю█cone surface                  F@№     @АЁ?┘l▀╠v°@┘l▀╠v°└Ё? Ё┐@ ftreemeg attrib                    °жю█ face &              ' (       )  loop                        * ° plane surface                  иУ@АB@Ё?Ё?  coedge                   + , - . ∙      coedge                   / √ #        coedge                   √ /         loop                         0 straight curve                  F@ш╝Ё?  edge                   ¤@ 1F@ # 2 unknown  point                  F@·     @ edge                    @ 3F@  4 unknown  point                  F@ш╝ coedge                     5 6       coedge                    7   !      edge                   8@ ЁF@  9 unknown  coedge                   :    $      edge                   ;@ єF@  < unknown  face =              0        >  coedge                   7    !      loop ?                   7 @ straight curve                  F@ш╝Ё┐  coedge                    :   $      loop A                   : B straight curve                  F@·     @Ё┐ ftreemeg attrib                    жю█ face C               D       E  loop                        F  plane surface                  иУ@@Ё?ААЁ?  coedge                   G H I J       coedge                   K  L M ∙      coedge                    K G N ∙      coedge                   I O  . D      edge                   P@ QАB@ - R unknown  coedge                     S T       face U              @        V  vertex                   W Xstraight curve                  АI@∙     @Ё┐жС<  vertex                   Y Zstraight curve                  АI@ь╝Ё┐жС<  coedge                   [ \  6 ]      edge                   ; 8@ 5 ^ unknown  coedge                     _ Y !      vertex                    `straight curve                  ж▒╝иУ@Ё?жС╝  coedge                   #  a W $      vertex                    bstraight curve                  иУ@@Ё?жС╝ ftreemeg attrib                    жю█plane surface                  F@иУ@ш╝Ё?Ё? FldTmpmeg attrib                    !жю█ face c              d !       e FldTmpmeg attrib                    $жю█ face f              g $       h ftreemeg attrib          i      'жю█\╓P┼ёє═ loop j                   O ' plane surface                  иУ@АB@Ё?Ё┐  coedge                   k l m n (      coedge                   o * , N       coedge                   * o k p       coedge                   m - * J D      edge                   q QиУ@ I r unknown  coedge                   , + s t ∙      coedge                   u v + M w      edge                   x P@ L y unknown  edge                   z Q@ , { unknown  coedge                   - m | } D      vertex                   . ~ vertex                   J straight curve                  Ё?  coedge                   v u / T w      edge                   3 1@ S А unknown ftreemeg attrib                    0жю█plane surface                  @└╝Ё┐Ё┐  edge                   1иГ└ ;иГ@ : Б tangent  point                  @      @ edge                   3иГ└ 8иГ@ 7 В tangent  point                  @└╝ coedge                   Г 5 Д Е ]      coedge                   5 Г Ж З ]      loop                        [ d straight curve                  @иУ@      @Ё┐  coedge                   И Д 7 Y Й      point                  @иУ@└╝ coedge                   Ж К : W Л      point                  @иУ@      @FldEntIdmeg attrib          М      @жю█ face Н              О ]       П plane surface                  ж▒╝жС╝Ё┐Ё┐жС< FldEntIdmeg attrib          Р      Bжю█ face С              ї Т       У plane surface                  @жС╝Ё┐Ё┐жС< FldEntIdmeg attrib               C 'жю█FldTmpmeg attrib                    Dжю█ coedge                   Ф F H p (      coedge                   F Ф Г Х (      coedge                   O I F n D      edge                   Ц@ qАB@ m Ч unknown  coedge                   H G Ш Щ       edge                   Ъ q@ H Ы unknown  vertex                   J Ьstraight curve                  иУ@АB@Ё┐  coedge                   Э Ш K t Т      edge                   x@ zАB@ s Ю unknown  coedge                   S L И Я w      coedge                   L S К а w      loop                        u О  vertex                   t бstraight curve                  @@Ё┐  vertex                   Щ вstraight curve                  @АB@Ё┐  coedge                   Д И O } Й      edge                   ЦиГ└ PиГ@ O г tangent  point                  @ point                  АB@straight curve                  @└╝Ё? straight curve                  @иГ@      @Ё? straight curve                  @иГ@└╝Ё?  coedge                   \ [ l Х ]      coedge                   _ | [ Е Й      edge                   8-DT√!щ┐ Ц-DT√!щ? Д д unknown  coedge                   е a \ З Л      edge                   ;-DT√!щ┐ ж-DT√!щ? Ж з unknown  coedge                   | _ u Я Й      loop                        Д и  coedge                   a е v а Л      loop                        Ж й ftreemeg attrib          к c @жю█\╓P┼ёє═ftreemeg attrib                    dжю█ face л              и w       м plane surface                  @иУ@└╝АЁ?АЁ? ftreemeg attrib          н f Bжю█\╓P┼ёє═ftreemeg attrib          о      gжю█\╓P┼ёє═ loop п                   Э g plane surface                  @иУ@АB@Ё?Ё┐  coedge                   l k ░ ▒ (      edge                   Ц ж@ Г ▓ unknown  vertex                   n │straight curve                  иУ@Ё?  coedge                   s ░ o Щ Т      edge                   Ъ zиУ@ Ш ┤ unknown  vertex                   Щ ╡straight curve                  @иУ@АB@Ё┐  point                  иУ@АB@ coedge                   ░ s е ╢ Т     straight curve                  @Ё?  edge                   P-DT√!щ┐ 3-DT√!щ? И ╖ unknown  edge                   x-DT√!щ┐ 1-DT√!щ? К ╕ unknown  point                  @@ point                  @АB@straight curve                  └<иГ@@Ё┐ ellipse curve                  @иУ@@АЁ?STпЩК╠└STпЩК╠└Ё?  coedge                   К Ж Э ╢ Л      vertex                   ▒ ╣ellipse curve                  @иУ@@АЁ?┘l▀╠v°└┘l▀╠v°└Ё?  face ║              й Й       ╗  face ╝              B Л       ╜ FoldAttmeg attrib               М @жю█ ftreemeg attrib                    Ожю█plane surface                  @Ё┐Ё┐ FoldAttmeg attrib               Р Bжю█ FldEntIdmeg attrib               С gжю█FldTmpmeg attrib                    Тжю█ coedge                   Ш Э Ф ▒ Т      edge                   ж@ ЪАB@ ░ ╛ unknown straight curve                  иУ@@Ё?  point                  иУ@@straight curve                  @иУ@АB@Ё┐  point                  @иУ@АB@ edge                   жиГ└ xиГ@ Э ┐ tangent ellipse curve                  @@Ё┐STпЩК╠└STпЩК╠└Ё? ellipse curve                  @@Ё┐┘l▀╠v°└┘l▀╠v°└Ё?  point                  @иУ@@ftreemeg attrib                    ижю█cone surface                  @иГ@@АЁ?STпЩК╠└STпЩК╠└Ё? Ё┐@ ftreemeg attrib                    йжю█cone surface                  @иГ@@АЁ?┘l▀╠v°└┘l▀╠v°└Ё? Ё┐@ straight curve                  @иУ@Ё? straight curve                  @иГ@@Ё┐  End-of-ACIS-dataДTNeue FlфcheRЁ?Ё?Ё?"╦Циєo@°Ц└Ё?)ZACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        ftreemeg attrib                    жю█ face                      loop                         plane surface                  АI@иУ@АI@АЁ?АЁ? ftreemeg attrib                    жю█ face                         loop                          plane surface                  АI@АI@АЁ?Ё?А  coedge                            ftreemeg attrib                    жю█ face                         loop                         plane surface                  АI@      @Ё┐Ё┐  coedge                            coedge                   ! "       coedge                    #       coedge                    $        edge                   %■     @ &АI@  ' unknown FoldAttmeg attrib          (      жю█  face )              * +       ,  loop -                   $  plane surface                  АI@Аiш╝Ё?жб╝жб╝Ё┐  coedge                   . / 0 1       coedge                   2   #      coedge                    2 . 3      coedge                   0          edge                   & 4иУ@  5 unknown  coedge                     6 7       coedge                   8 9  " +      edge                   : %@ ! ; unknown  edge                   < &@  = unknown  coedge                    0 > ?       vertex                    @ vertex                    Astraight curve                  АI@иУ@Аiш╝Ё? ftreemeg attrib          B  жю█\╓P┼ёє═ftreemeg attrib                    жю█ face C              D E       F  loop                        8  plane surface                  АI@иУ@√     @Ё?