MegaVol37qqy@b/k@ 2~~~~ s2 s/,M\hD6l s-DT!?@@-DT!????  2?{AA@?333333?z$'?333333?@@@???? @`@@  2d  Stufenbelag  Schrauben  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~fySystemlinien XY-Ebenegy SystemlinienhyAchsbezeichnungeny 3D-Schrauben      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~""""⫄@[-q@""""⫄@[-q@""""⫄@[-q@""""⫄@[-q@""""⫄@[-q@MegaCad27??7@qqy@b/k@?7@qqy@b/k@???7@qqy@b/k@I?h?;f?h}+Ԛ ?f}+?VUUUUU?78VUUUUU?7@_˱? As&δ@:M'j@??2 F01A0004.BMEview.ico`` & ( Δ(` VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYY[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]________________________________________________________________________________________________````````````````````````````````````````````````````````````````````````````````````````````````bbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiikkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmoooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooopppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppprrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyy{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ysfga\[YW{}mvmcgb\]ZXWVUUUTTTTTTTTTTTTTUUUUUU¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤}nyodhb]^[YWVUUUTTTTTTTUUUXXX___jjj}}}YYYiiiTTTu¤¤¤¤¤¤¤¤¤¤åååååååååååååååååååååååååååååååååååååååååååååååååååååååpyoehb]^[YXWVUUTTTTTTTUUUXXX^^^iii}}}YYYrrrTTTylåååååååååħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħWVUUUTTTTTTTUUUXXX^^^iii{{{YYYrrrUUUrkcħħħħħħħħŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨ}rhWWWYYYrrrYYYe`\ŨŨŨŨŨŨŨƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩz~ozpgƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩ}shWWWYYYrrr___\ZXƩƩƩƩƩƩƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫƫ|qzqgkf``]ZYWVUTTTTTWVV^\Yhc^TTT|ƫƫƫƫƫƫƫƫƫƫƫƫƫƫ}tiWWWYYYrrrjjjWVUƫƫƫƫƫǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬ}rzqhlf``^[YXVUTTTTTWVV^\Yhd_vnf{ozǬǬǬǬǬWVVsǬǬǬǬǬǬǬǬǬǬǬǬǬ}tjWWWYYYrrr___TTTǬǬǬȭȭȭȭȭȭȭt}sjlfaa^[YXWUTTTTTWWV^\Zid_wof|p{ȭȭȭȭȭȭȭȭȭȭȭȭȭȭ][Yukȭȭȭȭȭȭȭȭȭȭȭȭ}tjWWWYYYrrrUUUȭȭȭɯɯɯɯb_\ZXWUUUTTTWVV][Ygc_wof}p|ɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯfb^oicɯɯɯɯɯɯɯɯɯɯɯ~ujWWWYYYrrrUUUɯɯɯʰʰʰĬZXW|ʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰsmec`\ʰʰʰʰʰʰʰʰʰʰvlWWWWWWrrrUUUʰʰʰ˱˱˱ŭZXW˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱zo[YX˱˱˱˱˱˱˱˱˱vlWWWaaaVVV|||YYYUUU˱˱˱̲̲̲ƮZXW̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲}UUU̲̲̲̲̲̲̲̲vmWWW[[[ZZZcccUUU̲̲̲ʹʹʹǯZYWʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹmhbʹʹʹʹʹʹvnWWWVVV```tttUUUʹʹʹ͵͵͵ǰZYW͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵[YX~͵͵͵͵͵͵wnWWWsssTTThhhUUU͵͵͵ζζζUUTζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζ[YXζζζζζζxoWWWhhhTTTrrrUUUζζζϸϸϸUUTϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸ[YXϸϸϸϸϸϸxoWWW```VVVWWWUUUϸϸϸйййUUTйййййййййййййййййййййййййййййййййй[ZXййййййypWWWZZZZZZTTTUUUйййѺѺѺUUTѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺ[ZXѺѺѺѺѺѺypWWWVVV```XXXUUUѺѺѺҼҼҼUUTҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼ[ZYҼҼҼҼҼҼzqWWWsssTTThhhdddUUUҼҼҼӽӽӽUUTӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽ[ZYӽӽӽӽӽӽzrWWWhhhTTTrrrooovvvӽӽӽԾԾԾUUTԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾ[ZYԾԾԾԾԾԾzsWWW```WWWzzzVVVWVVԾԾԾUUT[ZY{sWWWZZZZZZwwwVVVZYXUUT[ZY{tWWW|||VVV```wwwVVVZZZ®®®±UUT®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®[ZY®®®®®®aaagggwwwVVVeeezн®®®®®®®®İİİóUUTİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİ[ZYİİİİİİİokgwwwVVVqqqyrĴİİİİİİİİİİűűűĴUUTűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűfffwwwVVV|||sojűűűűűűűűűűűűƳƳƳŵUUTƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳwwwVVVca^ƳƳƳƳƳƳƳƳƳƳƳƳƳƳȵȵȵƷUUUȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵgdbwwwVVVVVVȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵɷɷɷǸUUUɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷjjjwwwVVV^^^ɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷʸʸʸǸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸwwwVVViii{ʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸ˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺_]\wwwVVVuuu}wrŶ˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺ͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼqqqwwwVVVpmiͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξ~wwwVVVca`ξξξξξξξξξξξξξξξξξξξξξξξξξϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿͽZZZwwwVVVVVVϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿtttwwwVVV^^^Ͽ~ykkkaaa|ȺUUUlll~yŹŻ( UUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZZ[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[[\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````````aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaabbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffgggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggggghhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiijjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjjkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkkllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssssttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttttuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzz{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{{||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~v}xy|lle^][XWVUUUTTTTTTTTTTUUTy{}mvmcgb\\ZXWVUTTTTTTTTTUUUTTTUUUWWWggg]]]cccYWV£££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££££z{}mvmcgb\]ZXWVUTTTTTTTTTUUUXXX^^^kkk~~~]]]fffqqqUUU£££££££££££££££££££££££££££££££¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤{|}mvmcgb\]ZXWVUUUTTTTTTTUUUXXX^^^jjj|||]]]fffTTT¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤}pzpfid]^\YXWVUUTTTTTTTUUUXXX^^^jjj|||]]]fffTTTu¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤¤ååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååå}pzpfid]^\YXWVUUTTTTTTTUUUWWW]]]hhhyyy]]]fffTTTviååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååååå~s|qfjd^_\YXWVUUTTTTTTTUUUWWW]]]hhhyyy]]]fffUUUohaåååååååååååååååååååååååååååæææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææææs|qgje^_\YXWVUUTTTTTTTUUUWWW\\\gggyyy]]]fffYYYb_ZææææææææææææææææææææææææææĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦs|qgje^_\YXWVUUTTTTTTTUUUWWW\\\gggwww]]]fffaaa[YWĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦĦħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħuting`a^ZYXWUUUTTTTTTUUUWWW\\\gggwww]]]fffkkkVVUħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħħ}XXXTTTTTTVVV[[[eeettt]]]fffzzzTTTħħħħħħħħħħħħħħħħħħħħħħŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨ}rhwww]]]fffTTT}ŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨ}rhWWW]]]fffTTT}oŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨŨũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũũ}shWWW]]]fffUUUwneũũũũũũũũũũũũũũũũũũũƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩ}shWWW]]]fffWWWhd^ƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƩƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪ}shWWW]]]fff\\\^[Yƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪ|~pzpgke``]ZXWVTTTTTTUUTƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪ}siWWW]]]ffffffXWVƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪƪǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫ|pzqgkf``]ZXWVTTTTTTWVU^[Yhc^vne{nyŪTTTwǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫ}siWWW]]]fffuuuUUTǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫ}r|rimfaa^[YXWTTTTTTWVU^[Yhc^vnf{nyŪǫǫǫǫǫǫǫǫǫǫYXV{nǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫǫ}sjWWW]]]fffTTT~ǫǫǫǫǫǫǫǫǫǫǫǫǫǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬ~s|rimgaa^[YXWTTTUTTVVU\ZXfb^tldynxūǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬ_]ZumeǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬǬ}tjWWW]]]fffTTTxǬǬǬǬǬǬǬǬǬǬǬǬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬttjohbc_[ZXWUUTTTTVVU]ZXfb^tldynxèȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬke`hc^ȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬȬ~tjWWW]]]fffTTTTTTȬȬȬȬȬȬȬȬȬȬȬȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭuujoibc_\ZYWUUUTTTVUU\ZXea]skdxmxéȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭzqh][Yȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭ~tjWWW]]]fffVVUȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭuukoibc_\ZYWUUUTTTVUU\ZXea]skdxmxéȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭrVVUƬȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭȭ~tjWWW]]]fffXWVȭȭȭȭȭȭȭȭȭȭȭɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮvvlpjcd`\[YWUUUUUTVUU\ZXfb]sldymxĪɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮ}TTTɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮ~tjWWW]]]fffXWVɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮwvlpjcd`][YXUUUUUTUUU[YXd`]qjdvlwɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮUUTɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮɮ~tjWWW]]]fffXWVɮɮɮɮɮɮɮɮɮɮɮɯɯɯɯɯɯɯɯɯɯɯɯīyynrleeb^\ZXVUUUUTUUU[YXd`]qjdwmxɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯīVVUsɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯɯ~ukWWW]]]fffXWVɯɯɯɯɯɯɯɯɯɯɯʯʯʯʯʯʯʯʯʯʯʯ][YTTTUUUZYWc_\oicvkvʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯ][Yzriʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯʯ~ukWWW]]]fffXWVʯʯʯʯʯʯʯʯʯʯʯʰʰʰʰʰʰʰʰʰʰʰuk~ʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰhc_mhbʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰ~ulWWW]]]fffXXVʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰul~ʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰunfa^[ʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰʰ~ulWWWaaafffXXWʰʰʰʰʰʰʰʰʰʰʰ˱˱˱˱˱˱˱˱˱˱˱vl~˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱|pYXW˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱ulWWWXXX\\\YYYYXW˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱vl˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱{TTT˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱˱ulWWWxxxUUUddd```YXW˱˱˱˱˱˱˱˱˱˱˱˲˲˲˲˲˲˲˲˲˲˲vm˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲UUU˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲˲vmWWWmmmTTTmmmtttYXW˲˲˲˲˲˲˲˲˲˲˲̲̲̲̲̲̲̲̲̲̲̲vm̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲ëUUUz̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲̲vmWWWdddUUUxxxYXW̲̲̲̲̲̲̲̲̲̲̲̳̳̳̳̳̳̳̳̳̳̳vm̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳[YXzp̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳vmWWW\\\YYYYXW̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳vm̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳c_]smf̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳̳vmWWWXXX___mmmYXW̳̳̳̳̳̳̳̳̳̳̳ʹʹʹʹʹʹʹʹʹʹʹwmʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹojdfb^ʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹvmWWWuuuUUUgggVVVYXWʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹwnʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹvmʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹʹvnWWWjjjTTTqqqcccYXWʹʹʹʹʹʹʹʹʹʹʹ͵͵͵͵͵͵͵͵͵͵͵wn͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵VVU͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵͵wnWWWbbbUUU}}}wwwYXW͵͵͵͵͵͵͵͵͵͵͵εεεεεεεεεεεwnεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεεVVUεεεεεεεεεεεεεεεεεεεεwnWWW[[[YYYYXWεεεεεεεεεεεζζζζζζζζζζζwnζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζVVUζζζζζζζζζζζζζζζζζζζζwnWWWXXX___|||YXWζζζζζζζζζζζζζζζζζζζζζζwoζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζζVVUζζζζζζζζζζζζζζζζζζζζwoWWWuuuUUUgggeeeYXWζζζζζζζζζζζϷϷϷϷϷϷϷϷϷϷϷxoϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷVVUϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷwoWWWjjjTTTqqqVVVYXWϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷxoϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷVVUϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷϷwoWWWaaaUUU}}}jjjYXWϷϷϷϷϷϷϷϷϷϷϷϸϸϸϸϸϸϸϸϸϸϸxoϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸVVUϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸϸxoWWW[[[YYYzzzhhhYXWϸϸϸϸϸϸϸϸϸϸϸиииииииииииxoиииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииииVVUииииииииииииииииииииxoWWWVVV___fff{{{YXWиииииииииииййййййййййй][Z{ййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййVVUййййййййййййййййййййypWWWuuuTTTgggYYYYXWйййййййййййййййййййййй][Z|ййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййййVVUййййййййййййййййййййypWWWjjjTTTqqqTTTYXWйййййййййййѺѺѺѺѺѺѺѺѺѺѺ]\Z|ѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺVVUѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺypWWWaaaVVV}}}UUUYXWѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺ]\Z|ѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺVVUѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺѺyqWWW[[[[[[]]]YXWѺѺѺѺѺѺѺѺѺѺѺѻѻѻѻѻѻѻѻѻѻѻ]\Z}ѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻVVUѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻѻyqWWWVVV```vvvkkkYXWѻѻѻѻѻѻѻѻѻѻѻһһһһһһһһһһһ]\Z}һһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһһVVUһһһһһһһһһһһһһһһһһһһһyqWWWuuuTTTgggcccYXWһһһһһһһһһһһҼҼҼҼҼҼҼҼҼҼҼ]\Z}ҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼVVUҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼzqWWWjjjTTTqqqWWWYXWҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼ]\Z}ҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼVVUҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼҼzqWWWaaaVVV}}}TTTYXWҼҼҼҼҼҼҼҼҼҼҼӽӽӽӽӽӽӽӽӽӽӽ]\Z}ӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽVVUӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽzqWWW[[[[[[mmmVVVYXWӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽ]\Z~ӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽVVUӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽӽzrWWW|||VVVaaammm___YXWӽӽӽӽӽӽӽӽӽӽӽӾӾӾӾӾӾӾӾӾӾӾ]\ZӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾVVUӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾӾzrWWWqqqTTTjjjmmmrrrrrrYXWӾӾӾӾӾӾӾӾӾӾӾԾԾԾԾԾԾԾԾԾԾԾ]\ZԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾVVUԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾԾzrWWWgggTTTpppmmmaaazԾԾԾԾԾԾԾԾԾԾԾԿԿԿԿԿԿԿԿԿԿԿ]\ZԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿVVUԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿ{sWWW___VVV|||tttmmmZZZԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿ]\ZԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿVVUԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿԿ{sWWWYYYZZZtttmmmeeexκԿԿԿԿԿԿԿԿԿԿԿԿ^\ZVVU{sWWW|||UUU```sssmmmqqq~xpñ^\ZVVU{sWWWqqqTTTgggsssmmm|||rmh^\[VVU{tWWWgggTTTpppsssmmmfc`^\[VVU{tWWW___VVV|||sssmmmVVV­­­­­­­­­­­^\[­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­­VVU­­­­­­­­­­­­­­­­­­­­|tWWWYYYZZZsssmmm^^^н­­­­­­­­­­­­­­­­­­­­­®®®®®®®®®®®^\[®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®VVU®®®®®®®®®®®®®®®®®®®®|tWWW|||UUU```sssmmmiiiw̹®®®®®®®®®®®®®®®®®®®®®®®îîîîîîîîîîî^\[îîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîîVVUîîîîîîîîîîîîîîîîîîîî|t^^^TTTgggsssmmmuuu{uoîîîîîîîîîîîîîîîîîîîîîîîîîïïïïïïïïïïï^\[ïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïïVVUïïïïïïïïïïïïïïïïïïïïpppsssmmmokgïïïïïïïïïïïïïïïïïïïïïïïïïïïİİİİİİİİİİİ^\[İİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİVVUİİİİİİİİİİİİİİİİİİİİİsssmmmb`^İİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİ^\[İİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİVVUİİİİİİİİİİİİİİİİİİİİݯeeesssmmmVVVİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİİűűűűűűűűűűű^\[űűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűVVUűűűűűűűűűűűűűűűűűűűűűűmmmsssmmm^^^~μűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűűŲŲŲŲŲŲŲŲŲŲŲ^\[ŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲVVUŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲ|sssmmmiii}vμŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲŲƲƲƲƲƲƲƲƲƲƲƲ^\[ƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲVVUƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲ^^^sssmmmxxxwrm²ƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƲƳƳƳƳƳƳƳƳƳƳƳ^\[ƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳqqqsssmmmkhdƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳƳǴǴǴǴǴǴǴǴǴǴǴ^\[ǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴzsssmmm^]\ǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴ^\[ǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴ˺VVVsssmmmVVVǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴǴȵȵȵȵȵȵȵȵȵȵȵ^][ȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵwwwsssmmmaaa}Ƴȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȵȶȶȶȶȶȶȶȶȶȶȶ^][ȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶztsssmmmmmmzt˻ȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶȶɶɶɶɶɶɶɶɶɶɶɶ^][ɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶǴVVVsssmmmxxxtpkɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɶɷɷɷɷɷɷɷɷɷɷɷ^][ɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷ~~~sssmmmgebɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷɷʸʸʸʸʸʸʸʸʸʸʸ^][ʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸxsosssmmmYYYʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸ^][ʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸ\\\sssmmmZZZȶʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸʸ˹˹˹˹˹˹˹˹˹˹˹^][˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹sssmmmeee|Ŵ˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˹˺˺˺˺˺˺˺˺˺˺˺pli˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺tplsssmmmqqq}wrɺ˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺˺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺ʻcccsssmmm|||pli̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̺̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻sssmmmca_̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻̻ͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼlifsssmmmVVVͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼƸfffrrrmmm^^^Ƿͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼͼννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννrrrmmmiii}ĵνννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννννξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξ̼aaarrrmmmuuu}xtƹξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξξϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾmmmrrrmmmpmjϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϾϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿrrrmmmca`ϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿϿƸ^^^rrrmmmVVVtttrrrmmmaaaξ{rrrmmmmmm{õöVVVrrrmmmxxxyuqøwwwrrrmmmljg~yrrrmmm_^]ͿYYYrrrmmmVVV~~~rrr^^^zvrrrrVVVƹʽZZZrrraaabbb~zǹE TrimmenR ?J @H[s@?cMNeue FlcheR ???P@e@@`?ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @e@Dl}@@?? ftreemeg attrib   face       loop    plane surface  @e@@^I @@?  coedge       ftreemeg attrib   face       loop   plane surface  ?@^I @@  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? '@e@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop . %  plane surface  t?@<  coedge  / 0 1 2   coedge  3   $  coedge   3 / 4  coedge  1     edge  ' 5}@  6 unknown  coedge    7 8   coedge  9 :  # ;  edge  < &? " = unknown  edge  > '?  ? unknown  coedge   1 @ A   vertex   B vertex   Cstraight curve  Dl}@@? ftreemeg attrib  D  cX̀ftreemeg attrib   face E F ;  G  loop  H  spline surface   netsur straight?@^I @@?  ?0J? straightX@#m?Hm+ @zᝁ@tT_nJw?  #?? straight P @|@  ? intcurve  parcur ?????????GꍧO? null_surface cone?t?|@?;f;f?? ?? nullbs nubs?+ @-DT!8^ @v#޿!/$@3S?!/$@-DT!? Cx9> ????????????????   ?? intcurve  offsurfintcur?!Ms?Ig?b=x??,F)N? cone?t?|@?;f;f?? ?? null_surface nullbs nullbs >> ????kHӾ?֐}9?By?A^I @UUUUU@luR?@^I @@6w?߶9@;P@!B?޶9@US@ܰW|?9@=D@U ?߶9@ R 苂@vG?m@F:@gp?m@:G@ܬOh ?m@Xo㈂@aig?m@tr@=&?Xد@;Yᦃ@G*Hm?Xد@+D.@Kg`?Zد@-<*ň@ 8흔g?Zد@M@!n?~P,B @c@i?~P,B @ԅ@׭(?P,B @XU@j`?P,B @(+NJ@\?~[p?`8 @)&@! Q%?`8 @ :@INJ?`8 @[@?f?`8 @-L@Oi?`UX @$@c?`UX @ꪄ@@WЕ?`UX @bن@[ƿ`UX @h6A@|qZ/?UN @@HM~?UN @R@9ö^N @%/'@ Kӿ^N @/@v(??ӽ&!U @Vm@Fۓ?ӽ&!U @vt<@I;̿佒&!U @ @l+#޿佒&!U @rچ@>R?ѷp~ @.I:@ ўѷp~ @f{S@ uпܷp~ @{@'V}ܷp~ @ak t@nU{=8?!X1 @T9y>ǀ@f䱿!X1 @a^@տ*X1 @@7Zc*X1 @7|@U? @:@8z{ @wGl@8ڬ}L ؿ @h)@w @u @ &?3# @t@N| ǿ3# @[1@`,A޿3# @?@Ũ=ٿ3# @ۀq@'cZɴ?H @ $4@4|Qu̿G @ -0F@m)O @?X@xtgN @Hi@H?^P_ @3r|H'~@ r M:ҿ]P_ @~@HFeP_ @d7@bdP_ @oN@٘&?U^D @Y}@dodӿT^D @~ @0~@ztd[W^D @wk~@vϾV^D @xI@h%UՈ4d?! @J]D|@($ տ! @5|@Pm9! @T7}@UU! @Ft}@<F! @R|@PUUUUUտF! @[m|@UUUUUUF! @1]|@F! @??|@< P @|@QUUUUUտ P @|@TUUUUU P @|@ P @|@ZU\CC&??0J?? FldTmpmeg attrib   coedge  I   4   coedge   I J K   coedge  %   2   edge  5 L e@ 1 M unknown  coedge    N O  edge  P 5?  Q unknown  vertex  Rstraight curve  @e@Dl}@@  coedge  S N ! 8 T  edge  <? >@e@ 7 U unknown  coedge  V " W X ;  coedge  " V Y Z ;  loop  9 +  vertex  8 [straight curve  ?Dl}@@<  vertex  8 \straight curve  @e@Dl}@@  coedge  ] W % A ^  edge  L /$@ &"}@ % _ tangent  point  ?Dl}@@ point  @e@Dl}@@FldEntIdmeg attrib  ) ftreemeg attrib  + face ` a ^  b plane surface  ?Dl}@@??  coedge  J c ] d , e coedge  0 / f g   coedge  h H 0 K , i edge  L j? J k unknown  vertex  A lstraight curve  @e@@^I @@  coedge  7 f 3 O T  edge  > P}@ N m unknown  vertex  O nstraight curve  @e@@^I @@  point  @e@@^I @@ coedge  f 7 o p T  loop q S r straight curve  Dl}@@?  coedge  : 9 s t ;  coedge  @ u 9 X ^  edge  &-DT! v-DT!? W w unknown  coedge  x o : Z y  edge  <-DT! z-DT!? Y { unknown  point  ?Dl}@@ point  @e@Dl}@@ coedge  u @ H d ^  loop  ] F straight curve  ?t?@? j/ N\9~@ftreemeg attrib  F face | } ~   cone surface  ?t?|@?;f;f?? ??  coedge  H h ,  edge   L ] unknown  pcurve    exppc nubs?? spline  ref  coedge  N S I g T  edge  P j e@ f unknown  coedge  c J ,  pcurve    exppc nubs?? spline  ref  vertex  p intcurve curve   parcur?ZU\CC&? spline  ref null_surface nubs?? nullbs    point  ?@^I @@straight curve  @e@Dl}@@  point  @e@@^I @@ coedge  Y S p y  edge  j /$@ <"}@ S tangent FldTmpmeg attrib  T face  T   coedge  V t  edge  z v? s unknown  coedge  W ] ^  vertex  ellipse curve  ?Dl}@|@;f;f??  coedge  Y y  loop   vertex  ellipse curve  ?Dl}@|@;f;f?? ftreemeg attrib  a face    loop  a plane surface   ~@Dl@??  coedge  c  edge   ? unknown  pcurve    exppc nubs???? spline  ref  vertex  intcurve curve   parcur ???0J??????ZU\CC&? spline  ref null_surface nubs?? nullbs 0J?  straight curve  @e@@^I @@  coedge  o x h y  edge   j unknown  pcurve    exppc nubs???? spline  ref  point  ?@^I @@straight curve  ?t?@? FoldAttmeg attrib  r plane surface  t?@<  coedge  s  coedge  s  loop  straight curve  Dl}@|@?  coedge  u  edge  v"} + tangent  edge  v -DT! @ unknown  point  Dl}@|@ coedge  x  edge  z"} + tangent  face  r y   edge  z -DT! @ unknown  point  Dl}@|@ftreemeg attrib  } face    loop  } plane surface  ?0~@  coedge  ~  coedge   coedge   loop   vertex  intcurve curve   parcur ?ZU\CC&? spline  ref null_surface nubs???? nullbs    point   P @|@intcurve curve   parcur  ???0J??????@r0? spline  ref null_surface nubs???? nullbs   ftreemeg attrib  rcX̀ coedge   coedge   coedge   face    coedge   loop  straight curve  t?|@ N\9~ j/? vertex  ellipse curve  Dl~@|@??  -DT! @ coedge   loop  straight curve  𿀼t?|@ ftreemeg attrib  cone surface  ?t?|@?;f;f?? ??  vertex  ellipse curve  Dl~@|@?? ftreemeg attrib   face    loop  cone surface  ? ~@@?;f;f?? ??  coedge   coedge  ~  coedge  ~  coedge   edge  -DT! -DT!? unknown  coedge   edge   thm? unknown  edge   thm? unknown  face    point   P @|@FldEntIdmeg attrib  r coedge   edge   ? unknown  coedge   coedge  ftreemeg attrib  cone surface  Dl~@|@? ?  coedge  FldTmpmeg attrib   face    edge   Zd;? unknown  point  Dl~@|@ coedge   FldTmpmeg attrib   face      edge   Zd;?  unknown  point  Dl~@|@ftreemeg attrib   face       loop   plane surface  K@@Clw@??  coedge      coedge      coedge   edge  -DT! -DT!?  unknown  coedge    ~  coedge      edge   ?  unknown  coedge      edge   ?  unknown  coedge     coedge  ! "  vertex   # vertex  $ %ellipse curve  ? ~@Dl@;f;f??  coedge  & ' (  edge   ? ) unknown  vertex  *ellipse curve  @E}@?z&1?  vertex  +ellipse curve  @E}@?z&1?  -DT! @ftreemeg attrib  cone surface  @E}@z&1? z&1?  coedge  ,  coedge  ,  loop  - straight curve  Dl~@|@?  coedge    .  coedge  /  0  coedge  1 2 3  coedge  4 5 6  edge  _r 7pr@ 8 tangent FldEntIdmeg attrib  9   face : ; (  < plane surface  @?  vertex  . =straight curve  Dl~@@?  Zd;? coedge  > ? @  coedge  A B  C  edge  _r Dpr@ E tangent FldEntIdmeg attrib  F   face G H I  J plane surface  @?  vertex  0 Kstraight curve  Dl~@@? ftreemeg attrib   face L M N  O  loop  P plane surface  K@@@?  coedge  Q R S T  coedge  U V  coedge  W X  Y  edge  Z ?  [ unknown  coedge  \ ]  ^  edge   _?  ` unknown  vertex  a b vertex   cellipse curve  ? ~@?;f;f??  coedge  d e  f  edge  -DT! -DT!?  g unknown  coedge  h i $   coedge  h j k   loop   l  vertex  k mstraight curve  ?@~@Dl@  coedge  n 0   coedge  n .   loop   o  vertex  p qstraight curve   ~@Dl@  coedge  1   edge   x&1  r tangent  coedge  s i " t  edge  x&1? @ ! u tangent  point   ~@Dl@ edge  X-? vx&1? i w unknown  point  ?0~@Dl@ coedge  x B y (  coedge  x 4 z (  loop  ' straight curve  @Clw@  point  @Clw@ point  @Clw@ coedge  n {  face |  }  edge  ʡEn@ Dln@ ~ unknown  coedge  > e p  edge  ʡEn@ Dln@  unknown  coedge   W   coedge    3   edge   7-DT! @  unknown  coedge   ' z 6  coedge     6  loop  4   vertex  straight curve  @r@ ir  r@ftreemeg attrib  cX̀ftreemeg attrib   face      plane surface  ?@Clw@??  point  Cl~@Cl@ coedge  / X   coedge    @   edge   D-DT! @  unknown  coedge     C  coedge   & y C  loop  B   vertex   straight curve  @r@ ftreemeg attrib   cX̀FoldAttmeg attrib     face  f    loop    plane surface  ?<??  point  Cl~@Cl@ftreemeg attrib   face       loop    plane surface  ?@@  coedge        coedge    x   coedge       coedge     T   edge  ? K@ S  unknown  coedge  e d  V f  edge  _-DT! Z-DT!? U  unknown  coedge    1  Y  coedge    >  Y  loop  W   vertex  p straight curve   ~@?  coedge      ^  coedge    s a ^  loop  ]   vertex   straight curve  ?0~@?  edge  ? @ s  unknown  point  ?0~@ point   ~@ coedge  U    f  coedge   U / p f  loop   H ellipse curve  ? ~@Dl@;f;f??  coedge        coedge  !   $ t  coedge     k   edge  X-? x&1? j  unknown  face       point  ?@~@Dl@ coedge    , {   face  -     edge  Z x&1 /  tangent  point   ~@Dl@straight curve   ~@@? S̨ ͏@ coedge   ! ] a t  loop    straight curve  ?0~@@ ͏ S̨@ vertex   straight curve  x&1?0~@Dl@?  coedge  ' & Q  (  edge  -DT! -DT!? B  unknown  edge  -DT! -DT!? 4  unknown  edge   ? n  unknown ftreemeg attrib  -plane surface  Dl~@|@ straight curve  t0n@Dl@? straight curve  t0n@Dl@?  edge  @  ~@ 1  unknown  coedge  ? 2     coedge  2 ?     loop  2   vertex   ellipse curve  @???  -DT! @ coedge  5 4   6  coedge    5    edge  7-DT! -DT!? 5  unknown  face   6    point  @@ftreemeg attrib  ; loop   ; plane surface  @@  edge  @ Z ~@ >  unknown  vertex   ellipse curve  @???  coedge  B A   C  coedge    A    edge  D-DT! -DT!? A  unknown  face  C    point  @@ftreemeg attrib   G  cX̀ftreemeg attrib  Hcone surface  ? ~@@?;f;f?? ?? FldTmpmeg attrib  I coedge      I FoldAttmeg attrib   M  face       loop   M plane surface  @<??  coedge      N  coedge   P R    coedge  P      coedge   S P    edge   Clg@   unknown  coedge  R Q    edge   ? x  unknown  edge   ? R  unknown  coedge  S      vertex  T  vertex  T straight curve  @Clw@? ellipse curve  ? ~@?;f;f??  coedge  X W   Y  face  o Y    point   ~@ coedge  ] \   ^  coedge    \    edge  _? @   unknown  face   ^    point  ?@~@ vertex   straight curve  0~@?  coedge  j  d    edge  x&1? _@   tangent  coedge    h    edge   v?   unknown  coedge  i    t  coedge   j     loop     vertex   straight curve  x&1?@~@Dl@? ftreemeg attrib  lplane surface  ?0~@Dl@?? ftreemeg attrib  oplane surface  Cl~@Cl@?? straight curve   ~@@?  coedge   s   t FldTmpmeg attrib  t face   t    edge  vأp= ^I    unknown  point  x&1?0~@Cl@ vertex   ellipse curve  ?@Clw@;f;f? ellipse curve  ?@Clw@;f;f? straight curve  Cl~@Cl@? straight curve  ?  coedge        edge  D 7?   unknown  edge   ?   unknown  point  @ edge  pr _r@   tangent  coedge        vertex   ellipse curve  ?@@?;f;f? ftreemeg attrib   face      cone surface  ?@r@?;f;f? ?? straight curve  ?  point  @ edge  pr _r@   tangent  vertex   ellipse curve  ?@@?;f;f? ftreemeg attrib  cone surface  ?@r@?;f;f? ?? FldEntIdmeg attrib    coedge      I  coedge      I ftreemeg attrib  !  M cX̀ftreemeg attrib  cone surface  @?? ? FldTmpmeg attrib   coedge      N  coedge      N  coedge        edge   K@  " unknown  coedge     #   edge  $ ?  % unknown  vertex   &straight curve  K@@Clw@  edge  ? K@  ' unknown straight curve  ??Clw@<?  vertex   (straight curve  K@?Clw@?  point  ?@Clw@ point  K@@Clw@ftreemeg attrib  plane surface   ~@  coedge  ) *   +  edge   ?  , unknown  coedge   - . /   vertex  / 0straight curve  @~@? ftreemeg attrib  plane surface  @0~@  edge   1x&1  2 tangent  point  @0~@straight curve  ?@~@@  coedge  3      coedge   3     loop   4 straight curve  x&1?@~@Cl@  coedge   5 6 7 t  coedge  8  9 :   edge  أp= ;^I   < unknown FldTmpmeg attrib   face = >   ?  point  x&1?@~@Cl@ coedge  5  @ A t  coedge  B C   D FldEntIdmeg attrib  E  face F G H  I plane surface  0~@@??  vertex  7 Jstraight curve  x&1?0~@/$@?  point  ??Clw@straight curve  @@? straight curve  @? straight curve  ?@r@?  r ir@ edge   ?  K unknown  point  ?@@ftreemeg attrib   face L M N  O  loop  P  plane surface  Cl@Cl~@@? straight curve  ??r@?  point  ??@ coedge     # I  coedge      N  edge  $ K@  Q unknown FldEntIdmeg attrib   Mstraight curve  K@@@  edge   $Clg@  R unknown  vertex  # Sstraight curve  K@?@?  point  K@@@straight curve  ?Clw@?  point  K@?Clw@ coedge  T  U V +  coedge   T B W +  loop  * G straight curve  @0~@?  coedge   8 X Y   coedge  Z U  / [  edge   \x&1  ] tangent  point  @@~@ vertex   ^straight curve  @0~@@? S̨ ͏@ coedge    _ `   face a l   b  coedge    c d t  coedge  e f  7 g  edge  hCl x&1  i tangent  coedge  -  j k   coedge  l m  : n  edge  oCl ;x&1  p tangent  vertex  : qstraight curve  x&1?@~@/$@? FldEntIdmeg attrib  r  face s t n  u plane surface  @~@@??  coedge  v w  A x  edge  y(\t@ 1Et@  z unknown  coedge  {  * W D  coedge   { | } D  loop  C ~ ftreemeg attrib   cX̀ftreemeg attrib   face  ~ +    loop  |  plane surface  @0~@Dl@??  point  x&1?0~@@straight curve  ?@@ ftreemeg attrib   face       loop    plane surface  @Cl~@@??  coedge       straight curve  K@?@ straight curve  K@?Clw@  point  K@?@ coedge  * )   +  coedge  .  ) V [  edge  -DT! -DT!? U  unknown  edge  -DT! -DT!? B  unknown  coedge  w v - Y x  edge  (\t@ \Et@ -  unknown  coedge   .   [  loop  Z   vertex  / straight curve  @@~@@?  point  @0~@Dl@ coedge    3 `   edge   ;? 3  unknown ftreemeg attrib  4plane surface  x&1?0~@Cl@?  coedge    5 d   edge  h-? y|&1? 5  unknown  coedge   6   g  coedge  6    g  loop  e   vertex  d straight curve  0~@@ ͏( i͏@ coedge    8 k   edge  o-? |&1? 8  unknown  coedge   9   n  coedge  9    n  loop  m >  vertex  k straight curve  @~@@  point  x&1?@~@@ftreemeg attrib  = cX̀ftreemeg attrib  > face      cone surface   ~@@?;f?;f?? ??  coedge  X @   x  coedge  @ X   x  loop  @   vertex  A straight curve  ^I t@0~@Dl@?  coedge  C B   D  coedge    C } H  edge  1-DT! -DT!? C  unknown  face   D   ftreemeg attrib  Gplane surface  @ ~@ ftreemeg attrib  M face       loop   M plane surface  @z@@?  coedge      N  coedge   P     coedge  P      coedge    P    edge  /$ ^I    unknown  coedge    T    edge   ?   unknown  coedge  U Z   [  vertex   ellipse curve  @ ~@?;f?;f??  vertex   ellipse curve  @ ~@?;f?;f??  vertex  Y straight curve  ^I t@@~@Dl@?  coedge    Z  H  edge  \-DT! -DT!? Z  unknown  face   [    point  @@~@Dl@ coedge   _ f    coedge  _  l    loop    straight curve  x&1?0~@@?  coedge  j c w    coedge  c j     loop  c  straight curve  Cl@0~@E@  coedge  f e   g  coedge    e    edge  -DT! h-DT!? e  unknown  edge  -DT! -DT!? f  unknown  face   g    point  Cl@0~@@straight curve  Cl@@~@E@  coedge  m l   n  edge  ;-DT! -DT!? l  unknown  coedge    m    edge  -DT! o-DT!? m  unknown  point  Cl@@~@@FldEntIdmeg attrib   t  loop   t plane surface  0~@@  coedge  |  v  H  edge  \ 1?   unknown  edge   y? w  unknown  face   x    point  Cl@0~@Cl@ coedge    {    edge  x&1? @   tangent  coedge   |   H  vertex   ellipse curve  @ ~@Dl@;f?;f?? ftreemeg attrib  ~ face      cone surface  @ ~@@?;f?;f?? ?? ftreemeg attrib   face       loop    plane surface  ?z@@  coedge        coedge      N  coedge      N  coedge        edge  tt Clt   unknown  coedge        coedge        edge   ?   unknown  edge   ?   unknown  coedge        loop     vertex    vertex   straight curve  Cl@^I 0~@@?  coedge        coedge        loop    straight curve  @ ~@?  coedge        edge  x&1? @   tangent  edge  ?  ~@   unknown  point   @ ~@ edge  ?  ~@   unknown  point  @ ~@ point  Cl@@~@Cl@ vertex  ! "ellipse curve  @ ~@Dl@;f?;f?? ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ??  coedge    # $   face %    &  coedge        edge  o h?  ' unknown  face ( 4   )  edge  x&1? Cl@  * tangent  loop   + ellipse curve  Cl@ ~@@;f?;f??  vertex  , -ellipse curve  x&1? ~@@?;f?;f?? ftreemeg attrib  cone surface   ~@@?;f?;f?? ??  coedge  .      edge  x&1? Cl@  / tangent  vertex  0 1ellipse curve  x&1? ~@@?;f?;f??  vertex   2ellipse curve  Cl@ ~@@;f?;f?? ftreemeg attrib  3  tcX̀FldTmpmeg attrib  straight curve  @@~@Dl@ straight curve  Cl@@~@Cl@ ftreemeg attrib  plane surface  Cl@0~@Cl@??  coedge  4      coedge   5 6    loop 7 4 8 straight curve  @ ~@@ ͏ S̨@ coedge  6 9   :  edge   ?  ; unknown  edge  ^I ? </$?  = unknown  point  @ ~@Dl@ftreemeg attrib   face > ? @  A  loop  B  plane surface  `@^I @@ ftreemeg attrib   face C D E  F  loop  G  plane surface  ?Cl~@@?  coedge  H I J K   coedge  L      coedge   L H M   coedge  J      edge  NZd;J   O unknown  coedge    P Q N  edge  R ?  S unknown  vertex   Tstraight curve  Clt@Dl~@@  coedge   P     edge  /$ ^I   U unknown straight curve  Cl@ ~@@  vertex   Vstraight curve  Cl@Cl~@@  coedge   W X ,  FldTmpmeg attrib   face Y +   Z  point  Cl@Cl~@@ point  Cl@ ~@@ coedge    [ \   coedge   ]     face ^ 8   _  coedge  `  9 !   loop a ] b straight curve   @ ~@@  vertex  c dstraight curve   @0~@  vertex  e fstraight curve  @0~@  edge  ^I ? g/$?  h unknown  point   @ ~@Dl@ coedge  X i  $ j  edge   ?  k unknown ftreemeg attrib  plane surface  x&1?0~@@? straight curve  Cl@@~@@ ftreemeg attrib  plane surface  Cl@0~@@? straight curve   ~@@? i͏ ͏(@ face l    m  edge  ^I ? n/$?  o unknown  point  x&1? ~@@ coedge  p  i 0  straight curve   ~@@?  edge  ^I ? q/$? . r unknown  point  x&1? ~@@ point  Cl@ ~@@FoldAttmeg attrib   t  coedge  s  t e   coedge   u v w   coedge  x    : FldTmpmeg attrib   face y z   {  coedge   x  ! :  loop  6 | straight curve   @ ~@Dl@  vertex   }straight curve  @^I 0~@Dl@ ftreemeg attrib   face ~      loop    plane surface  `@Dl}@@?  coedge       ftreemeg attrib   face   j    loop    plane surface  x&1?Cl~@@??  coedge        coedge     M   coedge        coedge     K   edge  N? @ J  unknown  coedge        edge   N?   unknown  vertex  K straight curve  @Cl~@@? Zd;J  coedge     Q   edge  Rtt Clt P  unknown  vertex  Q straight curve  @Cl~@@  point  @Cl~@@straight curve  Cl@^I 0~@@?  point  Cl@Cl~@@ coedge        coedge   #  , j FldEntIdmeg attrib    plane surface  0~@@  coedge     \   edge   ? [  unknown  coedge     c  ftreemeg attrib  plane surface  @?  coedge       FldTmpmeg attrib   face       edge   x&1 ]  tangent  point   @? edge   x&1 4  tangent  point  @? vertex  ! straight curve   @^I 0~@Dl@  coedge  #  . 0 j  loop  X D straight curve  x&1? ~@@? ftreemeg attrib  +plane surface  Cl@ ~@@?  vertex  , straight curve  x&1?^I 0~@@<  coedge   .     vertex  0 straight curve  x&1?^I 0~@@<  coedge   4     coedge    4 e   coedge  5      coedge    5 w   edge  <Mb`? ? 5  unknown  coedge  9 6   : ftreemeg attrib   8cX̀ face      plane surface  @0~@@?  face   :    point  @Cl~@Cl@ftreemeg attrib  ? face       loop   ? plane surface  @Dl}@@??  coedge      @  coedge   B     coedge  B      coedge    B    edge  ? K@   unknown ftreemeg attrib  Dplane surface  x&1? ~@@?  coedge    W  E  coedge   G I    coedge  G      coedge  W J G    edge  Zd;J    unknown  coedge  I H     edge   ? I  unknown  vertex   straight curve  @z@@  coedge  P  L    edge  Zd;J R   unknown  vertex   straight curve  @z@@  point  @z@@straight curve  Clt@Dl~@@  point  @Cl~@@ edge  n ףp= 5^I  W  unknown  coedge  i X   j ftreemeg attrib   Y cX̀ coedge   [     coedge  [      loop    straight curve  @??  coedge  ]      coedge    ] c   coedge   `     coedge    `    edge  gMb`? ? `  unknown ftreemeg attrib   bcX̀ face      plane surface   @0~@@?  vertex  c straight curve   @?@?  vertex  e straight curve  @?@? S̨ ͏@ point   @Cl~@Cl@ point  x&1?Cl~@@ coedge   p     coedge    p  E  edge  q ףp= 5^I  p  unknown  point  x&1?Cl~@@ coedge   s     coedge    s    edge  ˡEn@ Dln@ s  unknown  coedge   t     coedge  t      loop     coedge  u      coedge    u    edge   -DT! @ u  unknown  coedge   v     coedge  v  x    loop  v   vertex   straight curve  @Dl~@@ Mb`? ? edge  g <?   unknown FldEntIdmeg attrib  y 8ftreemeg attrib  z face       loop   z plane surface  @?Dl@?? ftreemeg attrib  |plane surface  @ ~@Dl@?? FoldAttmeg attrib     face       loop    plane surface  @Dl~@@<  coedge   ! " #   coedge  $    @  coedge   $  % @  coedge  "      edge   &}@  ' unknown  coedge    ( )   coedge  * +     edge  , ?  - unknown  edge  . ?  / unknown  coedge   " 0 1   vertex   2 vertex   3straight curve  @^I @@  coedge      E  coedge      E  coedge        edge   ?  4 unknown  vertex   5straight curve  ?z@@ Zd;J  coedge        edge  ? @  6 unknown  vertex   7straight curve  ?z@@  point  ?z@@straight curve  @Cl~@@?  point  @z@@straight curve  Mb@Dl~@@  edge  q n?  8 unknown FoldAttmeg attrib     coedge    9 :   coedge   ;     edge  <-DT! -DT!?  = unknown  edge  >-DT! -DT!?  ? unknown  coedge   @ A B   coedge        edge  CˡEn@ Dln@  D unknown  coedge  ;  E F   loop   G  coedge  @  H I   coedge        edge   J-DT! @  K unknown  vertex   Lstraight curve   @Dl~@@ FldEntIdmeg attrib   bftreemeg attrib   face M  N  O  loop  P  cone surface  @E'~@|@;f?;f?? ??  point   @?Dl@ point  @?Dl@ edge  Zd;J   Q unknown  vertex   Rstraight curve  Mb@Dl~@@  coedge    S T   coedge  U V   W  edge  X Zd;?  Y unknown  coedge    Z [   coedge    U \   loop   ]  vertex   ^straight curve  @Dl/n@Dl@  coedge    _ `   coedge  a Z     edge  -DT! b-DT!?  c unknown  face d e   f  coedge  g h   i  edge  j"} /$  k tangent  coedge    l m   coedge        loop   n  vertex   oellipse curve  @Dl~@|@??  -DT! @ edge   ?  p unknown  face q |   r  point  @Dl~@|@straight curve   @Cl~@Cl@ ftreemeg attrib  plane surface  @ ftreemeg attrib  s  cX̀ftreemeg attrib   face t u v  w  loop  *  plane surface  @^I @@ FldTmpmeg attrib   coedge  x   %   coedge   x y z   coedge     #   edge  & {K@ " | unknown  coedge    } ~ @  edge   &?   unknown  vertex   straight curve  `@^I @@?  coedge   }  ) N  edge  ,? .K@ (  unknown  coedge    g    coedge    P    vertex  ) straight curve  @^I @@  vertex  ) straight curve  `@^I @@  coedge  h g  1 i  edge  {/$@ "}@   tangent  point  @^I @@ point  `@^I @@straight curve  ?Cl~@@  point  ?Cl~@@straight curve  @z@@  point  ?z@@straight curve  x&1?Cl~@@  coedge     :   edge  > <? 9  unknown  coedge        vertex   ellipse curve  @??;f?;f?  vertex   ellipse curve  @??;f?;f?  coedge        coedge  V U  B W  edge   CZd;?   unknown  vertex   straight curve   @Dl/n@Dl@  coedge  Z a  F   edge  -DT! -DT!?   unknown  face  b     coedge   P  I   edge  "} J/$   tangent  vertex  I ellipse curve   @Dl~@|@??  point   @Dl~@|@FoldAttmeg attrib     loop    plane surface  @Dl~@@<  coedge  H  +   straight curve  ?z@@  point  ?Cl~@@ coedge     T   edge  j X-DT! @   unknown  coedge  A   \ W  coedge   A   W  loop     vertex   straight curve  @t?@?  Zd;? coedge   E  [   edge   ? Z  unknown  edge  C ?   unknown  face       point  @jt?Cl@ coedge     `   edge  bx&1? >@ _  tangent  coedge  E      vertex   ellipse curve  @?Dl@;f?;f? ftreemeg attrib   face      cone surface  @?@?;f?;f? ??  coedge  0  *  i  coedge   0   i  loop  g u  vertex  T straight curve  @E'~@|@? N\9~ M7? coedge     m v  edge   J?   unknown  face       point  @Dl}@|@straight curve   @Dl~@|@ ftreemeg attrib  plane surface  @Cl~@Cl@ FldEntIdmeg attrib   ftreemeg attrib   face  ] i    loop    plane surface  @Dl}@|@??  coedge  !      coedge    ! z v  edge  { ? y  unknown  vertex  1 straight curve  `@Dl}@@?  coedge  (  $ ~ N  edge  . }@ }  unknown  vertex  ~ straight curve  `@Dl}@@  point  `@Dl}@@ coedge   (   N straight curve  @^I @@  coedge  + *     edge  -DT! j-DT!? g  unknown  edge  ,-DT! -DT!? P  unknown  point  @^I @@ point  `@^I @@straight curve  @E'~@@ M7 N\9~@ coedge   9     coedge  9      loop    straight curve  @  coedge    ;    edge  x&1? <@   tangent  edge  <? @   unknown  point  @ edge  >? @   unknown  point  @ coedge    @    edge   -DT! @ @  unknown  vertex  B straight curve   @t?@?  point   @jt?Cl@ vertex   ellipse curve  @?Dl@;f?;f? ftreemeg attrib  Gcone surface  @?@?;f?;f? ??  coedge   H     vertex   straight curve   @E'~@|@?  point   @Dl}@|@ftreemeg attrib   M cX̀FldTmpmeg attrib  N coedge  P      coedge   S V    coedge  S      loop  S  ellipse curve  @^I @|@??  -DT! @ edge   X? V  unknown  face   W    point  @t?|@straight curve   @?Dl@ straight curve   @jt?Cl@ ftreemeg attrib  ]plane surface  @jt?Cl@??  coedge   _     coedge  _      loop    straight curve  @@ ͏ S̨@ coedge    a    edge   b?   unknown  edge  b-? |&1?   unknown  point  @Dl@ftreemeg attrib  e face       loop   e plane surface  x&1?jt?@?  coedge  y l h  v  edge  -DT! {-DT!? h  unknown  point  @^I @|@ coedge  l y   v straight curve  @Dl}@|@? ftreemeg attrib  ncone surface  @Dl~@|@??? ? ftreemeg attrib  ucone surface  @E'~@|@;f?;f?? ??  coedge  }  x  N  edge   K@   unknown  vertex   straight curve  @Dl}@@?  point  @Dl}@@straight curve  `@^I @@?  point  `@Dl}@@ edge  /$@ ,"}@   tangent  edge   j?   unknown ellipse curve  @^I @|@?;f?;f?? ellipse curve  @^I @|@?;f?;f??  coedge        coedge        face       coedge        loop    straight curve  @@  vertex   straight curve  @  vertex   straight curve  @ ellipse curve   @^I @|@??  point   @t?|@ edge  -? |&1?   unknown  point  @Dl@ edge  J-DT! -DT!?   unknown  point   @^I @|@FldEntIdmeg attrib    face  n    straight curve   @t?|@ ftreemeg attrib  plane surface  @t?|@??  coedge        coedge        coedge       FldTmpmeg attrib   coedge        face       coedge        loop    straight curve  @Dl@?  vertex   straight curve  E@Dl@ ftreemeg attrib   face       loop    plane surface  ?jt?@  coedge     !  ellipse curve  @Dl}@|@;f?;f?? straight curve  `@Dl}@@?  point  @Dl}@@straight curve  @E'~@@ straight curve   @^I @|@  coedge  "    #  edge   ?  $ unknown  coedge   % "   ftreemeg attrib   face & ' #  ( plane surface  ?  coedge    ) *  FldTmpmeg attrib   coedge  +  , -   face . /   0  edge  1Cl   2 unknown  point  ? edge  3Cl   4 unknown  point  ? vertex  * 5straight curve  E@Dl@ ellipse curve  @Dl}@|@;f?;f?? ftreemeg attrib  cone surface  @^I @|@??? ?  coedge    6 7   coedge   8   #  coedge  9 :   ;  edge  أp= <^I   = unknown  coedge    : >   coedge    ? @   coedge  A B   C  edge  DDl <x&1  E tangent ftreemeg attrib  F cX̀ face G H I  J plane surface  @@  face K    L  point  Cl@Cl@ftreemeg attrib   face M N O  P  loop  Q  plane surface  ?K@@?  coedge  R S T U   coedge  V  W X   coedge   V R Y   coedge  T Z  ! [  edge  \/$ ]5^I   ^ unknown  coedge  8    #  loop    straight curve  ??  coedge   + _ `  ftreemeg attrib   face a b c  d plane surface  ?Cl@?  coedge  : 9  * ;  edge  أp= e^I   f unknown  coedge  %  g h   coedge  i j  - k  edge  lDl ex&1  m tangent ftreemeg attrib  n cX̀ face o G p  q plane surface  @@  vertex   rstraight curve  ?  vertex   sstraight curve  ? Cl  point  Cl@Cl@ coedge  t u  7 c  edge  v)\t@ 3Et@  w unknown  coedge   " t x #  coedge  )  y z ;  coedge   )  > ;  loop   {  vertex   |straight curve  Dl@/$@?  edge   ? : } unknown  coedge  ~   @   edge  D-? v|&1?   unknown  coedge      C  coedge      C  loop  A   vertex  @ straight curve  @@? Ώ( ͏@FldEntIdmeg attrib   ftreemeg attrib   face       loop    plane surface  x&1??@? ftreemeg attrib  plane surface  @Dl@?? ftreemeg attrib   face       loop    plane surface  @K@@??  coedge        coedge     Y   coedge        coedge     U [  edge  tt \Clt T  unknown  coedge        coedge     X I  edge   ]? W  unknown  edge   \?   unknown  coedge      [  loop  Z   vertex  !  vertex   straight curve  x&1?Mb@@  coedge  u t % ` c  edge  )\t@ 1Et@ %  unknown ftreemeg attrib  ' face       loop  6 ' plane surface  x&1?Cl@??  vertex  - straight curve  Dl@/$@?  coedge   ~ + h   edge  l-? |&1? +  unknown  coedge   ,   k  coedge  ,    k  loop  j   vertex  h straight curve  @@? FldEntIdmeg attrib  . FldEntIdmeg attrib   / loop   / plane surface  @@<  point  ?Cl@ point  ?Cl@ coedge  _ 6 8 x c  coedge  6 _ ~  c  vertex  7 straight curve  Et@Dl@  edge  1 3? 8  unknown  coedge    9 z   edge  e <? y  unknown  face   ;    point  Dl@@straight curve  Cl@Cl@?  coedge  g ? u    coedge  ? g     loop  ? b straight curve  x&1?E@  coedge  B A Z  C  coedge   W A  I  edge  ]-DT! D-DT!? A  unknown  coedge   y B    edge  <-DT! -DT!? B  unknown  face   C    point  x&1?@ftreemeg attrib  H loop   H plane surface  Dl@@? ftreemeg attrib  N face       loop   N plane surface  @jt?@?  coedge      O  coedge   Q S    coedge  Q      coedge   T Q  [  edge  Zd;J    unknown  coedge  S R     edge   ? S  unknown  vertex  U straight curve  t t@jt?@?  coedge    V  p  edge  /$ 5^I    unknown  coedge  W  j  I  vertex   straight curve  x&1??@<  vertex   straight curve  x&1?jt?@  coedge  Z    [  edge  x&1? ]Dl@ Z  tangent FldTmpmeg attrib  [ face  { [    point  x&1?jt?@ point  x&1??@ vertex  ` straight curve  Et@Dl@ ftreemeg attrib  bplane surface  x&1?@?  point  Dl@@straight curve  x&1?E@  coedge  j i   k  coedge  y  i    edge  e-DT! -DT!? i  unknown  edge  -DT! l-DT!? j  unknown  face   k    point  x&1?@ftreemeg attrib   o /cX̀FldTmpmeg attrib  p coedge      p  edge   v? u  unknown  point  x&1?Cl@straight curve  ?Cl@? straight curve  Dl@@? ftreemeg attrib  {plane surface  Cl@Cl@?  coedge      I  edge  D l?   unknown ellipse curve  x&1??@?;f;f??  coedge        vertex   ellipse curve  Dl@?@;f;f?? ftreemeg attrib  cone surface  @?@;f;f?? ?? ftreemeg attrib   face       loop    plane surface  Cl@jt?@  coedge        coedge      O  coedge      O  coedge      [  edge  ? @   unknown  coedge        edge   ?   unknown  vertex   straight curve  ?jt?@ Zd;J  coedge      p  edge  tt Clt   unknown  vertex   straight curve  ?jt?@  point  ?jt?@straight curve  x&1?LMb@@  edge  x&1? Dl@   tangent  point  x&1??@ point  x&1?jt?@ coedge      [  coedge        edge  5^I ? /$?   unknown straight curve  @?@ ͏ Ώ(@FldEntIdmeg attrib   plane surface  @@<  point  x&1?Cl@ vertex   ellipse curve  Dl@?@;f;f?? ellipse curve  x&1??@?;f;f?? ftreemeg attrib  cone surface  @?@;f;f?? ?? FoldAttmeg attrib   /  coedge      p straight curve  x&1?Cl@? straight curve  x&1?@  coedge        edge   ?   unknown  point  Dl@?@ftreemeg attrib   loop    plane surface  Dl@?@?  coedge        coedge        coedge        coedge      [  edge  Zd;J    unknown  coedge      O  edge   ?   unknown  vertex   straight curve  K@@?  coedge      p  edge  Zd;J    unknown  vertex   straight curve  ?K@@  point  ?K@@straight curve  t t@jt?@?  point  ?jt?@straight curve  @?@  edge  أp= ^I    unknown  coedge        vertex   straight curve  Dl@Mb@@?< ftreemeg attrib    cX̀ edge  5^I ? /$?   unknown  point  Dl@?@ coedge      p  coedge       straight curve  Dl@?@?  coedge        coedge        coedge        edge  ! ?  " unknown  vertex   #straight curve  @K@@? Zd;J  coedge      p  edge  ? @  $ unknown  vertex   %straight curve  @K@@  point  @K@@straight curve  ?jt?@  point  ?K@@straight curve  /$@jt?@?  edge   ?  & unknown  point  Cl@jt?@FoldAttmeg attrib     vertex   'straight curve  Dl@1Mb@@?<  coedge      p  coedge        edge  أp= !^I   ( unknown  edge  !Zd;J   ) unknown  vertex   *straight curve  @jt?@  point  @jt?@straight curve  K@@?  point  @K@@straight curve  Cl@jt?@  point  Cl@jt?@straight curve  /$@jt?@? straight curve  @K@@?  point  @jt?@ End-of-ACIS-dataT,Falten - AufschneidenR ???De@?ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @e@Dl}@@?? ftreemeg attrib   face       loop    plane surface  @e@@^I @@?  coedge       ftreemeg attrib   face       loop   plane surface  ?@^I @@  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? '@e@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop . %  plane surface  t?@<  coedge  / 0 1 2   coedge  3   $  coedge   3 / 4  coedge  1     edge  ' 5}@  6 unknown  coedge    7 8   coedge  9 :  # ,  edge  ; &? " < unknown  edge  = '?  > unknown  coedge   1 ? @   vertex   A vertex   Bstraight curve  Dl}@@? ftreemeg attrib  C  cX̀ftreemeg attrib   face D E F  G  loop  9  plane surface  ?Dl}@@?? FldTmpmeg attrib   coedge  H   4   coedge   H I J   coedge  %   2   edge  5 K e@ 1 L unknown  coedge    M N  edge  O 5?  P unknown  vertex  Qstraight curve  @e@Dl}@@  coedge  R M ! 8 S  edge  ;? =@e@ 7 T unknown  coedge  U " V W ,  coedge  " U X Y ,  vertex  8 Zstraight curve  ?Dl}@@<  vertex  8 [straight curve  @e@Dl}@@  coedge  \ V % @ ]  edge  K /$@ &"}@ % ^ tangent  point  ?Dl}@@ point  @e@Dl}@@FldEntIdmeg attrib  ) ftreemeg attrib  + face _ ` ]  a  loop  b + plane surface  @^I @|@  coedge  0 / c d   coedge  e b 0 J F  edge  K f? I g unknown  vertex  @ hstraight curve  @e@@^I @@  coedge  7 c 3 N S  edge  = O}@ M i unknown  vertex  N jstraight curve  @e@@^I @@  point  @e@@^I @@ coedge  c 7 k l S  loop m R n straight curve  Dl}@@?  coedge  : 9 o p ,  coedge  ? q 9 W ]  edge  &-DT! r-DT!? V s unknown  coedge  t k : Y u  edge  ;-DT! v-DT!? X w unknown  point  ?Dl}@@ point  @e@Dl}@@ coedge  q ? b x ]  loop  V E straight curve  ?t?@? M7 N\9~@ftreemeg attrib  E face y z {  | cone surface  ?t?|@?;f;f?? ??  coedge  I } \ x F  coedge  M R H d S  edge  O f e@ c ~ unknown  coedge  } I  F  vertex  l straight curve  ?@^I @@?  point  ?@^I @@straight curve  @e@Dl}@@  point  @e@@^I @@ coedge  X  R l u  edge  f /$@ ;"}@ R tangent FldTmpmeg attrib  S face  S   coedge  U p  edge  v r? o unknown  coedge  V \ ]  vertex  ellipse curve  ?Dl}@|@;f;f??  coedge   X u  loop  X  vertex  ellipse curve  ?Dl}@|@;f;f??  edge  -DT! K-DT!? \ unknown ftreemeg attrib  ` face    loop  ` plane surface  Cl~@Cl@??  coedge  b e F straight curve  @e@@^I @@  coedge  k t e u  edge  -DT! f-DT!?  unknown  point  ?@^I @@straight curve  ?t?@? FoldAttmeg attrib  n plane surface  t?@<  coedge  o  coedge  o  loop  straight curve  Dl}@|@?  coedge  q  edge  r"}  /$ tangent  edge  r -DT! @ unknown  point  Dl}@|@ coedge  t  edge  v"}  /$ tangent  face  n u   edge  v -DT! @ unknown  point  Dl}@|@ vertex  ellipse curve  ?@^I @|@?;f;f?? ftreemeg attrib  z face    loop  z plane surface  Dl~@|@  coedge  {  coedge  }  edge   ? unknown  vertex  ellipse curve  ?@^I @|@?;f;f?? ftreemeg attrib  ncX̀ coedge   coedge   coedge   coedge   loop  straight curve  t?|@ N\9~ M7? vertex  ellipse curve  Dl~@|@??  -DT! @ coedge   loop  straight curve  𿀼t?|@ ftreemeg attrib  cone surface  ?t?|@?;f;f?? ??  vertex  ellipse curve  Dl~@|@??  point  @^I @|@ftreemeg attrib   face   cone surface  Dl~@|@? ?  coedge   coedge  {  coedge  {  coedge   edge  ʡEn@ Dln@ unknown  coedge   coedge   loop  straight curve  @^I @|@  point  @^I @|@FldEntIdmeg attrib  n coedge   edge   ? unknown  coedge   coedge   coedge   edge   -DT! @ unknown FldTmpmeg attrib   coedge   face    edge   Zd;? unknown  point  Dl~@|@ coedge   edge   -DT! @ unknown FldTmpmeg attrib   coedge   face    edge   Zd;? unknown  point  Dl~@|@ftreemeg attrib   face   cone surface  @^I @|@? ?  coedge   coedge  {  coedge   edge   ? unknown  edge   ? unknown  vertex   vertex  straight curve  t0n@Dl@?  coedge     coedge  straight curve  Dl~@|@?  coedge   coedge      coedge     edge  Mb`? ?  unknown  vertex  ellipse curve  @^I @|@??  -DT! @ coedge      coedge      edge   x&1  tangent ftreemeg attrib   cX̀ face     plane surface  @? straight curve  Dl~@@?  Zd;? coedge      coedge     edge  Mb`? ?  unknown  vertex  ellipse curve  @^I @|@??  coedge      coedge      edge  ! x&1 " tangent ftreemeg attrib  # cX̀plane surface  @?  vertex  $straight curve  Dl~@@? ftreemeg attrib   face % & '  (  loop  plane surface  jt?Cl@??  edge  ʡEn@ Dln@ ) unknown  coedge  *  +  coedge  *  ,  loop   vertex  -straight curve   ~@Dl@? straight curve  Cl~@Cl@?  point  Cl~@Cl@ point   ~@Dl@ coedge    edge   ? . unknown  coedge  / 0  coedge  1 2  '  edge  35^I ? /$? 4 unknown  coedge  1 5  vertex   6straight curve  t?@ Mb`? ? point  t?|@ coedge  7 8  9  edge  :?  ~@ ; unknown  coedge  < = >   coedge  < +   loop   ?  vertex  @straight curve   ~@@? S̨ ͏@FldEntIdmeg attrib   ftreemeg attrib   face A ? B  C plane surface   ~@Dl@??  coedge  D E  coedge  2 1  '  edge  F5^I ? /$? G unknown  vertex   Hstraight curve  𿀼t?@  point  𿀼t?|@ coedge  8 7  9  edge  I? ! ~@ J unknown  coedge  K ,   coedge  K L M   loop   N  vertex  Ostraight curve   ~@@? FldEntIdmeg attrib    point  Cl~@Cl@ftreemeg attrib   face P Q R  S  loop   plane surface  ?Cl@?? straight curve  t0n@Dl@?  coedge  T U  edge  -DT! V-DT!?  W unknown  edge  -DT! X-DT!?  Y unknown  point   ~@Dl@straight curve  𿀼t?|@?  coedge  Z [  0 R  edge  :Cl 3  \ unknown  coedge     5 '  coedge    Z ] '  vertex   ^straight curve  Mb@Dl@?  edge   ?  _ unknown  point  jt?Cl@ coedge    [ ` 9  coedge    a b 9  loop   Q  vertex   cstraight curve  ?  coedge    d e   coedge  a f  > B  edge  g-DT! -DT!?  h unknown  face i j   k  point   ~@ftreemeg attrib   loop  =  plane surface  ?0~@  coedge  [ Z  E R  edge  ICl F  l unknown  vertex   mstraight curve  Mb@Dl@?  point  jt?Cl@ vertex   nstraight curve  ?  coedge    o p   coedge  f a  M B  edge  q-DT! !-DT!?  r unknown  face s   t  point   ~@ftreemeg attrib  & face u 9  v  loop  / & plane surface  ?  coedge  w x * U y  edge  X V? T z unknown  vertex  { |ellipse curve  ? ~@Dl@;f;f??  vertex  } ~ellipse curve  ? ~@Dl@;f;f??  coedge  D / 2 ] R  coedge  / D 7 ` R straight curve  ?Cl@? Cl  edge  F 3? 2  unknown  point  ?Cl@straight curve  jt?Cl@?  edge  I :? [  unknown  coedge  L = 8 b B  edge   !? a  unknown  point  ? coedge    < e   edge  Vx&1? g@ d  tangent  coedge  = L   B  vertex   ellipse curve  ? ~@?;f;f?? ftreemeg attrib  ? face      cone surface  ? ~@@?;f;f?? ?? straight curve  ?Cl@?  point  ?Cl@ point  ? coedge    K p   edge  Xx&1? q@ o  tangent  vertex   ellipse curve  ? ~@?;f;f?? ftreemeg attrib  Ncone surface  ? ~@@?;f;f?? ?? ftreemeg attrib  Qplane surface   ~@  coedge   T  { y  coedge  T   } y  loop  w  straight curve  ?@~@Dl@  edge  VX-? x&1?   unknown  point  ?0~@Dl@ edge  XX-? x&1?   unknown  point  ?@~@Dl@straight curve  ?Cl@? straight curve  ?? straight curve   ~@  coedge   d     coedge  d  w {   loop    straight curve  ?0~@@ ͏ S̨@ coedge    f    edge  g q?   unknown  edge  g? @   unknown  point  ?0~@ftreemeg attrib  j face       loop   j plane surface  Cl@Cl~@@?  coedge   o x }   coedge  o      loop    straight curve  ?@~@@  edge  q? @   unknown  point  ?@~@ coedge  x w   y  face   y    vertex   straight curve  x&1?0~@Dl@?  vertex   straight curve  x&1?@~@Dl@?  coedge        coedge        coedge       FldTmpmeg attrib   face       coedge        loop    straight curve  ?0~@?  vertex   straight curve  0~@? ftreemeg attrib   face       loop    plane surface  @Cl~@@??  coedge        coedge        coedge       FldTmpmeg attrib   face       vertex   straight curve  @~@?  coedge        edge   ?   unknown ftreemeg attrib   face      plane surface  ?0~@Dl@??  edge  أp= ^I    unknown  point  x&1?0~@Cl@ edge  أp= ^I    unknown  point  x&1?@~@Cl@ coedge        coedge        edge   x&1   tangent  coedge        coedge        coedge       FldEntIdmeg attrib    face      plane surface  0~@@??  point  @0~@ftreemeg attrib   face       loop    plane surface  @z@@?  coedge        coedge        coedge        coedge        edge  /$ ^I    unknown  coedge        coedge        coedge        coedge        edge   x&1   tangent FldEntIdmeg attrib    face      plane surface  @~@@??  point  @@~@ loop    straight curve  x&1?@~@Cl@ ftreemeg attrib  plane surface  @0~@  vertex   straight curve  x&1?0~@/$@?  vertex   straight curve  x&1?@~@/$@?  coedge        coedge        edge  (\t@ Et@   unknown  coedge        coedge        loop     vertex   straight curve  @0~@@? S̨ ͏@ coedge      !  edge   ?  " unknown  coedge  # $   %  edge  &Cl x&1  ' tangent  coedge    ( )  ftreemeg attrib   cX̀ftreemeg attrib   face *  !  +  loop    plane surface  @0~@Dl@?? ftreemeg attrib   face , - .  /  loop  0  plane surface  ?z@@  coedge  1 2 3 4   coedge  5      coedge   5 1 6   coedge  3      edge  7tt Clt  8 unknown  coedge    9 :   coedge  ; <   =  edge  > ?  ? unknown  edge  @ ?  A unknown  coedge   B C D   loop E  F  vertex   G vertex  D Hstraight curve  Cl@^I 0~@@?  coedge    I J   coedge  K L     edge  MCl x&1  N tangent  coedge        edge  O(\t@ Et@  P unknown  coedge  Q  R S   coedge   Q  T   loop   U  vertex   Vstraight curve  @@~@@? ftreemeg attrib   cX̀ftreemeg attrib   face W N X  Y  loop  L  cone surface   ~@@?;f?;f?? ??  face Z    [  point  x&1?0~@@ point  x&1?@~@@ coedge  \ ]   ^  edge  &-? |&1?  _ unknown  coedge    ` a   coedge    \ b   loop   c  vertex   dstraight curve  ^I t@0~@Dl@?  coedge    e f   coedge   g   !  edge  h-DT! -DT!?  i unknown  coedge  j `     edge  -DT! k-DT!?  l unknown  face m n   o  point  @0~@Dl@ coedge  g   T !  loop    straight curve  @0~@?  coedge  C  ; p %  coedge   C q r %  loop  # s  vertex   tstraight curve  0~@@ ͏( i͏@ coedge  q u  ) v  edge   ?  w unknown ftreemeg attrib  plane surface  @ ~@ ftreemeg attrib   face x y z  {  loop  |  plane surface  ?Cl~@@?  coedge  } ~     coedge     6   coedge    }    coedge     4   edge  Zd;J 7 3  unknown  coedge        edge   7?   unknown  vertex   straight curve  Clt@Dl~@@  coedge     : X  edge  @/$ >^I  9  unknown  coedge    # p =  coedge    L  =  loop  ;   vertex   straight curve  Cl@ ~@@  vertex  : straight curve  Cl@Cl~@@  coedge        coedge  $ #  D %  edge  x&1? Cl@   tangent FldTmpmeg attrib   face       point  Cl@Cl~@@ point  Cl@ ~@@ coedge  ] \  J ^  edge  M-? O|&1?   unknown  coedge    u    coedge    <    vertex  J straight curve  @~@@  vertex   straight curve  ^I t@@~@Dl@?  coedge        coedge  ` j  S   edge  -DT! -DT!?   unknown  edge  -DT! -DT!?   unknown  face       point  @@~@Dl@FldEntIdmeg attrib     loop    plane surface  0~@@ ftreemeg attrib  plane surface  x&1?0~@Cl@?  coedge  I   b ^  coedge   I   ^  loop    straight curve  Cl@0~@E@  coedge   R  a   edge   ? `  unknown  edge  O ?   unknown  face       point  Cl@0~@Cl@ coedge     f   edge  kx&1? h@ e  tangent  coedge      !  vertex   ellipse curve  @ ~@?;f?;f??  coedge  R      vertex   ellipse curve  @ ~@Dl@;f?;f?? ftreemeg attrib   face      cone surface  @ ~@@?;f?;f?? ??  