Ё? FldTmpmeg attrib                    жю█ coedge                   G   3       coedge                    G H I       coedge                   $   1       edge                   4 JF@ 0 K unknown  coedge                     L M      edge                   N 4@  O unknown  vertex                    Pstraight curve                  АI@иУ@АI@Ё┐  coedge                   Q L 7 R      edge                   :■     @ <АI@ 6 S unknown  coedge                   T ! U V +      coedge                   ! T W X +      vertex                   7 Ystraight curve                  АG@иУ@№     @Ё?░╝  vertex                   7 Zstraight curve                  АG@иУ@АI@Ё?  coedge                   [ U $ ? \      edge                   J %иУ@ $ ] tangent  point                  АI@иУ@√     @ point                  АI@иУ@АI@FldEntIdmeg attrib               ( жю█    ftreemeg attrib                    *жю█ face ^              _ \       `  loop                        a * plane surface                  F@ш╝АЁ┐АЁ┐  coedge                   / . b c       coedge                   d a / I E      edge                   J e@ H f unknown  vertex                   ? gstraight curve                  АI@АI@Ё┐  coedge                   6 b 2 M R      edge                   < NиУ@ L h unknown  vertex                   M istraight curve                  АG@АI@Ё?  point                  АI@АI@ coedge                   b 6 j k R      loop l                   Q m straight curve                  АG@иУ@ф╝Ё?  coedge                   9 8 n o +      coedge                   > p 8 V \      edge                   %-DT√!щ┐ q-DT√!щ? U r unknown  coedge                   s j 9 X t      edge                   :-DT√!щ┐ u-DT√!щ? W v unknown  point                  АG@иУ@№     @ point                  АG@иУ@АI@ coedge                   p > a w \      loop                        U D straight curve                  АI@№     @Ё? ftreemeg attrib                    Dжю█ face x              y z       { cone surface                  F@№     @АЁ?STпЩК╠@STпЩК╠└Ё? Ё┐@  coedge                   H | [ w E      coedge                   L Q G c R      edge                   N eF@ b } unknown  coedge                   | H ~  E      vertex                   k Аstraight curve                  АI@      @Ё┐░<  point                  АI@      @straight curve                  АG@иУ@АI@Ё┐  point                  АG@АI@ coedge                   W ~ Q k t      edge                   e :иУ@ Q Б tangent FldTmpmeg attrib                    Rжю█ face В                   R       Г  coedge                   Д Е T o Ж      edge                   u q@ n З unknown  coedge                   U [ И Й \      vertex                   Й Кellipse curve                  F@иУ@№     @АЁ?STпЩК╠@STпЩК╠└Ё?  coedge                   ~ W Л М t      loop                        W Н  vertex                   М Оellipse curve                  F@иУ@№     @АЁ?┘l▀╠v°@┘l▀╠v°└Ё?  edge                   П-DT√!щ┐ J-DT√!щ? [ Р unknown ftreemeg attrib                    _жю█ face С              Т У       Ф  loop                        Х _ plane surface                  АB@Ё┐Ё┐  coedge                   a d Ц Ч E     straight curve                  АG@АI@Ё┐  coedge                   j s d  t      edge                   Ш-DT√!щ┐ e"-DT√!щ? ~ Щ unknown  point                  АG@@straight curve                  АG@№     @Ё? FoldAttmeg attrib          Ъ      mжю█ plane surface                  АG@ф╝Ё?жб╝жб╝Ё┐  coedge                   Ы n Ь Э Ж      coedge                   n Ы Ю Я Ж      loop                        Д а straight curve                  F@иУ@·     @Ё┐  coedge                   б Ь p Й в      edge                   qиУ└ П И г tangent  point                  F@иУ@ш╝ coedge                   Ю д s М е      edge                   uиУ└ Ш Л ж tangent  face з              m t       и  point                  F@иУ@·     @ vertex                   й кellipse curve                  F@№     @АЁ┐АSTпЩК╠@STпЩК╠└Ё? ftreemeg attrib                    yжю█ face л              м н       о  loop                        п y plane surface                  иУ@АB@Ё?Ё?  coedge                   ░ ▒ ▓ │ z      coedge                   ┤ ╡ | Ч ╢      edge                   П Ш@ Ц ╖ unknown  vertex                   ╕ ╣ellipse curve                  F@№     @АЁ┐А┘l▀╠v°@┘l▀╠v°└Ё? ftreemeg attrib          ║ В mжю█\╓P┼ёє═ coedge                   Е Д ╗ ╝ Ж      coedge                   И ╜ Д Э в      edge                   ╛@ qF@ Ь ┐ unknown  coedge                   └ Л Е Я е      edge                   ┴@ uF@ Ю ┬ unknown  face ├              ─ Ж       ┼  coedge                   ╜ И ╡ й в      loop ╞                   ╜ ╟ straight curve                  F@ш╝Ё┐  coedge                   Л └ ┤ ╕ е      loop ╚                   └ ╔ straight curve                  F@·     @Ё┐ ftreemeg attrib                    Нжю█cone surface                  F@№     @АЁ?┘l▀╠v°@┘l▀╠v°└Ё? Ё┐@  edge                   П@ ╩F@ б ╦ unknown  point                  F@ш╝ftreemeg attrib                    Тжю█ face ╠              а ═       ╬  loop                        ╧ Т plane surface                  иУ@@Ё?ААЁ?  coedge                   ╨ ╤ ╥ ╙ У      coedge                   ╘ Х ╒ ╓ z      coedge                   Х ╘ ╨ ╫ z      coedge                   ╥ ╪ Х │ ═      edge                   ┘@ ┌АB@ ▓ █ unknown  coedge                   ▄ Ц д ╕ ╢      coedge                   Ц ▄ б й ╢      loop                        ╡ ─ straight curve                  F@ш╝Ё?  edge                   Ш@ ▌F@ д ▐ unknown  point                  F@·     @FldEntIdmeg attrib               Ъ mжю█     coedge                   ▀ р Ы ╝ с      edge                   ┴ ╛@ ╗ т unknown  coedge                   Ь б у ф в      vertex                   Э хstraight curve                  ж▒╝иУ@Ё?жС╝  coedge                   д Ю ц ч е      vertex                   Я шstraight curve                  иУ@@Ё?жС╝ ftreemeg attrib                    ажю█ face щ              ╟ ╢       ъ plane surface                  F@иУ@ш╝Ё?Ё? FldTmpmeg attrib                    вжю█ face ы              ь в       э FldTmpmeg attrib                    ежю█ face ю              я е       Ё  vertex                   ф ёstraight curve                  АI@ь╝Ё┐жС< ftreemeg attrib          Є      мжю█\╓P┼ёє═ loop є                   ╪ м plane surface                  иУ@АB@Ё?Ё┐  coedge                   Ї ї Ў ў н      coedge                   ° п ▒ ╫ У      coedge                   п ° Ї ∙ У      coedge                   Ў ▓ п ╙ ═      edge                   · ┌иУ@ ╥ √ unknown  coedge                   ▒ ░ № ¤ z      coedge                   ■   ░ ╓       edge                    ┘@ ╒  unknown  edge                    ┌@ ▒  unknown  coedge                   ▓ Ў   ═      vertex                   │  vertex                   ╙ straight curve                  Ё?  coedge                   ╡ ┤   ╢      vertex                   ч straight curve                  АI@∙     @Ё┐жС<  coedge                    ╗   с      coedge                   ╗    с      loop                        ▀ ь straight curve                  @иУ@      @Ё┐  coedge                     ╜ ф       edge                   ╩иГ└ ╛иГ@ ╜  tangent  point                  @иУ@└╝ coedge                     └ ч       edge                   ▌иГ└ ┴иГ@ └  tangent  point                  @иУ@      @ftreemeg attrib                    ─жю█plane surface                  @└╝Ё┐Ё┐ FldEntIdmeg attrib                ╟жю█ face                с        plane surface                  ж▒╝жС╝Ё┐Ё┐жС< FldEntIdmeg attrib                ╔жю█ face               Н         plane surface                  @жС╝Ё┐Ё┐жС<  point                  @└╝FldEntIdmeg attrib               ╠ мжю█FldTmpmeg attrib                    ═жю█ coedge                    ╧ ╤ ∙ н      coedge                   ╧    н      coedge                   ╪ ╥ ╧ ў ═      edge                   !@ ·АB@ Ў " unknown  coedge                   ╤ ╨ # $ У      edge                   % ·@ ╤ & unknown  vertex                   ╙ 'straight curve                  иУ@АB@Ё┐  coedge                   ( # ╘ ¤       edge                   @ АB@ № ) unknown  coedge                    ╒  *       coedge                   ╒   +       loop                        ■   vertex                   ¤ ,straight curve                  @@Ё┐  vertex                   $ -straight curve                  @АB@Ё┐  coedge                     ╪        edge                   !иГ└ ┘иГ@ ╪ . tangent  point                  @ point                  АB@ coedge                     ■ ▄        edge                   ╩ ▌@  / unknown  point                  @      @ coedge                   р ▀ ї  с      coedge                   у  ▀        edge                   ╛-DT√!щ┐ !-DT√!щ?  0 unknown  coedge                   1 ц р        edge                   ┴-DT√!щ┐ 2-DT√!щ?  3 unknown  coedge                    у ■ *       loop                         4 straight curve                  @иГ@└╝Ё?  coedge                   ц 1   +       loop                         5 straight curve                  @иГ@      @Ё? ftreemeg attrib          6 ы ╟жю█\╓P┼ёє═ftreemeg attrib                    ьжю█ face 7              4        8 plane surface                  @иУ@└╝АЁ?АЁ? ftreemeg attrib          9 ю ╔жю█\╓P┼ёє═ftreemeg attrib          :      яжю█\╓P┼ёє═ loop ;                   ( я plane surface                  @иУ@АB@Ё?Ё┐  coedge                   ї Ї < = н      edge                   ! 2@  > unknown  vertex                   ў ?straight curve                  иУ@Ё?  coedge                   № < ° $       edge                   % иУ@ # @ unknown  vertex                   $ Astraight curve                  @иУ@АB@Ё┐  point                  иУ@АB@ coedge                   < № 1 B      straight curve                  @Ё?  edge                   ┘-DT√!щ┐ ╩-DT√!щ?  C unknown  edge                   -DT√!щ┐ ▌-DT√!щ?  D unknown  point                  @@ point                  @АB@straight curve                  └<иГ@@Ё┐ straight curve                  @└╝Ё? ellipse curve                  @иУ@@АЁ?STпЩК╠└STпЩК╠└Ё?  coedge                     ( B       vertex                   = Eellipse curve                  @иУ@@АЁ?┘l▀╠v°└┘l▀╠v°└Ё?  face F              5        G  face H              ╔        I FoldAttmeg attrib                ╟жю█ ftreemeg attrib                    жю█plane surface                  @Ё┐Ё┐ FoldAttmeg attrib                ╔жю█ FldEntIdmeg attrib                яжю█FldTmpmeg attrib                    жю█ coedge                   # (  =       edge                   2@ %АB@ < J unknown straight curve                  иУ@@Ё?  point                  иУ@@straight curve                  @иУ@АB@Ё┐  point                  @иУ@АB@ edge                   2иГ└ иГ@ ( K tangent ellipse curve                  @@Ё┐STпЩК╠└STпЩК╠└Ё? ellipse curve                  @@Ё┐┘l▀╠v°└┘l▀╠v°└Ё?  point                  @иУ@@ftreemeg attrib                    4жю█cone surface                  @иГ@@АЁ?STпЩК╠└STпЩК╠└Ё? Ё┐@ ftreemeg attrib                    5жю█cone surface                  @иГ@@АЁ?┘l▀╠v°└┘l▀╠v°└Ё? Ё┐@ straight curve                  @иУ@Ё? straight curve                  @иГ@@Ё┐  End-of-ACIS-dataДTNeue FlфcheRЁ?Ё?Ё?"╦Циєo@°Ц└Ё? ═9ACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        ftreemeg attrib                    жю█ face                      loop                         plane surface                  АB@Ё┐Ё┐ ftreemeg attrib                    жю█ face                         loop                          plane surface                  иУ@АB@Ё?Ё?  coedge                            ftreemeg attrib                    жю█ face                         loop                         plane surface                  иУ@@Ё?ААЁ?  coedge                            coedge                   ! "       coedge                    #       coedge                    $        edge                   %@ &АB@  ' unknown ftreemeg attrib          (      жю█\╓P┼ёє═ face )              * +       ,  loop -                   $  plane surface                  иУ@АB@Ё?Ё┐  coedge                   . / 0 1       coedge                   2   #      coedge                    2 . 3      coedge                   0          edge                   4 &иУ@  5 unknown  coedge                     6 7       coedge                   8 9  " :      edge                   ; %@ ! < unknown  edge                   = &@  > unknown  coedge                    0 ? @       vertex                    A vertex                    Bstraight curve                  Ё? FldEntIdmeg attrib                жю█ftreemeg attrib                    жю█ face C              D E       F  loop                        G  plane surface                  АI@иУ@ь╝Ё?Ё? FldTmpmeg attrib                    жю█ coedge                   H   3       coedge                    H I J       coedge                   $   1       edge                   K@ 4АB@ 0 L unknown  coedge                     M N      edge                   O 4@  P unknown  vertex                    Qstraight curve                  иУ@АB@Ё┐  coedge                   R M 7 S      edge                   ;@ =АB@ 6 T unknown  coedge                   U ! V W :      coedge                   ! U X Y :      loop                        8 Z  vertex                   7 [straight curve                  @@Ё┐  vertex                   N \straight curve                  @АB@Ё┐  coedge                   ] V $ @ ^      edge                   KиГ└ %иГ@ $ _ tangent  point                  @ point                  АB@ftreemeg attrib                    *жю█ face `              a b       c  loop                        d * plane surface                  АI@ь╝Ё?Ё┐  coedge                   e f g h +      coedge                   / . i j       coedge                   k l / J m      edge                   K n@ I o unknown  vertex                   1 pstraight curve                  иУ@Ё?  coedge                   6 i 2 N S      edge                   O =иУ@ M q unknown  vertex                   N rstraight curve                  @иУ@АB@Ё┐  point                  иУ@АB@ coedge                   i 6 s t S      loop u                   R v straight curve                  @Ё?  coedge                   9 8 w x :      coedge                   ? y 8 W ^      edge                   %-DT√!щ┐ z-DT√!щ? V { unknown  coedge                   | s 9 Y }      edge                   ;-DT√!щ┐ ~-DT√!щ? X  unknown  face А              Б :       В  point                  @@ point                  @АB@ coedge                   y ? l Г ^      loop                        ] Б straight curve                  └<иГ@@Ё┐ ftreemeg attrib                    Dжю█ face Д              Е Ж       З  loop                        И D plane surface                  @└╝АЁ┐АЁ┐  coedge                   Й К Л М E      coedge                   Н G О П +      coedge                   G Н Й Р +      coedge                   Л С G h Ж      edge                   Т@ УАI@ g Ф unknown  coedge                   M R H j S      edge                   n@ OАB@ i Х unknown  coedge                   О I Ц Ч m      coedge                   I О ] Г m      loop                        l Е  vertex                   j Шstraight curve                  иУ@@Ё?  point                  иУ@@straight curve                  @иУ@АB@Ё┐  point                  @иУ@АB@ coedge                   X Ц R t }      edge                   nиГ└ ;иГ@ R Щ tangent FldTmpmeg attrib                    Sжю█ face Ъ                   S       Ы  coedge                   И Ь U x b      edge                   z ~@ U Э unknown  coedge                   V ] С Ю ^      vertex                   Ю Яellipse curve                  @@Ё┐STпЩК╠└STпЩК╠└Ё?  coedge                   Ц X а б }      loop                        Ц в  vertex                   б гellipse curve                  @@Ё┐┘l▀╠v°└┘l▀╠v°└Ё? ftreemeg attrib                    Zжю█ face д              в ^       е plane surface                  @Ё┐Ё┐  edge                   Т-DT√!щ┐ K-DT√!щ? ] ж unknown FoldAttmeg attrib          з      aжю█  face и              Z m       й  loop к                   С a plane surface                  ж▒╝жС╝Ё┐Ё┐жС<  coedge                   л w м н b      coedge                   о d f Р E      coedge                   d о л п E      coedge                   м g d М Ж      edge                   У ░иУ@ Л ▒ unknown  coedge                   f e ▓ │ +      coedge                   l k e П m      edge                   ┤ Т@ О ╡ unknown  edge                   ╢ У@ f ╖ unknown  coedge                   g м y Ю Ж      vertex                   h ╕ vertex                   h ╣straight curve                  ж▒╝иУ@Ё?жС╝ straight curve                  @иУ@Ё?  coedge                   s | k Ч }      edge                   ┤-DT√!щ┐ n-DT√!щ? Ц ║ unknown  point                  @иУ@@straight curve                  @иГ@@Ё┐ ftreemeg attrib          ╗      vжю█\╓P┼ёє═plane surface                  @иУ@АB@Ё?