edge  -DT! &-DT!? #  unknown  coedge   ( $ r v  edge  -DT! -DT!? $  unknown  face  c %    point  Cl@0~@@ coedge  (  K  v  loop  q  straight curve  x&1?0~@@? ftreemeg attrib  - face  F     loop   - plane surface  x&1?Cl~@@??  coedge      .  coedge   0 2    coedge  0      coedge   3 0    edge  ? @   unknown  coedge  2 1     edge   ? 2  unknown  vertex   straight curve  @Cl~@@? Zd;J  coedge  9  5  X  edge  tt @Clt   unknown  vertex   straight curve  @Cl~@@  point  @Cl~@@ coedge   9   X straight curve  Cl@^I 0~@@?  coedge  < ; ]  =  edge  >-DT! M-DT!? L  unknown  face   =    edge  x&1? >Cl@   tangent  point  Cl@ ~@@ point  Cl@Cl~@@ coedge  B      coedge    B    edge  ^I ? /$? B  unknown  vertex   straight curve   ~@@? i͏ ͏(@FldEntIdmeg attrib   F plane surface  0~@@ straight curve  Cl@@~@E@  coedge  L K     edge  -DT! -DT!? K  unknown  point  Cl@@~@@ point  Cl@@~@Cl@ coedge    Q    edge  x&1? @   tangent  vertex   ellipse curve  @ ~@Dl@;f?;f??  vertex   ellipse curve  @ ~@?;f?;f?? ftreemeg attrib  Ucone surface  @ ~@@?;f?;f?? ?? ftreemeg attrib   W cX̀FldTmpmeg attrib  X edge  M &? ]  unknown  face   ^   straight curve  @@~@Dl@ straight curve  Cl@@~@Cl@ ftreemeg attrib  cplane surface  Cl@0~@Cl@??  coedge   e     coedge  e      loop    straight curve  @ ~@@ ͏ S̨@ coedge    g    edge  h ?   unknown  edge  h?  ~@   unknown  point  @ ~@ coedge    j    edge   k?   unknown  edge  k^I ? /$?   unknown  point  @ ~@Dl@ftreemeg attrib  n face       loop   n plane surface  `@^I @@ ellipse curve  Cl@ ~@@;f?;f??  coedge  u q   v ellipse curve  x&1? ~@@?;f?;f?? ftreemeg attrib  scone surface   ~@@?;f?;f?? ??  face  s v   ftreemeg attrib  y loop   y plane surface  x&1? ~@@?  coedge      z  coedge   | ~  .  coedge  |    .  coedge    |    edge  Zd;J    unknown  coedge  ~ }     edge   ? ~  unknown  vertex   straight curve  @z@@  coedge      X  edge  Zd;J    unknown  vertex   straight curve  @z@@  point  @z@@straight curve  Clt@Dl~@@  point  @Cl~@@ coedge      X ellipse curve  Cl@ ~@@;f?;f?? ftreemeg attrib  plane surface  Cl@ ~@@?  vertex   straight curve   ~@@?  edge   ףp= 5^I    unknown  coedge        coedge        vertex   straight curve  x&1?^I 0~@@<  point  x&1? ~@@ftreemeg attrib    FcX̀ellipse curve  x&1? ~@@?;f?;f??  coedge        coedge        loop   ! straight curve   @ ~@@  edge  ^I ? "/$?  # unknown  point   @ ~@Dl@ edge  ? $ ~@  % unknown  point   @ ~@FoldAttmeg attrib    straight curve  Cl@@~@@ ftreemeg attrib  plane surface  Cl@0~@@?  coedge  &  ' (   coedge   )     coedge   * + ,   coedge  -     FldTmpmeg attrib   face . /   0  coedge  )      loop   1 straight curve  @ ~@?  vertex  ( 2straight curve  @0~@  coedge   -     loop   3 straight curve   @ ~@Dl@  vertex   4straight curve  @^I 0~@Dl@ ftreemeg attrib   face 5 6 7  8  loop  9  plane surface  `@Dl}@@?  coedge  : ; < =   edge   ?  > unknown ftreemeg attrib  plane surface  x&1?0~@@?  coedge  ?    z  coedge   ?   z  coedge    @ A .  edge  B ?  C unknown  vertex   Dstraight curve  ?z@@ Zd;J  coedge   @   X  edge  ? @  E unknown  vertex  A Fstraight curve  ?z@@  point  ?z@@straight curve  @Cl~@@?  point  @z@@ coedge  @  ? G X  coedge        edge  ^I ? H/$?  I unknown  point  x&1? ~@@straight curve  Mb@Dl~@@  edge  H ?  J unknown  point  x&1?Cl~@@FoldAttmeg attrib   F  coedge  K  L M   coedge   N O P  FldTmpmeg attrib   face Q R   S  vertex   Tstraight curve   @^I 0~@Dl@  vertex  P Ustraight curve   @0~@  coedge  V  W X   coedge  Y Z  ( [  edge   \x&1  ] tangent  coedge    ^ _   coedge   ` a b   coedge  c d  , e  edge  Mb`? f?  g unknown  coedge    d h  ftreemeg attrib  i cX̀ face j k l  m plane surface  @0~@@?  face n    o  point  @? face p 1   q  point  @Cl~@Cl@ftreemeg attrib   face r s t  u  loop  v  plane surface  @Dl}@@??  coedge  w x y z   coedge  {  | }   coedge   { w ~   coedge  y   = t  edge  ? K@ <  unknown straight curve  x&1? ~@@?  coedge     G z  coedge     A X  edge  BZd;J  @  unknown  vertex  A straight curve  ?Cl~@@  point  ?Cl~@@straight curve  @z@@  point  ?z@@ edge  H ףp= B5^I    unknown  vertex   straight curve  x&1?^I 0~@@< straight curve  x&1?Cl~@@  coedge        coedge  d c  M e  edge  "Mb`? ?   unknown  coedge        coedge     P   edge  $ x&1   tangent ftreemeg attrib   !cX̀ face      plane surface   @0~@@?  point   @Cl~@Cl@ point   @? coedge   &     coedge    & X   edge  ˡEn@ \Dln@ &  unknown  coedge   '   [  coedge  '    [  loop  Z   vertex  ( straight curve  @?@? S̨ ͏@ coedge    ) _   edge   $? ^  unknown  coedge  *      coedge    * b   edge  f -DT! @ *  unknown  coedge  L +   e  coedge  + L - h e  loop  +   vertex  b straight curve  @Dl~@@ Mb`? ? edge  " ? d  unknown FldEntIdmeg attrib  . ftreemeg attrib  / face       loop   / plane surface  @?Dl@?? ftreemeg attrib  1plane surface  @? ftreemeg attrib  3plane surface  @ ~@Dl@?? FoldAttmeg attrib   6  face       loop   6 plane surface  @Dl~@@<  coedge      7  coedge   9 ; ~   coedge  9      coedge   < 9 z t  edge   }@ y  unknown  coedge  ; :     coedge    : }   edge   ? |  unknown  edge   ? ;  unknown  coedge  <    t  vertex  =  vertex  = straight curve  @^I @@ straight curve  ?z@@  point  ?Cl~@@straight curve  Mb@Dl~@@  point  x&1?Cl~@@ coedge   K     coedge    K    edge   -DT! @ K  unknown  vertex   straight curve   @Dl~@@  coedge  N      coedge    N    edge  ˡEn@ Dln@ N  unknown  coedge   O     coedge  O      loop     vertex  P straight curve   @?@? FldEntIdmeg attrib  Q !ftreemeg attrib  R face  U     loop   R cone surface  @E'~@|@;f?;f?? ??  coedge  ` V     coedge    V    edge   Zd;? V  unknown  coedge   W     coedge  W      loop  W   vertex  X straight curve  @Dl/n@Dl@  coedge  Z Y   [  coedge  ^  Y    edge  -DT! -DT!? Y  unknown  coedge    Z  l  edge  \-DT! -DT!? Z  unknown  face   [    point  @?Dl@ coedge   ^     loop   k straight curve  @??  coedge    `    edge  "} /$ `  tangent  coedge   a     coedge  a  c    loop  a   vertex   ellipse curve  @Dl~@|@??  -DT! @ edge   f?   unknown  face  3 e    point  @Dl~@|@straight curve   @Cl~@Cl@ ftreemeg attrib  kplane surface  @ ftreemeg attrib   r 6cX̀ftreemeg attrib  s face       loop   s plane surface  @^I @@ FldTmpmeg attrib  t coedge   v x  7  coedge  v    7  coedge   y v  t  edge   K@   unknown  coedge  x w     edge   ? x  unknown  vertex  z straight curve  `@^I @@?  coedge    {    edge  ? K@   unknown  coedge   |     coedge  |      vertex   straight curve  @^I @@  vertex   straight curve  `@^I @@  coedge        edge  /$@ "}@   tangent  point  @^I @@ point  `@^I @@ coedge     !   coedge  "      edge  #"} /$  $ tangent  vertex   %ellipse curve   @Dl~@|@??  point   @Dl~@|@ coedge        edge  & Zd;?  ' unknown  vertex   (straight curve   @Dl/n@Dl@  coedge    ) *   coedge      l  edge  -DT! +-DT!?  , unknown  edge  --DT! $-DT!?  . unknown  face / !   0  point   @?Dl@FoldAttmeg attrib  1   loop 2   plane surface  @Dl~@@<  coedge   3     coedge  4 5   6  edge   -DT! @  7 unknown  coedge        coedge    4 8   loop   9  vertex   :straight curve  @t?@?  Zd;? coedge      l  edge   \?  ; unknown  edge   ?  < unknown  face = 9   >  point  @jt?Cl@ coedge  ? @   A  edge  x&1? @  B tangent  coedge    C D   vertex  E Fellipse curve  @??;f?;f?  coedge    G H l  vertex  I Jellipse curve  @?Dl@;f?;f? ftreemeg attrib   face K L M  N cone surface  @?@?;f?;f? ??  coedge        coedge    O P   loop     vertex   Qstraight curve  @E'~@|@? N\9~ M7? coedge  O R     edge   ?  S unknown  face T    U  point  @Dl}@|@straight curve   @Dl~@|@ ftreemeg attrib  plane surface  @Cl~@Cl@ FldEntIdmeg attrib   6ftreemeg attrib   face V    W  loop  O  plane surface  @Dl}@|@??  coedge    X Y 7  coedge  R O     edge   Z?  [ unknown  vertex   \straight curve  `@Dl}@@?  coedge   X     edge   }@  ] unknown  vertex   ^straight curve  `@Dl}@@  point  `@Dl}@@ coedge  X  3 _  straight curve  @^I @@  coedge    5 `   edge  -DT! -DT!?  a unknown  edge  -DT! #-DT!?  b unknown  point  @^I @@ point  `@^I @@straight curve  @E'~@@ M7 N\9~@ coedge  5 4  ! 6  edge  # &-DT! @  c unknown  coedge  3  R d   vertex  ! estraight curve   @E'~@|@?  point   @Dl}@|@ vertex   fstraight curve   @t?@?  point   @jt?Cl@ coedge  g h  * i  edge  +x&1? -@ ) j tangent  vertex  k lellipse curve  @?Dl@;f?;f?  vertex  m nellipse curve  @??;f?;f? ftreemeg attrib  cone surface  @?@?;f?;f? ?? ftreemeg attrib  o  cX̀FldTmpmeg attrib   coedge   "  _   coedge     8 6  coedge     ` 6  loop   p ellipse curve  @^I @|@??  -DT! @ edge  & ?  q unknown  face r p   s  point  @t?|@straight curve   @?Dl@ straight curve   @jt?Cl@ ftreemeg attrib  plane surface  @jt?Cl@??  coedge  t  u E A  coedge   v w I A  loop x y z straight curve  @@ ͏ S̨@ coedge  { u  D |  edge   -? C } unknown  edge  ? ~@ ?  unknown  point  @ coedge  w   H   edge  + ? G  unknown  edge  -? |&1? @  unknown  point  @Dl@ftreemeg attrib   face       loop    plane surface  x&1?jt?@?  coedge     P   edge  -DT! -DT!?   unknown  point  @^I @|@ coedge    " d  straight curve  @Dl}@|@? ftreemeg attrib  cone surface  @Dl~@|@??? ? ftreemeg attrib  cone surface  @E'~@|@;f?;f?? ??  coedge     Y   edge   ZK@ X  unknown  vertex  _ straight curve  @Dl}@@?  point  @Dl}@@straight curve  `@^I @@?  point  `@Dl}@@ edge  Z/$@ "}@   tangent  edge  # ? 5  unknown ellipse curve  @^I @|@?;f?;f?? ellipse curve  @^I @|@?;f?;f?? ellipse curve   @^I @|@??  edge  -DT! Z-DT!? "  unknown  point   @^I @|@ point   @t?|@ coedge   )  k i  coedge  )  { m i  loop    straight curve  @@  edge  +-? |&1? g  unknown  point  @Dl@ edge  -? @ h  unknown  point  @FldEntIdmeg attrib  1  face   6   straight curve   @t?|@ ftreemeg attrib  9plane surface  @t?|@??  coedge   ?   A  coedge  C  ? E |  coedge  @ y   A  coedge   G @ I  FldTmpmeg attrib  A coedge  v    A  face   A    coedge   C h m |  loop  u  straight curve  @  vertex   straight curve  @  coedge  G  g k   loop  w  straight curve  @Dl@?  vertex   straight curve  E@Dl@ ftreemeg attrib  L face       loop   L plane surface  ?jt?@  coedge      M ellipse curve  @Dl}@|@;f?;f?? straight curve  `@Dl}@@?  point  @Dl}@@straight curve  @E'~@@ straight curve   @^I @|@ ellipse curve  @Dl}@|@;f?;f??  coedge   g   i  coedge  h    i FldTmpmeg attrib  i coedge      i  face   i    vertex   straight curve  E@Dl@  vertex   straight curve  @ ftreemeg attrib  pcone surface  @^I @|@??? ?  coedge   t   A  coedge    t    edge  Cl ~ t  unknown  coedge  u {   |  coedge    v    edge  أp= ^I  v  unknown  coedge   w     coedge  y    A  coedge    y    edge  Dl x&1 y  tangent ftreemeg attrib   zcX̀ face      plane surface  @@  face   |    point  ? face       point  Cl@Cl@ftreemeg attrib   face       loop    plane surface  ?K@@?  coedge        coedge      M  coedge      M  coedge        edge  /$ 5^I    unknown  coedge        edge  أp= ^I    unknown  coedge      i  coedge        edge  Cl    unknown  coedge      i  coedge        edge  Dl x&1   tangent ftreemeg attrib   cX̀ face      plane surface  @@  point  Cl@Cl@ point  ? coedge        edge  )\t@ Et@   unknown  coedge        coedge        loop     vertex   straight curve  ? Cl  edge   ~?   unknown  coedge        coedge        loop     vertex   straight curve  Dl@/$@?  edge   ?   unknown  coedge        edge  -? |&1?   unknown  coedge        coedge        loop     vertex   straight curve  @@? Ώ( ͏@FldEntIdmeg attrib   zftreemeg attrib   face       loop    plane surface  x&1??@? ftreemeg attrib   face     ! plane surface  ? ftreemeg attrib  plane surface  @Dl@?? ftreemeg attrib   face " # $  %  loop  &  plane surface  @K@@??  coedge  ' ( ) *   coedge  +      coedge   + ' ,   coedge  )      edge  -tt Clt  . unknown  coedge    / 0 M  coedge   1     edge  2 ?  3 unknown  edge  4 ?  5 unknown  coedge   6  7   loop 8  9  vertex   : vertex  7 ;straight curve  x&1?Mb@@  vertex   <straight curve  Dl@/$@?  coedge        edge  =)\t@ Et@  > unknown  vertex   ?straight curve  ?  coedge        edge  -? =|&1?  @ unknown  coedge  A  B C   coedge   A 1 D   loop   E  vertex   Fstraight curve  @@? FldEntIdmeg attrib   FldEntIdmeg attrib  G  loop H I  plane surface  @@<  coedge        coedge     J   loop     vertex   Kstraight curve  Et@Dl@  edge   ?  L unknown  point  ?Cl@straight curve  ??  coedge   B     edge   ?  M unknown  face N    O  point  Dl@@straight curve  Cl@Cl@?  coedge     J   coedge    P Q   loop   R straight curve  x&1?E@  coedge     7   coedge  P      edge  -DT! -DT!?  S unknown  coedge  T      edge  -DT! U-DT!?  V unknown  face W E   X  point  x&1?@ftreemeg attrib   loop    plane surface  Dl@@? ftreemeg attrib   face Y R   Z plane surface  ?Cl@? ftreemeg attrib   face [ \ ]  ^  loop  _  plane surface  @jt?@?  coedge  ` a b c   coedge  d   ,   coedge   d ` e   coedge  b   *   edge  fZd;J - ) g unknown  coedge    h i   edge  j -?  k unknown  vertex   lstraight curve  t t@jt?@?  coedge  I h  0   edge  4/$ 25^I  / m unknown  coedge   P  D   vertex  n ostraight curve  x&1??@<  vertex  0 pstraight curve  x&1?jt?@  coedge   q r s   edge  Ux&1? Dl@  t tangent FldTmpmeg attrib   face u    v  point  x&1?jt?@ point  x&1??@ point  Dl@@ vertex   wstraight curve  Et@Dl@  point  ?Cl@straight curve  x&1?E@  coedge    I n   coedge   T  C   edge  -DT! x-DT!?  y unknown  edge  2-DT! -DT!?  z unknown  face {    |  point  x&1?@ftreemeg attrib  }  cX̀FldTmpmeg attrib   coedge  ~ / A n   edge  = ?   unknown  point  x&1?Cl@straight curve  ?Cl@? straight curve  Dl@@? ftreemeg attrib  plane surface  Cl@Cl@?  coedge  1   Q   edge   ? P  unknown  face  z    ellipse curve  x&1??@?;f;f??  coedge  B      vertex  s ellipse curve  Dl@?@;f;f?? ftreemeg attrib  cone surface  @?@;f;f?? ?? ftreemeg attrib  plane surface  x&1?Cl@?? ftreemeg attrib  # face  9     loop   # plane surface  Cl@jt?@  coedge      $  coedge   & ( e   coedge  &      coedge   ) & c   edge  f? @ b  unknown  coedge  ( '     edge   f? (  unknown  vertex  c straight curve  ?jt?@ Zd;J  coedge  /  + i   edge  jtt 4Clt h  unknown  vertex  i straight curve  ?jt?@  point  ?jt?@straight curve  x&1?LMb@@  edge  xx&1? 2Dl@ I  tangent  point  x&1??@ point  x&1?jt?@ coedge  6      coedge    6 s   edge  U5^I ? /$? 6  unknown straight curve  @?@ ͏ Ώ(@FldEntIdmeg attrib   9plane surface  @@<  point  x&1?Cl@ vertex   ellipse curve  Dl@?@;f;f?? ellipse curve  x&1??@?;f;f?? ftreemeg attrib  Econe surface  @?@;f;f?? ?? FoldAttmeg attrib  G   coedge   I    straight curve  x&1?Cl@? straight curve  x&1?@ ftreemeg attrib  Rplane surface  x&1?@?  coedge  r  T    edge  U x? T  unknown  point  Dl@?@ftreemeg attrib  \ loop  r \ plane surface  Dl@?@?  coedge    q  ]  coedge   _ a  $  coedge  _    $  coedge  q b _    edge  Zd;J    unknown  coedge  a `     edge   ? a  unknown  vertex   straight curve  K@@?  coedge  h  d    edge  Zd;J j   unknown  vertex   straight curve  ?K@@  point  ?K@@straight curve  t t@jt?@?  point  ?jt?@straight curve  @?@  edge  أp= ^I  q  unknown  coedge   r     vertex  s straight curve  Dl@Mb@@?< ftreemeg attrib   u 9cX̀ edge  x5^I ? /$? ~  unknown  point  Dl@?@ coedge   ~     coedge    ~   straight curve  Dl@?@?  coedge      ]  coedge      ]  coedge      $  edge   ?   unknown  vertex   straight curve  @K@@? Zd;J  coedge        edge  ? @   unknown  vertex   straight curve  @K@@  point  @K@@straight curve  ?jt?@  point  ?K@@straight curve  /$@jt?@?  edge   ?   unknown  point  Cl@jt?@FoldAttmeg attrib   9  vertex   straight curve  Dl@1Mb@@?<  coedge        coedge      ]  edge  أp= ^I    unknown  edge  Zd;J    unknown  vertex   straight curve  @jt?@  point  @jt?@straight curve  K@@?  point  @K@@straight curve  Cl@jt?@  point  Cl@jt?@straight curve  /$@jt?@? straight curve  @K@@?  point  @jt?@ End-of-ACIS-dataTNeue FlcheR ???De@?ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @e@Dl}@@?? ftreemeg attrib   face       loop    plane surface  @e@@^I @@?  coedge       ftreemeg attrib   face       loop   plane surface  ?@^I @@  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? '@e@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop . %  plane surface  t?@<  coedge  / 0 1 2   coedge  3   $  coedge   3 / 4  coedge  1     edge  ' 5}@  6 unknown  coedge    7 8   coedge  9 :  # ,  edge  ; &? " < unknown  edge  = '?  > unknown  coedge   1 ? @   vertex   A vertex   Bstraight curve  Dl}@@? ftreemeg attrib  C  cX̀ftreemeg attrib   face D E F  G  loop  9  plane surface  ?Dl}@@?? FldTmpmeg attrib   coedge  H   4   coedge   H I J   coedge  %   2   edge  5 K e@ 1 L unknown  coedge    M N  edge  O 5?  P unknown  vertex  Qstraight curve  @e@Dl}@@  coedge  R M ! 8 S  edge  ;? =@e@ 7 T unknown  coedge  U " V W ,  coedge  " U X Y ,  vertex  8 Zstraight curve  ?Dl}@@<  vertex  8 [straight curve  @e@Dl}@@  coedge  \ V % @ ]  edge  K /$@ &"}@ % ^ tangent  point  ?Dl}@@ point  @e@Dl}@@FldEntIdmeg attrib  ) ftreemeg attrib  + face _ ` ]  a  loop  b + plane surface  @^I @|@  coedge  0 / c d   coedge  e b 0 J F  edge  K f? I g unknown  vertex  @ hstraight curve  @e@@^I @@  coedge  7 c 3 N S  edge  = O}@ M i unknown  vertex  N jstraight curve  @e@@^I @@  point  @e@@^I @@ coedge  c 7 k l S  loop m R n straight curve  Dl}@@?  coedge  : 9 o p ,  coedge  ? q 9 W ]  edge  &-DT! r-DT!? V s unknown  coedge  t k : Y u  edge  ;-DT! v-DT!? X w unknown  point  ?Dl}@@ point  @e@Dl}@@ coedge  q ? b x ]  loop  V E straight curve  ?t?@? q鍊 N\9~@ftreemeg attrib  E face y z {  | cone surface  ?t?|@?;f;f?? ??  coedge  I } \ x F  coedge  M R H d S  edge  O f e@ c ~ unknown  coedge  } I  F  vertex  l straight curve  ?@^I @@?  point  ?@^I @@straight curve  @e@Dl}@@  point  @e@@^I @@ coedge  X  R l u  edge  f /$@ ;"}@ R tangent FldTmpmeg attrib  S face  S   coedge  U p  edge  v r? o unknown  coedge  V \ ]  vertex  ellipse curve  ?Dl}@|@;f;f??  coedge   X u  loop  X  vertex  ellipse curve  ?Dl}@|@;f;f??  edge  -DT! K-DT!? \ unknown ftreemeg attrib  ` face    loop  ` plane surface   ~@Dl@??  coedge  b e F straight curve  @e@@^I @@  coedge  k t e u  edge  -DT! f-DT!?  unknown  point  ?@^I @@straight curve  ?t?@? FoldAttmeg attrib  n plane surface  t?@<  coedge  o  coedge  o  loop  straight curve  Dl}@|@?  coedge  q  edge  r"}  /$ tangent  edge  r -DT! @ unknown  point  Dl}@|@ coedge  t  edge  v"}  /$ tangent  face  n u   edge  v -DT! @ unknown  point  Dl}@|@ vertex  ellipse curve  ?@^I @|@?;f;f?? ftreemeg attrib  z face    loop  z plane surface  ?0~@  coedge  {  coedge  }  edge   ? unknown  vertex  ellipse curve  ?@^I @|@?;f;f?? ftreemeg attrib  ncX̀ coedge   coedge   coedge   face    coedge   loop  straight curve  t?|@ N\9~ q鍊? vertex  ellipse curve  Dl~@|@??  -DT! @ coedge   loop  straight curve  𿀼t?|@ ftreemeg attrib  cone surface  ?t?|@?;f;f?? ??  vertex  ellipse curve  Dl~@|@??  point  @^I @|@ftreemeg attrib   face    loop  cone surface  ? ~@@?;f;f?? ??  coedge   coedge  {  coedge  {  coedge   edge  -DT! -DT!? unknown  coedge   coedge   loop  straight curve  @^I @|@  point  @^I @|@FldEntIdmeg attrib  n coedge   edge   ? unknown  coedge   coedge  ftreemeg attrib   face   cone surface  Dl~@|@? ?  coedge   edge   -DT! @ unknown FldTmpmeg attrib   coedge   face    edge   Zd;? unknown  point  Dl~@|@ coedge   edge   -DT! @  unknown FldTmpmeg attrib   coedge      face      edge   Zd;?  unknown  point  Dl~@|@ftreemeg attrib   face       loop   plane surface   ~@  coedge      coedge      coedge   edge  -DT! -DT!?  unknown  coedge    {  coedge      edge   ?  unknown  coedge      edge   ?  unknown  coedge  ! "  coedge  # $  vertex  " % vertex  & 'ellipse curve  ? ~@Dl@;f;f??  coedge  ( )  coedge  *  coedge  *  loop   straight curve  Dl~@|@?  coedge  !  +  coedge  ,  - ftreemeg attrib   face . / 0  1 cone surface  @^I @|@? ?  coedge  2 3  coedge  ( 4 0  edge  5Mb`? ? 6 unknown  vertex  7ellipse curve  @^I @|@??  -DT! @ coedge  !  8  coedge  9 : ;  edge  <x&1? =@ > tangent ftreemeg attrib  ? cX̀ face @ A B  C plane surface  @?  vertex  + Dstraight curve  Dl~@@?  Zd;? coedge  E F  coedge  4 ( 0  edge  GMb`? ? H unknown  vertex  Iellipse curve  @^I @|@??  coedge  , J K  coedge  L M  N  edge  Ox&1? P@ Q tangent ftreemeg attrib  R cX̀ face S T  U plane surface  @?  vertex  - Vstraight curve  Dl~@@? ftreemeg attrib   face W  X  loop   plane surface  Cl~@Cl@??  coedge  Y  8  coedge  Z [  coedge   J   edge  \ ?  ] unknown  coedge  ^ _  `  edge   a?  b unknown  vertex  c d vertex  " eellipse curve  ? ~@?;f;f??  coedge  f g  T  edge  -DT! -DT!?  h unknown  coedge  i j &   coedge  i k l   loop   m  vertex  l nstraight curve  ?@~@Dl@  coedge  o -   coedge  o +   vertex  p qstraight curve   ~@Dl@  coedge  "  edge   x&1 ! r tangent  coedge  s j $ t  edge  x&1? @ # u tangent  point   ~@Dl@ edge  X-? vx&1? j w unknown  point  ?0~@Dl@ coedge  ) 0  edge   ? x unknown  coedge  o y  edge  ʡEn@ Dln@ z unknown  coedge   g p  edge  ʡEn@ Dln@ { unknown ftreemeg attrib   face | }  ~  loop  plane surface  jt?Cl@??  coedge    3 }  edge  <5^I ? 5/$?  unknown  coedge    0  vertex  3 straight curve  t?@ Mb`? ? point  t?|@ edge  =?  ~@  unknown  coedge     ;  coedge     ;  loop  :   vertex  3  vertex  8 straight curve  ?@ ͏ S̨@FldEntIdmeg attrib   ftreemeg attrib   face       loop   plane surface  ?  point  Cl~@Cl@ coedge    F }  edge  O5^I ? G/$?  unknown  vertex  F straight curve  𿀼t?@  point  𿀼t?|@ coedge   Y  K  edge  P? \ ~@   unknown  coedge      N  coedge      N  loop  L   vertex  F  vertex  K straight curve  ?@ FldEntIdmeg attrib    ftreemeg attrib   loop    cone surface  ? ~@@?;f;f?? ??  point  Cl~@Cl@ftreemeg attrib  plane surface  Dl~@|@  coedge  J     coedge  g f  [ T  edge  a-DT! \-DT!? Z  unknown  vertex  p straight curve   ~@?  coedge      `  coedge    s c `  loop  _   vertex   straight curve  ?0~@?  edge  ? @ s  unknown  point  ?0~@ point   ~@ coedge  Z    T  coedge   Z , p T ellipse curve  ? ~@Dl@;f;f??  coedge        coedge  #   & t  coedge     l   edge  X-? x&1? k  unknown  face       point  ?@~@Dl@ coedge    * y   edge  \ x&1 ,  tangent  point   ~@Dl@straight curve   ~@@? S̨ ͏@ coedge   # _ c t  loop    straight curve  ?0~@@ ͏ S̨@ vertex   straight curve  x&1?0~@Dl@? straight curve  𿀼t?|@?  edge   ? o  unknown straight curve  t0n@Dl@? straight curve  t0n@Dl@? ftreemeg attrib  / loop  2 / plane surface  ?Dl@??  coedge  E 2 4  }  coedge  2 E   } straight curve  Mb@Dl@?  edge  G 5? 4  unknown  point  jt?Cl@straight curve  ?  coedge  : 9   ;  coedge    9    edge  -DT! <-DT!? 9  unknown  coedge    :  B  edge  =-DT! -DT!? :  unknown  face   ;    point  ?Dl@ point  ?ftreemeg attrib  A loop   A plane surface  ?Dl@?? straight curve  Mb@Dl@?  point  jt?Cl@straight curve  ?  coedge  M L   N  coedge    L  B  edge  P-DT! -DT!? L  unknown  coedge    M    edge  -DT! O-DT!? M  unknown  face  N    point  ?Dl@ point  ? coedge    Y  B  edge  P =?   unknown ellipse curve  ? ~@?;f;f??  point   ~@ coedge  _ ^   `  coedge    ^    edge  a? @   unknown  face   `    point  ?@~@ vertex   straight curve  0~@?  coedge  k  f    edge  x&1? a@   tangent  coedge    i    edge   v?   unknown  coedge  j    t  coedge   k     loop     vertex   straight curve  x&1?@~@Dl@? ftreemeg attrib  mplane surface  ?0~@Dl@?? straight curve   ~@@?  coedge   s   t FldTmpmeg attrib  t coedge      t  face   t    edge  vأp= ^I    unknown  point  x&1?0~@Cl@straight curve  Cl~@Cl@?  coedge        edge  < O?   unknown straight curve  jt?Cl@?  coedge        edge   x&1   tangent  coedge        vertex   ellipse curve  ??Dl@;f;f?  coedge      B  vertex   ellipse curve  ???;f;f? ftreemeg attrib   face      cone surface  ??@;f;f? ??  coedge        edge   x&1   tangent  vertex   ellipse curve  ???;f;f?  vertex   ellipse curve  ??Dl@;f;f? ftreemeg attrib  cone surface  ??@;f;f? ?? straight curve  ??  coedge        edge   ?   unknown  coedge        vertex   straight curve  @~@? ftreemeg attrib   face      plane surface  @0~@  edge   x&1   tangent  point  @0~@straight curve  ?@~@@  coedge        coedge        loop    straight curve  x&1?@~@Cl@  coedge        edge  أp= ^I    unknown FldTmpmeg attrib   face       point  x&1?@~@Cl@ coedge      t  coedge        coedge     ! t  coedge  " #   $  edge  %Cl x&1  & tangent FldEntIdmeg attrib  '  face ( ) *  + plane surface  0~@@??  vertex   ,straight curve  x&1?0~@/$@? straight curve  ?Dl@  coedge  -  . /   coedge   0 1 2   loop 3 4 5 straight curve  ?@? S̨ ͏@ coedge  6 .   7  edge   ?  8 unknown  point  ?Dl@ coedge  1 9   :  edge   ?  ; unknown  point  ?ftreemeg attrib   face < = >  ?  loop  @  plane surface  @?Dl@??  coedge  A  9 B   coedge   C 6 D   loop E F G straight curve  ?@?  point  ? point  ?Dl@ coedge  H  I J   coedge   H  K   loop   L straight curve  @@~@  coedge    M N   coedge  O I   P  edge   Qx&1  R tangent  point  @@~@ftreemeg attrib   face S  T  U  loop    plane surface  Cl@0~@Cl@??  vertex   Vstraight curve  @0~@@? S̨ ͏@ coedge    W X   face Y m   Z  coedge    [ \   coedge  ] ^   _  edge  `Cl x&1  a tangent  vertex   bstraight curve  x&1?@~@/$@? FldEntIdmeg attrib  c  face d e f  g plane surface  @~@@??  coedge  h i     edge  j(\t@ Et@  k unknown  coedge  l   K   coedge   l m n   loop   o  coedge  p q  ! T  edge  %-? j|&1?  r unknown  coedge  s  t u $  coedge   s v w $  loop  " x  vertex  ! ystraight curve  0~@@ ͏( i͏@ftreemeg attrib   cX̀ftreemeg attrib   face z x {  |  loop  t  plane surface  Cl@ ~@@?  point  x&1?0~@@ coedge  4  } ~   coedge     / 7  edge  )\t@ Et@   unknown  coedge        coedge     2 :  edge  ? @   unknown FldTmpmeg attrib   coedge   -     face       coedge     D 7  loop  .  straight curve  ?Dl@  coedge     B :  loop  1  straight curve  ?? ftreemeg attrib   face       loop    plane surface  @  coedge        coedge        edge  ? @   unknown  coedge   F     edge  )\t@ Et@   unknown FldTmpmeg attrib   coedge  C      face       coedge        coedge     J P  edge  -DT! -DT!? I  unknown  edge  -DT! -DT!?   unknown  face  o     coedge  i h  N   edge  (\t@ QEt@   unknown  coedge      P  loop  O   vertex   straight curve  @@~@@? ftreemeg attrib   loop    plane surface  Cl@0~@@?  point  @0~@Dl@ coedge  v   X {  edge   ? W  unknown ftreemeg attrib  plane surface  x&1?0~@Cl@?  coedge  q p  \ T  edge  `-? |&1?   unknown  coedge      _  coedge      _  loop  ^   vertex  \ straight curve  @~@@  point  x&1?@~@@ftreemeg attrib   cX̀FldEntIdmeg attrib     face       loop    plane surface  0~@@  coedge  M      coedge   M p    vertex   straight curve  ^I t@0~@Dl@?  coedge        coedge     n   edge  -DT! -DT!?   unknown  face       coedge  [  i  T  coedge   [   T straight curve  Cl@0~@E@  coedge  # "   $  coedge    " u *  edge  -DT! %-DT!? "  unknown  coedge   W # w {  edge  -DT! -DT!? #  unknown  face   $    point  Cl@0~@@ftreemeg attrib  ) loop  v ) plane surface  x&1?0~@@?  coedge    - ~   edge  -? |&1? -  unknown  coedge  . 6   7  vertex  / straight curve  Et@Dl@  coedge  0      coedge    0    edge  x&1? @ 0  tangent  coedge  9 1   :  vertex  2 straight curve  @  coedge   4     coedge    4    edge  Dl x&1 4  tangent FldEntIdmeg attrib   5 face      plane surface  @@  face   7    face   :   ftreemeg attrib  = face       loop   = cone surface  @?@?;f?;f? ??  coedge      >  coedge   @     coedge  @      coedge    @    edge  -DT! -DT!?   unknown  coedge   A     coedge    A    edge  x&1? @ A  tangent  vertex  B straight curve  @  coedge    C    edge  -? |&1? C  unknown  vertex  D straight curve  Et@Dl@  coedge  F      coedge    F    edge  Dl x&1 F  tangent FldEntIdmeg attrib   G face ! " #  $ plane surface  @@  coedge  % & H  '  edge   ?  ( unknown  coedge  I O ) * P  vertex  + ,ellipse curve  @ ~@?;f?;f??  vertex  - .ellipse curve  @ ~@?;f?;f?? ftreemeg attrib  Lplane surface  @ ~@  vertex  N /straight curve  ^I t@@~@Dl@?  coedge    O    edge  Q-DT! 0-DT!? O 1 unknown  face 2 3 P  4  point  @@~@Dl@ coedge  W  ]  { straight curve  x&1?@~@@ straight curve  Cl@@~@E@  coedge  ^ ]  5 _  edge  -DT! 6-DT!? ] 7 unknown  coedge    ^  *  edge  8-DT! `-DT!? ^ 9 unknown  face :  _  ;  point  Cl@@~@@ftreemeg attrib  < d cX̀ftreemeg attrib  e face = > ?  @  loop  A e cone surface  @E'~@|@;f?;f?? ?? FldTmpmeg attrib  f coedge  B C  5 f  coedge  m  h    edge   Q? h D unknown  edge   j? i E unknown  point  Cl@0~@Cl@ coedge  F G l  H  edge  x&1? @  I tangent  coedge   m J K   loop  m L  vertex  M Nellipse curve  @ ~@Dl@;f?;f?? ftreemeg attrib  o face O P Q  R cone surface  @ ~@@?;f?;f?? ??  coedge   t q  *  edge  % `?  S unknown  coedge  T U s  V  edge  x&1? Cl@  W tangent  coedge  t  X Y *  vertex   Zellipse curve  Cl@ ~@@;f?;f??  coedge   v [ \ {  vertex  ] ^ellipse curve  x&1? ~@@?;f?;f?? ftreemeg attrib  xcone surface   ~@@?;f?;f?? ??  coedge   }     coedge  }  _ `   loop  }   vertex  ~ astraight curve  x&1?E@  edge   ?  b unknown  point  x&1?Cl@ coedge  c    d  edge  -? e|&1?  f unknown  coedge        vertex   gstraight curve  @@ ͏ S̨@ coedge   h   >  edge   ?  i unknown  point  @ coedge  j k   l  edge  eأp= ^I   m unknown  coedge  n  o p   coedge   n q r   loop   s  vertex   tstraight curve  @@? Ώ( ͏@ftreemeg attrib   5cX̀ftreemeg attrib   face u s v  w  loop  o  plane surface  x&1??@? ftreemeg attrib   face x 5   y plane surface  x&1?Cl@?? ftreemeg attrib  plane surface  ? ftreemeg attrib   face z { |  }  loop  ~  plane surface  x&1?jt?@?  coedge  h    >  edge  -DT! -DT!?   unknown  coedge        coedge      d  edge   ?   unknown  coedge        edge   ?   unknown  coedge        vertex   ellipse curve  @?Dl@;f?;f?  coedge   c   d  edge  -? |&1?   unknown  coedge    h    coedge        loop   "  vertex   straight curve  @@  point  @ vertex   straight curve  x&1?E@  point  x&1?Cl@ coedge  k j   l  edge  أp= ^I    unknown  coedge        coedge        loop   3  vertex   straight curve  @@? ftreemeg attrib   GcX̀FldEntIdmeg attrib    face       loop    plane surface  @@<  coedge     + '  coedge    F - '  loop  &  straight curve  @ ~@?  coedge     * ?  edge  0x&1? @ )  tangent  edge  ?  ~@   unknown  point   @ ~@ edge  ?  ~@ F  unknown  point  @ ~@ point  Cl@@~@Cl@ vertex   ellipse curve  @ ~@Dl@;f?;f?? ftreemeg attrib   face  G    cone surface  @ ~@@?;f?;f?? ??  edge  6x&1? 8Cl@   tangent  vertex   ellipse curve  x&1? ~@@?;f?;f??  vertex  5 ellipse curve  Cl@ ~@@;f?;f?? ftreemeg attrib  cone surface   ~@@?;f?;f?? ?? FoldAttmeg attrib    ftreemeg attrib   cX̀ face       loop    plane surface   @0~@@?  coedge        coedge      f  coedge      f straight curve  @0~@Dl@? straight curve  Cl@@~@Cl@  coedge    & - H  coedge     M H  loop    straight curve  @ ~@@ ͏ S̨@ coedge     K   edge  0 ? J  unknown  face  L     edge  ^I ? /$? G  unknown  point  @ ~@Dl@ftreemeg attrib   face       loop    plane surface  `@^I @@ straight curve  Cl@0~@@?  coedge      V  coedge     ] V  loop    straight curve   ~@@? i͏ ͏(@ coedge     Y   edge  8 ?   unknown  point  Cl@ ~@@ coedge     \   edge   6?   unknown  edge  ^I ? /$? U  unknown  point  x&1? ~@@ coedge   o  `   edge   ? _  unknown  point  x&1?@straight curve  x&1?Cl@?  coedge    k  d  loop     vertex   straight curve  E@Dl@  point  @Dl@ coedge      > straight curve  @  coedge      l  coedge    c  l  loop    straight curve  Dl@/$@?  coedge        coedge  _   p   edge  -DT! -DT!?   unknown  coedge     r v  edge  -DT! -DT!?   unknown  face  L     point  Dl@@ftreemeg attrib   loop  q  plane surface  Dl@@? ftreemeg attrib  plane surface  x&1?@? ftreemeg attrib   face       loop    plane surface  ?jt?@  coedge        coedge  & %   '  edge   ?   unknown  vertex   ellipse curve  @??;f?;f?  edge  -DT! -DT!?   unknown straight curve  @Dl@?  coedge        coedge        loop     vertex   straight curve  @?Dl@?  coedge   F   H  edge   x&1   tangent  point  @?Dl@ vertex   straight curve  E@Dl@  coedge        edge  -DT! -DT!?   unknown  point  @Dl@ point  x&1?@straight curve  Dl@/$@?  coedge        coedge      v  edge  -DT! -DT!?   unknown  coedge   _     edge  -DT! -DT!?   unknown  point  Dl@@ftreemeg attrib   ! cX̀ftreemeg attrib  "cone surface  @?@?;f?;f? ?? FldTmpmeg attrib  # coedge      #  coedge  )  % + ?  face   '    coedge   )   ? straight curve   @ ~@@  vertex   straight curve   @0~@ straight curve  @0~@  edge  0^I ? /$?   unknown  point   @ ~@Dl@ftreemeg attrib  3cone surface  @?@;f;f?? ?? straight curve   ~@@?  edge  6^I ? /$? B  unknown  point  x&1? ~@@ point  Cl@ ~@@FldEntIdmeg attrib  = FoldAttmeg attrib   >  loop   > plane surface  @Dl~@@< FldTmpmeg attrib  ? coedge      ?  coedge   A     coedge  A      coedge    A    edge  -DT! -DT!? A ! unknown  coedge  " B # $ f  coedge  [ % B    coedge  C & ' ( f  coedge  ) X C    edge  */$ 8^I  C + unknown  coedge  G , - . H  coedge  / J G M  FldTmpmeg attrib  H coedge  , 0 1 2 H  face 3 4 H  5  coedge  J /     loop   6 straight curve   @ ~@Dl@ ftreemeg attrib  Lplane surface  @0~@Dl@??  vertex  M 7straight curve  @^I 0~@Dl@ ftreemeg attrib  P face 8 9 :  ;  loop  < P plane surface  `@Dl}@@?  coedge  = > ? @ Q  coedge  A T B C V  coedge  X ) T    edge  D/$ ^I  T E unknown  coedge  U F G H V  coedge  % [ U ]  FldTmpmeg attrib  V face I  V  J  loop   K straight curve  Cl@ ~@@  loop   L straight curve  x&1? ~@@?  vertex  ] Mstraight curve  x&1?^I 0~@@< straight curve  x&1?@  edge   e? k N unknown  face O  d  P  point  Cl@Cl@ coedge  q  j  v  edge   ?  Q unknown  face R  l  S  coedge   T n  U  edge  x&1? Dl@  V tangent  coedge  o   W   vertex   Xellipse curve  x&1??@?;f;f??  coedge   q Y Z v  vertex  [ \ellipse curve  Dl@?@;f;f?? ftreemeg attrib  scone surface  @?@;f;f?? ?? ftreemeg attrib  { face ] ^ _  `  loop  a { plane surface  ?K@@?  coedge  b c d e |  coedge  f ~  W   coedge  ~ f b g   coedge  d  ~  U  edge  h/$ 5^I   i unknown straight curve   @?  point  @?ellipse curve  @?Dl@;f?;f?  coedge    j k   coedge   l   ?  edge  mˡEn@ Dln@  n unknown  coedge  o    H  edge  pˡEn@ Dln@  q unknown  face r s   t  edge   x&1  u tangent  point   @?Dl@straight curve  @?@? S̨ ͏@ point  Cl@Cl@ coedge      ? ellipse curve  @??;f?;f?  edge  x&1? Dl@  v tangent  vertex  w xellipse curve  Dl@?@;f;f??  vertex   yellipse curve  x&1??@?;f;f?? FoldAttmeg attrib     coedge  z  { w #  coedge   | f } # ftreemeg attrib  plane surface  @?  coedge    ~  ?  point   @? vertex   straight curve   @^I 0~@Dl@  vertex   straight curve  x&1?^I 0~@@< ftreemeg attrib    >cX̀FldTmpmeg attrib   coedge        coedge  l    ?  coedge      ?  edge  "} /$   tangent  coedge        edge  /$@ "}@   tangent  coedge    =    coedge        loop   4  vertex    vertex   ellipse curve  @^I @|@?;f?;f??  coedge      f  coedge     $   edge   ףp= 5^I    unknown  coedge        coedge      f  coedge     (   edge  tt *Clt   unknown  coedge        vertex   straight curve  Cl@^I 0~@@?  coedge      H  coedge     .   edge  Mb`? ?   unknown  coedge        coedge   o   H  coedge     2   edge  "} /$   tangent ftreemeg attrib   cX̀ face      plane surface  @0~@@?  face       point  @Cl~@Cl@ftreemeg attrib   face       loop    plane surface  @Dl}@@??  coedge        coedge      Q  coedge      Q  coedge     @   edge  ? K@ ?  unknown  coedge      V  coedge     C   edge  tt DClt   unknown  vertex   straight curve  Cl@^I 0~@@?  coedge      V  coedge     H   edge   ףp= 5^I    unknown FldEntIdmeg attrib    plane surface  0~@@  face       face       point  x&1?Cl~@@straight curve  Cl@Cl@? ftreemeg attrib  plane surface  @Dl@?? straight curve  Dl@@? ftreemeg attrib  plane surface  Cl@Cl@?  coedge     [ U  loop    straight curve  @?@ ͏ Ώ(@ edge   ?   unknown  point  x&1??@ coedge   {  Z   edge   ?   unknown  edge  5^I ? /$? T  unknown  point  Dl@?@ftreemeg attrib   face       loop    plane surface  @K@@??  coedge        coedge     g |  coedge      |  coedge     e U  edge  tt hClt d  unknown  coedge     }   edge   h?   unknown  vertex   straight curve  x&1?Mb@@  coedge     k   edge  m p?   unknown  coedge      ?  vertex   straight curve   @Dl/n@Dl@  coedge  0    H  vertex   straight curve  @Dl/n@Dl@ ftreemeg attrib   face      plane surface  @jt?Cl@?? straight curve   @?@? straight curve  @?@  edge  5^I ? /$?   unknown  point  Dl@?@ point  x&1??@ coedge      #  coedge  Y   w   coedge      #  edge  /$ 5^I    unknown  coedge        edge  Mb`? ?   unknown  point   @Cl~@Cl@ point  x&1?Cl~@@FldEntIdmeg attrib   > coedge        coedge        coedge        edge   -DT! @   unknown  coedge        edge   -DT! @   unknown  vertex   straight curve   @E'~@|@?  coedge        edge  -DT! -DT!?   unknown  vertex   straight curve  @E'~@@  coedge        edge   ?   unknown  coedge        edge   ?   unknown  edge  ? K@  ! unknown  point  @^I @@ point   @^I @|@ coedge  & " " # f  coedge  $ % "  &  edge  Zd;J ' " ( unknown  coedge  G # %    coedge  # G $ )   loop  G *  vertex   +straight curve  Mb@Dl~@@  edge   ?  , unknown  coedge  - . &  /  edge  0Zd;J  & 1 unknown  coedge  B ' . 2   coedge  ' B )    loop  B   vertex  ( 3straight curve  Clt@Dl~@@  edge  * D? ) 4 unknown  point  Cl@Cl~@@ coedge    ,    edge   -DT! @ , 5 unknown  coedge  ~ -  6   coedge  - ~ /    loop  - 7  vertex   8straight curve  @Dl~@@ Mb`? ? edge   ?  9 unknown  coedge    0    edge   :-DT! @ 0 ; unknown  coedge  < 1     coedge  1 < = >   loop   ?  vertex   @ vertex  2 Astraight curve  @E'~@|@? N\)~ M7?FldEntIdmeg attrib  3 ftreemeg attrib  4 face B ?   C plane surface  @^I @@ ftreemeg attrib  6plane surface  @ ~@Dl@?? FoldAttmeg attrib  D 9  face E 7   F  loop G  9 plane surface  @Dl~@@<  coedge  H I J K :  coedge  L < >    coedge  < L H M   coedge  J ? <    edge   N}@  O unknown  coedge  > =   Q  edge   ? > P unknown  coedge  ? J < Q   vertex  @ R vertex  @ Sstraight curve  @^I @@  coedge  F A T U V  coedge  . - A  /  edge  VZd;J  A W unknown  vertex  C Xstraight curve  Clt@Dl~@@  point  Cl@Cl~@@ coedge  % $ F  &  edge  Zd;J Y F Z unknown  vertex   [straight curve  Mb@Dl~@@ ftreemeg attrib  \ I cX̀ftreemeg attrib  K face ] ^   _ plane surface  Cl@Cl~@@? ftreemeg attrib  Lplane surface  x&1? ~@@?  coedge  T ` a b U  coedge   Y T [  FldTmpmeg attrib  U face c  U  d straight curve  x&1??@<  loop   e straight curve  Dl@?@?  vertex  [ fstraight curve  Dl@Mb@@?< ftreemeg attrib  ^ face g e h  i  loop  j ^ plane surface  @jt?@?  coedge  k l m n _  coedge  o a c    coedge  a o k p   coedge  m d a  U  edge  qZd;J   r unknown  coedge  c b |  |  edge  s ? c t unknown  vertex  e ustraight curve  t t@jt?@?  vertex  } vstraight curve  x&1?jt?@  point  x&1?jt?@ coedge  w j l    coedge  j w o    loop   s straight curve   @jt?Cl@  edge   mZd;? l x unknown  point   @jt?Cl@ edge  : pZd;? o y unknown  point  @jt?Cl@ftreemeg attrib  s face z    { plane surface  @t?|@??  vertex  w |straight curve  Dl@1Mb@@?<  coedge  } z ~  #  coedge    z  h  edge  أp= ^I  z  unknown  coedge  {      coedge  | } o  #  edge  stt Clt |  unknown straight curve  x&1?LMb@@  vertex   straight curve   @Dl~@@  coedge    L    coedge  I H   :  edge   K@   unknown  coedge    w    loop     vertex   ellipse curve   @^I @|@??  coedge     6   coedge        loop    ellipse curve   @Dl~@|@??  point   @Dl}@|@ coedge  =      coedge   = I    loop  =  ellipse curve  @Dl}@|@;f?;f??  point  @Dl}@@ edge  -DT! -DT!?   unknown straight curve  @^I @@ straight curve  @^I @|@?  vertex   straight curve  @^I @@  coedge     #   edge  0? '@   unknown  coedge     ) &  coedge      &  loop     vertex   straight curve  ?z@@  edge   ? $  unknown  face  L     point  ?Cl~@@straight curve  x&1?Cl~@@  coedge      /  coedge     2 /  loop   ^  vertex  # straight curve  @Cl~@@?  edge   ?   unknown  point  @Cl~@@straight curve  Cl@Cl~@@ ellipse curve  @Dl~@|@??  -DT! @ edge   ?   unknown  face  6     point  @Dl~@|@straight curve   @Cl~@Cl@  vertex   ellipse curve  @^I @|@??  -DT! @ coedge     Q   coedge     >   edge  -DT! -DT!?   unknown  face  K     point  @^I @|@ point  @Dl}@|@ftreemeg attrib  plane surface  @Dl}@|@?? ftreemeg attrib    9cX̀ftreemeg attrib  cone surface  @Dl~@|@??? ? FldTmpmeg attrib   coedge     M :  coedge      :  coedge     K   edge  N K@ J  unknown  coedge        edge   N?   unknown  vertex   straight curve  `@^I @@? straight curve  `@^I @@  edge  /$@ "}@   tangent  point  @^I @@ point  `@^I @@ coedge     U   edge  V? Y@   unknown  vertex  U straight curve  @Cl~@@? Zd;J  point  @Cl~@@ vertex   straight curve  ?z@@ Zd;J  point  ?Cl~@@FoldAttmeg attrib    ftreemeg attrib   face   /   plane surface  @Cl~@@??  coedge   m j  U  coedge     b h  edge  أp= ^I    unknown FldEntIdmeg attrib   plane surface  @@<  face       point  Cl@jt?@ftreemeg attrib   loop  a  plane surface  Cl@jt?@  coedge    `    coedge     p _  coedge      _  coedge  `   n U  edge  q? @ m  unknown  coedge        edge   q?   unknown  vertex  n straight curve  ?jt?@ Zd;J  vertex   straight curve  ?jt?@  point  ?jt?@ point  x&1?jt?@ coedge       straight curve   @t?@? straight curve  @t?@?  Zd;?ftreemeg attrib  cone surface  @^I @|@??? ?  point  Cl@jt?@ coedge      #  coedge        edge  Zd;J    unknown  coedge  a    h  coedge   a   h  vertex   straight curve  /$@jt?@?  edge   ?   unknown  edge  Zd;J s   unknown straight curve  t t@jt?@?  point   @Dl~@|@ edge   }@   unknown  vertex   straight curve  `@Dl}@@?  edge   :? w  unknown  point   @t?|@ edge   ?   unknown  edge   ?   unknown ellipse curve  @^I @|@?;f?;f??  point  `@^I @@ coedge  T " %    coedge  " T -    loop  T  straight curve  @z@@  edge  ' Y?   unknown  face  * &    point  ?z@@straight curve  ?Cl~@@ ftreemeg attrib  *plane surface  x&1?Cl~@@??  edge  0 V? -  unknown  point  @z@@straight curve  @Cl~@@ straight curve   @Dl~@|@ ftreemeg attrib  7plane surface  @Cl~@Cl@  point  @t?|@ vertex  Q ellipse curve  @Dl}@|@;f?;f?? ftreemeg attrib  ?cone surface  @E'~@|@;f?;f?? ?? FldEntIdmeg attrib  D 9straight curve  `@Dl}@@? straight curve  `@Dl}@@  point  `@Dl}@@straight curve  @E'~@@ M7 N\)~@straight curve  @z@@  point  @z@@ point  ?z@@ftreemeg attrib  ^ face      plane surface  @z@@?  edge  Zd;J  `  unknown  vertex   straight curve  /$@jt?@? ftreemeg attrib   c cX̀ftreemeg attrib  eplane surface  Dl@?@?  coedge  ~ j l    coedge  j ~     coedge  l k }  _  edge   ? l  unknown  vertex   straight curve  K@@?  vertex   straight curve  ?K@@  point  ?K@@ point  ?jt?@ edge  ? @ }  unknown  vertex   straight curve  @K@@?  edge   ?   unknown  point  @jt?@straight curve  Cl@jt?@ straight curve  ?jt?@ straight curve  `@^I @@?  point  `@Dl}@@straight curve   @t?|@ straight curve   @Dl}@|@ straight curve  @Dl}@@? straight curve  ?z@@ ftreemeg attrib  plane surface  ?Cl~@@? straight curve  @z@@  point  @Dl}@@ftreemeg attrib  plane surface  ?z@@ straight curve  @K@@? Zd;J  point  @jt?@FoldAttmeg attrib    straight curve  @K@@  point  @K@@ point  ?K@@straight curve  K@@?  point  @K@@straight curve  @jt?@  End-of-ACIS-dataTNeue FlcheR ???De@?kACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  `@^I @@ ftreemeg attrib   face       loop    plane surface  `@Dl}@@?  coedge       ftreemeg attrib   face       loop   plane surface  @Dl}@@??  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? 'K@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop . %  plane surface  @Dl~@@<  coedge  / 0 1 2   coedge  3   $  coedge   3 / 4  coedge  1     edge  ' 5}@  6 unknown  coedge    7 8   coedge  9 :  # ,  edge  ; &? " < unknown  edge  = '?  > unknown  coedge   1 ? @   vertex   A vertex   Bstraight curve  @^I @@ ftreemeg attrib  C  cX̀ftreemeg attrib   face D E F  G  loop  9  plane surface  @^I @@ FldTmpmeg attrib   coedge  H   4   coedge   H I J   coedge  %   2   edge  5 KK@ 1 L unknown  coedge    M N  edge  O 5?  P unknown  vertex  Qstraight curve  `@^I @@?  coedge  R M ! 8 S  edge  ;? =K@ 7 T unknown  coedge  U " V W ,  coedge  " U X Y ,  vertex  8 Zstraight curve  @^I @@  vertex  8 [straight curve  `@^I @@  coedge  \ V % @ ]  edge  K/$@ &"}@ % ^ tangent  point  @^I @@ point  `@^I @@FldEntIdmeg attrib  ) ftreemeg attrib  + face _ ` ]  a  loop  b + plane surface  @Dl}@|@??  coedge  0 / c d   coedge  e b 0 J F  edge  K f? I g unknown  vertex  @ hstraight curve  `@Dl}@@?  coedge  7 c 3 N S  edge  = O}@ M i unknown  vertex  N jstraight curve  `@Dl}@@  point  `@Dl}@@ coedge  c 7 k l S  loop m R n straight curve  @^I @@  coedge  : 9 o p ,  coedge  ? q 9 W ]  edge  &-DT! r-DT!? V s unknown  coedge  t k : Y u  edge  ;-DT! v-DT!? X w unknown  point  @^I @@ point  `@^I @@ coedge  q ? b x ]  loop  V E straight curve  @E'~@@ r鍊 N\9~@ftreemeg attrib  E face y z {  | cone surface  @E'~@|@;f?;f?? ??  coedge  I } \ x F  coedge  M R H d S  edge  O fK@ c ~ unknown  coedge  } I  F  vertex  l straight curve  @Dl}@@?  point  @Dl}@@straight curve  `@^I @@?  point  `@Dl}@@ coedge  X  R l u  edge  f/$@ ;"}@ R tangent FldTmpmeg attrib  S face  S   coedge  U p  edge  v r? o unknown  coedge  V \ ]  vertex  ellipse curve  @^I @|@?;f?;f??  coedge   X u  loop  X  vertex  ellipse curve  @^I @|@?;f?;f??  edge  -DT! K-DT!? \ unknown ftreemeg attrib  ` face    loop  ` plane surface  @?Dl@??  coedge  b e F straight curve  `@Dl}@@?  coedge  k t e u  edge  -DT! f-DT!?  unknown  point  @Dl}@@straight curve  @E'~@@ FoldAttmeg attrib  n plane surface  @Dl~@@<  coedge  o  coedge  o  loop  straight curve   @^I @|@  coedge  q  edge  r"} /$ tangent  edge  r -DT! @ unknown  point  @^I @|@ coedge  t  edge  v"} /$ tangent  face  n u   edge  v -DT! @ unknown  point   @^I @|@ vertex  ellipse curve  @Dl}@|@;f?;f?? ftreemeg attrib  z face    loop  z plane surface  @  coedge  {  coedge  }  edge   ? unknown  vertex  ellipse curve  @Dl}@|@;f?;f?? ftreemeg attrib  ncX̀ coedge   coedge   coedge   face    coedge   loop  straight curve  @E'~@|@? N\9~ r鍊? vertex  ellipse curve  @^I @|@??  -DT! @ coedge   loop  straight curve   @E'~@|@? ftreemeg attrib  cone surface  @E'~@|@;f?;f?? ??  vertex  ellipse curve   @^I @|@??  point  @Dl}@|@ftreemeg attrib   face    loop  cone surface  @?@?;f?;f? ??  coedge   coedge  {  coedge  {  coedge   edge  -DT! -DT!? unknown  coedge   coedge   loop  straight curve  @Dl}@|@?  point   @Dl}@|@FldEntIdmeg attrib  n coedge   edge   ? unknown  coedge   coedge  ftreemeg attrib   face   cone surface  @^I @|@??? ?  coedge   edge   -DT! @ unknown FldTmpmeg attrib   coedge   face    edge   Zd;? unknown  point  @t?|@ coedge   edge   -DT! @  unknown FldTmpmeg attrib   coedge      face      edge   Zd;?  unknown  point   @t?|@ftreemeg attrib   face       loop   plane surface  @?  coedge      coedge      coedge   edge  -DT! -DT!?  unknown  coedge    {  coedge      edge   ?  unknown  coedge      edge   ?  unknown  coedge  ! "  coedge  # $  vertex  " % vertex  & 'ellipse curve  @?Dl@;f?;f?  coedge  ( )  coedge  *  coedge  *  loop   straight curve   @t?|@  coedge  !  +  coedge  ,  - ftreemeg attrib   face . / 0  1 cone surface  @Dl~@|@??? ?  coedge  2 3  coedge  ( 4 0  edge  5Mb`? ? 6 unknown  vertex  7ellipse curve  @Dl~@|@??  -DT! @ coedge  !  8  coedge  9 : ;  edge  <x&1? =@ > tangent ftreemeg attrib  ? cX̀ face @ A B  C plane surface  @0~@@?  vertex  + Dstraight curve  @t?@?  Zd;? coedge  E F  coedge  4 ( 0  edge  GMb`? ? H unknown  vertex  Iellipse curve   @Dl~@|@??  coedge  , J K  coedge  L M  N  edge  Ox&1? P@ Q tangent ftreemeg attrib  R cX̀ face S T  U plane surface   @0~@@?  vertex  - Vstraight curve   @t?@? ftreemeg attrib   face W  X  loop   plane surface  @jt?Cl@??  coedge  Y  8  coedge  Z [  coedge   J   edge  \ ?  ] unknown  coedge  ^ _  `  edge   a?  b unknown  vertex  c d vertex  " eellipse curve  @??;f?;f?  coedge  f g  T  edge  -DT! -DT!?  h unknown  coedge  i j &   coedge  i k l   loop   m  vertex  l nstraight curve  @Dl@?  coedge  o -   coedge  o +   vertex  p qstraight curve  @?Dl@?  coedge  "  edge   x&1 ! r tangent  coedge  s j $ t  edge  x&1? @ # u tangent  point  @?Dl@ edge  -? v|&1? j w unknown  point  @Dl@ coedge  ) 0  edge   ? x unknown  coedge  o y  edge  ˡEn@ Dln@ z unknown  coedge   g p  edge  ˡEn@ Dln@ { unknown ftreemeg attrib   face | }  ~  loop  plane surface  @Cl~@Cl@  coedge    3 }  edge  <^I ? 5/$?  unknown  coedge    0  vertex  3 straight curve  @Dl~@@ Mb`? ? point  @Dl~@|@ edge  =?  ~@  unknown  coedge     ;  coedge     ;  loop  9   vertex  3  vertex  8 straight curve  @ ~@@ ͏ S̨@FldEntIdmeg attrib  ftreemeg attrib   face       loop   plane surface  @0~@Dl@??  point  @jt?Cl@ coedge    F }  edge  O^I ? G/$?  unknown  vertex  F straight curve   @Dl~@@  point   @Dl~@|@ coedge   Y  K  edge  P? \ ~@   unknown  coedge      N  coedge      N  loop  M   vertex  F  vertex  K straight curve   @ ~@@ FldEntIdmeg attrib   ftreemeg attrib   loop    cone surface  @?@?;f?;f? ??  point   @jt?Cl@ftreemeg attrib  plane surface  @t?|@??  coedge  J     coedge  g f  [ T  edge  a-DT! \-DT!? Z  unknown  vertex  p straight curve   @?  coedge      `  coedge    s c `  loop  _   vertex   straight curve  @  edge  ? @ s  unknown  point  @ point  @? coedge  Z    T  coedge   Z , p T ellipse curve  @?Dl@;f?;f?  coedge        coedge  #   & t  coedge     l   edge  -? |&1? k  unknown  face       point  @Dl@ coedge    * y   edge  \ x&1 ,  tangent  point   @?Dl@straight curve  @?@? S̨ ͏@ coedge   # _ c t  loop    straight curve  @@ ͏ S̨@ vertex   straight curve  E@Dl@ straight curve   @Dl~@|@  edge   ? o  unknown straight curve  @Dl/n@Dl@ straight curve   @Dl/n@Dl@ ftreemeg attrib  / loop  2 / plane surface  @ ~@Dl@??  coedge  E 2 4  }  coedge  2 E   } straight curve  @^I 0~@Dl@  edge  G 5? 4  unknown  point  @Cl~@Cl@straight curve  @0~@  coedge  : 9   ;  coedge    9  B  edge  -DT! <-DT!? 9  unknown  coedge    :    edge  =-DT! -DT!? :  unknown  face   ;    point  @ ~@Dl@ point  @ ~@ftreemeg attrib  A loop   A plane surface  @ ~@ straight curve   @^I 0~@Dl@  point   @Cl~@Cl@straight curve   @0~@  coedge  M L   N  coedge    L    edge  P-DT! -DT!? L  unknown  coedge    M  B  edge  -DT! O-DT!? M  unknown  face  N    point   @ ~@Dl@ point   @ ~@ coedge    Y    edge  P =?   unknown ellipse curve  @??;f?;f?  point   @? coedge  _ ^   `  coedge    ^    edge  a? @   unknown  face   `    point  @ vertex   straight curve  @  coedge  k  f    edge  x&1? a@   tangent  coedge    i    edge   v?   unknown  coedge  j    t  coedge   k     loop     vertex   straight curve  E@Dl@ ftreemeg attrib  mplane surface  @Dl@?? straight curve   @?@?  coedge   s   t FldTmpmeg attrib  t coedge      t  face   t    edge  vأp= ^I    unknown  point  Cl@Cl@straight curve   @jt?Cl@  coedge      B  edge  < O?   unknown straight curve   @Cl~@Cl@  coedge        edge   x&1   tangent  coedge      B  vertex   ellipse curve  @ ~@Dl@;f?;f??  coedge        vertex   ellipse curve  @ ~@?;f?;f?? ftreemeg attrib   face      cone surface  @ ~@@?;f?;f?? ??  coedge        edge   x&1   tangent  vertex   ellipse curve  @ ~@?;f?;f??  vertex   ellipse curve  @ ~@Dl@;f?;f?? ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ?? straight curve   @ ~@  coedge        edge   ?   unknown  coedge        vertex   straight curve  @ ftreemeg attrib   face      plane surface  ?  edge   x&1   tangent  point  ?straight curve  @@  coedge        coedge        loop    straight curve  Cl@Cl@?  coedge        edge  أp= ^I    unknown FldTmpmeg attrib   face       point  Cl@Cl@ coedge      t  coedge        coedge     ! t  coedge  " #   $  edge  %Dl x&1  & tangent FldEntIdmeg attrib  '  face ( ) *  + plane surface  @@  vertex   ,straight curve  Dl@/$@? straight curve  @ ~@Dl@?  coedge  -  . /   coedge   0 1 2   loop 3 4 5 straight curve  @0~@@? S̨ ͏@ coedge  6 .   7  edge   ?  8 unknown  point  @0~@Dl@ coedge  1 9   :  edge   ?  ; unknown  point  @0~@ftreemeg attrib   face < = >  ?  loop  @  plane surface   ~@Dl@??  coedge  A  9 B   coedge   C 6 D   loop E F G straight curve  @@~@@?  point  @@~@ point  @@~@Dl@ coedge  H  I J   coedge   H  K   loop   L straight curve  ??  coedge    M N   coedge  O I   P  edge   Qx&1  R tangent  point  ?ftreemeg attrib   face S  T  U  loop    plane surface  x&1?Cl@??  vertex   Vstraight curve  ?@? S̨ ͏@ coedge    W X   face Y m   Z  coedge    [ \   coedge  ] ^   _  edge  `Dl x&1  a tangent  vertex   bstraight curve  Dl@/$@? FldEntIdmeg attrib  c  face d e f  g plane surface  @@  coedge  h i     edge  j)\t@ Et@  k unknown  coedge  l   K   coedge   l m n   loop   o  coedge  p q  ! T  edge  %-? j|&1?  r unknown  coedge  s  t u $  coedge   s v w $  loop  " x  vertex  ! ystraight curve  @@? Ώ( ͏@ftreemeg attrib   cX̀ftreemeg attrib   face z x {  |  loop  t  plane surface  x&1??@?  point  Dl@@ coedge  4  } ~   coedge     / 7  edge  (\t@ Et@   unknown  coedge        coedge     2 :  edge  ? @   unknown FldTmpmeg attrib   coedge   -     face       coedge     D 7  loop  .  straight curve  @0~@Dl@?  coedge     B :  loop  1  straight curve  @@~@ ftreemeg attrib   face       loop    plane surface  ?0~@  coedge        coedge        edge  ? @   unknown  coedge   F     edge  (\t@ Et@   unknown FldTmpmeg attrib   coedge  C      face       coedge        coedge     J P  edge  -DT! -DT!? I  unknown  edge  -DT! -DT!?   unknown  face       coedge  i h  N   edge  )\t@ QEt@   unknown  coedge      P  loop  I e  vertex   straight curve  ?@? ftreemeg attrib   loop    plane surface  x&1?@?  point  ?Dl@ coedge  v   X {  edge   ? W  unknown ftreemeg attrib  plane surface  Cl@Cl@?  coedge  q p  \ T  edge  `-? |&1?   unknown  coedge      _  coedge      _  loop  ^   vertex  \ straight curve  @@?  point  Dl@@ftreemeg attrib   cX̀FldEntIdmeg attrib    face   P    loop    plane surface  @@<  coedge  M      coedge   M p    vertex   straight curve  Et@Dl@  coedge        coedge     n   edge  -DT! -DT!?   unknown  face       coedge  [  i  T  coedge   [   T straight curve  x&1?E@  coedge  # "   $  coedge    " u *  edge  -DT! %-DT!? "  unknown  coedge   W # w {  edge  -DT! -DT!? #  unknown  face   $    point  x&1?@ftreemeg attrib  ) loop  v ) plane surface  Dl@@?  coedge    - ~   edge  -? |&1? -  unknown  coedge  . 6   7  vertex  / straight curve  ^I t@0~@Dl@?  coedge  0      coedge    0    edge  x&1? @ 0  tangent  coedge  9 1   :  vertex  2 straight curve  0~@?  coedge   4     coedge    4    edge  Cl x&1 4  tangent FldEntIdmeg attrib   5 face      plane surface  0~@@??  face   7    face   :   ftreemeg attrib  = face       loop   = cone surface  ? ~@@?;f;f?? ??  coedge      >  coedge   @     coedge  @      coedge    @    edge  -DT! -DT!?   unknown  coedge   A     coedge    A    edge  x&1? @ A  tangent  vertex  B straight curve  @~@?  coedge    C    edge  -? |&1? C  unknown  vertex  D straight curve  ^I t@@~@Dl@?  coedge  F      coedge    F    edge  Cl x&1 F  tangent FldEntIdmeg attrib   G face  ! "  # plane surface  @~@@??  coedge  $ % H  &  edge   ? H ' unknown  coedge  I O ( ) P  vertex  * +ellipse curve  ???;f;f?  vertex  , -ellipse curve  ???;f;f? ftreemeg attrib  L face . o   / plane surface  ?  vertex  N 0straight curve  Et@Dl@  coedge    O    edge  Q-DT! 1-DT!? O 2 unknown  point  ?Dl@ coedge  W  ]  { straight curve  Dl@@? straight curve  x&1?E@  coedge  ^ ]  3 _  edge  -DT! 4-DT!? ] 5 unknown  coedge    ^  *  edge  6-DT! `-DT!? ^ 7 unknown  face 8  _  9  point  x&1?@ftreemeg attrib  : d cX̀ftreemeg attrib  e face ; < =  > cone surface  ??@;f;f? ?? FldTmpmeg attrib  f coedge  ? @  3 f  coedge  m  h    edge   Q? h A unknown  edge   j? i B unknown  point  x&1?Cl@ coedge  C D l  E  edge  x&1? @  F tangent  coedge   m G H   loop  m   vertex  I Jellipse curve  ??Dl@;f;f? ftreemeg attrib  o face K L M  N cone surface  ??@;f;f? ??  coedge   t q  *  edge  % `?  O unknown  coedge  P Q s  R  edge  x&1? Dl@  S tangent  coedge  t  T U *  vertex   Vellipse curve  x&1??@?;f;f??  coedge   v W X {  vertex  Y Zellipse curve  Dl@?@;f;f?? ftreemeg attrib  xcone surface  @?@;f;f?? ??  coedge   }     coedge  }  [ \   loop  }   vertex  ~ ]straight curve  Cl@0~@E@  edge   ?  ^ unknown  point  Cl@0~@Cl@ coedge  _    `  edge  X-? ax&1?  b unknown  coedge        vertex   cstraight curve  ?0~@@ ͏ S̨@ coedge   d   >  edge   ?  e unknown  point  ?0~@ coedge  f g   h  edge  aأp= ^I   i unknown  coedge  j  k l   coedge   j m n   loop   o  vertex   pstraight curve  0~@@ ͏( i͏@ftreemeg attrib   5cX̀ftreemeg attrib   face q o r  s  loop  k  plane surface  Cl@ ~@@? ftreemeg attrib   face t 5   u plane surface  Cl@0~@Cl@?? ftreemeg attrib  plane surface  @0~@ ftreemeg attrib   face v w x  y  loop  z  plane surface  Cl@Cl~@@?  coedge  d  { | >  edge  -DT! }-DT!?  ~ unknown  coedge        coedge      `  edge   ?   unknown  coedge        edge   ?   unknown  coedge        vertex   ellipse curve  ? ~@Dl@;f;f??  coedge   _   `  edge  X-? x&1?   unknown  coedge    d    coedge        loop   !  vertex   straight curve  ?@~@@  point  ?@~@ vertex   straight curve  Cl@@~@E@  point  Cl@@~@Cl@ coedge  g f   h  edge  أp= ^I    unknown  coedge        coedge        loop   <  vertex   straight curve  @~@@ ftreemeg attrib   GcX̀FldEntIdmeg attrib     face       loop    plane surface  0~@@  coedge  {   * &  coedge   { C , &  loop  %  straight curve  ??  coedge     ) =  edge  1x&1? @ (  tangent  edge  ?  ~@   unknown  point  ? edge  ? } ~@ C  unknown  point  ?ftreemeg attrib  plane surface  ?Dl@??  point  x&1?Cl@ vertex   ellipse curve  ??Dl@;f;f?  edge  4x&1? 6Dl@   tangent  vertex   ellipse curve  Dl@?@;f;f??  vertex  3 ellipse curve  x&1??@?;f;f?? ftreemeg attrib  cone surface  @?@;f;f?? ?? FoldAttmeg attrib    ftreemeg attrib   cX̀ face  G     loop  (  plane surface  @?  coedge      f  coedge      f straight curve  ?Dl@ straight curve  x&1?Cl@?  coedge    % , E  coedge     I E  loop    straight curve  ?@ ͏ S̨@ coedge     H   edge   1?   unknown  edge  5^I ? /$? D  unknown  point  ?Dl@ftreemeg attrib   face       loop    plane surface  x&1?jt?@? straight curve  x&1?@  coedge      R  coedge     Y R  loop    straight curve  @?@ ͏ Ώ(@ coedge     U M  edge  6 ?   unknown  point  x&1??@ coedge     X   edge   4?   unknown  edge  5^I ? /$? Q  unknown  point  Dl@?@ coedge   k  \   edge   ? [  unknown  point  Cl@0~@@straight curve  Cl@@~@Cl@  coedge    g  `  loop     vertex   straight curve  x&1?0~@Dl@?  point  ?0~@Dl@ coedge      > straight curve  ?0~@?  coedge      h  coedge    _  h  loop    straight curve  x&1?0~@/$@?  coedge        coedge  [   l   edge  -DT! -DT!?   unknown  coedge     n r  edge  -DT! -DT!?   unknown  face       point  x&1?0~@@ftreemeg attrib   loop  m  plane surface  x&1?0~@@? ftreemeg attrib  plane surface  Cl@0~@@? ftreemeg attrib   face       loop    plane surface  @Cl~@@??  coedge        coedge  % $  | &  edge   }? {  unknown  vertex   ellipse curve  ? ~@?;f;f??  edge  -DT! -DT!?   unknown straight curve  ?@~@Dl@  coedge        coedge        loop     vertex   straight curve   ~@Dl@  coedge   C   E  edge  } x&1   tangent  point   ~@Dl@ vertex   straight curve  x&1?@~@Dl@?  coedge        edge  -DT! -DT!?   unknown  point  ?@~@Dl@ point  Cl@@~@@straight curve  x&1?@~@/$@?  coedge        coedge      r  edge  -DT! -DT!?   unknown  coedge   [     edge  -DT! -DT!?   unknown  point  x&1?@~@@ftreemeg attrib    cX̀ftreemeg attrib  !cone surface  ? ~@@?;f;f?? ?? FldTmpmeg attrib  " coedge      "  coedge  (  $ * =  face   &    coedge   (   = straight curve  ?@  vertex   straight curve  ? straight curve  ?  edge  15^I ? /$?   unknown  point  ?Dl@straight curve  @?@  edge  45^I ? /$? ?  unknown  point  Dl@?@ point  x&1??@FldEntIdmeg attrib  ;  ftreemeg attrib  <cone surface   ~@@?;f?;f?? ?? FldTmpmeg attrib  = coedge   ?   f  coedge  W  ?    