Ё┐  coedge                   w л ╝ ╜ b     straight curve                  @└╝Ё?  edge                   zиГ└ ТиГ@ С ╛ tangent  point                  @└╝ coedge                   ╝ ▓ | б ┐      edge                   ~иГ└ ┤иГ@ а └ tangent  face ┴              ┬ }       ├  point                  @      @ftreemeg attrib                    Бжю█cone surface                  @иГ@@АЁ?STпЩК╠└STпЩК╠└Ё? Ё┐@ ellipse curve                  @иУ@@АЁ?STпЩК╠└STпЩК╠└Ё? ftreemeg attrib          ─ Д aжю█\╓P┼ёє═ftreemeg attrib                    Ежю█plane surface                  @иУ@└╝АЁ?АЁ? FldTmpmeg attrib                    Жжю█ coedge                   Ь И К п b      coedge                   С Л И н Ж      edge                   ░ zF@ м ┼ unknown  coedge                   К Й ╞ ╟ E      edge                   ╚ ░@ К ╔ unknown  vertex                   М ╩straight curve                  АI@иУ@ь╝Ё┐  coedge                   а ╞ Н │ ┐      edge                   ┤@ ╢АI@ ▓ ╦ unknown  vertex                   │ ╠straight curve                  @иУ@      @Ё┐  vertex                   │ ═straight curve                  АI@иУ@∙     @Ё┐  point                  @иУ@└╝ point                  АI@иУ@ь╝ellipse curve                  @иУ@@АЁ?┘l▀╠v°└┘l▀╠v°└Ё? FldEntIdmeg attrib               Ъ vжю█ coedge                   ╞ а Ь ╜ ┐      edge                   ╚ ~F@ ╝ ╬ unknown straight curve                  @иГ@└╝Ё?  loop ╧                   а ┬ straight curve                  @иГ@      @Ё? ftreemeg attrib                    вжю█ face ╨              v ┐       ╤ cone surface                  @иГ@@АЁ?┘l▀╠v°└┘l▀╠v°└Ё? Ё┐@ FldEntIdmeg attrib               з aжю█    straight curve                  АI@ь╝Ё┐жС<  coedge                   ▓ ╝ о ╟ ┐      edge                   ╢ ╚иУ@ ╞ ╥ unknown  vertex                   ╟ ╙straight curve                  АI@∙     @Ё┐  point                  АI@ь╝straight curve                  иУ@@Ё?жС╝  point                  @иУ@      @ point                  АI@иУ@∙     @straight curve                  АI@∙     @Ё┐жС< FldTmpmeg attrib                    ┐жю█FoldAttmeg attrib          ╘      ┬жю█ plane surface                  @жС╝Ё┐Ё┐жС< straight curve                  АI@иУ@∙     @Ё┐  point                  АI@∙     @ftreemeg attrib          ╒ ╨ ┬жю█\╓P┼ёє═FldEntIdmeg attrib               ╘ ┬жю█     End-of-ACIS-dataДT.Falten - Umwandeln (F)RЁ?Ё?Ё?"╦Циєo@°Ц└Ё? м                    ¤   иУ@АB@АB@@АB@@иУ@АB@иУ@@иУ@@\╓P┼ёє═\╓P┼ёє═ДTЁ?Ё?Ё?"╦Циєo@°Ц└Ё? м                    ¤   @@иУ@иУ@АB@@АB@@иУ@АB@иУ@АB@\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═АB@Ё?Q@иУ@\╓P┼ёє═@иУ@;@\╓P┼ёє═R┴ACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                            FldEntIdmeg attrib                жю█     loop                         plane surface                  @иУ@АB@Ё?Ё┐ ftreemeg attrib                жю█\╓P┼ёє═ coedge                              coedge                               coedge                               edge                    иУ@  unknown  coedge                               edge                    АB@  unknown  edge                    АB@  unknown  vertex                    vertex                   straight curve                  @иУ@АB@Ё┐  edge                    иУ@  unknown  vertex                    straight curve                  @Ё?  vertex                    straight curve                  @иУ@Ё?  point                  @иУ@АB@ point                  @АB@straight curve                  @иУ@Ё┐  point                  @ point                  @иУ@ End-of-ACIS-data< a@@M ═т?Ё?Ё?ЁЁ?\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═R]YACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█     face                           loop                      plane surface                  @жС╝Ё┐Ё┐жС< ftreemeg attrib            жю█\╓P┼ёє═FldEntIdmeg attrib                жю█ loop                      plane surface                  @иУ@АB@Ё?Ё┐ FldTmpmeg attrib                    жю█ coedge                        FoldAttmeg attrib               жю█ ftreemeg attrib               жю█\╓P┼ёє═FldTmpmeg attrib                    жю█ coedge                       FoldAttmeg attrib                    жю█└       └ coedge                                 coedge                                 edge                    иУ@   unknown FoldAttmeg attrib                    жю█└$       └ coedge                         !      coedge                         "      coedge                          #       edge                   $ АG@  % unknown  edge                   @ &АI@  ' unknown  vertex                   " ( vertex                   ! )straight curve                  @      @Ё?  иУ@ coedge                          *      edge                         @ +АB@  , unknown  edge                         @ -АB@  . unknown  edge                   & $иУ@  / unknown  vertex                   # 0straight curve                  АI@∙     @Ё┐жС<  vertex                    1straight curve                  иУ@@Ё?жС╝  point                  @      @ point                  @иУ@      @ edge                   + -иУ@ 2 unknown  vertex                   * 3straight curve                  @иУ@Ё?  vertex                   * 4straight curve                  @Ё? straight curve                  АI@иУ@∙     @Ё┐  point                  АI@∙     @ point                  АI@иУ@∙     @straight curve                  @иУ@АB@Ё┐  point                  @иУ@АB@ point                  @АB@ End-of-ACIS-dataЁ-DT√!∙?АI@-DT√!∙?-DT√!∙?@@@@@@@@0Ё?\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═R┴╜ACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█     face                      loop                      plane surface                  АG@ф╝Ё?жб╝жб╝Ё┐ ftreemeg attrib            жю█\╓P┼ёє═FldEntIdmeg attrib                жю█ face                             loop                      plane surface                  @жС╝Ё┐Ё┐жС< FldTmpmeg attrib                    жю█ coedge                        FoldAttmeg attrib               жю█ ftreemeg attrib           жю█\╓P┼ёє═FldEntIdmeg attrib                жю█ loop                     plane surface                  @иУ@АB@Ё?Ё┐ FldTmpmeg attrib                    жю█ coedge               !       FoldAttmeg attrib                    жю█└       └ coedge                   "       #       coedge                    "      $       edge                   % &иУ@  ' unknown FoldAttmeg attrib                жю█ ftreemeg attrib                жю█\╓P┼ёє═FldTmpmeg attrib                    жю█ coedge (              ) * + ,      FoldAttmeg attrib                    жю█└$       └ coedge                   +       -      coedge                    +      .      coedge                          /       edge                   0 %АG@  1 unknown  edge                   &      @ 2АI@  3 unknown  vertex                   . 4 vertex                    5straight curve                  АG@·     @Ё?  иУ@FoldAttmeg attrib                    жю█└$       └ coedge                   6       7       coedge                    6      8       coedge 9              !  ,      edge                   : ;иУ@  < unknown  edge                   ;@ &АG@ = unknown  edge                   %@ :АG@ ! > unknown  edge                   2 0иУ@ " ? unknown  vertex                   / @straight curve                  АG@АI@Ё┐  vertex                   $ Astraight curve                  АG@иУ@ф╝Ё?  point                  АG@·     @ point                  АG@иУ@·     @ coedge                   * )      B       edge                   ;      @ CАB@ ) D unknown  edge                   :      @ EАB@ * F unknown FoldAttmeg attrib                    +жю█└       └ vertex                   8 G vertex                   7 Hstraight curve                  @      @Ё?  иУ@straight curve                  иУ@@Ё?жС╝ straight curve                  АI@∙     @Ё┐жС< straight curve                  АG@иУ@АI@Ё┐  point                  АG@АI@ point                  АG@иУ@АI@ edge                   C EиУ@ 6 I unknown  vertex                   B Jstraight curve                  @иУ@Ё?  vertex                   B Kstraight curve                  @Ё?  point                  @      @ point                  @иУ@      @straight curve                  @иУ@АB@Ё┐  point                  @иУ@АB@ point                  @АB@ End-of-ACIS-dataЁ-DT√!∙?АI@-DT√!∙?-DT√!∙?@@@@@@@@0Ё?\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═R▀█ACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█     face                      loop                          plane surface                  АG@АI@Иs ~:╞?