coedge  @    f  coedge   T @  M  edge  /$ 65^I  @  unknown  coedge  D    E  coedge   G D I  FldTmpmeg attrib  E face  L E    coedge  G      loop    straight curve  ?Dl@  vertex  I straight curve  Mb@Dl@? ftreemeg attrib  L face       loop   L plane surface  ?jt?@  coedge  T  P  M  coedge   P   R  edge  /$ 5^I  P  unknown  coedge  Q    R  coedge   W Q Y  FldTmpmeg attrib  R face !  R  " straight curve  x&1??@<  loop   # straight curve  Dl@?@?  vertex  Y $straight curve  Dl@Mb@@?< straight curve  Cl@0~@@?  edge   a? g % unknown  face &  `  '  point  x&1?0~@Cl@ coedge  m  f  r  edge   ?  ( unknown  face )  h  *  coedge   + j  ,  edge  x&1? Cl@  - tangent  coedge  k   .   vertex   /ellipse curve  Cl@ ~@@;f?;f??  coedge   m 0 1 r  vertex  2 3ellipse curve  x&1? ~@@?;f?;f?? ftreemeg attrib  ocone surface   ~@@?;f?;f?? ?? ftreemeg attrib  w face 4 5 6  7  loop  8 w plane surface  @z@@?  coedge  9 : ; < x  coedge  = z  .   coedge  z = 9 >   coedge  ;  z  ,  edge  ?/$ ^I   @ unknown straight curve   ~@?  point   ~@ellipse curve  ? ~@Dl@;f;f??  coedge    A B   coedge   C   =  edge  DʡEn@ Dln@  E unknown  coedge  F    E  edge  GʡEn@ Dln@  H unknown  face I J   K  edge   x&1  L tangent  point   ~@Dl@straight curve   ~@@? S̨ ͏@ point  x&1?@~@Cl@ coedge      = ellipse curve  ? ~@?;f;f??  edge  x&1? Cl@  M tangent  vertex  N Oellipse curve  x&1? ~@@?;f?;f??  vertex   Pellipse curve  Cl@ ~@@;f?;f?? FoldAttmeg attrib     coedge  Q  R N "  coedge   S = T " ftreemeg attrib  plane surface   ~@  coedge  U  V W =  point   ~@ vertex   Xstraight curve  Mb@Dl@?  vertex   Ystraight curve  Dl@1Mb@@?<  coedge  Z  [ \ f  coedge  ] ^   _  edge  أp= `^I   a unknown  coedge    ] b   coedge   Z c d f  coedge  e f     edge  gtt Clt  h unknown  coedge    f i M  vertex   jstraight curve  x&1?LMb@@  coedge   F k l E  coedge  m n   o  edge  أp= p^I   q unknown  coedge    n r  ftreemeg attrib  s cX̀plane surface  @?  face t    u  point  jt?Cl@ftreemeg attrib   face v w x  y  loop  z  plane surface  ?K@@?  coedge  f e     coedge  {  z | R  edge  }tt Clt  ~ unknown  vertex   straight curve  x&1?Mb@@  coedge   {   R  coedge  ^ ]   _  edge  أp= ^I    unknown FldEntIdmeg attrib   plane surface  @@<  face       point  Cl@jt?@straight curve  x&1?@~@Cl@ ftreemeg attrib  plane surface  ?0~@Dl@?? straight curve  x&1?@~@@ ftreemeg attrib  plane surface  x&1?0~@Cl@?  coedge     2 ,  loop    straight curve   ~@@? i͏ ͏(@ edge   ?   unknown  point  Cl@ ~@@ coedge   R  1   edge   ?   unknown  edge  ^I ? /$? +  unknown  point  x&1? ~@@ftreemeg attrib   face       loop    plane surface  ?z@@  coedge        coedge     > x  coedge      x  coedge     < ,  edge  tt ?Clt ;  unknown  coedge     T   edge   ??   unknown  vertex   straight curve  Cl@^I 0~@@?  coedge     B   edge  D G?   unknown  coedge   U   =  vertex   straight curve  t0n@Dl@?  coedge      E  vertex   straight curve  t0n@Dl@? ftreemeg attrib   face      plane surface  Cl~@Cl@?? straight curve   ~@@? straight curve   ~@@?  edge  ^I ? /$?   unknown  point  x&1? ~@@ point  Cl@ ~@@ coedge      "  coedge  0   N   coedge      "  edge  /$ ^I    unknown  coedge  C    =  coedge  n m  W o  edge  أp= ^I    unknown  point  jt?Cl@ point  Cl@jt?@ coedge      f  coedge     \   edge  `Zd;J    unknown  coedge     b _  coedge      _  loop     vertex  \ straight curve  /$@jt?@?  edge   ? ]  unknown  coedge     d   edge  Zd;J g   unknown  coedge        coedge     i   vertex   straight curve  t t@jt?@?  edge   ?   unknown  point  x&1?jt?@ coedge     l   edge  p~    unknown  coedge  V    o  coedge   V  r o  loop     vertex  l straight curve  jt?/$@?  edge   ? n  unknown FldEntIdmeg attrib    ftreemeg attrib  plane surface  ?Dl@?? ftreemeg attrib   face       loop    plane surface  @K@@??  coedge     |   coedge      R  edge  Zd;J }   unknown  vertex   straight curve  t t@jt?@?  point  x&1?jt?@ coedge        edge  Zd;J    unknown  vertex   straight curve  /$@jt?@? ftreemeg attrib   ! cX̀ftreemeg attrib  #plane surface  Dl@?@?  coedge  +    ,  coedge   0 + 2  FldTmpmeg attrib  , face   ,   straight curve  Cl@ ~@@  loop    straight curve  x&1? ~@@?  vertex  2 straight curve  x&1?^I 0~@@< ftreemeg attrib  5 face       loop   5 plane surface  ?Cl~@@?  coedge      6  coedge   8 :    coedge  8      coedge   ; 8  ,  edge  Zd;J    unknown  coedge  : 9 S  x  edge   ? :  unknown  vertex  < straight curve  Clt@Dl~@@  vertex  T straight curve  Cl@Cl~@@  point  Cl@Cl~@@ coedge   A C    coedge  A  F    loop   J straight curve  Cl~@Cl@?  edge  -? D|&1? C  unknown  point  Cl~@Cl@ edge  -? G|&1? F  unknown  point  Cl~@Cl@ftreemeg attrib  J face      plane surface  Cl~@@??  vertex  N straight curve  x&1?^I 0~@@<  coedge   Q   "  coedge    Q    edge   ףp= 5^I  Q  unknown  coedge  R      coedge  S    "  edge  tt Clt S  unknown straight curve  Cl@^I 0~@@?  coedge    U    edge  ~  U  unknown  vertex   straight curve  jt?/$@?  coedge    Z  x  edge  ? @ Z  unknown  coedge   [ ^    coedge  [      loop   w  vertex  \ straight curve  @K@@?  edge  ` ?   unknown  face  # _    point  @jt?@straight curve  Cl@jt?@  coedge  z c     coedge  c z e    vertex   straight curve  ?jt?@  edge  g }? e  unknown  point  ?jt?@straight curve  x&1?jt?@  coedge   k     coedge  k  m    loop  k   vertex   straight curve  Cl~@@? ~  edge   p?   unknown  face   o    point  jt?@straight curve  jt?Cl@? ftreemeg attrib  wplane surface  @jt?@?  coedge    {  x  edge  ? @ {  unknown  vertex   straight curve  ?jt?@ Zd;J  point  ?jt?@ vertex   straight curve  @K@@? Zd;J  point  @jt?@FoldAttmeg attrib     coedge      ,  coedge        edge   ףp= 5^I    unknown FldEntIdmeg attrib    plane surface  0~@@  face       point  x&1?Cl~@@ftreemeg attrib   loop    plane surface  x&1?Cl~@@??  coedge  ! "     coedge  #    6  coedge   # ! $ 6  coedge      ,  edge  ? %@  & unknown  coedge        edge  ' ?  ( unknown  vertex   )straight curve  @Cl~@@? Zd;J  vertex   *straight curve  @Cl~@@  point  @Cl~@@ point  Cl@Cl~@@ coedge        vertex   +straight curve  Cl~@E@ straight curve  Cl~@E@ ftreemeg attrib  plane surface  jt?@??  point  x&1?Cl~@@ coedge    # , "  coedge  " !     edge  Zd;J -  . unknown  coedge        coedge    " /   vertex   0straight curve  Mb@Dl~@@  edge   ?  1 unknown  edge  'Zd;J   2 unknown straight curve  Clt@Dl~@@ straight curve  Cl~@@?  point  jt?@ coedge      x  coedge      x straight curve  K@@?  edge   ?  3 unknown  point  @K@@straight curve  @jt?@ ftreemeg attrib  plane surface  Cl@jt?@  edge   ?  4 unknown  point  ?K@@straight curve  ?jt?@  edge   ?  5 unknown  point  Cl~@@straight curve  jt?@? ftreemeg attrib  plane surface  jt?Cl@ straight curve  K@@?  point  ?K@@ point  @K@@ edge  Zd;J %  6 unknown  vertex   7straight curve  Mb@Dl~@@ ftreemeg attrib  8  cX̀ftreemeg attrib  plane surface  x&1? ~@@?  coedge     $   coedge     /   coedge     , 6  edge  - %?  9 unknown  vertex   :straight curve  @z@@  vertex  , ;straight curve  @z@@  point  @z@@ point  @Cl~@@ point  Cl~@@ edge  '? -@  < unknown  vertex   =straight curve  ?z@@  edge   ? " > unknown  point  ?Cl~@@straight curve  x&1?Cl~@@ straight curve  @Cl~@@? straight curve  @K@@ straight curve  ?K@@ straight curve  Cl~@@? straight curve  ?z@@ Zd;J  point  ?Cl~@@FoldAttmeg attrib    straight curve  ?z@@  point  ?z@@ point  @z@@straight curve  @z@@  point  ?z@@straight curve  ?Cl~@@  End-of-ACIS-dataT,Falten - AufschneidenR ???De@??ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  x&1?jt?@? ftreemeg attrib   face       loop    plane surface  ?jt?@  coedge       ftreemeg attrib   face       loop   plane surface  ?K@@?  coedge      coedge  !  " #   coedge   !  $   coedge   %   &  edge  '/$ (5^I   ) unknown ftreemeg attrib   face * + ,  -  loop  .  plane surface  @K@@??  coedge  / 0 1 2   coedge  3   $  coedge   3 / 4  coedge  1   &  edge  5tt 'Clt  6 unknown  coedge    7 8   coedge  9 :  # ;  edge  < (? " = unknown  edge  > '?  ? unknown  coedge   @ A B &  loop C % D  vertex   E vertex  B Fstraight curve  x&1?Mb@@ ftreemeg attrib   face G H I  J  loop  K  plane surface  @jt?@?  coedge  L M N O   coedge  P   4   coedge   P L Q   coedge  N   2 &  edge  RZd;J 5 1 S unknown  coedge    T U  edge  V 5?  W unknown  vertex  Xstraight curve  t t@jt?@?  coedge  Y T ! 8 Z  edge  >/$ <5^I  7 [ unknown  coedge  \ " ] ^ ;  coedge  " \ _ ` ;  loop  9 a  vertex  b cstraight curve  x&1??@<  vertex  8 dstraight curve  x&1?jt?@  coedge  % e f g &  coedge  h ] % B i  edge  jx&1? (Dl@ % k tangent FldTmpmeg attrib  & face l a &  m  point  x&1?jt?@ point  x&1??@ftreemeg attrib  + face n D o  p  loop  q + plane surface  Cl@jt?@  coedge  r s t u ,  coedge  v . 0 Q   coedge  . v r w   coedge  t 1 . O &  edge  R? x@ N y unknown  coedge  0 / z {   edge  | R? 0 } unknown  vertex  O ~straight curve  ?jt?@ Zd;J  coedge  7 z 3 U Z  edge  Vtt >Clt T  unknown  vertex  U straight curve  ?jt?@  point  ?jt?@ coedge  7 b Z  loop  Y straight curve  x&1?LMb@@  coedge  : 9 ;  coedge  A 9 ^ i  edge  (-DT! -DT!? ] unknown  coedge  : `  edge  <-DT! -DT!? _ unknown  face  ;   edge  x&1? <Dl@ Y tangent  point  x&1??@ point  x&1?jt?@ coedge  @ t q &  coedge  @ g o  edge  j5^I ? /$? @ unknown  coedge  A i  loop  ]  vertex  g straight curve  @?@ ͏ Ώ(@FldEntIdmeg attrib  Dplane surface  @@< ftreemeg attrib  H loop  f H plane surface  Dl@?@?  coedge  e I  coedge  K M w ,  coedge  K ,  coedge  e N K u &  edge  Zd;J x t unknown  coedge  M L   edge   x? M unknown  vertex  u straight curve  K@@?  coedge  T P { Z  edge  |Zd;J V z unknown  vertex  straight curve  ?K@@  point  ?K@@straight curve  t t@jt?@?  point  ?jt?@ coedge  Y Z  coedge  _ Y b FldTmpmeg attrib  Z face  Z   coedge  \  edge   ? unknown  coedge  ] h i  vertex  ellipse curve  x&1??@?;f;f??  coedge  _  loop  _  vertex  ellipse curve  x&1??@?;f;f?? ftreemeg attrib  a face   plane surface  x&1??@?  vertex  straight curve  @?@  edge  أp= ^I  e unknown  coedge  f o  coedge  f o  vertex  g straight curve  Dl@Mb@@?<  coedge  h  edge  -DT! j-DT!? h unknown  face  i   point  Dl@?@ftreemeg attrib  l DcX̀ coedge  q s I  coedge  q I  coedge  s r ,  edge   ? s unknown  vertex  u straight curve  @K@@? Zd;J  coedge  z v Z  edge  |? @ unknown  vertex  straight curve  @K@@  point  @K@@straight curve  ?jt?@  point  ?K@@ coedge  Z  coedge  o  edge  5^I ? /$? unknown  coedge  FldEntIdmeg attrib  plane surface  @@<  coedge   coedge   loop  straight curve  x&1?@?  coedge   edge  Dl x&1 tangent  edge  -? |&1? unknown  point  x&1?@ coedge   edge  Dl x&1 tangent  face    edge  -? |&1? unknown  point  x&1?@ftreemeg attrib   loop  plane surface  Dl@@?  point  Dl@?@straight curve  /$@jt?@?  edge   ? unknown  coedge   edge  j ? unknown  point  Cl@jt?@ coedge   vertex  ellipse curve  Dl@?@;f;f?? ftreemeg attrib   face   cone surface  @?@;f;f?? ?? FoldAttmeg attrib  D  coedge  I  coedge  Z  edge  Zd;J  unknown  vertex  straight curve  @jt?@  point  @jt?@straight curve  K@@?  point  @K@@ edge  أp= ^I  unknown  vertex  straight curve  Dl@1Mb@@?<  coedge   edge  -DT! -DT!? unknown ftreemeg attrib  cX̀ coedge   coedge   coedge   face      coedge      loop    straight curve  @@? Ώ( ͏@ vertex   straight curve  x&1?E@  coedge      loop     vertex  straight curve  @@? ftreemeg attrib  cone surface  @?@;f;f?? ??  vertex   straight curve  x&1?E@ straight curve  Cl@jt?@ straight curve  Dl@?@?  coedge      edge   ?  unknown  point  Dl@@ftreemeg attrib   face       loop   plane surface  ? straight curve  @K@@?  point  @jt?@straight curve  /$@jt?@?  point  Cl@jt?@ellipse curve  Dl@?@;f;f?? FoldAttmeg attrib    coedge      edge   ?  unknown  coedge      coedge     ftreemeg attrib   face  !   " plane surface  x&1?@?  coedge   # $  coedge  %    edge  &أp= ^I  ' unknown FldTmpmeg attrib   coedge  (  ) *  face + ,  -  edge  )\t@ .Et@ / unknown  point  x&1?Cl@ coedge   0 1  coedge  %    edge  2أp= ^I  3 unknown FldTmpmeg attrib   coedge   4 5 6  face 7 8  9  point  Dl@@ edge  )\t@ :Et@ ; unknown  point  x&1?Cl@ loop    straight curve  Dl@@ ftreemeg attrib   face < = >  ?  loop  @ plane surface  ?Dl@??  coedge  A B C D  coedge  E    coedge  E    loop   F straight curve  x&1?Cl@?  coedge  ( G H  coedge  4 I J ftreemeg attrib   face K  L  M plane surface  Cl@Cl@?  coedge  N O  $ L  edge  P-? &|&1?  Q unknown  coedge    N R   vertex   Sstraight curve  Dl@/$@?  coedge    T U  coedge  V W  * X  edge  Px&1? Y@  Z tangent FldEntIdmeg attrib  [  face \ ] ^  _ plane surface  @@  vertex  H `straight curve  Et@Dl@  coedge  O N  1 L  edge  a-? 2|&1?  b unknown  vertex   cstraight curve  Dl@/$@?  coedge    d e  coedge  f g  6 h  edge  ax&1? i@  j tangent FldEntIdmeg attrib  k  face l m  n plane surface  @@  vertex  J ostraight curve  Et@Dl@ ftreemeg attrib   face p F q  r  loop  C  cone surface  ??@;f;f? ??  coedge  s t u v   coedge  w  x y  coedge   w z {  coedge  | G  D >  edge  }-DT! ~-DT!? C  unknown  coedge    t    face      coedge  C u  H >  edge  ~ .x&1   tangent  coedge     J m  edge   :x&1   tangent ftreemeg attrib  ! loop  # ! plane surface  @Dl@??  coedge  0 # % R L  coedge  # 0   L  vertex  $ straight curve  E@Dl@  edge  2 &? %  unknown  point  Cl@Cl@ coedge   x ( U q  edge  Y? ~@ (  unknown  coedge   )   X  coedge  )    X  loop  V   vertex  U straight curve  @@ ͏ S̨@ftreemeg attrib  + cX̀ftreemeg attrib  , face       loop   , plane surface  @?Dl@??  point  ?Dl@ vertex  1 straight curve  E@Dl@  point  Cl@Cl@ coedge  x  4 e q  edge  i? @ 4  unknown  coedge   5   h  coedge  5    h  loop  g   vertex  e straight curve  @@ ftreemeg attrib  7 cX̀ftreemeg attrib  8 loop   8 cone surface  ??@;f;f? ??  point  ?Dl@ftreemeg attrib  = loop  T = plane surface  ?  coedge   @     coedge  @  E    coedge  G | @ v >  edge  .-DT! -DT!? u  unknown  coedge  B A    coedge  T d A y q  edge   ~? x  unknown  coedge    B {   edge  } ? z  unknown  coedge  u C   >  vertex    vertex  H ellipse curve  ???;f;f?  edge  . :? E  unknown ftreemeg attrib  Fplane surface  x&1?Cl@?? straight curve  ?@? S̨ ͏@ coedge   I   m  coedge  I  w  m  vertex  J straight curve  ?@?  coedge    O  ^  edge  P a?   unknown  point  @Dl@straight curve  Cl@Cl@?  coedge  d T   q straight curve  @  coedge  W V   X  coedge    V  ^  edge  -DT! P-DT!? V  unknown  coedge    W    edge  Y-DT! -DT!? W  unknown  face   X    point  @ftreemeg attrib  ] loop   ] plane surface  @  point  @Dl@straight curve  @  coedge  g f   h  coedge    f    edge  i-DT! -DT!? f  unknown  coedge    g  ^  edge  -DT! a-DT!? g  unknown  face   h    point  @ coedge  t s     coedge    s    edge   ?   unknown  vertex   ellipse curve  ??Dl@;f;f?  edge  -DT! -DT!?   unknown straight curve  ??  coedge   z     coedge  z      loop     vertex   straight curve  ?  coedge    |    edge  x&1? }@   tangent  edge  }?  ~@   unknown  point  ? point  ?straight curve  ?Dl@  coedge      m  edge  :-DT! -DT!?   unknown  point  ?straight curve  @Dl@  coedge        edge  i Y?   unknown  coedge        edge   x&1   tangent  coedge      ^  vertex   ellipse curve  @?Dl@;f?;f?  coedge        vertex   ellipse curve  @??;f?;f? ftreemeg attrib   face      cone surface  @?@?;f?;f? ??  coedge        edge   x&1   tangent  vertex   ellipse curve  @??;f?;f?  vertex   ellipse curve  @?Dl@;f?;f? ftreemeg attrib  cone surface  @?@?;f?;f? ??  coedge        coedge        loop     vertex   straight curve  ?Dl@?  edge  5^I ? /$?   unknown  point  ?Dl@ellipse curve  ???;f;f?  coedge        coedge        edge  ?  ~@   unknown  coedge        face       point  ? coedge        loop    straight curve  ?@ ͏ S̨@ vertex   straight curve  ?  coedge        edge  x&1? @   tangent ellipse curve  ??Dl@;f;f? straight curve  @?  coedge        coedge        loop    straight curve  @?@? S̨ ͏@ coedge        edge   ?   unknown  point  @?Dl@ coedge        edge   ?   unknown  point  @?ftreemeg attrib   face       loop    plane surface  @?  coedge        coedge        loop !  " straight curve   @?@?  point   @? point   @?Dl@ coedge    # $   coedge  %      edge  5^I ? &/$?  ' unknown  face (    )  point  ?Dl@ vertex   *straight curve  Mb@Dl@?  coedge  + ,   -  edge   ?  . unknown  coedge   / 0 1   loop 2  3  vertex  1 4straight curve  ?  coedge  5  6   ftreemeg attrib   face 7 8   9 plane surface   ~@  coedge   : ; <  FldTmpmeg attrib   edge   =x&1  > tangent  point   ~@straight curve  ?@  coedge  ?  @ A   coedge   B     edge  CˡEn@ Dln@  D unknown  coedge   E F G   coedge  H      edge  I?  ~@  J unknown FldTmpmeg attrib   face K L   M  coedge  B      loop    straight curve  @?Dl@?  coedge   H    straight curve   @? ftreemeg attrib   face N O P  Q plane surface  @jt?Cl@??  coedge  R  S T   edge  U?  ~@  V unknown  coedge   W X Y   edge  ZˡEn@ Dln@  [ unknown FldTmpmeg attrib   face \    ]  coedge  ; ^  $ _  edge  & ? # ` unknown  coedge  a  ^ b   vertex   cstraight curve  Mb@Dl@? ftreemeg attrib  plane surface  ?Dl@??  point  jt?Cl@ coedge  d  e f -  coedge   d g h -  loop  , i straight curve   ~@  coedge   j k l   coedge  m e  1 n  edge   ox&1  p tangent FldTmpmeg attrib   face q r   s  point   ~@ coedge  t  u v   coedge  g w   x ftreemeg attrib  y cX̀ face z i {  | plane surface  @?  coedge   t } ~   coedge   #  < _  edge  أp= ^I    unknown  vertex   straight curve   ~@@? S̨ ͏@ coedge        coedge     A P  edge  -? C|&1?   unknown  coedge        vertex   straight curve  @Dl/n@Dl@  coedge        coedge     G   edge  x&1? I@   tangent  coedge        vertex   straight curve  @0~@ ftreemeg attrib   cX̀ face      plane surface  @0~@@? ftreemeg attrib   face       loop  @  plane surface  @jt?@  coedge        coedge     T   edge  x&1? U@   tangent  vertex   straight curve   @0~@  coedge        coedge     Y P  edge  -? Z|&1?   unknown  vertex   straight curve   @Dl/n@Dl@ ftreemeg attrib   "cX̀plane surface   @0~@@?  coedge  #  % b _  loop  ;  straight curve  jt?Cl@?  coedge  j %     edge  &أp= ^I  %  unknown  point  jt?Cl@ coedge  , +   -  coedge  0  + f n  edge  -DT! -DT!? e  unknown  coedge   6 , h x  edge  -DT! -DT!? g  unknown  face   -    coedge  / a     coedge    / l   edge  ʡEn@ oDln@ /  unknown  coedge   0   n  loop  m   vertex  1 straight curve   ~@@? ftreemeg attrib   3cX̀ face  "    plane surface  @?  coedge  : 5     coedge    5 v   edge  ʡEn@ =Dln@ 5  unknown  coedge  6    x  loop  w  FldEntIdmeg attrib  7  ftreemeg attrib  8 loop   8 plane surface   ~@Dl@??  coedge    : ~   edge  ~  :  unknown  coedge  ^ ;   _  vertex  ~ straight curve  jt?/$@?  point   ~@Dl@ coedge  E ?     coedge    ?    edge  ~  ?  unknown  coedge  X @ B  P  coedge  @ X   P  vertex  A straight curve  @t?E@  edge  Z C? B  unknown  point  @jt?Cl@ coedge    E    edge  ^I ? /$? E  unknown  coedge   F     coedge  F      loop     vertex   straight curve  @ ~@@ ͏ S̨@ coedge    H    edge  U I?   unknown  point  @ ~@FldEntIdmeg attrib  K ftreemeg attrib  L face       loop   L plane surface  @0~@Dl@?? ftreemeg attrib  O face       loop   O plane surface  @Cl~@@??  coedge  W R     coedge    R    edge  ^I ? /$? R  unknown  coedge   S     coedge  S      loop   r  vertex   straight curve   @ ~@@  point   @ ~@ coedge    W    edge  ~  W  unknown  vertex  Y straight curve   @t?E@  point   @jt?Cl@FldEntIdmeg attrib  \ " face   _    coedge    a    edge  ~  a  unknown  vertex   straight curve  jt?/$@?  coedge    d    edge   ?   unknown  coedge  e m   n  vertex   ellipse curve  ? ~@?;f;f??  coedge  w g   x  vertex   ellipse curve  ? ~@?;f;f?? ftreemeg attrib  i face   x   plane surface  ?0~@  coedge    j    edge  -? |&1? j  unknown  coedge  u k     coedge  k u     loop  u   vertex  l straight curve  t0n@Dl@?  coedge    m  {  edge  o-DT! !-DT!? m " unknown  face # 3 n  $  point   ~@Dl@FldEntIdmeg attrib  q 3 ftreemeg attrib  rcone surface  @ ~@@?;f?;f?? ??  coedge    t    edge  -? |&1? t % unknown  vertex  v &straight curve  t0n@Dl@?  coedge    w  {  edge  =-DT! '-DT!? w ( unknown  coedge   }  )   coedge  }      loop  } *  vertex   +straight curve  Cl~@@? ~  edge   ?  , unknown  point  jt?@ coedge  - .     edge  أp= ^I   / unknown  coedge        coedge    - 0   vertex   1straight curve  @jt?@ ~  edge   ?  2 unknown  point  @jt?@straight curve   @jt?Cl@  coedge    . 3   coedge    4 5   loop     vertex   6straight curve  @^I 0~@Dl@  coedge    7 8   coedge  4 9     edge  :-DT! -DT!?  ; unknown  coedge  <      edge  I-DT! =-DT!?  > unknown  face ?    @  point  @ ~@Dl@ coedge   <     loop    straight curve   @ ~@ ftreemeg attrib  plane surface  @ ~@ ftreemeg attrib   face A    B  loop    plane surface  @Cl~@Cl@??  coedge  . -     edge  أp= ^I   C unknown  vertex   Dstraight curve   @^I 0~@Dl@  coedge    E F   edge  U-DT! G-DT!?  H unknown  coedge  9 4     edge  I-DT! -DT!?  J unknown  point   @ ~@Dl@ vertex   Kstraight curve   @jt?@  point   @jt?@ftreemeg attrib  plane surface  jt?Cl@  vertex   Lstraight curve  Cl~@@?  point  jt?@ coedge  M  N    coedge   M O    loop   P straight curve  ?0~@?  coedge  Q N   R  edge  !x&1? @  S tangent  edge  ? G@ N T unknown  point  ?@~@ coedge  O U   V  edge  'x&1? @  W tangent  edge  ? =@ O X unknown  point  ?0~@ftreemeg attrib   face Y Z [  \ cone surface  ? ~@@?;f;f?? ??  coedge     )   coedge        loop   ] straight curve  Cl~@E@  edge   ?  ^ unknown  coedge      {  edge  o =?  _ unknown  face ` ]   a  point  Cl~@Cl@ coedge    b c {  vertex  d eellipse curve  ? ~@Dl@;f;f?? ftreemeg attrib  cone surface  ? ~@@?;f;f?? ?? straight curve  Cl~@E@  point  Cl~@Cl@ vertex  f gellipse curve  ? ~@Dl@;f;f??  edge   ?  h unknown  face i    j  point  Cl~@@straight curve  jt?@?  coedge     0   coedge     3  straight curve  @Dl~@/$@?  edge   ?  k unknown  point  @Cl~@@straight curve   @jt?@  edge   ? . l unknown  coedge     5   edge   ? 4 m unknown  point  @Cl~@Cl@ coedge  n O  8 V  edge  = :x&1 7 o tangent  coedge    p q   vertex  8 rellipse curve  @ ~@Dl@;f?;f??  coedge    M s   vertex  8 tellipse curve  @ ~@?;f?;f?? ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ?? ftreemeg attrib  plane surface  @ ~@Dl@?? straight curve   @Dl~@/$@?  point   @Cl~@Cl@ coedge  N u  F R  edge  G Ix&1 E v tangent  vertex  F wellipse curve  @ ~@?;f?;f??  vertex  F xellipse curve  @ ~@Dl@;f?;f??  point   @Cl~@@ point  Cl~@@ coedge    < s   coedge   E   R  coedge  7    V  face y z   {  coedge  |  } d R  loop ~   straight curve  ?@~@@ straight curve  @~@?  coedge     f V  loop    straight curve  ?0~@@ ͏ S̨@straight curve  0~@? ftreemeg attrib   face       loop    plane surface  Cl@Cl~@@?  face  *    straight curve  Cl~@Cl@? straight curve   ~@Dl@? ftreemeg attrib  plane surface  Cl~@Cl@??  coedge   }  c   edge  ! '? b  unknown  edge  !X-? x&1? Q  unknown  point  ?@~@Dl@ edge  'X-? x&1? U  unknown  point  ?0~@Dl@straight curve  Cl~@@? ftreemeg attrib  *plane surface  jt?@?? straight curve   @Cl~@@ straight curve   @Cl~@Cl@ straight curve  @ ~@Dl@?  coedge   7   V straight curve  @0~@@? S̨ ͏@ coedge    9 q   edge  : I? p  unknown  point  @0~@Dl@ edge  G =? M  unknown  point  @0~@ coedge  E    R straight curve  @@~@@?  point  @@~@ point  @@~@Dl@ftreemeg attrib  P face      plane surface  @0~@  coedge   Q   R  coedge  b  Q d  FldTmpmeg attrib  R coedge   |   R  face   R    coedge  U    V  coedge   b U f  FldTmpmeg attrib  V coedge      V  face   V   ftreemeg attrib  Z face       loop   Z plane surface  @Cl~@@??  coedge      [ ftreemeg attrib  ]plane surface  Cl~@@??  loop    straight curve  ?@~@Dl@  vertex   straight curve  x&1?@~@Dl@?  vertex   straight curve  x&1?0~@Dl@?  coedge   n   V  coedge  p  n    edge  (\t@ :Et@ n  unknown  coedge   p u    loop   z straight curve  @0~@Dl@? straight curve  @@~@  coedge  u    R  edge  (\t@ IEt@ u  unknown ftreemeg attrib  z face      plane surface  Cl@0~@Cl@??  coedge    |    edge  أp= ^I  |  unknown  coedge  }      coedge        edge  Cl x&1   tangent FldEntIdmeg attrib    face      plane surface  @~@@??  coedge        edge  أp= ^I    unknown  coedge        edge  Cl x&1   tangent FldEntIdmeg attrib    face      plane surface  0~@@?? ftreemeg attrib   face       loop    plane surface  @z@@?  coedge        coedge      [  coedge      [  coedge        edge  /$ ^I    unknown  face  P     point  x&1?@~@Cl@ point  x&1?0~@Cl@ coedge        edge  -? |&1?   unknown  coedge        vertex   straight curve  ^I t@0~@Dl@?  coedge        edge  -? |&1?   unknown  vertex   straight curve  ^I t@@~@Dl@? ftreemeg attrib   loop    plane surface  Cl@0~@@?  coedge        coedge        loop     vertex   straight curve  x&1?@~@/$@?  edge   ?   unknown  coedge        coedge        loop     vertex   straight curve  @~@@ ftreemeg attrib   cX̀FldEntIdmeg attrib     loop    plane surface  0~@@  vertex   straight curve  x&1?0~@/$@?  coedge        coedge        loop     vertex   straight curve  0~@@ ͏( i͏@ftreemeg attrib   cX̀ftreemeg attrib   face       loop    plane surface  Cl@ ~@@? ftreemeg attrib   face       loop    plane surface  ?z@@  coedge        coedge        coedge        coedge        edge  !tt Clt  " unknown  coedge    # $ [  coedge        edge  % ?  & unknown  edge  ' ?  ( unknown  coedge   )  *   loop +  ,  vertex   - vertex  * .straight curve  Cl@^I 0~@@? ftreemeg attrib  plane surface  ?0~@Dl@??  coedge        coedge    / 0  straight curve  Cl@0~@E@  edge   ?  1 unknown  point  Cl@0~@Cl@straight curve  Cl@@~@E@  point  Cl@@~@Cl@ coedge        edge   ?  2 unknown  face 3    4  point  x&1?@~@@straight curve  x&1?@~@Cl@  coedge     5   coedge   6     edge  -DT! 7-DT!?  8 unknown  coedge   /     edge  %-DT! -DT!?  9 unknown  face :    ;  point  Cl@@~@@ftreemeg attrib  <  cX̀FldTmpmeg attrib   coedge  = #  5   point  x&1?0~@@ coedge     *   coedge  /      edge  -DT! -DT!?  > unknown  coedge  6      edge  -DT! ?-DT!?  @ unknown  face A    B  point  Cl@0~@@ftreemeg attrib   loop    plane surface  x&1?0~@@? ftreemeg attrib   face C D E  F  loop  G  plane surface  ?Cl~@@?  coedge  H I J K   coedge  L      coedge   L H M   coedge  J      edge  NZd;J !  O unknown  coedge    P Q   edge  R !?  S unknown  vertex   Tstraight curve  Clt@Dl~@@  coedge   P  $   edge  '/$ %^I  # U unknown  vertex  5 Vstraight curve  Cl@ ~@@  vertex  $ Wstraight curve  Cl@Cl~@@  coedge   X Y Z   edge  ?x&1? Cl@  [ tangent FldTmpmeg attrib   face \    ]  point  Cl@Cl~@@ point  Cl@ ~@@ coedge     0   edge   ? / ^ unknown straight curve  Cl@@~@Cl@ straight curve  x&1?@~@@ ftreemeg attrib  plane surface  x&1?0~@Cl@?  edge  7x&1? %Cl@  _ tangent  coedge    ` a   vertex  b cellipse curve  x&1? ~@@?;f?;f?? ellipse curve  Cl@ ~@@;f?;f?? ftreemeg attrib  cone surface   ~@@?;f?;f?? ?? FoldAttmeg attrib     coedge  d  e b  ellipse curve  Cl@ ~@@;f?;f??  vertex  Z fellipse curve  x&1? ~@@?;f?;f?? ftreemeg attrib  cone surface   ~@@?;f?;f?? ?? ftreemeg attrib   face g , h  i  loop  j  plane surface  x&1?Cl~@@??  coedge  k l m n   coedge  o   M   coedge   o k p   coedge  m   K   edge  N? q@ J r unknown  coedge    s t   edge  u N?  v unknown  vertex  K wstraight curve  @Cl~@@? Zd;J  coedge  # s  Q   edge  Rtt 'Clt P x unknown  vertex  Q ystraight curve  @Cl~@@  point  @Cl~@@straight curve  Cl@^I 0~@@?  point  Cl@ ~@@ point  Cl@Cl~@@ coedge  ) m j z   coedge  { ` ) Z h  edge  ?^I ? |/$? ) } unknown straight curve   ~@@? i͏ ͏(@FldEntIdmeg attrib  ~ , plane surface  0~@@ straight curve  Cl@0~@@? straight curve   ~@@?  coedge  Y e 6 a h  edge  ? 7? 6  unknown  edge  7^I ? /$? =  unknown  point  x&1? ~@@ coedge   =     coedge  ` { = b h  point  x&1? ~@@ftreemeg attrib  D loop  Y D plane surface  x&1? ~@@?  coedge    X z E  coedge   G I p   coedge  G      coedge  X J G n   edge  Zd;J q m  unknown  coedge  I H     edge   q? I  unknown  vertex  n straight curve  @z@@  coedge  P  L t   edge  uZd;J R s  unknown  vertex   straight curve  @z@@  point  @z@@straight curve  Clt@Dl~@@  point  @Cl~@@ edge  | ףp= 5^I  X  unknown  coedge  e Y   h  vertex  Z straight curve  x&1?^I 0~@@< ftreemeg attrib   \ ,cX̀straight curve  x&1? ~@@?  vertex  b straight curve  x&1?^I 0~@@<  coedge   d     coedge    d  E  edge   ףp= 5^I  d  unknown  coedge   j l  E  coedge  j  {  E  coedge  l k     edge   ? l  unknown  vertex  n straight curve  ?z@@ Zd;J  coedge  s  o    edge  u? @   unknown  vertex   straight curve  ?z@@  point  ?z@@straight curve  @Cl~@@?  point  @z@@straight curve  Mb@Dl~@@  edge   |?   unknown  point  x&1?Cl~@@FoldAttmeg attrib  ~ ,  point  x&1?Cl~@@ edge  Zd;J    unknown  vertex   straight curve  Mb@Dl~@@ straight curve  ?Cl~@@  point  ?Cl~@@straight curve  @z@@  point  ?z@@straight curve  x&1?Cl~@@ straight curve  ?z@@  point  ?Cl~@@ End-of-ACIS-dataT,Falten - AufschneidenR ???De@?ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @K@@?? ftreemeg attrib   face       loop    plane surface  @jt?@?  coedge       ftreemeg attrib   face       loop   plane surface  Cl@jt?@  coedge      coedge  !  " #   coedge   !  $   coedge   %   &  edge  ' (@  ) unknown ftreemeg attrib   face * + &  ,  loop  -  plane surface  Dl@?@?  coedge  . / 0 1   coedge  2   $  coedge   2 . 3  coedge  0   &  edge  4Zd;J (  5 unknown  coedge    6 7   coedge  8 9  # :  edge  ; ';f? " < unknown  edge  = (?  > unknown  coedge   ? @ A &  loop B ?   vertex  C D vertex  Estraight curve  K@@? FoldAttmeg attrib  F   face G H I  J plane surface  @@<  coedge  K L M N   coedge  O   3   coedge   O K P   coedge  M   1 &  edge  Qأp= 4^I  0 R unknown  coedge    S T  edge  U 4?  V unknown  vertex  Wstraight curve  @K@@? Zd;J  coedge  X S ! 7 Y  edge  ; =@ 6 Z unknown  coedge  [ " \ C :  coedge  " [ ] ^ :  loop  8 _  vertex  ^ `straight curve  K@@;f?;f  vertex  T astraight curve  @K@@  coedge  % M b c &  coedge  d \ % A e  edge  f? 'K@ @ g unknown FldTmpmeg attrib  & edge  ' h \ i unknown  point  K@@ point  @K@@ftreemeg attrib  j * cX̀ftreemeg attrib  + face k l m  n  loop  o + plane surface  Cl@Cl~@@?  coedge  p - / P   coedge  - p q r   coedge  ? 0 - N &  edge  s5^I ? Q/$? M t unknown  coedge  / . u v   edge  w Q? / x unknown  vertex  N ystraight curve  /$@jt?@?  coedge  6 u 2 T Y  edge  UZd;J = S z unknown  vertex  T {straight curve  @jt?@  point  @jt?@ coedge  | 6 } ~ Y  loop  | straight curve  K@@?  coedge  9 8 :  coedge  @ 8 C e  coedge  } 9 ^  edge  ;  ] unknown  face  :   point  K@@ point  @K@@ coedge  ? c  edge  sx&1? f@ ? tangent  coedge  @ e  loop  d  vertex  A straight curve  @?  vertex  straight curve  K@@  FldEntIdmeg attrib  F ftreemeg attrib  H face    loop  H plane surface  @Cl~@@??  coedge  I  coedge  L K   coedge  L r  edge  s ? q unknown  vertex  N straight curve  Dl@Mb@@?<  coedge  S O v Y  edge  wأp= U^I  u unknown  vertex  straight curve  Cl@jt?@  point  Cl@jt?@straight curve  @K@@?  point  @jt?@ coedge  X Y  coedge  ] X ~  edge  ? ;K@ } unknown FldTmpmeg attrib  Y face  Y   coedge  [  edge   h? unknown  coedge  \ e  coedge  ]  loop   vertex  straight curve  K@@ ftreemeg attrib  _ face  e  plane surface  K@@??  coedge  b  coedge  b  loop  straight curve  @?@ ͏ S(@ coedge  d e  coedge  d  edge  f @ d tangent FldTmpmeg attrib  e point  ?@ edge  hClz  unknown  point  K@@ftreemeg attrib  l face    loop  l plane surface  @z@@?  coedge  m  coedge  o I  coedge  o I  coedge  o  edge  /$ ^I  unknown  coedge  u | p Y  edge  5^I ? w/$? unknown  coedge  q  coedge  q  loop   vertex  straight curve  Dl@?@?  point  Dl@?@straight curve  /$@jt?@?  point  Cl@jt?@ coedge  |  edge  x&1?  @ | tangent  coedge  }  vertex  ~ straight curve  @?< FoldAttmeg attrib   plane surface  @@<  coedge   coedge   loop  straight curve  K@@?  coedge  e  coedge   edge  Clz  unknown FldTmpmeg attrib   face    point  K@@FldEntIdmeg attrib    face   plane surface  @?  coedge   edge  -DT! s-DT!?  unknown  coedge    edge  f -DT!?  unknown  face      coedge    e  coedge      edge  ?  ~@  unknown  coedge      loop   vertex  straight curve  ?@ S S̨@ vertex  straight curve  Cl~@@? Clz ftreemeg attrib   face       loop   plane surface  ?z@@  coedge       coedge   m  coedge     m  coedge    edge  tt Clt  unknown  coedge    I  coedge  ! " #  edge  $ ? % unknown  edge  & ? ' unknown  coedge  ( ) *  loop + ,  vertex  - vertex  * .straight curve  Cl@^I 0~@@? straight curve  Dl@1Mb@@?<  coedge  / 0  coedge  1  edge  2-DT! -DT!? 3 unknown  face 4  5  point  Dl@?@ coedge  1 6 7  loop   straight curve  @?@  coedge  8 9 :  coedge  ; 6 <  edge   =@ > tangent  point  ?@ftreemeg attrib  ? cX̀ coedge  @ A  face B _  C  coedge  D E e  coedge  F @ G  edge  -? H|&1? I unknown  coedge  8 J K  coedge  @ F G  edge  -? L|&1? M unknown  vertex  Nstraight curve  Cl~@@? FldEntIdmeg attrib  O   face P Q R  S plane surface  @? ftreemeg attrib  cX̀ftreemeg attrib   face T U  V  loop   plane surface  ?  coedge  W X Y  edge   x&1 Z tangent  vertex  [ellipse curve  Dl@?@;f;f??  coedge  X \  vertex  ]ellipse curve  ??@;f?;f??;f? -DT! -DT!?ftreemeg attrib   face ^ _  ` cone surface  @?@;f;f?? ??  coedge  a b  c  edge   dx&1 e tangent  coedge  9 f g   coedge  9 h i   loop  j  vertex   kstraight curve  ?  coedge  l f   edge  -DT! m-DT!? n unknown  point  ? point  Cl~@@ftreemeg attrib   face o p q  r  loop  s plane surface  ?Cl~@@?  coedge  t u v w  coedge  x   coedge  x t y  coedge  v   edge  zZd;J   { unknown  coedge  | } m  edge  ~ ?  unknown  vertex  straight curve  Clt@Dl~@@  coedge   |    edge  &/$ $^I    unknown  coedge     #  coedge     #  loop  !   vertex   straight curve  Cl@ ~@@  vertex   straight curve  Cl@Cl~@@  coedge      coedge    *   edge  x&1? Cl@  tangent FldTmpmeg attrib   face      point  Cl@Cl~@@ point  Cl@ ~@@ coedge    0   edge  2 ?  unknown  coedge     vertex   ellipse curve  Dl@?@;f;f?? ftreemeg attrib  plane surface  Dl@@?  coedge   7 <  edge   -DT!? 6  unknown  coedge     coedge    :   edge  =?  ~@  unknown  coedge     <  loop  6   vertex  : straight curve  ?@ FldEntIdmeg attrib   coedge  A G  edge   ? @  unknown ftreemeg attrib  plane surface  K@@??  coedge    E   edge  HʡEn@ dDln@  unknown  coedge    G  loop    vertex  E straight curve  Cl~@E@  coedge    K   edge  LʡEn@ Dln@  unknown  vertex  K straight curve  Cl~@E@  point  Cl~@@ftreemeg attrib  cX̀ftreemeg attrib   face       loop   cone surface  ? ~@@?;f;f?? ?? ftreemeg attrib   face      cone surface  ??@;f;f? ??  coedge     Y  coedge    \ Y  loop   straight curve  @@? S( ͏@ point  Dl@@ edge  m  X  tangent  point  ?@ftreemeg attrib   face      cone surface  @?@;f;f?? ??  coedge      c  coedge      c  loop  b   vertex   straight curve   ~@@? S̨ ͏@ coedge     g  edge  = ? f  unknown  coedge     i   edge   ?   unknown  face       point   ~@ coedge       vertex  \ ellipse curve  ???;f;f? ftreemeg attrib   face  ,     loop    plane surface  x&1?Cl~@@??  coedge        coedge     y  coedge       coedge     w  edge  z? @ v  unknown  coedge       edge   z?   unknown  vertex  w straight curve  @Cl~@@? Zd;J  coedge     }   edge  ~tt &Clt |  unknown  vertex  } straight curve  @Cl~@@  point  @Cl~@@ coedge        loop    straight curve  Cl@^I 0~@@?  coedge  " !   #  coedge  )  !    edge  -DT! -DT!?   unknown  coedge    "    edge  $-DT! -DT!?   unknown  face   #    edge  x&1? $Cl@   tangent  point  Cl@ ~@@ point  Cl@Cl~@@ coedge  (     coedge    (    edge  ^I ? /$? (  unknown  coedge   )     loop     vertex   straight curve   ~@@? i͏ ͏(@FldEntIdmeg attrib   , plane surface  0~@@  coedge   /     coedge  /  W    loop    straight curve  Dl@@?  coedge    1    edge   2x&1   tangent  point  Dl@@ coedge  6 ;   <  vertex   ellipse curve  ??@;f?;f?@;f?  coedge    8  R  edge   x&1 8  tangent  vertex   straight curve  ?  coedge  f l ;   edge  =-DT! -DT!? ;  unknown  face  <    point  ?straight curve  Cl~@@?  coedge  J D     coedge  D J F    loop  D  straight curve  t0n@Dl@?  edge  L H?   unknown  face  G    point  Cl~@Cl@ vertex   straight curve  t0n@Dl@?  point  Cl~@Cl@FldEntIdmeg attrib   Q face       loop  ! Q plane surface  @~@@??  coedge  "  # $ R ftreemeg attrib  U face % & '  (  loop  ) U plane surface  @jt?Cl@??  coedge  * W + , Y  edge  -أp= ^I  W . unknown  coedge  X * / 0 Y FldTmpmeg attrib  Y face 1 Y  2 straight curve  ?@? S̨ S@ftreemeg attrib  3 _cX̀ face 4 5 6  7  loop 8  _ plane surface  @@  coedge  b a 9 : c  coedge  h ; a    edge  <-DT! -DT!? a = unknown  coedge  >  b  ?  edge  d-DT! @-DT!? b A unknown  face B j c  C  point   ~@Dl@straight curve  ??  coedge  ; h  D   loop   E straight curve   ~@? ftreemeg attrib  j face F    G plane surface   ~@  coedge  / H l  I  edge   m?  J unknown  point  ?ftreemeg attrib  p loop   p plane surface  x&1? ~@@?  coedge  K L   q  coedge  M s u    coedge  s M K N   coedge   v s   edge  OZd;J   P unknown  coedge  u t Q R  edge  S ? u T unknown  vertex   Ustraight curve  @z@@  coedge  | Q x    edge  Zd;J ~  V unknown  vertex  R Wstraight curve  @z@@  point  @z@@straight curve  Clt@Dl~@@  point  @Cl~@@ coedge  X  Y Z   coedge   [    FldTmpmeg attrib   face \   ]  coedge  ^ _   `  edge   ?  a unknown  coedge    b c   vertex  d eellipse curve  Cl@ ~@@;f?;f??  coedge  [  f g   loop     vertex  h iellipse curve  Cl@ ~@@;f?;f?? ftreemeg attrib   face j  k  l plane surface  Cl@ ~@@?  vertex  Z mstraight curve   ~@@?  edge   ףp= O5^I   n unknown  coedge  Y  L o   coedge   Y p q   vertex   rstraight curve  x&1?^I 0~@@<  coedge  p s   k  edge  t-DT! -DT!?  u unknown  face v w   x  point  x&1? ~@@ftreemeg attrib  y  ,cX̀ coedge    z {   coedge   |     edge  }أp= 2^I   ~ unknown  face       coedge       straight curve  @@?  edge      tangent  point  ?@ coedge   "  D R straight curve   ~@@?  point   ~@ vertex   ellipse curve  ???;f;f? ftreemeg attrib  cone surface  ??@;f;f? ??  coedge   #   ?  edge  d ?   unknown straight curve  Cl~@Cl@? ftreemeg attrib  plane surface  Cl~@@??  point   ~@Dl@ftreemeg attrib   QcX̀ftreemeg attrib   face       loop    cone surface  @ ~@@?;f?;f?? ?? FldTmpmeg attrib   coedge    "    coedge    !  R  coedge   >  $ ?  edge  -DT! -DT!?   unknown ftreemeg attrib   face       loop    plane surface  @jt?@  coedge        coedge      Y  coedge  z   ,   edge  -? -|&1?   unknown  vertex   straight curve  Dl@/$@?  coedge     0 I  edge  ? m@   unknown ftreemeg attrib   cX̀plane surface  @@ FldEntIdmeg attrib   _ftreemeg attrib   face       loop    cone surface  @?@?;f?;f? ?? FldTmpmeg attrib   coedge     :   edge  @x&1? <@ 9  tangent  coedge        vertex   ellipse curve  ? ~@?;f;f??  coedge  #    ?  loop     vertex   ellipse curve  ? ~@Dl@;f;f?? ftreemeg attrib  cone surface  ? ~@@?;f;f?? ??  edge  -DT! -DT!?   unknown  face      ftreemeg attrib  plane surface  Cl~@Cl@??  coedge      I  loop  /  straight curve  ??  coedge     N q  coedge     o q  coedge        edge   O?   unknown  vertex   straight curve  ?z@@ Zd;J  coedge     R   edge  ? S@ Q  unknown  vertex   straight curve  ?z@@  point  ?z@@straight curve  @Cl~@@?  point  @z@@ coedge        coedge     Z   edge  ^I ? /$?   unknown  coedge       FldEntIdmeg attrib    plane surface  0~@@  coedge     d `  coedge     h `  loop  ^  straight curve  Cl@@~@@  coedge     c   edge  Cl tx&1 b  tangent  edge  -? |&1?   unknown  point  Cl@0~@@ coedge     g   edge  Cl x&1 f  tangent  edge  -? |&1?   unknown  point  Cl@@~@@ftreemeg attrib   loop    plane surface  x&1?0~@@?  point  x&1? ~@@straight curve  Mb@Dl~@@  edge   ? L  unknown  coedge     q k  edge   ? p  unknown  point  x&1?Cl~@@ coedge      k  vertex  c ellipse curve  x&1? ~@@?;f?;f?? ftreemeg attrib   face      cone surface   ~@@?;f?;f?? ?? FoldAttmeg attrib   ,  coedge   +  {   edge  } -?   unknown  coedge        vertex   straight curve  Dl@/$@? ftreemeg attrib   face      plane surface  Cl@Cl@?  coedge    H   straight curve  ?@?  point  ?straight curve   ~@Dl@ ftreemeg attrib  cone surface   ~@@?;f?;f?? ??  coedge        coedge   !     coedge  !      edge  x&1? @ !  tangent  vertex   ellipse curve  ? ~@Dl@;f;f?? ftreemeg attrib  & face       loop   & plane surface  @Cl~@@??  coedge      '  coedge   )     coedge  )      coedge    )    edge  ˡEn@ Dln@   unknown  coedge    *    edge  x&1? @ *  tangent  coedge  +      loop  +   vertex  , straight curve  E@Dl@  point  Cl@Cl@ coedge  H /   I  vertex  0 straight curve  @ FldEntIdmeg attrib  1 ftreemeg attrib   5cX̀ loop   5 plane surface   @0~@@?  coedge      6  coedge   9     coedge  9      loop  9  straight curve  ?0~@@ ͏ S̨@ coedge    ;    edge   <? ;  unknown  edge  <? @   unknown  point  ?0~@ coedge    >    edge  @ ? >  unknown  face  E ?    edge  @X-? x&1?   unknown  point  ?0~@Dl@ vertex   !ellipse curve  ? ~@?;f;f?? ftreemeg attrib  Eplane surface  ?0~@  edge  "? @  # unknown  face $  I  %  coedge  L K X  q  coedge  Q X M    edge  Zd;J S  & unknown  vertex   'straight curve  ?Cl~@@  point  ?Cl~@@straight curve  @z@@  point  ?z@@ edge   ףp= 5^I  X ( unknown  vertex  Z )straight curve  x&1?^I 0~@@<  coedge  s p [  k  edge  -DT! -DT!? [ * unknown ftreemeg attrib  + \ cX̀ coedge  _ ^ , - `  coedge  b . ^ d   coedge  / f _ h   face 0 1 `  2  coedge   b 3 4  straight curve  0~@@ ͏( i͏@ vertex  5 6straight curve  Cl@0~@E@  coedge  f  7 8   vertex  g 9straight curve  @~@@  vertex  : ;straight curve  Cl@@~@E@ straight curve  x&1?Cl~@@ straight curve  x&1? ~@@?  coedge  7 3 s  <  edge  t ?  = unknown  point  x&1?0~@@ftreemeg attrib  w face > ? @  A  loop  B w plane surface  @0~@Dl@??  coedge   z |   straight curve  Cl@Cl@?  coedge  |   C   edge  D-? }|&1? | E unknown  point  Cl@Cl@ftreemeg attrib  plane surface  @Dl@??  coedge  F  G H   coedge   F  I   coedge  J K     edge  L-DT! M-DT!?  N unknown  coedge   O     edge  X-? Px&1?  Q unknown  coedge   /  I   coedge  R      edge  ? S@  T unknown straight curve  ?@~@@  point  ?@~@Dl@ftreemeg attrib   face U V W  X  loop  Y  plane surface  @Cl~@Cl@??  coedge  Z [ \ ]   coedge  ^    '  coedge   ^ Z _ '  coedge  \      edge  `-? |&1?  a unknown  coedge    b c   coedge  d    e  edge  f ?  g unknown  edge  h ?  i unknown  coedge   j k l   loop m  n  vertex   o vertex  l pstraight curve  @Dl/n@Dl@  coedge  k  d q   coedge   k r s   loop   t straight curve  @@ ͏ S̨@ coedge   d   e  edge  D ?  u unknown  point  @Dl@ coedge  r v   w  edge   "?  x unknown  point  @FldEntIdmeg attrib   5FldTmpmeg attrib   coedge  y b  z   coedge  {   C 6  coedge   {  z 6  coedge      e  edge  f-DT! D-DT!?  | unknown  coedge  .  } ~   coedge   R     coedge  O     FldTmpmeg attrib   face       loop    straight curve  ?@~@  vertex  ~ straight curve  0~@?  loop    straight curve  ?0~@Dl@? ftreemeg attrib  plane surface   ~@Dl@??  vertex  4 straight curve  x&1?0~@Dl@?  point  ?@~@ vertex   straight curve  @ ftreemeg attrib  plane surface  ? straight curve  ?z@@  point  ?Cl~@@straight curve  Mb@Dl~@@  point  x&1?Cl~@@ellipse curve  x&1? ~@@?;f?;f?? FoldAttmeg attrib     coedge     -   edge   ? ,  unknown  coedge     5   coedge     :  ftreemeg attrib   face   <   plane surface  Cl@0~@@?  coedge     4 <  edge  أp= t^I    unknown  edge  (\t@ Et@ .  unknown  point  Cl@0~@Cl@ coedge     8 <  edge  Pأp= ^I    unknown  point  x&1?@~@@ edge  (\t@ LEt@ /  unknown  point  Cl@@~@Cl@ loop  3 1 straight curve  x&1?0~@@? ftreemeg attrib   face       loop    plane surface  @ ~@  coedge  K J     edge  Dx&1? "@   tangent  vertex   straight curve  E@Dl@  coedge        coedge   y  H   edge  Mx&1? @ G  tangent  edge  S Lx&1   tangent  coedge  B      coedge   B     vertex  I  vertex   ellipse curve  @ ~@Dl@;f?;f??  coedge        vertex  8 straight curve  x&1?@~@Dl@?  coedge        vertex  I straight curve  @~@? ftreemeg attrib   face  n     loop    plane surface  @ ~@Dl@??  coedge        coedge     _   coedge        coedge     ]   edge  ~ ` \  unknown  coedge      '  edge   `?   unknown  vertex   straight curve  @t?E@  coedge     c   edge  hˡEn@ fDln@ b  unknown  coedge     q e  loop  d   vertex  z straight curve   @?Dl@  vertex  c straight curve   @jt?Cl@  coedge        coedge     l   edge   x&1   tangent FldTmpmeg attrib   face       point  @jt?Cl@ point  @?Dl@ edge  -DT! -DT!?   unknown  coedge     s w  edge  -DT! -DT!?   unknown  face      straight curve  @Dl@?  coedge    {  w  loop  r  straight curve  @  coedge  G      edge   fx&1   tangent  coedge    v  6 ellipse curve  @?Dl@;f?;f?  coedge     ~   edge   x&1   tangent FldEntIdmeg attrib   plane surface  0~@@??  face       point  @0~@ face       point  x&1?0~@Cl@ point  @ coedge   , . 5   coedge  ,  / :   loop    straight curve  Cl@@~@Cl@ ftreemeg attrib  1plane surface  x&1?0~@Cl@?  coedge  3 7 O  < straight curve  x&1?0~@/$@?  vertex  ~ straight curve  ^I t@0~@Dl@? straight curve  x&1?@~@/$@? straight curve  ^I t@@~@Dl@? ftreemeg attrib  ? loop   ? cone surface  @ ~@@?;f?;f?? ??  coedge      @  coedge  }  B    edge  -DT! -DT!?   unknown straight curve  @@  point  @Dl@ coedge    F  @  edge  -DT! S-DT!? F  unknown  coedge   G     vertex   straight curve   @ ~@@ straight curve  @@~@@?  coedge    J    edge   L?   unknown  coedge    K  W  edge  M ?   unknown  point  @@~@Dl@ edge  M^I ? /$?   unknown  point   @ ~@Dl@ edge  P ?   unknown  point  x&1?@~@Cl@ coedge    R  @  edge  S ? R  unknown  point  @@~@ftreemeg attrib  V loop   V plane surface  @?  coedge      W  coedge   Y [    coedge  Y      coedge   \ Y    edge  أp= ^I    unknown  coedge  [ Z     edge   ? [  unknown  vertex  ] straight curve  @jt?@ ~  coedge  b  ^    edge  -? h|&1?   unknown  vertex   straight curve   @jt?@  point  @jt?@straight curve   @Dl/n@Dl@  face   e    point   @?Dl@ point   @jt?Cl@ coedge  j      coedge    j    edge  ?  ~@ j  unknown  vertex  l straight curve  @?@? S̨ ͏@ftreemeg attrib   ncX̀plane surface  @0~@@? ellipse curve  @?Dl@;f?;f?  coedge  v r   w ellipse curve  @??;f?;f? ftreemeg attrib  tcone surface  @?@?;f?;f? ??  edge  "-DT! -DT!? {  unknown  face  t w    coedge    y    edge  ?  ~@ y  unknown  vertex  z straight curve   @?@?  coedge   }    straight curve  @0~@@? S̨ ͏@ftreemeg attrib   cX̀ftreemeg attrib   face      plane surface  @0~@ ftreemeg attrib  plane surface  ?0~@Dl@??  point  @0~@Dl@ coedge      @  edge  -DT! -DT!?   unknown  coedge        vertex   ellipse curve  @ ~@Dl@;f?;f?? ellipse curve  @ ~@?;f?;f??  coedge        coedge      W  point   @ ~@straight curve  @0~@Dl@? straight curve   @ ~@Dl@  vertex   straight curve   @^I 0~@Dl@ straight curve  x&1?@~@Cl@ straight curve  @@~@  coedge      W  coedge        edge  ^I ? /$?   unknown  coedge        edge   ?   unknown  vertex   straight curve  @Dl~@/$@?  coedge        edge  ~    unknown  vertex   straight curve   @Cl~@@  point  @Cl~@@straight curve   @t?E@  point   @jt?@ftreemeg attrib  plane surface  @?Dl@??  edge  x&1? @   tangent  coedge        coedge        vertex   straight curve  @0~@  point  @?FldEntIdmeg attrib   n edge   ?   unknown ellipse curve  @??;f?;f? ftreemeg attrib  plane surface  @ straight curve   @0~@  point   @?ftreemeg attrib  plane surface  Cl@0~@Cl@??  edge   ?   unknown ellipse curve  @ ~@?;f?;f??  point  @ ~@Dl@ edge  أp= ^I    unknown  point   @Cl~@Cl@straight curve  @^I 0~@Dl@ straight curve   @Cl~@Cl@  point  @Cl~@Cl@straight curve   @jt?@  point   @Cl~@@straight curve  @ ~@@ ͏ S̨@ point  @ ~@straight curve  @?? straight curve  @ ~@? straight curve   @Dl~@/$@?  End-of-ACIS-dataT,Falten - AufschneidenR ???De@?jACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @K@@?? ftreemeg attrib   face       loop    plane surface  @jt?@?  coedge       ftreemeg attrib   face       loop   plane surface  Cl@jt?@  coedge      coedge  !  " #   coedge   !  $   coedge   %   &  edge  ' (@  ) unknown ftreemeg attrib   face * + &  ,  loop  -  plane surface  Dl@?@?  coedge  . / 0 1   coedge  2   $  coedge   2 . 3  coedge  0   &  edge  4Zd;J (  5 unknown  coedge    6 7   coedge  8 9  # :  edge  ; ';f? " < unknown  edge  = (?  > unknown  coedge   ? @ A &  loop B ?   vertex  C D vertex  Estraight curve  K@@? FoldAttmeg attrib  F   face G H I  J plane surface  @@<  coedge  K L M N   coedge  O   3   coedge   O K P   coedge  M   1 &  edge  Qأp= 4^I  0 R unknown  coedge    S T  edge  U 4?  V unknown  vertex  Wstraight curve  @K@@? Zd;J  coedge  X S ! 7 Y  edge  ; =@ 6 Z unknown  coedge  [ " \ C :  coedge  " [ ] ^ :  loop  8 _  vertex  ^ `straight curve  K@@;f?;f  vertex  T astraight curve  @K@@  coedge  % M b c &  coedge  d \ % A e  edge  f? 'K@ @ g unknown FldTmpmeg attrib  & edge  'K@ hz@ \ g unknown  point  K@@ point  @K@@ftreemeg attrib  i * cX̀ftreemeg attrib  + face j k l  m  loop  n + plane surface  Cl@Cl~@@?  coedge  o - / P   coedge  - o p q   coedge  ? 0 - N &  edge  r5^I ? Q/$? M s unknown  coedge  / . t u   edge  v Q? / w unknown  vertex  N xstraight curve  /$@jt?@?  coedge  6 t 2 T Y  edge  UZd;J = S y unknown  vertex  T zstraight curve  @jt?@  point  @jt?@ coedge  { 6 | } Y  loop ~ {  straight curve  K@@?  coedge  9 8 :  coedge  @ 8 C e  coedge  | 9 ^  edge  ; Pw@ ] unknown  face  :   point  K@@ point  @K@@ coedge  ? c  edge  rx&1? f@ ? tangent  coedge  @ e  loop  d  vertex  A straight curve  @?  vertex  FldEntIdmeg attrib  F ftreemeg attrib  H face    loop  H plane surface  @Cl~@@??  coedge  I  coedge  L K   coedge  L q  edge  r ? p unknown  vertex  N straight curve  Dl@Mb@@?<  coedge  S O u Y  edge  vأp= U^I  t unknown  vertex  straight curve  Cl@jt?@  point  Cl@jt?@straight curve  @K@@?  point  @jt?@ coedge  X Y  coedge  ] X }  edge  ? ;K@ | unknown FldTmpmeg attrib  Y face  Y   coedge  [  edge  h ;f? [ unknown  coedge  \ e  coedge  ]  loop   vertex  straight curve  K@@? ftreemeg attrib  _ face  e  plane surface  K@@;f?;f?;f?;f  coedge  b  coedge  b  loop  straight curve  @?@ ͏ S0@ coedge  d e  coedge  d  edge  f @ d tangent FldTmpmeg attrib  e point  ?@ edge  hz@  ~@ g unknown  point  z@@ftreemeg attrib  k face    loop  k plane surface  @z@@?  coedge  l  coedge  n I  coedge  n I  coedge  n  edge  /$ ^I  unknown  coedge  t { o Y  edge  5^I ? v/$? unknown  coedge  p  coedge  p  loop   vertex  straight curve  Dl@?@?  point  Dl@?@straight curve  /$@jt?@?  point  Cl@jt?@ coedge  {  edge  x&1?  @ { tangent  coedge  |  vertex  } straight curve  @?< FoldAttmeg attrib   plane surface  @@<  coedge   coedge   loop  straight curve  z@@;f;f?  coedge  e  coedge   coedge   coedge   edge  Pg@ n@ unknown FldTmpmeg attrib   face    point  z@@FldEntIdmeg attrib    face   plane surface  @?  coedge   edge  -DT! r-DT!?  unknown  coedge    edge  -DT! f  unknown  face      coedge      edge  ?  ~@  unknown  coedge      loop   vertex  straight curve  ?@ S S̨@ vertex   ftreemeg attrib   face     plane surface  z@@  coedge       coedge   l  coedge     l  coedge    edge  tt Clt  unknown  coedge    I  coedge    !  edge  " ? # unknown  edge  $ ? % unknown  coedge  & '  loop (  vertex  ) vertex  ' *straight curve  Cl@^I 0~@@? straight curve  Dl@1Mb@@?<  coedge  + ,  coedge  -  edge  .-DT! -DT!? / unknown  face 0  1  point  Dl@?@ coedge  - 2 3  loop  straight curve  @?@  coedge  4 5  coedge  6 2 7  edge   8@ 9 tangent  point  ?@ftreemeg attrib  : cX̀ coedge   ;  coedge    edge  <? h@ = unknown  coedge  >  edge  ??  @ @ unknown  coedge  A B C  edge    D tangent  coedge  E F G  edge  H ? I tangent  coedge   J K  loop L M  vertex  N Ostraight curve  0n@@? FldEntIdmeg attrib  P   face Q R  S plane surface  @? ftreemeg attrib  cX̀ftreemeg attrib   face T U  V  loop   plane surface  ?  coedge  W X Y  edge   x&1 Z tangent  vertex  [ellipse curve  Dl@?@;f;f??  coedge  X \  vertex  ]ellipse curve  ??@6=fb:f?c:f? -DT! -DT!?ftreemeg attrib   face ^ _   _ cone surface  @?@;f;f?? ??  coedge  4 ` a   coedge  4 b c   loop    vertex  dstraight curve  ?  coedge  e `   edge  -DT! f-DT!? g unknown  point  ? edge   h-DT!? i j unknown  point   ~@@FoldAttmeg attrib  k   face l m !  n plane surface  0~@@  coedge  o   coedge  o ;  coedge    edge  <Zd;J   p unknown  coedge  q r l  edge  s ? t unknown  vertex  ustraight curve  Clt@Dl~@@  coedge  q   edge  $/$ "^I   v unknown  coedge  w x y !  coedge  w z { !  loop     vertex  K |straight curve  Cl@ ~@@  vertex   }straight curve  Cl@Cl~@@  coedge  i x ' ~  edge   Cl@  tangent FldTmpmeg attrib   point  Cl@Cl~@@ point  Cl@ ~@@ coedge    ,   edge  . ?  unknown  coedge     vertex   ellipse curve  Dl@?@;f;f?? ftreemeg attrib  plane surface  Dl@@?  coedge   3 7  edge  -DT!   unknown  coedge    5   edge  8? H ~@  unknown  coedge     7  loop  6 U  vertex  5 straight curve  ?@ FldEntIdmeg attrib   edge  ? <?   unknown  vertex  straight curve  @z@@  coedge  q o   vertex  straight curve  @z@@  coedge     C  coedge   i  C  loop  A  straight curve   ~@@? S̨ S@ coedge    N G  coedge     G  loop  F   vertex  straight curve   ~@@?  coedge  z  K   edge   "Cl@  tangent FldTmpmeg attrib   face      edge   -DT!?   unknown  point   ~@@ftreemeg attrib  cX̀ftreemeg attrib   face      cone surface  @?@;f;f?? ?? ftreemeg attrib   face  7   cone surface  ??@;f;f? ??  coedge     Y  coedge    \ Y  loop  X  straight curve  @@? S0 ͏@ point  Dl@@ edge  f  X  tangent  point  ?@ftreemeg attrib  plane surface   ~@  coedge     a  edge  8 ? `  unknown  coedge     c   edge  H ?   unknown  point   ~@ coedge       vertex  \ ellipse curve  ???;f;f?  vertex    coedge   & B  ~ ellipse curve  ? ~@@;f;f?;f? -DT! -DT!?ftreemeg attrib    cX̀ftreemeg attrib   face   ~   plane surface  Cl@ ~@@?  coedge    >  straight curve  @Cl~@@? Zd;J  coedge   >  r  edge  stt $Clt q  unknown  vertex  r straight curve  @Cl~@@  point  @Cl~@@straight curve  Cl@^I 0~@@?  coedge      !  coedge  &   y ~  edge  -DT! -DT!? x  unknown  coedge   J  {   edge  "-DT! -DT!? z  unknown  point  Cl@ ~@@ point  Cl@Cl~@@ loop  i m straight curve   ~@@? ӉS ͏(@ coedge   +     coedge  +  W    loop    straight curve  Dl@@?  coedge    -    edge   .x&1   tangent  point  Dl@@ coedge  2 6   7  vertex   ellipse curve  ??@;f;f@;f? straight curve  ?  coedge  ` e 6   edge  8-DT! -DT!? 6  unknown  point  ?straight curve  @z@@  point  @z@@ edge  ?Zd;J s >  unknown  point  @z@@ coedge  B A   C  coedge  b  A    edge  -DT! -DT!? A  unknown  face   C    coedge  F E   G  coedge  J  E N   coedge   b F    edge  -DT! H-DT!? F  unknown  face   G    point   ~@ loop    straight curve   ~@@? FoldAttmeg attrib   M plane surface  0~@@  vertex  N ellipse curve  ? ~@@;f;f@;f? ftreemeg attrib   RcX̀ face       loop   R plane surface  @@ ftreemeg attrib  Ucone surface  ??@;f;f? ??  coedge   W   Y  edge  أp= ^I  W  unknown  coedge  X    Y FldTmpmeg attrib  Y face  Y   straight curve  ?@? S̨ S@straight curve  ??  loop    straight curve   ~@?  coedge    e    edge  f ? e  unknown  point  ? point  ?0~@@ coedge  x i   ~ FldEntIdmeg attrib  k  ftreemeg attrib  m face      cone surface   ~@@?;f?;f?? ?? straight curve  Clt@Dl~@@  point  @Cl~@@ coedge    w    edge   ?   unknown  vertex   ellipse curve  Cl@ ~@@;f?;f??  coedge   z     vertex   ellipse curve  Cl@ ~@@;f?;f??  coedge        coedge        edge  أp= .^I    unknown  face       coedge       straight curve  @@?  edge      tangent  point  ?@ vertex   ellipse curve  ???;f;f? straight curve  @Cl~@@?  coedge        edge  h? @   tangent  coedge        vertex   ellipse curve  ? ~@?;f;f?? ftreemeg attrib   face      cone surface  ? ~@@?;f;f?? ??  coedge        edge  ? @   tangent  vertex   ellipse curve  ? ~@?;f;f?? ftreemeg attrib   face  M    cone surface  ? ~@@?;f;f?? ?? ftreemeg attrib    McX̀ point  ?@~@@FldEntIdmeg attrib   Rftreemeg attrib   face       loop  !  cone surface  @?@?;f?;f? ?? FldTmpmeg attrib   coedge    " # Y  coedge   $   %  edge  &-? |&1?  ' unknown  vertex   (straight curve  Dl@/$@?  coedge  )      edge  *? f@  + unknown ftreemeg attrib  , cX̀plane surface  @@  coedge   )  -   loop   . straight curve  ?  coedge   /     edge  Cl h  0 tangent ftreemeg attrib  plane surface  ?0~@  coedge  1  /    coedge   1 2    loop    straight curve  Cl@@~@@  edge  -? 3|&1? / 4 unknown  point  Cl@0~@@ coedge  2      edge  Cl   5 tangent  edge  -? 6|&1? 2 7 unknown  point  Cl@@~@@ coedge  8    %  edge   ?  9 unknown  coedge   : 8 ;   vertex   <straight curve  Dl@/$@? ftreemeg attrib   face = . %  > plane surface  Cl@Cl@?  coedge  :   -  straight curve  ?@?  point  ? coedge  ?  @    loop A ? B straight curve  ?0~@@ S S̨@ coedge  C @   D  edge   ?  E unknown  edge  ? F@  G unknown  point  ?0~@ftreemeg attrib   face H I   J  loop  K  plane surface  Cl@0~@Cl@??  coedge   L C    loop M L N straight curve  ?@~@@  edge  ? O@  P unknown  point  ?@~@ftreemeg attrib  cone surface   ~@@?;f?;f?? ?? FldEntIdmeg attrib   M ftreemeg attrib  Q cX̀ face R N S  T  loop U V  plane surface   @0~@@?  coedge  W X Y Z   coedge  [ \  # ]  edge  &x&1? *@  ^ tangent  coedge   8 _ ` %  loop     vertex   astraight curve  E@Dl@  point  Cl@Cl@ coedge    b c   vertex   dstraight curve  @ FldEntIdmeg attrib    edge  e? @  f unknown  face g    h  coedge   i    straight curve  0~@@ ͏( ӉS@ coedge    j k   coedge  l      vertex  m nstraight curve  Cl@0~@E@ straight curve  @~@@  vertex  o pstraight curve  Cl@@~@E@  coedge  $   ; % straight curve  Cl@Cl@?  coedge    W q   edge  r-? |&1?  s unknown  point  Cl@Cl@ftreemeg attrib  plane surface  @Dl@??  coedge  i  t u   coedge   v   D FldTmpmeg attrib   face w x   y  coedge  v    D  loop  @ I straight curve  ?0~@?  vertex  u zstraight curve  0~@? ftreemeg attrib   face { B D  | plane surface  Cl@0~@@?  coedge  } j i m   coedge   l ~   FldTmpmeg attrib   face       vertex   straight curve  @~@? FldEntIdmeg attrib   ftreemeg attrib   loop    cone surface  @ ~@@?;f?;f?? ?? FldTmpmeg attrib   coedge    X    coedge   ! : q   coedge  !  V    coedge   _ ! Z   edge  -DT! r-DT!? !  unknown  coedge   "   ]  coedge  "    ]  loop  [  straight curve  @@ ͏ S̨@ coedge  Y  $ `   edge  r &? $  unknown  point  @Dl@ coedge    ) c   edge  * e? )  unknown  point  @ vertex  - straight curve  @ ftreemeg attrib  .plane surface  ?  coedge  / ? K m   coedge  K  1 k   edge  6 3? j  unknown  coedge  L 2  o   edge  3(\t@ Et@ i  unknown  point  Cl@0~@Cl@ edge  6(\t@ Et@ l  unknown  point  Cl@@~@Cl@ edge  rx&1? e@ :  tangent  vertex  ; straight curve  E@Dl@  coedge    ? u   edge  F x&1 ?  tangent  coedge  @ C   D ftreemeg attrib   BcX̀ face      plane surface  0~@@??  point  @0~@ftreemeg attrib  Iplane surface  @0~@  coedge   K     coedge    L  S  edge  O x&1 L  tangent ftreemeg attrib   NcX̀plane surface  @~@@??  point  @@~@ coedge   ~   S  coedge   V     coedge  V      edge   x&1 V  tangent  coedge  X W     coedge   Y     loop     vertex   ellipse curve  @?Dl@;f?;f?  coedge  \ [   ]  coedge  _  [    edge  -DT! &-DT!? [  unknown  coedge   b \    edge  *-DT! -DT!? \  unknown  face   ]   straight curve  @Dl@?  coedge  b      loop    straight curve  @  point  @ coedge  j } l o  straight curve  Cl@@~@Cl@  vertex  u straight curve  ^I t@0~@Dl@?  vertex   straight curve  ^I t@@~@Dl@? straight curve  @@  point  @Dl@ coedge   t     coedge  t      loop    straight curve  @0~@@? S̨ ͏@ coedge    v    edge  F O?   unknown FldEntIdmeg attrib  w Bftreemeg attrib  x face       loop   x plane surface  @0~@Dl@??  coedge    }    edge   ?   unknown  coedge  ~    S straight curve  @@~@@? FldEntIdmeg attrib   N coedge      S  coedge        edge  -DT! -DT!?   unknown  coedge        coedge        edge  ?  ~@   unknown  coedge        coedge        edge  ˡEn@ Dln@   unknown  vertex   straight curve   @?@?  edge  e-DT! -DT!?   unknown  coedge        edge   ?   unknown  face       point   @?Dl@ coedge        edge   x&1   tangent  vertex   ellipse curve  @?Dl@;f?;f?  coedge        vertex   ellipse curve  @??;f?;f? ftreemeg attrib  cone surface  @?@?;f?;f? ??  face       point  @0~@Dl@ point  @@~@Dl@ coedge        coedge        edge  -DT! F-DT!?   unknown  coedge        edge  -DT! -DT!?   unknown  face       coedge        loop    straight curve  @0~@? ftreemeg attrib  plane surface  @ ~@ straight curve  @@~@Dl@  edge  -DT! O-DT!?   unknown  edge  x&1? @   tangent  coedge        vertex   ellipse curve  @ ~@Dl@;f?;f??  coedge        coedge        coedge        loop     vertex   straight curve   @0~@  coedge        coedge        edge  -? |&1?   unknown  coedge        loop     vertex   straight curve   @Dl/n@Dl@  point   @?ellipse curve  @??;f?;f?  coedge       straight curve   @?Dl@ ftreemeg attrib  plane surface  @?Dl@??  coedge        coedge        loop    straight curve  @?@? S̨ ͏@ point  @?Dl@ edge   ?   unknown  point  @?ftreemeg attrib  plane surface  @  coedge        edge  x&1? @   tangent  coedge        vertex   ellipse curve  @ ~@?;f?;f??  vertex   !ellipse curve  @ ~@Dl@;f?;f?? ftreemeg attrib   face " #   $ cone surface  @ ~@@?;f?;f?? ?? ellipse curve  @ ~@?;f?;f?? straight curve   @ ~@@  coedge  %    &  edge   ?  ' unknown  edge  ^I ? (/$?  ) unknown  point   @ ~@Dl@ coedge    * +   coedge   ,   &  coedge        edge   ?  - unknown  face .    /  point   @ ~@ coedge  0 1   2  edge  3~   4 unknown  coedge  5  1 6   coedge   5     loop  5 #  vertex   7straight curve   @t?E@  edge   8?  9 unknown  point   @jt?Cl@ edge  8ˡEn@ Dln@  : unknown  coedge  ;  5 <   edge  ?  ~@  = unknown FldTmpmeg attrib   face >    ? straight curve  @??  coedge   @ %   straight curve  @ ~@@ ͏ S̨@ point  @ ~@ edge  ^I ? A/$?  B unknown  point  @ ~@Dl@ftreemeg attrib   face C D   E plane surface  @jt?Cl@??  coedge  ,    &  loop  % F straight curve   @ ~@Dl@  vertex   Gstraight curve   @^I 0~@Dl@  coedge  H I  + J  edge  (أp= 3^I   K unknown  coedge   % H L & straight curve  @ ~@? ftreemeg attrib  plane surface  @?  coedge  M  I N 2  coedge   M  6 2  loop  M D  vertex   Ostraight curve   @jt?@  coedge     <   edge   P?  Q unknown  point   @jt?@ vertex   Rstraight curve   @jt?Cl@ straight curve  @Dl/n@Dl@  coedge  @  M S   edge  P-? 8|&1?  T unknown straight curve  @0~@ ftreemeg attrib  U cX̀plane surface  @0~@@?  coedge   ; V W   vertex   Xstraight curve  @^I 0~@Dl@ ftreemeg attrib  # face Y Z 2  [ plane surface  @jt?@  face \  &  ]  point   @Cl~@Cl@ coedge  V * , L J  coedge  * V 0 N J  loop  V Z straight curve   @Dl~@/$@?  edge  ( A? H ^ unknown  coedge  1 0 ; S 2  edge  3 _? 0 ` unknown  point   @Cl~@@ vertex  < astraight curve   @jt?@  point  @jt?Cl@ edge  _~ P ; b unknown straight curve  @t?E@ FldEntIdmeg attrib  >  coedge  I H @ W J  edge  Aأp= _^I  @ c unknown  point  @Cl~@Cl@ftreemeg attrib  D face d F J  e plane surface  @Cl~@@?? ftreemeg attrib  Fplane surface  @ ~@Dl@?? straight curve   @Cl~@Cl@  vertex  S fstraight curve   @Cl~@@  point  @jt?@straight curve  @jt?@ ~ straight curve  @Dl~@/$@? ftreemeg attrib  Zplane surface  @Cl~@Cl@??  point  @Cl~@@ End-of-ACIS-dataT,Falten - AufschneidenR ???De@?rACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @K@@?? ftreemeg attrib   face       loop    plane surface  @jt?@?  coedge       ftreemeg attrib   face       loop   plane surface  Cl@jt?@  coedge      coedge  !  " #   coedge   !  $   coedge   %   &  edge  ' (@  ) unknown ftreemeg attrib   face * + &  ,  loop  -  plane surface  Dl@?@?  coedge  . / 0 1   coedge  2   $  coedge   2 . 3  coedge  0   &  edge  4Zd;J (  5 unknown  coedge    6 7   coedge  8 9  # :  edge  ; ';f? " < unknown  edge  = (?  > unknown  coedge   ? @ A &  loop B ?   vertex  C D vertex  Estraight curve  K@@? FoldAttmeg attrib  F   face G H I  J plane surface  @@<  coedge  K L M N   coedge  O   3   coedge   O K P   coedge  M   1 &  edge  Qأp= 4^I  0 R unknown  coedge    S T  edge  U 4?  V unknown  vertex  Wstraight curve  @K@@? Zd;J  coedge  X S ! 7 Y  edge  ; =@ 6 Z unknown  coedge  [ " \ C :  coedge  " [ ] ^ :  loop  8 _  vertex  ^ `straight curve  K@@;f?;f  vertex  T astraight curve  @K@@  coedge  % M b c &  coedge  d \ % A e  edge  f? 'K@ @ g unknown FldTmpmeg attrib  & edge  'K@ hz@ \ g unknown  point  K@@ point  @K@@ftreemeg attrib  i * cX̀ftreemeg attrib  + face j k l  m  loop  n + plane surface  Dl@@?  coedge  o - / P   coedge  - o p q   coedge  ? 0 - N &  edge  r5^I ? Q/$? M s unknown  coedge  / . t u   edge  v Q? / w unknown  vertex  N xstraight curve  /$@jt?@?  coedge  6 t 2 T Y  edge  UZd;J = S y unknown  vertex  T zstraight curve  @jt?@  point  @jt?@ coedge  { 6 | } Y  loop ~ {  straight curve  K@@?  coedge  9 8 :  coedge  @ 8 C e  coedge  | 9 ^  edge  ; Pw@ ] unknown  face  :   point  K@@ point  @K@@ coedge  ? c l  edge  rx&1? f@ ? tangent  coedge  @ e  loop   vertex  A straight curve  @?  vertex  FldEntIdmeg attrib  F ftreemeg attrib  H face    loop  H cone surface  @?@;f;f?? ??  coedge  p I  coedge  L K   coedge  n L q I  edge  r ? p unknown  vertex  N straight curve  Dl@Mb@@?<  coedge  S O u Y  edge  vأp= U^I  t unknown  vertex  straight curve  Cl@jt?@  point  Cl@jt?@straight curve  @K@@?  point  @jt?@ coedge  X Y  coedge  ] X }  edge  ? ;K@ | unknown FldTmpmeg attrib  Y face  Y   coedge  [  edge   h;f? unknown  coedge  \ e  coedge  ]  loop   vertex  straight curve  K@@? ftreemeg attrib  _ face   plane surface  K@@;f?;f?;f?;f  coedge  b n l  coedge  b l straight curve  @?@ ͏ S0@ coedge  d e  coedge  d  edge  f @ d tangent FldTmpmeg attrib  e coedge  e  face  e   point  ?@ edge  hz@  ~@ g unknown  point  z@@ftreemeg attrib  k face  _   loop  k plane surface  ?  coedge  n I  edge  -DT! r-DT!? unknown  coedge  t { o Y  edge  5^I ? v/$? unknown  coedge  p I  vertex  straight curve  Dl@?@?  point  Dl@?@straight curve  /$@jt?@?  point  Cl@jt?@ coedge  {  edge  x&1?  @ { tangent  coedge  |  vertex  } straight curve  @?< FoldAttmeg attrib   plane surface  @@<  coedge   coedge   loop  straight curve  z@@;f?;f  coedge   coedge   coedge   edge  Pg@ n@ unknown FldTmpmeg attrib   face    point  z@@ftreemeg attrib   loop  plane surface   ~@  coedge  l  coedge   edge  -DT! f unknown  coedge   edge  ?  ~@ unknown  coedge   loop   vertex  straight curve  ?@ S S̨@ coedge   edge    tangent FldEntIdmeg attrib    face   plane surface  @?  vertex  ftreemeg attrib  cone surface  ??@;f;f? ??  coedge     coedge      edge   ?  unknown  vertex  ellipse curve  Dl@?@;f;f?? straight curve  Dl@1Mb@@?<  coedge    edge  -DT! -DT!?  unknown  point  Dl@?@ coedge      loop   straight curve  @?@  coedge     coedge      edge   @  tangent  point  ?@ftreemeg attrib   cX̀ coedge     coedge    edge   h@  unknown  coedge    edge    @  unknown  face      coedge    !  loop "   coedge  # $ %  edge  & ? ' tangent  coedge   ( )  loop * +  vertex  ,straight curve  0n@@? FldEntIdmeg attrib  -   face .    / plane surface  @?  coedge  0 1 2  edge   x&1 3 tangent  coedge  1 4  vertex  5ellipse curve  ??@6=fb:f?c:f? -DT! -DT!? coedge    6  coedge   7 8  vertex  9straight curve  ?  edge  -DT! :-DT!? ; unknown  point  ? coedge  < = >  coedge  < ? @  loop  A straight curve   ~@@? S̨ S@ftreemeg attrib  cX̀ftreemeg attrib   face B C D  E  loop  F plane surface  @0~@  point   ~@@ coedge  G H I  coedge  G 6  coedge  J K L   coedge  J 0 M   loop   N  vertex  O Pstraight curve  Dl@@  point  Dl@@ coedge  Q O ellipse curve  Dl@?@;f;f??  coedge  R    edge  S-DT!  T unknown  face U   V  coedge    edge  ? & ~@ W unknown  coedge  R G X   loop    vertex   Ystraight curve  ?@ FldEntIdmeg attrib   coedge  Z [  \  edge   ;f?  ] unknown  coedge  ^ _  vertex  ` astraight curve  @z@@  coedge  b c  vertex  d estraight curve  @z@@ ftreemeg attrib   face f g  h plane surface  z@@  coedge  ? i ! j  edge   k@ l tangent FldTmpmeg attrib   coedge  m n o %  coedge  m p q %  loop  # r  vertex  sstraight curve   ~@@?  coedge  t n ) u  edge   v @ w tangent FldTmpmeg attrib   face x r  y  point   ~@@ftreemeg attrib  cX̀ftreemeg attrib  cone surface  ??@;f;f? ??  coedge  z  M 2  coedge  { 4 2  loop | } ~ straight curve  @@? S0 ͏@ edge  :  1  tangent  point  ?@ edge   ?  unknown  coedge  p = 8   edge   &? 7  unknown  point   ~@ vertex  4 ellipse curve  ???;f;f?  coedge     coedge  7  >   edge  -DT! -DT!?  unknown  coedge    @ j  edge  -DT!   unknown  face    ftreemeg attrib   cX̀ face  A     loop   plane surface  0~@@??  coedge       coedge     X  coedge     I   edge   :? H  unknown  coedge        coedge  Q   L   edge  أp= ^I  K  unknown  edge  أp= ^I  0  unknown  face       edge  S x&1 Q  tangent  point  Dl@@ coedge   K  O   coedge        vertex  O ellipse curve  ??@;f;f@;f? ftreemeg attrib  cone surface  @?@;f;f?? ?? straight curve  ?  edge  -DT! -DT!?   unknown  point  ? coedge     ` \  coedge     d \  loop  Z  straight curve   @z@@;f;f  coedge     _   edge  k? K@ ^  unknown  edge      unknown  point  @z@@ coedge     c   edge  v? K@ b  unknown  edge      unknown  point   @z@@FldEntIdmeg attrib     face   j   plane surface  0~@@  coedge      j  loop  i g  vertex  _ straight curve   ~@@? ӉS S0@ coedge  $ #   %  coedge  (  # o u  edge  -DT!  #  unknown  coedge   7 $ q   edge  -DT! &-DT!? $  unknown  face   %    point   ~@ coedge   (   u  loop  t   vertex  c straight curve   ~@@? FldEntIdmeg attrib   + plane surface  0~@@  coedge  } 0   2  coedge  1 }   2 FldTmpmeg attrib  2 coedge  { z   2  face   2   straight curve  ?@? S̨ S@straight curve  ?  loop  = C straight curve   ~@  point  ? coedge    <  D  edge  ? @   tangent  coedge  = p     vertex   ellipse curve  ? ~@?;f;f??  coedge  i ?   j  vertex   ellipse curve  ? ~@@;f?;f??;f? -DT! -DT!?ftreemeg attrib  Acone surface  ? ~@@?;f;f?? ?? FldEntIdmeg attrib  B ftreemeg attrib  Cplane surface  ?0~@ FldTmpmeg attrib  D coedge      D  coedge   F    coedge  F     coedge    F  D  edge  ? @   unknown  coedge   H {    coedge  H      loop     vertex   straight curve  ??  coedge    J    edge   ? J  unknown  coedge  K      loop     vertex  L straight curve  Dl@/$@?  vertex  M straight curve  Dl@/$@? ftreemeg attrib  N face  ~    plane surface  Cl@Cl@? straight curve  @@?  coedge   Q R    edge   S   tangent  point  ?@ellipse curve  ???;f;f?  coedge  [ Z   \  coedge  ^  Z `   coedge   b [ d   face   \    coedge   ^     loop    straight curve  @0~@@  vertex   straight curve  @z@@   coedge  b      loop    straight curve   @0~@@<  vertex   straight curve   @z@@ ftreemeg attrib   f cX̀ftreemeg attrib  g face      cone surface   ~@@?;f?;f?? ??  coedge    i    edge  -DT! k i  unknown  point  @ ~@@ coedge    m    edge  ? @   tangent  coedge  n t   u  vertex   ellipse curve  ? ~@@;f?;f?@;f?  vertex   ellipse curve  ? ~@?;f;f?? ftreemeg attrib  r face     cone surface  ? ~@@?;f;f?? ??  coedge    t    edge  !-DT! v t " unknown  face # + u  $  point   @ ~@@ftreemeg attrib  % x +cX̀ coedge   & z    edge  '-? |&1? z ( unknown  edge  )? :@ { * unknown  coedge  + , }  -  edge  'x&1? )@ } . tangent ftreemeg attrib  / ~cX̀ face 0 1 2  3 plane surface  @@  coedge      D straight curve  ?0~@@ S S̨@ edge   ?  4 unknown  point  ?0~@ edge     5 tangent  point  ?0~@@ coedge  6      edge     7 tangent  coedge       coedge  8 9     edge   :?  ; unknown  vertex   <straight curve  0~@?  coedge    = >   coedge        edge  ?? @  @ unknown  face A N   B  point  ? coedge  &      loop    straight curve  Cl@Cl@?  coedge    C D   edge  E-? |&1?  F unknown FldTmpmeg attrib   face G H   I  point  Cl@Cl@ point  Cl@Cl@ftreemeg attrib  plane surface  @Dl@?? straight curve  ?@?  coedge  J K   L  edge   ?  M unknown  coedge   N J    coedge  O  K   ftreemeg attrib   face P  Q  R plane surface  @z@@  coedge    S T   coedge   6     edge  k U@  V tangent FldTmpmeg attrib   coedge  W  X Y   face Z [   \  edge  Dlz ]  ^ unknown  point  @z@@ coedge    _ `   coedge  a      edge  v b@  c tangent FldTmpmeg attrib   coedge   d e f   face g    h  edge  Dlz i  j unknown  point   @z@@FoldAttmeg attrib    ftreemeg attrib   face k    l  loop  9  plane surface  @ ~@  loop  6   vertex   mellipse curve  @ ~@@6=f?b:f??c:f? -DT! -DT!? coedge  n      coedge   n     loop o n  straight curve  ?@~@@  edge  !   p tangent  point  ?@~@@ edge  ? :@  q unknown  point  ?@~@ftreemeg attrib  r cX̀plane surface  @~@@??  coedge   a n s   loop  a H  vertex   tellipse curve  @ ~@@;f?;f@@;f? ftreemeg attrib  cone surface   ~@@?;f?;f?? ?? FoldAttmeg attrib   +  coedge    u v   vertex   wstraight curve  E@Dl@  vertex   xstraight curve  @  coedge  X  y z -  coedge   X { | -  loop  + } straight curve  @@ ͏ S̨@FldEntIdmeg attrib   ~ftreemeg attrib   face ~      loop    plane surface  @jt?Cl@?? straight curve  ?@~@ straight curve  0~@@ S0 ӉS@ coedge    9   straight curve  @0~@@? S̨ S@ coedge    a    coedge    6    vertex  s straight curve  @0~@?  point  @0~@ coedge  {   >   edge  ? )? =  unknown  vertex   straight curve  @ ftreemeg attrib  plane surface  ?  coedge     D   edge  Ex&1? ?@   tangent  vertex   straight curve  E@Dl@ ftreemeg attrib   cX̀ face      plane surface  @@  coedge      L  coedge      L  loop  J  straight curve   @z@@  coedge   W     coedge  d     ftreemeg attrib   loop  S  plane surface  @?  coedge     T Q  edge  U?  ~@   unknown  vertex  T straight curve  @ ~@@ S S̨@ coedge  N      coedge  , +  Y -  edge   x&1   tangent FldEntIdmeg attrib    face      plane surface  @0~@@?  vertex   straight curve  @jt?@ Dlz  coedge     ` Q  edge  b?  ~@   unknown  coedge    8    vertex  ` straight curve   @ ~@@  coedge   O     coedge     f   edge   x&1   tangent FldEntIdmeg attrib   plane surface   @0~@@?  vertex   straight curve   @jt?@ ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ??  point  @0~@@ coedge     s  FldTmpmeg attrib  straight curve  @~@@ straight curve  @~@? FldEntIdmeg attrib    edge  : ! n  tangent  point  @@~@@ coedge   y & v   edge  ' E? u  unknown  point  @Dl@ point  @ coedge  u  + z   edge  -DT! '-DT!? +  unknown  coedge   = , |   edge  )-DT! -DT!? ,  unknown  face   -   ftreemeg attrib  1 face   L    loop   1 plane surface  @jt?@  coedge    W  2  edge  U-DT! -DT!? 6  unknown  coedge  9 8     edge  b-DT! :-DT!? a  unknown  point  @@~@ coedge  =      loop  {  straight curve  @?  point  @ coedge  e C     coedge  C e     loop    straight curve  @@  point  @Dl@FldEntIdmeg attrib  G ftreemeg attrib  Hcone surface  @ ~@@?;f?;f?? ??  coedge  K J   L  coedge    N    edge  ]-? |&1? N  unknown  coedge    O    edge  i-? |&1? O  unknown  coedge  _ S   Q  coedge  S _   Q  vertex  Y straight curve  @0~@  point  @ ~@ edge  ˡEn@ Dln@ W  unknown  vertex  Y straight curve  @?@? S̨ ͏@ftreemeg attrib  Z cX̀ftreemeg attrib  [ face  }     loop  y [ plane surface  @?Dl@??  point  @jt?@ vertex  f straight curve   @0~@  point   @ ~@ coedge    d  2  edge  ˡEn@ Dln@ d  unknown  vertex  f straight curve   @?@? ftreemeg attrib  g cX̀ point   @jt?@straight curve  @@~@@?  coedge   u    straight curve  @Dl@  coedge  y     ellipse curve  @?Dl@;f?;f?  coedge   {    ellipse curve  @??;f?;f? ftreemeg attrib  } face      cone surface  @?@?;f?;f? ?? ftreemeg attrib  plane surface  @z@@??  coedge      2  coedge      2 ellipse curve  @ ~@?;f?;f??  edge  U b?   unknown ellipse curve  @ ~@?;f?;f??  edge  ?-DT! -DT!?   unknown  edge  -DT! E-DT!?   unknown  coedge        edge  i ]?   unknown  coedge        vertex   straight curve  @t?E@  vertex   straight curve   @t?E@  edge   ?   unknown  point  @?straight curve  @Dl/n@Dl@  point  @?Dl@ftreemeg attrib  plane surface  @  point   @?straight curve   @Dl/n@Dl@  point   @?Dl@ edge   ?   unknown ftreemeg attrib  cone surface  @?@?;f?;f? ??  edge   ?   unknown straight curve  @ ~@? ellipse curve  @??;f?;f? ellipse curve  @?Dl@;f?;f? straight curve   @jt?@  point  @jt?Cl@ point   @jt?Cl@straight curve  @?? straight curve   @?Dl@ straight curve   @jt?Cl@  End-of-ACIS-dataTNeue FlcheR ???De@? ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @K@@?? FldEntIdmeg attrib    face       loop    plane surface  @@<  coedge       ftreemeg attrib   cX̀ftreemeg attrib   face       loop   plane surface  @  coedge   ! "  coedge  #  $ %   coedge   # & '   coedge      edge  ( )@  * unknown FoldAttmeg attrib    ftreemeg attrib   face + , -  .  loop  /  cone surface  @?@?;f?;f? ??  coedge  0 1 / 2   coedge    3 4  coedge    5 6  coedge  7 8  " 9  edge  : ;@  < tangent  coedge    = >   coedge  ? @  % A  edge  B (;f? $ C unknown  coedge  D E  ' F  edge  ) G;f? & H unknown  vertex  I J vertex  6 Kstraight curve  K@@? ftreemeg attrib   face L M N  O  loop  P  plane surface  ?  coedge  Q R  2   coedge  S  T U   coedge   S V W   edge  X-DT! Y-DT!? / Z unknown  coedge  [ \  4 ]  edge  ;? (K@ 3 ^ unknown  coedge  _ ` 6 a  edge  )z@ : ~@ 5 b unknown  coedge  c ! d e 9  coedge  ! c f g 9  loop  8 M  vertex  e h vertex  4 istraight curve  @?@ S S0@ coedge  j k # > l  edge  B G @ = m unknown  coedge  n $ \ I A  coedge  $ n o p A  loop  ? q  vertex  p rstraight curve  K@@;f?;f  coedge  s & t u F  coedge  & s _ v F  loop  E w  vertex  x ystraight curve  @K@@;f?;f?  edge  (K@ zz@ \ ^ unknown  point  K@@ point  @K@@ftreemeg attrib  { ,cX̀ face | } 9  ~  loop  , plane surface  @@  coedge  V -  coedge  d /   coedge  / d `   coedge  1 0   coedge  0 U  edge   Y? T unknown  coedge  P 1 W -  edge  X ? V unknown  vertex   vertex  ellipse curve  @??;f?;f?  coedge  3 ]  coedge  3 ? I ]  loop  straight curve  @?  coedge  5 E v a  coedge  5 R a  loop  straight curve  @0~@@  coedge  8 7 9  coedge  R Q 7 e   edge  : -DT!? 7 unknown  coedge  8 g  edge  -DT! ; 8 unknown  point  @?@ point  ?@ coedge  = l  coedge  = x l  loop  straight curve  K@@?  coedge  @ ? A  coedge  @ p  edge  BPw  o unknown  face  A   point  K@@ coedge  E D F  coedge  D u  edge  Pw G t unknown  edge  K@ )z@ _ b unknown  face  F   edge  GPg@ n@ unknown  point   @K@@ vertex  FldEntIdmeg attrib  L ,ftreemeg attrib  M face   cone surface  @?@;f;f?? ?? FldTmpmeg attrib  N coedge  N  coedge  P -  coedge  P N  edge  X? @ unknown  coedge  Q N  edge  ? X@ tangent  edge  Y : ` tangent  coedge  S  edge  -DT! -DT!? unknown  coedge  T  coedge  T  loop   vertex  straight curve   @?  coedge  V -  vertex  straight curve  @  point  @ point  @? coedge  [ ]  coedge  f [  edge  ; @ [ tangent  coedge  \ ] FldTmpmeg attrib  ] coedge  ]  face  ]   coedge  _ a  coedge  ` a FldTmpmeg attrib  a coedge  a  face  a   coedge  c N  edge    tangent  vertex  e ellipse curve  @?@;f?;f??;f? -DT! -DT!? coedge  f  loop   vertex  ellipse curve  ??@6=fb:f?c:f? -DT! -DT!? coedge  k j l  coedge  o j  edge  ? BK@ unknown  coedge  t k x  face  l   coedge  n  edge   z;f? unknown  coedge  o  loop    vertex  straight curve  z@@? ftreemeg attrib  q face     plane surface  K@@;f?;f?;f?;f  coedge  s  edge   ;f? s  unknown  coedge  t     loop     vertex  u straight curve   @K@@  vertex  v ftreemeg attrib  wplane surface  @z@@;f;f?;f?;f?  vertex   straight curve   @0n@@  edge  zz@  ~@ ^ unknown  point  z@@ftreemeg attrib  } face  q    loop   } plane surface  ?  edge     tangent  coedge     edge   ?  unknown  vertex  straight curve  @ straight curve  @@ S S̨@straight curve  @?@? S̨ S@ coedge    coedge      loop   ellipse curve  @??;f?;f?  coedge     edge  ? Y ~@  unknown  coedge    edge  ?  ~@ ! unknown  face " w  #  edge   ? $ tangent  point   @? coedge   % &  edge  ? @ ' unknown  point  @ coedge  ( )   edge  ? * ~@ + unknown  coedge   ,  vertex  -straight curve  ?@ S S̨@ coedge  . / 0  coedge  1 2 3  edge  *  4 tangent FldEntIdmeg attrib  5   face 6 7 8  9 plane surface  @?  coedge  / . 0  edge  :? K@ b unknown  coedge  ; < =  edge  : @ > tangent FldEntIdmeg attrib  ?  face @ A B  C plane surface  @0~@@? straight curve  @@? S0 S@ point  @@ point  ?@ coedge  D E F  edge    @ G tangent  coedge  H I J  vertex  Kstraight curve  @?<  coedge  FldEntIdmeg attrib  L plane surface  @@<  coedge  / M  coedge  N O  loop  P straight curve  z@@;f?;f  coedge  H Q R  coedge  N S T  edge  Pg@ Un@ V unknown FldTmpmeg attrib   face W X  Y  point  z@@ftreemeg attrib   loop  plane surface   ~@ straight curve   @z@@;f;f  coedge  Z [  coedge  S N  T  edge  \? K@ ] unknown FldTmpmeg attrib   face ^ _  `  point   @z@@ point  @z@@ edge  < a-DT!? E b unknown  point   @?@ vertex  cftreemeg attrib  cone surface  ??@;f;f? ??  coedge  d , straight curve  ?@? S̨ S@ coedge  d e f  vertex  g hstraight curve  ?  point  ? coedge  E   coedge  i  &  edge  a? @  j tangent  face k  l  coedge  m n  B  edge   ?  o unknown  vertex  pstraight curve  @0~@  vertex  qstraight curve   @0~@ ftreemeg attrib  plane surface  @? straight curve   @?@?  coedge  i r g &  loop s % t straight curve  @  coedge  u d v   coedge  u w x   vertex  ystraight curve  ?  edge  -DT! -DT!? z unknown  point  ? coedge  { | 0  coedge  M 0  loop } . ~  coedge     3  coedge     3  loop  2  straight curve   ~@@? S̨ S@ftreemeg attrib  cX̀ftreemeg attrib   face       loop   plane surface  @0~@  vertex   coedge     =  coedge   m  =  loop  < A straight curve  @ ~@@ S S̨@ftreemeg attrib  cX̀ftreemeg attrib   face   =    loop  m plane surface  @ ~@  coedge     F  coedge     F  loop  D  straight curve  @?@  coedge  u   coedge  e  J   edge   @  tangent  point  ?@ftreemeg attrib   cX̀ edge   z@ /  unknown  coedge   O T  edge    @ N  unknown  face  ~    coedge    R   edge   U?  tangent  coedge     T  loop  S   vertex  R straight curve  0n@@? FldEntIdmeg attrib     face      plane surface  @?  coedge     [   edge  \ @   tangent  vertex   straight curve   @0~@@< FldEntIdmeg attrib    face      plane surface   @0~@@?  vertex   ellipse curve  @?@;f?;f@@;f?  point   ~@@ coedge    ( v  coedge  r I  f   edge  -DT! -DT!? e  unknown  edge    %  tangent  point  ? coedge  %    & straight curve  @@ ftreemeg attrib  cone surface  @?@?;f?;f? ??  coedge    <  B  coedge      B straight curve   @ ~@  point  @ ~@ point   @ ~@ coedge   e % g  FldTmpmeg attrib  & face   &    coedge  ) ( H    edge   ? (  unknown  coedge    ) x   edge  * ? w  unknown  point   ~@ellipse curve  ???;f;f?  coedge    . |   edge   :@ .  tangent FldTmpmeg attrib  0 face   0    coedge  2 1   3  coedge  w  1    edge  -DT! *-DT!? 1  unknown  coedge   { 2    edge  -DT!  2  unknown  face  P 3   ftreemeg attrib   7cX̀ face       loop   7 plane surface  0~@@??  coedge      8  point  @ ~@@ coedge  < ;   =  coedge  {  ;    edge  -DT! :   unknown  edge  -DT! -DT!? <  unknown ftreemeg attrib  A face      cone surface  @ ~@@?;f?;f?? ??  coedge  E D i  F  coedge  I r D    edge  -DT!  D  unknown  face  t F    edge  ?  ~@ H  unknown  loop  e X  vertex   straight curve  ?@ FoldAttmeg attrib  L  straight curve  @z@@ straight curve  @z@@ ftreemeg attrib  Pplane surface  z@@  coedge   Q     coedge  Q      loop     vertex  R straight curve   ~@@?  coedge    S    edge  U \ @ S  tangent FldTmpmeg attrib  T face   T    point   ~@@ftreemeg attrib  W cX̀ftreemeg attrib  Xcone surface  ??@;f;f? ??  coedge   Z n    coedge  Z      loop    straight curve   @ ~@@  point   @ ~@@ftreemeg attrib  ^ cX̀ftreemeg attrib  _ loop   _ cone surface   ~@@?;f?;f?? ??  point  @@ellipse curve  ???;f;f?  vertex   straight curve  ?@?  edge   a i  tangent  coedge  n m   B  edge  -DT! -DT!?   unknown ftreemeg attrib   tcX̀plane surface  @@ straight curve  ?  coedge   w     loop    straight curve   ~@  loop    straight curve   ~@@? ӉS S0@FldEntIdmeg attrib   ~  face     plane surface  0~@@  coedge        edge  ? @   tangent  coedge        vertex   ellipse curve  ? ~@?;f;f??  coedge        vertex   ellipse curve  ? ~@@;f?;f??;f? -DT! -DT!?ftreemeg attrib  cone surface  ? ~@@?;f;f?? ?? FldEntIdmeg attrib   7ftreemeg attrib  plane surface  ?0~@ FldTmpmeg attrib   coedge        coedge      8  coedge      8  coedge        edge  ? @   unknown  edge      tangent  vertex   ellipse curve  @ ~@@6=f?b:f??c:f? -DT! -DT!? vertex   ellipse curve  @ ~@?;f?;f?? ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ?? ellipse curve  ??@;f;f@;f? ftreemeg attrib  cone surface  @?@;f;f?? ?? straight curve  ?  point  ? coedge        coedge        edge  -DT! U   unknown  edge  -DT! -DT!?   unknown  face       point   ~@ coedge       straight curve   ~@@? FldEntIdmeg attrib    plane surface  0~@@  coedge        edge  -DT! \   unknown  point  ?@straight curve  @@?  edge   ?   unknown  vertex   ellipse curve  @ ~@?;f?;f?? FldEntIdmeg attrib   tftreemeg attrib    ~cX̀ftreemeg attrib  cone surface   ~@@?;f?;f?? ??  coedge       straight curve  ?0~@@ S S̨@ edge   ?   unknown  point  ?0~@ edge      tangent  point  ?0~@@ coedge      8 straight curve  0~@? straight curve  @0~@@? S̨ S@ point  @0~@@ point  @0~@ coedge        edge  ? @   tangent  coedge        vertex   ellipse curve  ? ~@@;f?;f?@;f?  vertex   !ellipse curve  ? ~@?;f;f?? ftreemeg attrib   face "    # cone surface  ? ~@@?;f;f?? ?? ftreemeg attrib  $  cX̀ coedge        edge     % tangent  vertex   &ellipse curve  @ ~@@;f?;f@@;f? straight curve  @0~@?  point  @@~@FoldAttmeg attrib   ~ straight curve  ?@~@ straight curve  0~@@ S0 ӉS@ coedge        edge  ? @  ' unknown  coedge        loop (   straight curve  ?@~@@  edge     ) tangent  point  ?@~@@ point  ?@~@ftreemeg attrib  * cX̀plane surface  @~@@?? FoldAttmeg attrib    straight curve  @@~@@?  point  @@~@@straight curve  @~@? FldTmpmeg attrib  straight curve  @~@@ FldEntIdmeg attrib  "  End-of-ACIS-dataTNeue FlcheR ???De@? ČACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  z@@ FoldAttmeg attrib     face       loop    plane surface  0~@@  coedge       ftreemeg attrib   cX̀ftreemeg attrib   face       loop   plane surface  @?@??  coedge   ! "  coedge  #  $ %   coedge   # & '   coedge      edge  ( )@  * unknown FldEntIdmeg attrib    ftreemeg attrib   face + , -  .  loop  /  plane surface  @  coedge  0 1 2 3   coedge    4 5  coedge    6 7  coedge  8 9  " :  edge  ; <@  = tangent  coedge    > ?   coedge  @ A  % B  edge  C (;f? $ D unknown  coedge  E F  ' G  edge  ) H;f? & I unknown  vertex  J K vertex  7 Lstraight curve  @z@@ ftreemeg attrib   face M N O  P  loop  2  cone surface  @?@?;f?;f? ??  coedge  Q R S T   coedge  U  V W   coedge   U X Y   coedge  Z [  3 -  edge  \-DT! ]-DT!? 2 ^ unknown  coedge  _ `  5 a  edge  <? (K@ 4 b unknown  coedge  c d 7 e  edge  )z@ ; ~@ 6 f unknown  coedge  g ! h i :  coedge  ! g j k :  loop  8 l  vertex  " m vertex  5 nstraight curve   ~@@? ӉS S0@ coedge  o p # ? q  edge  C H @ > r unknown  coedge  X $ ` J B  coedge  $ X s t B  loop  @ N  vertex  t ustraight curve   @z@@;f;f  coedge  v & w x G  coedge  & v c y G  loop  F z  vertex  { |straight curve  z@@;f;f?  edge  (K@ \ ~@ ` b unknown  point  @z@@ point  z@@ftreemeg attrib  , face } ~ B    loop  , plane surface  @?  coedge  /   coedge  /   coedge  [ Z / T -  edge  -DT! -DT!? S unknown  coedge  1 0   coedge  0 W  edge   ]? V unknown  coedge  A @ 1 Y B  edge  \ ? X unknown  coedge  S 2 -  coedge  2 S -  vertex   vertex  ellipse curve  @?@;f?;f?  coedge  4 a  coedge  4 @ J a  loop  _ ~ straight curve  @0~@@  coedge  6 F y e  coedge  6 e  loop  d straight curve  @?  coedge  9 8 :  coedge  8 i  edge  ; -DT!? 8 unknown  coedge  9 k  edge  -DT! < 9 unknown  face  :   point   ~@@ point  @ ~@@ coedge  > q  coedge  > { q  loop  straight curve  @z@@  coedge  A t  edge  C z@ s unknown  point   @z@@ coedge  F E G  coedge  E x  edge  ? Hz@ w unknown  edge  ? )z@ c f unknown  face  G   edge  HPg@ n@ unknown  point  z@@ftreemeg attrib  N face  a  plane surface  @z@@??  coedge  O  coedge  R Q   coedge  Q O  edge   ? unknown  coedge  R  edge   ? unknown  vertex   vertex  ellipse curve  @??;f?;f?  coedge  U  edge  -DT! -DT!? unknown  coedge  V  coedge  V  loop   vertex  straight curve  @@?  vertex  straight curve  @?@?  coedge  ` Z a  edge   \ tangent  coedge  [  edge  ] @ tangent  point  @?@ edge  ]? @ unknown  point  @@ coedge  _ a  coedge  j _  edge  < @ _ tangent FldTmpmeg attrib  a coedge  c e  coedge  d e  coedge  h d  edge   ; d tangent FldTmpmeg attrib  e face  l e   coedge  g  edge    tangent  coedge  h  loop   vertex  i ellipse curve  ? ~@@;f;f?;f? -DT! -DT!? coedge  j  loop   vertex  ellipse curve  @ ~@@6=f?b:f??c:f? -DT! -DT!?ftreemeg attrib  l face     cone surface   ~@@?;f?;f?? ??  coedge  p o   q  coedge  s  o  edge  ? CK@  unknown  coedge   w p {  face  q    coedge   s  loop    straight curve   @z@@  coedge    v   edge   ? v  unknown  coedge  w     loop     vertex  x straight curve  @?  vertex  y ftreemeg attrib  z face     plane surface  ?@;f?;f?;f?;f  vertex   straight curve  0n@@? ftreemeg attrib   ~cX̀ face     plane surface  @0~@@?  coedge   ! O  edge  ?  ~@ " unknown  coedge   edge  -DT! -DT!? # unknown  coedge   $ O  vertex  %straight curve   @?  coedge  & ' (  coedge  &  loop  )  vertex  ( *straight curve  @  edge  ? +@ , unknown  point  @ point  @? coedge  - .  coedge   loop  / ellipse curve  @?@;f?;f?  coedge  0 1  coedge  2  coedge  3 - 4  edge  ? 5@ 6 unknown  face 7 )  8  point  @@ edge    9 tangent  point   @?@straight curve  @?@? S̨ S@ coedge  2  loop : 2 ; straight curve  @@ S S̨@ vertex  < =straight curve  @@  coedge  > ?  vertex  @straight curve  @ ~@@ S S̨@ coedge  A B C  edge   D@ E tangent  coedge  F G   edge  D?  ~@ H unknown  coedge  I J  vertex  Kstraight curve   ~@@? S̨ S@FldEntIdmeg attrib  L  plane surface  @?  coedge  M  coedge  M  loop N straight curve  0~@@ S0 ӉS@ edge  ? O@ P tangent  face Q R  S  point  ?0~@@ edge  T  U tangent  face V  W  point  @0~@@ftreemeg attrib   face X Y  Z  loop  [ plane surface  @0~@  coedge  \ ]  ^  edge    @ _ tangent  coedge   ` a  vertex  bstraight curve   @0~@@<  coedge   c d FoldAttmeg attrib  e  plane surface  0~@@  coedge   $ FldTmpmeg attrib   face f /  g  coedge  0 h i   coedge  0 A j   loop   k straight curve  ?@?  coedge   l m  coedge  n h  o  edge   p@ q tangent FldTmpmeg attrib   face r s  t  point  ?@ point  ?@ftreemeg attrib   loop  plane surface   ~@  point   ~@@FldEntIdmeg attrib  ~ftreemeg attrib   loop  > plane surface  @ ~@  coedge  > u !   edge  v ?  w unknown straight curve  @0~@ ellipse curve  @??;f?;f?  edge  v?  ~@  x unknown  point   @? coedge  y z  coedge  - 3 ( 4  edge  ? {@ ' | unknown  face } ;  ~  point  @ vertex  < straight curve  @  coedge  ' . 4  edge   @ -  tangent  face     coedge    1   edge  5 ? 0  unknown  coedge   <  coedge  '   4  loop  3   vertex   straight curve  @@ ftreemeg attrib  plane surface  @@?? straight curve   @?@? FldTmpmeg attrib   face      edge  +  2  tangent  point  ?@ coedge    ?   edge  -DT! T-DT!?  unknown  point  @ ~@ coedge    j C  coedge     C  loop  B   vertex  straight curve  ?@ S S̨@ coedge  l     coedge  l    straight curve  ?  coedge    J   edge  O-DT! -DT!?  unknown  point   ~@ftreemeg attrib  cX̀ coedge  [  FldTmpmeg attrib   vertex   straight curve  ?0~@@ S S̨@ftreemeg attrib   face      cone surface  ? ~@@?;f;f?? ??  vertex  straight curve  @0~@@? S̨ S@ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ?? ftreemeg attrib   cX̀ face     plane surface  0~@@??  coedge    M    coedge      ^  coedge      ^  loop  ]  straight curve   ~@@?  coedge     a   edge   v@   tangent  point   @ ~@@ coedge     d   edge   ?   tangent ftreemeg attrib    cX̀ftreemeg attrib   cX̀plane surface   @0~@@?  coedge     i o  edge  5-DT! -DT!? h  unknown  edge  -DT! -DT!? A  unknown  face       coedge  G F  m   edge  p?  ~@   unknown  coedge      o  loop  n s  vertex  m straight curve  ?@ FldEntIdmeg attrib     face   o   plane surface  @?  coedge        vertex  $ straight curve   @ ~@ straight curve   @0~@  coedge    & z   edge  + {? y  unknown  vertex   straight curve  @ ftreemeg attrib  )plane surface  ?  point  ?straight curve  @@ ftreemeg attrib  /cone surface  @?@?;f?;f? ?? straight curve  ?@?  coedge  B A 2 < C  coedge  h n 3  o  edge  { 5 3  tangent FldTmpmeg attrib  4 face   4    point  ?@FldEntIdmeg attrib   ; face  k    plane surface  @@ straight curve  ?@? S̨ S@ coedge  u >    ellipse curve  @ ~@?;f?;f??  coedge  y  B    edge  D-DT! +-DT!? B  unknown  face  z C    point  ? coedge    F    edge  D p? F  unknown  coedge   I G    edge   ?   unknown  coedge  I      loop  I Y ellipse curve  ? ~@?;f;f??  edge  O? T@ M  unknown  point  ?0~@ftreemeg attrib  R face       loop   R cone surface  ? ~@@?;f;f?? ??  point  @0~@FldEntIdmeg attrib  X ftreemeg attrib  Yplane surface  ?0~@  coedge   [     coedge  [      coedge  ] \   ^  coedge  `  \    edge  -DT!  \  unknown  coedge   c ]    edge   -DT!? ]  unknown  face   ^    coedge   ` u    loop    straight curve   @ ~@@  coedge  c      vertex  d straight curve   ~@@? FldEntIdmeg attrib  e  FldEntIdmeg attrib  f ellipse curve  ??@;f;f? ellipse curve  ??@;f;f? ftreemeg attrib  kplane surface  ?@?? straight curve  ?  coedge   y n    edge  p-DT! {-DT!? n  unknown  point  ?ftreemeg attrib  r cX̀ftreemeg attrib  scone surface  ??@;f;f? ??  edge  v-DT! -DT!?   unknown  point   @ ~@ loop    straight curve  ?  point  ?straight curve  ?@? FldEntIdmeg attrib    face      plane surface  @@ ftreemeg attrib   ;cX̀ftreemeg attrib  plane surface  ?  edge   T?   unknown ellipse curve  ???;f;f? ftreemeg attrib  cone surface  ??@;f;f? ?? straight curve  ?  coedge       straight curve   ~@  edge   O?   unknown straight curve  0~@? ftreemeg attrib   cX̀ loop    plane surface  @~@@??  coedge        coedge        edge      tangent  coedge        vertex   ellipse curve  @ ~@@;f?;f@@;f?  coedge        vertex   ellipse curve  ? ~@@;f;f@;f? ftreemeg attrib  cone surface   ~@@?;f?;f?? ??  edge  -DT! -DT!?   unknown  point   ~@ellipse curve  ???;f;f?  vertex   ellipse curve  @ ~@?;f?;f?? ftreemeg attrib   cX̀ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ?? straight curve  @@~@  vertex   straight curve  ?@~@ FldEntIdmeg attrib   FldTmpmeg attrib   coedge        coedge        edge  ? @   unknown  coedge       straight curve  @~@@  edge      tangent  point  @@~@@ edge  ? @   tangent  point  ?@~@@ellipse curve  ? ~@?;f;f??  point  @@~@ point  ?@~@straight curve  @~@? straight curve  @@~@@? straight curve  ?@~@@  End-of-ACIS-dataT(Flche subtrahierenR ???De@? ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  ? ftreemeg attrib   face       loop    plane surface  ?@??  coedge       ftreemeg attrib   face       loop   cone surface  ??@;f;f? ??  coedge       coedge   ! "   coedge   # $   coedge  % &     edge  '-DT! (-DT!?  ) unknown ftreemeg attrib   face * + ,  -  loop  .  plane surface  ?  coedge  /  0 1  coedge   / 2 3  coedge  & %     edge  4-DT! 5-DT!?  6 unknown  coedge    7 8   coedge  . 9  "   edge  : (? ! ; unknown  coedge  < =  $ >  edge  ' ?? # @ unknown  coedge    A B   coedge    C D   vertex  E F vertex  D Gellipse curve  ???;f;f? ftreemeg attrib   face H I J  K  loop  L  plane surface  @@??  coedge  M ! N O   coedge    P Q  coedge  R S  1 T  edge  U 5? 0 V unknown  coedge  W L  3 ,  edge  4 X? 2 Y unknown  vertex  D Z vertex  [ \ellipse curve  ??@;f;f?  coedge  ] ^ 8 _  edge  ?-DT! :-DT!? 7 ` unknown  coedge  ! M a b   vertex  c dstraight curve  ??  coedge  e # f g >  coedge  # e h E >  loop  = i  vertex  g jstraight curve  ?  coedge  h k % B l  edge  5 '@ A m tangent  coedge  n N & D J  edge  ( 4 C o tangent  edge  '? p ~@ h q unknown  point  ? point  ?FldEntIdmeg attrib  r + face s t u  v  loop  w + plane surface  @@  coedge  2 x n y ,  coedge  9 . z {   coedge  C w . O J  edge  |? (@ N } unknown  coedge  ^ ] / Q _  edge  X-DT! U-DT!? P ~ unknown  coedge   0 k [ T  coedge  0  T  loop  R  vertex  straight curve  ?@?  coedge  x 2 ,  vertex  c straight curve  ?@  point  ?@ edge  5?  ~@ k unknown  point  ?@ coedge  P 7 c _  coedge  7 P _  loop  7 ellipse curve  ???;f;f?  coedge  9 b  edge  ? :@ a unknown  edge  : X tangent  point  ? coedge  = < >  coedge  < g  edge  ??  ~@ f unknown  coedge  A = E l  face  >   point  ? coedge  A R [ l  loop  straight curve  ?@ S S̨@ coedge  w C L y J straight curve  ?@? S̨ S@ vertex  straight curve  ? ftreemeg attrib  H +cX̀ftreemeg attrib  I face    loop  I plane surface  @?@??  coedge  N n J  coedge  L W ,  edge  ? 4@ n unknown  coedge  M {  edge   |? z unknown  vertex  O straight curve  @ ellipse curve  ??@;f;f?  coedge  S R T  coedge  S  edge  U?  ~@ unknown  face  i T   point  ?@ coedge  W  edge  ? X@ unknown  point  ?@ vertex  straight curve  @?  coedge  a ] c  coedge  f ^  edge  U ?@ tangent  face  _   coedge  a  loop   vertex  b straight curve  @ straight curve  ?@?  coedge  e  edge  p ? unknown  coedge  f  loop   vertex  straight curve  ?  coedge  k h l ftreemeg attrib  i face  l  plane surface   ~@  edge  p  tangent  point   ~@ftreemeg attrib  t face    loop  t plane surface  @  coedge  u  coedge  w  edge   |@ w tangent  coedge  x u  edge   ? unknown  vertex  y straight curve  @@  coedge  z  coedge  z straight curve  @?  point  @ coedge    edge   ? unknown  vertex  straight curve  @? ftreemeg attrib  plane surface  ?@??  vertex  straight curve  @@  point   ~@@straight curve  ?@ ftreemeg attrib  cone surface  ??@;f;f? ??  coedge   edge   @ tangent  face    point  @ coedge   coedge   loop  straight curve   ~@  coedge   edge    tangent  face    point   ~@ coedge  FldEntIdmeg attrib    face   plane surface  @? straight curve   ~@@? S̨ S@ftreemeg attrib   face    loop  cone surface  @?@?;f?;f? ??  coedge  u  coedge   edge  -DT! -DT!?  unknown  coedge  straight curve  @@ S S̨@ coedge   u straight curve  @@  point  @@ coedge     edge  |-DT! -DT!?  unknown  coedge    edge  -DT! -DT!?  unknown  coedge     coedge     loop   straight curve   ~@@?  point   ~@@ point  @@ coedge     loop   straight curve  @@ FldEntIdmeg attrib   plane surface  @@  coedge     coedge    edge  -DT! -DT!?  unknown  coedge    edge  -DT! p-DT!?  unknown  face      coedge     loop   straight curve   ~@@? FldEntIdmeg attrib     face      plane surface  @?  coedge     loop   ftreemeg attrib  cX̀ftreemeg attrib   face  ! "  #  loop  $ plane surface  @0~@ ftreemeg attrib   face % & '  (  loop  ) plane surface  @?  coedge  * + '  edge   ,? - unknown  coedge  . /  vertex  / 0ellipse curve  @?@;f?;f?  edge  ,-DT! -DT!? 1 unknown  coedge  ) 2   edge   ?  3 unknown  vertex  / 4ellipse curve  @??;f?;f?  coedge  5 6  vertex  6 7ellipse curve  @??;f?;f?  coedge  8 9  edge  -DT! :-DT!? ; unknown  edge  -DT! <-DT!? = unknown  face >  ?  face @  A ftreemeg attrib  cX̀ coedge  B $   edge   ? C unknown  coedge  D E  vertex  F Gellipse curve  ? ~@?;f;f??  coedge  H I  vertex  J Kellipse curve  ? ~@?;f;f?? ftreemeg attrib   face L   M plane surface  ?0~@  face N O  P ftreemeg attrib  cX̀ftreemeg attrib   face Q  R  S  loop  T cone surface  @ ~@@?;f?;f?? ?? ftreemeg attrib   face U  V  W  loop  X plane surface  ?0~@@??  coedge   Y Z J ftreemeg attrib   face [ \ ]  ^  loop  + plane surface  @ ~@@??  coedge  _  ` a  coedge  b c d '  coedge  b e f '  vertex  6 gstraight curve  @?@?  coedge  e ` / ]  edge    . h tangent  point  @?@ellipse curve  @?@;f?;f?  coedge   _ i j straight curve   @?  point  @? coedge  i c  6 R  edge   , 5 k tangent  point   @? coedge  X l  9 "  edge  : <?  m unknown  vertex  n oellipse curve  ? ~@@;f;f??  vertex  p qellipse curve  ? ~@@;f;f?? ftreemeg attrib  plane surface   ~@@?? ftreemeg attrib  cone surface  @?@?;f?;f? ??  coedge  Y  r F straight curve  ?@~@  coedge  s r  E t  edge  < @ D u tangent  edge  ? v@ r w unknown  point  ?@~@ coedge  Z x  I V  edge  : @ H y tangent  edge  ? z@ Z { unknown  point  ?0~@ftreemeg attrib  cone surface  ? ~@@?;f;f?? ?? ftreemeg attrib   face | t  } cone surface  ? ~@@?;f;f?? ?? FldEntIdmeg attrib  ~  loop    plane surface   @0~@@?  coedge       FldEntIdmeg attrib   ! loop  H ! plane surface  0~@@??  coedge   8 x n "  coedge  $ B    coedge   H $ J V FldEntIdmeg attrib   & face       loop   & plane surface  @0~@@?  coedge  2 )    coedge  .  ) a ]  edge  ?  ~@ `  unknown  coedge  + *   '  coedge  5  * d R  edge  ? , ~@ c  unknown  coedge   . + f ]  edge  ?  ~@ e  unknown  point   @?@straight curve  @?@? S̨ S@ coedge   5 2 j R  edge  ?  ~@ i  unknown straight curve   @?@?  coedge  8  s p " straight curve  ?0~@@?  edge  :? @ x  unknown  point  ?0~@@ edge  <? @ s  unknown  point  ?@~@@ coedge  D  B F t  coedge   D l p t  loop  D O straight curve  ?@~@@  vertex   straight curve  @~@?  coedge  H  X n V straight curve  ?0~@@ S S̨@ vertex   straight curve  0~@? FldEntIdmeg attrib   Oplane surface  @~@@?? ftreemeg attrib  Q cX̀ coedge  c i   R  coedge   T     coedge  T      coedge    T    edge  -DT! -DT!? T  unknown ftreemeg attrib  U !cX̀ coedge  l X   "  coedge    Y    edge  v z? Y  unknown  coedge  x Z   V ftreemeg attrib  [ &cX̀ftreemeg attrib  \ face       loop   \ plane surface  @0~@@??  coedge  ` e   ]  coedge    _    edge   ?   unknown  vertex  a straight curve  @0~@  coedge    b    edge   ?   unknown  vertex  d straight curve   @0~@@  vertex  f straight curve  @0~@@  vertex  j straight curve   @0~@  vertex   straight curve  0~@@?  vertex   straight curve  @~@@?  coedge  r s   t  edge  v    tangent  point  @@~@ edge  z    tangent  point  @0~@ftreemeg attrib  | OcX̀ edge   @   tangent  coedge        coedge       ellipse curve  @ ~@@;f?;f??  edge   ?   unknown  coedge        coedge        loop    straight curve  @@~@  coedge       ftreemeg attrib   face     plane surface  @ ~@  coedge        coedge        edge   @   tangent straight curve   @ ~@  point  @ ~@straight curve  @ ~@@?  point   @ ~@@ point  @ ~@@ point   @ ~@ point  @0~@@ point  @@~@@straight curve  @@~@@? straight curve  @0~@@? S̨ S@straight curve   @ ~@@  edge  -DT! v-DT!?   unknown straight curve  @0~@@?  coedge        edge  -DT! z-DT!?   unknown  coedge        loop    ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ??  edge  -DT! -DT!?   unknown straight curve  @ ~@@ S S̨@ellipse curve  @ ~@?;f?;f?? ellipse curve  @ ~@?;f?;f?? ellipse curve  @ ~@@;f?;f??  End-of-ACIS-dataT(Flche subtrahierenR ???De@? ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib  cX̀ face     loop    plane surface  0~@ FldEntIdmeg attrib   ftreemeg attrib   face       loop    plane surface  @?@??  coedge       ftreemeg attrib   face       loop   cone surface  @?@?;f?;f? ??  coedge      coedge  !  " #   coedge   ! $ %   coedge  & '   (  edge  )t *t@  + tangent ftreemeg attrib   face , - .  /  loop  0  plane surface  @ ~@@??  coedge  1 2    coedge  3  4 5  coedge   3 6 7  edge  8-DT! 9-DT!?  : unknown  coedge    ; <   coedge  = >  # ?  edge  * ~ @  A tangent  coedge  B C  % D  edge  En )n@  F tangent  coedge  G  C H (  coedge   I = J (  loop  G K  vertex   L vertex  # Mstraight curve  t@??  9t  9t@FldEntIdmeg attrib  N  face O P ?  Q  loop  R  plane surface  @0~@@?  coedge  6 S T U   coedge  V  W X   coedge   Y Z [   coedge    \ ]  coedge  ^ _  5 `  edge  a 9? 4 b unknown  coedge  c 0  7   edge  8 d? 6 e unknown  vertex  X f vertex  g hellipse curve  @?@;f?;f?  coedge  i j ! < k  edge  @ E ! l tangent  coedge  m " ' J ?  coedge  " n i o ?  loop  n -  vertex  < pstraight curve  @0~@?  a~ S@ coedge  q $ j r D  coedge  $ s & H D  loop  s t  vertex  r ustraight curve  ?0n@ (L53sn 'L53n@ coedge  v & w x (  edge  y-DT!? )-DT!? C z unknown  coedge  ' v Y { (  edge  *-DT! |-DT! = } unknown  face ~  (   point  ?? point  @?ftreemeg attrib  , cX̀ftreemeg attrib  - face   cone surface  @0~@?;f?;f? ??  coedge  T .  coedge  0 c   coedge  R W 0 U .  edge  ? 8 ~@ T unknown  coedge  Y 1 m   coedge  T 1 X .  edge   8 W tangent  coedge  2 V I {   coedge  2 [  edge  9 @ Z tangent  coedge  3 ]  edge  d-DT! a-DT!? \ unknown  coedge  4 g `  coedge  4 `  loop  ^   vertex  straight curve  @@?  coedge  S 6   vertex  straight curve  @?@?  point  @?@ edge  9? @ unknown  point  @@ coedge  ; > o k  coedge  ; B r k  loop  straight curve   ~@ S0 ӉS@ coedge  = V ?  coedge  > ?  edge  @-DT! B.DT! i unknown  point  @ ~@ coedge  B D  edge  ^-DT!? E-DT!? j unknown  coedge  C D  face  K D   point  ? ~@ coedge  I G (  coedge  G x  edge  y-DT!? -DT!? G unknown  vertex  H ellipse curve  ???;f?;f;f? -DT! -DT!? edge  -DT! |-DT! I unknown  vertex  { ellipse curve  @??;f;f?;f? -DT! -DT!?ftreemeg attrib  K face  `  cone surface  t@??;f;f? ?? ftreemeg attrib  P face    loop  P plane surface  @0~@@??  coedge  W R .  coedge  R  edge   @ R tangent  coedge  S  edge   ? unknown  vertex  U straight curve  @0~@@  edge  |4-DT!? -DT!? m unknown  vertex  straight curve  @?@? S̠ S@ coedge  Z v  coedge  Z ^ g  loop   vertex  straight curve  @@ S S̠@ coedge  \  coedge  \  loop  \ ellipse curve  @?@;f?;f?  coedge  _ ^ `  coedge  _  edge  a? @ unknown  point  @@ coedge  c  edge  ? d ~@ unknown  edge   d tangent  point   @?@ vertex  straight curve  @@  coedge  i k  coedge  j k  face  k   coedge  n m ?  coedge  n  edge  -DT! +DT! n unknown  vertex  ellipse curve  @ ~@?6=f?b:f??c:f? -DT! -DT!? coedge  s q D  coedge  q  edge  ,DT!? -DT!? q unknown  vertex  r ellipse curve  ? ~@?;f;f?;f? -DT! -DT!? coedge  w s  edge  -DT! y-DT! s unknown ftreemeg attrib  tcone surface  ?0n@??;f;f? ??  edge  t t@ tangent  coedge  w  loop   vertex  x ellipse curve  ???<f;f?;f? -DT! -DT!? point  e3þ?e3þ?o3þ?ellipse curve  @??;f?;f??;f? -DT! -DT!? point  ϟ'@[3þ?D3þ?ftreemeg attrib   face   plane surface  @@?? ftreemeg attrib   face     loop  cone surface  @ ~@@?;f?;f?? ??  coedge     edge  ?  ~@  tangent  coedge     vertex  straight curve  @ ~@@ S S̠@ coedge      vertex  straight curve  @ ~@@?  point  @ ~@@ellipse curve  @??;f;f?;f? -DT! -DT!? point  @?? coedge   point  @? coedge     coedge    edge  a @  tangent  coedge     coedge    face      coedge      edge   ?  unknown  coedge      loop    vertex   straight curve  @@  coedge      loop   straight curve   @0~@@  vertex   straight curve   @?@?  edge     tangent  point  ?@ coedge  ! " k  coedge    edge  /DT!? #-DT!? $ unknown  coedge  %  edge  &-DT! 4-DT! ' unknown ftreemeg attrib   face ( ) *  + cone surface   ~@??;f?;f? ?? ellipse curve  @ ~@?;f?;f??;f? -DT! -DT!? point  ϟ'@?3OP+~@3þ? coedge  , - .  edge  n n@ / tangent  coedge  0 , 1  loop  0 )  vertex  2ellipse curve  ? ~@?;f?;f??;f? -DT! -DT!? point  3þ??3OP+~@3þ? coedge  - 3  vertex  4ellipse curve  ???;f;f?;f? -DT! -DT!?straight curve  t@?  9t  9t@ coedge   5  face 6 7  8  point  ??FldEntIdmeg attrib  9  face :   ; plane surface  @@ ftreemeg attrib   face < =  >  loop  ? plane surface  ?0~@@??  coedge  @ A  edge  B-DT! -DT!? C unknown straight curve  @0~@? S  a~@ coedge  D E  point  @ ~@? coedge   F  G  edge  H-DT! -DT!?  I unknown  point   @ ~@@ coedge  J K  L  edge  -DT! M-DT!  N unknown  coedge  J O  vertex  O Pstraight curve  @@  coedge  Q R  S  edge  M4-DT!? -DT!?  T unknown  coedge  R U ftreemeg attrib   face V W  X cone surface  @?@?;f?;f? ??  coedge  Y 5   coedge  Y Z [   loop   straight curve  ?@?  coedge  Z \  ]  edge  ^  _ tangent  face ` a  b  point  ?@ coedge  c   G  edge   d@ e tangent  face f  g  point   @??straight curve  ?@? S̠ S@ coedge  D h " =  edge  &? #@ ! i tangent  vertex  jellipse curve  @ ~@?6=f?c:f??d:f? -DT! -DT!? coedge  0 h k  vertex  " lellipse curve  ? ~@?;f;f?;f? -DT! -DT!?ftreemeg attrib   face m n  o  loop  p plane surface   ~@@??  coedge  q 1 .  coedge  q 3 .  loop  - r straight curve  0n@?? 'L53n (L53sn@ coedge  % p s  edge   t , u tangent  point   ~@? edge  v @ - w tangent  point  ?? edge  -DT! v-DT!? x unknown ftreemeg attrib   face y  ]  z cone surface  ??@;f;f? ?? ftreemeg attrib  cX̀ftreemeg attrib  plane surface  ?@?? FldEntIdmeg attrib  {  loop  h plane surface  0~@@??  coedge  @ | } ~  coedge   ?  A  edge  B H? @  unknown  vertex  E ellipse curve  @ ~@@;f?;f??  coedge  } !  E =  edge  # B D  tangent  coedge      G  loop     vertex   ellipse curve  @ ~@@;f?;f??  coedge     O L  coedge    Q  L  loop   a  vertex   ellipse curve  @??;f?;f?@;f?  edge  t ^t@   tangent  point  @? coedge    K  S  coedge     U S  loop    ellipse curve  @??;f;f?;f?  edge  d?  ~@   tangent ftreemeg attrib   cX̀ loop    plane surface  0~@  coedge        coedge     [ ]  edge  -DT! -DT!? Z  unknown  coedge      ]  loop  Z 7  vertex   straight curve  ?@? FldEntIdmeg attrib    face   L   plane surface  @@  coedge      G  vertex  U straight curve   @ ~@@ FldEntIdmeg attrib   plane surface   @0~@@?  coedge  ! } % k = straight curve  0~@?? ӉS S0@ point  @0~@? edge   &@ h  tangent  point  ?0~@?ftreemeg attrib  ) face  r    cone surface  ? ~@@?;f;f?? ??  coedge    0 s *  coedge  - ,   .  face  t .    edge  t-DT! -DT!? 0  unknown  vertex  1 straight curve   ~@@? S̠ S@ vertex   straight curve  ?@ S S̠@ellipse curve  ??@;f;f? ftreemeg attrib  7cone surface  ??@;f;f? ?? ftreemeg attrib  < cX̀ coedge  ?     coedge  h D ? ~ =  edge  ? B@ }  unknown  coedge  | @   straight curve  @0~@@?  point  @0~@@straight curve  @0~@@? S̠ S@ coedge  F c   G  coedge    F    edge   H   tangent  face   G    point  @@~@@ coedge   J \  L  coedge  K    L  edge  -DT! M-DT! Q  unknown  point  ?3OP@yyڿOyڿstraight curve  t@?  coedge   Q   S  coedge  R  c  S  face   S   straight curve   @0~@? FldEntIdmeg attrib  V  coedge      W  coedge    Y    edge  v ? Y  unknown  coedge   Z   ]  vertex   ellipse curve  ??@;f;f?  coedge  \    ]  edge  -DT!? ^-DT!?   unknown  point  ??ftreemeg attrib  ` cX̀ftreemeg attrib  a face      cone surface  t@??;f;f? ??  edge  d-DT! .DT!   unknown  point   @ ~@?ftreemeg attrib  f cX̀ vertex  ~ straight curve  ?0~@@ S S̠@ftreemeg attrib  n loop   n plane surface  ?@??  coedge   p |  *  coedge  p    *  coedge    q    edge  v? t ~@ q  unknown ftreemeg attrib   rcX̀plane surface  @? ellipse curve  ? ~@@;f;f??  point   ~@@ point  ?@ edge   ?   unknown straight curve  0~@@?  coedge        edge  ? H@   unknown  coedge        edge  b,DT!? -DT!?   unknown  coedge        loop     vertex   straight curve  @@~@@? ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ??  coedge      L  edge  t t@   tangent  vertex   ellipse curve  @??;f;f@;f?  coedge      S  coedge      W  edge   ~    tangent ftreemeg attrib  cone surface  @0~@?;f?;f? ??  coedge      W  coedge       straight curve  ?@  coedge        edge   @   tangent  edge  ?  ~@   unknown  point  ?@ coedge        edge  -DT! -DT!   unknown  vertex   ellipse curve  ???;f;f?;f? ftreemeg attrib   face       loop    cone surface  ?0n@??;f;f? ??  vertex   ellipse curve  @ ~@?;f?;f?@;f?  point  ?0~@@ coedge      *  coedge        edge  t ?   unknown straight curve  @? FldEntIdmeg attrib   r  vertex   straight curve  ?0~@@?  coedge       straight curve  @~@@?  coedge        coedge        loop    ellipse curve  @ ~@?;f?;f?@;f?  edge  ? @   tangent  face       point  @@~@? coedge        edge  -DT!? -DT!?   unknown  vertex   straight curve  t@??  point  @? edge  -DT! b,DT!   unknown  coedge      W  vertex   straight curve  @0~@?  coedge        edge  n n@   tangent  coedge        coedge        loop     vertex   straight curve  ?@  vertex   straight curve  @?  coedge       ellipse curve  ???;f;f?;f?  point  2yڿ2yڿ+yڿftreemeg attrib   cX̀ face      plane surface  @?  point  ?3OP@<f6~@yڿ coedge        edge  -DT! -DT!?   unknown straight curve   ~@@  point  ?@~@@ coedge  !      edge   @  " tangent  coedge  #      coedge   # ! $   face %    &  vertex   'straight curve  @~@?? FldEntIdmeg attrib  ( plane surface  @~@@?? ellipse curve  ???;f?;f;f?  point  ??ellipse curve  @ ~@?;f?;f@@;f?  edge     ) tangent  point  @ ~@ coedge    # *   vertex  * +straight curve  ?0n@  coedge        edge  n ,n@  - tangent  point  ?? edge  ,   . tangent  point   ~@@ coedge    / 0  FldEntIdmeg attrib    ftreemeg attrib   loop    cone surface  ? ~@@?;f;f?? ??  coedge   /    ellipse curve  ? ~@@;f;f??  coedge  /   $  straight curve  ?@~@@  coedge     *   edge  -DT! 14-DT!  2 unknown ftreemeg attrib  cone surface   ~@??;f?;f? ??  point  ?@~@?ftreemeg attrib   cX̀straight curve   ~@  edge  14-DT!? -DT!? # 3 unknown  point  ? ~@ vertex  0 4straight curve  0n@?? straight curve   ~@@?  coedge   !  0   edge  1,DT!? ,-DT!?  5 unknown  vertex  * 6ellipse curve  ? ~@?;f;f?;f? ellipse curve  ? ~@?;f;f@;f?  point   ~@?ellipse curve  ? ~@?;f?;f?@;f?  point  yڿ<f6~@yڿ End-of-ACIS-dataT$Falten - Dicke...R ???De@? ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell      shell     face    face     ftreemeg attrib   face       loop    cone surface  t@?@;f;f?? ?? ftreemeg attrib   face       loop    cone surface  t@?@;f;f?? ?? ftreemeg attrib   face       loop   cone surface  ?@?;f;f?? ??  coedge    ! ftreemeg attrib   face " # $  %  loop  & cone surface  ?@?;f;f?? ??  coedge  ' ( & )  FldEntIdmeg attrib  *   face + , -  .  loop  /  plane surface  @??  coedge  0 1  !   coedge  2  3 4  coedge   5 / 6  edge  7-DT! 84-DT!  9 unknown FldEntIdmeg attrib  :   face ; < =  >  loop  ?  plane surface  @??  coedge  @ A  )   coedge  B  ? C   coedge   D E F   edge  G-DT! H4-DT! & I unknown ftreemeg attrib   cX̀ftreemeg attrib   face J K L  M  loop  N  cone surface  @0n@@;f?;f?? ??  coedge  O P 6   coedge  Q  P R   coedge   S T U   coedge  V  W X  coedge  T Y  4 L  edge  8-DT!? Z-DT!? 3 [ unknown  coedge  V N \  edge  ]t 7t@ / ^ tangent  vertex  R _ vertex  U `ellipse curve  ??@;f?;f;f? ftreemeg attrib  " cX̀ftreemeg attrib  # face a b c  d  loop  e # cone surface  @0n@@;f?;f?? ??  coedge  f g ' C $  coedge  h & i j   coedge  & k f l   coedge  m ' e n   edge  ot Gt@ ? p tangent  coedge  ( m q r   coedge  s i ( F c  edge  H,DT!? t-DT!? E u unknown  vertex  l v vertex  j wellipse curve  ??@;f?;f;f? -DT! -DT!?ftreemeg attrib  , face x y z  {  loop  3 , cone surface  ??@;f;f? ??  coedge  | } 5 \ -  coedge  ~ / }    coedge  / ~ 0 R   coedge  0   edge  7?  ~@ P tangent  coedge  1   coedge  3 1 U L  edge  8-DT!? -DT!? 1 unknown  coedge  5 2  coedge  2 X  edge  Zt t@ W tangent  coedge  3 L  vertex  X ellipse curve  ??@;f?;f?@;f?  edge  +DT!? ]-DT!? N unknown  vertex  \ straight curve  t@?@  point  ??@ point  yyڿOyڿ?3OP@ftreemeg attrib  < face    loop  E < cone surface  ??@;f;f? ??  coedge  B n =  coedge  ? A l $  coedge  ? $  coedge  @   coedge  E @ j c  edge  H^-DT!? -DT!? @ unknown  coedge  A   edge  G?  ~@ f tangent  coedge  D B   edge  .DT!? o-DT!? e unknown  vertex  n straight curve  t@?@  9t  9t@ coedge  D r  edge  tt t@ q tangent  coedge  E c  vertex  r ellipse curve  ??@;f?;f??;f? -DT! -DT!? point  ??@ point  3þ?3þ?ϟ'@ftreemeg attrib  K face    loop  K cone surface  ?0n@??;f;f? ??  coedge  N -  coedge  N O  -  coedge  P O   edge  n ]n@ O tangent  coedge  S Q   coedge  Q  edge  -DT! +DT! unknown  vertex  straight curve  ?@?  coedge  S  edge   ~  tangent  coedge  T L  vertex  U ellipse curve  ??@;f;f@;f?  coedge  V  edge  -DT! -DT! unknown  coedge  W Y  coedge  W  loop  W  vertex  straight curve  t@@?  coedge  Y L  edge   Z tangent  point  ?@ vertex  ellipse curve  @?@;f;f@;f?  point  @?@ftreemeg attrib  b face    loop  b cone surface  ?0n@??;f;f? ??  coedge  e g =  coedge  e =  coedge  g f $  edge  n on@ g tangent  coedge  k h   coedge  h  edge   ~  tangent  coedge  i c  vertex  j ellipse curve  ??@;f;f?;f? -DT! -DT!? coedge  k  edge  -DT! P/DT! unknown  vertex  straight curve  ?@? ӉS  Q~@ coedge  m  edge  -DT! .DT! unknown  vertex  ellipse curve  @?@;f;f?;f? -DT! -DT!? point  @?@ coedge  q  coedge  q s  loop  q  vertex  straight curve  t@@?  9t  9t@ coedge  s c  edge   t  tangent  point  ?@ftreemeg attrib   ycX̀ face      loop  y plane surface  @?  coedge     z  coedge   |   -  coedge   |  edge  -DT!? -DT!?  unknown  coedge  }    -  coedge   ~  edge  ? @ ~  tangent  vertex   straight curve  @0n@@  coedge      edge  -DT!? -DT!?  unknown  coedge      loop    vertex   ellipse curve  ? ~@@;f;f@;f?  point  ? ~@@ coedge      coedge    vertex  straight curve  @  coedge   L  edge  ? @  tangent  point  ?@ coedge    loop  ! ellipse curve  @?@;f;f?@@;f?  coedge  " #  edge  ? $@ % tangent  point  @@ coedge  & " '  edge  (-DT!? -DT!? ) unknown  vertex  *straight curve  ?@?  point  ?3OP@eyڿ?3OP@ftreemeg attrib  + cX̀ face , -  .  loop  plane surface  @?  coedge  / 0 1  coedge  2 3 4 =  coedge  2 5 6 =  coedge  7  edge  x*DT!? 8-DT!? 9 unknown  coedge  3  edge  ? @ : tangent  vertex  ;straight curve  @0n@@ (L53sn 'L53sn@ coedge  < = >  edge  *DT!? -DT!? ? unknown  coedge  @  coedge  @ < A  vertex  Bstraight curve  @  Q~ ӉS@ coedge  1 c  edge  ? C@ D tangent  point  ?@ coedge  E = F  loop  G  vertex  F Hellipse curve  ? ~@@;f;f?;f? -DT! -DT!? point  ? ~@@ coedge  I  loop  J ellipse curve  @?@;f;f???;f? -DT! -DT!? point  Ο'@.3þ?ϟ'@ coedge  K L  edge  ? M@ N tangent  point  @@ coedge  K O P  edge  Q-DT!? -DT!? R unknown  vertex  Sstraight curve  ?@? S̠ S@FldEntIdmeg attrib  y FldEntIdmeg attrib  T  face U V   W plane surface  @@  coedge  X  Y z  coedge  Z & [ z  edge  -DT! (-DT! \ unknown  coedge  ] ^ -  coedge  _ `  a  edge  n bn@  c tangent  coedge  d _ e  vertex   fellipse curve  @?@;f?;f?@;f?  coedge  g   edge  -DT! h,DT! i unknown straight curve   ~@@?  point  @ ~@@ coedge  j    coedge  k    loop   ellipse curve  ? ~@@;f;f?@@;f?  coedge  g l m  edge  -DT!? n-DT!? o unknown  face p q  r  point  eyڿ<f6~@?3OP@ coedge   Y  edge  s  t tangent  point   ~@@ vertex  Y ustraight curve  ?@  coedge  d v w  face x y  z  coedge  v # '  edge  $t t@ { tangent  vertex  # |straight curve  @@  coedge  }  [ '  loop  y  vertex  [ ~ellipse curve  ???;f;f?;f?  point  ??FldEntIdmeg attrib   FldEntIdmeg attrib    face   >   plane surface  @@  coedge   O   coedge   @   edge  C-DT! Q-DT!  unknown  coedge    =  coedge   4  edge  -DT! 6/DT!  unknown  coedge    6   edge  8n n@ 5  tangent  coedge      vertex  6 ellipse curve  @?@;f?;f??;f? -DT! -DT!?straight curve   ~@@? ӉS S(@ point  @ ~@@ coedge   A >  coedge   F >  loop  - ellipse curve  ? ~@@;f;f???;f? -DT! -DT!? coedge  0   edge     tangent  point   ~@@ vertex   straight curve  ?@ S S̠@ coedge      edge  2-DT!? -DT!?  unknown  face      point  3þ??3OP+~@П'@ coedge      face      coedge   L P  edge  Mt t@  tangent  vertex  L straight curve  @@ S S̠@ coedge   /  P  loop    vertex   ellipse curve  ???<f;f?;f? -DT! -DT!? point  ??ftreemeg attrib   cX̀ftreemeg attrib   face      cone surface  ? ~@@?;f;f?? ??  coedge    k  z  edge  n sn@   tangent  coedge      z  edge  (-DT!? -DT!?   unknown ellipse curve  ???;f;f?;f?  coedge     ^   edge  b-DT! h,DT! ]  unknown  coedge     e a  coedge      a  loop     vertex   straight curve   @0n@@?  coedge       edge    _  tangent  point   @?@ coedge       vertex   ellipse curve  @ ~@@;f;f?@@;f?  coedge        coedge    X    coedge     m   edge   n l  tangent  vertex   ellipse curve  ? ~@@;f;f@;f? ftreemeg attrib   face      cone surface   ~@@?;f?;f?? ??  vertex   straight curve   ~@@?  point  ?? coedge  "   w '  edge  $-DT! -DT! v  unknown ftreemeg attrib  ! face   '   cone surface  @?@?;f?;f? ?? straight curve  t@?  point  @? coedge   &   '  point  2yڿ2yڿ+yڿftreemeg attrib  , cX̀ftreemeg attrib  - face      cone surface  ? ~@@?;f;f?? ??  coedge   /    edge  Q-DT!? -DT!? /  unknown  coedge  0     edge  Cn n@ @  tangent ellipse curve  ???;f;f?;f? -DT! -DT!? coedge    2    edge  -DT! *DT!   unknown  coedge  3 E    vertex  4 ellipse curve  @ ~@@;f;f???;f? -DT! -DT!? coedge   5     coedge  5  7    loop  5   vertex   straight curve  @0n@@? 'L53sn (L53sn@ coedge  I 7    edge   8   tangent  point  @?@ coedge   <   >  coedge  =    >  vertex  A straight curve   ~@@? S̠ S@ point  ?? coedge    E    edge      tangent  vertex  F ellipse curve  ? ~@@;f;f?;f? -DT! -DT!?ftreemeg attrib  G face      cone surface   ~@@?;f?;f?? ??  