БМЛГя┐БМЛГя┐Йs ~:╞┐ ftreemeg attrib            жю█\╓P┼ёє═FldEntIdmeg attrib                жю█ face                         loop                      plane surface                  АG@ф╝Ё?жб╝жб╝Ё┐  coedge                        FoldAttmeg attrib               жю█ ftreemeg attrib           жю█\╓P┼ёє═FldEntIdmeg attrib                жю█ face                            loop !                   " plane surface                  @жС╝Ё┐Ё┐жС< FldTmpmeg attrib                    жю█ coedge #              $ % " &     FoldAttmeg attrib                    жю█А  coedge                   '       (       coedge                    '      )       coedge *              % $        edge                   + ,иУ@  - unknown FoldAttmeg attrib                жю█ ftreemeg attrib          .  жю█\╓P┼ёє═FldEntIdmeg attrib          /      жю█ loop 0                   1  plane surface                  @иУ@АB@Ё?Ё┐ FldTmpmeg attrib                    жю█ coedge 2              3 4  &      FoldAttmeg attrib                    жю█└       └ coedge                          5      coedge                          6      edge                   7 8иУ@ " 9 unknown  coedge                          :       edge                   ; ,АM@  < unknown  edge                   + =АM@  > unknown FoldAttmeg attrib                    жю█А$  vertex                   6 ? vertex                    @straight curve                  АG@иУ@АI@Ё┐ FoldAttmeg attrib                жю█ ftreemeg attrib                жю█\╓P┼ёє═FldTmpmeg attrib                    жю█ coedge A              B C D E      FoldAttmeg attrib                    "жю█└$       └ coedge                   D "      F       coedge                   " D      G       edge                   , 7АG@ $ H unknown  edge                   8      @ +АI@ % I unknown  vertex                   G J vertex                   & Kstraight curve                  АG@·     @Ё?  иУ@ edge                   = ;иУ@ ' L unknown  vertex                   : Mstraight curve                  ЇВ├RвFZ@аг dЯN@БМЛГя┐Еs ~:╞┐  vertex                   ) Nstraight curve                  АG@иУ@АI@БМЛГя?Еs ~:╞?  point                  АG@иУ@АI@ point                  АG@АI@FoldAttmeg attrib                    1жю█└$       └ coedge                   O 1      P       coedge                   1 O      Q       coedge R              4 3 1 E       edge                   S TиУ@ 1 U unknown  edge                   T@ 8АG@ 3 V unknown  edge                   7@ SАG@ 4 W unknown straight curve                  АG@АI@Ё┐ straight curve                  АG@иУ@ф╝Ё?  point                  АG@·     @ point                  АG@иУ@·     @straight curve                  ЇВ├RвFZ@иУ@аг dЯN@Ё┐  point                  ЇВ├RвFZ@аг dЯN@ point                  ЇВ├RвFZ@иУ@аг dЯN@ coedge                   C B      X       edge                   T      @ YАB@ B Z unknown  edge                   S      @ [АB@ C \ unknown FoldAttmeg attrib                    Dжю█└       └ vertex                   Q ] vertex                   P ^straight curve                  @      @Ё?  иУ@straight curve                  иУ@@Ё?жС╝ straight curve                  АI@∙     @Ё┐жС<  edge                   Y [иУ@ O _ unknown  vertex                   X `straight curve                  @иУ@Ё?  vertex                   X astraight curve                  @Ё?  point                  @      @ point                  @иУ@      @straight curve                  @иУ@АB@Ё┐  point                  @иУ@АB@ point                  @АB@ End-of-ACIS-dataЁЗDчJWЎ┐АM@-DT√!∙?-DT√!∙?@@@@@@@@0Ё?\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═\╓P┼ёє═R1"-!ACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        FldEntIdmeg attrib               жю█      face                      loop                          plane surface                  ЇВ├RвFZ@аг dЯN@¤     я┐Ё? ftreemeg attrib            жю█\╓P┼ёє═FldEntIdmeg attrib                жю█ face                         loop                      plane surface                  АG@АI@Иs ~:╞?БМЛГя┐БМЛГя┐Йs ~:╞┐  coedge                        FoldAttmeg attrib               жю█ ftreemeg attrib           жю█\╓P┼ёє═FldEntIdmeg attrib                жю█ face                      !  loop "                   # plane surface                  АG@ф╝Ё?жб╝жб╝Ё┐ FldTmpmeg attrib                    жю█ coedge $              % & ' (     FoldAttmeg attrib                    жю█А  coedge                   )       *       coedge                    )      +       coedge ,              & %        edge                   - .иУ@  / unknown FoldAttmeg attrib                жю█ ftreemeg attrib          0  жю█\╓P┼ёє═FldEntIdmeg attrib          1      жю█ face 2                   3       4  loop 5                   6  plane surface                  @жС╝Ё┐Ё┐жС< FldTmpmeg attrib                    жю█ coedge 7              8 9 6 :      FoldAttmeg attrib                    жю█А  coedge                          ;      coedge                          <      coedge =              9 8  (       edge                   > ?иУ@ ' @ unknown  coedge                          A       edge                   B .■     D@  C unknown  edge                   - D■     D@  E unknown FoldAttmeg attrib                    жю█А$  vertex                   < F vertex                    Gstraight curve                  ЇВ├RвFZ@иУ@аг dЯN@Ё┐ FoldAttmeg attrib                жю█ ftreemeg attrib          H  жю█\╓P┼ёє═FldEntIdmeg attrib          I      жю█ loop J                   K  plane surface                  @иУ@АB@Ё?Ё┐ FldTmpmeg attrib                    жю█ coedge L              M N # :     FoldAttmeg attrib                    #жю█└       └ coedge                   ' #      O       coedge                   # '      P       edge                   Q RиУ@ 6 S unknown  edge                   . ?АM@ % T unknown  edge                   > -АM@ & U unknown FoldAttmeg attrib                    'жю█А$  vertex                   P V vertex                   ( Wstraight curve                  АG@иУ@АI@Ё┐  edge                   D BиУ@ ) X unknown  vertex                   A Ystraight curve                  ЇВ├RвFZ@DG6╚>3@Ё?  vertex                   + Zstraight curve                  ЇВ├RвFZ@иУ@аг dЯN@Ё┐  point                  ЇВ├RвFZ@иУ@аг dЯN@ point                  ЇВ├RвFZ@аг dЯN@FoldAttmeg attrib               1 жю█ ftreemeg attrib               2 жю█\╓P┼ёє═FldTmpmeg attrib                    3жю█ coedge [              \ ] ^ _ 3     FoldAttmeg attrib                    6жю█└$       └ coedge                   ^ 6      `      coedge                   6 ^      a      edge                   ? QАG@ 8 b unknown  edge                   R      @ >АI@ 9 c unknown  vertex                   a d vertex                   : estraight curve                  АG@·     @Ё?  иУ@straight curve                  ЇВ├RвFZ@аг dЯN@БМЛГя┐Еs ~:╞┐ straight curve                  АG@иУ@АI@БМЛГя?Еs ~:╞?  point                  АG@иУ@АI@ point                  АG@АI@straight curve                  ЇВ├RвFZ@иУ@DG6╚>3@Ё┐  point                  ЇВ├RвFZ@DG6╚>3@ point                  ЇВ├RвFZ@иУ@DG6╚>3@FoldAttmeg attrib                    Kжю█└$       └ coedge                   f K      g 3      coedge                   K f      h 3      coedge i              N M K _      edge                   j kиУ@ K l unknown  edge                   k@ RАG@ M m unknown  edge                   Q@ jАG@ N n unknown straight curve                  АG@АI@Ё┐ straight curve                  АG@иУ@ф╝Ё?  point                  АG@·     @ point                  АG@иУ@·     @ coedge                   ] \      o 3      edge                   k      @ pАB@ \ q unknown  edge                   j      @ rАB@ ] s unknown FoldAttmeg attrib                    ^жю█└       └ vertex                   h t vertex                   g ustraight curve                  @      @Ё?  иУ@straight curve                  иУ@@Ё?жС╝ straight curve                  АI@∙     @Ё┐жС<  edge                   p rиУ@ f v unknown  vertex                   o wstraight curve                  @иУ@Ё?  vertex                   o xstraight curve                  @Ё?  point                  @      @ point                  @иУ@      @straight curve                  @иУ@АB@Ё┐  point                  @иУ@АB@ point                  @АB@ End-of-ACIS-dataЁйб]▐ь√┐E@-DT√!∙?-DT√!∙?@@@@@@@@FШ                      !"#$,+*)('&%                                !      "!     #"    #-.$    /0    /-#    7123456/0=<;:98>    -?@ABCDEFLKJIHG.    /6?-    65@?    