coedge   K I  P  edge  M-DT! -DT!   unknown ftreemeg attrib  J face   P   cone surface  @?@?;f?;f? ?? straight curve  t@?  9t  9t@ point  @? coedge  O    P  point  e3þ?e3þ?o3þ?ftreemeg attrib  V face       loop   V cone surface   ~@??;f?;f? ??  coedge  Z X   z  edge  ,DT!? s-DT!? X  unknown straight curve  0n@??  coedge    Z    edge  n n@   tangent  vertex   ellipse curve  ???;f?;f;f?  coedge   ] `    coedge  ]  g    loop   q ellipse curve  @ ~@@;f;f?@@;f?  coedge  ` _   a  edge  b? @ `  tangent  face  ! a    point   @ ~@@ coedge    d    edge  4-DT!? -DT!?   unknown  vertex   straight curve   @?@?  edge  h-DT!? -DT!?   unknown  point  ?3OP@;f6~@?3OP@ coedge  k j     coedge  l  j    edge  n? @   tangent  coedge   l  !   loop     vertex   "straight curve  @~@@  point  ?@~@@ftreemeg attrib  q face #    $ cone surface  @ ~@@?;f?;f?? ??  point   ~@? coedge  v }  % '  vertex  w &ellipse curve  @??;f?;f?@;f? ftreemeg attrib  y face '   ( cone surface  t@??;f;f? ??  coedge   ) }    edge  t *t@  + tangent ftreemeg attrib   face , G   -  loop  .  cone surface   ~@??;f?;f? ??  coedge    / 0  coedge   1   2  edge  3n n@  4 tangent  vertex   5ellipse curve  ???;f?;f;f? -DT! -DT!? edge  6,DT!? -DT!?  7 unknown straight curve  0n@?? 'L53n (L53sn@ coedge  8      coedge   9     loop    ellipse curve  @ ~@@;f;f???;f? -DT! -DT!? edge  -DT!? -DT!?  : unknown  point  Ο'@?3OP+~@ϟ'@ coedge    ; <   edge  ? =@  > tangent  face ? J   @  point  @ ~@@ coedge  ; A   B  edge  4-DT!? -DT!?  C unknown  vertex   Dstraight curve  @?@? S̠ S@ coedge    . E >  coedge  F      edge  ? G@  H tangent  point   ~@? coedge   F 8 I   loop     vertex   Jstraight curve  0~@@ S( ӉS@ point  ?0~@@ftreemeg attrib   face K  B  L cone surface  @ ~@@?;f?;f?? ??  coedge    A M P  vertex   Nellipse curve  @??;f?;f??;f? -DT! -DT!?ftreemeg attrib   face O 2  P cone surface  t@??;f;f? ??  coedge  Q    2  edge  t Rt@  S tangent FldEntIdmeg attrib  T plane surface  @~@@??  coedge  U      coedge   V     edge  4-DT!? -DT!?  W unknown  vertex   Xellipse curve  ? ~@?;f?;f?@;f?  coedge  )  V Y   loop     vertex   Zstraight curve  ?0n@  point  ?? coedge  [  \ ]   coedge   [  !   coedge   \     edge  ?  ~@  ^ tangent  vertex   _straight curve   @ ~@@ FldEntIdmeg attrib  ` plane surface   @0~@@?  coedge  a   %   loop  \  ellipse curve  @??;f;f?;f?  point   @??ellipse curve  @ ~@@;f;f?@@;f?  edge  -DT! 4-DT!  b unknown  coedge    U c   vertex  c dstraight curve  ?@~@@  edge  e   f tangent  point  @@~@@ftreemeg attrib  cone surface  @0~@?;f?;f? ??  edge  *-DT! -DT!  g unknown  point  ?3OP@yyڿOyڿftreemeg attrib  h cX̀plane surface  0~@  coedge    a i   vertex  i jstraight curve  t@?? FldEntIdmeg attrib  k plane surface  0~@@??  coedge  / l  E   coedge  m .  0   edge  6^-DT!? 3-DT!? / n unknown  coedge   Q m o 2  loop     vertex  0 pstraight curve  ?0n@ (L53sn 'L53n@ point  ?? vertex  0 qellipse curve  ? ~@?;f?;f??;f? -DT! -DT!? coedge  r   I   coedge   r s t  ellipse curve  @ ~@@;f;f???;f? -DT! -DT!? coedge  s   < B  edge  =?  ~@  u tangent  vertex  < vstraight curve  @ ~@@ S S̠@FldEntIdmeg attrib  w plane surface  @0~@@?  coedge   x  M B  loop  s  ellipse curve  @??;f;f?;f? -DT! -DT!? point  @?? edge  G-DT! 64-DT! . y unknown  coedge    l z   vertex  z {straight curve  ?0~@@ S S̠@ edge  |   } tangent  point  @0~@@ftreemeg attrib  cone surface  @0~@?;f?;f? ??  edge  R-DT! -DT! A ~ unknown  point  ϟ'@[3þ?D3þ?ftreemeg attrib   cX̀plane surface  0~@  coedge  1  x  2  vertex   straight curve  t@??  9t  9t@ftreemeg attrib   cX̀ coedge     c   coedge     Y  ellipse curve  ? ~@?;f;f@;f?  point  yڿ<f6~@yڿ edge      tangent  point  ? ~@ coedge        coedge     ]   edge  -DT! .DT! \  unknown straight curve   @0~@?  point   @ ~@?ftreemeg attrib   cX̀ coedge    ) i  ellipse curve  ? ~@?;f;f?;f?  edge  ? e@   tangent  point  ?@~@? vertex  ! straight curve  @@~@@? ellipse curve  @??;f;f@;f? FldEntIdmeg attrib  '  edge  * ~  )  tangent  point  @?ftreemeg attrib  , cX̀ coedge  .  F z   coedge   / 1 o  ellipse curve  ? ~@?;f;f?;f? -DT! -DT!? edge   3 1  tangent  point  ? ~@ point  3þ??3OP+~@3þ? coedge  9 8     coedge   ; 9 t B  edge  =-DT! +DT! s  unknown straight curve  @0~@? S  a~@ point  @ ~@?ftreemeg attrib  ? cX̀ coedge  A  Q  B ellipse curve  ? ~@?;f;f?;f? -DT! -DT!? edge  G? |@ F  tangent  point  ?0~@? vertex  I straight curve  @0~@@? S̠ S@ellipse curve  @??;f;f?;f? -DT! -DT!?FldEntIdmeg attrib  O  edge  R ~  Q  tangent  point  @? coedge   U [    coedge  V      vertex  Y straight curve   ~@  edge  b,DT!? e-DT!?   unknown  coedge  \ a     vertex  ] ellipse curve  @ ~@?;f?;f?@;f? straight curve  @~@??  point  @@~@?straight curve  @0~@?  coedge  l  r    coedge   m     vertex  o straight curve   ~@ S0 ӉS@ edge  /DT!? |-DT!?   unknown  coedge  x s   B  vertex  t ellipse curve  @ ~@?;f?;f??;f? -DT! -DT!?straight curve  0~@?? ӉS S0@ point  @0~@?straight curve  @0~@?  a~ S@ edge  -DT! b,DT!   unknown  point  @ ~@ellipse curve  @ ~@?;f?;f?@;f?  point  ?3OP@<f6~@yڿ edge  -DT! B.DT!   unknown  point  @ ~@ellipse curve  @ ~@?6=f?c:f??d:f? -DT! -DT!? point  ϟ'@?3OP+~@3þ?ellipse curve  @ ~@?;f?;f@@;f? ellipse curve  @ ~@?6=f?b:f??c:f? -DT! -DT!? End-of-ACIS-dataT???De@?@@0~@0~@@@@@0~@@0~@@cX̀cX̀cX̀cX̀cX̀cX̀@?Q@0~@cX̀R8ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  0~@ ftreemeg attrib   cX̀FldEntIdmeg attrib    face       loop    plane surface  @@  coedge       ftreemeg attrib  cX̀FldEntIdmeg attrib    face       loop   plane surface  @0~@@?  coedge  ! " #  coedge  $  % &   coedge   $ ' (   coedge  ) *     edge  + ,@  - unknown ftreemeg attrib   cX̀FldEntIdmeg attrib  .  face / 0 1  2  loop  3  plane surface  0~@@??  coedge  4 5 6 7   coedge  8  9 :  coedge   8 4 ;  coedge  6 <  # =  edge  > ?@  @ unknown  coedge    8 A   coedge  5 4  &   edge  , B0~@  C unknown  coedge  9 D  ( 1  edge  E +0~@  F unknown  coedge  3  D G   coedge   3 5 H   vertex   I vertex   Jstraight curve  0~@? ftreemeg attrib   cX̀FldEntIdmeg attrib  K   face L =  M  loop  N  plane surface  @?  coedge  * ) O P   coedge  %  ! ;   coedge   % * H   coedge  O "  7 =  edge  Q >0~@  R unknown  coedge  ! $ A  coedge  N ' : 1  edge  ? E@ S unknown  edge  B >@ ! T unknown  coedge  " O N U =  loop  " 0  vertex  # V vertex  # Wstraight curve  @@  edge  B E@ $ X unknown  vertex  & Ystraight curve  @0~@  coedge  ' N ) G 1  vertex  A Zstraight curve  ?  edge  + [@ ) \ unknown  edge  , Q@ 5 ] unknown  point  0~@ point  @0~@ftreemeg attrib  / cX̀FldEntIdmeg attrib  ^ 0 plane surface  @??  coedge  D 9 < U 1  coedge  < 6 3 P =  edge  [ Q@ 3 _ unknown  vertex  7 `straight curve  @0~@@ straight curve  @ straight curve  @?  edge  ? [0~@ N a unknown  point  @@ point  @straight curve  @  point  @ point   vertex  P bstraight curve  0~@? straight curve  @0~@? ftreemeg attrib  L 0cX̀straight curve  0~@@?  point  @0~@@straight curve  @?  point  0~@@ End-of-ACIS-data<a????@cX̀}@cX̀RACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  0~@ ftreemeg attrib   cX̀FldEntIdmeg attrib    face       loop    plane surface  @@  coedge       ftreemeg attrib  cX̀FldEntIdmeg attrib    face       loop   plane surface  @0~@@?  coedge  ! "  coedge  #  $ %   coedge   # & '   coedge  ( )     edge  * +@  , unknown ftreemeg attrib   cX̀FldEntIdmeg attrib  -  face . /  0  loop  1  plane surface  0~@@??  coedge  2 3 4   coedge  5  6 7  coedge   5 2 8  edge  9 :@  ; unknown  coedge    5 <   coedge  3 2  %   edge  + =0~@  > unknown  coedge  6 ?  ' /  edge  @ *0~@  A unknown  coedge  1  ? B   coedge   1 3 C   vertex   D vertex   Estraight curve  0~@? ftreemeg attrib   cX̀FldEntIdmeg attrib  F   loop  G  plane surface  @?  coedge  ) ( H   coedge  $  ! 8   coedge   $ ) C   edge  I 90~@  J unknown  coedge  ! # <  coedge  G & 7 /  edge  : @@ K unknown  edge  = 9@ ! L unknown  vertex  " M vertex  " Nstraight curve  @@  edge  = @@ # O unknown  vertex  % Pstraight curve  @0~@  coedge  & G ( B /  vertex  < Qstraight curve  ?  edge  * R@ ( S unknown  edge  + I@ 3 T unknown  point  0~@ point  @0~@ftreemeg attrib  . cX̀ coedge  ? 6 U /  edge  R I@ 1 V unknown  vertex  4 Wstraight curve  @0~@@ straight curve  @ straight curve  @?  point  @@ point  @straight curve  @  point  @ point   vertex  H Xstraight curve  0~@? straight curve  @0~@?  edge  : R0~@ G Y unknown straight curve  0~@@?  point  @0~@@ point  0~@@straight curve  @?  End-of-ACIS-datacX̀P~@cX̀RH4ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  @@ ftreemeg attrib   cX̀FldEntIdmeg attrib    face       loop    plane surface  @0~@@?  coedge      ftreemeg attrib  cX̀FldEntIdmeg attrib    face      loop   plane surface  0~@@??  coedge     coedge  !  " #   coedge   !  $   edge  % &@  ' unknown ftreemeg attrib   cX̀FldEntIdmeg attrib  (   loop  )  plane surface  @?  coedge  * + ,   coedge  -   $  coedge   - * .  edge  / %0~@  0 unknown  coedge    1   coedge  ) 2  #   edge  & 3@  4 unknown  edge  5 %@  6 unknown  vertex   7 vertex   8straight curve  @@ ftreemeg attrib   cX̀ coedge  9 " :   coedge  ;   .   coedge   ; 9 <   edge  = /@  > unknown  coedge    ?  edge  @ /@  A unknown  vertex  Bstraight curve  @0~@@  edge  5 3@ ! C unknown  coedge  " 9 D   vertex  1 Estraight curve  @  vertex  ? Fstraight curve  @?  point  @@ point  @ coedge  2 ) + <   edge  & =0~@ ) G unknown  coedge  + * H   edge  I =@ + J unknown  vertex  , Kstraight curve  0~@@?  edge  @ 50~@ - L unknown  vertex  H Mstraight curve  @0~@?  point  @0~@@straight curve  @  edge  3 I0~@ 2 N unknown  point   point  @straight curve  @?  edge  I @@ ; O unknown  vertex  H Pstraight curve  0~@?  point  0~@@straight curve  @0~@  point  @0~@straight curve  ? straight curve  0~@?  point  0~@ End-of-ACIS-data?cX̀cX̀cX̀cX̀cX̀cX̀cX̀RACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib    face     loop    plane surface  0~@@ ftreemeg attrib    cX̀FldEntIdmeg attrib    face       loop    plane surface  @@  coedge       FoldAttmeg attrib   ftreemeg attrib  cX̀FldEntIdmeg attrib    face    !  loop " # plane surface  @0~@@? FldTmpmeg attrib   coedge  $ % & FoldAttmeg attrib    coedge  '  ( )   coedge   ' # *   coedge + , -    edge  . /@  0 unknown ftreemeg attrib   cX̀FldEntIdmeg attrib  1  face 2 3  4  loop 5   plane surface  0~@@?? FldTmpmeg attrib   coedge 6 7 8  *   coedge  9  : ;  coedge   9 < =  edge  > ?@  @ unknown  coedge    A   coedge B C D  ) 3  edge  Ez@ .0~@ ( F unknown  edge  / GK@ # H unknown FoldAttmeg attrib  %  coedge  I  8 J  coedge   I C K  vertex   L vertex  * Mstraight curve  0~@@? ftreemeg attrib   cX̀FldEntIdmeg attrib  N   loop O D  plane surface  @? FldTmpmeg attrib  FoldAttmeg attrib  #  coedge  < # P   coedge  # Q , J   coedge  % $ R  coedge  D S $ ; 3  edge  ? T@ $ U unknown  coedge  Q 7 % =   edge  V >@ % W unknown  vertex  & X vertex  & Ystraight curve  @@  edge  G E@ ' Z unknown FoldAttmeg attrib  (  coedge  S ( - K 3  coedge  ( : [ 3  vertex  ) \straight curve  @?  vertex  P ]straight curve  @0~@@  coedge  - , ^  edge  _ /@ 8 ` unknown  edge  a .@ - b unknown  point  0~@@ point  @0~@@ftreemeg attrib  2 cX̀FldTmpmeg attrib  3 edge  GK@ >0~@ 7 H unknown  coedge  8 < c   edge  V T@ 9 d unknown  coedge  : C e 3  vertex  R fstraight curve  @  vertex  c gstraight curve  @?  point  @@ point  @straight curve  @z@@  edge  ? Ez@ D F unknown  point  z@@ point  @z@@ edge  a _@ I h unknown  vertex  ^ istraight curve  @0~@?  vertex  ^ jstraight curve  0~@?  edge  _ V0~@ Q k unknown straight curve  @  edge  T a0~@ S l unknown  point   point  @straight curve  0~@?  point  @0~@ point  0~@straight curve  @0~@ straight curve  ?  End-of-ACIS-data-DT!K@-DT!?-DT!?@@@@@@@@cX̀cX̀cX̀cX̀cX̀cX̀cX̀Rx%t$ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  @@< ftreemeg attrib    cX̀FldEntIdmeg attrib     face       loop    plane surface  0~@@  coedge       FoldAttmeg attrib   ftreemeg attrib   cX̀FldEntIdmeg attrib    face  !  "  loop #  plane surface  @@ FldTmpmeg attrib   coedge $ % & ' ( FoldAttmeg attrib    coedge  )  * +   coedge   ) , -   coedge . / 0     edge  1 2@  3 unknown FoldAttmeg attrib    ftreemeg attrib   cX̀FldEntIdmeg attrib  4  face 5 6 7  8  loop 9 :  plane surface  @0~@@? FldTmpmeg attrib  FoldAttmeg attrib    coedge  ;  < =  coedge   ; : >  coedge ? @ A  ( 7  edge  B C@ ' D unknown  coedge    E   coedge F G H  + !  edge  Iz@ 10~@ * J unknown  coedge K L M  - N  edge  2 OK@ , P unknown FoldAttmeg attrib  %  coedge  Q  M R   coedge   Q G S   vertex   T vertex   Ustraight curve  @@ ftreemeg attrib   cX̀FldEntIdmeg attrib  V  face W N  X  loop Y ' plane surface  0~@@?? FldTmpmeg attrib  ! coedge Z H [ & > !  coedge  & % \  coedge ] ^ L % = N  edge  _z@ B0~@ < P unknown  edge  C `K@ : J unknown FoldAttmeg attrib  '%  coedge  a ' [ b 7  coedge  ' a ^ c 7  vertex  ( d vertex  > estraight curve  0~@@?  edge  O I@ ) f unknown FoldAttmeg attrib  *  coedge  g * 0 S !  coedge  * : h !  vertex  + istraight curve  @0~@@ FoldAttmeg attrib  ,  coedge  < , j N  coedge  , k / R N  loop l , 6  vertex  j mstraight curve  @?  coedge  0 / n   edge  2 o@ / p unknown  edge  q 1@ 0 r unknown  point  @@ point  @ftreemeg attrib  5 cX̀FldEntIdmeg attrib  s 6 plane surface  @? FldTmpmeg attrib  7FoldAttmeg attrib  :  coedge  : g @ b !  edge  ` _@ ; t unknown FoldAttmeg attrib  <  coedge  k < A c N  vertex  = u vertex  h v coedge  A @ w 7  edge  x C@ [ y unknown  edge  z B@ A { unknown  point  0~@@ point  @0~@@straight curve  K@@?  coedge  [ G | !  edge  `K@ Iz@ H J unknown  point  @K@@ edge  OK@ _z@ L P unknown  coedge  M ^ } N FldTmpmeg attrib  N point  K@@ edge  q o@ Q ~ unknown  vertex  n straight curve  @  vertex  | straight curve  @? ftreemeg attrib  W 6cX̀straight curve  @z@@  point  z@@ point  @z@@ edge  z x@ a unknown  vertex  w straight curve  @0~@?  vertex  w straight curve  0~@?  edge  x q0~@ g unknown  edge  o z0~@ k unknown straight curve  @  point   point  @straight curve  0~@?  point  @0~@ point  0~@straight curve  @0~@ straight curve  ?  End-of-ACIS-data-DT!K@-DT!?-DT!?@@@@@@@@cX̀cX̀cX̀cX̀cX̀cX̀cX̀R--ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FoldAttmeg attrib    face     loop    plane surface  @@< ftreemeg attrib    cX̀ftreemeg attrib   cX̀ face       loop    plane surface  @@ FldTmpmeg attrib   coedge      FldEntIdmeg attrib  FldEntIdmeg attrib  FldEntIdmeg attrib     face      loop ! " plane surface  0~@@ FldTmpmeg attrib   coedge  # $ %  coedge  &  '   coedge   ( )   edge  *Zd;J +  , unknown ftreemeg attrib  -  cX̀FldEntIdmeg attrib  .  face / 0 1  2  loop 3 4  plane surface  @0~@@? FldTmpmeg attrib   coedge 5 6 7 8 9   coedge  :  ;  coedge   < = >  edge  ?x&1 @|&1?  A unknown  coedge  B  C D   edge  E +@  F unknown  coedge   B G   edge  Hأp= *^I   I unknown  vertex   J vertex   Kstraight curve  @K@@? Zd;J FoldAttmeg attrib    ftreemeg attrib   cX̀FldEntIdmeg attrib  L  face M N  O  loop P 8  plane surface  0~@@?? FldTmpmeg attrib   coedge  Q R S  FoldAttmeg attrib  "  coedge  T " U V   coedge  " T W X   coedge Y Z [ " 9 1  edge  \ ]@ 8 ^ unknown  coedge _ ` # B a  edge  @أp= bMb@ # c unknown  coedge  $ ` d  coedge  e f $ >   edge  g ?Cl@ $ h unknown  vertex  % i vertex  ; jstraight curve  E@Dl@  coedge k ( & : a   coedge l m n & D N  edge  o EK@ C p unknown  vertex  q rstraight curve  K@@?  edge  bMb@? H/$? ( s unknown  vertex  G tstraight curve  /$@jt?@?  point  @jt?@ point  @K@@ftreemeg attrib  / cX̀FldEntIdmeg attrib  u 0  loop v C 0 plane surface  @? FldTmpmeg attrib  1 coedge  f 4 w   coedge  4 W x   edge  yDlz z 4 { unknown  coedge  7 6 |   coedge } ~ m 6 V N  edge  z@ \0~@ U p unknown  coedge  R 7 X   edge  ] K@ W unknown FoldAttmeg attrib  8%  coedge  8 1  coedge  8 ~ 1  vertex  9  vertex  X straight curve  0~@@? FoldAttmeg attrib  :%  coedge  < : n  edge  bz&1? o@ : unknown  vertex  a straight curve  Dl@/$@?  edge  g @ < unknown  coedge  =   coedge  = Q   vertex  straight curve  @?  point  @Cl@ point  Cl@Cl@FoldAttmeg attrib  B FoldAttmeg attrib  C  coedge  U C q N  coedge  C ` N  vertex  a straight curve  @?  edge  EK@ z@ m p unknown  point  K@@straight curve  Dl@Mb@@?<  point  Cl@jt?@ftreemeg attrib  M 0cX̀FldTmpmeg attrib  N edge  z-? |&1? Q unknown  edge   y R unknown  vertex  S  vertex  w straight curve  @jt?@ Dlz  edge   @ T unknown FoldAttmeg attrib  U  coedge  U [ N  vertex  V FoldAttmeg attrib  W  coedge  W e Z   vertex  x straight curve  @0~@@  coedge  [ Z 1  edge   ]@ unknown  edge   \@ [ unknown  point  0~@@ point  @0~@@ edge  o @ ` unknown straight curve  @@  point  Cl@@ vertex  d straight curve  @  edge   g0~@ e unknown  edge  ˡEn@ ?Dl/n@ f unknown  point  @ coedge  n ~ N  point  @ vertex  straight curve  @t?E@ straight curve  @z@@   point  @z@@ point  @jt?@straight curve  @z@@  point  z@@ point  @z@@ edge   @ unknown  vertex  straight curve  @0~@?  vertex  straight curve  0~@? straight curve  @  point  straight curve  @0~@ straight curve  @Dl/n@Dl@  edge   0~@ unknown  point  @jt?Cl@straight curve  0~@?  point  @0~@ point  0~@straight curve  ?  End-of-ACIS-data?UcX̀cX̀cX̀cX̀cX̀cX̀cX̀Rv3F3ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib    face     loop    plane surface  0~@@ ftreemeg attrib    cX̀ftreemeg attrib   cX̀ face       loop    plane surface  @0~@@? FldTmpmeg attrib   coedge      FoldAttmeg attrib   FldEntIdmeg attrib  FoldAttmeg attrib     face      loop ! " plane surface  @@< FldTmpmeg attrib   coedge  # $ %  coedge  &  '   coedge   ( )   edge  *Zd;J +  , unknown ftreemeg attrib  -  cX̀ftreemeg attrib  . cX̀ face / 0 1  2  loop 3 4  plane surface  @@ FldTmpmeg attrib   coedge  5 6 7   coedge  8  9  coedge   : ;  edge  <~ =  > unknown  coedge  ?  @   edge  +tt AClt  B unknown  coedge   ? C D   edge  *? E@  F unknown  vertex  ) G vertex  ' Hstraight curve  @Cl~@@? Zd;J FldEntIdmeg attrib   FldEntIdmeg attrib   FldEntIdmeg attrib  I  face J K  L  loop M N  plane surface  0~@@?? FldTmpmeg attrib   coedge  O P Q   coedge  R " S   coedge  " T U   edge  VZd;J W " X unknown  coedge  Y # Z  edge  =-? [|&1? # \ unknown  coedge  $ ] ^  edge  _أp= <^I  $ ` unknown  vertex  % a vertex  9 bstraight curve  @jt?@ ~  coedge c ( & d e   edge  A/$ fMb@ & g unknown  vertex  @ hstraight curve  Clt@Dl~@@  coedge i j k ( D K  edge  Ez@ l0~@ C m unknown  vertex  D nstraight curve  @z@@  point  @z@@ point  @Cl~@@ftreemeg attrib  / cX̀FldEntIdmeg attrib  o 0  loop p q 0 plane surface  @? FldTmpmeg attrib  1 coedge  r s t 1  coedge  u 4 v   coedge  4 w Y x   edge  yx&1 z|&1? 4 { unknown  coedge  | 5 q }   edge  ~ W@ 5  unknown  coedge  6 |   edge  أp= V^I  6 unknown  vertex  7  vertex  7 straight curve  @K@@? Zd;J  coedge  8 P x  edge  [ˡEn@ yDl/n@ 8 unknown  vertex  Z straight curve  @t?E@  coedge  : r  edge  Mb@? _/$? : unknown  vertex  ^ straight curve  @Dl~@/$@?  point  @Cl~@@ point  @jt?@FoldAttmeg attrib  ?  coedge  s ? e 1  edge  l fCl@ d unknown  vertex  @ straight curve  Cl@^I 0~@@?  point  Cl@Cl~@@FoldAttmeg attrib  C  coedge  C K  coedge  C q K  vertex  e straight curve  @?  point  z@@ftreemeg attrib  J 0cX̀FldTmpmeg attrib  K coedge  k R } K  coedge  N ] 1  coedge  N d 1  edge  (\t@ Et@ N unknown  coedge  O |   edge  zأp= Mb@ O unknown  coedge  P   edge   yCl@ P unknown  vertex  Q  vertex  v straight curve  E@Dl@  coedge  T R u   edge   ~K@ q m unknown  vertex  straight curve  K@@?  edge  Mb@? /$? T unknown  vertex  straight curve  /$@jt?@?  point  @jt?@ point  @K@@ coedge  ] Y straight curve  @Dl/n@Dl@  point  @jt?Cl@ edge   Cl@ ] unknown  vertex  t straight curve  @^I 0~@Dl@  point  @Cl~@Cl@FoldAttmeg attrib  d%  coedge  d j 1 straight curve  0~@@?  point  Cl@0~@@ coedge  j K  edge   l@ unknown  edge  ~K@ Ez@ k m unknown  point  0~@@FoldAttmeg attrib  q  coedge  q K  coedge  r 1  edge  fx&1 |&1? s unknown  vertex  t straight curve  ^I t@0~@Dl@? FoldAttmeg attrib  u%  coedge  w u   edge  z&1? @ u unknown  vertex  straight curve  Dl@/$@?  edge   @ w unknown  vertex  straight curve  @?  point  @Cl@ point  Cl@Cl@FoldAttmeg attrib  |  vertex   point  K@@straight curve  Dl@Mb@@?<  point  Cl@jt?@ edge   0~@ unknown  vertex  straight curve  @0~@?  point  @0~@Cl@ edge   0~@ unknown  vertex  straight curve  0~@?  edge   @ unknown  edge   @ unknown straight curve  Cl@0~@E@  point  Cl@0~@Cl@straight curve  @@  point  Cl@@ vertex  straight curve  @  point  @ point  @straight curve  @0~@  point  @0~@straight curve  ?  point  0~@straight curve  @ straight curve  0~@?  point   End-of-ACIS-data?T?cX̀cX̀cX̀cX̀cX̀cX̀cX̀Rx<H<ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FoldAttmeg attrib    face     loop    plane surface  0~@@ ftreemeg attrib    cX̀ftreemeg attrib   cX̀ face       loop    plane surface  0~@@?? FldTmpmeg attrib   coedge      FldEntIdmeg attrib   FldEntIdmeg attrib  ftreemeg attrib   cX̀ face      loop ! " plane surface  @0~@@? FldTmpmeg attrib   coedge  # $ %  coedge  &  '   coedge   ( )   edge  *Zd;J +  , unknown FldEntIdmeg attrib   FoldAttmeg attrib  -   face . / 0  1  loop 2 3  plane surface  @@< FldTmpmeg attrib   coedge  4 5 6   coedge  7  8  coedge   9 : ;  edge  <x&1 =x&1?  > unknown  coedge  ?  @   edge  A? +@  B unknown  coedge   C D   edge  E ףp= *5^I   F unknown  vertex   G vertex   Hstraight curve  ?z@@ Zd;J ftreemeg attrib  I  cX̀ftreemeg attrib  J cX̀ face K L  M  loop N O  plane surface  @@ FldTmpmeg attrib   coedge  P Q R   coedge  S " T   coedge  " U V   edge  W~ X " Y unknown  coedge Z [ # C \  edge  =أp= ]Mb@ # ^ unknown  coedge  $ _ `  coedge  a b $ ; L  edge  c <Cl@ $ d unknown  vertex  % e vertex  8 fstraight curve  x&1?0~@Dl@?  coedge  g & h   edge  AZd;J i & j unknown  vertex  ' kstraight curve  @z@@  coedge l ( g 7 \   edge  ]Mb@? E/$? ( m unknown  vertex  D nstraight curve  Mb@Dl~@@  point  ?Cl~@@ point  ?z@@FldEntIdmeg attrib  - FldEntIdmeg attrib  . FldEntIdmeg attrib  o /  loop p q / plane surface  @? FldTmpmeg attrib  0 coedge  r s t 0  coedge  u 3 v   coedge  3 w x   edge  yZd;J z 3 { unknown  coedge  | 4 }   edge  X-? ~|&1? 4  unknown  coedge  5   edge  أp= W^I  5 unknown  vertex  6  vertex  T straight curve  @jt?@ ~ FoldAttmeg attrib  7%  coedge  7  edge  ]x&1? Cl@ 7 unknown  vertex  \ straight curve  x&1?0~@/$@?  coedge  9  edge  c @ 9 unknown  coedge  : L  coedge  : L  vertex  ` straight curve  0~@?  point  0~@Cl@ point  x&1?0~@Cl@ coedge  C ?   edge  itt Clt ? unknown  vertex  h straight curve  @Cl~@@? Zd;J  point  @z@@FoldAttmeg attrib  C straight curve  x&1?^I 0~@@<  point  x&1?Cl~@@ftreemeg attrib  K /cX̀FldTmpmeg attrib  L coedge  L  coedge  O 0  coedge  O | 0  edge  x&1 |&1? O unknown  coedge  P   edge   z@ P unknown  coedge  Q   edge  أp= y^I  Q unknown  vertex  R  vertex  R straight curve  @K@@? Zd;J  coedge  S s   edge  ~ˡEn@ Dl/n@ S unknown  vertex  } straight curve  @t?E@  coedge  U _   edge  Mb@? /$? U unknown  vertex  straight curve  @Dl~@/$@?  point  @Cl~@@ point  @jt?@ coedge  _ [  edge  x&1 |&1? [ unknown  vertex  straight curve  0~@@?  point  x&1?0~@@ edge   Cl@ unknown  vertex  ` straight curve  0~@?  coedge  a L  edge   c0~@ a unknown  coedge  b q L  edge  ʡEn@ <Dl/n@ b unknown  point  0~@ edge  /$ Mb@ g unknown  vertex  straight curve  Clt@Dl~@@  point  @Cl~@@ coedge  q L  edge  Clz  q unknown  coedge  r 0  edge  أp= Mb@ r unknown  coedge  s 0  edge   Cl@ s unknown  vertex  t  vertex  straight curve  E@Dl@  coedge  w u   coedge  u L  edge   K@ unknown  vertex  straight curve  K@@?  edge  Mb@? /$? w unknown  vertex  straight curve  /$@jt?@?  point  @jt?@ point  @K@@ coedge  |  straight curve  @Dl/n@Dl@  point  @jt?Cl@ vertex  straight curve  @^I 0~@Dl@  point  @Cl~@Cl@ edge  (\t@ Et@ unknown  vertex  straight curve  Cl@0~@E@  point  Cl@0~@@straight curve  @0~@?  point  @0~@ coedge  0  edge   @ unknown  vertex  straight curve  ?  edge  -? |&1? unknown  vertex  straight curve  t0n@Dl@? straight curve  Cl@^I 0~@@?  point  Cl@Cl~@@ edge    unknown  vertex   vertex  straight curve  Cl~@@? Clz FoldAttmeg attrib  %  edge  z&1? @ unknown  vertex  straight curve  Dl@/$@?  edge   @ unknown  vertex  straight curve  @?  point  @Cl@ point  Cl@Cl@FoldAttmeg attrib   FoldAttmeg attrib    vertex  straight curve  @?  point  K@@straight curve  Dl@Mb@@?<  point  Cl@jt?@ edge   0~@ unknown  point  @0~@Cl@straight curve  ^I t@0~@Dl@?  point  Cl@0~@Cl@straight curve  @  point  straight curve  Cl~@E@  point  Cl~@Cl@straight curve  K@@   point  K@@ point  Cl~@@straight curve  @@  point  Cl@@straight curve  @  point  @ point  @straight curve  @0~@  End-of-ACIS-data??cX̀cX̀cX̀cX̀cX̀cX̀cX̀RBAACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FoldAttmeg attrib    face     loop    plane surface  @@< ftreemeg attrib    cX̀ftreemeg attrib   cX̀ face       loop    plane surface  @? FldTmpmeg attrib   coedge      FldEntIdmeg attrib  FldEntIdmeg attrib   FoldAttmeg attrib     face      loop ! " plane surface  0~@@ FldTmpmeg attrib   coedge  # $ %  coedge  &  '   coedge   ( )   edge  *Zd;J +  , unknown ftreemeg attrib  -  cX̀ftreemeg attrib  . cX̀ face / 0 1  2  loop 3 4  plane surface  0~@@?? FldTmpmeg attrib   coedge  5 6 7   coedge  8  9  coedge   : ;  edge  <~ =  > unknown  coedge  ?  @   edge  +tt AClt  B unknown  coedge   C D   edge  *? E@  F unknown  vertex  ) G vertex  ' Hstraight curve  ?jt?@ Zd;J FldEntIdmeg attrib    FldEntIdmeg attrib   ftreemeg attrib  I cX̀ face J K  L  loop M N  plane surface  @0~@@? FldTmpmeg attrib   coedge  O P Q   coedge  R " S   coedge  " T U   edge  VZd;J W " X unknown  coedge  Y # Z  edge  =-? [|&1? # \ unknown  coedge  $ ] ^  edge  _أp= <^I  $ ` unknown  vertex  % a vertex  9 bstraight curve  Cl~@@? ~  coedge c d & e f   edge  A/$ gMb@ & h unknown  vertex  @ istraight curve  t t@jt?@?  coedge  ( d j   edge  kZd;J E ( l unknown  vertex  D mstraight curve  K@@?  point  ?K@@ point  ?jt?@FldEntIdmeg attrib  / ftreemeg attrib  n 0cX̀ loop o p 0 plane surface  @@ FldTmpmeg attrib  1 coedge  q r s 1  coedge  t 4 u   coedge  4 v Y w   edge  xx&1 yx&1? 4 z unknown  coedge  { 5 |   edge  }? W@ 5 ~ unknown  coedge  6    edge   ףp= V5^I  6 unknown  vertex  7  vertex  7 straight curve  ?z@@ Zd;J  coedge  8 P w  edge  [ʡEn@ xDl/n@ 8 unknown  vertex  Z straight curve  Cl~@E@  coedge  :  edge  Mb@? _/$? : unknown  vertex  ^ straight curve  jt?/$@?  point  jt?@ point  Cl~@@FoldAttmeg attrib  ?  coedge  C ?   coedge  ? f K  edge  z&1? gDl@ e unknown  vertex  @ straight curve  x&1?Mb@@  point  x&1?jt?@ edge  أp= k^I  C unknown  vertex  D straight curve  @K@@? Zd;J  point  @K@@FldEntIdmeg attrib  J 0FldTmpmeg attrib  K coedge  K  coedge  N 1  coedge  N 1  edge  ~  N unknown  coedge  O    edge  yأp= Mb@ O unknown  coedge  P   edge   xCl@ P unknown  vertex  Q  vertex  u straight curve  x&1?0~@Dl@?  coedge  R   edge  }Zd;J  R unknown  vertex  S straight curve  @z@@  coedge  T t   edge  Mb@? /$? T unknown  vertex  straight curve  Mb@Dl~@@  point  ?Cl~@@ point  ?z@@ coedge  ] Y straight curve  t0n@Dl@?  point  Cl~@Cl@ coedge  p ] K  edge  z&1? @ unknown  vertex  straight curve  Mb@Dl@?  point  jt?Cl@ edge  Mb@? /$? d unknown FoldAttmeg attrib  e%  coedge  p e K  coedge  e K  vertex  f straight curve  @@  point  x&1?@ vertex  straight curve  /$@jt?@?  point  @jt?@ edge  )\t@ Et@ p unknown  coedge  q 1  edge  -? |&1? q unknown  coedge  r 1  edge  أp= ^I  r unknown  vertex  s  vertex  straight curve  @jt?@ ~ FoldAttmeg attrib  t%  coedge  t   edge  x&1? Cl@ t unknown  vertex  straight curve  x&1?0~@/$@?  coedge  v   edge   @ v unknown  vertex  straight curve  0~@?  point  0~@Cl@ point  x&1?0~@Cl@ coedge   {   edge  tt Clt { unknown  vertex  straight curve  @Cl~@@? Zd;J  point  @z@@FoldAttmeg attrib   straight curve  x&1?^I 0~@@<  point  x&1?Cl~@@ edge   0~@ unknown  coedge  K  vertex  straight curve  @  point  Cl@straight curve  Dl@Mb@@?<  edge  gx&1 |&1? unknown  coedge  K  edge  أp= Mb@ unknown  point  Cl@@ point  Cl@jt?@ vertex  straight curve  Et@Dl@  coedge  1  edge  ˡEn@ Dl/n@ unknown  vertex  straight curve  @t?E@  coedge  1  edge  Mb@? /$? unknown  vertex  straight curve  @Dl~@/$@?  point  @Cl~@@ point  @jt?@ coedge    edge  x&1 |&1? unknown  vertex  straight curve  0~@@?  point  x&1?0~@@ edge   Cl@ unknown  vertex  straight curve  0~@?  point  0~@ edge  /$ Mb@ unknown  vertex  straight curve  Clt@Dl~@@  point  @Cl~@@straight curve  ?  coedge  K  edge   @ unknown  point  straight curve  x&1?E@  edge  x&1 |&1? unknown  vertex  straight curve  Dl@/$@?  point  x&1?Cl@ coedge  1  edge   Cl@ unknown  vertex  straight curve  @Dl/n@Dl@  point  @jt?Cl@ vertex  straight curve  @^I 0~@Dl@  point  @Cl~@Cl@ edge  (\t@ Et@ unknown  vertex  straight curve  Cl@0~@E@  point  Cl@0~@@straight curve  @0~@?  point  @0~@straight curve  Cl@^I 0~@@?  point  Cl@Cl~@@ vertex  straight curve  @ straight curve  E@Dl@  point  Cl@Cl@ edge   0~@ unknown straight curve  @?  point  @Cl@ point  @0~@Cl@straight curve  ^I t@0~@Dl@?  point  Cl@0~@Cl@ point  @straight curve  @0~@  End-of-ACIS-data?cX̀cX̀cX̀cX̀cX̀cX̀cX̀RKJACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  @Dl~@@< ftreemeg attrib    cX̀FoldAttmeg attrib     face       loop    plane surface  @@<  coedge       FoldAttmeg attrib   ftreemeg attrib   cX̀ftreemeg attrib   cX̀ face  !  "  loop # $ plane surface  @? FldTmpmeg attrib   coedge  % & ' FoldAttmeg attrib    coedge  (  )   coedge   ( *   coedge + , -   .  edge  /@ 0}@  1 unknown FldEntIdmeg attrib   FldEntIdmeg attrib    FoldAttmeg attrib  2   face 3 4 5  6  loop 7 8  plane surface  0~@@ FldTmpmeg attrib   coedge  9 : ;   coedge  <  =  coedge   > ?  edge  @Zd;J A  B unknown  coedge    C   edge  D /K@  E unknown  edge  0 FK@  G unknown FoldAttmeg attrib  @& ߿ coedge H I  J .  coedge K  L M .  loop N I 4  vertex   O vertex  J Pstraight curve  @Dl~@@  ~@ftreemeg attrib  Q  cX̀ftreemeg attrib  R cX̀ face S T .  U  loop V W plane surface  0~@@?? FldTmpmeg attrib  ! coedge  X Y Z !  coedge  [ $ \   coedge  $ ] ^   edge  _~ ` $ a unknown  coedge  b % c  edge  Att dClt % e unknown  coedge  & f g  edge  @? h@ & i unknown  vertex  ? j vertex  = kstraight curve  ?jt?@ Zd;J  edge  F D}@ ( l unknown  vertex  C mstraight curve  `@Dl}@@?  vertex  * nstraight curve  @^I @@ FoldAttmeg attrib  ,@& ߿ coedge  o , p .  edge  0}@ q~@ , 1 unknown FoldAttmeg attrib  -@& ߿ coedge  - r s .  edge  t /@ - 1 unknown FldTmpmeg attrib  . point  @Dl}@@ point  @^I @@FldEntIdmeg attrib  2  FldEntIdmeg attrib  3 ftreemeg attrib  u 4cX̀ face v w  x plane surface  @0~@@? FldTmpmeg attrib  5 coedge  y z { 5  coedge  | 8 } !  coedge  8 ~  !  edge  Zd;J  8 unknown  coedge  9   edge  `-? |&1? 9 unknown  coedge  :   edge  أp= _^I  : unknown  vertex  ;  vertex  \ straight curve  Cl~@@? ~  coedge  <  edge  d/$ Mb@ < unknown  vertex  c straight curve  t t@jt?@?  coedge  >  edge  Zd;J h > unknown  vertex  g straight curve  K@@?  point  ?K@@ point  ?jt?@straight curve  `@^I @@?  point  `@Dl}@@ point  `@^I @@ coedge  I .  edge  q Zd;? I unknown  vertex  J  coedge  L .  edge  Mb`? t? L unknown  vertex  s FldEntIdmeg attrib  S 4ftreemeg attrib  TcX̀ loop  T plane surface  @@  coedge  W 5  coedge  W 5  edge  x&1 x&1? W unknown  coedge  X !  edge  ? @ X unknown  coedge  Y !  edge   ףp= 5^I  Y unknown  vertex  Z  vertex  Z straight curve  ?z@@ Zd;J  coedge  [ z   edge  ʡEn@ Dl/n@ [ unknown  vertex  straight curve  Cl~@E@  coedge  ]   edge  Mb@? /$? ] unknown  vertex  straight curve  jt?/$@?  point  jt?@ point  Cl~@@FoldAttmeg attrib  b  coedge  f b  coedge  b w  edge  z&1? Dl@ unknown  vertex  c straight curve  x&1?Mb@@  point  x&1?jt?@ edge  أp= ^I  f unknown  vertex  g straight curve  @K@@? Zd;J  point  @K@@ coedge  o .  edge  ˡEn@ Dl/n@ o unknown  vertex  straight curve  @t?@?  ? point  @t?@ coedge  r .  edge  Mb@? /$? r unknown  vertex  straight curve  @Dl~@@  ? point  @Dl~@@FldEntIdmeg attrib  v TFldTmpmeg attrib  w coedge  w  coedge  y 5  edge  أp= Mb@ y unknown  coedge  z 5  edge   Cl@ z unknown  vertex  {  vertex  straight curve  x&1?0~@Dl@?  coedge  | !  edge  Zd;J  | unknown  vertex  } straight curve  @z@@  coedge  ~ !  edge  Mb@? /$? ~ unknown  vertex  straight curve  Mb@Dl~@@  point  ?Cl~@@ point  ?z@@ coedge   straight curve  t0n@Dl@?  point  Cl~@Cl@ coedge  w  edge  z&1? @ unknown  vertex  straight curve  Mb@Dl@?  point  jt?Cl@ edge  Mb@? /$? unknown FoldAttmeg attrib  %  coedge  w  coedge  w  vertex  straight curve  @@  point  x&1?@ vertex  straight curve  /$@jt?@?  point  @jt?@ coedge  .  coedge  w  edge   Cl@ unknown  vertex  straight curve  @Dl/n@Dl@  point  @jt?Cl@ coedge  5  edge   Cl@ unknown  vertex  straight curve  @^I 0~@Dl@  point  @Cl~@Cl@ edge  )\t@ Et@ unknown FoldAttmeg attrib  %  coedge  5  edge  x&1? Cl@ unknown  vertex  straight curve  x&1?0~@/$@?  edge   @  unknown  vertex  straight curve  0~@?  point  0~@Cl@ point  x&1?0~@Cl@ coedge   !  edge  tt Clt  unknown  vertex  straight curve  @Cl~@@? Zd;J  point  @z@@FoldAttmeg attrib   straight curve  x&1?^I 0~@@<  point  x&1?Cl~@@ edge   0~@  unknown  coedge   w  vertex   straight curve  @  point  Cl@straight curve  Dl@Mb@@?<  edge  x&1 |&1?  unknown  coedge  w  edge  أp= Mb@  unknown  point  Cl@@ point  Cl@jt?@ edge   0~@  unknown  vertex  straight curve  @?  edge  x&1 |&1?  unknown  point  @Cl@ coedge  5  vertex  straight curve  @0~@?  edge  (\t@ Et@  unknown  point  @0~@Cl@ vertex  straight curve  Et@Dl@  edge  x&1 |&1?  unknown  vertex   straight curve  0~@@?  point  x&1?0~@@straight curve  0~@?  point  0~@ edge  /$ Mb@  unknown  vertex   straight curve  Clt@Dl~@@  point  @Cl~@@straight curve  ?  edge   @  unknown  point  straight curve  x&1?E@  vertex  straight curve  Dl@/$@? straight curve  @0~@  point  @straight curve  E@Dl@  point  @0~@ vertex  straight curve  ^I t@0~@Dl@?  point  x&1?Cl@straight curve  Cl@0~@E@  point  Cl@0~@@straight curve  Cl@^I 0~@@?  point  Cl@Cl~@@straight curve  @  point  Cl@Cl@ point  Cl@0~@Cl@ End-of-ACIS-data?-DT!K@-DT!?-DT!?@@@@@@@@@?cX̀cX̀cX̀cX̀cX̀cX̀cX̀RTSACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  t?@< ftreemeg attrib    cX̀FldEntIdmeg attrib    face       loop    plane surface  @Dl~@@<  coedge       FoldAttmeg attrib   ftreemeg attrib   cX̀FoldAttmeg attrib     face  !  "  loop # $ plane surface  @@< FldTmpmeg attrib   coedge % & ' ( ) FoldAttmeg attrib    coedge  *  +   coedge   * ,   coedge - . /   !  edge  0@ 1}@  2 unknown FoldAttmeg attrib    ftreemeg attrib  3  cX̀ftreemeg attrib  4 cX̀ face 5 6 7  8  loop 9 :  plane surface  @? FldTmpmeg attrib   coedge  ; < =  FoldAttmeg attrib    coedge  >  ?  coedge   > @  coedge A B C  ) D  edge  E@ F}@ ( G unknown  coedge    H   edge  I 0@e@  J unknown  edge  1 K@e@  L unknown FoldAttmeg attrib  @& ߿ coedge M :  N !  coedge O  P Q !  vertex   R vertex  N Sstraight curve  t?@?  ~@FldEntIdmeg attrib   FldEntIdmeg attrib    FoldAttmeg attrib  T   face U V W  X  loop Y Z plane surface  0~@@ FldTmpmeg attrib  ! coedge  [ . \ !  coedge  ] $ ^   coedge  $ _ `   edge  aZd;J b $ c unknown  coedge  ' & d  edge  e EK@ & f unknown  edge  F gK@ ' h unknown FoldAttmeg attrib  (@& ߿ coedge i j ( k D  coedge l ( m n D  loop o j V  vertex  ) p vertex  k qstraight curve  @Dl~@@  ~@ edge  K I}@ * r unknown  vertex  H sstraight curve  @e@@^I @@  vertex  , tstraight curve  Dl}@@? FoldAttmeg attrib  .@& ߿ edge  1}@ u~@ . 2 unknown FoldAttmeg attrib  /@& ߿ coedge  / v w !  edge  x 0@ / 2 unknown  point  @^I @@ point  Dl}@@ftreemeg attrib  y 5 cX̀ftreemeg attrib  z 6cX̀ face { | D  }  loop ~  6 plane surface  0~@@?? FldTmpmeg attrib  7 coedge  7  coedge  : !  edge  u Zd;? : unknown  coedge  ;   edge  btt Clt ; unknown  coedge  <   edge  a? @ < unknown  vertex  `  vertex  ^ straight curve  ?jt?@ Zd;J  edge  g e}@ > unknown  vertex  d straight curve  `@Dl}@@?  vertex  @ straight curve  @^I @@ FoldAttmeg attrib  B@& ߿ coedge  B D  edge  F}@ ~@ B G unknown FoldAttmeg attrib  C@& ߿ coedge  C D  edge   E@ C G unknown FldTmpmeg attrib  D point  @Dl}@@ point  @^I @@straight curve  @e@Dl}@@  point  @e@@^I @@ point  @e@Dl}@@ vertex  N  coedge  P !  edge  Mb`? x? P unknown  vertex  w FldEntIdmeg attrib  T  FldEntIdmeg attrib  U 6ftreemeg attrib  VcX̀ face   plane surface  @0~@@? FldTmpmeg attrib  W coedge  W  coedge  Z 7  coedge  Z 7  edge  Zd;J  Z unknown  coedge  [ !  edge  ʡEn@ Dl/n@ [ unknown  vertex  straight curve  Dl~@@?  ? coedge  ]   edge  /$ Mb@ ] unknown  vertex  straight curve  t t@jt?@?  coedge  _   edge  Zd;J  _ unknown  vertex  straight curve  K@@?  point  ?K@@ point  ?jt?@straight curve  `@^I @@?  point  `@Dl}@@ point  `@^I @@ coedge  j D  edge   Zd;? j unknown  vertex  k  coedge  m D  edge  Mb`? ? m unknown  vertex   point  Dl~@@ coedge  v !  edge  Mb@? /$? v unknown  vertex  straight curve  t?@  ? point  t?@FldEntIdmeg attrib  { Vftreemeg attrib  |cX̀ loop  | plane surface  @@  coedge   W  coedge   W  edge  x&1 x&1?  unknown  coedge  7  edge  ? @ unknown  coedge  7  edge   ףp= 5^I  unknown  vertex   vertex  straight curve  ?z@@ Zd;J  coedge  !  edge   Cl@ unknown  vertex  straight curve  t0n@Dl@?  point  Cl~@Cl@FoldAttmeg attrib    coedge    coedge   edge  z&1? Dl@ unknown  vertex  straight curve  x&1?Mb@@  point  x&1?jt?@ edge  أp= ^I  unknown  vertex  straight curve  @K@@? Zd;J  point  @K@@ coedge  D  edge  ˡEn@ Dl/n@ unknown  vertex  straight curve  @t?@?  ? point  @t?@ coedge  D  edge  Mb@? /$? unknown  vertex  straight curve  @Dl~@@  ? point  @Dl~@@ coedge   edge  z&1? @ unknown  vertex  straight curve  Mb@Dl@?  point  jt?Cl@FldEntIdmeg attrib  |FldTmpmeg attrib   coedge   coedge  W  edge  أp= Mb@  unknown  coedge   W  vertex  straight curve  x&1?0~@Dl@?  coedge    7  edge  Zd;J   unknown  vertex  straight curve  @z@@  coedge   7  edge  Mb@? /$?  unknown  vertex  straight curve  Mb@Dl~@@  point  ?Cl~@@ point  ?z@@ edge   0~@  unknown  vertex   straight curve  0~@?  point  0~@Cl@ edge  Mb@? /$?  unknown FoldAttmeg attrib  %  coedge    coedge     vertex  straight curve  @@  point  x&1?@ vertex  straight curve  /$@jt?@?  point  @jt?@ coedge   D  coedge    edge   Cl@  unknown  vertex   straight curve  @Dl/n@Dl@  point  @jt?Cl@ coedge   W  edge   Cl@  unknown  vertex   straight curve  @^I 0~@Dl@  point  @Cl~@Cl@ coedge    vertex   straight curve  @  point  Cl@ edge  )\t@ Et@ ! unknown FoldAttmeg attrib  %  coedge   " W  edge  x&1? #Cl@ $ unknown  vertex  %straight curve  x&1?0~@/$@?  edge   @ & unknown  point  x&1?0~@Cl@ coedge  ' 7  edge  tt (Clt ) unknown  vertex   *straight curve  @Cl~@@? Zd;J  point  @z@@FoldAttmeg attrib   straight curve  x&1?^I 0~@@<  point  x&1?Cl~@@straight curve  ?  point  0~@straight curve  Dl@Mb@@?<  edge  x&1 |&1? + unknown  coedge    edge  ,أp= Mb@ - unknown  point  Cl@@ point  Cl@jt?@ edge   0~@ . unknown  vertex   /straight curve  @?  edge  x&1 ,|&1?  0 unknown  point  @Cl@ coedge   W  vertex   1straight curve  @0~@?  edge  2(\t@ Et@  3 unknown  point  @0~@Cl@ edge   @ 4 unknown  point   vertex  5straight curve  Et@Dl@  edge  #x&1 2|&1? 6 unknown  vertex  ' 7straight curve  0~@@?  point  x&1?0~@@straight curve  0~@?  edge  (/$ #Mb@  8 unknown  vertex  ' 9straight curve  Clt@Dl~@@  point  @Cl~@@straight curve  x&1?E@  vertex   :straight curve  Dl@/$@? straight curve  @0~@  point  @straight curve  E@Dl@  point  @0~@ vertex   ;straight curve  ^I t@0~@Dl@? straight curve  @  point  x&1?Cl@straight curve  Cl@0~@E@  point  Cl@0~@@straight curve  Cl@^I 0~@@?  point  Cl@Cl~@@ point  Cl@Cl@ point  Cl@0~@Cl@ End-of-ACIS-data?-DT!@e@-DT!?-DT!?@@@@@@@@@m?cX̀cX̀cX̀cX̀cX̀cX̀cX̀RUZUACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib    face     loop    plane surface  @? ftreemeg attrib   cX̀FldEntIdmeg attrib    face       loop    plane surface  t?@< FldTmpmeg attrib   coedge      ftreemeg attrib   cX̀FldEntIdmeg attrib    face      loop ! " plane surface  @Dl~@@< FldTmpmeg attrib   coedge # $ % & '  coedge  (  )   coedge   * +   edge  ,Cl -  . unknown FoldAttmeg attrib    ftreemeg attrib  /  cX̀FoldAttmeg attrib  0   face 1 2 3  4  loop 5 6  plane surface  @@< FldTmpmeg attrib   coedge 7 8 9 : ;  FoldAttmeg attrib    coedge  <  =  coedge   < >  coedge ? @ A  '   edge  B@ C}@ & D unknown  coedge  A  E   edge  -5^I ? F/$?  G unknown  coedge   H I J   edge  ,? K0~@  L unknown  vertex  + M vertex  ) Nstraight curve  ?Cl@? Cl FoldAttmeg attrib    ftreemeg attrib  O  cX̀FoldAttmeg attrib  P   face Q R S  T  loop U V  plane surface  0~@@ FldTmpmeg attrib   coedge  W X Y  FoldAttmeg attrib  "  coedge  Z " [   coedge  " Z \   coedge ] ^ _ " ; `  edge  a@ b}@ : c unknown  coedge  % $ d  edge  e B@e@ $ f unknown  edge  C g@e@ % h unknown FoldAttmeg attrib  &@& ߿ coedge i j & k   coedge l & ( m   vertex  ' n vertex  k ostraight curve  t?@?  ~@ edge  FMb`? p? ( q unknown  vertex  ) rstraight curve  Mb@Dl@?  coedge  * j s   coedge  t u * J S  edge  K vCl@ I w unknown  vertex  x ystraight curve  ?  point  ? point  ?Cl@FldEntIdmeg attrib  0 ftreemeg attrib  z 1 cX̀ftreemeg attrib  { 2cX̀ face | } `  ~  loop  t 2 plane surface  0~@@?? FldTmpmeg attrib  3 coedge  3  coedge  6   coedge  6   edge  Zd;J  6 unknown  coedge  9 8   edge   aK@ 8 unknown  edge  b K@ 9 unknown FoldAttmeg attrib  :@& ߿ coedge  : `  coedge  : `  loop  R  vertex  ;  vertex  straight curve  @Dl~@@  ~@ edge  g e}@ < unknown  vertex  d straight curve  @e@@^I @@  vertex  > straight curve  Dl}@@? FoldAttmeg attrib  @@& ߿ coedge  H @   edge  C}@ ~@ @ D unknown FoldAttmeg attrib  A@& ߿ edge  p B@ A D unknown  point  @^I @@ point  Dl}@@ vertex  E straight curve  t?@  ? point  jt?Cl@ edge  ʡEn@ vDl/n@ H unknown  coedge  I S  coedge  I x S  vertex  straight curve  0~@?  edge  K @ u unknown  point  0~@FldEntIdmeg attrib  P  FldEntIdmeg attrib  Q 2ftreemeg attrib  RcX̀ face   plane surface  @0~@@? FldTmpmeg attrib  S coedge  V 3  coedge  V 3  edge  Zd;J  V unknown  coedge  W   edge  tt Clt W unknown  coedge  X   edge  ? @ X unknown  vertex   vertex  straight curve  ?jt?@ Zd;J  edge   }@ Z unknown  vertex  straight curve  `@Dl}@@?  vertex  \ straight curve  @^I @@ FoldAttmeg attrib  ^@& ߿ coedge  ^ `  edge  b}@ ~@ ^ c unknown FoldAttmeg attrib  _@& ߿ coedge  _ `  edge   a@ _ c unknown FldTmpmeg attrib  ` point  @Dl}@@ point  @^I @@straight curve  @e@Dl}@@  point  @e@@^I @@ point  @e@Dl}@@ edge   Zd;? j unknown  vertex  k  point  t?@ vertex  s straight curve  t0n@Dl@?  coedge  t S  edge  vx&1 x&1? t unknown  coedge  u S  point  0~@Cl@ vertex  x straight curve  0~@? FldEntIdmeg attrib  | Rftreemeg attrib  }cX̀ loop  } plane surface  @@  coedge  3  edge  ? @ unknown  coedge  3  edge   ףp= 5^I  unknown  vertex   vertex  straight curve  ?z@@ Zd;J  coedge    edge  /$ Mb@ unknown  vertex  straight curve  t t@jt?@?  coedge    edge  Zd;J  unknown  vertex  straight curve  K@@?  point  ?K@@ point  ?jt?@straight curve  `@^I @@?  point  `@Dl}@@ point  `@^I @@ coedge  `  edge   Zd;? unknown  vertex   coedge  `  edge  Mb`? ? unknown  vertex  straight curve  Dl~@@?  ? point  Dl~@@ point  Cl~@Cl@ coedge  S  edge  أp= Mb@ unknown  vertex  straight curve  x&1?0~@Dl@?  coedge  S  coedge  `  edge   Cl@ unknown  point  @0~@FldEntIdmeg attrib  }FldTmpmeg attrib   coedge   coedge  3  edge  Zd;J   unknown  vertex  straight curve  @z@@  coedge  3  edge  Mb@? /$?  unknown  vertex  straight curve  Mb@Dl~@@  point  ?Cl~@@ point  ?z@@FoldAttmeg attrib    coedge     coedge     edge  z&1? Dl@  unknown  vertex  straight curve  x&1?Mb@@  point  x&1?jt?@ edge  أp= ^I   unknown  vertex  straight curve  @K@@? Zd;J  point  @K@@ coedge    `  edge  ˡEn@ Dl/n@  unknown  vertex  straight curve  @t?@?  ? point  @t?@ edge  Mb@? /$?  unknown  vertex  straight curve  @Dl~@@  ? point  @Dl~@@FoldAttmeg attrib  %  coedge   S  edge  x&1? Cl@  unknown  vertex  straight curve  x&1?0~@/$@?  point  x&1?0~@Cl@ edge  (\t@ Et@  unknown  coedge   `  vertex  straight curve  @0~@?  coedge     coedge     edge  Cl ! " unknown  coedge  # 3  edge  tt $Clt % unknown  vertex  &straight curve  @Cl~@@? Zd;J  point  @z@@FoldAttmeg attrib   straight curve  x&1?^I 0~@@<  point  x&1?Cl~@@ edge  Mb@? /$? ' unknown FoldAttmeg attrib  %  coedge  (  coedge  ) *  vertex  +straight curve  @@  point  x&1?@ vertex   ,straight curve  /$@jt?@?  point  @jt?@ coedge  )   edge  - Cl@  . unknown  vertex  / 0straight curve  @Dl/n@Dl@  point  @jt?Cl@straight curve  @^I 0~@Dl@  point  @Cl~@Cl@ edge  x&1 |&1? 1 unknown  vertex  # 2straight curve  0~@@?  point  x&1?0~@@ vertex  3straight curve  ^I t@0~@Dl@?  edge   -0~@ 4 unknown  point  @0~@Cl@ edge  - !@ 5 unknown  edge  6)\t@ Et@ 7 unknown  vertex  8 vertex  9straight curve  ? Cl  edge  $/$ Mb@ : unknown  vertex  # ;straight curve  Clt@Dl~@@  point  @Cl~@@straight curve  Dl@Mb@@?<  edge  x&1 6|&1?  < unknown  coedge    /  edge  =أp= Mb@  > unknown  point  Cl@@ point  Cl@jt?@ vertex   ?straight curve  @?  edge  x&1 =|&1? ) @ unknown  point  @Cl@straight curve  Cl@0~@E@  point  Cl@0~@@ point  Cl@0~@Cl@straight curve  @0~@ straight curve  @  vertex   Astraight curve  Et@Dl@  point  ?Cl@ point  ?straight curve  Cl@^I 0~@@?  point  Cl@Cl~@@straight curve  x&1?E@  vertex  * Bstraight curve  Dl@/$@?  point  @straight curve  E@Dl@  point  x&1?Cl@ point  Cl@Cl@ End-of-ACIS-data?`?cX̀cX̀cX̀cX̀cX̀cX̀ cX̀Rr\n[ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  @<?? ftreemeg attrib     cX̀FldEntIdmeg attrib     face       loop    plane surface  @?  coedge       FoldAttmeg attrib   ftreemeg attrib  cX̀FldEntIdmeg attrib    face    !  loop " # plane surface  t?@< FldTmpmeg attrib   coedge $  % & FoldAttmeg attrib    coedge  '  (   coedge   ' )   coedge * +     edge  ,@ -Clw@  . unknown ftreemeg attrib  /  cX̀FldEntIdmeg attrib  0  face 1 2 3  4  loop 5 6  plane surface  @Dl~@@< FldTmpmeg attrib   coedge 7 8 9 : ;  FoldAttmeg attrib  $  coedge   < =  edge  > ,@  . unknown  coedge    ?   edge  @ ,K@  A unknown  edge  - BK@  C unknown FoldAttmeg attrib  $  coedge D E  F  vertex   G vertex  F Hstraight curve  @?  Cl@FoldAttmeg attrib    ftreemeg attrib  I  cX̀FoldAttmeg attrib  J   face K L M  N  loop O P  plane surface  @@< FldTmpmeg attrib   coedge Q R S T U FoldAttmeg attrib  #  coedge  V # W   coedge  # V X   coedge Y Z E # ;  edge  [@ \}@ : ] unknown  coedge  % ^ _ `  edge  >@ a0~@ % b unknown  vertex  = c edge  B @Clg@ ' d unknown  vertex  ? estraight curve  K@@@  vertex  ) fstraight curve  @Clw@? FoldAttmeg attrib  +$  coedge g : + h  edge  -Clw@ i@ + . unknown  point  @@ point  @Clw@FoldAttmeg attrib  0  ftreemeg attrib  j 1 cX̀FoldAttmeg attrib  k 2  face l m n  o  loop p q 2 plane surface  0~@@ FldTmpmeg attrib  3 coedge  r s t 3 FoldAttmeg attrib  6  coedge  u 6 v  coedge  6 u w  coedge x y z 6 U {  edge  |@ }}@ T ~ unknown  coedge  9 8    edge   [@e@ 8 unknown  edge  \ @e@ 9 unknown FoldAttmeg attrib  :@& ߿ coedge  :  vertex  ;  vertex  straight curve  t?@?  ~@ coedge  <  coedge  < ` n  edge  a Cl@ _ unknown  vertex  straight curve  ?  point  @straight curve  K@@Clw@  point  K@@@ point  K@@Clw@FoldAttmeg attrib  E@& ߿ edge  i? [@ E ] unknown  vertex  h FldEntIdmeg attrib  J ftreemeg attrib  K 2cX̀ftreemeg attrib  LcX̀ face  {   loop  L plane surface  0~@@?? FldTmpmeg attrib  M coedge  M  coedge  P 3  coedge  P 3  edge  Zd;J  P unknown  coedge  S R  edge   |K@ R unknown  edge  } K@ S unknown FoldAttmeg attrib  T@& ߿ coedge  T {  coedge  T {  loop  m  vertex  U  vertex  straight curve  @Dl~@@  ~@ edge   }@ V unknown  vertex   straight curve  @e@@^I @@  vertex  X straight curve  Dl}@@? FoldAttmeg attrib  Z@& ߿ coedge  ^ Z  edge  \}@ ~@ Z ] unknown  point  @^I @@ point  Dl}@@ edge  ʡEn@ Dl/n@ ^ unknown  coedge  _ n  coedge  _ n  vertex  straight curve  0~@?  edge  a @ unknown  point  0~@ point  @@FldEntIdmeg attrib  k 2 FldEntIdmeg attrib  l Lftreemeg attrib  mcX̀ face   plane surface  @0~@@? FldTmpmeg attrib  n coedge  q M  coedge  q M  edge  Zd;J  q unknown  coedge  r 3  edge  tt Clt r unknown  coedge  s 3  edge  ? @ s unknown  vertex   vertex  straight curve  ?jt?@ Zd;J  edge   }@ u unknown  vertex  straight curve  `@Dl}@@?  vertex  w straight curve  @^I @@ FoldAttmeg attrib  y@& ߿ coedge  y {  edge  }}@ ~@ y ~ unknown FoldAttmeg attrib  z@& ߿ coedge  z {  edge   |@ z ~ unknown FldTmpmeg attrib  { point  @Dl}@@ point  @^I @@straight curve  @e@Dl}@@  point  @e@@^I @@ point  @e@Dl}@@ edge   Zd;? unknown  vertex   vertex  straight curve  t0n@Dl@?  coedge  n  edge  x&1 x&1? unknown  coedge  n  point  0~@Cl@ vertex  straight curve  0~@? FldEntIdmeg attrib  mftreemeg attrib  cX̀ loop  plane surface  @@  coedge  M  edge  ? @ unknown  coedge  M  edge   ףp= 5^I  unknown  vertex   vertex  straight curve  ?z@@ Zd;J  coedge  3  edge  /$ Mb@ unknown  vertex  straight curve  t t@jt?@?  coedge  3  edge  Zd;J  unknown  vertex  straight curve  K@@?  point  ?K@@ point  ?jt?@straight curve  `@^I @@?  point  `@Dl}@@ point  `@^I @@ coedge  {  edge   Zd;?  unknown  vertex   coedge   {  edge  Mb`? ?  unknown  vertex  straight curve  Dl~@@?  ? point  Dl~@@ point  Cl~@Cl@ coedge    n  edge  أp= Mb@  unknown  vertex  straight curve  x&1?0~@Dl@?  coedge    n  coedge   {  edge   Cl@  unknown  point  @0~@FldEntIdmeg attrib  FldTmpmeg attrib   coedge      coedge    M  edge  Zd;J   unknown  vertex  straight curve  @z@@  coedge    M  edge  Mb@? /$?  unknown  vertex  straight curve  Mb@Dl~@@  point  ?Cl~@@ point  ?z@@FoldAttmeg attrib    coedge   3  coedge     edge  z&1? Dl@  unknown  vertex  !straight curve  x&1?Mb@@  point  x&1?jt?@ edge  "أp= ^I  # unknown  vertex  $straight curve  @K@@? Zd;J  point  @K@@ coedge   % & {  edge  ˡEn@ 'Dl/n@ ( unknown  vertex  )straight curve  @t?@?  ? point  @t?@ edge  Mb@? /$? * unknown  vertex   +straight curve  @Dl~@@  ? point  @Dl~@@FoldAttmeg attrib  %  coedge  , n  edge  x&1? -Cl@ . unknown  vertex   /straight curve  x&1?0~@/$@?  point  x&1?0~@Cl@ edge  0(\t@ Et@ 1 unknown  coedge  2 {  vertex   3straight curve  @0~@?  coedge  % 4  coedge   5  edge  6Cl 7 8 unknown  coedge  9 M  edge  tt :Clt ; unknown  vertex   <straight curve  @Cl~@@? Zd;J  point  @z@@FoldAttmeg attrib   straight curve  x&1?^I 0~@@<  point  x&1?Cl~@@ edge  Mb@? "/$? = unknown FoldAttmeg attrib  %  coedge   >  coedge  ? @  vertex  Astraight curve  @@  point  x&1?@ vertex   Bstraight curve  /$@jt?@?  point  @jt?@ coedge  ?  &  edge  C 'Cl@ % D unknown  vertex  E Fstraight curve  @Dl/n@Dl@  point  @jt?Cl@straight curve  @^I 0~@Dl@  point  @Cl~@Cl@ edge  -x&1 0|&1?  G unknown  vertex  9 Hstraight curve  0~@@?  point  x&1?0~@@ vertex   Istraight curve  ^I t@0~@Dl@?  edge   C0~@  J unknown  point  @0~@Cl@ edge  C 7@  K unknown  edge  L)\t@ 6Et@  M unknown  vertex   N vertex   Ostraight curve  ? Cl  edge  :/$ -Mb@  P unknown  vertex  9 Qstraight curve  Clt@Dl~@@  point  @Cl~@@straight curve  Dl@Mb@@?<  edge  x&1 L|&1?  R unknown  coedge   % E  edge  Sأp= Mb@  T unknown  point  Cl@@ point  Cl@jt?@ vertex  2 Ustraight curve  @?  edge  'x&1 S|&1? ? V unknown  point  @Cl@straight curve  Cl@0~@E@  point  Cl@0~@@ point  Cl@0~@Cl@straight curve  @0~@ straight curve  @  vertex  5 Wstraight curve  Et@Dl@  point  ?Cl@ point  ?straight curve  Cl@^I 0~@@?  point  Cl@Cl~@@straight curve  x&1?E@  vertex  @ Xstraight curve  Dl@/$@?  point  @straight curve  E@Dl@  point  x&1?Cl@ point  Cl@Cl@ End-of-ACIS-data-DT!K@-DT!?-DT!?@@@@@@@@J ????jACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body    lump    shell     face     ftreemeg attrib  WR$ loop    spline surface   netsur straight@e@dn%f@K6F -=%ؿ   ߙۅ@? straight@@tBOn@=m6xӿ   2@ straight@e@dn%f@2ϲ?-lB? 41 <~@? straightH@@|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VNBUERU285DTERRAEJ3UCRRJ8QKEJNR69RKF4RR68M3F68WE8SKFMNTEEU3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  @@ ftreemeg attrib   cX̀FldEntIdmeg attrib    face       loop    plane surface  @0~@@? FldTmpmeg attrib   coedge      ftreemeg attrib  cX̀FldEntIdmeg attrib    face       loop  ! plane surface  0~@@?? FldTmpmeg attrib   coedge  " # $  coedge  %  # &   coedge   ' (   edge  ) j[«? *hg@  + unknown ftreemeg attrib   cX̀ftreemeg attrib  , cX̀ face - . /  0  loop 1 2  plane surface  @? FldTmpmeg attrib   coedge  3 4 5   coedge  6  4 7  coedge   8  &  edge  93:r*˩? ) Ak~@  : unknown  coedge  ;  <   edge  )as@ =Cl@  > unknown  coedge   ? @   edge  ACl *DQbvD  B unknown  vertex  & C vertex   Dintcurve curve   surfintcur nubssX7u@?…@gffff@_mS bs@gffff@_mLp@z@X(âEik@j@X(|G`@Z@12}<!XЛdU@jffff?12}<sD@dy= spline  netsur straight @R2ufs@K6F -=%ؿ   ߙۅ@? straight @@~@:k!'!w@=m6xӿ   2@ straight @S2ufs@2ϲ?-lB? 41 <~@? straight@~@8c@ˉ0?9Nz? ڒ: ????null_lawnull_lawnull_lawnull_law nubs?? @R2ufs@z@zWk@j@F@@`@hlVC@ @XUUUUd@JE t@z@XUUUUd@AC>fn@j@XUUUUd@wjjkd@XUUUUd@*i],S@ @WUUUU%t@BXSu@z@WUUUU%t@ąCq@j@XUUUU%t@f h@WUUUU%t@g"]@ @@~@:k!'!w@z@@~@ifr@j@@~@,欅l@@~@8c@p`@=?? plane@@ nubssX7u@?…@mQ4!X?]^U`??^U`? vm?^U`?Z ?$_U`?/$U?__U`?Lu-?_U`?%;?`U`? nullbs   FldEntIdmeg attrib    FoldAttmeg attrib  E   face F G H  I  loop  J  plane surface  @<?? FldTmpmeg attrib   coedge  K L M   coedge  N ! L O   coedge  ! P " 7   edge  QQ? 9ا "@ ! R unknown  coedge  S " T  edge  9#w@ UCl@ " V unknown  coedge  # W X  vertex  7 Yintcurve curve   surfintcur nubs n@{`l~@@0~@VX_w@@wwwww#y@!zv@@!""""t@Vu@@13333 d@> ۝t@@ T@|s@@۞as@dy= spline  ref plane@0~@@? nubs n@{`l~@hfY?!.-?hfY?nמ?hfY?vIE?hfY?B]Z?hfY?ȢJ?nfY?Olnj?nfY?; `? nullbs    coedge  Z % [   edge  =x&1 \|&1? % ] unknown  vertex  < ^straight curve  @?  coedge  ' Z _   edge  `)\t@ AEt@ ' a unknown  vertex  ( bstraight curve  ? Cl  point  @as@ point  ?DQbvD@ftreemeg attrib  c -  cX̀FldEntIdmeg attrib  d . face e f g  h  loop i j . plane surface  t?@<  coedge  k l m /  coedge n o 2 l p   coedge  2 q 3 O   edge  ro .f_? QJ~@ 2 s unknown  coedge  t 3 u   edge  Q6:o@t~@ 0=33333?]e~D@ 0=!""""T@Ļ_@N@}C=sd@ r@T@}C=?t@I\ -^@DzXhY<DDDDD8y@= a@DzXhY<0~@XUd@dy= spline  ref plane@? nubs>6:o@t~@4L?M x?4L?WFӤ?4L?M?4L?@|1?4L?rlb3q?4L?IH?4L? .-? nullbs    coedge  N   edge  vx&1 x&1? N unknown  vertex  u straight curve  0~@?  coedge  P   edge  (\t@ UEt@ P unknown  point  0~@ unknown  vertex  " ?straight curve  `@Dl}@@?  vertex  @straight curve  @^I @@ straight curve  @e@Dl}@@  point  @e@@^I @@ point  @e@Dl}@@ point  Dl~@@ edge  Mb@? A/$?  B unknown  coedge   4 C  vertex   Dstraight curve  Cl@^I 0~@@?  edge  0Zd;J :  E unknown  vertex  / Fstraight curve  /$@jt?@?  point  Cl@jt?@straight curve  t t@jt?@?  coedge  ,  G  edge  H? 8@  I unknown  edge  A ףp= 75^I   J unknown  vertex   K vertex   Lstraight curve  ?z@@ Zd;J  vertex  / Mstraight curve  K@@?  point  ?K@@ point  ?jt?@straight curve  `@^I @@?  point  `@Dl}@@ point  `@^I @@ vertex  + Nstraight curve  x&1?^I 0~@@<  edge  Ott -Clt , P unknown  point  Cl@Cl~@@straight curve  @K@@? Zd;J  point  @jt?@ edge  HZd;J O 4 Q unknown  vertex  5 Rstraight curve  @z@@ straight curve  Mb@Dl~@@  point  ?Cl~@@ point  ?z@@ point  @K@@ point  x&1?Cl~@@ vertex  C Sstraight curve  Clt@Dl~@@ straight curve  @Cl~@@? Zd;J  point  @z@@ point  @Cl~@@ End-of-ACIS-data<   '&%$#"!(       0)*+,-./129876543:L;<=gfe?@A=>CDEFABHIJKMQPOFGNRcba`_^O^]\[ZYYXWVUUTSdhg1/<;L.>=</@-,BA>.-@?,+DCB*GFED+)JIHG*KJ)0MMkQkjjiilppoonmrsstNtROPNQPqrmu0:vwuvxyyzz{{||}}~~wx (lijkM0uw~}|{zy lnopqmnl   10/   -,+*))('&%%$#"!! .21       34567368978:;9:<=;<>?=>@A?@BA4379;=?CDEFCFIIHHGG//0012JKKLL.J2MNOMNPODCGHIM4QRSTUVWOP^]\[ZYX5D_`abcdeABlkjihgfEOW_DWV`_VUa`UTbaTScbSRdcRQedQ4Aenmopqnprstuyx~xwwvvquuttszsr{z|{}|~ymnqvwxmoy~}ym       !!"##$%%&''()**+,,-. RQ QPO ONMLLKJJIHGGFEEDCBBA@??>==<;::98876554322100/ STUVWXY `_^]\[Z.-,+*)S)('&%$TS$#"! UT VUWVXWYX    Yabcdeadfgefhighjkijlmklnomnpobaegikmqrst1qt2xw wv vu uLe  ef fghyz z{} {|~  }  ~    dyhx~}|rq1Luvwxbcropsrbocpss|{zyd2tcpnljhfd/0123` 34567_`789:;<^_<=>?@]^@ABCD\]DEFGHI[\IJKLMNZ[NOPQRZ o}o}|{zrp5XlBXYklYZjkZ[ij[\hi\]gh]^fg^PEfEPNLKJ.F5B@><:86,-*+,(&'*()$%&"#$ ." !qq(xv:Rtsr:3bcR4_`ab35\]^_46Z[\5X78VWZ67XY89TUV2dST9'&'%&$%#$"#!"(!@^I @@`@^I @@@^I @@`@^I @@`@Dl}@@`@Dl}@@@Dl}@@@Dl}@@ƃ@^I @؃@T@^I @d@kq@^I @C٦@ϟ'@^I @ϟ'@C٦@^I @kq@d@^I @T@@^I @ƃ}@@^I @|@ @^I @|@5@^I @K@x@^I @F5Ȋ@5ל@^I @QM@?3OP@^I @?3OP@QM@^I @5ל㄂@F5@^I @x@K@^I @5@@Dl}@ƃ}@d@Dl}@T@C٦@Dl}@kq@ϟ'@Dl}@ϟ'@kq@Dl}@C٦@T@Dl}@d@ƃ@Dl}@؃@@Dl}@|@K@Dl}@5@F5@Dl}@x@QM@Dl}@5ל㄂@?3OP@Dl}@?3OP@5ל@Dl}@QM@x@Dl}@F5Ȋ@5@Dl}@K@ @Dl}@|@@~?Dl@d@O?Dl@C٦@p.q?Dl@ϟ'@h3þ?Dl@kq@xy[g?Dl@T@ؕk|?Dl@ƃ@@j?Dl@@?Dl@@Dl@@Dl@K@,ᣃ?Dl@F5@xZEeu?Dl@QM@暳sDl@?3OP@0yڿDl@5ל@DCR6Dl@x@e Dl@5@\/Dl@ @?Dl@\n@GHȁ2?w,&U\s@1y@.ja巓?Lo[\s@X+@=PTײ?-]s@bk@^3|?B"M]s@b@,?0_s@N+q@0J1?d2@_s@{@#ǷN? lE`s@;@L?%T`s@mT@K?x25jas@餈զ@&Zq?Wrvvas@h@Nְ?7t as@^^@;)?Vebs@bnd@ɿ?lbs@d:@v? bs@@4& ?]7*cs@L{@_ ?66-cs@}:@:}vF1?ucs@@ K~=篼H[s@@0?:ΰcs@@?:ΰcs@Iaد&@?:ΰcs@@?:ΰcs@@|?:ΰcs@ @0?:ΰcs@@{׬w,&U\s@b@6]驁Lo[\s@]V@J뿈-]s@րg@>~ B"M]s@c'X@s i0_s@Vve@gZg6c2@_s@]4@fYpbۿlE`s@q܋1P@Ģfڿ%T`s@ڨ*@9@%Iw25jas@IM@[^*uWrvvas@6p5 @]?6t as@ӑ@'POq?Vebs@f2@s?lbs@wt$I@3?bs@-3H@SJ?]7*cs@@ܿ?66-cs@tY@b?ucs@@𿣗H[s@@(пH[s@@࿣H[s@@#a࿣H[s@@!迣H[s@@v@Ԅ*v@@0n@؉=u@@O^@Z ?Pt@@ ~@*wlw@@ ~@.wlw@j@ ~@.wlw@@ ~@.wlw@@ ~@.wlw@ @ ~@*wlw@@v@Ԅ*v@@/n@؉=u@@O^@Z ?Pt@@jt?Cl@ @jt?Cl@@t?|@ @t?|@@,5=@f9|tpz@@R='f@+*Cx@@h@f11w@@,Z3@1`fWv@@2%s@Xu&Yu@@,3@]3 t@@a͗@) Z't@@^I @t@@??) Z't@@?]3 t@@z ?Xu&Yu@@5`ɳ?1`fWv@@.k~e?f11w@@]u۫;?+*Cx@@ yR?f9|tpz@ @,5=@f9|tpz@ @R='f@+*Cx@ @h@f11w@ @,Z3@1`fWv@ @2%s@Xu&Yu@ @,3@]3 t@ @a͗@) Z't@ @^I @t@ @??) Z't@ @?]3 t@ @z ?Xu&Yu@ @5`ɳ?1`fWv@ @.k~e?f11w@ @]u۫;?+*Cx@ @ yR?f9|tpz@@T3~@f9|tpz@@$T~@+*Cx@@I~@f11w@@ʟ6L~@1`fWv@@xb ~@Xu&Yu@@6`~@]3 t@@yt~@) Z't@@Dl~@t@@d ~@) Z't@@n ~@]3 t@@I~@Xu&Yu@@K9~@1`fWv@@X4~@f11w@@3~@+*Cx@@J~@f9|tpz@@Dl~@|@ @T3~@f9|tpz@ @$T~@+*Cx@ @I~@f11w@ @ʟ6L~@1`fWv@ @xb ~@Xu&Yu@ @6`~@]3 t@ @yt~@) Z't@ @Dl~@t@ @d ~@) Z't@ @n ~@]3 t@ @I~@Xu&Yu@ @K9~@1`fWv@ @X4~@f11w@ @3~@+*Cx@ @J~@f9|tpz@ @Dl~@|@@Cl~@Cl@ @Cl~@Cl@@ ~@Dl@ @ ~@Dl@ƃ@K/~@Dl@T@F5.~@Dl@kq@QM-~@Dl@ϟ'@?3OP+~@Dl@C٦@5ל(~@Dl@d@x&~@Dl@@5#~@Dl@@0~@Dl@5@]ϗb?~@Dl@x@2k=~@Dl@5ל@)f:~@Dl@?3OP@<f6~@Dl@QM@i9;1~@Dl@F5@UWS>,~@Dl@K@i.>&~@Dl@@@~@Dl@0,@Hݕ!~@&+w@R8@Е#~@(f"Iw@l@j'#~@XIw@ޥ@2R,$~@GYw@jd@Ez&~@}H[w@`@j3.&~@[w@x @8Л'~@SOw@O@Dz(~@F7w@KV@Tnt(~@gj 6w@4'@B8*~@w@$@uTP+~@NQw@i@_ a+~@ ~w@OG @0 l,~@9{w@Rlq@Wc7M-~@sRw@> h@Y-~@jNw@R@L-`8.~@yƦw@'h=@;cb.~@жw@=@j@7./~@vaw@)I@҆IJ/~@]w@@0~@N-;w@@<~@M-;w@@ O>8~@N-;w@@8~@N-;w@@4~@P-;w@@@~@N-;w@aY@Ż+#~@&+w@p@ +>&~@(f"Iw@~I@1O&~@XIw@FpK@hXb)~@GYw@ 4@ċ>,~@}H[w@%@ g$],~@[w@ @"p7/~@SOw@.muM@1~@F7w@`A@1~@gj 6w@k6`O@k?p4~@w@IP@H6~@NQw@Ӏ?@6~@ ~w@ן@a8~@9{w@ؘ@nl:~@tRw@z@%+ K:~@jNw@$r@Zp=~@yƦw@JД{@5vĜ=~@̶w@{ @h \0b?~@vaw@J@ e?~@]w@@j?5#~@Dl@ؕk|?x&~@Dl@xy[g?5ל(~@Dl@h3þ??3OP+~@Dl@p.q?QM-~@Dl@O?F5.~@Dl@~?K/~@Dl@ ~@Dl@?0~@Dl@?@~@Dl@\/i.>&~@Dl@e UWS>,~@Dl@DCR6i9;1~@Dl@0yڿ<f6~@Dl@暳s)f:~@Dl@xZEeu?2k=~@Dl@,ᣃ?]ϗb?~@Dl@ ~@Dl@,MA? ۱/~@.\a d@a?/~@l^ d@O?¯.~@ȹd@_vq?kt6.~@QFd@e?*S-~@fud@(r?kRM-~@dmd@Iy,?$X+~@rId@z̾?QP+~@^d@ʚ?Y (~@[ed@nHq?-s(~@P4p]d@ڼ񅫳?,8&&~@w c@Td|?Zy&~@5\c@LSS?$ ##~@Dic@IH?h #~@X+c@D:t?]!~@l> c@?0~@S d@ѥ~< ~@t5c@ ~@t5c@p+ ~@t5c@߿ ~@t5c@Ͽ ~@t5c@ ~@t5c@󛂼?c?~@.\a d@ÚӃ?r#b?~@n^ d@>px?_S;=~@ȹd@ ?+l=~@TFd@;bT6:~@hud@0o(o0֤:~@dmd@ ECڿ;H6~@sId@ fڿ66~@^d@`2 忴1~@[ed@J[6[>1~@N4p]d@ʐVqM,~@w c@ى 6D>,~@5\c@AIF&~@Bic@vi>&~@Z+c@ '#~@k> c@?@~@S d@?4~@ S d@?8~@ S d@?8 I8~@ S d@?<~@ S d@Cl@Cl~@@Cl@ ~@@Cl@ ~@@Cl@Cl~@@@Cl~@@@Cl~@@@z@@@z@@?z@@?z@@?Cl~@@?Cl~@@x&1?Cl~@@x&1?Cl~@@x&1? ~@@x&1? ~@@x&1?0~@Cl@x&1?0~@@x&1?@~@@x&1?@~@Cl@(d@/~@ꔫ.̓j@t@0~@f̈́p@~@0~@Z v#s@'d@@~@씫.