54A@    43BA    32CB    21DC    17ED    EMNF    O7>P    OME7    MQRSTUVWXY`_^]\[ZN    habcdefgOPonmlkjip    XWah    WVba    VUcb    UTdc    TSed    SRfe    RQgf    QMOg    rqst    urtv    wuvx    wqru    XyzY    {hp|    {yXh    y}~АБВГwxКЙИЗЖЕДz    qЛМНОПРС{|ШЧЦХФУТs    wГЛq    ГВМЛ    ВБНМ    БАОН    АПО    ~РП    ~}СР    }y{С    zДШ|    ДЕЧШ    ЕЖЦЧ    ЖЗХЦ    ЗИФХ    ИЙУФ    ЙКТУ    КxsТ    z|pY    sxvt    NZoP    Z[no    [\mn    \]lm    ]^kl    ^_jk    _`ij    `Ypi    NP>F    >8LF    89KL    9:JK    :;IJ    ;<HI    <=GH    =0.G    .0$    ,$    +,    *+    )*    ()    '(    &'    %&    %    ¤   ЇВ├RвFY@иУ@Ц┘oФsJ@ЇВ├RвFY@иУ@DG6╚>3@ЇВ├RвFZ@иУ@Ц┘oФsJ@ЇВ├RвFZ@иУ@DG6╚>3@ЇВ├RвFY@DG6╚>3@ЇВ├RвFZ@DG6╚>3@ЇВ├RвFY@Ц┘oФsJ@ЇВ├RвFZ@Ц┘oФsJ@╫Y/r[КX@:░єБєK@Bї¤GпX@8К▐BръK@╥Ъoо╥X@▓jё┐,╘K@УўM;єX@▄РIA░K@░╔e╡Y@K·ЙЩvАK@/._8 'Y@╙[;]ЧFK@Ж\В_8Y@&■╬K@┼г№√CY@╜╒╤Ф╜J@╞q+KeX@ццЦ∙╛эK@#┐FRПX@┴#▄MiєM@zыМ7zхX@║u[]E▀M@ЁРdы8Y@╓╓▄+MкM@УеДY@:Е\}VM@yA'y╞Y@>{ы|∙цL@╘g┘┐ю№Y@$┤▐ЪЁ_L@Я~■└[%Z@юЛ~gr╞K@З╧HИ<>Z@DьF@ K@▀Z Ў╓8X@з°^▓ўхM@┼г№√CY@иУ@╜╒╤Ф╜J@Ж\В_8Y@иУ@&■╬K@/._8 'Y@иУ@╥[;]ЧFK@░╔e╡Y@иУ@K·ЙЩvАK@ФўM;єX@иУ@▄РIA░K@╥Ъoо╥X@иУ@▒jё┐,╘K@Bї¤GпX@иУ@8К▐BръK@╫Y/r[КX@иУ@:░єБєK@╟q+KeX@иУ@ццЦ∙╛эK@рZ Ў╓8X@иУ@з°^▓ўхM@З╧HИ<>Z@иУ@DьF@ K@Я~■└[%Z@иУ@эЛ~gr╞K@╒g┘┐ю№Y@иУ@#┤▐ЪЁ_L@zA'y╞Y@иУ@={ы|∙цL@УеДY@иУ@9Е\}VM@ЁРdы8Y@иУ@╓╓▄+MкM@zыМ7zхX@иУ@║u[]E▀M@#┐FRПX@иУ@┴#▄MiєM@ж▌Е░Q╜J@иУ@jo9U H@╪пНFidJ@иУ@+&7ЄНJ@ж▌Е░Q╜J@jo9U H@╪пНFidJ@+&7ЄНJ@Щ`оЭЗI@(U╨=A▄F@CЎ╘3'ЮI@W°Р`S%G@Cpll╣┬I@┤▀HL{hG@У/ ЗрєI@╛╤√AгG@├16Ий/J@iЭbЧ╝╥G@U░Д╡sJ@┤╣┼KЯїG@АI@┘о*РF@dсЦЇ├СG@Тз┤AG@FщЁx[╞G@ 9ЖM4ьG@Ь░зз░H@Г▐╚цИH@мK;aОH@ЪК[ХI@t~шрI@~x╘АI@qЫЕЙз╕I@,¤л╟:╥I@АG@┘о*РF@U░Д╡sJ@иУ@┤╣┼KЯїG@├16Ий/J@иУ@iЭbЧ╝╥G@У/ ЗрєI@иУ@╛╤√AгG@Cpll╣┬I@иУ@┤▀HL{hG@CЎ╘3'ЮI@иУ@W°Р`S%G@Щ`оЭЗI@иУ@(U╨=A▄F@АI@иУ@┘о*РF@АG@иУ@┘о*РF@qЫЕЙз╕I@иУ@,¤л╟:╥I@t~шрI@иУ@~x╘АI@мK;aОH@иУ@ЪК[ХI@Ь░зз░H@иУ@Г▐╚цИH@FщЁx[╞G@иУ@ 9ЖM4ьG@dсЦЇ├СG@иУ@Тз┤AG@АI@иУ@√     @АG@иУ@№     @АI@      @АG@@#┐Ъ╚nI@иУ@иу╚▓ЧЙ@tЗй╩╦;I@иУ@рХ╫ьH@оЩ}, шH@иУ@Ш╚[Xу@Къ5SСyH@иУ@QWб╠ъf@vOz╩ёG@иУ@4╩LpрЄ?DНeтVG@иУ@·"ЮU с?Луж ═оF@иУ@P▄ё@e7┴?F@иУ@ш╝F@иУ@·     @XШ┐ЯxG@иУ@kV║ои@Я^╢ ┼bG@иУ@:@┐Аeh@Упь╔H?G@иУ@▒Ш^╩IU@╬Ў═lЗG@иУ@РIРЩ─Г@щ,┤╞V╒F@иУ@_ГЪ░╣@∙шOєТF@иУ@ MТ╫щ@Є<╡(ъJF@иУ@;=;@Луж ═оF@P▄ё@e7┴?DНeтVG@■"ЮU с?vOz╩ёG@;╩LpрЄ?Къ5SСyH@TWб╠ъf@оЩ}, шH@Ь╚[Xу@sЗй╩╦;I@фХ╫ьH@#┐Ъ╚nI@оу╚▓ЧЙ@F@ш╝Є<╡(ъJF@:=;@∙шOєТF@ MТ╫щ@щ,┤╞V╒F@`ГЪ░╣@╬Ў═lЗG@СIРЩ─Г@Упь╔H?G@▓Ш^╩IU@а^╢ ┼bG@<@┐Аeh@XШ┐ЯxG@nV║ои@F@·     @@АB@@@@АB@иУ@АB@@иУ@АB@иУ@@@иУ@@@иУ@└╝@иУ@      @@└╝@      @оу╚▓ЧЙ@иУ@╨▄ё@e7┴?хХ╫ьH@иУ@#ЮU с?б╚[Xу@иУ@F╩LpрЄ?ZWб╠ъf@иУ@ZWб╠ъf@F╩LpрЄ?иУ@б╚[Xу@#ЮU с?иУ@хХ╫ьH@╨▄ё@e7┴?иУ@оу╚▓ЧЙ@oV║ои@иУ@?=;@>@┐Аeh@иУ@ MТ╫щ@╡Ш^╩IU@иУ@cГЪ░╣@ФIРЩ─Г@иУ@ФIРЩ─Г@cГЪ░╣@иУ@╡Ш^╩IU@ MТ╫щ@иУ@>@┐Аeh@?=;@иУ@oV║ои@╨▄ё@e7┴?оу╚▓ЧЙ@#ЮU с?хХ╫ьH@F╩LpрЄ?б╚[Xу@ZWб╠ъf@ZWб╠ъf@б╚[Xу@F╩LpрЄ?хХ╫ьH@#ЮU с?оу╚▓ЧЙ@╨▄ё@e7┴??=;@oV║ои@ MТ╫щ@>@┐Аeh@cГЪ░╣@╡Ш^╩IU@ФIРЩ─Г@ФIРЩ─Г@╡Ш^╩IU@cГЪ░╣@>@┐Аeh@ MТ╫щ@oV║ои@?=;@ACIS BinaryFileШMegaCAD Profi plus 2012 ACIS 22.0.1 NTWed Jan 16 17:59:13 2013Ё?Нэ╡аў╞░>╗╜╫┘▀|█= body                          FldVDatmeg attrib                    жю█ lump                          shell                                     face                        ftreemeg attrib                    жю█ face                      loop                         plane surface                  ЇВ├RвFY@иУ@DG6╚>3@Ё?Ё? ftreemeg attrib                    жю█ face                         loop                          plane surface                  ЇВ├RвFY@DG6╚>3@ААЁ┐Ё┐  coedge                            ftreemeg attrib                    жю█ face                         loop                         plane surface                  ЇВ├RвFY@Ц┘oФsJ@Ё┐Ё┐  coedge                            coedge                   ! "       coedge                    #       coedge                    $        edge                   %((/░>п @ &■     D@  ' unknown FoldAttmeg attrib          (      жю█  face )              * +       ,  loop                        $  plane surface                  ЇВ├RвFY@аг dЯN@¤     я┐Ё?  coedge                   - . / 0       coedge                   1   #      coedge                    1 - 2      coedge                   /          edge                   & 3иУ@  4 unknown  coedge                     5 6       coedge                   7 8  " 9      edge                   : %@ ! ; unknown  edge                   < &@  = unknown  coedge                    / > ?       vertex                    @ vertex                    Astraight curve                  ЇВ├RвFY@иУ@аг dЯN@Ё┐ ftreemeg attrib          B  жю█\╓P┼ёє═ftreemeg attrib                    жю█ face C              D 9       E  loop                        F  plane surface                  ╞q+KeX@ццЦ∙╛эK@Ё┐Ё┐  coedge                   G   2       coedge                    G H I       coedge                   $   0       edge                   3 JЇ5ЇS0╘@@ / K unknown  coedge                     L M      edge                   N 3@  O unknown  vertex                    Pstraight curve                  ЇВ├RвFY@иУ@DG6╚>3@Ё┐  coedge                   Q L 6 R      edge                   :((/░>п @ <■     D@ 5 S unknown  coedge                   T ! U V 9      coedge                   ! T W X 9      loop                        7 *  vertex                   6 Ystraight curve                  ЇВ├RвFZ@иУ@Ц┘oФsJ@Ё┐  vertex                   6 Zstraight curve                  ЇВ├RвFZ@иУ@DG6╚>3@Ё┐  coedge                   [ U $ ? \      edge                   J %иУ@ $ ] tangent  point                  ЇВ├RвFY@иУ@Ц┘oФsJ@ point                  ЇВ├RвFY@иУ@DG6╚>3@FldEntIdmeg attrib               ( жю█     ftreemeg attrib                    *жю█ face ^              _ \       ` plane surface                  ЇВ├RвFY@иУ@Ц┘oФsJ@Ё?Ё?  coedge                   H a [ b +      coedge                   . - c d       coedge                   e F . I +      edge                   J f@ H g unknown  vertex                   ? hstraight curve                  ЇВ├RвFY@DG6╚>3@Ё?  coedge                   5 c 1 M R      edge                   < NиУ@ L i unknown  vertex                   M jstraight curve                  ЇВ├RвFZ@DG6╚>3@Ё┐  point                  ЇВ├RвFY@DG6╚>3@ coedge                   c 5 k l R      loop                        Q m straight curve                  ЇВ├RвFZ@иУ@аг dЯN@Ё┐  coedge                   8 7 n o 9      coedge                   > p 7 V \      edge                   %Дб]▐ьы┐ qТб]▐ьы? U r unknown  coedge                   s k 8 X t      edge                   :Дб]▐ьы┐ u╢б]▐ьы? W v unknown  point                  ЇВ├RвFZ@иУ@Ц┘oФsJ@ point                  ЇВ├RвFZ@иУ@DG6╚>3@ coedge                   p > F b \      loop                        [ D straight curve                  ЇВ├RвFY@Ц┘oФsJ@Ё? ftreemeg attrib                    Dжю█ face w              x y       z cone surface                  єВ├RвЖX@Ц┘oФsJ@АЁ┐АY!Z√Т┌■?|║Уb@Ё? Ё?@  coedge                   F e { | +      edge                   }└б]▐ьы┐ JДб]▐ьы? [ ~ unknown  coedge                   L Q G d R      edge                   N fЇ5ЇS0╘@@ c  unknown  coedge                   a H А Б +      vertex                   l Вstraight curve                  ЇВ├RвFY@Ц┘oФsJ@Ё?  point                  ЇВ├RвFY@Ц┘oФsJ@straight curve                  ЇВ├RвFZ@иУ@DG6╚>3@Ё┐  point                  ЇВ├RвFZ@DG6╚>3@ coedge                   W А Q l t      edge                   f :иУ@ Q Г tangent  face Д                   R       Е  coedge                   Ж З T o y      edge                   u q∙     @ n И unknown  coedge                   U [ Й К \      vertex                   К Лellipse curve                  єВ├RвЖX@иУ@Ц┘oФsJ@Ё┐X!Z√Т┌■?|║Уb@Ё?  coedge                   А W М Н t      loop                        А О  vertex                   Н Пellipse curve                  єВ├RвЖX@иУ@Ц┘oФsJ@Ё┐rУЇgА @fuоs@Ё? ftreemeg attrib                    _жю█ face Р              С Т       У  loop                        Ж _ plane surface                  ╟q+KeX@иУ@ццЦ∙╛эK@АЁ?АЁ?  coedge                   Ф Х a | Т      edge                   } Ц∙     @ { Ч unknown  vertex                   Ш Щellipse curve                  єВ├RвЖX@Ц┘oФsJ@Ё?АX!Z√Т┌■?|║Уb@Ё? straight curve                  ЇВ├RвFZ@DG6╚>3@Ё?  coedge                   k s e Б t      edge                   Ц╚б]▐ьы┐ fДб]▐ьы? А Ъ unknown  point                  ЇВ├RвFZ@Ц┘oФsJ@straight curve                  ЇВ├RвFZ@Ц┘oФsJ@Ё? FoldAttmeg attrib          Ы      mжю█ plane surface                  ЇВ├RвFZ@аг dЯN@¤     я┐Ё?  coedge                   Ь n Э Ю y      coedge                   n Ь Я а y     straight curve                  рZ Ў╓8X@иУ@з°^▓ўхM@Жs ~:╞?