̓j@t@@~@ḧ́p@~@@~@Z v#s@Cl@0~@Cl@Cl@@~@Cl@Cl@0~@@Cl@@~@@Cl@5#~@؏@Cl@x&~@d@Cl@5ל(~@C٦@Cl@?3OP+~@ϟ'@Cl@QM-~@kq@Cl@F5.~@T@Cl@K/~@ƃ@Cl@i.>&~@K@Cl@UWS>,~@F5Ȗ@Cl@i9;1~@QM@Cl@<f6~@?3OP@Cl@)f:~@5ל㐂@Cl@2k=~@x@Cl@]ϗb?~@5@x&1?K/~@ƃ@x&1?F5.~@T@x&1?QM-~@kq@x&1??3OP+~@ϟ'@x&1?5ל(~@C٦@x&1?x&~@d@x&1?5#~@؏@x&1?]ϗb?~@5@x&1?2k=~@x@x&1?)f:~@5ל㐂@x&1?<f6~@?3OP@x&1?i9;1~@QM@x&1?UWS>,~@F5Ȗ@x&1?i.>&~@K@?@Clw@K@@Clw@??Clw@K@?Clw@K@@ߒP@K@?ߒP@K@?ߒP@K@?ߒP@K@?ߒP@D@?PoI1M@;@@A m]J@,@@ҷАG@? @D@D@?OoI1M@;@4?A m]J@,@$?ӷАG@??D@??D@??D@?y?D@??D@z?( Z'@Clw@N?\3 @Clw@n.q?Wu&Y@Clw@g3þ? 1`fW@Clw@uy[g?e11@Clw@ؕk|?**C@Clw@@j?e9|tp@Clw@@Clw@@Clw@,ᣃ?R0h?Clw@pZEeu?r0o?Clw@暳s_^֙d?Clw@3yڿ5Āa_?Clw@FCR69Q8?Clw@e 뿨UTV@Clw@\/?r@Clw@S9Xqt?W4@]D@X,s?a({p@.mD@QI?q#k@ 0D@>RJ?@H=ӘD@ ;|?A@/D@qwa?~ϒ@>FaD@@?[6x/@BS'D@Rdi? 2%B@aR5D@Ο) ?.` @@ |;D@@R*C?s@>wD@퀳?5`S6W@Y +D@2?(ZqM@sX&/D@t?؍@ƄD@{ޯq?$Y@8AD@R P/?HSFaD@/C迪l*_@BS'D@M5忎˔9?aR5D@kvRJ5 ?? |;D@ְj.ͫ?>wD@$6ڿҀMP_?Y +D@ҙѓٿh95?rX&/D@пb7"?ƄD@# r @d?8AD@٪_x#MF?oD@~,J?r;(ڰ?(e\\D@ ?o?wD@ j}'3?98`?*4`ȣD@iփ?Hɝ?ȅ ګD@Ч,?, ?pd-D@@MJşD@Ͽ @MJşD@߿ @MJşD@z z @MJşD@ @MJşD@?Dl}@@@e@Dl}@@?Dl}@@@e@Dl}@@@e@@^I @@@e@@^I @@?@^I @@?@^I @@?@^I @@q@?@^I @EA4@?@^I @@?@^I @A@?@^I @D"BB@:{ @B>x@!  @caBVZx@`s[ @lx@a @d'2 jy@>, @5-*z@Ԛ@; @ {@ P @|@ 9 P @|@  P @|@߿ P @|@m( ٿ P @|@h ʿ P @|@ P @|@:{ @B>x@!  @caBVZx@`s[ @lx@a @d'2 jy@>, @5-*z@Ԛ@; @ {@f@x 8^@@RQ@Mb"(y!On@9[/o&"Y@v@:*E`@^@@RQ@R Pn@D[/o&"Y@v@:*E`@Cl~@Cl@Cl~@Cl@Dl~@|@Dl~@|@J~@f9|tpz@3~@+*Cx@X4~@f11w@K9~@1`fWv@I~@Xu&Yu@n ~@]3 t@d ~@) Z't@Dl~@t@yt~@) Z't@6`~@]3 t@xb ~@Xu&Yu@ʟ6L~@1`fWv@I~@f11w@$T~@+*Cx@T3~@f9|tpz@Dl}@|@𿖏J~@f9|tpz@3~@+*Cx@X4~@f11w@K9~@1`fWv@I~@Xu&Yu@n ~@]3 t@d ~@) Z't@Dl~@t@yt~@) Z't@6`~@]3 t@xb ~@Xu&Yu@ʟ6L~@1`fWv@I~@f11w@$T~@+*Cx@T3~@f9|tpz@Dl}@|@̷\HA?= @A|@J}b?,x @tLΊ|@( i?! @ǘT|@19̪Tw?C1 @w<8|@=sA?n 3 @[i/}@nW?үߞ @:Qv~c}@)E?Ԭ|r @P4r}@.R퉝?Ӗs @u!}@y~?4KQ @[=~@ @⒇j@"1ÑX? ^ @LK@0c6=?{sL @u8aLv@gI۾?=g" @'-*@43? @.=d@(?VQPK @ "@?V-Hs?.Aw+ @b @18?QE @v:@0A! ?&wȊ @4+ւ@%]?"Ӆ @*@r ?о\= @_d@jc0?O @c@0C? @,s@g(?ֹޠ@@ f?)@ǃ@Or?b o@ȿك@2<?nG9L@烂@joY?uiF@6ꃂ@""?K}@Q@նF?/@}8BT@=$@?)D@84@?,x @ޘT}@}  @&1B}@8fU3K￭n 3 @_G^~@xD-үߞ @~@SrD|r @h@۽*a'Ӗs @B@`$p4KQ @ {@2Mٵx @~;\@ kя ¥ @pui@l?,U4 @>!@;o"†+T @@@xo @B+\T̃@2X#Vq\2 @(΄@qUU7xRmO @*مG㄂@*71bF @ j@Ὴ ^ @s՗ @b'UXݿsL @ X˜솂@ekIڿg" @ZTP@2ٿ @>m@}.ҿ_QPK @D@*̿# @(@%~ʼng˨+ @nM@q_QE @ouh@emO&wȊ @W@,u5?"Ӆ @?-T@J#?>]p @.3L@'?0V= @Ȋ@~`?O @jr@tkPU? @j @2P?ֹޠ@k@#ݪ"?$)@j@{? o@t!@ =3?oG9L@wӛϋ@<ȳ?uiF@Khmԋ@ƙOE|?K}@fE@ܖ@?/@7@z?Dl}@؃@N?Dl}@d@n.q?Dl}@C٦@g3þ?Dl}@ϟ'@uy[g?Dl}@kq@ؕk|?Dl}@T@@j?Dl}@ƃ}@,ᣃ?Dl}@K@pZEeu?Dl}@F5Ȋ@暳sDl}@QM@3yڿDl}@?3OP@FCR6Dl}@5ל㄂@e Dl}@x@\/Dl}@5@x&1?jt?@x&1??@x&1??@x&1?jt?@?jt?@?jt?@?K@@?K@@@K@@@K@@@jt?@@jt?@Cl@jt?@Cl@jt?@Dl@?@Dl@?@Cl@Cl@Dl@@Dl@@Cl@Cl@~@L'2On@t@I}e@'d@Cټ֨g[@?DQbvD@~@𿇘'2On@t@ e@'d@֨g[@?DQbvD@?=QbvD@??߿?QbvD@?|ϿAQbvD@?Cl@?Cl@x&1?Cl@x&1?Cl@x&1?@x&1?@x&1?z?؏@x&1?N?d@x&1?n.q?C٦@x&1?g3þ?ϟ'@x&1?uy[g?kq@x&1?ؕk|?T@x&1?@j?ƃ@x&1?,ᣃ?K@x&1?pZEeu?F5Ȗ@x&1?暳sQM@x&1?3yڿ?3OP@x&1?FCR65ל㐂@x&1?e 뿪x@x&1?\/5@Dl@@j?ƃ@Dl@ؕk|?T@Dl@xy[g?kq@Dl@h3þ?ϟ'@Dl@p.q?C٦@Dl@O?d@Dl@~?؏@Dl@\/5@Dl@e 뿪x@Dl@DCR65ל㐂@Dl@0yڿ?3OP@Dl@暳sQM@Dl@xZEeu?F5Ȗ@Dl@,ᣃ?K@I@q ڿ-]s@(@rlE`s@1@w01?Vebs@@O^@Z ?Pt@@O^@Z ?Pt@@O^@Z ?Pt@@v@Ԅ*v@@v@Ԅ*v@@v@Ԅ*v@@/n@؉=u@@/n@؉=u@@/n@؉=u@)o.@/^)~@[w@_Ӹ@ka3>1~@ ~w@"A@do6~@ζw@?Gt6~@ȹd@R:o81~@sId@1OٿKU)~@w c@~@4~@Z v#s@~@8~@Z v#s@~@<~@Z v#s@(d@3~@ꔫ.̓j@(d@8~@딫.̓j@(d@<~@씫.̓j@t@<~@ḧ́p@t@8~@g̈́p@t@4~@f̈́p@,@ ?ҷАG@,@!?ҷАG@,@"?ӷАG@D@?PoI1M@D@?OoI1M@D@?OoI1M@;@2?A m]J@;@2?A m]J@;@1?A m]J@rdٿoȅVN@>FaD@j\B@4k?rX&/D@d;=eV?j (C?*4`ȣD@пv@:*E`@Dv@:*E`@v@:*E`@п^@@RQ@4߿^@@RQ@^@@RQ@Pn@@[/o&"Y@Pn@?[/o&"Y@ пPn@<[/o&"Y@WA$Vʿ  @#V|@\[ٿ! @|@D  @\}@3^)  @}@- lȿүߞ @75}@r21Cؿүߞ @[}@]*үߞ @ 5~@B1үߞ @y~@,:Ŀ4KQ @wd~@Zֿ4KQ @,B#@|Y࿬4KQ @qC@fue濮4KQ @ '@3xwٽ%U4 @>4@~ҿ&U4 @:J@$޿)U4 @R@F*U4 @7 v@ @"^@`bA @#9Z@[ҿB @~@1?ܿF @d@[v4 ?|sL @ɀ@sL @@z7LĿsL @=—@,&s[ӿsL @@z??VQPK @Dk@毟zȹ?ZQPK @t@@)?f^QPK @! Å@T#~¿_QPK @{H@s"m?"Ӆ @[wNi@ܾE?"Ӆ @L\Q@ d ٯ?"Ӆ @ug@%dݧ?"Ӆ @1ƈ@HEk?QE @(@Rcv?QE @!+@P *?QE @zc@$Z ?QE @*S@"+v?ֹޠ@ `@?ֹޠ@t{܆@Oq2?ֹޠ@qX@rҀy?ֹޠ@4gHԉ@v ?O @~6f@m5f?O @T@cj?O @DO@(c?O @TnC@ N?mG9L@)k@*]"?lG9L@eL@NQ5?oG9L@b@CF?oG9L@Nm@(c}͍C?K}@F;@jU?K}@7-@Vh?K}@w@ hL?K}@\[9@'d@ п֨g[@'d@֨g[@'d@֨g[@~@п'2On@~@@࿈'2On@~@B过'2On@t@Fe@t@De@t@пe@ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VMBUMNXX84DE4NRT8MKF6NRJ875GENR6E3WF8NREEJKTERVA85NU6NVAER3 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  `@^I @@ ftreemeg attrib   face       loop    plane surface  `@Dl}@@?  coedge       ftreemeg attrib   face       loop   plane surface  @Dl}@@??  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? 'K@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop . %  plane surface  @Dl~@@<  coedge  / 0 1 2   coedge  3   $  coedge   3 / 4  coedge  1     edge  ' 5}@  6 unknown  coedge    7 8   coedge  9 :  # ,  edge  ; &? " < unknown  edge  = '?  > unknown  coedge   1 ? @   vertex   A vertex   Bstraight curve  @^I @@ ftreemeg attrib  C  cX̀ftreemeg attrib   face D E F  G  loop  9  plane surface  @^I @@ FldTmpmeg attrib   coedge  H   4   coedge   H I J   coedge  %   2   edge  5 KK@ 1 L unknown  coedge    M N  edge  O 5?  P unknown  vertex  Qstraight curve  `@^I @@?  coedge  R M ! 8 S  edge  ;? =K@ 7 T unknown  coedge  U " V W ,  coedge  " U X Y ,  vertex  8 Zstraight curve  @^I @@  vertex  8 [straight curve  `@^I @@  coedge  \ V % @ ]  edge  K/$@ &"}@ % ^ tangent  point  @^I @@ point  `@^I @@FldEntIdmeg attrib  ) ftreemeg attrib  + face _ ` ]  a  loop  b + plane surface  @Dl}@|@??  coedge  0 / c d   coedge  e b 0 J F  edge  K f? I g unknown  vertex  @ hstraight curve  `@Dl}@@?  coedge  7 c 3 N S  edge  = O}@ M i unknown  vertex  N jstraight curve  `@Dl}@@  point  `@Dl}@@ coedge  c 7 k l S  loop m R n straight curve  @^I @@  coedge  : 9 o p ,  coedge  ? q 9 W ]  edge  &-DT! r-DT!? V s unknown  coedge  t k : Y u  edge  ;-DT! v-DT!? X w unknown  point  @^I @@ point  `@^I @@ coedge  q ? b x ]  loop  V E straight curve  @E'~@@  鍊 jO\9~@ftreemeg attrib  E face y z {  | cone surface  @E'~@|@;f?;f?? ??  coedge  I } \ x F  coedge  M R H d S  edge  O fK@ c ~ unknown  coedge  } I  F  vertex  l straight curve  @Dl}@@?  point  @Dl}@@straight curve  `@^I @@?  point  `@Dl}@@ coedge  X  R l u  edge  f/$@ ;"}@ R tangent FldTmpmeg attrib  S face  S   coedge  U p  edge  v r? o unknown  coedge  V \ ]  vertex  ellipse curve  @^I @|@?;f?;f??  coedge   X u  loop  X  vertex  ellipse curve  @^I @|@?;f?;f??  edge  -DT! K-DT!? \ unknown ftreemeg attrib  ` face    loop  ` plane surface  @?Dl@??  coedge  b e F straight curve  `@Dl}@@?  coedge  k t e u  edge  -DT! f-DT!?  unknown  point  @Dl}@@straight curve  @E'~@@ FoldAttmeg attrib  n plane surface  @Dl~@@<  coedge  o  coedge  o  loop  straight curve   @^I @|@  coedge  q  edge  r"} /$ tangent  edge  r -DT! @ unknown  point  @^I @|@ coedge  t  edge  v"} /$ tangent  face  n u   edge  v -DT! @ unknown  point   @^I @|@ vertex  ellipse curve  @Dl}@|@;f?;f?? ftreemeg attrib  z face    loop  z spline surface   netsur intcurve  parcur?TR= spline  netsur intcurve  parcur?U#? spline  netsur intcurve  parcur?H= spline  netsur straight?0~@S d@?  ?? straightt@0~@ḯp@P?0  ?? straight@@~@N-;w@?  H intcurve  surfintcur nubsM83u@|!#@0~@0Asd@Z@0~@`Gbh@effffj@0~@Jl@z@0~@Vﹿr@xwwww@0~@t@gffff@0~@86;w@dy= spline  netsur straight @R2ufs@K6F -=%ؿ   ߙۅ@? straight @@~@:k!'!w@=m6xӿ   2@ straight @S2ufs@2ϲ?-lB? 41 <~@? straight@~@8c@ˉ0?9Nz? ڒ: ????null_lawnull_lawnull_lawnull_law nubs?? @R2ufs@z@zWk@j@F@@`@hlVC@ @XUUUUd@JE t@z@XUUUUd@AC>fn@j@XUUUUd@wjjkd@XUUUUd@*i],S@ @WUUUU%t@BXSu@z@WUUUU%t@ąCq@j@XUUUU%t@f h@WUUUU%t@g"]@ @@~@:k!'!w@z@@~@ifr@j@@~@,欅l@@~@8c@p`@=?? plane0~@@?? nubsM83u@|!#@Z+?}?P֙?}?:DI?}?JW?}?CJM?}?xxke?}?O4!X?}? nullbs (B5> M83u@|!#@ 2K ͕p? intcurve  surfintcur  nubsM83u@|!#@@~@0Asd@Z@@~@`Gbh@effffj@@~@Jl@z@@~@Vﹿr@xwwww@@~@t@gffff@@~@86;w@dy= spline  netsur  straight @8=R2ufs@K6F -=%ؿ   ߙۅ@? straight @P~@:k!'!w@=m6xӿ   2@ straight @D=S2ufs@2ϲ?-lB? 41 <~@? straightP~@8c@ˉ0?9Nz? ڒ: ????null_lawnull_lawnull_lawnull_law nubs?? @8=R2ufs@z@ =zWk@j@F@@`@0hlVC@ @XUUUU5d@JE t@z@XUUUU5d@AC>fn@j@XUUUU5d@wjjkd@XUUUU5d@*i],S@ @WUUUU5t@BXSu@z@WUUUU5t@ąCq@j@XUUUU5t@f h@WUUUU5t@g"]@ @P~@:k!'!w@z@P~@ifr@j@P~@,欅l@P~@8c@p`@=?? plane@~@@?? nubsM83u@|!#@Z+?}?P֙?}?:DI?}?JW?}?CJM?}?xxke?}?O4!X?}? nullbs (B5> M83u@|!#@ 2K ͕p???????null_lawnull_lawnull_lawnull_law nubs????/~@S d@?QUUUU5~@S d@?:~@S d@?@~@S d@ZUUUUZ@/~@)fh@YUUUUZ@SUUUU5~@)fh@YUUUUZ@:~@)fh@XUUUUZ@@~@)fh@XUUUUj@0~@4al@XUUUUj@UUUUU5~@5al@RUUUUj@:~@8al@QUUUUj@@~@8al@XUUUUz@0~@VGr@VUUUUz@UUUUU5~@VGr@YUUUUz@:~@VGr@XUUUUz@@~@VGr@XUUUU@0~@Pt@XUUUU@WUUUU5~@Pt@WUUUU@:~@Pt@VUUUU@@~@Pt@@0~@P-;w@@YUUUU5~@P-;w@@:~@L-;w@@@~@L-;w@H=??? null_surface nubs???? nullbs (B5> ?   ? (? straightϟ'@?3OP+~@tSw@:f?<f? :f6= ?? straight @ ~@*wlw@?  @ ellipse@ ~@$w@\dSӿkɽv]H7?Ę? ?   ?? straight@/n@؉=u@?7?=  ?? straight @0?:ΰcs@?   intcurve  surfintcur  nubs n@{`l~@@0~@VX_w@@wwwww#y@!zv@@!""""t@Vu@@13333 d@> ۝t@@ T@|s@@۞as@dy= spline  ref plane@0~@@? nubs n@{`l~@hfY?!.-?hfY?nמ?hfY?vIE?hfY?B]Z?hfY?ȢJ?nfY?Olnj?nfY?; `? nullbs (B5>  n@{`l~@ > "[~ -S? intcurve  surfintcur  nubs n@{`l~@ @0~@VX_w@ @wwwww#y@!zv@ @!""""t@Vu@ @13333 d@> ۝t@@ T@|s@@۞as@dy= spline  netsur  straight(@R2ufs@K6F -=%ؿ   ߙۅ@? straight(@@~@:k!'!w@=m6xӿ   2@ straight(@S2ufs@2ϲ?-lB? 41 <~@? straight@~@8c@ˉ0?9Nz? ڒ: ????null_lawnull_lawnull_lawnull_law nubs??(@R2ufs@z@zWk@j@F@@`@@=hlVC@(@XUUUUd@JE t@z@XUUUUd@AC>fn@j@XUUUUd@wjjkd@@=XUUUUd@*i],S@(@WUUUU%t@BXSu@z@WUUUU%t@ąCq@j@XUUUU%t@f h@WUUUU%t@g"]@(@@~@:k!'!w@z@@~@ifr@j@@~@,欅l@@~@8c@p`@=?? plane @0~@@? nubs n@{`l~@hfY?!.-?hfY?nמ?hfY?vIE?hfY?B]Z?hfY?ȢJ?nfY?Olnj?nfY?; `? nullbs (B5>  n@{`l~@ > "[~ -S???????null_lawnull_lawnull_lawnull_law nubs???@ ~@.wlw@@ ~@.wlw@VUUUU@ ~@.wlw@ @ ~@.wlw@@WUUUUy@B'yv@@XUUUUy@B'yv@VUUUU@TUUUUy@B'yv@ @TUUUUy@B'yv@@t@bfu@@t@bfu@PUUUU@t@bfu@@t@bfu@@*d@sNX˟t@@*d@tNX˟t@PUUUU@*d@qNX˟t@@*d@rNX˟t@@JT@At@@JT@At@UUUUU@JT@At@ @JT@At@@?:ΰcs@@?:ΰcs@UUUUU@`?:ΰcs@ @`?:ΰcs@TR=??? null_surface nubs???? nullbs (B5> ?   ?ܠ? straightϟ'@3þ?T`s@;f?;f/  ?? intcurve  parcur?3J= spline  netsur straight@ K~=篼H[s@ < ?? straightt@@e@  < ?? straight?DQbvD@   intcurve  surfintcur nubssX7u@?…@gffff@_mS bs@gffff@_mLp@z@X(âEik@j@X(|G`@Z@12}<!XЛdU@jffff?12}<sD@dy= spline  ref plane@@ nubssX7u@?…@mQ4!X?]^U`??^U`? vm?^U`?Z ?$_U`?/$U?__U`?Lu-?_U`?%;?`U`? nullbs (B5> sX7u@?…@ eg p7? intcurve  surfintcur nubssX7u@?…@gffff@)S bs@gffff@)Lp@z@+âEik@j@+|G`@Z@!XЛdU@jffff?sD@dy= spline  netsur straight @R2ufs@K6F -=%ؿ   ߙۅ@? straight @0~@:k!'!w@=m6xӿ   2@ straight @S2ufs@2ϲ?-lB? 41 <~@? straight0~@8c@ˉ0?9Nz? ڒ: ????null_lawnull_lawnull_lawnull_law nubs?? @R2ufs@z@zWk@j@F@@`@hlVC@ @XUUUUc@JE t@z@XUUUUc@AC>fn@j@XUUUUc@wjjkd@XUUUUc@*i],S@ @WUUUUt@BXSu@z@WUUUUt@ąCq@j@XUUUUt@f h@WUUUUt@g"]@ @0~@:k!'!w@z@0~@ifr@j@0~@,欅l@0~@8c@p`@=?? plane@@ nubssX7u@?…@mQ4!X?]^U`??^U`? vm?^U`?Z ?$_U`?/$U?__U`?Lu-?_U`?%;?`U`? nullbs (B5> sX7u@?…@ hg p7???????null_lawnull_lawnull_lawnull_law nubs???@ JiH[s@@UUUUUտH[s@@UUUUUH[s@@H[s@TUUUU@N tzNp@TUUUU@UUUUUտzNp@UUUUU@UUUUUzNp@TUUUU@zNp@ZUUUUz@ Yw6k@ZUUUUz@UUUUUտYw6k@YUUUUz@UUUUUYw6k@YUUUUz@-Yw6k@TUUUUj@`ҏ zG"gP`@TUUUUj@UUUUUտG"gP`@JUUUUj@UUUUUG"gP`@JUUUUj@G"gP`@QUUUUZ@ա@x~<B -nU@QUUUUZ@UUUUUտC -nU@OUUUUZ@2UUUUU? -nU@OUUUUZ@@ -nU@?4,Oy~<BQbvD@?UUUUUտBQbvD@?4UUUUU ?   ? ellipse@?.)h\s@iӝnؿ3ԫ缿Č|R?c5E?e ?Q?Č|R? l0ô `*Kҿ? ellipse@?.)h\s@TA7ʿΠHѮ^ת*C?V5E?f ?Q?^ת*C? 0ô ` `*Kҿ????;???null_lawnull_lawnull_lawnull_law nubs???ܠ???@?:ΰcs@@?:ΰcs@UUUUU@A?:ΰcs@ @A?:ΰcs@@ w?)9mcs@@p*V?)9mcs@UUUUU@F?)9mcs@ @^w?)9mcs@r~@!w?tbs@/D[_@o4m?tbs@'۔@P/?tbs@y@p?tbs@X)@P?'bs@428@ش)?'bs@FD@@"v?'bs@S@ ?'bs@@aFu?Svlas@s75@+{?Svlas@G1b@ w?Rvlas@ 8a@"KRvlas@ST@rQ#-?Oas@> :p@9]C:?Oas@+@p{{IiNas@ @YrIcͿNas@B@#3論?ax`s@K܈@;S?ax`s@Y@],C`x`s@Hy@)/Կ`x`s@@"X?-_s@_8 և@0-_s@)@Eտ-_s@Oa@S-_s@Y!@6&ח?^s@tfS@IXfſ^s@ͦ@ɐ_Oݿ^s@`B@I@ofM\s@l\)@,y)_[s@ ý`@xUUUUUտ)_[s@:X@nUUUUU)_[s@.R@ )_[s@@ JiH[s@@}UUUUUտH[s@@jUUUUUH[s@@ H[s@GIcT%??ܠ??  coedge  {  coedge  }  edge   ? unknown  vertex  ellipse curve  @Dl}@|@;f?;f?? ftreemeg attrib  ncX̀ coedge   coedge   coedge   face    coedge   loop  straight curve  @E'~@|@? jO\9~  鍊? vertex  ellipse curve  @^I @|@??  -DT! @ coedge   loop  straight curve   @E'~@|@? ftreemeg attrib  cone surface  @E'~@|@;f?;f?? ??  vertex  ellipse curve   @^I @|@??  point  @Dl}@|@ftreemeg attrib   face    loop  cone surface  @?@?;f?;f? ??  coedge   coedge  {  coedge  {  coedge   edge  -DT! -DT!? unknown  coedge   coedge   loop  straight curve  @Dl}@|@?  point   @Dl}@|@FldEntIdmeg attrib  n coedge   edge   ? unknown  coedge   coedge  ftreemeg attrib   face   cone surface  @^I @|@??? ?  coedge   edge   -DT! @ unknown FldTmpmeg attrib   coedge   face    edge   Zd;? unknown  point  @t?|@ coedge   edge   -DT! @  unknown FldTmpmeg attrib   coedge      face      edge   Zd;?  unknown  point   @t?|@ftreemeg attrib   face       loop   spline surface   ref  coedge      coedge      coedge   edge     unknown  pcurve    exppc nubs?? spline  ref  coedge    {  coedge      edge   ?  unknown  coedge   !   edge   "? # unknown  coedge  $ %  coedge  & '  vertex  % ( vertex  ) *ellipse curve  @?Dl@;f?;f?  coedge  + ,  coedge  -  coedge  -  loop   straight curve   @t?|@  coedge  $ ! .  coedge  /  0 ftreemeg attrib   face 1 2 3  4 cone surface  @Dl~@|@??? ?  coedge  5 6  coedge  + 7 3  edge  8Mb`? ? 9 unknown  vertex  :ellipse curve  @Dl~@|@??  -DT! @ coedge  $  ;  coedge  < = >  edge  ?x&1? @'l@ A tangent FldEntIdmeg attrib  B  face C D E  F plane surface  @0~@@?  vertex  . Gstraight curve  @t?@?  Zd;? coedge  H I  coedge  7 + 3  edge  JMb`? ? K unknown  vertex  Lellipse curve   @Dl~@|@??  coedge  / M N  coedge  O P  Q  edge  Rx&1? S'l@ T tangent FldEntIdmeg attrib  U  face V W  X plane surface   @0~@@?  vertex  0 Ystraight curve   @t?@? ftreemeg attrib   face Z  [  loop  ! plane surface  @jt?Cl@??  coedge  \  ; ] coedge  ^ _ ` coedge   M  a edge  b   c unknown  pcurve    exppc nubs?? spline  ref  coedge  d e  f g edge   h?  i unknown  pcurve    exppc nubs???? spline  ref  vertex  j k vertex  % lintcurve curve   parcur??ܠ???GIcT%? spline  ref null_surface nubs?? nullbs    coedge  m n  W  edge  "-DT! -DT!?  o unknown  coedge  p q )   coedge  p r s   loop   t  vertex  s ustraight curve  @Dl@?  coedge  v 0   coedge  v .   vertex  w xstraight curve  @?Dl@?  coedge  %  edge   1Oq x&1 $ y tangent  coedge  z q ' {  edge  x&1? ]hNq@ & | tangent  point  @?Dl@ edge  -? }|&1? q ~ unknown  point  @Dl@ coedge  , 3  edge   ?  unknown  coedge  v   edge  ˡEn@ Dln@  unknown  coedge   n w  edge  ˡEn@ "Dln@  unknown ftreemeg attrib   face      loop  plane surface  @Cl~@Cl@  coedge    6   edge  ?^I ? 8/$?  unknown  coedge    3  vertex  6 straight curve  @Dl~@@ Mb`? ? point  @Dl~@|@ edge  @ ?  unknown  coedge     >  coedge     >  loop  <   vertex  6  vertex  ; straight curve  @ ~@@ ͏ !0{@ftreemeg attrib  cX̀ftreemeg attrib   face       loop   plane surface  @0~@Dl@??  point  @jt?Cl@ coedge    I   edge  R^I ? J/$?  unknown  vertex  I straight curve   @Dl~@@  point   @Dl~@|@ coedge   \  N  edge  S b?   unknown  coedge      Q  coedge      Q  loop  P   vertex  I  vertex  N straight curve   @ ~@@ ftreemeg attrib   cX̀ftreemeg attrib   loop    cone surface  @?@?;f?;f? ??  point   @jt?Cl@ftreemeg attrib  plane surface  @t?|@??  coedge  M     pcurve    exppc nubs?? spline  ref  coedge  n m  _ W  edge  h b ^  unknown  pcurve    exppc nubs???? spline  ref  pcurve    exppc nubs???? spline  ref  vertex  w intcurve curve   parcur?GIcT%? spline  ref null_surface nubs?? nullbs    coedge      f  coedge    z j f  loop  e   pcurve    exppc nubs?? spline  ref  vertex   intcurve curve   parcur?GIcT%? spline  ref null_surface nubs???? nullbs    edge   ? z  unknown  point  @ K~=篼H[s@ point  @0?:ΰcs@ coedge  ^    W  coedge   ^ / w W ellipse curve  @?Dl@;f?;f?  coedge        coedge  &   ) {  coedge     s   edge  -? |&1? r  unknown  face       point  @Dl@ coedge  !  -    edge  b 1Oq "x&1 /  tangent  point   @?Dl@straight curve  @?@? OfQ ͏@ coedge   & e j {  loop    straight curve  @@ ͏ OfQ@ vertex   straight curve  E@Dl@ straight curve   @Dl~@|@  edge   ? v  unknown straight curve  @Dl/n@Dl@ straight curve   @Dl/n@Dl@ ftreemeg attrib  2 loop  5 2 plane surface  @ ~@Dl@??  coedge  H 5 7    coedge  5 H    straight curve  @^I 0~@Dl@  edge  J 8? 7  unknown  point  @Cl~@Cl@intcurve curve   parcur??TR= spline  ref null_surface nubs?? nullbs    coedge  = <   >  coedge    <  E  edge  -DT! ?-DT!? <  unknown  coedge    =    edge  @  =  unknown  face   >    point  @ ~@Dl@ point  @ ~@*wlw@ftreemeg attrib  D loop   D spline surface   ref straight curve   @^I 0~@Dl@  point   @Cl~@Cl@ pcurve    exppc nubs???? spline  ref intcurve curve   parcur?? spline  ref null_surface nubs???? nullbs    coedge  P O   Q  coedge    O    edge  S  O  unknown  coedge    P  E  edge  -DT! R-DT!? P  unknown  face  Q    point   @ ~@Dl@ point   @ ~@*wlw@ coedge    \    edge  S @   unknown  pcurve    exppc nubs?? spline  ref intcurve curve   parcur!??ܠ???vJwN0? spline  ref null_surface nubs???? nullbs    point   @0?:ΰcs@ coedge  e d   f  coedge    d    edge  h ?   unknown  pcurve    exppc" nubs???? spline  ref  pcurve    exppc# nubs?? spline  ref  face   f    point  @𿣗H[s@ vertex  j intcurve curve   parcur$??3J= spline  ref null_surface nubs?? nullbs    coedge  r  m    edge  x&1? h]hNq@   tangent  coedge    p    edge   }?   unknown  coedge  q    {  coedge   r     loop     vertex   straight curve  E@Dl@ ftreemeg attrib  tplane surface  @Dl@?? straight curve   @?@?  coedge   z   { FldTmpmeg attrib  { coedge      {  face   {    edge  }أp= ^I    unknown  point  Cl@Cl@straight curve   @jt?Cl@  coedge      E  edge  ? R?   unknown straight curve   @Cl~@Cl@  coedge        edge  d{l x&1   tangent  coedge      E  vertex   ellipse curve  @ ~@Dl@;f?;f??  coedge        pcurve    exppc% nubs?? spline  ref  vertex   intcurve curve   parcur&?? (???U#? spline  ref null_surface nubs?? nullbs   ftreemeg attrib   face      cone surface  @ ~@@?;f?;f?? ??  coedge        edge  d{l x&1   tangent  pcurve    exppc' nubs???? spline  ref  vertex   intcurve curve   parcur(?? (???X؀D-? spline  ref null_surface nubs???? nullbs    vertex   ellipse curve  @ ~@Dl@;f?;f?? ftreemeg attrib  cone surface  @ ~@@?;f?;f?? ??  pcurve    exppc) nubs???? spline  ref intcurve curve   parcur*?TR= spline  ref null_surface nubs?? nullbs    coedge        edge      unknown  pcurve    exppc+ nubs???? spline  ref  coedge        vertex   intcurve curve   parcur,??3J= spline  ref null_surface nubs???? nullbs   ftreemeg attrib   face      spline surface   ref  point  ?DQbvD@straight curve  @@  coedge        coedge        loop    straight curve  Cl@Cl@?  coedge        edge  أp= !^I   " unknown FldTmpmeg attrib   face # $   %  point  Cl@Cl@ coedge    & ' {  coedge   (     edge  )Cl DQbvD  * unknown  coedge    + , {  coedge  - .   /  edge  0Dl x&1  1 tangent FldEntIdmeg attrib  2  face 3 4 5  6 plane surface  @@  vertex   7straight curve  Dl@/$@? straight curve  @ ~@Dl@?  coedge  8  9 :   coedge   ; < =   loop > ? @ straight curve  @0~@@? !0{ ͏@ coedge  A 9   B  edge   ?  C unknown  point  @0~@Dl@ coedge  < D   E F edge     G unknown  pcurve    exppc- nubs?? spline  ref  point  @0~@N-;w@ftreemeg attrib   face H I J  K  loop  L  plane surface   ~@Dl@??  coedge  M  D N   coedge   O A P   loop Q R S straight curve  @@~@@?  point  @@~@N-;w@ point  @@~@Dl@ coedge  (      loop    intcurve curve   parcur.?3J= spline  ref null_surface nubs???? nullbs    coedge    T U   edge  VCl DQbvD  W unknown  point  ?DQbvD@ftreemeg attrib   face X Y Z  [ plane surface  ?Cl@?  coedge    \ ]   face ^ t   _  coedge    ` a   coedge  b c   d  edge  eDl !x&1  f tangent  vertex   gstraight curve  Dl@/$@? FldEntIdmeg attrib  h  face i j k  l plane surface  @@  coedge  m n  ' Z  edge  o)\t@ )Et@  p unknown  coedge    m q   vertex   rstraight curve  ? Cl  coedge  s t  , u  edge  0-? o|&1?  v unknown  coedge  w  x y /  coedge   w z { /  loop  - |  vertex  , }straight curve  @@? Ώ( ͏@ftreemeg attrib   cX̀ftreemeg attrib   face ~ |     loop  x  plane surface  x&1??@?  point  Dl@@ coedge  ?      coedge     : B  edge  (\t@ Et@   unknown  coedge        coedge     = E  edge   ?   unknown FldTmpmeg attrib   coedge   8     face       coedge     P B  loop  9  straight curve  @0~@Dl@?  coedge     N E  loop  <   pcurve    exppc/ nubs???? spline  ref intcurve curve   parcur0?U#? spline  ref null_surface nubs?? nullbs   ftreemeg attrib   face       loop    spline surface   netsur1 intcurve  parcur2?5;RdP= spline  netsur3 straighteI/=@MJşD@  ?? straightĪ On@=[/o&"Y@Y=A=  ?? straight ~@t5c@   intcurve  surfintcur4 nubs>6:o@t~@ 0=33333?]e~D@ 0=!""""T@Ļ_@N@}C=sd@ r@T@}C=?t@I\ -^@DzXhY<DDDDD8y@= a@DzXhY<0~@XUd@dy= spline  ref plane@? nubs>6:o@t~@4L?M x?4L?WFӤ?4L?M?4L?@|1?4L?rlb3q?4L?IH?4L? .-? nullbs (B5> >6:o@t~@ Nb~ 4lN? intcurve  surfintcur5 nubs>6:o@t~@33333?]e~D@!""""T@Ļ_@N@sd@ r@T@?t@I\ -^@DDDDD8y@= a@0~@XUd@dy= spline  netsur6 straight@R2ufs@K6F -=%ؿ   ߙۅ@? straight@@~@:k!'!w@=m6xӿ   2@ straight@S2ufs@2ϲ?-lB? 41 <~@? straight@~@8c@ˉ0?9Nz? ڒ: ????null_lawnull_lawnull_lawnull_law nubs??@R2ufs@z@zWk@j@F@@`@hlVC@@XUUUUd@JE t@z@XUUUUd@AC>fn@j@XUUUUd@wjjkd@XUUUUd@*i],S@@WUUUU%t@BXSu@z@WUUUU%t@ąCq@j@XUUUU%t@f h@WUUUU%t@g"]@@@~@:k!'!w@z@@~@ifr@j@@~@,欅l@@~@8c@p`@=?? plane@? nubs>6:o@t~@4L?M x?4L?WFӤ?4L?M?4L?@|1?4L?rlb3q?4L?IH?4L? .-? nullbs (B5> >6:o@t~@ Nb~ 4lN???????null_lawnull_lawnull_lawnull_law nubs???v/S@MJşD@UUUUUUտ@MJşD@VQUUUU@MJşD@@MJşD@s}<PUUUUT@2pfGN@UUUUUUտPUUUUT@3pfGN@VQUUUU^UUUUT@8pfGN@^UUUUT@8pfGN@Ayw"PUUUUUd@I+e1T@WUUUUտTUUUUUd@I+e1T@VUUUUXUUUUUd@I+e1T@[UUUUUd@I+e1T@!z VUUUU%t@lm^@aWUUUUտYUUUU%t@lm^@'UUUUU]UUUU%t@lm^@_UUUU%t@lm^@ꊐn"y@.zԁa@TUUUUUտ"y@.zԁa@VUUUUU"y@0zԁa@"y@0zԁa@Pd8b ~@t5c@TUUUUUտ ~@t5c@VUUUUU ~@t5c@ ~@t5c@5;RdP=??? null_surface nubs???? nullbs (B5> ?   ?<|? straight3þ??3OP+~@ud@;f;f?  ?? intcurve  parcur7?H= spline  ref null_surface nubs?? nullbs (B5> ?  P= ? ellipse? ~@id@xRMӿRͿ^}? ){oZ81ڿ^}? qT 8y[? ellipse? ~@id@MJ9oĿc ̭*Y? ){oZ81ڿ̭*Y? ̱qT ^s[???????null_lawnull_lawnull_lawnull_law nubs???<|???|OH^%~@?vTc@0-E'~@>vTc@8CFPI>Gk(~@>vTc@p!w"?'~@0c@0kD3ɿ!r})~@0c@'qD߿x+~@0c@:7"Ow" =.~@0c@,0?f (~@Empc@Z/ÿߨ*~@Empc@Auܿk-~@Empc@wͪ0~@Empc@iб]?ě)~@鰹2d@v  [ -~@鰹2d@-guԿM0~@鰹2d@|'73~@鰹2d@)?a4[*~@'Nd@n{z.~@'Nd@ltKп!1~@'Nd@6k+ -hv*5~@'Nd@t?̽? ,~@ʒd@9?1~@ʒd@!lW5~@ʒd@)Ϳ@9~@ʒd@Vlb?s+i>-~@Ce5Sd@!?g&2~@Ce5Sd@?AGS7~@Ee5Sd@_INsV|;~@Ee5Sd@H?8/~@=2T d@}#?쟷4~@=2T d@]?'9~@?2T d@ n "?p+-?~@?2T d@M2?0~@}3 d@To?TUUUU5~@}3 d@J?:~@}3 d@G@e?@~@}3 d@?0~@ S d@?TUUUU5~@ S d@?:~@ S d@?@~@ S d@7A!??<|??  coedge        coedge        edge   ?   unknown  coedge   R     edge  (\t@ Et@   unknown FldTmpmeg attrib   coedge  O      face       coedge  n m  U Z  edge  )\t@ VEt@   unknown  vertex   straight curve  ? ftreemeg attrib   face   u    loop  &  plane surface  x&1?Cl@??  coedge  z   ]   edge  ! ? \  unknown ftreemeg attrib  plane surface  Cl@Cl@?  coedge  t s  a u  edge  e-? |&1?   unknown  coedge      d  coedge      d  loop  c   vertex  a straight curve  @@?  point  Dl@@ftreemeg attrib  # cX̀FldEntIdmeg attrib   $ face       loop   $ plane surface  @@<  coedge  T & ( q Z  coedge  & T s  Z  vertex  ' straight curve  Et@Dl@  edge  V )? (  unknown  point  ?Cl@ coedge  ` + n  u  coedge  + `   u  loop  + Y straight curve  x&1?E@  coedge  . -   /  coedge    - y 5  edge  -DT! 0-DT!? -  unknown  coedge   \ . {   edge  -DT! -DT!? .  unknown  face   /    point  x&1?@ftreemeg attrib  4 loop  z 4 plane surface  Dl@@?  coedge    8    edge  -? |&1? 8  unknown  coedge  9 A   B  vertex  : straight curve  ^I t@0~@Dl@?  coedge  ;      coedge    ;    edge  x&1? |V:{@ ;  tangent  coedge  D <   E  pcurve    exppc8 nubs?? spline  ref  vertex  = intcurve curve   parcur9?? spline  ref null_surface nubs?? nullbs    coedge   ?     coedge    ?    edge  Cl x&1 ?  tangent ftreemeg attrib   @cX̀ face      plane surface  0~@@??  face   B    pcurve    exppc: nubs???? spline  ref  face   E   ftreemeg attrib  I face       loop   I cone surface  ? ~@@?;f;f?? ??  coedge      J  coedge   L     coedge  L      coedge    L    edge  -DT! -DT!?   unknown  coedge   M     coedge    M    edge  x&1? |V:{@ M  tangent  vertex  N intcurve curve   parcur;??H= spline  ref null_surface nubs???? nullbs    coedge    O    edge  -? |&1? O  unknown  vertex  P straight curve  ^I t@@~@Dl@?  coedge  R      coedge    R    edge  Cl x&1 R  tangent ftreemeg attrib   ScX̀ face      plane surface  @~@@??  vertex  U straight curve  Et@Dl@  point  ?Cl@ftreemeg attrib  Yplane surface  x&1?@?  coedge  \  b   straight curve  Dl@@? straight curve  x&1?E@  coedge  c b   d  edge  !-DT! -DT!? b  unknown  coedge    c  5  edge  -DT! e-DT!? c  unknown  face   d    point  x&1?@ftreemeg attrib  ! i $cX̀ftreemeg attrib  j face " # $  %  loop  & j cone surface  ?t?|@?;f;f?? ?? FldTmpmeg attrib  k coedge  ' (   k  edge   o? n ) unknown  point  x&1?Cl@straight curve  ?Cl@?  coedge   x t  5  edge  0 e?  * unknown  coedge  + , w  -  edge  x&1? Dl@  . tangent  coedge  x  / 0 5  vertex   1ellipse curve  x&1??@?;f;f??  coedge   z 2 3   vertex  4 5ellipse curve  Dl@?@;f;f?? ftreemeg attrib  |cone surface  @?@;f;f?? ??  coedge        coedge    6 7   loop     vertex   8straight curve  Cl@0~@E@  edge   ?  9 unknown  point  Cl@0~@Cl@ coedge  :    ;  edge  X-? <x&1?  = unknown  coedge        vertex   >straight curve  ?0~@@ ͏ mP@ coedge   ?   J @ edge   ?  A unknown  pcurve    exppc< nubs?? spline  ref  point  ?0~@S d@ coedge  B C   D  edge  <أp= ^I   E unknown  coedge  F  G H   coedge   F I J   loop   K  vertex   Lstraight curve  0~@@ ͏( i͏@FldEntIdmeg attrib   @ftreemeg attrib   face M K N  O  loop  G  plane surface  Cl@ ~@@? ftreemeg attrib   face P @   Q plane surface  Cl@0~@Cl@?? ftreemeg attrib  spline surface   ref ftreemeg attrib   face R S T  U  loop  V  plane surface  Cl@Cl~@@?  coedge  ?  W X J Y edge   Z  [ unknown  pcurve    exppc= nubs?? spline  ref1  coedge     \   coedge      ;  edge   ?  ] unknown  coedge  ^ _   `  edge   a?  b unknown  coedge    c d   vertex  d eellipse curve  ? ~@Dl@;f;f??  coedge   :   ;  edge  X-? fx&1?  g unknown  coedge  h  ? i   coedge   h  \   loop     vertex   jstraight curve  ?@~@@  point  ?@~@S d@ vertex   kstraight curve  Cl@@~@E@  point  Cl@@~@Cl@ coedge  C B   D  edge  fأp= ^I   l unknown  coedge  m  n o   coedge   m p q   loop   r  vertex   sstraight curve  @~@@ FldEntIdmeg attrib   SFldEntIdmeg attrib  t   face u    v  loop w x  plane surface  0~@@  point  x&1?Cl@ edge  x&1? Dl@  y tangent  vertex  z {ellipse curve  Dl@?@;f;f??  vertex   |ellipse curve  x&1??@?;f;f?? ftreemeg attrib  cone surface  @?@;f;f?? ?? FoldAttmeg attrib   $ ftreemeg attrib  } cX̀ face ~      loop    plane surface  @?  coedge        coedge     z k  coedge      k straight curve  x&1?Cl@? straight curve  x&1?@  coedge      -  coedge     4 -  loop    straight curve  @?@ ͏ Ώ(@ coedge     0   edge   ?   unknown  point  x&1??@ coedge     3   edge   ?   unknown  edge  5^I ? /$? ,  unknown  point  Dl@?@ coedge  p G  7   edge   ? 6  unknown  point  Cl@0~@@straight curve  Cl@@~@Cl@  coedge    C  ;  loop     vertex   straight curve  x&1?0~@Dl@?  point  ?0~@Dl@ coedge     i J  pcurve    exppc> nubs???? spline  ref1 intcurve curve   parcur??7A!? spline  ref1 null_surface nubs???? nullbs    coedge      D  coedge    :  D  loop    straight curve  x&1?0~@/$@?  coedge        coedge  6   H   edge  -DT! -DT!?   unknown  coedge     J N  edge  -DT! -DT!?   unknown  face       point  x&1?0~@@ftreemeg attrib   loop  I  plane surface  x&1?0~@@? ftreemeg attrib  plane surface  Cl@0~@@? ftreemeg attrib   face       loop    plane surface  @Cl~@@??  coedge        coedge     X   edge   Z W  unknown  pcurve    exppc@ nubs?? spline  ref1  vertex  d intcurve curve   parcurA??<|???7A!? spline  ref1 null_surface nubs?? nullbs    edge  a-DT! -DT!?   unknown straight curve  ?@~@Dl@  coedge      `  coedge      `  loop  _   vertex   straight curve   ~@Dl@  coedge     d   edge  Zq"{ x&1 c  tangent  point   ~@Dl@ vertex   straight curve  x&1?@~@Dl@?  coedge        edge      unknown  point  ?@~@Dl@ point  Cl@@~@@straight curve  x&1?@~@/$@?  coedge    x    coedge     o N  edge  -DT! -DT!?   unknown  coedge   6  q   edge  -DT! -DT!?   unknown  face  S     point  x&1?@~@@ftreemeg attrib    cX̀ftreemeg attrib  cone surface  ? ~@@?;f;f?? ?? FldTmpmeg attrib   coedge    m   straight curve  @?@  edge  5^I ? /$? '  unknown  point  Dl@?@ point  x&1??@FldEntIdmeg attrib  "  FoldAttmeg attrib   #  face       loop   # plane surface  t?@< FldTmpmeg attrib  $ coedge      $  coedge   &     coedge  &      coedge    &    edge    &  unknown  coedge   '   k  coedge  2  ' z   coedge  (    k  coedge   / (    edge  /$ 5^I  (  unknown  coedge   +   -  coedge  /  +    edge  /$ 5^I  +  unknown  coedge  ,    -  coedge   2 , 4  FldTmpmeg attrib  - face   -    loop    straight curve  x&1??@<  loop    straight curve  Dl@?@?  vertex  4 straight curve  Dl@Mb@@?< straight curve  Cl@0~@@?  edge  f <? C  unknown  face   ;    point  x&1?0~@Cl@ pcurve    exppcB nubs???? spline  ref1  coedge  I n B  N  edge   ?   unknown  face   D    coedge    F    edge  x&1? Cl@   tangent  coedge  G p     vertex   ellipse curve  Cl@ ~@@;f?;f??  coedge  n I   N  vertex   ellipse curve  x&1? ~@@?;f?;f?? ftreemeg attrib  K face      cone surface   ~@@?;f?;f?? ?? ftreemeg attrib  S face       loop   S plane surface  @z@@?  coedge      T  coedge   V     coedge  V      coedge    V    edge  /$ ^I   ! unknown  coedge  " W  #  $ coedge  W " % &  ' loop   (  pcurve    exppcC nubs???? spline  ref3  vertex   )intcurve curve   parcurD?7A!? spline  ref1 null_surface nubs?? nullbs    point  ѥ~< ~@t5c@ellipse curve  ? ~@Dl@;f;f??  coedge  _ ^ * + `  coedge   , ^  $  edge  -ʡEn@ aDln@  . unknown  coedge  / c _    edge  0ʡEn@ Dln@  1 unknown  face 2 3 `  4  edge  q"{ ax&1  5 tangent  point   ~@Dl@ coedge  c 6  #   loop 7 8 9 straight curve   ~@@? mP ͏@ point  x&1?@~@Cl@ coedge  %  h  $ intcurve curve   parcurE??<|???ZNSa*? spline  ref1 null_surface nubs???? nullbs    edge  x&1? Cl@ x : tangent  vertex  ; <ellipse curve  x&1? ~@@?;f?;f??  vertex   =ellipse curve  Cl@ ~@@;f?;f?? ftreemeg attrib  rcone surface   ~@@?;f?;f?? ?? FoldAttmeg attrib  t   coedge  > x ? ;   coedge  x @  A   vertex  z Bstraight curve  Dl@1Mb@@?< ftreemeg attrib  C ~ #cX̀ftreemeg attrib   face D r E  F  loop  G  cone surface  ?@r@?;f;f? ?? FldTmpmeg attrib   coedge  H I     coedge  ,  J K $  coedge   L M N $  edge  O"} +  P tangent  coedge    Q R   edge   /$@ S"}@  T tangent  coedge  U  V W  X coedge   U Y Z  [ loop  U \  pcurve    exppcF nubs???? spline  netsurG straight?@^I @@?  ?0J? straightX@#m?Hm+ @zᝁ@tT_nJw?  #?? straight P @|@   intcurve  parcurH ?????????GꍧO? null_surface cone?t?|@?;f;f?? ?? nullbs nubs?+ @-DT!8^ @v#޿!/$@3S?!/$@-DT!? Cx9> ????????????????   ?? intcurve  offsurfintcurI?!Ms?Ig?b=x??,F)N? cone?t?|@?;f;f?? ?? null_surface nullbs nullbs >> ????kHӾ?֐}9?By?A^I @UUUUU@luR?@^I @@6w?߶9@;P@!B?޶9@US@ܰW|?9@=D@U ?߶9@ R 苂@vG?m@F:@gp?m@:G@ܬOh ?m@Xo㈂@aig?m@tr@=&?Xد@;Yᦃ@G*Hm?Xد@+D.@Kg`?Zد@-<*ň@ 8흔g?Zد@M@!n?~P,B @c@i?~P,B @ԅ@׭(?P,B @XU@j`?P,B @(+NJ@\?~[p?`8 @)&@! Q%?`8 @ :@INJ?`8 @[@?f?`8 @-L@Oi?`UX @$@c?`UX @ꪄ@@WЕ?`UX @bن@[ƿ`UX @h6A@|qZ/?UN @@HM~?UN @R@9ö^N @%/'@ Kӿ^N @/@v(??ӽ&!U @Vm@Fۓ?ӽ&!U @vt<@I;̿佒&!U @ @l+#޿佒&!U @rچ@>R?ѷp~ @.I:@ ўѷp~ @f{S@ uпܷp~ @{@'V}ܷp~ @ak t@nU{=8?!X1 @T9y>ǀ@f䱿!X1 @a^@տ*X1 @@7Zc*X1 @7|@U? @:@8z{ @wGl@8ڬ}L ؿ @h)@w @u @ &?3# @t@N| ǿ3# @[1@`,A޿3# @?@Ũ=ٿ3# @ۀq@'cZɴ?H @ $4@4|Qu̿G @ -0F@m)O @?X@xtgN @Hi@H?^P_ @3r|H'~@ r M:ҿ]P_ @~@HFeP_ @d7@bdP_ @oN@٘&?U^D @Y}@dodӿT^D @~ @0~@ztd[W^D @wk~@vϾV^D @xI@h%UՈ4d?! @J]D|@($ տ! @5|@Pm9! @T7}@UU! @Ft}@<F! @R|@PUUUUUտF! @[m|@UUUUUUF! @1]|@F! @??|@< P @|@QUUUUUտ P @|@TUUUUU P @|@ P @|@ZU\CC&??0J??  vertex   ] vertex   ^intcurve curve   parcurK ???0J??????@r0? spline  refG null_surface nubs???? nullbs    coedge  _  ` a k  coedge  b c   d  edge  أp= e^I   f unknown  coedge    b g   coedge   _ h i k  coedge  j k   l  edge  mtt Clt  n unknown  coedge    k o   vertex   pstraight curve  x&1?LMb@@  coedge  q  r s -  coedge  k j   l  edge  ttt Clt  u unknown  vertex   vstraight curve  x&1?Mb@@  coedge   q w x -  coedge  c b   d  edge  أp= y^I   z unknown FldEntIdmeg attrib  { plane surface  @@<  face | }   ~  face       point  Cl@jt?@straight curve  x&1?@~@Cl@ ftreemeg attrib  plane surface  ?0~@Dl@?? straight curve  x&1?@~@@ ftreemeg attrib  plane surface  x&1?0~@Cl@?  coedge        loop    straight curve   ~@@? i͏ ͏(@ edge   ?   unknown  point  Cl@ ~@@ coedge   ?     edge   ?   unknown  edge  ^I ? /$?   unknown  point  x&1? ~@@ftreemeg attrib   face       loop    plane surface  K@@Clw@?? ftreemeg attrib   face       loop    plane surface  ?z@@  coedge        coedge      T  coedge      T  coedge        edge  tt Clt   unknown  coedge     A   edge   ?   unknown  vertex   straight curve  Cl@^I 0~@@?  coedge        edge   Z?   unknown  pcurve    exppcL nubs?? spline  ref3  coedge  L   & $  edge   ? %  unknown  pcurve    exppcM nubs???? spline  ref3  face       point   ~@t5c@ coedge     +   edge  - 0?   unknown  coedge      $  vertex   straight curve  t0n@Dl@?  coedge        vertex   straight curve  t0n@Dl@? ftreemeg attrib   face      plane surface  Cl~@Cl@?? straight curve   ~@@?  coedge       FldTmpmeg attrib   coedge        face  \    straight curve   ~@@?  edge  ^I ? /$?   unknown  point  x&1? ~@@ point  Cl@ ~@@ coedge        coedge     ;   coedge        edge  /$ ^I    unknown  point  Cl@jt?@FldEntIdmeg attrib   #FldEntIdmeg attrib    loop    plane surface  ?<??  coedge        coedge        coedge        coedge     K   edge  O -DT! @   unknown  coedge   %   $  coedge   V  N   edge   thm?   unknown  vertex  K straight curve  𿀼t?|@  coedge     R   edge  S-DT! O-DT!?   unknown  vertex   straight curve  ?t?@?  coedge        coedge  M   W   edge      unknown  pcurve    exppcN nubs???? spline  refG  coedge     Z   edge   ?   unknown  pcurve    exppcO nubs?? spline  refG  face       point   P @|@ point  ?@^I @@ coedge      k  coedge     a   edge  eZd;J    unknown  coedge     g d  coedge      d  loop     vertex  a straight curve  /$@jt?@?  edge   ? b  unknown  coedge     i   edge  Zd;J m   unknown  coedge      l  coedge     o l  loop   }  vertex   straight curve  t t@jt?@?  edge   ?   unknown  point  x&1?jt?@ coedge      -  coedge     s   edge  Zd;J t   unknown  vertex   straight curve  t t@jt?@?  point  x&1?jt?@ coedge     x   edge  yZd;J    unknown  vertex  x straight curve  /$@jt?@? ftreemeg attrib    cX̀ftreemeg attrib   face   l   plane surface  x&1?jt?@? ftreemeg attrib  plane surface  Dl@?@?  coedge        coedge       FldTmpmeg attrib   face      straight curve  Cl@ ~@@  loop    straight curve  x&1? ~@@?  vertex   straight curve  x&1?^I 0~@@< ftreemeg attrib   face       loop    plane surface  K@@ߒP@?  coedge       ftreemeg attrib   face       loop    plane surface  ?Cl~@@?  coedge   ! " #   coedge  $      coedge   $  %   coedge  "      edge  &Zd;J   ' unknown  coedge    @  T  edge  ( ?  ) unknown  vertex   *straight curve  Clt@Dl~@@  vertex  A +straight curve  Cl@Cl~@@  point  Cl@Cl~@@ coedge  , - "  . / edge   ? " 0 unknown  pcurve    exppcP nubs?? spline  ref3  vertex  # 1intcurve curve   parcurQ??5;RdP= spline  ref3 null_surface nubs?? nullbs    vertex  & 2intcurve curve   parcurR?? spline  ref3 null_surface nubs???? nullbs   ftreemeg attrib  (spline surface   ref3  coedge  3 * ,    coedge  * 3 /    loop   3 straight curve  Cl~@Cl@?  edge   -Zd;? , 4 unknown  point  Cl~@Cl@ coedge  8 / 5 6   edge  7 0Zd;? / 8 unknown  point  Cl~@Cl@ftreemeg attrib  3 face 9 9   : plane surface  Dl~@|@  coedge  6 8  ;   coedge  < = 6  >  edge  ?_r lEo@ 6 @ tangent  coedge  A  8  B  edge  C"} + 8 D tangent ftreemeg attrib  E 9cX̀plane surface  @?  vertex  ; Fstraight curve  x&1?^I 0~@@<  coedge  G > H I   coedge  J K >    edge   ףp= L5^I  > M unknown  coedge  ?  J N   coedge  @ G $ O   edge  (tt Clt @ P unknown straight curve  Cl@^I 0~@@? ftreemeg attrib  Q D  cX̀FldTmpmeg attrib  E coedge  R S  T E  coedge  U G L    coedge  G U  T   coedge  V W G  X  edge  Y-DT! -DT!? G Z unknown  coedge  I H [ \   coedge  Y ] H    edge  ^  e@ H _ unknown  coedge  ` a I  b  edge  S? c@e@ I d unknown  coedge  5 J  e   coedge  J 5 3 f   loop  5   vertex   gellipse curve  Dl~@|@??  edge  _r lEo@ L h tangent  coedge   M W i   loop   j  vertex  N kellipse curve  @E}@?z&1?  point  Dl}@|@ coedge  l Q a m   coedge  Q l  e   loop  l  ellipse curve  ?Dl}@|@;f;f??  point  ?Dl}@@ coedge   n U  B  edge     o unknown  pcurve    exppcS nubs?? spline  refG  coedge  V   ;   vertex   pintcurve curve   parcurT?ZU\CC&? spline  refG null_surface nubs???? nullbs    coedge  ] Y q r   loop   s  vertex  t uintcurve curve   parcurU?ZU\CC&? spline  refG null_surface nubs?? nullbs   ftreemeg attrib  \ face v w   x spline surface   refG  coedge  y z _  {  edge  ? @ _ | unknown  coedge  w ` c    coedge  ` w y }   loop  w ~  vertex  a straight curve  @K@@?  edge  e y?   unknown  face   d    point  @jt?@straight curve  Cl@jt?@  coedge  r h z    coedge  h r j    loop  r   vertex   straight curve  ?jt?@  edge  m t? j  unknown  point  ?jt?@straight curve  x&1?jt?@  coedge  z y q  {  edge  ? @ q  unknown  vertex   straight curve  ?jt?@ Zd;J  point  ?jt?@ vertex  x straight curve  @K@@? Zd;J  point  @jt?@FoldAttmeg attrib  {  ftreemeg attrib  } face      plane surface  ?jt?@  coedge   "     coedge  K J     edge   ףp= 5^I    unknown FldEntIdmeg attrib    plane surface  0~@@  face       point  x&1?Cl~@@ftreemeg attrib   face       loop    spline surface   netsurV straightK@?ߒP@  ? straight;@@A m]J@  ?? intcurve  parcurW?-\$? spline  netsurX straight? @D@ < ?e%? straight؇3þ?1`fW@ D@;f濲;f  ?? intcurve  parcurY?5;RdP= spline  ref3 null_surface nubs?? nullbs (B5> ?   ? ellipse?@cD@+ |ؿ\Ǿ}̿-ɮH?miG&e$߿-ɮH? \8 ޗ?? ellipse?@cD@Dw ʿMpɾy?miG&e$߿y? D8 ޗ????????null_lawnull_lawnull_lawnull_law nubs???e%???1?@D@1??D@?ZUUUUU?D@? ?D@D \O?@t9<ȮD@\x??t9<ȮD@<"?fUUUUU?t9<ȮD@l??t9<ȮD@K߼? TP3@8wFD@l?:'Z5?8wFD@ϊPh0??y?8wFD@he/q|?)PB?8wFD@]'?0Ґ7@WD@R]?f6?WD@4FJ?nN?WD@sߕ}?JC(?WD@vT"?}m@J6D@s|3?{G3l?J6D@_C? ߦ?J6D@RaN?h<)!?J6D@u0?m [x@E5D@E|r?ѣ4?E5D@xsh˅?E5D@@()>˿5lv?E5D@H!?Xh@D@,Hn?A+5?D@G89H??D@m_)^ԿcM?D@. ?)@bD@J_@m@bD@E*տ')u(?bD@7;zLG?bD@$3l?@fD@oĿ[T@fD@ۧ,ݿc%ņ<@fD@N{?fD@;v?Zh&@j͘D@S\+ӿ r,@j͘D@n` t@j͘D@BBNHL@j͘D@w`ļii1@#ǐD@%UUUUUտX8>Ֆ@#ǐD@uSUUUUGW9@#ǐD@Ȫc@#ǐD@@Of< @MJşD@SUUUUUտ @MJşD@RSUUUU @MJşD@ @MJşD@-\$??e%?? null_surface nubs?? nullbs (B5> ?   ? intcurve  surfintcurZ nubstM@wffffK@!@˛ P@wwwwWB@$@C/L@Q2@ @kr6VH@( @ ֨g}D@dy= spline  ref plane@? nubstM@8?C Vy?Ӟwd!? C Vy?"ѩ ?MC Vy?]+?ZC Vy? nullbs (B5> tM@ 8KLM `? intcurve  surfintcur[ nubstM@wffffK@B?˛ P@wwwwWB@H?C/L@Q2@?kr6VH@1? ֨g}D@dy= spline  netsur\ straight @R2ufs@K6F -=%ؿ   ߙۅ@? straight @0~@:k!'!w@=m6xӿ   2@ straight @S2ufs@2ϲ?-lB? 41 <~@? straight0~@8c@ˉ0?9Nz? ڒ: ????null_lawnull_lawnull_lawnull_law nubs?? @R2ufs@z@zWk@j@F@@`@hlVC@ @XUUUUc@JE t@z@XUUUUc@AC>fn@j@XUUUUc@wjjkd@XUUUUc@*i],S@ @WUUUUt@BXSu@z@WUUUUt@ąCq@j@XUUUUt@f h@WUUUUt@g"]@ @0~@:k!'!w@z@0~@ifr@j@0~@,欅l@0~@8c@p`@=?? plane?? nubstM@8?C Vy?Ӟwd!? C Vy?"ѩ ?MC Vy?]+?ZC Vy? nullbs (B5> tM@ ~8KLM `???????null_lawnull_lawnull_lawnull_law nubs???K@?ߒP@K@c?ߒP@K@UUUUU?ߒP@K@?ߒP@F@?ߒ"N@F@b?ߒ"N@F@ UUUUU?ߒ"N@F@?ߒ"N@B@@?L@B@ܪ??L@B@UUUUU??L@B@2??L@2@@<ƃ@zH@2@પ?=ƃ@zH@2@UUUUU?=ƃ@zH@2@6?=ƃ@zH@#@@g`GF@#@?g`GF@#@`UUUUU?g`GF@#@?f`GF@?@D@??D@?aUUUUU?D@??D@z瞠&.=???  coedge        coedge    V    coedge        coedge        edge  ? K@   unknown ftreemeg attrib   loop    plane surface  x&1?Cl~@@??  coedge        coedge     %   coedge        coedge     #   edge  &? @ "  unknown  coedge     O   edge   &?   unknown  vertex  # straight curve  @Cl~@@? Zd;J  vertex   straight curve  @Cl~@@  point  @Cl~@@ point  Cl@Cl~@@ coedge    =  .  coedge    U  .  loop  ,   pcurve    exppc] nubs???? spline  refX intcurve curve   parcur^?-\$? spline  refX null_surface nubs???? nullbs    point  eI/=@MJşD@ point  @MJşD@ coedge     f  straight curve  Dl~@@?  coedge     6   edge  C 7-DT! @   unknown  vertex   straight curve  Dl~@@?  Zd;?ftreemeg attrib  cone surface  Dl~@|@? ?  edge  ? thm?   unknown  coedge      >  coedge    ,  >  loop  <   vertex  ; straight curve  @r@ ir ۖ1p@ coedge  n  l  B  loop   w  vertex  6 straight curve  t?|@ fO\)~ j/?FldEntIdmeg attrib   9  point  x&1?Cl~@@ coedge        coedge     I   edge  LZd;J    unknown  coedge     N   coedge        vertex  I straight curve  Mb@Dl~@@  edge   ? J  unknown  edge  Zd;J (   unknown straight curve  Clt@Dl~@@ FoldAttmeg attrib     coedge      E  coedge      E  edge  ߒo Y_r@   tangent  coedge    -    coedge      X  coedge     i X  loop     vertex   ellipse curve  ?@Clw@;f;f?  coedge     \   edge  c ^}@   unknown  coedge        vertex  \ straight curve  @e@@^I @@  coedge      b  coedge     m b  loop     vertex   straight curve  Dl}@@?  edge  C O?   unknown  edge   7? 3  unknown  point  Dl~@|@straight curve  @r@  edge   ??   unknown  face  (     point  @Clw@ coedge    A    edge  S ?   unknown  coedge   A  t B intcurve curve   parcur_ ???0J??????ZU\CC&? spline  refG null_surface nubs?? nullbs 0J?   point   P @|@ coedge     r   edge    e@ q  unknown  face       edge   /$@ "}@   tangent  point  ?@^I @@ftreemeg attrib   face   B   plane surface  ?Dl}@@??  coedge     } {  coedge      {  loop    straight curve  K@@?  edge   ? y  unknown  face       point  @K@@straight curve  @jt?@ ftreemeg attrib  plane surface  Cl@jt?@  edge   ?   unknown  point  ?K@@straight curve  ?jt?@ straight curve  K@@?  point  ?K@@ point  @K@@ftreemeg attrib   face  ~ {   plane surface  ?K@@?  edge  Zd;J    unknown  vertex   straight curve  Mb@Dl~@@ ftreemeg attrib    cX̀ftreemeg attrib  plane surface  x&1? ~@@? FldEntIdmeg attrib    face   X    loop    plane surface  @<??  coedge        coedge        coedge        coedge        edge   tw@   unknown  coedge    S    edge  Y ? V  unknown  edge   ?   unknown  coedge        vertex    vertex   straight curve  @Clw@?  coedge  H  !    coedge   H K    coedge  !  G    edge   ? !  unknown  vertex   straight curve  @z@@  vertex   straight curve  @z@@  point  @z@@ point  @Cl~@@ coedge  - ,   .  edge    =  unknown  pcurve    exppc` nubs?? spline  refX  edge    U  unknown  pcurve    exppca nubs???? spline  refX  face   .   ellipse curve  Dl~@|@??  -DT! @ point  Dl~@|@ellipse curve  @E}@?z&1?  -DT! @ coedge  = <   >  coedge  W V <  X  edge  -DT! ?-DT!? <  unknown  face   >    point  @Clw@ edge  -DT! C-DT!? A  unknown  point  Dl}@|@ edge  ? @ G  unknown  vertex  I straight curve  ?z@@  edge  L ?   unknown  point  ?Cl~@@straight curve  x&1?Cl~@@ straight curve  @Cl~@@?  coedge  S R   E  coedge    R    edge   ? R  unknown  edge  Y? K@ S  unknown  vertex  T straight curve  ??r@?  point  ??Clw@ coedge   [ ]    coedge  [  `    loop    straight curve  @e@Dl}@@  edge  ^ ?   unknown  point  @e@@^I @@ coedge  a `   b  edge  c ? `  unknown  face   b  !  point  @e@Dl}@@straight curve  Dl}@|@ straight curve  Dl~@|@? straight curve  @Clw@? ftreemeg attrib  jcone surface  @E}@z&1? z&1?  vertex   "straight curve  ?Dl}@@<  coedge   q n t   coedge  q   #   loop $    vertex  # %straight curve  @e@@^I @@ ftreemeg attrib  s face & j   ' plane surface  ?@^I @@ straight curve  ?t?@? j/ fO\)~@ftreemeg attrib  wcone surface  ?t?|@?;f;f?? ?? straight curve  @K@@ ftreemeg attrib  ~plane surface  @jt?@? straight curve  ?K@@ ftreemeg attrib  plane surface  @K@@?? straight curve  ?z@@ Zd;J  point  ?Cl~@@FoldAttmeg attrib    ftreemeg attrib  (   cX̀ftreemeg attrib  plane surface  ?@Clw@?? FldTmpmeg attrib   coedge       ) coedge       * coedge        edge   ?  + unknown  pcurve    exppcb nubs?? spline  refV  coedge        edge     , unknown  vertex   -straight curve  K@@Clw@ straight curve  ??Clw@<?  vertex   .straight curve  K@?Clw@?  edge  ߒo _r@  / tangent  point  ?@Clw@ point  K@@Clw@straight curve  ?z@@  point  ?z@@ point  @z@@ edge   ?  0 unknown  pcurve    exppcc nubs?? spline  refX  vertex   1intcurve curve   parcurd??e%???-\$? spline  refX null_surface nubs?? nullbs   intcurve curve   parcure??e%??? D.? spline  refX null_surface nubs???? nullbs   ftreemeg attrib  spline surface   refX ellipse curve  ?@Clw@;f;f? ftreemeg attrib  cone surface  ?@r@?;f;f? ?? ellipse curve  ?Dl}@|@;f;f?? straight curve  @z@@  point  ?z@@straight curve  ?Cl~@@  edge   tw@  2 unknown  pcurve    exppcf nubs???? spline  refV  vertex   3intcurve curve   parcurg??z瞠&.= spline  refV null_surface nubs???? nullbs   straight curve  ?Clw@?  point  ??D@ coedge     #   face 4 s   5 straight curve  @e@@^I @@  coedge        edge  ? @e@  6 unknown  vertex   7straight curve  @e@Dl}@@ ftreemeg attrib  plane surface  @e@Dl}@@??  point  ?Dl}@@ edge   }@  8 unknown FldTmpmeg attrib   point  @e@@^I @@FoldAttmeg attrib  9  plane surface  t?@< FoldAttmeg attrib     pcurve    exppch nubs?? spline  refV  pcurve    exppci nubs???? spline  refV intcurve curve   parcurj?? spline  refV null_surface nubs?? nullbs   intcurve curve   parcurk?z瞠&.= spline  refV null_surface nubs?? nullbs    point  K@@ߒP@ point  K@?Clw@straight curve  ?@r@? ۖ1p ir@intcurve curve   parcurl?z瞠&.= spline  refV null_surface nubs???? nullbs    point  ? @D@straight curve  K@?Clw@  point  K@?ߒP@ftreemeg attrib  plane surface  @e@@^I @@? straight curve  Dl}@@?  point  @e@Dl}@@straight curve  @e@Dl}@@ ftreemeg attrib  : & cX̀FldEntIdmeg attrib  9  End-of-ACIS-data++ Neue FlcheR$?t @Hp@? CTNeue FlcheR$?t @Hp@?qACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @z@@@? ftreemeg attrib   face       loop    plane surface  @z@@@  coedge       ftreemeg attrib   face       loop   plane surface  @~@@@?  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &@ 'K@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop  %  plane surface  0~@@@?  coedge  . / 0 1   coedge  2   $  coedge   2 . 3  coedge  0     edge  ' 4@  5 unknown  coedge    6 7   coedge  8 9  # ,  edge  : &? " ; unknown  edge  < '?  = unknown  coedge   0 > ?   vertex   @ vertex   Astraight curve  @0~@@@ ftreemeg attrib  B  K!_Dftreemeg attrib   face C D E  F  loop  8  plane surface  @~@@@?  coedge  G   3   coedge   G H I   coedge  %   1   edge  4 JJ@ 0 K unknown  coedge    L M  edge  N 4?  O unknown  vertex  Pstraight curve  @z@@@  coedge  Q L ! 7 R  edge  :@ <K@ 6 S unknown  coedge  T " U V ,  coedge  " T W X ,  vertex  7 Ystraight curve  @~@H@  vertex  7 Zstraight curve  @z@H@  coedge  [ U % ? \  edge  Js &s@ % ] tangent  point  @~@@@ point  @z@@@FldEntIdmeg attrib  ) ftreemeg attrib  + face ^ _ \  `  loop  a + plane surface  @ ~@8@?  coedge  / . b c   coedge  d a / I E  edge  J e? H f unknown  vertex  ? gstraight curve  @z@@@?  coedge  6 b 2 M R  edge  < N@ L h unknown  vertex  M istraight curve  @z@H@  point  @z@@@ coedge  b 6 j k R  loop  Q l straight curve  @0~@H@  coedge  9 8 m n ,  coedge  > o 8 V \  edge  &-DT! p-DT!? U q unknown  coedge  r j 9 X s  edge  :-DT! t-DT!? W u unknown  point  @~@H@ point  @z@H@ coedge  o > a v \  loop  U D straight curve  t@~@@@? ftreemeg attrib  D face w x y  z cone surface  t@~@8@?;f?;f?? ??  coedge  H { [ v E  coedge  L Q G c R  edge  N eJ@ b | unknown  coedge  { H } ~ E  vertex  k straight curve  @~@@@?  point  @~@@@straight curve  @z@H@  point  @z@H@ coedge  W } Q k s  edge  es :s@ Q tangent  face  R   coedge  T n  edge  t p? m unknown  coedge  U [ \  vertex  ellipse curve  @~@8@;f?;f??  coedge  } W s  loop  W  vertex  ellipse curve  @~@8@;f?;f??  edge  -DT! J-DT!? [ unknown ftreemeg attrib  _ face    loop  _ spline surface   netsur straight@0~@ Sot@?  ;'p,s? straightџ' @?3OP~@9ut@:f?<f? <f&= ?? straight@~@>>vt@? P= ? ellipse@~@9Ikt@-mvɿ!%A?Ę? @ *~@~rt@PQ @^$~@~rt@t@5Sc'~@lftt@^@vJZ,~@lftt@,tsU @I~@,Xtt@>S@CQ;!~@,Xtt@D0@ %~@,Xtt@V|@ 6)~@,Xtt@!' @@H~@YXut@{@` ~@YXut@])e@y$~@XXut@W5BN@j1/(~@XXut@+? @rz~@ut@Kn@"IN~@ut@d6;I@-lT!#~@ut@O~8l%@ r&~@ut@.\| @!e~@dܺut@q|@02~@dܺut@v[@I="~@dܺut@]:@DC\K&~@dܺut@2[@!>8~@E-ITvt@y@7#c8~@E-ITvt@ @-EF ~@E-ITvt@Ae@B|Nq#~@E-ITvt@V(@aO8~@vt@ݛ_?@j~@vt@ @~@vt@FQ@؟q ~@vt@@ 8^~@%p vt@I\z[@{%+~@%p vt@@{~O~@%p vt@s9V@q~@%p vt@@,a/~@HQBvt@@f~@HQBvt@WUUUU@ ~@HQBvt@@X<^~@HQBvt@@~@>>vt@@~@>>vt@WUUUU@~@>>vt@@~@>>vt@@ o3.??;'p,s??  coedge  a d E straight curve  @z@H@?  coedge  j r d ~ s  edge  -DT! e-DT!? } unknown  point  @~@H@straight curve  t@~@H@? FoldAttmeg attrib  l plane surface  0~@H@?  coedge  m  coedge  m  loop  straight curve  @0~@8@  coedge  o  edge  ps s@ tangent  edge  p@ @ unknown  point  @ ~@8@ coedge  r  edge  ts s@ tangent  face  l s   edge  t@ @ unknown  point  @0~@8@ vertex  ellipse curve  @~@8@?;f?;f?? ftreemeg attrib  x face    loop  x plane surface  @ ~@0@??  coedge  y  coedge  {  edge   ? unknown  vertex  ellipse curve  @~@8@?;f?;f?? ftreemeg attrib  lK!_D coedge   coedge   coedge   face    coedge   loop  straight curve  t@ ~@8@  vertex  straight curve  @ ~@H@  coedge   loop  straight curve  t@0~@8@ ftreemeg attrib  cone surface  t@~@8@?;f?;f?? ??  vertex  straight curve  @0~@H@  point  @ ~@8@ftreemeg attrib   face    loop  cone surface  @~@؉؝r@?;f?;f?? ??  coedge   coedge  y  coedge  y  coedge   edge    unknown  pcurve    exppc nubs?? spline  ref  coedge   coedge   loop  straight curve  @ ~@8@?  point  @0~@8@FldEntIdmeg attrib  l coedge   edge   ? unknown  coedge   coedge  ftreemeg attrib   face   plane surface  @ ~@8@?  coedge   edge   ? unknown FldTmpmeg attrib   face    edge  $X+=@ NNo@ tangent  point  @ ~@0@ coedge   edge   ? unknown FldTmpmeg attrib   face    edge  $X+=@ NNo@ tangent  point  @0~@0@ftreemeg attrib   loop  plane surface  @ ~@ Sot@?@Al@Alӿ  coedge   coedge   edge  5DT! -DT!? unknown  coedge    y  coedge    edge     unknown  pcurve    exppc nubs?? spline  ref  coedge      edge   ?  unknown  pcurve    exppc nubs???? spline  ref  coedge     coedge   vertex    vertex  intcurve curve   parcur???;'p,s???@ o3.? spline  ref null_surface nubs?? nullbs    coedge     coedge    straight curve  @ ~@0@?  coedge    coedge     coedge     ftreemeg attrib  plane surface  @ ~@0@?  coedge      edge  2{rt Z@  tangent  vertex  straight curve  @ ~@0@? ftreemeg attrib   cX̀ face      plane surface  @ ~@#yt@?? straight curve  @ ~@؉؝r@?  coedge  ! " #  edge  2{rt $Z@ % tangent  vertex  &straight curve  @0~@0@? ftreemeg attrib  ' cX̀ face (   ) plane surface  @0~@#yt@??  vertex  *straight curve  @0~@؉؝r@?  coedge  +   coedge  , - .  edge  / ? 0 unknown  vertex   1ellipse curve  @~@0@;f?;f??  coedge  2    edge     3 unknown  pcurve    exppc nubs???? spline  ref  coedge  +  intcurve curve   parcur?@ o3.? spline  ref null_surface nubs?? nullbs    coedge  4 5 6   coedge  4 7    loop   8  vertex  6 9intcurve curve   parcur?@ o3.? spline  ref null_surface nubs???? nullbs    coedge  7 :  ;  edge  NNo _F{=  < tangent  edge  G[d@ =}c4J~@ 7 > unknown  point  @~@>>vt@ point  @ ~@ Sot@ coedge  ? @  A  edge   ?  B unknown  coedge  2    edge  1DT! /-DT!?  C unknown  edge  R> @ !$v@ D unknown  edge  $R> @ !$v@ E unknown  loop    coedge  F @ G   coedge  F H I   loop   J  vertex   Kstraight curve  @ ~@˛ k@  point  @ ~@0@FldEntIdmeg attrib  ftreemeg attrib   face L J A  M  loop  H spline surface   netsur straight~@Md]@  (b? straightb̰??3OP~@&UO]@;f;f? ;f< ?? straight@0~@#]@?   ellipse@~@0]@Gs+࿑0Aؿ@?nC=s鿹eXf3-R@? פ  ϗ? ellipse@~@0]@MQӿe̿{?_C=seXf3-R{? פ  ϗ???????null_lawnull_lawnull_lawnull_law nubs???(b????~@Md]@TUUUUU?~@Md]@TUUUUU?~@Md]@~@Md]@?#~!~@gp#i]@SUUUUU?6{@~@gp#i]@KUUUUU?9 ~@gp#i]@GC~@gp#i]@aCn?y_C~@TH4on]@GcK?!Y6~@TH4on]@Б:Y2?K~@TH4on]@txЭ?@3~@TH4on]@v_?¸\2~@ޒew]@٪?2~@ޒew]@MT9?8[~@ޒew]@q(?qEd~@ޒew]@8H.?J!~@hz]@!'?Bg~@hz]@Əu?7DA~@hz]@Arp?-C ~@hz]@}ǁV?`j~@_8]@s1=?~@_8]@"?Nd ~@_8]@<DM?r #~@_8]@I)?Ǜ~@]@r(?3cr %~@]@ҍ?&hJ!~@]@HJ?<2_7%~@]@k u3?ی~@]+;]@ot?sa!~@]+;]@Y]W?f-Db%~@]+;]@%/Թ? )~@]+;]@)?_~@-[MH]@< X?0تı"~@-[MH]@(aGB??`'~@-[MH]@%R1?.; ,~@-[MH]@_i?Qw~@Tv]@o?+H$~@Tv]@'?N*~@Tv]@VӲ? 2/~@Tv]@x W? ~@,]@T(I>?UUUUU%~@,]@Vf?*~@,]@?0~@,]@? ~@#]@?UUUUU%~@#]@?*~@#]@?0~@#]@) %??(b??  coedge  N O P #  coedge  N ? Q #  loop  ! R  vertex   Sstraight curve  @0~@˛ k@  point  @0~@0@FldEntIdmeg attrib  ftreemeg attrib  cone surface  @~@؉؝r@?;f?;f?? ??  point  @0~@ Sot@ coedge   T U  coedge  V W X .  coedge  V Y Z .  loop  , [  vertex  \ ]straight curve  @~@0@  point  @~@0@ coedge    ^ \  intcurve curve   parcur ???;'p,s???C6? spline  ref null_surface nubs???? nullbs    coedge    _ `   coedge  ^ a  6 b  edge  G[d@ c}c4J~@ 5 d unknown  coedge  e    ;  face f g   h  point  @~@>>vt@ coedge   e i j ;  loop k e g straight curve  @~@؉؝r@  vertex  l mstraight curve  @0~@#yt@ON  coedge  n  " Q A  coedge   n  G A  loop  @  straight curve  @ ~@0@? ellipse curve  @~@0@;f?;f?? straight curve   ~@|,A]@@Al?? straight curve  0~@|,A]@@Al??  coedge    o p   edge  q-DT! -DT!?  r unknown  coedge  s T  I  t edge   u  v unknown  face w x   y  point  @ ~@#]@ftreemeg attrib  plane surface  ?~@0@??  coedge  " ! z { #  coedge  T s ! P  | edge  $ } ! ~ unknown  edge  -DT! -DT!? "  unknown  face  #    point  @0~@#]@ coedge  H O + U   edge  $  T  unknown  coedge  - ,   .  coedge  i  , X   edge  -DT! -DT!? W  unknown  coedge    - Z   edge  /-DT! -DT!? Y  unknown  face   .    edge  /NNo _F{= ^  tangent  point  @~@0@ coedge   5 2 \ b  coedge    4 `   edge  = c? _  unknown  coedge  5    b  loop  a   vertex   straight curve  @0~@#yt@ON  coedge  : 7  l ; ftreemeg attrib  8 face   ;   plane surface  @@rՅp@N?O  coedge   W : j   edge  m m@ :  tangent FldTmpmeg attrib  ; edge  =`@ :#y@ e  tangent  point  @@rՅp@ coedge  @ ?   A  coedge    F p   edge  u]FQZ q2{rt@ o  tangent  vertex  p ellipse curve  @~@0@;f;f??  coedge  O H     pcurve    exppc nubs?? spline  ref  vertex  p intcurve curve   parcur ??(b???) %? spline  ref null_surface nubs?? nullbs   ftreemeg attrib  J face      cone surface  @~@˛ k@?;f;f?? ??  coedge    N {   edge  }]FQZ 2{rt@ z  tangent  pcurve    exppc nubs???? spline  ref  vertex  { intcurve curve   parcur ??(b???ߐ&JKd0? spline  ref null_surface nubs???? nullbs    vertex  { ellipse curve  @~@0@;f;f?? ftreemeg attrib  Rcone surface  @~@˛ k@?;f;f?? ??  pcurve    exppc nubs???? spline  ref intcurve curve   parcur?) %? spline  ref null_surface nubs???? nullbs    coedge    V    edge   ? V  unknown  coedge  W      loop  W   vertex   ellipse curve  @~@0@;f?;f??  coedge   Y     coedge  Y      loop  Y   vertex   ellipse curve  @~@0@;f?;f?? ftreemeg attrib  [ face      plane surface  @~@0@?? straight curve  @~@؉؝r@  coedge  a ^   b  coedge   _     coedge  _      loop     pcurve    exppc nubs?? spline  netsur straight@@rՅp@?  ?3? straightϟ' @b̰?wwKp@9f?=f  R?? straight@UT`p@   ellipse@@kuFQp@X|h# -ǿ5Ѣ%?y!?|1[`L#?tt?5Ѣ%?  h"zcҿ? ellipse@@kuFQp@_AFxؿ_toX?x!?1[`L#?tt?soX? ĵ "zcҿ????(???null_lawnull_lawnull_lawnull_law nubs???3????@@rՅp@@@rՅp@UUUUU@@rՅp@@@rՅp@@Ut0?p@@4w?p@UUUUU@@=?p@@~ a?p@QV@9捋?(*p@(X@9?(*p@@Vsۆ?(*p@ޅ@_s?(*p@]-@ZUP?qKQp@!u@b8 ?qKQp@fg=@?qKQp@Z1@nf?qKQp@{M@>i+q?EkDp@,h>@H@?EkDp@ջ@a@+@C?EkDp@l@jY?EkDp@ΆA@np?Io@Hp@nV@:F?Io@Hp@4l@\ٙ?Io@Hp@ܝ ?@5í?Io@Hp@;] @IN?7ssp@_q@'4e?7ssp@T@bTRY?7ssp@w@s+'u8?7ssp@ l @)j9?Mվp@u@TQ?Mվp@y\S@]~?Mվp@60@Aa>@?Mվp@ y @d5Zq? ^p@"`@*,? ^p@i 8@[y? ^p@H@h? ^p@ΑP @]X ?_dp@ᐷG@ ?_dp@J:@R?_dp@#=j@[l -?_dp@) @0/?xk 6p@Ua @'|+?xk 6p@ ^@cW?xk 6p@fS@$S?xk 6p@E;! @]W*]?x Bۿp@ω@ԥ @',oN?x Bۿp@(#B @^9?x Bۿp@vB @xkוJ?x Bۿp@1@?p@WȒcU @ZUUUUU?p@  @CUUUUU?p@s9c @ {3p@@?UT`p@@TUUUUU?UT`p@@LUUUUU?UT`p@@UT`p@>AZ82??3?? intcurve curve   parcur?>AZ82? spline  ref null_surface nubs?? nullbs    coedge    a    edge  c`@ :#y@ a  tangent FldTmpmeg attrib  b face   b    point  @@rՅp@ coedge    e l  ftreemeg attrib   gcX̀ face      plane surface  @Z:~8<p@?Z:~8  coedge   i     vertex  l straight curve  @0n@0@Z:~8<?ʉR straight curve  @?`@?  coedge    n    edge  q ?   unknown  coedge   o     coedge  o      loop    straight curve  ?~@˛ k@?  point  ?~@0@ coedge    s    edge  } u   unknown  pcurve    exppc nubs?? spline  ref  point  ?~@Md]@ftreemeg attrib  x face       loop   x plane surface  K@@ @??  coedge   z     coedge  z      loop    straight curve  ~@˛ k@?  point  ~@Md]@ point  ~@0@ coedge        coedge        loop    straight curve  @~@8@?  coedge        edge  m m@   tangent  face       point  @~@8@ coedge        coedge        edge  m m@   tangent  edge  m /m@   tangent  face       point  @~@@@ftreemeg attrib   loop    plane surface  @@8@  coedge        coedge        edge   c   unknown  pcurve    exppc nubs???? spline  ref  coedge        edge   =   unknown  pcurve    exppc nubs?? spline  ref  coedge        loop     vertex   straight curve  @?`@? ftreemeg attrib  ! cX̀ face "  #  $ plane surface  @p@?Z:~8  coedge    % &   loop   ' FldEntIdmeg attrib   gftreemeg attrib   face ( ' )  * spline surface   ref  coedge  + ,     edge  -DT! -DT!?  - unknown  point  @@0@ coedge  .      coedge   .     loop   / straight curve  ?~@0@  coedge  0  1 2   edge  3}@ q~@  4 unknown  coedge   0 5 6   coedge  7      edge  8ҘP@ uJd~@  9 unknown FldTmpmeg attrib   face : ;   <  coedge   7     loop   = intcurve curve   parcur?) %? spline  ref null_surface nubs?? nullbs   ftreemeg attrib   face > ? @  A  loop  B  plane surface  K@@L]9@?  coedge  C D E F   coedge  G  H I   edge  JҘP@ }Jd~@  K unknown  coedge   G L M   edge  N}@ ~@  O unknown FldTmpmeg attrib   face P Q   R  coedge    S T   coedge   U     edge  V  J@  W unknown  coedge  X      edge  Y  J@  Z unknown  face [ \   ]  coedge  U  ^ _   loop `  \  vertex  _ astraight curve  @0n@8@Z:~8ʉR9 ftreemeg attrib   face b c d  e cone surface  @0n@0@Z:~8ʉR9;f?;f?? ??  coedge  , +     edge  -DT! -DT!?  f unknown  coedge   X g h   loop i    vertex  h jstraight curve  @0n@@@Z:~8ʉR9 straight curve  @0n@0@Z:~8<?ʉR ftreemeg attrib   face k l   m cone surface  @0n@0@Z:~8ʉR9;f?;f?? ??  coedge  n o   d  edge     p unknown  pcurve    exppc nubs???? spline  ref  coedge    q r   vertex  s tintcurve curve   parcur??3????ae;? spline  ref null_surface nubs???? nullbs    coedge    u v   vertex  w xintcurve curve   parcur??3????>AZ82? spline  ref null_surface nubs?? nullbs    coedge  y z   )  edge  -DT! {-DT!?  | unknown  face }    ~  point  @@0@FldEntIdmeg attrib   ftreemeg attrib   cX̀ loop  q  plane surface    coedge  z y  & )  edge  -DT! -DT!?   unknown  face      ftreemeg attrib   loop  %  plane surface  @@0@??  coedge    y    coedge       ellipse curve  @@0@?;f?;f??  coedge        face       coedge        coedge     2   edge  3m m@   tangent  vertex   straight curve  ?0@?  coedge     6   edge  lԈ~ 8r=M@   tangent  coedge        vertex   straight curve  ??E4"d? FldEntIdmeg attrib    face      plane surface  ?0~@|,A]@?  face  /    ftreemeg attrib   face       loop    plane surface  @@y:W@]D?&y p(y p]Dٿ  coedge        coedge        coedge        coedge     F   edge  ? K@ E  unknown  coedge        coedge     I   edge  lԈ~ Jr=M@   tangent  vertex   straight curve  ?E4"d?  coedge     M   edge  Nm m@   tangent  vertex   straight curve  0@? FldEntIdmeg attrib    face      plane surface  0~@|,A]@?  coedge     T   edge  Y V? S  unknown  coedge        vertex   straight curve  `@~@8@?  coedge        vertex   straight curve  `@~@@@? ftreemeg attrib   face  [    plane surface  @~@8@??  coedge     _   edge  @ K@   unknown FldTmpmeg attrib   point  @@8@ftreemeg attrib   face       loop  o  plane surface  ??