БМЛГя┐  coedge                   б Э p К в      edge                   qиУ└ } Й г tangent  point                  ╟q+KeX@иУ@ццЦ∙╛эK@ coedge                   Я д s Н е      edge                   uиУ└ Ц М ж tangent  face з              m t       и  point                  рZ Ў╓8X@иУ@з°^▓ўхM@ftreemeg attrib                    xжю█ face й              к в       л  loop                        Х x plane surface                  ж▌Е░Q╜J@jo9U H@АЁ┐АЁ┐  coedge                   м { д н Т      coedge                   { м б Ш Т      vertex                   н оstraight curve                  ╞q+KeX@ццЦ∙╛эK@Жs ~:╞┐БМЛГя?  edge                   }3(/░>п @ п┘о*РJ@ б ░ unknown  point                  ╞q+KeX@ццЦ∙╛эK@ellipse curve                  єВ├RвЖX@Ц┘oФsJ@Ё?АrУЇgА @fuоs@Ё? ftreemeg attrib          ▒ Д mжю█\╓P┼ёє═ coedge                   З Ж ▓ │ y      coedge                   Й ┤ Ж Ю в      edge                   ╡@╟7Йк~@ q°5ЇS0TI@ Э ╢ unknown  coedge                   ╖ М З а е      edge                   ╕@╟7Йк~@ u°5ЇS0TI@ Я ╣ unknown  coedge                   ┤ Й Х Ш в      loop ║                   ┤ С straight curve                  ╞q+KeX@ццЦ∙╛эK@Ё┐  coedge                   М ╖ Ф н е      loop ╗                   ╖ ╝ straight curve                  ▀Z Ў╓8X@з°^▓ўхM@Ё┐ ftreemeg attrib                    Ожю█cone surface                  єВ├RвЖX@Ц┘oФsJ@АЁ┐АsУЇgА @fuоs@Ё? Ё?@ FldEntIdmeg attrib          ╜      Сжю█ face ╛              ┐ └       ┴ plane surface                  ╬-°iш╪G@?ю7G╟ЗG@Иs ~:╞?БМЛГя┐БМЛГя┐Йs ~:╞┐  coedge                   Х Ф ┬ ├ Т      edge                   Ц3(/░>п @ ─┘о*РJ@ д ┼ unknown  point                  ▀Z Ў╓8X@з°^▓ўхM@ vertex                   ╞ ╟straight curve                  █Щ┐ЗsZ@▀СDb+зL@БМЛГя┐Еs ~:╞┐ FldEntIdmeg attrib               Ы mжю█      coedge                   ╚ ╔ Ь │ ╩      edge                   ╕ ╡∙     @ ▓ ╦ unknown  coedge                   Э б ╠ ╞ в      vertex                   Ю ═straight curve                  ╬-°iш╪G@иУ@?ю7G╟ЗG@БМЛГя?Еs ~:╞?  coedge                   д Я ╬ ╧ е      vertex                   а ╨straight curve                  АG@иУ@АI@БМЛГя?Еs ~:╞? FldTmpmeg attrib                    вжю█FldTmpmeg attrib                    ежю█ face ╤              О е       ╥ ftreemeg attrib          ╙ й Сжю█\╓P┼ёє═ftreemeg attrib                    кжю█ face ╘              ╒ ╩       ╓  loop                        ╫ к plane surface                  АI@┘о*РF@АЁ┐АЁ┐  coedge                   ╪ ╫ м ├ └      edge                   п ─∙     @ ┬ ┘ unknown  vertex                   ╧ ┌straight curve                  ЇВ├RвFZ@аг dЯN@БМЛГя┐Еs ~:╞┐  edge                   п ╡иУ@ ┤ █ tangent  point                  ж▌Е░Q╜J@jo9U H@ coedge                   ▄ ▓ ▌ ▐ ╩      coedge                   ▓ ▄ ▀ р ╩      loop                        ╚ ┐ straight curve                  ╪пНFidJ@иУ@+&7ЄНJ@Жs ~:╞?БМЛГя┐  coedge                   с ▌ ┤ ╞ т      point                  ж▌Е░Q╜J@иУ@jo9U H@ coedge                   ▀ у ╖ ╧ ф      edge                   ─ ╕иУ@ ╖ х tangent  point                  ╪пНFidJ@иУ@+&7ЄНJ@FldEntIdmeg attrib          ц      ╝жю█plane surface                  АG@АI@Иs ~:╞?БМЛГя┐БМЛГя┐Йs ~:╞┐ FoldAttmeg attrib               ╜ Сжю█ ftreemeg attrib                    ┐жю█ face ч              ш т       щ plane surface                  ж▌Е░Q╜J@иУ@jo9U H@Ё?Ё?  coedge                   ┬ ъ с ы └      coedge                   ъ ┬ у ь └     straight curve                  ж▌Е░Q╜J@jo9U H@Жs ~:╞┐БМЛГя?  point                  ╪пНFidJ@+&7ЄНJ@straight curve                  ж▌Е░Q╜J@jo9U H@Ё?  coedge                   ╔ ╚ э ю ╩      coedge                   ╠ я ╚ ▐ т      edge                   ╡ЖDчJWц┐ ЁАDчJWц? ▌ ё unknown  coedge                   Є ╬ ╔ р ф      edge                   ╕МDчJWц┐ єАDчJWц? ▀ Ї unknown  coedge                   я ╠ ╫ ы т      loop                        с ╒  coedge                   ╬ Є ╪ ь ф      loop                        у ї straight curve                  ╫пНFidJ@,&7ЄНJ@Ё? ftreemeg attrib          Ў ╤ ╝жю█\╓P┼ёє═ftreemeg attrib                    ╒жю█ face ў              ° ∙       · cone surface                  K@┘о*РF@Ё┐,|║Уb└!!Z√Т┌■?Ё? Ё?      @  coedge                   ╫ ╪ √ № └      edge                   ¤АDчJWц┐ пЖDчJWц? с ■ unknown  edge                    АDчJWц┐ ─МDчJWц? у  unknown  coedge                     ▄ ю ∙      edge                   є Ё@ э  unknown  coedge                   ▌ с   т      vertex                    ellipse curve                  K@иУ@┘о*РF@Ё┐-|║Уb└ !Z√Т┌■?Ё?  coedge                   у ▀   ф      vertex                    ellipse curve                  K@иУ@┘о*РF@Ё┐6fuоs└TУЇgА @Ё?  face               ╝ ф        FoldAttmeg attrib               ц ╝жю█ ftreemeg attrib                    шжю█ face                         loop                         ш plane surface                  АI@иУ@┘о*РF@АЁ?АЁ?  coedge                     ъ №       edge                   ¤  @ √  unknown  vertex                    ellipse curve                  K@┘о*РF@Ё?-|║Уb└ !Z√Т┌■?Ё?  vertex                    ellipse curve                  K@┘о*РF@Ё?6fuоs└TУЇgА @Ё?  coedge                    э   ∙      coedge                   э    ∙     straight curve                  АG@иУ@┘о*РF@Ё?  coedge                     я        edge                   ЁиУ└ ¤   tangent  point                  АI@иУ@┘о*РF@ coedge                     Є        edge                   єиУ└    ! tangent  point                  АG@иУ@┘о*РF@ftreemeg attrib                    їжю█cone surface                  K@┘о*РF@Ё┐5fuоs└UУЇgА @Ё? Ё?      @ ftreemeg attrib                    °жю█ face "              #        $  loop                         ° plane surface                  АI@      @АЁ┐АЁ┐  coedge                   % √         coedge                   √ %        straight curve                  АI@┘о*РF@Ё┐  edge                   ¤8╟7Йк~@ &F@  ' unknown  point                  АI@┘о*РF@ edge                    8╟7Йк~@ (F@  ) unknown  point                  АG@┘о*РF@ coedge                     * + ∙      coedge                    ,         edge                   -■     @ Ё┘о*РF@  . unknown  coedge                   /          edge                   0■     @ є┘о*РF@  1 unknown  coedge                   ,          loop 2                   ,  straight curve                  АI@┘о*РF@Ё┐  coedge                    /         loop 3                   / 4 straight curve                  АG@┘о*РF@Ё┐ FldEntIdmeg attrib          5      жю█ face 6              7 8       9 plane surface                  АI@Аiш╝Ё?жб╝жб╝Ё┐  coedge                     : ;       vertex                   < =straight curve                  АI@АI@Ё┐  vertex                   > ?straight curve                  АG@АI@Ё┐  coedge                   @ A  + 8      edge                   0 -@ * B unknown  coedge                     C <       vertex                    Dstraight curve                  АI@иУ@Аiш╝Ё?  coedge                     E >       vertex                    Fstraight curve                  АG@иУ@ф╝Ё? FldTmpmeg attrib                    жю█FldTmpmeg attrib                    жю█ face G              ї        H ftreemeg attrib          I " жю█\╓P┼ёє═ftreemeg attrib                    #жю█ face J              K L       M  loop                        @ # plane surface                  АI@иУ@√     @Ё?Ё?  coedge                   N O % ; L      edge                   & (@ : P unknown  edge                   & -иУ@ , Q tangent  point                  АI@      @ edge                   ( 0иУ@ / R tangent  point                  АG@@ coedge                   S * T U 8      coedge                   * S V W 8     straight curve                  АG@иУ@№     @Ё?░╝  coedge                   X T , < Y      point                  АI@иУ@√     @ coedge                   V Z / > [      point                  АG@иУ@№     @FldEntIdmeg attrib          \      4жю█plane surface                  АG@ф╝Ё?жб╝жб╝Ё┐ FoldAttmeg attrib               5 жю█ ftreemeg attrib                    7жю█ face ]              ^ Y       _  loop                        O 7 plane surface                  F@ш╝АЁ┐АЁ┐  coedge                   ` : Z a L      coedge                   : ` X b L     straight curve                  АI@      @Ё┐░< straight curve                  АI@№     @Ё? straight curve                  АG@№     @Ё?  coedge                   A @ c d 8      coedge                   C e @ U Y      edge                   --DT√!щ┐ f-DT√!щ? T g unknown  coedge                   h E A W [      edge                   0-DT√!щ┐ i-DT√!