{V?G|\?D%ܨ G%ܨ G|\ؿ ellipse curve  @@0@?;f?;f??  coedge     h   edge  @ K@   unknown FldTmpmeg attrib   point  @@@@FoldAttmeg attrib     face      plane surface  @0~@@@?  coedge     s d  coedge     w d intcurve curve   parcur?>AZ82? spline  ref null_surface nubs???? nullbs    coedge     r #  edge  {:#y ` q  tangent  edge  d@U@ բ@@   unknown  point  @UT`p@ coedge     v   edge  :#y ` u  tangent  edge  d@U@ բ@@   unknown  point  @?UT`p@ coedge  %  +  )  coedge   %   )  vertex   ellipse curve  @@0@;f?;f? ftreemeg attrib  cone surface  @@`@;f?;f? ?@ FldEntIdmeg attrib  " FldTmpmeg attrib  # vertex   ellipse curve  @@0@;f?;f? ftreemeg attrib  'cone surface  @@`@;f?;f? ?@  edge   ? y  unknown  coedge  g ^ ,    edge   ? ,  unknown  coedge    .    edge  3 N?   unknown ftreemeg attrib  /plane surface  ?}@0@??  coedge    0    edge  @ @ 0  unknown  coedge   1     coedge  1      loop     vertex   straight curve  ?Hn@0@  point  ?}@0@ coedge   5     coedge  5      loop     vertex   straight curve  ?@ԿXM@  coedge    7    edge  8 J? 7  unknown  point  ?@^#8uw?ftreemeg attrib  : cX̀ftreemeg attrib  ; face       loop   ; plane surface  ?}@8@?? ftreemeg attrib  =plane surface  ?~@Md]@E4"d? FoldAttmeg attrib   ?  face       loop   ? plane surface  <@$8uw?<??  coedge      @  coedge   B D    coedge  B      coedge   E B    edge   MU@   unknown  coedge  D C     coedge    C    edge      unknown  edge  ! ? D " unknown  coedge  E   #   vertex  F $ vertex  F %straight curve  <@ @?  coedge    G    edge  @ @ G & unknown  coedge  ' H  (   coedge  H '  )   loop     vertex   *straight curve  @ԿXM@  point  @^#8uw? coedge  + L , -   coedge  L +  .   loop   l  vertex   /straight curve  <Hn@0@  point  }@0@ftreemeg attrib  P cX̀FoldAttmeg attrib  0 Q  face 1 2   3  loop 4 5 Q plane surface  ?@@<?<  coedge  6 S U    coedge  S 6 X    loop   7 straight curve  `@~@@@  edge   V}@ U 8 unknown  point  `@~@8@ edge   Y}@ X 9 unknown  point  `@~@@@FoldAttmeg attrib  : \ plane surface  @0~@8@?  coedge  ^ g 6 ;   loop  ^ <  vertex  _ =straight curve  @@8@ ftreemeg attrib  c face > ? @  A  loop  B c plane surface  ??0@?  vertex  h Cstraight curve  @@@@ ftreemeg attrib  D k I!_Dftreemeg attrib  lcone surface  @Hn@0@?;f;f?? ??  coedge  o n E F d  coedge  q G n s #  coedge  H u o w   coedge  G q I  # straight curve  @`@  vertex  J Kstraight curve  @p@F%ܨ G|\ؿ  coedge  u H L    loop M u ? straight curve  @?`@  vertex  N Ostraight curve  @?p@F%ܨ G|\ؿ  coedge  L I z  @  edge   {? z P unknown  edge  {@ Q @  R unknown  point  @0@ edge  @ S @  T unknown  point  @?0@straight curve  @@0@< straight curve  @@@@  coedge  U   .   coedge   U    straight curve  ?}@0@  coedge    V W   coedge    X Y   loop   Z straight curve  ?0@?  coedge    [ \   edge  ]-DT! 3-DT!?  ^ unknown  coedge  _ V     edge  -DT! `-DT!?  a unknown  face b <   c  point  ?@0@ coedge     #   coedge  X     d edge     e unknown  coedge  f     g edge  8 h  i unknown  face j k   l  point  ?@0@ coedge   f  (  m loop     pcurve    exppc nubs???? spline  netsur straight@@y:W@  ?vj? straightE>Y?YAJN@`Ҭ?rL{ֲؙ  ?? straight?@^#8uw?  ? intcurve  offsurfintcuraΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs OB<}%?> aΈ:?aΈ:?O6W?aΈ:?ipu?ZX? ¯@?R?sq?Qɾ?/t*? *D?(J$`e?ņmC"?bö!?? m8X?= 1B6< -DT! -DT! @ intcurve  parcur ?????????w5? null_surface cone@@ԿXM@?;f;f? ?? nullbs nubs?r==-DT!7`־R=eQԊݿnx W<^g?4E6<-DT!?    ?  ??  ?? intcurve  offsurfintcur?^Z{IG?쑲6A?zg??g˫N? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs 7kj@> ????^ґ?D/#?ƃw?^Z{IG?+?/?B9q:z?쑲6A?K?6dT?ƈ(]?zg?? 1C= Lu*6< -DT! -DT! @ intcurve  offsurfintcur aΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  m8X?= 1B6< -DT! -DT! @ intcurve  ref  ?  ??  ?  ???  ????????null_lawnull_lawnull_lawnull_law nubs ?????vj??????@@y:W@@?y:W@@VUUUUU?y:W@@?y:W@=)?@@5??@I϶?VUUUUU?@{nS??@cU? {jU@"2c<@dv>R?*x?"2c<@T??\(Um?"2c<@>?u4U!?"2c<@EB HF?Pv7@L @@h?U}U7E?L @@6o?Ff?L @@Q@?5uS?L @@nji??Qd?>F@D@";s]?F0/@Bm?D@A?m58?D@?1Q?D@.흶@f? i h}@ڇG<\@3֐{?q?ڇG<\@ M1?5Γ?ڇG<\@~l?-c'?ڇG<\@0e?FNYʰ@F{@J (?qJ҂?C{@zr ? ؝?F{@W 9?Me)?C{@ye?ÙG;@^eKk:?(΁?s[j-8?^eKk:?foj? \rwk?^eKk:?65K??^eKk:?bkd?`L@0#`=?a_/?ź$?0#`=?^v?ʾ?0#`=?d?3J?0#`=?o/8?R@1F?h?Yv@1F?)ŕ_?cH?x1F?C ?GW?w1F?~?T1@tl3?_9P?!]B@tl3?e#1J?"Q?Gtl3? ??Ftl3??^[mj@W1?/;?BѸݍ@W1?*8-@4sl?W8t?{Zi@4sl?|!?G L@4sl?T ?hn[@4sl?JG"v ?^7 ;1@h[? q?3gD$@h[?rؑ,?A0;@[?0ȹax?vb@[??']@#?YUUUUU?@#?\UUUUU?ǘ? e@#?<KhI@#??@O#8uw?YUUUUU?@O#8uw?\UUUUU?@O#8uw?<@O#8uw?O3 ??vj?? intcurve curve   parcur!?O3 ? spline  ref null_surface nubs???? nullbs   ftreemeg attrib   loop    plane surface  ?@0@ ftreemeg attrib  n  ?F!_Dftreemeg attrib   face o    p  loop    spline surface   netsur" straight@0@  ļ? straightb̰?1`fW@(@;f;f 9 ?? straight?? @   intcurve  offsurfintcur#%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs r/^C> %Tѕ?%Tѕ?8?%Tѕ?vx?Pi>?F?4?>V*?PpB,?&4JVZe?C> ????pz?2O?LjRo?e8%?Bl ?O|?h0?5 ?+'B?A]?\6?=wY?? >cn@ %En@ -DT! -DT! @ intcurve  offsurfintcur&%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  Y{~n@ ?T+n@ -DT! -DT! @ intcurve  ref$  ?  ??  ?  ???  ??#??????null_lawnull_lawnull_lawnull_law nubs ???????????@0@YUUUUU?@0@\UUUUU?@0@<@0@?@0@XUUUUU?YUUUUU@0@^UUUUU?*@0@<@0@gN?@o/@x?Ynq@o/@L?[ϖD@p/@tjN? @p/@͔6u?8/S@7.@9,?}{]!@7.@<- ?Ek@7.@O#?mͦ@7.@H/U?梢W@-@td[?2_@-@{_# ? igf@-@W?ݥ%R1@-@m=F?YJq@,@v'?օ@,@Hʪ1?^ δ@,@i?@,@=?ɎuJ@+@8Y ?؅ɶ @+@o+*?~@+@ڞm\]?8;+@+@ZOc ?[E@*@ Yw?k@*@~0i?;@*@pS?/oQ?*@A@N? @(@1&)?nv @(@e^?&(?)@Jպ|}? bd?)@Pg?W@'@D4?ό?y\@&@si)Pf?@GG?&@)a@?V֐q?&@=<3?sr&?&@o ?8k\@%@vH?EQ?%@oY.? L?%@Ke3?Wr?%@C? @ $@m?'k? $@3Q?FpA?$@AD*)?T茫?$@3V?N@@#@S| ?9fh?@#@Z6i?x hLk?@#@{V-I?cI3;?@#@< x?>A4JF@!@j5E?T1io?!@a2?hG:4?!@Lj?@v(=?!@ye׵?zrS(@!@/{&?"JF?!@_?ѩi? !@6Ǯk?M? !@$l4̅?=`@@ @٧?A쿻?@ @Y?cd?? @r5n ?jHW?? @RUUUUU?@ @qq?? @88?UUUUUU? @?? @?@ @?? @?UUUUUU? @?? @~ *???? FldTmpmeg attrib   coedge  q    @  coedge   q f r @  coedge        edge   h?≸L@  s unknown  coedge    t u   edge  v ?  w unknown  vertex   xstraight curve  K@@ @  coedge  y t   z  edge  ? !K@  { unknown  coedge   X  )  | pcurve    exppc' nubs???? spline  ref"  vertex   }intcurve curve   parcur(?~ *? spline  ref" null_surface nubs???? nullbs    vertex   ~straight curve  K@? @?  edge  h4E6L lԈ~@   tangent  point  ?@ @ point  K@@ @straight curve  0@?  coedge    y    edge  J    unknown  edge      unknown  point  @0@ coedge    5    coedge  V _  -   edge  -DT! -DT!?   unknown  edge  -DT! N-DT!?   unknown  point  @0@ftreemeg attrib    QH!_Dftreemeg attrib   face  R z   cone surface  @@ԿXM@?;f;f? ?? FldTmpmeg attrib   coedge    +    coedge     ;   face      straight curve  `@@8@? straight curve  `@@@@? ftreemeg attrib    \I!_D edge   ?   unknown  face  7     point  `@@8@ftreemeg attrib   face  8     loop  L  plane surface  @?0@??  coedge  E  H N   point  `@@@@FldEntIdmeg attrib    coedge   B  F   edge   ?   unknown  coedge     J #  coedge    B N   coedge      @  edge  Q a*  G  unknown  point  ?{V? coedge      @ FldTmpmeg attrib   edge  S a*  H  unknown  point  ??{V?straight curve  @?0@  vertex  J straight curve  @0@  vertex  N straight curve  @?0@  coedge        coedge   ,  W   edge   ? V  unknown  coedge     Y   edge      unknown  face  =     coedge     \   edge  `m ]m@ [  tangent  vertex   ellipse curve  @}@0@;f;f??  coedge  ,      vertex  \ ellipse curve  @@0@?;f;f?? ftreemeg attrib  cone surface  @Hn@0@?;f;f?? ??  pcurve    exppc) nubs?? spline  ref" intcurve curve   parcur* ?????????~ *? spline  ref" null_surface nubs?? nullbs    coedge     r   pcurve    exppc+ nubs?? spline  ref  vertex  # intcurve curve   parcur, ????vj??????O3 ? spline  ref null_surface nubs?? nullbs   ftreemeg attrib   face      cone surface  @@ԿXM@?;f;f? ??  pcurve    exppc- nubs???? spline  ref FldEntIdmeg attrib   ? ftreemeg attrib  spline surface   ref  coedge      @  edge  h ? f  unknown straight curve  K@@L]9@$y p]Dٿ  coedge     u z  edge  ! vMU@ t  unknown  vertex  u straight curve  K@?L]9@?  point  K@@L]9@ coedge    '  z  loop  y 2 straight curve  ? @?  pcurve    exppc. nubs???? spline  ref"  point  ?? @ point  K@? @straight curve  @@ԿXM@?  edge  4E6L lԈ~@ y  tangent  vertex   intcurve curve   parcur/ ????vj??????M(? spline  ref null_surface nubs???? nullbs   intcurve curve   parcur0 ?????????N_3? spline  ref" null_surface nubs???? nullbs    edge  m m@ 5  tangent  vertex   ellipse curve  @@0@?;f;f??  vertex   ellipse curve  @}@0@;f;f?? FldEntIdmeg attrib  0 Q FoldAttmeg attrib   2 plane surface  ?$8uw?<??  coedge   5     coedge  5     ftreemeg attrib  7plane surface  `@~@8@? FldEntIdmeg attrib  : \straight curve  `@@@@ ftreemeg attrib  <plane surface  `@@8@ ftreemeg attrib   ?cX̀plane surface  ?  coedge  B      coedge   E G J  straight curve  ?{V??  coedge  I L   @ straight curve  ?{V? straight curve  ??{V?  point  ?0@ point  ??0@ coedge    U    edge   ]? U  unknown straight curve  @0@?  pcurve    exppc1 nubs?? spline  ref" intcurve curve   parcur2?~ *? spline  ref" null_surface nubs?? nullbs   ftreemeg attrib  Zplane surface  ?@0@??  coedge   [     coedge  [      loop  [  straight curve  @Hn@8@?  edge  ]? @e@   unknown  point  ?}@8@ coedge    _    edge  ` ? _  unknown  point  @@8@ pcurve    exppc3 nubs?? spline  ref  point  @@y:W@ftreemeg attrib  k face       loop   k plane surface  @e@}@8@??  coedge  t y q  z  edge  v ?≸L@   unknown intcurve curve   parcur4?O3 ? spline  ref null_surface nubs?? nullbs   straight curve  K@? @  point  K@?L]9@FldTmpmeg attrib  zstraight curve  @?ԿXM@?  point  @?y:W@straight curve  @Hn@@@?  point  @@@@ edge  ? @e@   unknown  point  ?}@@@ftreemeg attrib    2F!_D coedge        coedge        edge   e@   unknown  coedge       FldEntIdmeg attrib   ? edge  Q S?   unknown  coedge       straight curve  ?}@@@  coedge        coedge        edge   `e@   unknown FldTmpmeg attrib   face  Z     vertex   straight curve  <}@8@?  loop    straight curve  @@8@? ftreemeg attrib   face       loop    plane surface  @e@@8@? straight curve  K@?L]9@ y p]Dٿ  vertex   straight curve  }@@@? FldEntIdmeg attrib   2  coedge        edge   }@   unknown  coedge        vertex   straight curve  @e@@@@  coedge       straight curve  ?0@?  coedge        edge   }@   unknown  vertex   straight curve  @e@@8@ FoldAttmeg attrib    plane surface  <?8@<?<  point  @e@}@8@ftreemeg attrib  plane surface  @@8@  point  @e@}@@@ coedge        coedge       straight curve  @e@}@@@  edge   ?   unknown  point  @e@@@@ edge   ?   unknown straight curve  @e@}@8@  point  @e@@8@ftreemeg attrib    H!_Dstraight curve  @e@@@@ straight curve  @e@}@@@ FldEntIdmeg attrib     End-of-ACIS-dataTNeue FlcheR$?t @Hp@?FFACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  `@@8@ ftreemeg attrib   face       loop    plane surface  `@~@8@?  coedge       ftreemeg attrib   face       loop   plane surface  @~@8@??  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &@ 'K@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop  %  plane surface  @0~@8@?  coedge  . / 0 1   coedge  2   $  coedge   2 . 3  coedge  0     edge  ' 4}@  5 unknown  coedge    6 7   coedge  8 9  # ,  edge  : &? " ; unknown  edge  < '?  = unknown  coedge   0 > ?   vertex   @ vertex   Astraight curve  @@8@ ftreemeg attrib  B  I!_Dftreemeg attrib   face C D E  F  loop  8  plane surface  @@8@  coedge  G   3   coedge   G H I   coedge  %   1   edge  4 J J@ 0 K unknown  coedge    L M  edge  N 4?  O unknown  vertex  Pstraight curve  `@@8@?  coedge  Q L ! 7 R  edge  :@ <K@ 6 S unknown  coedge  T " U V ,  coedge  " T W X ,  vertex  7 Ystraight curve  @@@@  vertex  7 Zstraight curve  `@@@@  coedge  [ U % ? \  edge  Jm &m@ % ] tangent  point  @@8@ point  `@@8@FldEntIdmeg attrib  ) ftreemeg attrib  + face ^ _ \  `  loop  a + plane surface  @~@0@??  coedge  / . b c   coedge  d a / I E  edge  J e? H f unknown  vertex  ? gstraight curve  `@~@8@?  coedge  6 b 2 M R  edge  < N}@ L h unknown  vertex  M istraight curve  `@~@@@  point  `@~@8@ coedge  b 6 j k R  loop  Q l straight curve  @@@@  coedge  9 8 m n ,  coedge  > o 8 V \  edge  &-DT! p-DT!? U q unknown  coedge  r j 9 X s  edge  :-DT! t-DT!? W u unknown  point  @@@@ point  `@@@@ coedge  o > a v \  loop  U D straight curve  @0n@8@Z:~8ʉR9 ftreemeg attrib  D face w x y  z cone surface  @0n@0@Z:~8ʉR9;f?;f?? ??  coedge  H { [ v E  coedge  L Q G c R  edge  N e J@ b | unknown  coedge  { H } ~ E  vertex  k straight curve  @~@8@?  point  @~@8@straight curve  `@@@@?  point  `@~@@@ coedge  W } Q k s  edge  em :m@ Q tangent  face  R   coedge  T n  edge  t p? m unknown  coedge  U [ \  vertex  ellipse curve  @@0@?;f?;f??  coedge  } W s  loop  W  vertex  ellipse curve  @@0@?;f?;f??  edge  -DT! J-DT!? [ unknown ftreemeg attrib  _ face    loop  _ plane surface  ??{V?G|\?D%ܨ G%ܨ G|\ؿ  coedge  a d E straight curve  `@~@@@?  coedge  j r d ~ s  edge  -DT! e-DT!? } unknown  point  @~@@@straight curve  @0n@@@Z:~8ʉR9 FoldAttmeg attrib  l plane surface  @0~@@@?  coedge  m  coedge  m  loop  straight curve  @@0@<  coedge  o  edge  pm m@ tangent  edge  `@ p:#y@ tangent  point  @@0@ coedge  r  edge  tm m@ tangent  face  l s   edge  `@ t:#y@ tangent  point  @@0@ vertex  ellipse curve  @~@0@;f?;f?? ftreemeg attrib  x face    loop  x plane surface  ??0@?  coedge  y  coedge  {  edge   ? unknown  vertex  ellipse curve  @~@0@;f?;f?? ftreemeg attrib  lI!_D coedge   coedge   edge  p-DT! -DT!? unknown  coedge   edge  t-DT! -DT!? unknown  face    coedge   coedge   loop  straight curve  @0n@0@Z:~8<?ʉR  vertex  straight curve  @?`@?  coedge   coedge   loop  straight curve  @0n@0@Z:~8<?ʉR ftreemeg attrib  cone surface  @0n@0@Z:~8ʉR9;f?;f?? ??  vertex  straight curve  @?`@?  edge  NNo _F{= tangent  point  @~@0@ftreemeg attrib   face    loop  plane surface  @?0@??  coedge   coedge  y  coedge  y  coedge   edge  d@U@ բ@@ unknown  coedge   coedge   loop  straight curve  @~@0@?  edge  NNo _F{= tangent  point  @~@0@FldEntIdmeg attrib  l coedge   edge   ? unknown  coedge   coedge   loop   vertex  ellipse curve  @@0@;f?;f?  coedge   coedge   loop   vertex   ellipse curve  @@0@;f?;f? ftreemeg attrib   face     plane surface  @@0@??  coedge     coedge    FldTmpmeg attrib   face     point  @@rՅp@ coedge     coedge    FldTmpmeg attrib   face     point  @@rՅp@ vertex   straight curve  @~@؉؝r@ ftreemeg attrib   cX̀ face      loop  plane surface  ?  coedge     coedge    coedge      coedge    edge   a*   unknown  coedge    y  coedge     ! edge  "  # unknown  edge  $ ? % unknown  coedge    vertex  & vertex  'straight curve  @?p@F%ܨ G|\ؿ  coedge  ( )  coedge  *   edge  +-DT! -DT!? , unknown  coedge  -   edge  .-DT! -DT!? / unknown  face 0 1  2  vertex   3straight curve  @~@؉؝r@  coedge   4  straight curve  @?0@  coedge   5  edge  :#y ` 6 tangent  edge  @  @  7 unknown  point  @?0@ coedge   8  coedge  4  9  edge  :#y "` : tangent  face ; <  =  edge  @ > @ 4 ? unknown  point  @0@ftreemeg attrib   face @ A  B cone surface  @@`@;f?;f? ?@  coedge  C D  A  edge  G[d@ }c4J~@ E unknown  coedge  - F G   loop  H ftreemeg attrib  I cX̀plane surface  @Z:~8<p@?Z:~8  coedge  D C  A  edge  G[d@ }c4J~@ J unknown  coedge  * K L   loop  M ftreemeg attrib  N cX̀plane surface  @p@?Z:~8  point  @~@>>vt@FldEntIdmeg attrib  ftreemeg attrib   loop   spline surface   netsur straight@@rՅp@?  3? straightϟ' @b̰?wwKp@9f?=f  R?? straight@UT`p@   ellipse@@kuFQp@X|h# -ǿ5Ѣ%?y!?|1[`L#?tt?5Ѣ%?  H"zcҿ? ellipse@@kuFQp@_AFxؿ_toX?x!?1[`L#?tt?soX? ĵ "zcҿ????(???null_lawnull_lawnull_lawnull_law nubs???3????@@rՅp@@@rՅp@UUUUU@@rՅp@@@rՅp@@Wt0?p@@6w?p@UUUUU@@=?p@@~ a?p@QV@9捋?(*p@(X@9?(*p@@Vsۆ?(*p@ޅ@_s?(*p@]-@[UP?qKQp@!u@b8 ?qKQp@fg=@?qKQp@Z1@of?qKQp@|M@>i+q?DkDp@,h>@I@?DkDp@ջ@a@+@C?DkDp@l@jY?DkDp@ΆA@mp?Ho@Hp@nV@:F?Ho@Hp@4l@\ٙ?Ho@Hp@ܝ ?@6í?Ho@Hp@;] @IN?7ssp@_q@'4e?7ssp@T@dTRY?7ssp@w@u+'u8?7ssp@ l @)j9?Mվp@u@TQ?Mվp@y\S@]~?Mվp@60@Aa>@?Mվp@ y @d5Zq? ^p@"`@*,? ^p@i 8@[y? ^p@H@h? ^p@ΑP @]X ?_dp@ᐷG@ ?_dp@J:@R?_dp@#=j@[l -?_dp@) @0/?xk 6p@Ua @'|+?xk 6p@ ^@cW?xk 6p@fS@$S?xk 6p@E;! @]W*]?x Bۿp@ω@ԥ @',oN?x Bۿp@(#B @^9?x Bۿp@vB @xkוJ?x Bۿp@1@?p@WȒcU @ZUUUUU?p@  @CUUUUU?p@s9c @ {3p@@?UT`p@@TUUUUU?UT`p@@LUUUUU?UT`p@@UT`p@>AZ82??3?? FldTmpmeg attrib   coedge    coedge   coedge  O P  edge  > ? Q unknown  vertex  Rstraight curve  ??{V?  coedge  O  9  edge  "d@U@ $բ@@  S unknown  coedge  T 5  U coedge  T 8  V pcurve    exppc nubs???? spline  ref  vertex   Wintcurve curve   parcur?>AZ82? spline  ref null_surface nubs???? nullbs    vertex  P Xstraight curve  ?{V??  point  @?UT`p@ point  ??{V? coedge  Y Z ) [  edge  . +? ( \ unknown  coedge   ] ^   vertex  ^ _ellipse curve  @~@0@;f?;f??  coedge   ` a   vertex  a bellipse curve  @~@0@;f?;f?? ftreemeg attrib   face c H d  e plane surface  @ ~@0@??  point  @~@>>vt@ coedge  O  9  edge    f unknown straight curve  @?`@ straight curve  @?0@  edge  "  g unknown  loop h < straight curve  @`@ ftreemeg attrib   face i 9  j cone surface  @@`@;f?;f? ?@  vertex  P kstraight curve  @0@ ftreemeg attrib   loop    plane surface  @@rՅp@N?O  coedge    l m A  coedge    T n A straight curve  @0~@#yt@ON  coedge  o l  G d p edge   q  r unknown  face s t   u FldEntIdmeg attrib   straight curve  @0~@#yt@ON  coedge  l o  L d v edge   w  x unknown  face y   z FldEntIdmeg attrib    coedge   4  P 9  edge  > a* $ O { unknown straight curve  ?0@?  point  ??0@straight curve  @p@F%ܨ G|\ؿ  coedge    D n  | pcurve    exppc nubs?? spline  ref  pcurve    exppc nubs???? spline  ref  point  @UT`p@ point  ?{V? coedge  } ( ~  [  coedge  ( }   [  loop  Z  straight curve  @ ~@0@?  coedge   ~ * ^   edge  w$X+=@ +NNo@ ]  tangent  point  @0~@0@ coedge    - a   edge  q$X+=@ .NNo@ `  tangent  point  @ ~@0@ftreemeg attrib  1 loop  F 1 spline surface   netsur straight@0~@ Sot@?  ;'p,s? straightџ' @?3OP~@9ut@:f?<f? <f&= ?? straight@~@>>vt@?   ellipse@~@9Ikt@-mvɿ!%A?Ę? @ *~@~rt@PQ @^$~@~rt@t@5Sc'~@lftt@^@vJZ,~@lftt@,tsU @I~@,Xtt@>S@CQ;!~@,Xtt@D0@ %~@,Xtt@V|@ 6)~@,Xtt@!' @@H~@YXut@{@` ~@YXut@])e@y$~@XXut@W5BN@j1/(~@XXut@+? @rz~@ut@Kn@"IN~@ut@d6;I@-lT!#~@ut@O~8l%@ r&~@ut@.\| @!e~@dܺut@q|@02~@dܺut@v[@I="~@dܺut@]:@DC\K&~@dܺut@2[@!>8~@E-ITvt@y@7#c8~@E-ITvt@ @-EF ~@E-ITvt@Ae@B|Nq#~@E-ITvt@V(@aO8~@vt@ݛ_?@j~@vt@ @~@vt@FQ@؟q ~@vt@@ 8^~@%p vt@I\z[@{%+~@%p vt@@{~O~@%p vt@s9V@q~@%p vt@@,a/~@HQBvt@@f~@HQBvt@WUUUU@ ~@HQBvt@@X<^~@HQBvt@@~@>>vt@@~@>>vt@WUUUU@~@>>vt@@~@>>vt@@ o3.??;'p,s?? intcurve curve   parcur??3????>AZ82? spline  ref null_surface nubs?? nullbs   intcurve curve   parcur??3????ae;? spline  ref null_surface nubs???? nullbs   FldTmpmeg attrib  9ftreemeg attrib   <cX̀plane surface    point  ?0@ coedge  F K C m d  edge    l  unknown  edge    D  unknown  coedge  K F   d  pcurve    exppc nubs?? spline  ref  vertex  a intcurve curve   parcur ???;'p,s???@ o3.? spline  ref null_surface nubs?? nullbs   ftreemeg attrib  H face      cone surface  @~@؉؝r@?;f?;f?? ??  pcurve    exppc nubs???? spline  ref  vertex  ^ intcurve curve   parcur ???;'p,s???C6? spline  ref null_surface nubs???? nullbs   ftreemeg attrib  Mcone surface  @~@؉؝r@?;f?;f?? ?? straight curve  ?{V?  pcurve    exppc nubs?? spline  ref  coedge  Z Y   [  coedge  ]  Y    edge  @ +@ ~  unknown  coedge   ` Z    edge  @ .@   unknown  face   [    coedge   ]     loop    straight curve  @0~@؉؝r@?  coedge  `      loop    straight curve  @ ~@؉؝r@? FldEntIdmeg attrib  i < pcurve    exppc nubs???? spline  ref intcurve curve   parcur?@ o3.? spline  ref null_surface nubs???? nullbs   intcurve curve   parcur?>AZ82? spline  ref null_surface nubs?? nullbs    coedge    o    edge  w q   unknown  pcurve    exppc nubs?? spline  ref  point  @ ~@ Sot@ftreemeg attrib  t loop   t plane surface  @ ~@ Sot@?@Al@Alӿ  point  @0~@ Sot@ coedge    }    edge   ?   unknown  coedge  ~      vertex   straight curve  0~@0@?  coedge        vertex   straight curve   ~@0@? ftreemeg attrib   face      plane surface  @ ~@0@??  coedge        edge  R> @ w!$v@   unknown FldTmpmeg attrib   face  M     coedge        edge  R> @ q!$v@   unknown FldTmpmeg attrib  intcurve curve   parcur?@ o3.? spline  ref null_surface nubs?? nullbs    coedge        coedge        loop    straight curve  @ ~@0@?  coedge        edge  2{rt Z@   tangent  point  @0~@0@ coedge        edge  2{rt Z@   tangent  point  @ ~@0@FldEntIdmeg attrib    face      plane surface  @ ~@#yt@??  coedge        vertex   straight curve  0~@|,A]@@Al?? FldEntIdmeg attrib   plane surface  @0~@#yt@??  vertex   straight curve   ~@|,A]@@Al??  coedge        coedge        edge  -DT! -DT!?   unknown  coedge        edge  -DT! -DT!?   unknown  coedge        loop    straight curve  @0~@˛ k@  coedge        loop    straight curve  @ ~@˛ k@ ftreemeg attrib   cX̀ftreemeg attrib   face      plane surface  ?~@0@??  coedge        edge      unknown  point  @0~@#]@ftreemeg attrib   cX̀ point  @ ~@#]@ coedge        edge   ?   unknown  coedge        vertex   ellipse curve  @~@0@;f;f??  coedge        vertex   ellipse curve  @~@0@;f;f??  coedge        edge      unknown  face       coedge        edge      unknown  face      ftreemeg attrib   loop    spline surface   netsur straight~@Md]@  (b? straightb̰??3OP~@&UO]@;f;f? ;f< ?? straight@0~@#]@?   ellipse@~@0]@Gs+࿑0Aؿ@?nC=s鿹eXf3-R@? פ  ϗ? ellipse@~@0]@MQӿe̿{?_C=seXf3-R{? פ  ϗ???????null_lawnull_lawnull_lawnull_law nubs???(b????~@Md]@TUUUUU?~@Md]@TUUUUU?~@Md]@~@Md]@?#~!~@gp#i]@SUUUUU?6{@~@gp#i]@KUUUUU?9 ~@gp#i]@GC~@gp#i]@aCn?y_C~@TH4on]@GcK?!Y6~@TH4on]@Б:Y2?K~@TH4on]@txЭ?@3~@TH4on]@v_?¸\2~@ޒew]@٪?2~@ޒew]@MT9?8[~@ޒew]@q(?qEd~@ޒew]@8H.?J!~@hz]@!'?Bg~@hz]@Əu?7DA~@hz]@Arp?-C ~@hz]@}ǁV?`j~@_8]@s1=?~@_8]@"?Nd ~@_8]@<DM?r #~@_8]@I)?Ǜ~@]@r(?3cr %~@]@ҍ?&hJ!~@]@HJ?<2_7%~@]@k u3?ی~@]+;]@ot?sa!~@]+;]@Y]W?f-Db%~@]+;]@%/Թ? )~@]+;]@)?_~@-[MH]@< X?0تı"~@-[MH]@(aGB??`'~@-[MH]@%R1?.; ,~@-[MH]@_i?Qw~@Tv]@o?+H$~@Tv]@'?N*~@Tv]@VӲ? 2/~@Tv]@x W? ~@,]@T(I>?UUUUU%~@,]@Vf?*~@,]@?0~@,]@? ~@#]@?UUUUU%~@#]@?*~@#]@?0~@#]@) %??(b??  pcurve    exppc nubs???? spline  ref intcurve curve   parcur?) %? spline  ref null_surface nubs???? nullbs    coedge        coedge        loop    straight curve  ?~@0@  coedge        edge  ]FQZ 2{rt@   tangent  point  ~@0@ coedge        edge  ]FQZ 2{rt@   tangent  point  ?~@0@ coedge        pcurve    exppc nubs???? spline  ref  vertex   intcurve curve   parcur??(b???ߐ&JKd0? spline  ref null_surface nubs???? nullbs   ftreemeg attrib  cone surface  @~@˛ k@?;f;f?? ??  pcurve    exppc nubs?? spline  ref  vertex   intcurve curve   parcur??(b???) %? spline  ref null_surface nubs?? nullbs   ftreemeg attrib   face      cone surface  @~@˛ k@?;f;f?? ??  coedge        coedge        edge  }@ ~@   unknown  coedge        edge  }@ ~@   unknown  face       coedge        loop    straight curve  ~@˛ k@?  coedge        loop !   straight curve  ?~@˛ k@?  coedge      "  edge     # unknown  pcurve    exppc nubs?? spline  ref  point  ~@Md]@ point  ?~@Md]@ftreemeg attrib   face $ % &  '  loop  (  plane surface  K@@ @??  coedge  ) *   +  edge   ?  , unknown  coedge   - . /   vertex   0straight curve  0@?  coedge  1  2 3   vertex   4straight curve  ?0@? ftreemeg attrib   face 5 6   7 plane surface  ?}@0@??  coedge  -  8 9   coedge   :   "  edge  ;ҘP@ Jd~@  < unknown FldTmpmeg attrib   face = >   ?  coedge   1 @ A   coedge  :    "  edge  BҘP@ Jd~@  C unknown FldTmpmeg attrib   loop   D intcurve curve   parcur?) %? spline  ref null_surface nubs?? nullbs   ftreemeg attrib   face E F G  H  loop  I  plane surface  K@@L]9@?  coedge  J K L M   coedge  N  O P +  coedge   N Q R +  loop  * 6 straight curve  ?}@0@  coedge    S T   coedge  U O  / V  edge  m Wm@  X tangent  point  }@0@ coedge    Y Z   coedge  Q [  3 \  edge  m ]m@  ^ tangent  point  ?}@0@FldEntIdmeg attrib  _  face ` a +  b plane surface  ?0~@|,A]@?  coedge  c d  9 e  edge  flԈ~ ;r=M@  g tangent  coedge    h i "  vertex   jstraight curve  ?E4"d? FldEntIdmeg attrib  k  face l m n  o plane surface  0~@|,A]@?  coedge  p q  A r  edge  slԈ~ Br=M@  t tangent  vertex   ustraight curve  ??E4"d?  face v  "  w ftreemeg attrib  % face x y z  {  loop  | % plane surface  @@y:W@]D?&y p(y p]Dٿ  coedge  } ~   &  coedge   (     coedge  (  }    coedge    ( M z  edge  ? K@ L  unknown  coedge  * )   +  coedge  .  ) P V  edge  -DT! -DT!? O  unknown  coedge   2 * R \  edge  -DT! -DT!? Q  unknown  coedge    - T   edge  f@ W@ -  unknown  coedge   .   V  loop  O   vertex  T straight curve  <Hn@0@  coedge    1 Z   edge  s@ ]@ 1  unknown  coedge  2    \  loop  Q   vertex  Z straight curve  ?Hn@0@ ftreemeg attrib  5 cX̀ftreemeg attrib  6 face      plane surface  ?}@8@??  coedge   8   e  coedge  8    e  loop  d m  vertex  T straight curve  @ԿXM@  coedge    : i   edge  B ;? :  unknown  point  @^#8uw?ftreemeg attrib  = cX̀FoldAttmeg attrib   >  face   e    loop   > plane surface  ?@@<?<  coedge   @   r  coedge  @    r  loop  p   vertex  Z straight curve  ?@ԿXM@  point  ?@^#8uw?ftreemeg attrib  Dplane surface  ?~@Md]@E4"d? FoldAttmeg attrib   F  face       loop   F plane surface  <@$8uw?<??  coedge      G  coedge   I K  &  coedge  I    &  coedge   L I  z  edge   MU@   unknown  coedge  K J     coedge    J    edge      unknown  edge   ? K  unknown  coedge  L    z  vertex  M  vertex  M straight curve  <@ @?  coedge    N    edge   ? N  unknown  coedge  O U   V  vertex   ellipse curve  @}@0@;f;f??  coedge  [ Q   \  vertex   ellipse curve  @}@0@;f;f??  coedge  Y S     coedge  S Y     loop  Y  straight curve  0@?  coedge    U    edge  W-DT! -DT!? U  unknown  face   V    point  @0@straight curve  ?0@?  coedge    [    edge  ]-DT! -DT!? [  unknown  face   \    point  ?@0@ftreemeg attrib  a loop   a plane surface  ?@0@  coedge  d c   e  coedge  h  c    edge  ;  c  unknown  coedge    d    edge   f d  unknown  point  @0@ coedge   h q    loop     pcurve    exppc nubs???? spline  netsur straight@@y:W@  ?vj? straightE>Y?YAJN@`Ҭ?rL{ֲؙ  ?? straight?@^#8uw?  ? intcurve  offsurfintcuraΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs OB<}%?> aΈ:?aΈ:?O6W?aΈ:?ipu?ZX? ¯@?R?sq?Qɾ?/t*? *D?(J$`e?ņmC"?bö!?? m8X?= 1B6< -DT! -DT! @ intcurve  parcur ?????????w5? null_surface cone@@ԿXM@?;f;f? ?? nullbs nubs?r==-DT!7`־R=eQԊݿnx W<^g?4E6<-DT!?    ?  ??  ?? intcurve  offsurfintcur?^Z{IG?쑲6A?zg??g˫N? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs 7kj@> ????^ґ?D/#?ƃw?^Z{IG?+?/?B9q:z?쑲6A?K?6dT?ƈ(]?zg?? 1C= Lu*6< -DT! -DT! @ intcurve  offsurfintcur aΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  m8X?= 1B6< -DT! -DT! @ intcurve  ref  ?  ??  ?  ???  ????????null_lawnull_lawnull_lawnull_law nubs ?????vj??????@@y:W@@?y:W@@VUUUUU?y:W@@?y:W@=)?@@5??@I϶?VUUUUU?@{nS??@cU? {jU@"2c<@dv>R?*x?"2c<@T??\(Um?"2c<@>?u4U!?"2c<@EB HF?Pv7@L @@h?U}U7E?L @@6o?Ff?L @@Q@?5uS?L @@nji??Qd?>F@D@";s]?F0/@Bm?D@A?m58?D@?1Q?D@.흶@f? i h}@ڇG<\@3֐{?q?ڇG<\@ M1?5Γ?ڇG<\@~l?-c'?ڇG<\@0e?FNYʰ@F{@J (?qJ҂?C{@zr ? ؝?F{@W 9?Me)?C{@ye?ÙG;@^eKk:?(΁?s[j-8?^eKk:?foj? \rwk?^eKk:?65K??^eKk:?bkd?`L@0#`=?a_/?ź$?0#`=?^v?ʾ?0#`=?d?3J?0#`=?o/8?R@1F?h?Yv@1F?)ŕ_?cH?x1F?C ?GW?w1F?~?T1@tl3?_9P?!]B@tl3?e#1J?"Q?Gtl3? ??Ftl3??^[mj@W1?/;?BѸݍ@W1?*8-@4sl?W8t?{Zi@4sl?|!?G L@4sl?T ?hn[@4sl?JG"v ?^7 ;1@h[? q?3gD$@h[?rؑ,?A0;@[?0ȹax?vb@[??']@#?YUUUUU?@#?\UUUUU?ǘ? e@#?<KhI@#??@O#8uw?YUUUUU?@O#8uw?\UUUUU?@O#8uw?<@O#8uw?O3 ??vj?? intcurve curve   parcur!?O3 ? spline  ref null_surface nubs???? nullbs   ftreemeg attrib   l >H!_Dftreemeg attrib  m face      cone surface  @@ԿXM@?;f;f? ?? FldTmpmeg attrib  n coedge      n  coedge  q p   r  coedge    p    edge   s p  unknown  edge  B  q  unknown  face   r    point  ?@0@ftreemeg attrib   x FF!_Dftreemeg attrib  y face       loop   y spline surface   netsur" straight@0@  ļ? straightb̰?1`fW@(@;f;f 9 ?? straight?? @   intcurve  offsurfintcur#%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs r/^C> %Tѕ?%Tѕ?8?%Tѕ?vx?Pi>?F?4?>V*?PpB,?&4JVZe?C> ????pz?2O?LjRo?e8%?Bl ?O|?h0?5 ?+'B?A]?\6?=wY?? >cn@ %En@ -DT! -DT! @ intcurve  offsurfintcur&%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  Y{~n@ ?T+n@ -DT! -DT! @ intcurve  ref$  ?  ??  ?  ???  ??#??????null_lawnull_lawnull_lawnull_law nubs ???????????@0@YUUUUU?@0@\UUUUU?@0@<@0@?@0@XUUUUU?YUUUUU@0@^UUUUU?*@0@<@0@gN?@o/@x?Ynq@o/@L?[ϖD@p/@tjN? @p/@͔6u?8/S@7.@9,?}{]!@7.@<- ?Ek@7.@O#?mͦ@7.@H/U?梢W@-@td[?2_@-@{_# ? igf@-@W?ݥ%R1@-@m=F?YJq@,@v'?օ@,@Hʪ1?^ δ@,@i?@,@=?ɎuJ@+@8Y ?؅ɶ @+@o+*?~@+@ڞm\]?8;+@+@ZOc ?[E@*@ Yw?k@*@~0i?;@*@pS?/oQ?*@A@N? @(@1&)?nv @(@e^?&(?)@Jպ|}? bd?)@Pg?W@'@D4?ό?y\@&@si)Pf?@GG?&@)a@?V֐q?&@=<3?sr&?&@o ?8k\@%@vH?EQ?%@oY.? L?%@Ke3?Wr?%@C? @ $@m?'k? $@3Q?FpA?$@AD*)?T茫?$@3V?N@@#@S| ?9fh?@#@Z6i?x hLk?@#@{V-I?cI3;?@#@< x?>A4JF@!@j5E?T1io?!@a2?hG:4?!@Lj?@v(=?!@ye׵?zrS(@!@/{&?"JF?!@_?ѩi? !@6Ǯk?M? !@$l4̅?=`@@ @٧?A쿻?@ @Y?cd?? @r5n ?jHW?? @RUUUUU?@ @qq?? @88?UUUUUU? @?? @?@ @?? @?UUUUUU? @?? @~ *???? FldTmpmeg attrib  z coedge   | ~  G  coedge  |    G  coedge    |  z  edge   ?≸L@   unknown  coedge  ~ }   &  edge   ? ~  unknown  vertex   straight curve  K@@ @  coedge        edge  ? K@   unknown  pcurve    exppc' nubs???? spline  ref"  vertex   intcurve curve   parcur(?~ *? spline  ref" null_surface nubs???? nullbs    vertex   straight curve  K@? @?  edge  4E6L lԈ~@   tangent  point  ?@ @ point  K@@ @ coedge        coedge        loop    straight curve  ?}@@@  edge  m m@   tangent  edge  ? @e@   unknown  point  ?}@@@ coedge        edge  m m@   tangent  edge  ? @e@   unknown  point  ?}@8@ coedge        edge  f s   unknown  coedge        edge  W ]?   unknown  face  D     coedge        vertex   ellipse curve  @@0@?;f;f?? ftreemeg attrib  cone surface  @Hn@0@?;f;f?? ??  vertex   ellipse curve  @@0@?;f;f?? ftreemeg attrib  cone surface  @Hn@0@?;f;f?? ??  coedge        edge  4E6L lԈ~@  ! tangent  coedge       " pcurve    exppc) nubs???? spline  ref  vertex   #intcurve curve   parcur* ????vj??????M(? spline  ref null_surface nubs???? nullbs    pcurve    exppc+ nubs???? spline  ref" intcurve curve   parcur, ?????????N_3? spline  ref" null_surface nubs???? nullbs    pcurve    exppc- nubs?? spline  ref FldEntIdmeg attrib   > FoldAttmeg attrib  $   loop %   plane surface  ?$8uw?<??  coedge  &  ' ( n  coedge   &   n  pcurve    exppc. nubs?? spline  ref" intcurve curve   parcur/ ?????????~ *? spline  ref" null_surface nubs?? nullbs    vertex   )intcurve curve   parcur0 ????vj??????O3 ? spline  ref null_surface nubs?? nullbs   ftreemeg attrib   face * +   , cone surface  @@ԿXM@?;f;f? ?? FldEntIdmeg attrib   F ftreemeg attrib  spline surface   ref  coedge     - G  edge   ?  . unknown straight curve  K@@L]9@$y p]Dٿ  coedge        edge   MU@  / unknown  vertex   0straight curve  K@?L]9@?  point  K@@L]9@straight curve  ? @?  point  ?? @ point  K@? @straight curve  @@ԿXM@?  coedge    1 2   coedge  3     straight curve  @Hn@@@?  vertex   4straight curve  }@@@?  coedge   3 5 6   loop 7  8 straight curve  @Hn@8@?  vertex   9straight curve  <}@8@?  pcurve    exppc1 nubs?? spline  ref" intcurve curve   parcur2?~ *? spline  ref" null_surface nubs?? nullbs   straight curve  @0@? ftreemeg attrib  plane surface  ?@0@??  coedge  5 '   :  edge   ?  ; unknown  point  @@@@ point  @@8@ coedge     -  straight curve  @?ԿXM@?  pcurve    exppc3 nubs?? spline  ref  point  @?y:W@ftreemeg attrib  <  F!_DFldTmpmeg attrib   coedge    = > n  coedge   ?  ( :  edge  @ e@  A unknown  point  @@y:W@ftreemeg attrib   face B C D  E plane surface  @e@}@8@??  edge   ?≸L@  F unknown intcurve curve   parcur4?O3 ? spline  ref null_surface nubs?? nullbs   straight curve  K@? @  point  K@?L]9@ coedge  = G  2 D  edge   ?  H unknown  coedge    G I   point  @e@}@@@ coedge  ?   6 :  edge  J e@  K unknown FldTmpmeg attrib   face L    M  point  @e@}@8@ loop  5 C straight curve  @@8@? FldEntIdmeg attrib  $   coedge  N 1 & > D  edge   @}@ & O unknown  coedge  ' 5 N P :  vertex  > Qstraight curve  @e@@@@ ftreemeg attrib  + face R 8 :  S  loop  G + plane surface  @e@@8@? straight curve  K@?L]9@ y p]Dٿ  coedge  1 N 3 I D straight curve  @e@}@@@  edge   J}@ 3 T unknown  vertex  I Ustraight curve  @e@@8@ FoldAttmeg attrib  V 8 plane surface  <?8@<?<  coedge  G = ? P D straight curve  @e@}@@@  edge  @ J? N W unknown  point  @e@@@@ftreemeg attrib  Cplane surface  @@8@ straight curve  @e@}@8@  point  @e@@8@ftreemeg attrib  X L 8H!_Dstraight curve  @e@@@@ FldEntIdmeg attrib  V 8  End-of-ACIS-dataTNeue FlcheR$?t @Hp@?%ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  @e@}@8@?? ftreemeg attrib   face       loop    plane surface  @e@@8@?  coedge       ftreemeg attrib   face       loop   plane surface  @@8@  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? '@e@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop  %  plane surface  <?8@<?<  coedge  . / 0 1   coedge  2   $  coedge   2 . 3  coedge  0     edge  ' 4}@  5 unknown  coedge    6 7   coedge  8 9  # ,  edge  : &? " ; unknown  edge  < '?  = unknown  coedge   0 > ?   vertex   @ vertex   Astraight curve  <}@8@? ftreemeg attrib  B  H!_Dftreemeg attrib   face C D E  F  loop  8  plane surface  ?}@8@??  coedge  G   3   coedge   G H I   coedge  %   1   edge  4 Je@ 0 K unknown  coedge    L M  edge  N 4?  O unknown  vertex  Pstraight curve  @e@}@8@  coedge  Q L ! 7 R  edge  :? <@e@ 6 S unknown  coedge  T " U V ,  coedge  " T W X ,  vertex  7 Ystraight curve  ?}@@@  vertex  7 Zstraight curve  @e@}@@@  coedge  [ U % ? \  edge  Jm &m@ % ] tangent  point  ?}@8@ point  @e@}@8@FldEntIdmeg attrib  )  ftreemeg attrib  + face ^ _ \  `  loop  a + plane surface  ?@0@  coedge  / . b c   coedge  d a / I E  edge  J e? H f unknown  vertex  ? gstraight curve  @e@@8@  coedge  6 b 2 M R  edge  < N}@ L h unknown  vertex  M istraight curve  @e@@@@  point  @e@@8@ coedge  b 6 j k R  loop  Q l straight curve  }@@@?  coedge  9 8 m n ,  coedge  > o 8 V \  edge  &-DT! p-DT!? U q unknown  coedge  r j 9 X s  edge  :-DT! t-DT!? W u unknown  point  ?}@@@ point  @e@}@@@ coedge  o > a v \  loop  U D straight curve  @Hn@8@? ftreemeg attrib  D face w x y  z cone surface  @Hn@0@?;f;f?? ??  coedge  H { [ v E  coedge  L Q G c R  edge  N ee@ b | unknown  coedge  { H } ~ E  vertex  k straight curve  @@8@?  point  @@8@straight curve  @e@}@@@  point  @e@@@@ coedge  W } Q k s  edge  em :m@ Q tangent  face  R   coedge  T n  edge  t p? m unknown  coedge  U [ \  vertex  ellipse curve  @}@0@;f;f??  coedge  } W s  loop  W  vertex  ellipse curve  @}@0@;f;f??  edge  -DT! J-DT!? [ unknown ftreemeg attrib  _ face    loop  _ plane surface  ?~@0@??  coedge  a d E straight curve  @e@@@@  coedge  j r d ~ s  edge  -DT! e-DT!? } unknown  point  @@@@straight curve  @Hn@@@? FoldAttmeg attrib  l plane surface  ?@@<?<  coedge  m  coedge  m  loop  straight curve  }@0@?  coedge  o  edge  pm m@ tangent  edge  p}@ ~@ unknown  point  ?}@0@ coedge  r  edge  tm m@ tangent  face  l s   edge  t}@ ~@ unknown  point  }@0@ vertex  ellipse curve  @@0@?;f;f?? ftreemeg attrib  x face    loop  x spline surface   netsur straight~@Md]@  (b? straightb̰??3OP~@&UO]@;f;f? ;f< ?? straight@ ~@#]@?  ? ellipse@~@0]@Gs+࿑0Aؿ@?nC=s鿹eXf3-R@? פ  ϗ? ellipse@~@0]@MQӿe̿{?_C=seXf3-R{? פ  ϗ???????null_lawnull_lawnull_lawnull_law nubs???(b????~@Md]@TUUUUU?~@Md]@TUUUUU?~@Md]@~@Md]@?#~!~@gp#i]@SUUUUU?6{@~@gp#i]@KUUUUU?9 ~@gp#i]@GC~@gp#i]@aCn?y_C~@TH4on]@GcK?!Y6~@TH4on]@Б:Y2?K~@TH4on]@txЭ?@3~@TH4on]@v_?¸\2~@ޒew]@٪?2~@ޒew]@MT9?8[~@ޒew]@q(?qEd~@ޒew]@8H.?J!~@hz]@!'?Bg~@hz]@Əu?7DA~@hz]@Arp?-C ~@hz]@}ǁV?`j~@_8]@s1=?~@_8]@"?Nd ~@_8]@<DM?r #~@_8]@I)?Ǜ~@]@r(?3cr %~@]@ҍ?&hJ!~@]@HJ?<2_7%~@]@k u3?ی~@]+;]@ot?sa!~@]+;]@Y]W?f-Db%~@]+;]@%/Թ? )~@]+;]@)?_~@-[MH]@< X?0تı"~@-[MH]@(aGB??`'~@-[MH]@%R1?.; ,~@-[MH]@_i?Qw~@Tv]@o?+H$~@Tv]@'?N*~@Tv]@VӲ? 2/~@Tv]@x W? ~@,]@T(I>?UUUUU%~@,]@Vf?*~@,]@?0~@,]@? ~@#]@?UUUUU%~@#]@?*~@#]@?0~@#]@) %??(b??  coedge  y  coedge  {  edge   ? unknown  vertex  ellipse curve  @@0@?;f;f?? ftreemeg attrib  lH!_D coedge   coedge   coedge   face    coedge   loop  straight curve  ?Hn@0@  vertex  straight curve  ?0@?  coedge   loop  straight curve  Hn@0@ ftreemeg attrib  cone surface  @Hn@0@?;f;f?? ??  vertex  straight curve  0@?  edge  @ @ unknown  point  ?@0@ftreemeg attrib   face    loop  cone surface  @~@˛ k@?;f;f?? ??  coedge   coedge  y  coedge  y  coedge   edge  -DT! -DT!? unknown  coedge   coedge   loop  straight curve  ?@0@  edge  @ @ unknown  point  @0@FldEntIdmeg attrib  l  edge   ? unknown  coedge   coedge  ftreemeg attrib   face   plane surface  ?}@0@??  coedge  FldTmpmeg attrib   face    edge  ]FQZ 2{rt@ tangent  point  ?~@0@ coedge  FldTmpmeg attrib   face    edge  ]FQZ 2{rt@ tangent  point  ~@0@ vertex  straight curve  ?0@? ftreemeg attrib   face    loop  plane surface  K@@ @??  coedge   coedge     coedge   edge     unknown  pcurve    exppc nubs?? spline  ref  coedge    y  coedge      edge   ?  unknown  coedge   coedge     vertex   ellipse curve  @~@0@;f;f??  coedge     vertex  straight curve  0@? straight curve  ?~@0@  coedge     coedge     coedge     ftreemeg attrib  plane surface  ?@0@??  coedge      edge  lԈ~ r=M@  tangent FldEntIdmeg attrib    face  ! "  # plane surface  ?0~@|,A]@?  vertex  $straight curve  ?~@˛ k@?  coedge  % & '  edge  lԈ~ (r=M@ ) tangent FldEntIdmeg attrib  *  face + , -  . plane surface  0~@|,A]@?  vertex  /straight curve  ~@˛ k@?  point  ?@0@ftreemeg attrib   face 0 1 2  3  loop  4 plane surface  K@@L]9@?  coedge  5 6 7 8  coedge   9 : coedge    ;  edge    < unknown  pcurve    exppc nubs?? spline  ref  coedge  = >  ?  edge   @?  A unknown  pcurve    exppc nubs???? spline  ref  vertex  B Cintcurve curve   parcur??(b???) %? spline  ref null_surface nubs?? nullbs    coedge  D    edge  -DT! -DT!?  E unknown  coedge  F G    coedge  F H I   loop   J  vertex  I Kstraight curve  @0~@0@  coedge  L G  M  edge  2{rt Z@  N tangent  edge  @ O@ G P unknown  point  @ ~@0@ coedge  Q R  " S edge   ?  T unknown  point  @0@ coedge  U  ;  edge  ҘP@ Jd~@ V unknown  coedge  U  ;  edge  (ҘP@ Jd~@ W unknown  coedge  D 9   loop   ,  coedge  X R Y   coedge  X Z [   loop   \  vertex   ]straight curve  ?@ԿXM@ ftreemeg attrib  cX̀ftreemeg attrib   face ^ \ _  `  loop  R spline surface   netsur straight?@0@  ?? straightb̰?1`fW@(@;f;f 9 ?? straight?? @   intcurve  offsurfintcur%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs r/^C> %Tѕ?%Tѕ?8?%Tѕ?vx?Pi>?F?4?>V*?PpB,?&4JVZe?C> ????pz?2O?LjRo?e8%?Bl ?O|?h0?5 ?+'B?A]?\6?=wY?? >cn@ %En@ -DT! -DT! @ intcurve  offsurfintcur %Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  Y{~n@ ?T+n@ -DT! -DT! @ intcurve  ref  ?  ??  ?  ???  ??#??????null_lawnull_lawnull_lawnull_law nubs ???????????@0@YUUUUU?@0@\UUUUU?@0@<@0@?@0@XUUUUU?YUUUUU@0@^UUUUU?*@0@<@0@gN?@o/@x?Ynq@o/@L?[ϖD@p/@tjN? @p/@͔6u?8/S@7.@9,?}{]!@7.@<- ?Ek@7.@O#?mͦ@7.@H/U?梢W@-@td[?2_@-@{_# ? igf@-@W?ݥ%R1@-@m=F?YJq@,@v'?օ@,@Hʪ1?^ δ@,@i?@,@=?ɎuJ@+@8Y ?؅ɶ @+@o+*?~@+@ڞm\]?8;+@+@ZOc ?[E@*@ Yw?k@*@~0i?;@*@pS?/oQ?*@A@N? @(@1&)?nv @(@e^?&(?)@Jպ|}? bd?)@Pg?W@'@D4?ό?y\@&@si)Pf?@GG?&@)a@?V֐q?&@=<3?sr&?&@o ?8k\@%@vH?EQ?%@oY.? L?%@Ke3?Wr?%@C? @ $@m?'k? $@3Q?FpA?$@AD*)?T茫?$@3V?N@@#@S| ?9fh?@#@Z6i?x hLk?@#@{V-I?cI3;?@#@< x?>A4JF@!@j5E?T1io?!@a2?hG:4?!@Lj?@v(=?!@ye׵?zrS(@!@/{&?"JF?!@_?ѩi? !@6Ǯk?M? !@$l4̅?=`@@ @٧?A쿻?@ @Y?cd?? @r5n ?jHW?? @RUUUUU?@ @qq?? @88?UUUUUU? @?? @?@ @?? @?UUUUUU? @?? @~ *????  point  ?~@Md]@ coedge  a b c '  coedge  a Q d '  loop  & e  vertex   fstraight curve  <@ԿXM@ ftreemeg attrib  cX̀FoldAttmeg attrib  g   face h   i  loop j k plane surface  ?$8uw?<??  point  ~@Md]@ftreemeg attrib   face l m n  o  loop  p plane surface  @@y:W@]D?&y p(y p]Dٿ  coedge  q r s t  coedge  u v w  coedge  u q x  coedge  s y 8 n  edge  z? {K@ 7 | unknown  edge  @   } unknown  pcurve    exppc nubs???? spline  ref  loop   m intcurve curve   parcur ?) %? spline  ref null_surface nubs?? nullbs    coedge  ~    ?  coedge   ~ L B ?  loop  >   vertex   intcurve curve   parcur ?) %? spline  ref null_surface nubs???? nullbs    edge  R> @ !$v@ L  unknown  point  @ ~@#]@ coedge       ellipse curve  @~@0@;f;f??  coedge        coedge      M  coedge     I   edge  @ @ H  unknown  face       point  @0~@0@ coedge    > B M  loop    straight curve  @ ~@˛ k@  vertex   straight curve   ~@0@?  coedge  v  & d "  coedge   v  Y "  pcurve    exppc nubs?? spline  ref intcurve curve   parcur?~ *? spline  ref null_surface nubs?? nullbs    coedge      ; straight curve  ??E4"d? straight curve  ?E4"d?  coedge    y    edge  z    unknown  coedge     [ _  edge      unknown  face  J     point  ?@^#8uw?ftreemeg attrib  ! loop  Z ! spline surface   netsur straight@@y:W@  ?vj? straightE>Y?YAJN@`Ҭ?rL{ֲؙ  ?? straight@^#8uw?  ļ intcurve  offsurfintcuraΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs OB<}%?> aΈ:?aΈ:?O6W?aΈ:?ipu?ZX? ¯@?R?sq?Qɾ?/t*? *D?(J$`e?ņmC"?bö!?? m8X?= 1B6< -DT! -DT! @ intcurve  parcur ?????????w5? null_surface cone@@ԿXM@?;f;f? ?? nullbs nubs?r==-DT!7`־R=eQԊݿnx W<^g?4E6<-DT!?    ?  ??  ?? intcurve  offsurfintcur?^Z{IG?쑲6A?zg??g˫N? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs 7kj@> ????^ґ?D/#?ƃw?^Z{IG?+?/?B9q:z?쑲6A?K?6dT?ƈ(]?zg?? 1C= Lu*6< -DT! -DT! @ intcurve  offsurfintcuraΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  m8X?= 1B6< -DT! -DT! @ intcurve  ref  ?  ??  ?  ???  ????????null_lawnull_lawnull_lawnull_law nubs ?????vj??????@@y:W@@?y:W@@VUUUUU?y:W@@?y:W@=)?@@5??@I϶?VUUUUU?@{nS??@cU? {jU@"2c<@dv>R?*x?"2c<@T??\(Um?"2c<@>?u4U!?"2c<@EB HF?Pv7@L @@h?U}U7E?L @@6o?Ff?L @@Q@?5uS?L @@nji??Qd?>F@D@";s]?F0/@Bm?D@A?m58?D@?1Q?D@.흶@f? i h}@ڇG<\@3֐{?q?ڇG<\@ M1?5Γ?ڇG<\@~l?-c'?ڇG<\@0e?FNYʰ@F{@J (?qJ҂?C{@zr ? ؝?F{@W 9?Me)?C{@ye?ÙG;@^eKk:?(΁?s[j-8?^eKk:?foj? \rwk?^eKk:?65K??^eKk:?bkd?`L@0#`=?a_/?ź$?0#`=?^v?ʾ?0#`=?d?3J?0#`=?o/8?R@1F?h?Yv@1F?)ŕ_?cH?x1F?C ?GW?w1F?~?T1@tl3?_9P?!]B@tl3?e#1J?"Q?Gtl3? ??Ftl3??^[mj@W1?/;?BѸݍ@W1?*8-@4sl?W8t?{Zi@4sl?|!?G L@4sl?T ?hn[@4sl?JG"v ?^7 ;1@h[? q?3gD$@h[?rؑ,?A0;@[?0ȹax?vb@[??']@#?YUUUUU?@#?\UUUUU?ǘ? e@#?<KhI@#??@O#8uw?YUUUUU?@O#8uw?\UUUUU?@O#8uw?<@O#8uw?O3 ??vj??  coedge  & % k  '  coedge    % c _  edge  (  %  unknown  edge    &  unknown  face  '    point  @^#8uw?ftreemeg attrib   + F!_Dftreemeg attrib  ,cone surface  @~@˛ k@?;f;f?? ?? FldTmpmeg attrib  - coedge    a  - FoldAttmeg attrib   1  face  ;    loop  y 1 plane surface  <@$8uw?<??  coedge      2  coedge   4 6 x  coedge  4     coedge   7 4 t n  edge  { MU@ s  unknown  coedge  6 5    coedge  R Q 5 w "  edge   z v  unknown  edge   {? 6  unknown  coedge  7  X  n  vertex  8  vertex  8 straight curve  <@ @? intcurve curve   parcur??(b???ߐ&JKd0? spline  ref null_surface nubs???? nullbs    coedge  > =   ?  coedge    =    edge  @R> @ !$v@   unknown  face   ?    point  @0~@#]@ vertex   straight curve   ~@|,A]@@Al??  coedge  H  D    edge  2{rt @Z@   tangent  coedge    F    edge   O?   unknown  coedge  G L   M  coedge   H     loop     vertex   straight curve  0~@0@? ftreemeg attrib  Jplane surface  @ ~@0@?? FldTmpmeg attrib  M face   M    edge  $X+=@ ONNo@   tangent  point  @ ~@0@ pcurve    exppc nubs???? spline  ref  pcurve    exppc nubs?? spline  ref  coedge  Z b U  _  edge  (    unknown  edge  4E6L zlԈ~@ y  tangent intcurve curve   parcur ?????????~ *? spline  ref null_surface nubs?? nullbs    coedge  b Z   _  pcurve    exppc nubs?? spline  ref  vertex   intcurve curve   parcur ????vj??????O3 ? spline  ref null_surface nubs?? nullbs   ftreemeg attrib  \cone surface  @@ԿXM@?;f;f? ??  edge  4E6L lԈ~@ k  tangent  pcurve    exppc nubs???? spline  ref  vertex   intcurve curve   parcur ????vj??????M(? spline  ref null_surface nubs???? nullbs    vertex   intcurve curve   parcur ?????????N_3? spline  ref null_surface nubs???? nullbs   ftreemeg attrib  econe surface  @@ԿXM@?;f;f? ?? FldEntIdmeg attrib  g   coedge   k   -  coedge  k  u  - ftreemeg attrib   l 1F!_Dftreemeg attrib  mplane surface  ?~@Md]@E4"d? FldTmpmeg attrib  n coedge   p r  2  coedge  p    2  coedge  y s p  n  edge   ?≸L@   unknown  coedge  r q    edge   ? r  unknown  vertex  t straight curve  K@@ @  edge  ? K@   unknown  pcurve    exppc nubs???? spline  ref intcurve curve   parcur?~ *? spline  ref null_surface nubs???? nullbs    vertex   straight curve  K@? @?  point  ?@ @ point  K@@ @ coedge    ~    edge   ?   unknown  vertex   straight curve  0~@|,A]@@Al?? ftreemeg attrib  plane surface  @ ~@ Sot@?@Al@Alӿ  point  @ ~@ Sot@straight curve  @0~@˛ k@  coedge        coedge        loop    straight curve  @0~@0@  coedge        coedge        edge  $X+=@ NNo@   tangent FldTmpmeg attrib   face  e     point  @0~@0@FldEntIdmeg attrib    face      plane surface  @ ~@#yt@?? straight curve  @ ~@؉؝r@?  pcurve    exppc nubs???? spline  ref intcurve curve   parcur ?O3 ? spline  ref null_surface nubs???? nullbs   straight curve  @@ԿXM@?  edge   ?   unknown  pcurve    exppc! nubs?? spline  ref  point  @@y:W@straight curve  @?ԿXM@?  point  @?y:W@ point  ?? @ coedge      -  coedge      2  edge   ?≸L@   unknown FldEntIdmeg attrib   1 straight curve  K@@L]9@$y p]Dٿ  edge   MU@   unknown  vertex   straight curve  K@?L]9@?  point  K@@L]9@straight curve  ? @?  point  K@? @ coedge        coedge        loop     pcurve    exppc" nubs?? spline  netsur# straight@ ~@ Sot@?  ?;'p,s? straightџ' @?3OP~@9ut@:f?<f? <f&= ?? straight@~@>>vt@? P= ? ellipse@~@9Ikt@-mvɿ!%A?Ę? @ *~@~rt@PQ @^$~@~rt@t@5Sc'~@lftt@^@vJZ,~@lftt@,tsU @I~@,Xtt@>S@CQ;!~@,Xtt@D0@ %~@,Xtt@V|@ 6)~@,Xtt@!' @@H~@YXut@{@` ~@YXut@])e@y$~@XXut@W5BN@j1/(~@XXut@+? @rz~@ut@Kn@"IN~@ut@d6;I@-lT!#~@ut@O~8l%@ r&~@ut@.\| @!e~@dܺut@q|@02~@dܺut@v[@I="~@dܺut@]:@DC\K&~@dܺut@2[@!>8~@E-ITvt@y@7#c8~@E-ITvt@ @-EF ~@E-ITvt@Ae@B|Nq#~@E-ITvt@V(@aO8~@vt@ݛ_?@j~@vt@ @~@vt@FQ@؟q ~@vt@@ 8^~@%p vt@I\z[@{%+~@%p vt@@{~O~@%p vt@s9V@q~@%p vt@@,a/~@HQBvt@@f~@HQBvt@WUUUU@ ~@HQBvt@@X<^~@HQBvt@@~@>>vt@@~@>>vt@WUUUU@~@>>vt@@~@>>vt@@ o3.??;'p,s?? intcurve curve   parcur$?@ o3.? spline  ref# null_surface nubs?? nullbs    point  @0~@ Sot@ coedge        coedge        edge  O-DT! -DT!?   unknown  coedge        edge  -DT! -DT!?   unknown  coedge        loop     coedge        loop    straight curve  @0~@؉؝r@? FldEntIdmeg attrib   plane surface  @0~@#yt@?? ftreemeg attrib   cX̀ftreemeg attrib   face      plane surface  @ ~@0@?? intcurve curve   parcur%?O3 ? spline  ref null_surface nubs?? nullbs   straight curve  K@?L]9@ y p]Dٿ straight curve  K@? @  point  K@?L]9@ coedge        edge      unknown  pcurve    exppc& nubs???? spline  ref#  edge      unknown  pcurve    exppc' nubs?? spline  ref#  coedge        edge   ?   unknown  coedge        vertex  ! "ellipse curve  @~@0@;f?;f??  coedge    # $   vertex  % &ellipse curve  @~@0@;f?;f??  face ' (   )  face *    + ftreemeg attrib   cX̀ftreemeg attrib  spline surface   ref#  coedge  , -   .  edge   ?  / unknown  pcurve    exppc( nubs???? spline  ref#  vertex  0 1intcurve curve   parcur)???;'p,s???C6? spline  ref# null_surface nubs???? nullbs    vertex  2 3intcurve curve   parcur*???;'p,s???@ o3.? spline  ref# null_surface nubs?? nullbs    coedge  4  5 !   coedge   4 6 %   loop   7 straight curve  @~@0@  coedge  8 5   9  edge  NNo _F{=  : tangent  edge  @ ;~@ 5 < unknown  point  @~@0@ coedge  6 =  $ >  edge  NNo _F{= # ? tangent  edge  @ @~@ 6 A unknown  point  @~@0@ftreemeg attrib   face B C D  E cone surface  @~@؉؝r@?;f?;f?? ?? ftreemeg attrib  cone surface  @~@؉؝r@?;f?;f?? ??  coedge  F  = 0 .  coedge   F 8 2 .  loop  - G intcurve curve   parcur+?@ o3.? spline  ref# null_surface nubs???? nullbs    edge  G[d@ H}c4J~@ = I unknown  point  @~@>>vt@ edge  G[d@ J}c4J~@ 8 K unknown  point  @~@>>vt@ coedge    L M   coedge   N  ! 9  coedge  O #  % >  face P G   Q  coedge  N  - 2 9  loop R N S straight curve  @~@؉؝r@  vertex  T Ustraight curve  @0~@0@  coedge  # O , 0 >  loop V O W straight curve  @~@؉؝r@  vertex  X Ystraight curve  @0~@0@ ftreemeg attrib  ( face Z [ \  ]  loop  ^ ( plane surface  ??{V?G|\?D%ܨ G%ܨ G|\ؿ  coedge  - , _ ` .  face a S .  b  vertex  X cstraight curve  @0~@#yt@ON  vertex  T dstraight curve  @0~@#yt@ON  coedge  e f 4 M g  edge  @ ;? L h unknown  coedge  5 8 i T 9  coedge  = 6 j X > ftreemeg attrib  7plane surface  @~@0@?? FldTmpmeg attrib  9 face k l 9  m  edge  J`@ ;:#y@ N n tangent  point  @@0@FldTmpmeg attrib  > face o p >  q  edge  H`@ @:#y@ O r tangent  point  @@0@ftreemeg attrib  C face s t u  v  loop  w C plane surface  ??0@?  coedge  x y z { D  coedge  | } F ` ~  edge  J H? _  unknown ftreemeg attrib  Gplane surface  @@rՅp@N?O  point  @@rՅp@ point  @@rՅp@ coedge   L   g  coedge  L    g  loop  e  straight curve  @@0@<  coedge    N T   coedge    O X  FldEntIdmeg attrib   S face   ~   plane surface  @Z:~8<p@?Z:~8 straight curve  @?`@? FldEntIdmeg attrib   W face      plane surface  @p@?Z:~8 straight curve  @?`@? ftreemeg attrib  [ face  7     loop   [ plane surface  @?0@??  coedge      \  coedge   ^   D  coedge  ^    D  coedge    ^ {   edge  d@U@ բ@@ z  unknown  coedge   _   ~  coedge  _    ~  loop  } l  pcurve    exppc, nubs?? spline  netsur- straight@@rՅp@?  ?3? straightϟ' @b̰?wwKp@9f?=f  R?? straight@UT`p@   ellipse@@kuFQp@X|h# -ǿ5Ѣ%?y!?|1[`L#?tt?5Ѣ%?  h"zcҿ? ellipse@@kuFQp@_AFxؿ_toX?x!?1[`L#?tt?soX? ĵ "zcҿ????(???null_lawnull_lawnull_lawnull_law nubs???3????@@rՅp@@@rՅp@UUUUU@@rՅp@@@rՅp@@Ut0?p@@4w?p@UUUUU@@=?p@@~ a?p@QV@9捋?(*p@(X@9?(*p@@Vsۆ?(*p@ޅ@_s?(*p@]-@ZUP?qKQp@!u@b8 ?qKQp@fg=@?qKQp@Z1@nf?qKQp@{M@>i+q?EkDp@,h>@H@?EkDp@ջ@a@+@C?EkDp@l@jY?EkDp@ΆA@np?Io@Hp@nV@:F?Io@Hp@4l@\ٙ?Io@Hp@ܝ ?@5í?Io@Hp@;] @IN?7ssp@_q@'4e?7ssp@T@bTRY?7ssp@w@s+'u8?7ssp@ l @)j9?Mվp@u@TQ?Mվp@y\S@]~?Mվp@60@Aa>@?Mվp@ y @d5Zq? ^p@"`@*,? ^p@i 8@[y? ^p@H@h? ^p@ΑP @]X ?_dp@ᐷG@ ?_dp@J:@R?_dp@#=j@[l -?_dp@) @0/?xk 6p@Ua @'|+?xk 6p@ ^@cW?xk 6p@fS@$S?xk 6p@E;! @]W*]?x Bۿp@ω@ԥ @',oN?x Bۿp@(#B @^9?x Bۿp@vB @xkוJ?x Bۿp@1@?p@WȒcU @ZUUUUU?p@  @CUUUUU?p@s9c @ {3p@@?UT`p@@TUUUUU?UT`p@@LUUUUU?UT`p@@UT`p@>AZ82??3?? intcurve curve   parcur.?>AZ82? spline  ref- null_surface nubs?? nullbs    coedge  f e   g  coedge  i  e    edge  ;-DT! -DT!?   unknown  coedge   j f    edge  @-DT! -DT!?   unknown  face   g    coedge   i }    loop     coedge  j  |    loop    ftreemeg attrib  k ScX̀ftreemeg attrib  lspline surface   ref- ftreemeg attrib  o WcX̀ftreemeg attrib   pcX̀ loop   p plane surface   ftreemeg attrib   tcX̀ loop   t plane surface  ?  coedge      u  coedge   w y  \  coedge  w    \  coedge   z w    edge   a*    unknown  coedge  y x   D  coedge  } | x  ~  edge      unknown  edge   ? y  unknown  coedge  z      vertex  {  vertex   straight curve  @?p@F%ܨ G|\ؿ  edge   H   unknown  pcurve    exppc/ nubs???? spline  ref-  edge   J   unknown  pcurve    exppc0 nubs?? spline  ref-  coedge      u  edge   ?   unknown  coedge        vertex   ellipse curve  @@0@;f?;f?  coedge        vertex   ellipse curve  @@0@;f?;f? ftreemeg attrib   face      plane surface  @@0@??  face  W    FldEntIdmeg attrib   pFldTmpmeg attrib   coedge       FldEntIdmeg attrib   tFldTmpmeg attrib   coedge      u  coedge        edge  @  @   unknown  coedge      \  edge   ?   unknown  vertex   straight curve  ??{V?  coedge        edge  d@U@ բ@@   unknown  pcurve    exppc1 nubs???? spline  ref-  vertex   intcurve curve   parcur2?>AZ82? spline  ref- null_surface nubs???? nullbs    vertex   straight curve  ?{V??  edge  :#y `   tangent  point  @?UT`p@ point  ??{V?intcurve curve   parcur3??3????ae;? spline  ref- null_surface nubs???? nullbs   intcurve curve   parcur4??3????>AZ82? spline  ref- null_surface nubs?? nullbs    coedge      u straight curve  @?0@  point  @?0@ edge  :#y `   tangent  edge  @  @   unknown  point  @0@ftreemeg attrib  cone surface  @@`@;f?;f? ?@ ftreemeg attrib  cone surface  @@`@;f?;f? ?@  coedge       straight curve  @?0@  coedge        edge   a*    unknown  vertex   straight curve  ?0@?  point  ??0@straight curve  @p@F%ܨ G|\ؿ  point  @UT`p@ point  ?{V?straight curve  @?`@ straight curve  @`@ straight curve  @0@ straight curve  ?{V?  point  ?0@ End-of-ACIS-dataTNeue FlcheR$?t @Hp@?"ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  K@@ @?? ftreemeg attrib   face       loop    plane surface  K@@L]9@?  coedge       ftreemeg attrib   face       loop   plane surface  @@y:W@]D?&y p(y p]Dٿ  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? 'K@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop  %  plane surface  <@$8uw?<??  coedge  . / 0 1   coedge  2   $  coedge   2 . 3  coedge  0     edge  ' 4MU@  5 unknown  coedge    6 7   coedge  8 9  # , : edge  ; & " < unknown  edge  = '?  > unknown  coedge   0 ? @   vertex   A vertex   Bstraight curve  <@ @? ftreemeg attrib  C  F!_Dftreemeg attrib   face D E F  G  loop  8  spline surface   netsur straight@0@  ļ? straightb̰?1`fW@(@;f;f 9 ?? straight?? @   intcurve  offsurfintcur%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs r/^C> %Tѕ?%Tѕ?8?%Tѕ?vx?Pi>?F?4?>V*?PpB,?&4JVZe?C> ????pz?2O?LjRo?e8%?Bl ?O|?h0?5 ?+'B?A]?\6?=wY?? >cn@ %En@ -DT! -DT! @ intcurve  offsurfintcur%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  Y{~n@ ?T+n@ -DT! -DT! @ intcurve  ref  ?  ??  ?  ???  ??#??????null_lawnull_lawnull_lawnull_law nubs ???????????@0@YUUUUU?@0@\UUUUU?@0@<@0@?@0@XUUUUU?YUUUUU@0@^UUUUU?*@0@<@0@gN?@o/@x?Ynq@o/@L?[ϖD@p/@tjN? @p/@͔6u?8/S@7.@9,?}{]!@7.@<- ?Ek@7.@O#?mͦ@7.@H/U?梢W@-@td[?2_@-@{_# ? igf@-@W?ݥ%R1@-@m=F?YJq@,@v'?օ@,@Hʪ1?^ δ@,@i?@,@=?ɎuJ@+@8Y ?؅ɶ @+@o+*?~@+@ڞm\]?8;+@+@ZOc ?[E@*@ Yw?k@*@~0i?;@*@pS?/oQ?*@A@N? @(@1&)?nv @(@e^?&(?)@Jպ|}? bd?)@Pg?W@'@D4?ό?y\@&@si)Pf?@GG?&@)a@?V֐q?&@=<3?sr&?&@o ?8k\@%@vH?EQ?%@oY.? L?%@Ke3?Wr?%@C? @ $@m?'k? $@3Q?FpA?$@AD*)?T茫?$@3V?N@@#@S| ?9fh?@#@Z6i?x hLk?@#@{V-I?cI3;?@#@< x?>A4JF@!@j5E?T1io?!@a2?hG:4?!@Lj?@v(=?!@ye׵?zrS(@!@/{&?"JF?!@_?ѩi? !@6Ǯk?M? !@$l4̅?=`@@ @٧?A쿻?@ @Y?cd?? @r5n ?jHW?? @RUUUUU?@ @qq?? @88?UUUUUU? @?? @?@ @?? @?UUUUUU? @?? @~ *????  coedge  H   3   coedge   H I J   coedge  %   1   edge  4 K?≸L@ 0 L unknown  coedge    M N  edge  O 4?  P unknown  vertex  Qstraight curve  K@@ @  coedge  R M ! 7 S  edge  ;? =K@ 6 T unknown  coedge  U " V W , X coedge  " U Y Z , [ pcurve    exppc nubs???? spline  ref  vertex  7 \intcurve curve   parcur?~ *? spline  ref null_surface nubs???? nullbs    vertex  7 ]straight curve  K@? @?  coedge  ^ V % @ _  edge  K4E6L &lԈ~@ % ` tangent  point  ?@ @ point  K@@ @FldEntIdmeg attrib  )  ftreemeg attrib  + face a b _  c  loop  d + spline surface   netsur straight@@y:W@  ?vj? straightE>Y?YAJN@`Ҭ?rL{ֲؙ  ?? straight?@^#8uw?  ? intcurve  offsurfintcuraΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs OB<}%?> aΈ:?aΈ:?O6W?aΈ:?ipu?ZX? ¯@?R?sq?Qɾ?/t*? *D?(J$`e?ņmC"?bö!?? m8X?= 1B6< -DT! -DT! @ intcurve  parcur  ?????????w5? null_surface cone@@ԿXM@?;f;f? ?? nullbs nubs?r==-DT!7`־R=eQԊݿnx W<^g?4E6<-DT!?    ?  ??  ?? intcurve  offsurfintcur ?^Z{IG?쑲6A?zg??g˫N? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs 7kj@> ????^ґ?D/#?ƃw?^Z{IG?+?/?B9q:z?쑲6A?K?6dT?ƈ(]?zg?? 1C= Lu*6< -DT! -DT! @ intcurve  offsurfintcur aΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  m8X?= 1B6< -DT! -DT! @ intcurve  ref   ?  ??  ?  ???  ????????null_lawnull_lawnull_lawnull_law nubs ?????vj??????@@y:W@@?y:W@@VUUUUU?y:W@@?y:W@=)?@@5??@I϶?VUUUUU?@{nS??@cU? {jU@"2c<@dv>R?*x?"2c<@T??\(Um?"2c<@>?u4U!?"2c<@EB HF?Pv7@L @@h?U}U7E?L @@6o?Ff?L @@Q@?5uS?L @@nji??Qd?>F@D@";s]?F0/@Bm?D@A?m58?D@?1Q?D@.흶@f? i h}@ڇG<\@3֐{?q?ڇG<\@ M1?5Γ?ڇG<\@~l?-c'?ڇG<\@0e?FNYʰ@F{@J (?qJ҂?C{@zr ? ؝?F{@W 9?Me)?C{@ye?ÙG;@^eKk:?(΁?s[j-8?^eKk:?foj? \rwk?^eKk:?65K??^eKk:?bkd?`L@0#`=?a_/?ź$?0#`=?^v?ʾ?0#`=?d?3J?0#`=?o/8?R@1F?h?Yv@1F?)ŕ_?cH?x1F?C ?GW?w1F?~?T1@tl3?_9P?!]B@tl3?e#1J?"Q?Gtl3? ??Ftl3??^[mj@W1?/;?BѸݍ@W1?*8-@4sl?W8t?{Zi@4sl?|!?G L@4sl?T ?hn[@4sl?JG"v ?^7 ;1@h[? q?3gD$@h[?rؑ,?A0;@[?0ȹax?vb@[??']@#?YUUUUU?@#?\UUUUU?ǘ? e@#?<KhI@#??@O#8uw?YUUUUU?@O#8uw?\UUUUU?@O#8uw?<@O#8uw?O3 ??vj??  coedge  / . e f   coedge  g d / J F h edge  K i? I j unknown  vertex  @ kstraight curve  K@@L]9@$y p]Dٿ  coedge  6 e 2 N S  edge  = OMU@ M l unknown  vertex  N mstraight curve  K@?L]9@?  point  K@@L]9@ coedge  e 6 n o S  loop  R p straight curve  ? @?  coedge  9 8 q r , s coedge  ? t 8 W _  edge  & u V v unknown  pcurve    exppc nubs?? spline  ref  coedge  w n 9 Z x  edge  ; y Y z unknown  pcurve    exppc nubs???? spline  ref  point  ?? @ point  K@? @ coedge  t ? d { _  loop  V E straight curve  @@ԿXM@? ftreemeg attrib  E face | } ~   cone surface  @@ԿXM@?;f;f? ??  coedge  I ^ { F  coedge  M R H f S  edge  O i?≸L@ e unknown  coedge  I F  pcurve    exppc nubs?? spline  ref  vertex  o intcurve curve   parcur?O3 ? spline  ref null_surface nubs?? nullbs    point  @@y:W@straight curve  K@? @  point  K@?L]9@ coedge  Y R o x  edge  i4E6L ;lԈ~@ R tangent  face  S   coedge  U r ~  edge  y u q unknown  pcurve    exppc nubs?? spline  ref  coedge  V ^ _  vertex  intcurve curve   parcur ?????????~ *? spline  ref null_surface nubs?? nullbs    coedge  Y x  loop  Y  vertex  intcurve curve   parcur ?????????N_3? spline  ref null_surface nubs???? nullbs    edge   K ^ unknown ftreemeg attrib  b face    loop  b plane surface  ?@0@??  coedge  d g F  pcurve    exppc nubs?? spline  ref straight curve  K@?L]9@ y p]Dٿ  coedge  n w g x  edge   i unknown  pcurve    exppc nubs???? spline  ref  point  @?y:W@straight curve  @?ԿXM@? FoldAttmeg attrib  p plane surface  ?$8uw?<??  coedge  q ~  coedge  q ~ intcurve curve   parcur?~ *? spline  ref null_surface nubs?? nullbs    coedge  t  edge  ulԈ~ r=M@ tangent  edge  u@ ~@ unknown  point  ?@0@ coedge  w  edge  ylԈ~ r=M@ tangent  face  p x   edge  y@ ~@ unknown  point  @0@ vertex  intcurve curve   parcur ????vj??????O3 ? spline  ref null_surface nubs?? nullbs   ftreemeg attrib  } face    loop  } plane surface  ?~@Md]@E4"d?  coedge   edge   ? unknown  pcurve    exppc nubs???? spline  ref  vertex  intcurve curve   parcur ????vj??????M(? spline  ref null_surface nubs???? nullbs   ftreemeg attrib  pF!_D coedge  ~  coedge   coedge   coedge   loop  straight curve  ?@ԿXM@  vertex  straight curve  ?0@?  coedge   loop  straight curve  @ԿXM@ ftreemeg attrib  cone surface  @@ԿXM@?;f;f? ??  vertex  straight curve  0@?  edge  ҘP@ Jd~@ unknown  point  ?@^#8uw?ftreemeg attrib  cX̀ face   plane surface  ?0~@|,A]@?  coedge   coedge  intcurve curve   parcur?O3 ? spline  ref null_surface nubs???? nullbs    edge  ҘP@ Jd~@ unknown  point  @^#8uw?FldEntIdmeg attrib  p  coedge   edge   ? unknown  coedge   coedge  FldTmpmeg attrib   edge  ]FQZ 2{rt@ tangent  point  ?~@0@FldTmpmeg attrib   face    edge  ]FQZ 2{rt@ tangent  point  ~@0@ vertex  straight curve  ??E4"d? FldEntIdmeg attrib  ftreemeg attrib   face    loop  plane surface  ?~@0@??  coedge   vertex  straight curve  ?E4"d?  coedge   coedge  straight curve  ~@0@?  coedge   coedge  straight curve  ?~@˛ k@? ftreemeg attrib  cX̀plane surface  0~@|,A]@? straight curve  <~@˛ k@?  point  ?~@Md]@ftreemeg attrib   face    loop  spline surface   netsur straight?~@Md]@ < ?(b? straightb̰??3OP~@&UO]@;f;f? ;f< ?? straight@ ~@#]@?  ? ellipse@~@0]@Gs+࿑0Aؿ@?nC=s鿹eXf3-R@? פ  ϗ? ellipse@~@0]@MQӿe̿{?_C=seXf3-R{? פ  ϗ???????null_lawnull_lawnull_lawnull_law nubs???(b????~@Md]@TUUUUU?~@Md]@TUUUUU?~@Md]@~@Md]@?#~!~@gp#i]@SUUUUU?6{@~@gp#i]@KUUUUU?9 ~@gp#i]@GC~@gp#i]@aCn?y_C~@TH4on]@GcK?!Y6~@TH4on]@Б:Y2?K~@TH4on]@txЭ?@3~@TH4on]@v_?¸\2~@ޒew]@٪?2~@ޒew]@MT9?8[~@ޒew]@q(?qEd~@ޒew]@8H.?J!~@hz]@!'?Bg~@hz]@Əu?7DA~@hz]@Arp?-C ~@hz]@}ǁV?`j~@_8]@s1=?~@_8]@"?Nd ~@_8]@<DM?r #~@_8]@I)?Ǜ~@]@r(?3cr %~@]@ҍ?&hJ!~@]@HJ?<2_7%~@]@k u3?ی~@]+;]@ot?sa!~@]+;]@Y]W?f-Db%~@]+;]@%/Թ? )~@]+;]@)?_~@-[MH]@< X?0تı"~@-[MH]@(aGB??`'~@-[MH]@%R1?.; ,~@-[MH]@_i?Qw~@Tv]@o?+H$~@Tv]@'?N*~@Tv]@VӲ? 2/~@Tv]@x W? ~@,]@T(I>?UUUUU%~@,]@Vf?*~@,]@?0~@,]@? ~@#]@?UUUUU%~@#]@?*~@#]@?0~@#]@) %??(b??  coedge   edge   ? unknown  point  ~@Md]@ coedge   coedge   edge  -DT! -DT!? unknown  coedge   edge  -DT! -DT!? unknown  coedge   loop   coedge   loop  FldEntIdmeg attrib  ftreemeg attrib   face     cone surface  @~@˛ k@?;f;f?? ??  