щ? V j unknown  coedge                   e C O b Y      loop                        T K  coedge                   E h N a [      loop                        V k ftreemeg attrib          l G 4жю█\╓P┼ёє═ftreemeg attrib                    Kжю█ face m              n o       p cone surface                  F@№     @АЁ?STпЩК╠@STпЩК╠└Ё? Ё┐@  coedge                   O N q r L      edge                   s-DT√!щ┐ ("-DT√!щ? Z t unknown  edge                   u-DT√!щ┐ &-DT√!щ? X v unknown  coedge                   w x S d y      edge                   i f@ c z unknown  coedge                   T X { | Y      vertex                   | }ellipse curve                  F@иУ@№     @АЁ?STпЩК╠@STпЩК╠└Ё?  coedge                   Z V ~  [      vertex                    Аellipse curve                  F@иУ@№     @АЁ?┘l▀╠v°@┘l▀╠v°└Ё?  face Б              4 [       В FoldAttmeg attrib               \ 4жю█ ftreemeg attrib                    ^жю█ face Г              Д Е       Ж  loop                        З ^ plane surface                  АB@Ё┐Ё┐  coedge                   И Й ` r К      edge                   u s@ q Л unknown  vertex                   М Нellipse curve                  F@№     @АЁ┐А┘l▀╠v°@┘l▀╠v°└Ё?  vertex                   О Пellipse curve                  F@№     @АЁ┐АSTпЩК╠@STпЩК╠└Ё?  coedge                   Р c С Т y      coedge                   c Р У Ф y      loop                        w Х straight curve                  F@иУ@·     @Ё┐  coedge                   Ц С e | Ч      edge                   fиУ└ u { Ш tangent  point                  F@иУ@ш╝ coedge                   У Щ h  Ъ      edge                   iиУ└ s ~ Ы tangent  point                  F@иУ@·     @ftreemeg attrib                    kжю█cone surface                  F@№     @АЁ?┘l▀╠v°@┘l▀╠v°└Ё? Ё┐@ ftreemeg attrib                    nжю█ face Ь              Э Ю       Я  loop                        а n plane surface                  иУ@АB@Ё?Ё?  coedge                   б в г д o      coedge                   е q Щ М К      coedge                   q е Ц О К      loop                        Й ж straight curve                  F@ш╝Ё?  edge                   s@ зF@ Щ и unknown  point                  F@·     @ edge                   u@ йF@ Ц к unknown  point                  F@ш╝ coedge                   x w л м y      coedge                   { н w Т Ч      edge                   о@ fF@ С п unknown  coedge                   ░ ~ x Ф Ъ      edge                   ▒@ iF@ У ▓ unknown  face │              ж y       ┤  coedge                   н { Й О Ч      loop ╡                   н ╢ straight curve                  F@ш╝Ё┐  coedge                   ~ ░ И М Ъ      loop ╖                   ░ ╕ straight curve                  F@·     @Ё┐ ftreemeg attrib                    Джю█ face ╣              Х ║       ╗  loop                        ╝ Д plane surface                  иУ@@Ё?ААЁ?  coedge                   ╜ ╛ ┐ └ Е      coedge                   ┴ З ┬ ├ o      coedge                   З ┴ ╜ ─ o      coedge                   ┐ ┼ З д ║      edge                   ╞@ ╟АB@ г ╚ unknown  coedge                   Й И ╔ ╩ К      face ╦              ╢ К       ╠  vertex                   ═ ╬straight curve                  АI@∙     @Ё┐жС<  vertex                   ╧ ╨straight curve                  АI@ь╝Ё┐жС<  coedge                   ╤ ╥ Р м ╙      edge                   ▒ о@ л ╘ unknown  coedge                   С Ц ╒ ╧ Ч      vertex                   Т ╓straight curve                  ж▒╝иУ@Ё?жС╝  coedge                   Щ У ╫ ═ Ъ      vertex                   Ф ╪straight curve                  иУ@@Ё?жС╝ ftreemeg attrib                    Хжю█plane surface                  F@иУ@ш╝Ё?Ё? FldTmpmeg attrib                    Чжю█ face ┘              ┌ Ч       █ FldTmpmeg attrib                    Ъжю█ face ▄              ▌ Ъ       ▐ ftreemeg attrib          ▀      Эжю█\╓P┼ёє═ loop р                   ┼ Э plane surface                  иУ@АB@Ё?Ё┐  coedge                   с т у ф Ю      coedge                   х а в ─ Е      coedge                   а х с ц Е      coedge                   у г а └ ║      edge                   ч ╟иУ@ ┐ ш unknown  coedge                   в б щ ъ o      coedge                   ы ь б ├ э      edge                   ю ╞@ ┬ я unknown  edge                   Ё ╟@ в ё unknown  coedge                   г у Є є ║      vertex                   д Ї vertex                   └ їstraight curve                  Ё?  coedge                   ь ы е ╩ э      edge                   й з@ ╔ Ў unknown ftreemeg attrib                    жжю█plane surface                  @└╝Ё┐Ё┐  edge                   зиГ└ ▒иГ@ ░ ў tangent  point                  @      @ edge                   йиГ└ оиГ@ н ° tangent  point                  @└╝ coedge                   ∙ л · √ ╙      coedge                   л ∙ № ¤ ╙      loop                        ╤ ┌ straight curve                  @иУ@      @Ё┐  coedge                   ■ · н ╧        point                  @иУ@└╝ coedge                   №  ░ ═       point                  @иУ@      @FldEntIdmeg attrib                ╢жю█ face                ╙        plane surface                  ж▒╝жС╝Ё┐Ё┐жС< FldEntIdmeg attrib                ╕жю█ face               k         plane surface                  @жС╝Ё┐Ё┐жС< FldEntIdmeg attrib               ╣ Эжю█FldTmpmeg attrib                    ║жю█ coedge                    ╝ ╛ ц Ю      coedge                   ╝  ∙  Ю      coedge                   ┼ ┐ ╝ ф ║      edge                   @ чАB@ у  unknown  coedge                   ╛ ╜   Е      edge                    ч@ ╛  unknown  vertex                   └ straight curve                  иУ@АB@Ё┐  coedge                     ┴ ъ       edge                   ю@ ЁАB@ щ  unknown  coedge                   ╔ ┬ ■  э      coedge                   ┬ ╔   э      loop                        ы   vertex                   ъ straight curve                  @@Ё┐  vertex                    straight curve                  @АB@Ё┐  coedge                   · ■ ┼ є        edge                   иГ└ ╞иГ@ ┼  tangent  point                  @ point                  АB@straight curve                  @└╝Ё? straight curve                  @иГ@      @Ё? straight curve                  @иГ@└╝Ё?  coedge                   ╥ ╤ т  ╙      coedge                   ╒ Є ╤ √        edge                   о-DT√!щ┐ -DT√!щ? ·  unknown  coedge                    ╫ ╥ ¤       edge                   ▒-DT√!щ┐ -DT√!щ? №  unknown  coedge                   Є ╒ ы         loop                        ·   coedge                   ╫  ь        loop                        №  ftreemeg attrib           ┘ ╢жю█\╓P┼ёє═ftreemeg attrib                    ┌жю█ face !               э       " plane surface                  @иУ@└╝АЁ?АЁ? ftreemeg attrib          # ▄ ╕жю█\╓P┼ёє═ftreemeg attrib          $      ▌жю█\╓P┼ёє═ loop %                    ▌ plane surface                  @иУ@АB@Ё?Ё┐  coedge                   т с & ' Ю      edge                    @ ∙ ( unknown  vertex                   ф )straight curve                  иУ@Ё?  coedge                   щ & х        edge                    ЁиУ@  * unknown  vertex                    +straight curve                  @иУ@АB@Ё┐  point                  иУ@АB@ coedge                   & щ  ,      straight curve                  @Ё?  edge                   ╞-DT√!щ┐ й-DT√!щ? ■ - unknown  edge                   ю-DT√!щ┐ з-DT√!щ?  . unknown  point                  @@ point                  @АB@straight curve                  └<иГ@@Ё┐ ellipse curve                  @иУ@@АЁ?STпЩК╠└STпЩК╠└Ё?  coedge                    №  ,       vertex                   ' /ellipse curve                  @иУ@@АЁ?┘l▀╠v°└┘l▀╠v°└Ё?  face 0                       1  face 2              ╕        3 FoldAttmeg attrib                ╢жю█ ftreemeg attrib                    жю█plane surface                  @Ё┐Ё┐ FoldAttmeg attrib                ╕жю█ FldEntIdmeg attrib                ▌жю█FldTmpmeg attrib                    жю█ coedge                      '       edge                   @ АB@ & 4 unknown straight curve                  иУ@@Ё?  point                  иУ@@straight curve                  @иУ@АB@Ё┐  point                  @иУ@АB@ edge                   иГ└ юиГ@  5 tangent ellipse curve                  @@Ё┐STпЩК╠└STпЩК╠└Ё? ellipse curve                  @@Ё┐┘l▀╠v°└┘l▀╠v°└Ё?  point                  @иУ@@ftreemeg attrib                    жю█cone surface                  @иГ@@АЁ?STпЩК╠└STпЩК╠└Ё? Ё┐@ ftreemeg attrib                    жю█cone surface                  @иГ@@АЁ?┘l▀╠v°└┘l▀╠v°└Ё? Ё┐@ straight curve                  @иУ@Ё? straight curve                  @иГ@@Ё┐  End-of-ACIS-data