coedge    coedge    pcurve    exppc nubs?? spline  ref intcurve curve   parcur?) %? spline  ref null_surface nubs?? nullbs    coedge      edge   ?  unknown  coedge     vertex   ellipse curve  @~@0@;f;f??  coedge     vertex   ellipse curve  @~@0@;f;f??  edge     unknown  edge     unknown  face    ftreemeg attrib   face       loop   plane surface  @ ~@0@??  coedge     pcurve    exppc nubs?? spline  ref  pcurve    exppc nubs???? spline  ref  coedge       coedge      straight curve  @0~@0@  coedge     !  edge  2{rt Z@  " tangent  edge  @ #@  $ unknown  point  @ ~@0@ coedge   %  &  edge  2{rt Z@  ' tangent  edge  @ (@  ) unknown  point  @0~@0@ vertex  * +intcurve curve   parcur??(b???) %? spline  ref null_surface nubs?? nullbs    vertex  , -intcurve curve   parcur ??(b???ߐ&JKd0? spline  ref null_surface nubs???? nullbs   ftreemeg attrib  cone surface  @~@˛ k@?;f;f?? ?? ftreemeg attrib   face . / !  0  loop  1 plane surface  @ ~@ Sot@?@Al@Alӿ  coedge  2 1     edge   ?  3 unknown  pcurve    exppc! nubs???? spline  ref  coedge    4 5   coedge   6   !  coedge  7    &  coedge  6  1 * !  loop 8 6  straight curve  @ ~@˛ k@  vertex  9 :straight curve   ~@0@?  coedge   7 2 , &  loop ; 7 < straight curve  @0~@˛ k@  vertex  = >straight curve  0~@0@?  edge  R> @ ?!$v@  @ unknown  point  @ ~@#]@ edge  R> @ A!$v@ % B unknown  point  @0~@#]@FldEntIdmeg attrib  C  face D E F  G plane surface  @ ~@#yt@??  coedge   H  *   coedge  H  % ,  intcurve curve   parcur"?) %? spline  ref null_surface nubs???? nullbs    coedge  I J  5 F  edge  ( #? 4 K unknown  coedge    L 9 !  coedge  %  M = & FldTmpmeg attrib  ! edge  ?$X+=@ #NNo@ 6 N tangent  point  @ ~@0@FldTmpmeg attrib  & face O &  P  edge  A$X+=@ (NNo@ 7 Q tangent  point  @0~@0@ vertex  9 Rstraight curve   ~@|,A]@@Al??  vertex  = Sstraight curve  0~@|,A]@@Al?? ftreemeg attrib  . cX̀ftreemeg attrib  / face T U V  W  loop  I / plane surface  @ ~@0@??  coedge  1 2 X Y   coedge  Z 4 [ \ F  coedge  4 Z ] ^ F straight curve  @0~@0@  coedge  _ [ 6 9 `  coedge  ] a 7 = b straight curve  @ ~@؉؝r@? FldEntIdmeg attrib  c <plane surface  @0~@#yt@?? straight curve  @0~@؉؝r@?  point  @ ~@ Sot@ point  @0~@ Sot@ftreemeg attrib  E face d e `  f  loop  g E spline surface   netsur# straight@ ~@ Sot@?  ?;'p,s? straightџ' @?3OP~@9ut@:f?<f? <f&= ?? straight@~@>>vt@? P= ? ellipse@~@9Ikt@-mvɿ!%A?Ę? @ *~@~rt@PQ @^$~@~rt@t@5Sc'~@lftt@^@vJZ,~@lftt@,tsU @I~@,Xtt@>S@CQ;!~@,Xtt@D0@ %~@,Xtt@V|@ 6)~@,Xtt@!' @@H~@YXut@{@` ~@YXut@])e@y$~@XXut@W5BN@j1/(~@XXut@+? @rz~@ut@Kn@"IN~@ut@d6;I@-lT!#~@ut@O~8l%@ r&~@ut@.\| @!e~@dܺut@q|@02~@dܺut@v[@I="~@dܺut@]:@DC\K&~@dܺut@2[@!>8~@E-ITvt@y@7#c8~@E-ITvt@ @-EF ~@E-ITvt@Ae@B|Nq#~@E-ITvt@V(@aO8~@vt@ݛ_?@j~@vt@ @~@vt@FQ@؟q ~@vt@@ 8^~@%p vt@I\z[@{%+~@%p vt@@{~O~@%p vt@s9V@q~@%p vt@@,a/~@HQBvt@@f~@HQBvt@WUUUU@ ~@HQBvt@@X<^~@HQBvt@@~@>>vt@@~@>>vt@WUUUU@~@>>vt@@~@>>vt@@ o3.??;'p,s??  coedge  h g H Y V i edge  ? A? X j unknown  coedge  J I k l F  coedge  L m I \ `  edge  #-DT! n-DT!? [ o unknown  coedge  p M J ^ b  edge  (-DT! q-DT!? ] r unknown  coedge  m L g s `  loop  [ U  coedge  M p h t b  loop  ] u ftreemeg attrib  O <cX̀ftreemeg attrib  U face v w x  y cone surface  @~@؉؝r@?;f?;f?? ??  coedge  X z _ s V { coedge  z X a t V | pcurve    exppc$ nubs?? spline  ref# intcurve curve   parcur%?@ o3.? spline  ref# null_surface nubs?? nullbs    coedge  } ~ Z l   edge  q n? k  unknown  coedge  [ _   `  vertex   ellipse curve  @~@0@;f?;f??  coedge  a ]   b  vertex   ellipse curve  @~@0@;f?;f??  edge   ? _  unknown  edge   A a  unknown  face  < b   ftreemeg attrib  e face       loop   e plane surface  ??{V?G|\?D%ܨ G%ܨ G|\ؿ  coedge  g h   V  pcurve    exppc& nubs?? spline  ref#  pcurve    exppc' nubs???? spline  ref#  coedge   k     coedge  k      loop  }  straight curve  @~@0@  coedge    m    edge  nNNo _F{=   tangent  edge  n@ ~@   unknown  point  @~@0@ coedge    p    edge  qNNo _F{=   tangent  edge  q@ ~@   unknown  point  @~@0@ vertex   intcurve curve   parcur(???;'p,s???@ o3.? spline  ref# null_surface nubs?? nullbs    vertex   intcurve curve   parcur)???;'p,s???C6? spline  ref# null_surface nubs???? nullbs   ftreemeg attrib  ucone surface  @~@؉؝r@?;f?;f?? ?? ftreemeg attrib  w face       loop   w plane surface  ??0@?  coedge      x  coedge    z    edge   ?   unknown  pcurve    exppc* nubs???? spline  ref#  coedge  ~ }     coedge    }    coedge    ~    face       coedge        loop    straight curve  @~@؉؝r@  vertex   straight curve  @0~@0@  coedge        loop    straight curve  @~@؉؝r@  vertex   straight curve  @0~@0@  edge  G[d@ }c4J~@   unknown  point  @~@>>vt@ edge  G[d@ }c4J~@   unknown  point  @~@>>vt@ftreemeg attrib   face       loop    plane surface  @?0@??  coedge        coedge      x  coedge      x  coedge        edge  d@U@ բ@@   unknown  coedge        coedge        loop    intcurve curve   parcur+?@ o3.? spline  ref# null_surface nubs???? nullbs    coedge        edge   ?   unknown  coedge        coedge       ftreemeg attrib   face      plane surface  @~@0@?? FldTmpmeg attrib   face       edge  `@ :#y@   tangent  point  @@0@FldTmpmeg attrib   face       edge  `@ :#y@   tangent  point  @@0@ vertex   straight curve  @0~@#yt@ON  vertex   straight curve  @0~@#yt@ON ftreemeg attrib   cX̀ loop    plane surface  ?  coedge        coedge        coedge        coedge        edge   a*    unknown  coedge      x  coedge        edge      unknown  edge   ?   unknown  coedge        vertex    vertex   straight curve  @?p@F%ܨ G|\ؿ  coedge        coedge        coedge        loop    straight curve  @@0@<  coedge        coedge       ftreemeg attrib  plane surface  @@rՅp@N?O FldEntIdmeg attrib    face      plane surface  @Z:~8<p@?Z:~8 straight curve  @?`@? FldEntIdmeg attrib    face  u    plane surface  @p@?Z:~8 straight curve  @?`@?  point  @@rՅp@ point  @@rՅp@FldEntIdmeg attrib   FldTmpmeg attrib   coedge        coedge        coedge        edge  @  @   unknown  coedge        edge   ?   unknown  vertex   straight curve  ??{V?  coedge        edge  d@U@ բ@@  ! unknown  coedge     "  # coedge     $  % loop     pcurve    exppc, nubs???? spline  netsur- straight@@rՅp@?  ?3? straightϟ' @b̰?wwKp@9f?=f  R?? straight@UT`p@   ellipse@@kuFQp@X|h# -ǿ5Ѣ%?y!?|1[`L#?tt?5Ѣ%?  h"zcҿ? ellipse@@kuFQp@_AFxؿ_toX?x!?1[`L#?tt?soX? ĵ "zcҿ????(???null_lawnull_lawnull_lawnull_law nubs???3????@@rՅp@@@rՅp@UUUUU@@rՅp@@@rՅp@@Ut0?p@@4w?p@UUUUU@@=?p@@~ a?p@QV@9捋?(*p@(X@9?(*p@@Vsۆ?(*p@ޅ@_s?(*p@]-@ZUP?qKQp@!u@b8 ?qKQp@fg=@?qKQp@Z1@nf?qKQp@{M@>i+q?EkDp@,h>@H@?EkDp@ջ@a@+@C?EkDp@l@jY?EkDp@ΆA@np?Io@Hp@nV@:F?Io@Hp@4l@\ٙ?Io@Hp@ܝ ?@5í?Io@Hp@;] @IN?7ssp@_q@'4e?7ssp@T@bTRY?7ssp@w@s+'u8?7ssp@ l @)j9?Mվp@u@TQ?Mվp@y\S@]~?Mվp@60@Aa>@?Mվp@ y @d5Zq? ^p@"`@*,? ^p@i 8@[y? ^p@H@h? ^p@ΑP @]X ?_dp@ᐷG@ ?_dp@J:@R?_dp@#=j@[l -?_dp@) @0/?xk 6p@Ua @'|+?xk 6p@ ^@cW?xk 6p@fS@$S?xk 6p@E;! @]W*]?x Bۿp@ω@ԥ @',oN?x Bۿp@(#B @^9?x Bۿp@vB @xkוJ?x Bۿp@1@?p@WȒcU @ZUUUUU?p@  @CUUUUU?p@s9c @ {3p@@?UT`p@@TUUUUU?UT`p@@LUUUUU?UT`p@@UT`p@>AZ82??3??  vertex   &intcurve curve   parcur.?>AZ82? spline  ref- null_surface nubs???? nullbs    vertex   'straight curve  ?{V??  coedge        edge  :#y `  ( tangent  point  @?UT`p@ point  ??{V? coedge       ) edge   ?  * unknown  coedge        coedge        edge  -DT! -DT!?  + unknown  coedge  ,      edge  -DT! --DT!?  . unknown  face / 0   1  coedge     "   loop   0  coedge   ,  $   loop   2 ftreemeg attrib   cX̀ftreemeg attrib  spline surface   ref- ftreemeg attrib   cX̀ftreemeg attrib  3 cX̀ loop 4   plane surface    coedge    5 6   edge   -?  7 unknown  vertex   8straight curve  @?0@  coedge   5     edge   a*   9 unknown  vertex   :straight curve  ?0@?  point  ??0@ coedge  5  , ;  straight curve  @p@F%ܨ G|\ؿ  edge     < unknown  pcurve    exppc/ nubs?? spline  ref-  edge     = unknown  pcurve    exppc0 nubs???? spline  ref-  point  @UT`p@ point  ?{V?straight curve  @?`@  pcurve    exppc1 nubs?? spline  ref- intcurve curve   parcur2?>AZ82? spline  ref- null_surface nubs?? nullbs   ellipse curve  @@0@;f?;f?  coedge     ;   vertex  6 >ellipse curve  @@0@;f?;f? ftreemeg attrib   face ? 2   @ plane surface  @@0@??  face A    B FldEntIdmeg attrib   FldTmpmeg attrib   coedge     6   edge  -@  @ 5 C unknown straight curve  @?0@  point  @?0@straight curve  ?{V?  point  ?0@ edge  -:#y `  D tangent intcurve curve   parcur3??3????>AZ82? spline  ref- null_surface nubs?? nullbs   intcurve curve   parcur4??3????ae;? spline  ref- null_surface nubs???? nullbs    point  @0@ftreemeg attrib  0cone surface  @@`@;f?;f? ?@ ftreemeg attrib  2cone surface  @@`@;f?;f? ?@ straight curve  @0@ straight curve  @`@  End-of-ACIS-dataT,Falten - AufschneidenR$?t @Hp@?ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  ??0@?? ftreemeg attrib   face       loop    plane surface  ??#8uw?  coedge       ftreemeg attrib   face       loop   plane surface  ?~@Md]@E4"d?  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? '~@  ( unknown FldEntIdmeg attrib  )  face * + ,  -  loop . %  plane surface  ?0~@|,A]@?  coedge  / 0 1 2   coedge  3   $  coedge   3 / 4  coedge  1     edge  5M- &  6 unknown  coedge    7 8   coedge  9 :  # ,  edge  ; '? " < unknown  edge  = &?  > unknown  coedge   1 ? @   vertex   A vertex  @ Bstraight curve  ?0@? ftreemeg attrib   cX̀ftreemeg attrib   face C D E  F  loop  9  plane surface  ?~@0@?? FldTmpmeg attrib   coedge  G   4   coedge   G H I   coedge  %   2   edge  5̘P? JJd~@ 1 K unknown  coedge    L M  edge  N 5?  O unknown  vertex  2 Pstraight curve  ??0@?  coedge  Q L ! 8 R  edge  =? ;~@ 7 S unknown  coedge  T " U V ,  coedge  " T W X ,  vertex  Y Zstraight curve  ~@0@?  vertex  8 [straight curve  ?0@?  coedge  \ U % @ ]  edge  J]FQZ '2{rt@ % ^ tangent  point  ??0@ point  ?~@0@ftreemeg attrib  + face _ ` ]  a  loop  b + spline surface   netsur straight?~@Md]@ < ?(b? straightb̰??3OP~@&UO]@;f;f? ;f< ?? straight@ ~@#]@?  ? ellipse@~@0]@Gs+࿑0Aؿ@?nC=s鿹eXf3-R@? פ  ϗ? ellipse@~@0]@MQӿe̿{?_C=seXf3-R{? פ  ϗ???????null_lawnull_lawnull_lawnull_law nubs???(b????~@Md]@TUUUUU?~@Md]@TUUUUU?~@Md]@~@Md]@?#~!~@gp#i]@SUUUUU?6{@~@gp#i]@KUUUUU?9 ~@gp#i]@GC~@gp#i]@aCn?y_C~@TH4on]@GcK?!Y6~@TH4on]@Б:Y2?K~@TH4on]@txЭ?@3~@TH4on]@v_?¸\2~@ޒew]@٪?2~@ޒew]@MT9?8[~@ޒew]@q(?qEd~@ޒew]@8H.?J!~@hz]@!'?Bg~@hz]@Əu?7DA~@hz]@Arp?-C ~@hz]@}ǁV?`j~@_8]@s1=?~@_8]@"?Nd ~@_8]@<DM?r #~@_8]@I)?Ǜ~@]@r(?3cr %~@]@ҍ?&hJ!~@]@HJ?<2_7%~@]@k u3?ی~@]+;]@ot?sa!~@]+;]@Y]W?f-Db%~@]+;]@%/Թ? )~@]+;]@)?_~@-[MH]@< X?0تı"~@-[MH]@(aGB??`'~@-[MH]@%R1?.; ,~@-[MH]@_i?Qw~@Tv]@o?+H$~@Tv]@'?N*~@Tv]@VӲ? 2/~@Tv]@x W? ~@,]@T(I>?UUUUU%~@,]@Vf?*~@,]@?0~@,]@? ~@#]@?UUUUU%~@#]@?*~@#]@?0~@#]@) %??(b??  coedge  0 / c d   coedge  e b 0 I E f edge  J g? H h unknown  vertex  @ istraight curve  ??E4"d?  coedge  7 c 3 M R  edge  NM- = L j unknown  vertex  d kstraight curve  ?#8uw??  point  ??#8uw? coedge  c 7 l Y R  loop m Q n straight curve  0@?  coedge  : 9 o p ,  coedge  ? q 9 V ]  edge  '-DT! r-DT!? U s unknown  coedge  t l : X u  edge  ;-DT! v-DT!? W w unknown  edge  g]FQZ ;2{rt@ Q x tangent  point  ~@0@ point  ?0@ coedge  q ? b y ]  loop  U D straight curve  ?~@˛ k@? ftreemeg attrib  D face z { |  } cone surface  @~@˛ k@?;f;f?? ??  coedge  H ~ \ y E  coedge  L Q G d R  edge  N̘P? gJd~@ c unknown  coedge  ~ H E  pcurve    exppc nubs?? spline  ref  vertex  Y intcurve curve   parcur?) %? spline  ref null_surface nubs?? nullbs    point  ?~@Md]@straight curve  ?0@?  point  ?#8uw? coedge  W Q Y u FldTmpmeg attrib  R face  R   coedge  T p |  edge  v r? o unknown  coedge  U \ ]  vertex  ellipse curve  @~@0@;f;f??  coedge  W u  loop  W  vertex  ellipse curve  @~@0@;f;f?? straight curve  <~@˛ k@?  edge   J \ unknown ftreemeg attrib  ` face    loop  ` plane surface  @ ~@0@??  coedge  b e E  pcurve    exppc nubs?? spline  ref straight curve  ?E4"d?  coedge  l t e u  edge   g unknown  pcurve    exppc nubs???? spline  ref  point  ~@Md]@FldEntIdmeg attrib  nplane surface  0~@|,A]@?  coedge  o |  coedge  o | straight curve  @0~@0@  coedge  q  edge  r2{rt Z@ tangent  edge  r@ @ unknown  point  @ ~@0@ coedge  t  edge  v2{rt Z@ tangent  face  n u   edge  v@ @ unknown  point  @0~@0@ vertex  intcurve curve   parcur??(b???) %? spline  ref null_surface nubs?? nullbs   ftreemeg attrib  { face    loop  { plane surface  @ ~@ Sot@?@Al@Alӿ  coedge  ~  edge   ? unknown  pcurve    exppc nubs???? spline  ref  vertex  intcurve curve   parcur??(b???ߐ&JKd0? spline  ref null_surface nubs???? nullbs   ftreemeg attrib  ncX̀ coedge  |  coedge   coedge   coedge   loop  straight curve  @ ~@˛ k@  vertex  straight curve   ~@0@?  coedge   loop  straight curve  @0~@˛ k@ ftreemeg attrib  cone surface  @~@˛ k@?;f;f?? ??  vertex  straight curve  0~@0@?  edge  R> @ !$v@ unknown  point  @ ~@#]@FldEntIdmeg attrib   face   plane surface  @ ~@#yt@??  coedge   coedge  intcurve curve   parcur?) %? spline  ref null_surface nubs???? nullbs    edge  R> @ !$v@ unknown  point  @0~@#]@ coedge   edge   ? unknown  coedge   coedge  FldTmpmeg attrib   edge  $X+=@ NNo@ tangent  point  @ ~@0@FldTmpmeg attrib   face    edge  $X+=@ NNo@ tangent  point  @0~@0@ vertex  straight curve   ~@|,A]@@Al?? ftreemeg attrib  cX̀ftreemeg attrib   face    loop  plane surface  @ ~@0@??  coedge   vertex  straight curve  0~@|,A]@@Al??  coedge   coedge  straight curve  @0~@0@  coedge   coedge  straight curve  @ ~@؉؝r@? FldEntIdmeg attrib  plane surface  @0~@#yt@?? straight curve  @0~@؉؝r@?  point  @ ~@ Sot@ftreemeg attrib   face    loop  spline surface   netsur  straight@ ~@ Sot@?  ?;'p,s? straightџ' @?3OP~@9ut@:f?<f? <f&= ?? straight@~@>>vt@? P= ? ellipse@~@9Ikt@-mvɿ!%A?Ę? @ *~@~rt@PQ @^$~@~rt@t@5Sc'~@lftt@^@vJZ,~@lftt@,tsU @I~@,Xtt@>S@CQ;!~@,Xtt@D0@ %~@,Xtt@V|@ 6)~@,Xtt@!' @@H~@YXut@{@` ~@YXut@])e@y$~@XXut@W5BN@j1/(~@XXut@+? @rz~@ut@Kn@"IN~@ut@d6;I@-lT!#~@ut@O~8l%@ r&~@ut@.\| @!e~@dܺut@q|@02~@dܺut@v[@I="~@dܺut@]:@DC\K&~@dܺut@2[@!>8~@E-ITvt@y@7#c8~@E-ITvt@ @-EF ~@E-ITvt@Ae@B|Nq#~@E-ITvt@V(@aO8~@vt@ݛ_?@j~@vt@ @~@vt@FQ@؟q ~@vt@@ 8^~@%p vt@I\z[@{%+~@%p vt@@{~O~@%p vt@s9V@q~@%p vt@@,a/~@HQBvt@@f~@HQBvt@WUUUU@ ~@HQBvt@@X<^~@HQBvt@@~@>>vt@@~@>>vt@WUUUU@~@>>vt@@~@>>vt@@ o3.??;'p,s??  coedge   edge   ? unknown  point  @0~@ Sot@ coedge   coedge   edge  -DT! -DT!? unknown  coedge   edge  -DT! -DT!? unknown  coedge   loop   coedge   loop  ftreemeg attrib  cX̀ftreemeg attrib   face   cone surface  @~@؉؝r@?;f?;f?? ??  coedge   coedge   pcurve    exppc nubs?? spline  ref  intcurve curve   parcur ?@ o3.? spline  ref  null_surface nubs?? nullbs    coedge      edge   ?  unknown  coedge     vertex   ellipse curve  @~@0@;f?;f??  coedge     vertex   ellipse curve  @~@0@;f?;f??  edge     unknown  edge     unknown  face    ftreemeg attrib   face       loop   plane surface  ??{V?G|\?D%ܨ G%ܨ G|\ؿ  coedge     pcurve    exppc nubs?? spline  ref   pcurve    exppc nubs???? spline  ref   coedge       coedge       loop    straight curve  @~@0@  coedge       edge  NNo _F{=  ! tangent  edge  @ "~@  # unknown  point  @~@0@ coedge   $  %  edge  NNo _F{=  & tangent  edge  @ '~@  ( unknown  point  @~@0@ vertex  ) *intcurve curve   parcur???;'p,s???@ o3.? spline  ref  null_surface nubs?? nullbs    vertex  + ,intcurve curve   parcur???;'p,s???C6? spline  ref  null_surface nubs???? nullbs   ftreemeg attrib  cone surface  @~@؉؝r@?;f?;f?? ?? ftreemeg attrib   face - . /  0  loop  1 plane surface  ??0@?  coedge  2 3 4 5  coedge  6 7  8  edge   ?  9 unknown  pcurve    exppc nubs???? spline  ref   coedge    : ;   coedge   <     coedge  =    %  face > ?   @  coedge  <  7 )   loop A < B straight curve  @~@؉؝r@  vertex  C Dstraight curve  @0~@0@  coedge   = 6 + %  loop E = F straight curve  @~@؉؝r@  vertex  G Hstraight curve  @0~@0@  edge  G[d@ I}c4J~@  J unknown  point  @~@>>vt@ edge  G[d@ K}c4J~@ $ L unknown  point  @~@>>vt@ftreemeg attrib   face M  N  O  loop  P  plane surface  @?0@??  coedge  Q R S T   coedge  U  V W  coedge   U Q X  coedge  S Y  5 N  edge  Zd@U@ [բ@@ 4 \ unknown  coedge  ]  $ + 8  coedge   ]  ) 8  loop  7 ? intcurve curve   parcur?@ o3.? spline  ref  null_surface nubs???? nullbs    coedge  ^ _  ; `  edge  ' "? : a unknown  coedge    b C   coedge  $  c G % ftreemeg attrib   face d B 8  e plane surface  @~@0@?? FldTmpmeg attrib   face f g   h  edge  I`@ ":#y@ < i tangent  point  @@0@FldTmpmeg attrib  % face j k %  l  edge  K`@ ':#y@ = m tangent  point  @@0@ vertex  C nstraight curve  @0~@#yt@ON  vertex  G ostraight curve  @0~@#yt@ON ftreemeg attrib  p .cX̀ loop q Y . plane surface  ?  coedge  r s t u /  coedge  v 1 3 X   coedge  1 v r w   coedge  t 4 1 T N  edge  x a* [ S y unknown  coedge  3 2 z {  coedge  | } 2 W ~  edge   Z V  unknown  edge   [? 3  unknown  coedge  4 t   N  vertex  5  vertex  T straight curve  @?p@F%ܨ G|\ؿ  coedge  7 6   8  coedge   :   `  coedge  :    `  loop  ^  straight curve  @@0@<  coedge    < C   coedge    = G  ftreemeg attrib  ?plane surface  @@rՅp@N?O FldEntIdmeg attrib   B face   ~   plane surface  @Z:~8<p@?Z:~8 straight curve  @?`@? FldEntIdmeg attrib   F face     plane surface  @p@?Z:~8 straight curve  @?`@?  point  @@rՅp@ point  @@rՅp@FldEntIdmeg attrib  M .FldTmpmeg attrib  N coedge   P R w /  coedge  P    /  coedge  Y S P u N  edge  @ x @ t  unknown  coedge  R Q     edge   x? R  unknown  vertex  T straight curve  ??{V?  coedge    U {   edge  d@U@ բ@@ z  unknown  coedge   V   ~  coedge  V    ~  loop  | g  pcurve    exppc nubs???? spline  netsur straight@@rՅp@?  ?3? straightϟ' @b̰?wwKp@9f?=f  R?? straight@UT`p@   ellipse@@kuFQp@X|h# -ǿ5Ѣ%?y!?|1[`L#?tt?5Ѣ%?  h"zcҿ? ellipse@@kuFQp@_AFxؿ_toX?x!?1[`L#?tt?soX? ĵ "zcҿ????(???null_lawnull_lawnull_lawnull_law nubs???3????@@rՅp@@@rՅp@UUUUU@@rՅp@@@rՅp@@Ut0?p@@4w?p@UUUUU@@=?p@@~ a?p@QV@9捋?(*p@(X@9?(*p@@Vsۆ?(*p@ޅ@_s?(*p@]-@ZUP?qKQp@!u@b8 ?qKQp@fg=@?qKQp@Z1@nf?qKQp@{M@>i+q?EkDp@,h>@H@?EkDp@ջ@a@+@C?EkDp@l@jY?EkDp@ΆA@np?Io@Hp@nV@:F?Io@Hp@4l@\ٙ?Io@Hp@ܝ ?@5í?Io@Hp@;] @IN?7ssp@_q@'4e?7ssp@T@bTRY?7ssp@w@s+'u8?7ssp@ l @)j9?Mվp@u@TQ?Mվp@y\S@]~?Mվp@60@Aa>@?Mվp@ y @d5Zq? ^p@"`@*,? ^p@i 8@[y? ^p@H@h? ^p@ΑP @]X ?_dp@ᐷG@ ?_dp@J:@R?_dp@#=j@[l -?_dp@) @0/?xk 6p@Ua @'|+?xk 6p@ ^@cW?xk 6p@fS@$S?xk 6p@E;! @]W*]?x Bۿp@ω@ԥ @',oN?x Bۿp@(#B @^9?x Bۿp@vB @xkוJ?x Bۿp@1@?p@WȒcU @ZUUUUU?p@  @CUUUUU?p@s9c @ {3p@@?UT`p@@TUUUUU?UT`p@@LUUUUU?UT`p@@UT`p@>AZ82??3??  vertex  { intcurve curve   parcur?>AZ82? spline  ref null_surface nubs???? nullbs    vertex   straight curve  ?{V??  coedge    Y    edge  :#y Z` Y  tangent  point  @?UT`p@ point  ??{V? coedge  } | ]  ~  edge  I K?   unknown  coedge  _ ^ s  `  coedge  b  ^    edge  "-DT! -DT!?   unknown  coedge   c _    edge  '-DT! -DT!?   unknown  face   `    coedge   b |    loop     coedge  c  }    loop    ftreemeg attrib  f BcX̀ftreemeg attrib  gspline surface   ref ftreemeg attrib  j FcX̀ftreemeg attrib   kcX̀ loop   k plane surface    coedge  s r   /  edge   ?   unknown  vertex  u straight curve  @?0@  coedge  z  v    edge   a*    unknown  vertex   straight curve  ?0@?  point  ??0@ coedge   z    straight curve  @p@F%ܨ G|\ؿ  edge  Z I   unknown  pcurve    exppc nubs?? spline  ref  edge   K   unknown  pcurve    exppc nubs???? spline  ref  point  @UT`p@ point  ?{V?straight curve  @?`@  pcurve    exppc nubs?? spline  ref intcurve curve   parcur?>AZ82? spline  ref null_surface nubs?? nullbs   ellipse curve  @@0@;f?;f?  coedge        vertex   ellipse curve  @@0@;f?;f? ftreemeg attrib   face      plane surface  @@0@??  face  F    FldEntIdmeg attrib   kFldTmpmeg attrib   coedge        edge  @  @   unknown straight curve  @?0@  point  @?0@straight curve  ?{V?  point  ?0@ edge  :#y `   tangent intcurve curve   parcur??3????>AZ82? spline  ref null_surface nubs?? nullbs   intcurve curve   parcur??3????ae;? spline  ref null_surface nubs???? nullbs    point  @0@ftreemeg attrib  cone surface  @@`@;f?;f? ?@ ftreemeg attrib  cone surface  @@`@;f?;f? ?@ straight curve  @0@ straight curve  @`@  End-of-ACIS-dataT*Falten - ExtrahierenR$?t @Hp@?ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface  ?~@0@?? ftreemeg attrib   face       loop    spline surface   netsur straight~@Md]@  (b? straightb̰??3OP~@&UO]@;f;f? ;f< ?? straight@ ~@#]@?  ? ellipse@~@0]@Gs+࿑0Aؿ@?nC=s鿹eXf3-R@? פ  ϗ? ellipse@~@0]@MQӿe̿{?_C=seXf3-R{? פ  ϗ???????null_lawnull_lawnull_lawnull_law nubs???(b????~@Md]@TUUUUU?~@Md]@TUUUUU?~@Md]@~@Md]@?#~!~@gp#i]@SUUUUU?6{@~@gp#i]@KUUUUU?9 ~@gp#i]@GC~@gp#i]@aCn?y_C~@TH4on]@GcK?!Y6~@TH4on]@Б:Y2?K~@TH4on]@txЭ?@3~@TH4on]@v_?¸\2~@ޒew]@٪?2~@ޒew]@MT9?8[~@ޒew]@q(?qEd~@ޒew]@8H.?J!~@hz]@!'?Bg~@hz]@Əu?7DA~@hz]@Arp?-C ~@hz]@}ǁV?`j~@_8]@s1=?~@_8]@"?Nd ~@_8]@<DM?r #~@_8]@I)?Ǜ~@]@r(?3cr %~@]@ҍ?&hJ!~@]@HJ?<2_7%~@]@k u3?ی~@]+;]@ot?sa!~@]+;]@Y]W?f-Db%~@]+;]@%/Թ? )~@]+;]@)?_~@-[MH]@< X?0تı"~@-[MH]@(aGB??`'~@-[MH]@%R1?.; ,~@-[MH]@_i?Qw~@Tv]@o?+H$~@Tv]@'?N*~@Tv]@VӲ? 2/~@Tv]@x W? ~@,]@T(I>?UUUUU%~@,]@Vf?*~@,]@?0~@,]@? ~@#]@?UUUUU%~@#]@?*~@#]@?0~@#]@) %??(b??  coedge       ftreemeg attrib   face       loop   cone surface  @~@˛ k@?;f;f?? ??  coedge       coedge  !  " #   coedge   ! $ %   coedge  & '     edge  (-DT! )-DT!?  * unknown ftreemeg attrib   face + , -  .  loop  /  plane surface  @ ~@0@??  coedge  0  1 2 3 coedge   0 4 5 6 coedge  ' &     edge  7 8  9 unknown  pcurve    exppc nubs?? spline  ref  coedge    : ;   coedge  / <  #   edge  = )? " > unknown  coedge  ? @  % A  edge  ( B? $ C unknown  coedge    D E   coedge    F G   vertex  E H vertex  I Jellipse curve  @~@0@;f;f?? ftreemeg attrib   face K L M  N  loop  O  plane surface  @ ~@ Sot@?@Al@Alӿ  coedge  P " Q I   coedge    R S T coedge  U V  2 W  edge  X 8 1 Y unknown  pcurve    exppc nubs?? spline  ref  coedge  Z O  5 -  edge  7 [? 4 \ unknown  pcurve    exppc nubs???? spline  ref  vertex  ] ^ vertex  E _intcurve curve   parcur??(b???) %? spline  ref null_surface nubs?? nullbs    coedge  ` a ! ; b  edge  B-DT! =-DT!? : c unknown  coedge  " P d e   vertex  e fstraight curve  @0~@0@  coedge  g $ h i A  coedge  $ g j k A  loop  @ l  vertex  m nstraight curve  ?~@0@  coedge  j o & E p  edge  8]FQZ (2{rt@ D q tangent  coedge  r Q ' G M  edge  )2{rt 7Z@ F s tangent  point  ?~@0@ edge  )@ t@ Q u unknown  point  @ ~@0@FldEntIdmeg attrib  v , face w x y  z  loop  { , plane surface  @ ~@#yt@??  coedge  4 | r ] -  coedge  < / } ~   coedge  F { / I M  coedge  a ` 0 S b  edge  [ X R  unknown  pcurve    exppc nubs???? spline  ref  coedge  1 o W  coedge  1 W  loop  U  vertex  m intcurve curve   parcur?) %? spline  ref null_surface nubs?? nullbs    coedge  | 4 -  vertex  intcurve curve   parcur?) %? spline  ref null_surface nubs???? nullbs    edge  7R> @ !$v@ r unknown  point  @ ~@#]@ point  ?~@Md]@ coedge  R : b  coedge  : R m b  loop  : ellipse curve  @~@0@;f;f??  coedge  < e  edge  =@ @ d unknown  point  @0~@0@ coedge  @ ? A  coedge  ? i  edge  @ B~@ h unknown  coedge  D @ k p  edge  @ (~@ j unknown  face  A   edge  X]FQZ B2{rt@ tangent  point  ~@0@ coedge  D U p  loop  straight curve  ?~@˛ k@?  coedge  { F O ] M straight curve  @ ~@˛ k@  vertex  straight curve   ~@0@? ftreemeg attrib  K ,cX̀ftreemeg attrib  L face    loop  L plane surface  @ ~@0@??  coedge  Q r M  coedge  O Z -  coedge  P ~ y  edge   t? } unknown intcurve curve   parcur??(b???ߐ&JKd0? spline  ref null_surface nubs???? nullbs    coedge  V U W  edge  ?x@ 8Jd~@ o unknown  coedge  V  edge  ?x@ XJd~@ unknown  face  l W   point  ~@Md]@ coedge  Z  edge  [R> @ !$v@ unknown  point  @0~@#]@ vertex  straight curve   ~@|,A]@@Al??  coedge  d `  edge  =2{rt [Z@ tangent  coedge  h a m  face  b   coedge  d  loop   vertex  straight curve  0~@0@?  coedge  g  edge   ? unknown  coedge  h  loop   vertex  i straight curve  0@?  coedge  o j p  vertex  k straight curve  ?0@? ftreemeg attrib  l face  p  plane surface  ?@0@?? straight curve  ~@˛ k@?  edge  $X+=@ tNNo@ { tangent  point  @ ~@0@ftreemeg attrib  x face    loop  x spline surface   netsur  straight@ ~@ Sot@?  ?;'p,s? straightџ' @?3OP~@9ut@:f?<f? <f&= ?? straight@~@>>vt@? P= ? ellipse@~@9Ikt@-mvɿ!%A?Ę? @ *~@~rt@PQ @^$~@~rt@t@5Sc'~@lftt@^@vJZ,~@lftt@,tsU @I~@,Xtt@>S@CQ;!~@,Xtt@D0@ %~@,Xtt@V|@ 6)~@,Xtt@!' @@H~@YXut@{@` ~@YXut@])e@y$~@XXut@W5BN@j1/(~@XXut@+? @rz~@ut@Kn@"IN~@ut@d6;I@-lT!#~@ut@O~8l%@ r&~@ut@.\| @!e~@dܺut@q|@02~@dܺut@v[@I="~@dܺut@]:@DC\K&~@dܺut@2[@!>8~@E-ITvt@y@7#c8~@E-ITvt@ @-EF ~@E-ITvt@Ae@B|Nq#~@E-ITvt@V(@aO8~@vt@ݛ_?@j~@vt@ @~@vt@FQ@؟q ~@vt@@ 8^~@%p vt@I\z[@{%+~@%p vt@@{~O~@%p vt@s9V@q~@%p vt@@,a/~@HQBvt@@f~@HQBvt@WUUUU@ ~@HQBvt@@X<^~@HQBvt@@~@>>vt@@~@>>vt@WUUUU@~@>>vt@@~@>>vt@@ o3.??;'p,s??  coedge  } y  coedge  {  coedge  |  edge   ? unknown  coedge  } y straight curve  @0~@0@  coedge   edge    unknown  vertex  straight curve  ??E4"d?  vertex  straight curve  ?E4"d? ftreemeg attrib  plane surface  ?~@Md]@A4"d?  vertex  straight curve  0~@|,A]@@Al??  point  @ ~@ Sot@straight curve  @0~@˛ k@ ftreemeg attrib  cone surface  @~@˛ k@?;f;f?? ??  coedge   edge  $X+=@ NNo@ tangent  face    point  @0~@0@ coedge   coedge   loop  straight curve  ?@0@  coedge   edge  plw~ \EM@ tangent  face    point  @0@ coedge   edge  plw~ \EM@ tangent  point  ?@0@FldEntIdmeg attrib   face   plane surface  ?0~@|,A]@? straight curve  @ ~@؉؝r@? ftreemeg attrib   face    loop  cone surface  @~@؉؝r@?;f?;f?? ??  coedge     coedge    y  coedge    edge  t-DT! -DT!?  unknown  coedge     coedge     pcurve    exppc nubs?? spline  ref  intcurve curve   parcur ?@ o3.? spline  ref  null_surface nubs?? nullbs    coedge    edge  -DT! -DT!?  unknown  coedge     coedge     loop    pcurve    exppc nubs???? spline  netsur  straight@?n?  ?tF? straight b̰?,b̰?Fu?;f;f< ;f< ?? straight?'/I?   ellipse@@Be@*?1/㿐0cֿfz?DfB/(9#fz? I R5V?? ellipse@@Be@*?ؿۇӾ+̿ e?EfB/(9# e? δ R5V????????null_lawnull_lawnull_lawnull_law nubs????tF???@?m?@YUUUUU?m?@ZUUUUU?m?@<m?2ٳ??["^?jkO?XUUUUU?^"^?u ?YUUUUU?W"^?aHg?<Z"^?Jp?q}2L_?S j?y^?q֮T?V j?(h?`6X?P j? ?v ӧ?S j?V|5?Xг "z?M?B*?=!G?M?u"$x?* ]+?M?&4k?e= ?M?$]M?r?xz?ۆ?wBq?xz?eq[0?Tm?xz?Sv+?p(?xz?=Hߘ?ɧP?w21f?-rl?5j?{21f?SWSL?ih?21f?!}cBL?>>?21f?(i"B?3wx?q]?DV?@;?q]?R˵Dz?(w?q]??mIKS?q]?˃O?x{?sv?V _0?$?sv?i|?`5?sv?Tr">?,?sv?Gk?Xy?ϛM?N0 ?O'c?ϛM?3xdנ?m?ϛM?Cb'?c#V?ϛM?>EN?UA?P?w%!U&?W?V?~iI??W?(r? rD?]?[ %?4 z-?ZM?KQV?#+2?ZM??r\{6?ZM?քj.?0  vertex  ? @ellipse curve  @~@0@;f?;f??  coedge  A B C edge   D E unknown  pcurve    exppc nubs?? spline  ref   edge   F G unknown  pcurve    exppc nubs???? spline  ref   face H %  I  face J  K ftreemeg attrib  cX̀ coedge  L *   edge   ? M unknown  coedge  N O  vertex  O Pellipse curve  @@0@;f;f?  coedge  Q R  vertex  R Sellipse curve  @@0@;f;f? ftreemeg attrib  plane surface  @?0@??  face T U  V ftreemeg attrib  cX̀ftreemeg attrib   face W  X  Y  loop  Z cone surface  @@`@;f?;f? ?@  face [   \ ftreemeg attrib   face ] ^  _  loop  ` plane surface  @?n?G|\?F%ܨ F%ܨ G|\ؿ  coedge   a b c ftreemeg attrib   face d e f  g  loop  h plane surface  @@rՅp@N?O  coedge  i  j 9  coedge  k h  1 -  edge  3 ;? 0 l unknown  pcurve    exppc nubs???? spline  ref   vertex  m nintcurve curve   parcur???;'p,s???@ o3.? spline  ref  null_surface nubs?? nullbs    coedge   i o ? straight curve  @~@0@  coedge  p j  8 f  edge  NNo 3_F{= 7 q tangent  edge  @ r~@ j s unknown  point  @~@0@ vertex  t uintcurve curve   parcur???;'p,s???C6? spline  ref  null_surface nubs???? nullbs    coedge  o v  > X  edge  NNo ;_F{= = w tangent  edge  @ x~@ o y unknown  point  @~@0@ coedge  ` z  B (  edge  D F?  { unknown  pcurve    exppc nubs?? spline  ref   vertex  R |intcurve curve   parcur???tF???Vy1? spline  ref  null_surface nubs?? nullbs    vertex  O }intcurve curve   parcur???tF???36:? spline  ref  null_surface nubs???? nullbs   ftreemeg attrib  spline surface   ref  ftreemeg attrib  cone surface  @~@؉؝r@?;f?;f?? ??  coedge  a  ~  straight curve  @0@?  coedge   ~  O   edge  FIJƃM plw~@ N  tangent  point  @0@ coedge  b   R ^  edge  DIJƃM plw~@ Q  tangent  point  @?0@ftreemeg attrib   face     cone surface  @@|,AM@?;f;f? ?? FldEntIdmeg attrib   " loop   " plane surface  @p@?Z:~8  coedge      # ftreemeg attrib  %cone surface  @@|,AM@?;f;f? ?? FldEntIdmeg attrib   ' loop  Q ' plane surface  ?  coedge   A   (  coedge  * L    coedge   Q * c ^  edge  @ @ b  unknown FldEntIdmeg attrib   , face       loop   , plane surface  @Z:~8<p@?Z:~8  coedge  0  p m -  coedge  5 /    coedge  7  / 9 f  coedge   0 v t - intcurve curve   parcur?@ o3.? spline  ref  null_surface nubs???? nullbs    edge  3G[d@ }c4J~@ p  unknown  point  @~@>>vt@ coedge   = 5 ? X  coedge   7 h m f straight curve  @~@؉؝r@  vertex   straight curve  @0~@0@  edge  ;G[d@ }c4J~@ v  unknown  point  @~@>>vt@ coedge  =  k t X straight curve  @~@؉؝r@  vertex   straight curve  @0~@0@  coedge  A    ( intcurve curve   parcur?Vy1? spline  ref  null_surface nubs?? nullbs    point  @?n? point  @n? coedge  N  L    edge  @ @ ~  unknown  coedge   N z    loop  N U straight curve  @<|,AM@?  coedge  Q  `  ^ straight curve  @?|,AM@? FldEntIdmeg attrib   Uplane surface   ftreemeg attrib  W "cX̀ coedge  v o   X  coedge   Z   #  coedge  Z    #  coedge    Z    edge    Z  unknown ftreemeg attrib  ] 'cX̀ coedge  z `   (  edge  d@U@ D/볅@   unknown  coedge    a    edge   ? a  unknown  coedge   b   ^  vertex  c straight curve  @?0@ ftreemeg attrib  d ,cX̀ftreemeg attrib  e face       loop   e spline surface   netsur straight@@rՅp@?  ?3? straightϟ' @b̰?wwKp@9f?=f  R?? straight@?UT`p@ < ? ellipse@@kuFQp@X|h# -ǿ5Ѣ%?y!?|1[`L#?tt?5Ѣ%?  h"zcҿ? ellipse@@kuFQp@_AFxؿ_toX?x!?1[`L#?tt?soX? ĵ "zcҿ????(???null_lawnull_lawnull_lawnull_law nubs???3????@@rՅp@@@rՅp@UUUUU@@rՅp@@@rՅp@@Ut0?p@@4w?p@UUUUU@@=?p@@~ a?p@QV@9捋?(*p@(X@9?(*p@@Vsۆ?(*p@ޅ@_s?(*p@]-@ZUP?qKQp@!u@b8 ?qKQp@fg=@?qKQp@Z1@nf?qKQp@{M@>i+q?EkDp@,h>@H@?EkDp@ջ@a@+@C?EkDp@l@jY?EkDp@ΆA@np?Io@Hp@nV@:F?Io@Hp@4l@\ٙ?Io@Hp@ܝ ?@5í?Io@Hp@;] @IN?7ssp@_q@'4e?7ssp@T@bTRY?7ssp@w@s+'u8?7ssp@ l @)j9?Mվp@u@TQ?Mվp@y\S@]~?Mվp@60@Aa>@?Mվp@ y @d5Zq? ^p@"`@*,? ^p@i 8@[y? ^p@H@h? ^p@ΑP @]X ?_dp@ᐷG@ ?_dp@J:@R?_dp@#=j@[l -?_dp@) @0/?xk 6p@Ua @'|+?xk 6p@ ^@cW?xk 6p@fS@$S?xk 6p@E;! @]W*]?x Bۿp@ω@ԥ @',oN?x Bۿp@(#B @^9?x Bۿp@vB @xkוJ?x Bۿp@1@?p@WȒcU @ZUUUUU?p@  @CUUUUU?p@s9c @ {3p@@?UT`p@@TUUUUU?UT`p@@LUUUUU?UT`p@@UT`p@>AZ82??3??  coedge  j p   f  coedge  h k   -  coedge    i    edge  x r?   unknown  vertex   straight curve  @0~@#yt@ON  edge  `@ r:#y@   tangent  point  @@0@ vertex   straight curve  @0~@#yt@ON  edge  `@ x:#y@   tangent  point  @@0@ edge  d@U@ F/볅@   unknown  coedge  ~      vertex   straight curve  @0@ ftreemeg attrib   UcX̀ coedge      #  edge  :#y `   tangent  coedge        coedge        pcurve    exppc nubs???? spline  ref  vertex   intcurve curve   parcur??3????ae;? spline  ref null_surface nubs???? nullbs    edge   ?   unknown  vertex   straight curve  @?p@F%ܨ G|\ؿ  coedge        coedge        loop    straight curve  @0@?  coedge        edge  :#y `   tangent  point  @?0@ftreemeg attrib   face     plane surface  @@0@??  coedge        coedge        edge   ?   unknown straight curve  @@0@<  point  @@rՅp@straight curve  @?`@?  point  @@rՅp@straight curve  @?`@? straight curve  @p@F%ܨ G|\ؿ  point  @0@ edge  x-DT! -DT!?   unknown straight curve  @`@  pcurve    exppc nubs???? spline  ref  pcurve    exppc nubs?? spline  ref  point  @UT`p@intcurve curve   parcur ?>AZ82? spline  ref null_surface nubs???? nullbs    point  @?UT`p@ coedge        edge  r-DT! -DT!?   unknown  coedge        loop    straight curve  @?`@ ftreemeg attrib  cone surface  @@`@;f?;f? ?@  edge      unknown  pcurve    exppc! nubs?? spline  ref intcurve curve   parcur"?>AZ82? spline  ref null_surface nubs?? nullbs   ellipse curve  @@0@;f?;f? ellipse curve  @@0@;f?;f? intcurve curve   parcur#??3????>AZ82? spline  ref null_surface nubs?? nullbs    End-of-ACIS-dataTD$?t @Hp@?!@0~@#yt@@p@@0~@0@@0@0~@|,A]@0~@0@0@3!_DcX̀1!_DcX̀cX̀cX̀cX̀DD$?t @Hp@?@/kT1j@0~@|,A]@@0~@#yt@0~@0@@0~@0@0@@0@1!_DcX̀cX̀cX̀cX̀cX̀D?t @Hp@?@@0~@0~@0@@0@@0~@0@0~@0@cX̀cX̀cX̀cX̀cX̀cX̀0@?Q@0~@?E4"d?l7R?X?w8Dҿt@X@pb@1!_DONpd~w񧿭*ROI?y @)ڿ3!_DcX̀@0~@#yt@cX̀0~@|,A]@cX̀@p@cX̀4!_DR4ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  @0~@#yt@?? ftreemeg attrib   cX̀FldEntIdmeg attrib    face       loop    plane surface  0~@|,A]@?  coedge      ftreemeg attrib  cX̀FldEntIdmeg attrib    face      loop   plane surface  @p@?Z:~8  coedge     coedge  !   "   coedge   ! # $   edge  % &_.J"@  ' unknown ftreemeg attrib   cX̀FldEntIdmeg attrib  (  loop  )  plane surface    coedge  # * +   coedge  ,  - .  coedge   ,  "  edge  / %7`"@  0 unknown  coedge    1   edge  % 24z@  3 unknown  coedge  4   $   edge  & 5 k@ # 6 unknown  vertex  7 vertex  + 8straight curve  0~@|,A]@@Al?? ftreemeg attrib   cX̀ coedge  9 - :   coedge   4 9 ;   edge  & <4Xrrj~@  = unknown  coedge    >  coedge  ) ?  .   edge  / @0@ - A unknown  vertex  : Bstraight curve  ?E4"d?  edge  2 5@ ! C unknown  vertex  " Dstraight curve  0~@|,A]@?  coedge  * # E   vertex  $ Fstraight curve  @0~@#yt@?  point  0~@|,A]@ point  @0~@#yt@ coedge  ? ) * ;   edge  < /H^@Ņ@ ) G unknown  edge  H <sGq@ 9 I unknown  vertex  : Jstraight curve  @0~@#yt@ON  edge  @ 20~@ , K unknown  coedge  - 9 L   vertex  . Mstraight curve  ?  point  straight curve  0~@0@?  point  0~@0@ edge  5 H0~@ 4 N unknown  point  @0~@0@straight curve  @p@F%ܨ G|\ؿ  vertex  ; Ostraight curve  @0@  point  @p@straight curve  0@?  edge  H @@ ? P unknown  point  0@straight curve  @0~@0@  point  @0@straight curve  @0@  End-of-ACIS-data< ????@0?cX̀cX̀cX̀cX̀cX̀cX̀@!_DRACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib  cX̀ face     loop    plane surface  0~@|,A]@? FldEntIdmeg attrib   FldEntIdmeg attrib    face       loop    plane surface  @0~@#yt@?? FldTmpmeg attrib   coedge      ftreemeg attrib  cX̀FldEntIdmeg attrib    face      loop  plane surface  @p@?Z:~8 FldTmpmeg attrib   coedge  ! " #  coedge  $  %   coedge   $ &   edge  'M- (  ) unknown ftreemeg attrib   cX̀FldEntIdmeg attrib  *  loop + ,  plane surface   FldTmpmeg attrib   coedge  - . /   coedge  0  $ 1  coedge   0 - 2  edge  3 4_.J"@  5 unknown  coedge    ! 1   edge  (? 60~@  7 unknown  edge  '̘P? 37`"@  8 unknown  vertex  & 9 vertex  % :straight curve  ?0@? M- ftreemeg attrib   cX̀FldTmpmeg attrib   coedge  ; < =   coedge  > " 2   coedge  > ? @   edge  4 A4Xrrj~@ B unknown  coedge  " ! C  edge  3 64z@ $ D unknown  edge  4 E k@ - F unknown  vertex  & G vertex  / Hstraight curve  0~@|,A]@@Al??  vertex  1 Istraight curve  0@? straight curve  ?E4"d?  point  ?#8uw? point  ?0@ coedge  ? , J   coedge  , ? K   edge  L a* M , N unknown  coedge  . - O   coedge  < ; . @   edge  P AsGq@ ? Q unknown  vertex  J Rstraight curve  @0~@#yt@ON  edge  6 E@ 0 S unknown straight curve  0~@|,A]@?  vertex  2 Tstraight curve  @0~@#yt@?  point  0~@|,A]@ point  @0~@#yt@ point  0~@0@ edge  A Mբ@@ ; U unknown  edge  P L @ < V unknown  vertex  = W vertex  = Xstraight curve  ?{V?  a*  edge  E P0~@ > Y unknown  vertex  @ Zstraight curve  @0@  point  @p@straight curve  0~@0@?  point  @0~@0@straight curve  @p@F%ܨ G|\ؿ straight curve  @0@  point  ?0@ point  ?{V?straight curve  @0~@0@  point  @0@ End-of-ACIS-data?0?cX̀cX̀cX̀cX̀cX̀cX̀F!_DR%$ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib    face     loop    plane surface  ?$8uw?<?? ftreemeg attrib    F!_Dftreemeg attrib   cX̀ face       loop    plane surface  0~@|,A]@?  coedge       FoldAttmeg attrib   FldEntIdmeg attrib  FldEntIdmeg attrib    face    !  loop " # plane surface  @0~@#yt@?? FldTmpmeg attrib   coedge  $ % & FoldAttmeg attrib    coedge  '  (   coedge   ) *   coedge + , $    edge  - .M @  / unknown ftreemeg attrib   cX̀FldEntIdmeg attrib  0  face 1 2  3  loop 4 5  plane surface  @p@?Z:~8 FldTmpmeg attrib   coedge  6 7 8   coedge    9  coedge   : ;  edge  <M- =M  > unknown  coedge  )  ?   edge  @ -?  A unknown  coedge   ' B   edge  . CK@  D unknown FoldAttmeg attrib  @& ? coedge  E  F  vertex  9 G vertex   Hstraight curve  ?g@? ftreemeg attrib   cX̀FldEntIdmeg attrib  I  loop J K  plane surface   FldTmpmeg attrib   coedge  L M N  coedge  O # : P   coedge  # O L Q   edge  R S_.J"@ # T unknown  edge  = -? $ U unknown  coedge  % V 6 P  edge  <̘P? R7`"@ % W unknown  vertex  ; X vertex  & Ystraight curve  ?0@? M-  edge  Z @hXM@ ' [ unknown  vertex  ? \straight curve  ??g@  edge  C ZMU@ ) ] unknown  vertex  * ^straight curve  ? @?  coedge  V , _  edge  . `? , a unknown  point  ?g@ point  ? @ftreemeg attrib  1 cX̀FldTmpmeg attrib  2 coedge  b c d 2  coedge  e 5 7 Q  coedge  5 e f g  edge  S h4Xrrj~@ 5 i unknown  coedge  7 6 j   edge  R k4z@ : l unknown  edge  S m k@ L n unknown  vertex  ; o vertex  N pstraight curve  0~@|,A]@@Al?? straight curve  ?g@  coedge  : E q straight curve  ?E4"d?  point  ?#8uw? point  ?g@ vertex  B rstraight curve  K@?L]9@&y p]Dٿ  point  ??g@straight curve  K@? @  point  K@? @ edge  ` s E > unknown  vertex  _ tstraight curve  ? @?  coedge  f K u 2  coedge  K f v 2  edge  w a* x K y unknown  coedge  M L z  coedge  c b M g 2  edge  { hsGq@ f | unknown  vertex  u }straight curve  @0~@#yt@ON  edge  k m@ O ~ unknown  vertex  P straight curve  0~@|,A]@?  vertex  Q straight curve  @0~@#yt@?  point  0~@|,A]@ point  @0~@#yt@ edge  s? k0~@ V unknown  point  K@?L]9@ vertex  q  point  ? @ edge  h xբ@@ b unknown  edge  { w @ c unknown  vertex  d  vertex  d straight curve  ?{V?  a*  edge  m {0~@ e unknown  vertex  g straight curve  @0@  point  @p@straight curve  0~@0@?  point  0~@0@ point  @0~@0@straight curve  0@?  point  ?0@straight curve  @p@F%ܨ G|\ؿ straight curve  @0@  point  ?0@ point  ?{V?straight curve  @0~@0@  point  @0@ End-of-ACIS-data?-DT!K@-DT!?-DT!?@@@@@K@E@7@K@?cX̀cX̀cX̀cX̀cX̀cX̀H!_DRt0p/ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib    face     loop    plane surface  ?@@<?< ftreemeg attrib    H!_DFldEntIdmeg attrib     face       loop    plane surface  ?$8uw?<??  coedge       FoldAttmeg attrib   ftreemeg attrib   F!_Dftreemeg attrib   cX̀ face  !  "  loop # $ plane surface  0~@|,A]@? FldTmpmeg attrib   coedge % & ' ( ) FoldAttmeg attrib    coedge  *  +   coedge   * ,   coedge - . /     edge  0 1}@  2 unknown FoldAttmeg attrib    FldEntIdmeg attrib   FldEntIdmeg attrib  3  face 4 5 6  7  loop 8 9  plane surface  @0~@#yt@?? FldTmpmeg attrib   coedge  : ; <  FoldAttmeg attrib    coedge  =  >  coedge   ? @  coedge A B :  )   edge  C DM @ ( E unknown  coedge    F   edge  G 0@e@  H unknown  edge  1 I@e@  J unknown FoldAttmeg attrib  @ ? coedge  K  L   coedge   M N   vertex  N O vertex   Pstraight curve  @@@? ftreemeg attrib   cX̀FldEntIdmeg attrib  Q  face R S  T  loop U V plane surface  @p@?Z:~8 FldTmpmeg attrib  ! coedge  W X Y !  coedge  ( $ Z   coedge  $ [ \   edge  ]M- ^M $ _ unknown  coedge  ? & `  edge  a C? & b unknown  coedge  ' = c  edge  D dK@ ' e unknown FoldAttmeg attrib  (@& ? coedge  f ( g   vertex  Z h vertex  ) istraight curve  ?g@?  edge  I G}@ * j unknown  vertex  F kstraight curve  @e@@@@  vertex  , lstraight curve  }@@@?  coedge  [ . m   edge  1 n@ . o unknown  coedge  / f p   edge  q 0@ / r unknown  point  @@@ point  }@@@ftreemeg attrib  4 cX̀FldEntIdmeg attrib  s 5 loop t u 5 plane surface   FldTmpmeg attrib  6 coedge  v w x 6  coedge  y 9 [ z !  coedge  9 y v { !  edge  | }_.J"@ 9 ~ unknown  edge  ^ C? :  unknown  coedge  ; K W z   edge  ]̘P? |7`"@ ; unknown  vertex  \  vertex  < straight curve  ?0@? M-  edge   ahXM@ = unknown  vertex  ` straight curve  ??g@  edge  d MU@ ? unknown  vertex  @ straight curve  ? @?  coedge  M B   edge  D ? B unknown  point  ?g@ point  ? @straight curve  @e@}@@@  point  @e@@@@ point  @e@}@@@ edge  n}@ 0~@ K unknown  vertex  m straight curve  }@@@  edge  ? q@ M unknown  vertex  p straight curve  @0@? ftreemeg attrib  R 5cX̀FldTmpmeg attrib  S coedge  S  coedge  V X { 6  coedge  V 6  edge  } 4Xrrj~@ V unknown  coedge  X W !  edge  | 4z@ [ unknown  edge  }  k@ v unknown  vertex  \  vertex  x straight curve  0~@|,A]@@Al?? straight curve  ?g@ straight curve  ?E4"d?  point  ?#8uw? point  ?g@ vertex  c straight curve  K@?L]9@&y p]Dٿ  point  ??g@straight curve  K@? @  point  K@? @ edge    f _ unknown  vertex  straight curve  ? @?  vertex  z straight curve  0@?  point  }@0@ vertex  p  point  @0@ coedge  u S  coedge  u S  edge   a*  u unknown  coedge  w v 6  coedge  w S  edge   sGq@ unknown  vertex  straight curve  @0~@#yt@ON  edge   @ y unknown straight curve  0~@|,A]@?  vertex  { straight curve  @0~@#yt@?  point  0~@|,A]@ point  @0~@#yt@ point  K@?L]9@ point  ? @ point  0~@0@ point  ?0@ edge   բ@@ unknown  edge    @ unknown  vertex   vertex  straight curve  ?{V?  a*  edge   0~@ unknown  vertex  straight curve  @0@  point  @p@straight curve  0~@0@?  point  @0~@0@straight curve  @p@F%ܨ G|\ؿ straight curve  @0@  point  ?0@ point  ?{V?straight curve  @0~@0@  point  @0@ End-of-ACIS-data-DT!@e@-DT!?-DT!?@@@@K@E@7@K@cX̀cX̀cX̀cX̀cX̀cX̀I!_DRd;`:ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  @0~@@@? ftreemeg attrib    I!_DFldEntIdmeg attrib     face       loop    plane surface  ?@@<?<  coedge       FoldAttmeg attrib   ftreemeg attrib   H!_DFldEntIdmeg attrib     face  !  "  loop # $ plane surface  ?$8uw?<?? FldTmpmeg attrib   coedge % & ' ( ) FoldAttmeg attrib    coedge  *  +   coedge   * ,   coedge - . /   0  edge  1 2}@  3 unknown FoldAttmeg attrib    ftreemeg attrib  4  F!_Dftreemeg attrib  5 cX̀ face 6 7 8  9  loop : ;  plane surface  0~@|,A]@? FldTmpmeg attrib   coedge < = > ? @  FoldAttmeg attrib    coedge  A  B  coedge   A C  coedge D E F  ) !  edge  G H}@ ( I unknown  coedge    J   edge  K 1K@  L unknown  edge  2 MK@  N unknown FoldAttmeg attrib  @ ? coedge  O  P 0  coedge   Q R 0  loop S T 7  vertex  R U vertex   Vstraight curve  @~@@@ FoldAttmeg attrib    FldEntIdmeg attrib   FldEntIdmeg attrib  W  face X Y 0  Z  loop [ \ plane surface  @0~@#yt@?? FldTmpmeg attrib  ! coedge  ] ^ _ ! FoldAttmeg attrib  $  coedge  ` $ a   coedge  $ b c   coedge d e ] $ @ !  edge  f gM @ ? h unknown  coedge  ' & i  edge  j G@e@ & k unknown  edge  H l@e@ ' m unknown FoldAttmeg attrib  (@ ? coedge  n ( o !  coedge  ( p q !  vertex  q r vertex  ) sstraight curve  @@@?  edge  M K}@ * t unknown  vertex  J ustraight curve  `@~@@@?  vertex  , vstraight curve  @@@@  coedge  w . x 0  edge  2 y@ . z unknown  coedge  / { | 0  edge  } 1@ / ~ unknown FldTmpmeg attrib  0 coedge  { w  0  point  @~@@@ point  @@@@ftreemeg attrib  6 cX̀FldEntIdmeg attrib  7 face   plane surface  @p@?Z:~8 FldTmpmeg attrib  8 coedge  8  coedge  ? ; !  coedge  ; !  edge  M- M ; unknown  coedge  b =   edge   f? = unknown  coedge  > `   edge  g K@ > unknown FoldAttmeg attrib  ?@& ? coedge  ? !  vertex   vertex  @ straight curve  ?g@?  edge  l j}@ A unknown  vertex  i straight curve  @e@@@@  vertex  C straight curve  }@@@?  coedge  E !  edge  H @ E unknown  coedge  F !  edge   G@ F unknown  point  @@@ point  }@@@straight curve  `@@@@?  point  `@~@@@ point  `@@@@ coedge  T O 0  edge  y~@ 0~@ O unknown  vertex  x straight curve  @@@@  coedge  Q T 0  edge   }@ Q unknown  vertex  | straight curve  @~@0@?  edge   4Xrrj~@ T unknown ftreemeg attrib  X 7cX̀FldEntIdmeg attrib  Y loop  Y plane surface    coedge  \ 8  coedge  \ { 8  edge   _.J"@ \ unknown  edge   f? ] unknown  coedge  ^ n !  edge  ̘P? 7`"@ ^ unknown  vertex   vertex  _ straight curve  ?0@? M-  edge   hXM@ ` unknown  vertex  straight curve  ??g@  edge   MU@ b unknown  vertex  c straight curve  ? @?  coedge  p e !  edge  g ? e unknown  point  ?g@ point  ? @straight curve  @e@}@@@  point  @e@@@@ point  @e@}@@@ edge  }@ 0~@ n unknown  vertex  straight curve  }@@@  edge  ? @ p unknown  vertex  straight curve  @0@?  coedge  w  edge   sGq@ unknown  vertex  straight curve  @0~@0@  point  @@0@ edge    k@ { unknown  vertex   point  @~@0@ vertex    vertex  straight curve  @0~@#yt@ON ftreemeg attrib  YcX̀FldTmpmeg attrib   coedge   coedge  8  edge   4z@ unknown  vertex  straight curve  0~@|,A]@@Al?? straight curve  ?g@ straight curve  ?E4"d?  point  ?#8uw? point  ?g@ vertex  straight curve  K@?L]9@&y p]Dٿ  point  ??g@straight curve  K@? @  point  K@? @ edge    unknown  vertex  straight curve  ? @?  vertex  straight curve  0@?  point  }@0@ vertex   point  @0@ coedge   coedge  straight curve  @0@  point  @0@straight curve  @0~@#yt@?  point  @0~@0@ point  @0~@#yt@ edge   բ@@ unknown  point  @p@ edge   a*  unknown  edge   @ unknown straight curve  0~@|,A]@?  point  0~@|,A]@ point  K@?L]9@ point  ? @ point  0~@0@ point  ?0@ edge    @ unknown  vertex  straight curve  @p@F%ܨ G|\ؿ  vertex  straight curve  ?{V?  a* straight curve  0~@0@? straight curve  @0@  point  ?{V? point  ?0@ End-of-ACIS-data-DT!K@-DT!?-DT!?@@@@K@E@7@K@ԩ?cX̀cX̀cX̀cX̀cX̀cX̀K!_DRTFPEACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  0~@H@? ftreemeg attrib    K!_DFldEntIdmeg attrib    face       loop    plane surface  @0~@@@?  coedge       FoldAttmeg attrib   ftreemeg attrib   I!_DFldEntIdmeg attrib     face  !  "  loop # $ plane surface  ?@@<?< FldTmpmeg attrib   coedge % & ' ( ) FoldAttmeg attrib    coedge  *  +   coedge   * ,   coedge - . /   0  edge  1 2@  3 unknown FoldAttmeg attrib    ftreemeg attrib  4  H!_DFldEntIdmeg attrib  5   face 6 7 8  9  loop : ;  plane surface  ?$8uw?<?? FldTmpmeg attrib   coedge < = > ? @  FoldAttmeg attrib    coedge  A  B  coedge   A C  coedge D E F  ) G  edge  H I}@ ( J unknown  coedge    K   edge  L 1K@  M unknown  edge  2 NK@  O unknown FoldAttmeg attrib  @& @ coedge  P  Q 0  coedge   R S 0  loop T U 7  vertex  S V vertex   Wstraight curve  @0~@H@? FoldAttmeg attrib    ftreemeg attrib  X  F!_Dftreemeg attrib  Y cX̀ face Z [ 0  \  loop ] ^ plane surface  0~@|,A]@? FldTmpmeg attrib  ! coedge _ ` a b c ! FoldAttmeg attrib  $  coedge  d $ e   coedge  $ d f   coedge g h i $ @ 8  edge  j k}@ ? l unknown  coedge  ' & m  edge  n HK@ & o unknown  edge  I pK@ ' q unknown FoldAttmeg attrib  (@ ? coedge  r ( s G  coedge  ( t u G  loop v w [  vertex  u x vertex  ) ystraight curve  @~@@@  edge  N L@ * z unknown  vertex  K {straight curve  @z@H@?  vertex  , |straight curve  @0~@H@  coedge  } . ~ 0  edge  2 @ . unknown  coedge  / 0  edge   1@ / unknown FldTmpmeg attrib  0 coedge  } 0  point  @0~@H@ point  @0~@H@FoldAttmeg attrib  5  FldEntIdmeg attrib  6 FldEntIdmeg attrib  7 face  G  plane surface  @0~@#yt@?? FldTmpmeg attrib  8 coedge  8 FoldAttmeg attrib  ;  coedge  ; !  coedge  ; !  coedge  ; c 8  edge   M @ b unknown  coedge  > =   edge   j@e@ = unknown  edge  k @e@ > unknown FoldAttmeg attrib  ?@ ? coedge  ? 8  coedge  ? 8  vertex   vertex  @ straight curve  @@@?  edge  p n}@ A unknown  vertex  m straight curve  `@~@@@?  vertex  C straight curve  @@@@  coedge  E G  edge  I @ E unknown  coedge  F G  edge   H@ F unknown FldTmpmeg attrib  G coedge  G  point  @~@@@ point  @@@@straight curve  @z@H@  point  @z@H@ point  @z@H@ coedge  U P 0  edge  @ @ P unknown  vertex  ~ straight curve  @0~@H@  coedge  R U 0  edge   @ R unknown  vertex  straight curve  @0~@0@?  edge   _.J"@ U unknown ftreemeg attrib  Z 7cX̀FldEntIdmeg attrib  [ face   plane surface  @p@?Z:~8  coedge  b ^ 8  coedge  ^ 8  edge  M- M ^ unknown  coedge  ` !  edge   ? ` unknown  coedge  a !  edge   K@ a unknown FoldAttmeg attrib  b@& ? coedge  b 8  vertex   vertex  c straight curve  ?g@?  edge   }@ d unknown  vertex  straight curve  @e@@@@  vertex  f straight curve  }@@@?  coedge  h 8  edge  k @ h unknown  coedge  i 8  edge   j@ i unknown  point  @@@ point  }@@@straight curve  `@@@@?  point  `@~@@@ point  `@@@@ coedge  w r G  edge  ~@ 0~@ r unknown  vertex  straight curve  @@@@  coedge  t w } G  edge   @ t unknown  vertex  straight curve  @~@0@?  edge   4Xrrj~@ w unknown  edge    k@ unknown  vertex  straight curve  0~@0@?  point  @0~@0@ coedge  8  edge   4z@ unknown  vertex   point  @0~@0@ vertex   vertex  straight curve  0~@|,A]@@Al?? ftreemeg attrib  [cX̀FldEntIdmeg attrib   loop  plane surface    edge   ? unknown  edge  ̘P? 7`"@ unknown  vertex   vertex  straight curve  ?0@? M-  edge   hXM@ unknown  vertex  straight curve  ??g@  edge   MU@ unknown  vertex  straight curve  ? @?  coedge  8  edge   ? unknown  point  ?g@ point  ? @straight curve  @e@}@@@  point  @e@@@@ point  @e@}@@@ edge  }@ 0~@ unknown  vertex  straight curve  }@@@  edge  ? @ unknown  vertex  straight curve  @0@?  coedge   edge   sGq@ unknown  vertex  straight curve  @0~@0@  point  @@0@ point  @~@0@ vertex  straight curve  @0~@#yt@ON straight curve  @0~@#yt@?  point  @0~@0@straight curve  0~@|,A]@?  point  0~@0@ point  0~@|,A]@ point  @0~@#yt@ftreemeg attrib  cX̀FldTmpmeg attrib   coedge  straight curve  ?g@ straight curve  ?E4"d?  point  ?#8uw? point  ?g@ vertex  straight curve  K@?L]9@&y p]Dٿ  point  ??g@straight curve  K@? @  point  K@? @ edge    unknown  vertex  straight curve  ? @? straight curve  0@?  point  }@0@ vertex   point  @0@ coedge   coedge  straight curve  @0@  point  @0@ edge   բ@@  unknown  point  @p@ edge   a*   unknown  point  K@?L]9@ point  ? @ point  ?0@ edge    @  unknown  vertex  straight curve  @p@F%ܨ G|\ؿ  vertex  straight curve  ?{V?  a* straight curve  @0@  point  ?{V? point  ?0@ End-of-ACIS-data@-DT!K@-DT!?-DT!?@@@@@K@E@7@K@cX̀cX̀cX̀cX̀cX̀cX̀L!_DRDQ@PACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1V6WFARMU88DG8RRPEJ3E4NRJ8RKTARRAETUF8NRJ8MKFE5XX8KKUCNK38P3 lump   FldVDatmeg attrib    shell     face     FldEntIdmeg attrib   face     loop    plane surface  @H@<? ftreemeg attrib    L!_DFldEntIdmeg attrib    face       loop    plane surface  0~@H@?  coedge       FoldAttmeg attrib   ftreemeg attrib   K!_DFldEntIdmeg attrib    face  !  "  loop # $ plane surface  @0~@@@? FldTmpmeg attrib   coedge % & ' ( ) FoldAttmeg attrib    coedge  *  +   coedge   * ,   coedge - . /   0  edge  1 2@  3 unknown FoldAttmeg attrib    ftreemeg attrib  4  I!_DFldEntIdmeg attrib  5   face 6 7 8  9  loop : ;  plane surface  ?@@<?< FldTmpmeg attrib   coedge < = > ? @  FoldAttmeg attrib    coedge  A  B  coedge   A C  coedge D E F  ) G  edge  H I@ ( J unknown  coedge    K   edge  L 1K@  M unknown  edge  2 NK@  O unknown FoldAttmeg attrib  @& @ coedge  P  Q 0  coedge   R S 0  loop T U V  vertex  S W vertex   Xstraight curve  @H@ FoldAttmeg attrib    ftreemeg attrib  Y  H!_DFldEntIdmeg attrib  Z   face [ \ ]  ^  loop _ ` plane surface  ?$8uw?<?? FldTmpmeg attrib  ! coedge a b c d e ! FoldAttmeg attrib  $  coedge  f $ g   coedge  $ f h   coedge i j k $ @ l  edge  m n}@ ? o unknown  coedge  ' & p  edge  q HK@ & r unknown  edge  I sK@ ' t unknown FoldAttmeg attrib  (@& @ coedge  u ( v G  coedge  ( w x G  loop y z \  vertex  x { vertex  ) |straight curve  @0~@H@?  edge  N L@ * } unknown  vertex  K ~straight curve  @K@H@  vertex  , straight curve   @H@?  coedge  U . 0  edge  2 @ . unknown  coedge  / 0  edge   1@ / unknown FldTmpmeg attrib  0 coedge  P 0  face  0   point  @H@ point   @H@FoldAttmeg attrib  5  ftreemeg attrib  6 F!_Dftreemeg attrib  7cX̀ face  G   loop  7 plane surface  0~@|,A]@? FldTmpmeg attrib  8 coedge  8 FoldAttmeg attrib  ;  coedge  ; !  coedge  ; !  coedge  ; e ]  edge   }@ d unknown  coedge  > =   edge   mK@ = unknown  edge  n K@ > unknown FoldAttmeg attrib  ?@ ? coedge  ? l  coedge  ? l  loop   vertex   vertex  @ straight curve  @~@@@  edge  s q@ A unknown  vertex  p straight curve  @z@H@?  vertex  C straight curve  @0~@H@  coedge  E G  edge  I @ E unknown  coedge  F G  edge   H@ F unknown FldTmpmeg attrib  G coedge  G  point  @0~@H@ point  @0~@H@straight curve   @K@H@?  point  @K@H@ point   @K@H@ edge  @  @ P unknown  vertex  straight curve   @H@  coedge  R 0  edge   @ R unknown  vertex  straight curve  @0@?  coedge  U 0  edge   a*  U unknown FldEntIdmeg attrib  Vplane surface   FoldAttmeg attrib  Z  FldEntIdmeg attrib  [ 7FldEntIdmeg attrib  \ face  V l  plane surface  @0~@#yt@?? FldTmpmeg attrib  ] coedge  ] FoldAttmeg attrib  `  coedge  ` 8  coedge  ` 8  coedge  ` ]  edge   M @ unknown  coedge  c b !  edge   @e@ b unknown  edge   @e@ c unknown FoldAttmeg attrib  d@ ? coedge  d ]  coedge  d ]  vertex   vertex  e straight curve  @@@?  edge   }@ f unknown  vertex  straight curve  `@~@@@?  vertex  h straight curve  @@@@  coedge  j l  edge  n @ j unknown  coedge  k l  edge   m@ k unknown FldTmpmeg attrib  l coedge  l  point  @~@@@ point  @@@@straight curve  @z@H@  point  @z@H@ point  @z@H@ coedge  z u G  edge  @ @ u unknown  vertex  straight curve  @0~@H@  coedge  w z G  edge   @ w unknown  vertex  straight curve  @0~@0@?  edge   _.J"@ z unknown  vertex  straight curve  @0@  point   @0@ coedge  l  edge   sGq@ unknown  vertex   point  @0@ edge   բ@@ unknown  vertex  straight curve  ?{V?  a* ftreemeg attrib  VcX̀ftreemeg attrib  \cX̀FldEntIdmeg attrib  plane surface  @p@?Z:~8  coedge  ]  coedge  ]  edge  M- M unknown  coedge   8  edge   ?  unknown  coedge   8  edge   K@  unknown FoldAttmeg attrib  @& ? coedge    ]  vertex   vertex  straight curve  ?g@?  edge   }@  unknown  vertex  straight curve  @e@@@@  vertex  straight curve  }@@@?  coedge   ]  edge   @  unknown  coedge    ]  edge   @  unknown  point  @@@ point  }@@@straight curve  `@@@@?  point  `@~@@@ point  `@@@@ edge  ~@ 0~@  unknown  vertex  straight curve  @@@@  coedge  l  edge   @  unknown  vertex  straight curve  @~@0@?  edge   4Xrrj~@  unknown  edge    k@  unknown  vertex  straight curve  0~@0@?  point  @0~@0@ coedge  ]  edge   4z@  unknown  vertex   point  @0~@0@ vertex   vertex  straight curve  0~@|,A]@@Al??  point  ?0@ vertex  straight curve  @0@  point  @0@straight curve  @p@F%ܨ G|\ؿ  point  ?{V?ftreemeg attrib  cX̀ edge   ?  unknown  edge  ̘P? 7`"@  unknown  vertex   vertex  !straight curve  ?0@? M-  edge  " hXM@ # unknown  vertex   $straight curve  ??g@  edge   "MU@ % unknown  vertex  &straight curve  ? @?  coedge  ' ]  edge   (? ) unknown  point  ?g@ point  ? @straight curve  @e@}@@@  point  @e@@@@ point  @e@}@@@ edge  }@ 0~@ * unknown  vertex   +straight curve  }@@@  edge  ,? @ * unknown  vertex   -straight curve  @0@? straight curve  @0~@0@  point  @@0@ point  @~@0@straight curve  @0~@#yt@ON straight curve  @0~@#yt@?  point  @0~@0@straight curve  0~@|,A]@?  point  0~@0@ point  0~@|,A]@ point  @0~@#yt@ point  @p@straight curve  ?g@ straight curve  ?E4"d?  point  ?#8uw? point  ?g@ vertex   .straight curve  K@?L]9@&y p]Dٿ  point  ??g@straight curve  K@? @  point  K@? @ edge  ( ,  unknown  vertex  ' /straight curve  ? @? straight curve  0@?  point  }@0@ vertex   0 point  @0@ point  K@?L]9@ point  ? @ point  ?0@ End-of-ACIS-data@-DT!K@-DT!?-DT!?@@@@@K@E@7@K@ "  # !"+*)('&%$,#    ! "! ".-0/123.245346567#,87-.35#-9:;<H/0=>?@IH<ABCDEJI@FGHIJKMLJELNba`_^]JJ]\[ZYXWIIWVUTSRHHRQPO1/kcdefghij78srqponmltKJIckIHGFdcFEDCedCBAfeA@?gf?>=hg=<;ih;:9ji9-7juvwxyz{|}~~~}||{zyyxwvvuKNLMkKktkKLKMLM   MM   LLKK&%$#"! ')(*+,)+-.,-/.(),012320(456789:;23CBA@?>=<*0DEFGHIJK./SRQPONML12;D0;:ED:9FE98GF87HG76IH65JI54KJ4(.KUTZYXWV[\]U\^_]^`edcba_TU]TfghijNZjklmRNmno]RopqV]qrst^Vtui^uvwxbixyzqbz{|}jq}~yj~ryrzz}~}u~vumvnmenfeafYaZYUZQU[VQQVWPPTUQOPWXYONRSSTPO\SR]WV^__`XWh_^icbqppodckpqjxyrsstwxsr{z|{}|~|}ut~vwtumlwvnolmedonfgdea`gfYX`aZ[XYUT[ZTS\[[\WX\]VWYZNO`_hgghcdhibcjyxkkxwlpklots{|z{_aabbcded`e       ~}|y|{zvutsyxwvrqponsihgfT_nmlkj !" !#" $%&''&$()*+,-./&'76543210$89:;<=>?"#GFEDCBA@%&/8$/.98.-:9-,;:,+<;+*=<*)>=)(?>("?0G#01FG12EF23DE34CD45BC56AB67@A7'%@%''#![`       [`^\*<S/<=RS=>QR>?PQ?@OP@ANOABMNBCLMC31L13*/-+&%&$%#$"# !"     !   'ttN1Os8OPQrsQRSqrSTUVpqVWXYopYZ[no[\]^mn^_`almabNtl18,642+*+)*()'(&'%&$%,$ @?@@ @K@@@ @?H@ @K@H@@K@@@@K@H@@@@@@@H@ @>8?G ?@ @}?}?@ @?>@ @V$?Գ >@ @W.H?m$=@ @Ӌ$?<@ @t?Au:@ @q9:>?ৡc9@ @?8@ @8@ @#}`yq?@G@ @+?)!G@ @?&,t=E@ @Ӈ[?gѷAD@ @!tA? HB@ @d͞^&?@@ @x.ڛ?"x=@ @?nOC:@@q9:>?ৡc9@@t?Au:@@Ӌ$?<@@W.H?m$=@@V$?Գ >@@?>@@}?}?@@>8?G ?@@?8@@?nOC:@@x.ڛ?"x=@@a͞^&?@@@$tA? HB@@Ӈ[?gѷAD@@?&,t=E@@+?)!G@@#}`yq?@G@@8@@?UT`p@??{V?@bۇ&?UT`p@@?UT`p@@UT`p@?{V???0@?0@ @?0@ @0@@?0@@0@[c @ :>?@ݻp@CIx @O1yE?Yp@% ; @<)?Y@( -p@]%C @oq|?x-zp@ڎ @ 6$?yp@? @k<=q?d=p@e# @) "@?j޽p@Qx @TiS? p@z@w ?ULkp@#@R󓉶?nVTp@n@AH?0p@yPU@5?p@n9Q@? p@[@z8І?$p@J0@H^?[p@%_M@Jc?X@p@b@&8?ѡp@^@9uT?+j-p@@@rՅp@!+@@rՅp@@@rՅp@@@rՅp@ , @pt?@ݻp@~y @SLo?Yp@Jwx @g3e۾?Y@( -p@J @7g?x-zp@'@]_ط!?yp@ @\?d=p@Ny@kv?:neTp@UH@ߚT?4w׎߽p@1@QѧML? p@GE @%թF?3>¿p@>hA@`l/?1p@G0f@GO&?nVTp@?'@ !Ѧ?1p@p@k:'?p@r9@? p@ e%@Pp ?%p@D`V9@Tq)?[p@K@@_?X@p@%>@5]q?ѡp@7`@ sX?+j-p@G @>8?0@}@}?0@@?0@Գ @V$?0@m$ @W.H?0@ @Ӌ$?0@Au @s?0@ৡc @q9:>?0@@@0@@@#}`yq?0@)!@+?0@&,t=@?0@gѷA@Ӈ[?0@ H@tA?0@@]͞^&?0@"x @H.ڛ?0@nOC @ ?0@@@0@P&@|ݗ~@K`vt@Y@FF~@'vt@餾 @=@~@lҜvt@T ^@^Si0~@svt@ke@@y~@y޿vt@W@̶Y~@`"vt@+@eF[~@>vt@ -y@O ~@(Ovt@)-@Ԅ[(~@hvt@+ w @휃H~@ vt@@<j~@Cvt@Շ @-lj~@ίut@D$ @#A~@v$Sut@\ @B~@U$ut@uO @"7xz~@ Qߊtt@ @5h~@$:tt@5k2 @(>~@6st@څ^g @.s/~@, \st@B] @v: ~@L|yrt@ͽ; @T]~@1yLrt@iŞ @)6k~@-ymqt@c|vc @$[~@bKqt@@~@>>vt@@ ~@ Sot@@(~@ Sot@@0~@ Sot@M@/9E~@K`vt@6.W@̍r~@'vt@I}@&Ro{~@lҜvt@@@`~@svt@ I@"K6~@y޿vt@"牯@m~@`"vt@-V@ˌ~@>vt@Z@# ~@(Ovt@SZ@ P"~@hvt@VxA@9ő$~@ vt@$@y$~@Cvt@G@^:'~@ίut@*mH@G(~@v$Sut@ @ׅ*)~@U$ut@6"#@An*~@ Qߊtt@%P@8jѶ+~@$:tt@i֠eJ@Q |,~@6st@ @__-~@, \st@Ȼx @Ut.~@L|yrt@{kw @:<.~@1yLrt@Њ=3 @T>vt@@~@>>vt@ৡc @@~@0@Bu @)!~@0@ @(,t=~@0@m$ @gѷA~@0@ֳ @ H~@0@@~@0@}@"x~@0@I @nOC~@0@@ ~@0@@~@0@@~@0@oOC @/~@0@"x @/RB.~@0@@NXz+~@0@ H@RϢo(~@0@gѷA@ҳ~@d]@xK?Ts ~@`~6ҝ]@ <?w,~@Oe]@~?S~@)]@pz9?8`~@2a]@O÷?`:B~@ً]@ }?V/[k~@G+ˇ]@hϾ?vvI~@DwŪق]@?2~@Qy}]@f~ %?jv~@T\S5z]@D&x|B?T[J8~@ht]@F?[Vx~@`/r]@na?JӸ~@z p]@{IHQ?5r,~@l]@ S3>?e<~@l k]@[Z?,~@XLh]@@ ~@#]@?~@Md]@s_a?~@Md]@?~@Md]@~@Md]@ַ0?`/~@hϩ]@q?δ4/~@2@]@ K?D"}g/~@d]@Z&?֙Ѫ.~@<9 ]@F\?PR].~@9ѝ]@:x ?:X-~@Oe]@]71s!?U,~@ΫV]@.~^k?JdT+~@]@2Ou?9p*~@2a]@;#'?m(~@F]@am7?dv(~@C ׋]@)+?d^&~@G+ˇ]@m?$~@d)ׂ]@rU,Q?~G$~@?]@PLE0?b?"~@Qy}]@p)(&?5/ ~@ 4z]@#@8*?)M~@uhKy]@Td ?p~@ht]@/٨?l~@^/r]@ c:LԶ?q~@z p]@B_t?.jY~@l]@F]F?y~@h k]@}\Z?ZgI1~@XLh]@@0~@#]@?(~@#]@?#'M(~@#]@q9:>?nOC~@0@t?"x~@0@Ӌ$?~@0@W.H? H~@0@V$?gѷA~@0@?&,t=~@0@}?)!~@0@>8?@~@0@?~@0@@ ~@0@@0~@0@?܂~@0@x.ڛ?E:~@0@a͞^&? ~@0@$tA?@@ H~@Գ >@@gѷA~@m$=@@&,t=~@<@@)!~@Au:@@@~@ৡc9@@܂~@@G@@E:~@)!G@@ ~@&,t=E@@@@~@>@@"x~@}?@@nOC~@G ?@@/~@nOC:@@.RB.~@"x=@@LXz+~@@@@PϢo(~@ HB@@;?*@u @=2Qz??z&9@1uq!@[1?),:@y!@H%?x`k@)Y"@}pP-?l t@"@.e #؇?X_{@K9K"@JT|?N@gti#@z?ThԦ @~$@? z]@*5$@jg&?974@%@Reəs?j#􏬔@-&@>?b@Ͱ&@?He8@iP'@p̰?HbfW@'@q\E?}y@Y )@ < ?Sp@ER)@ ?EYt@=y*@5F#nh?0@*@h\$?ɁhQ.@ V+@k?0ѹ#@+@c_?O<@4MC,@( J?XnC@Pd-@T]V^?)5V@-@m^?J_@Ŕwb-@ 2? ~}@W/@dzt-?nvK#@O/@8S ?N]#@/@US?U@ѿ/@ɧ{ ?TV r@/@V?9NO|@/@yMF?-'&@@/@>(+?Ӄ#@/@?@0@A?@0@ؿ?@0@?@0@fʤ?@0@ZJ> ?@0@@0@?t? @?&R~?. @j?ww?D0 @S ?U/?@e @S;?h[? @?1.<+b?T! @v{w?'{? @~?ZVc?1uq!@\;c?'C!X?z!@&9K?Atၭ?)Y"@ZZ?$-?"@&E?}~?K"@Ϫ?^޻B?bti#@J~:?aZ)?#@6<(?nQ2?~$@9?vI?ٮ*5$@W(>?]8?%@9%g?3$?R?-&@iF?aG:?&@?.0-|?V\&@r?tW?iP'@L3þ?Йa_?(@ /? J#n?s^ )@LI?R?ER)@;C?2#?~)@̢g?`!?=y*@4r@?-L?*@mi$?ȭ\@n*V+@? f?swG@+@J@V? ?D@J,@!?=?E@4MC,@/V)ؾ? g4҇@gPd-@)+?=WTQ-@-@u\?熆@Ŕwb-@$_?dl@Z5&_.@v]d?q1@.@˂ ?9@ /@Ef>?I<9@nW/@9RQ?dF@P/@b ?fF@/@>ܟ:|?ի@ѿ/@zuLs?@/@ɕ0R?L7y@@/@&?GH@TaY? ?i&@@fC?(6Lo?rP)@15?>6?m|&@&o-?yD5?d`@!k-?';M8?dE@4?n ?x[-f@ tW? ]9 ?:@gA?^ ?j1Le@뚵?"?{w(Z@W?eU7?@4].?W>?,М@~'Qw?۱b^?uK@@"96?$t؇?MN@2Ӑ? \I?zh4;N@ ? ?hDhAD@z[!k?'z?ʕe @3n?),?@&ݠ$???v^@ Ws?D$?tl@A"?)8NT?hMh@731?{ٴ?٣0e@Եu>?=?G5?@Y>n?(R?ر A?|~V?j? ebt?(9? 4?_I ?^ !9?.;T,?h?,`E?<F:?֭?.%{|?y`?JK(?s敲\?q?To0x?=ֹ?N]%?1?{ zQ?H&@3kk? krtI?P-@%u?93$?&*U@VQt?3EJ޸?ɓ"@[1R?Sօ?>Г%w@2'?C?@ $?"b?2~#@{21?T*]?-@SpD?D֒? \/o@4u?n{?GO@kn_?ǹK J?@b:*? B?V%@"9 ?[?(?;x@=cW"?g ?D8L@@^#8uw?:W)?@O#8uw?[qZ ?@O#8uw??@O#8uw?=?@O#8uw?YE}/?@O#8uw??}@8@@e@}@8@?}@@@@e@}@@@@e@@8@@e@@@@@@8@@@@@?@0@@0@?}@0@}@0@>8?}@G 7@}?}@}7@?}@6@V$?}@Գ 6@W.H?}@m$5@Ӌ$?}@4@t?}@Au2@q9:>?}@ৡc1@#}`yq?}@@?@+?}@)!?@?}@&,t==@Ӈ[?}@gѷA<@!tA?}@ H:@d͞^&?}@8@x.ڛ?}@"x5@?}@nOC2@q9:>?@ৡc1@t?@Au2@Ӌ$?@4@W.H?@m$5@V$?@Գ 6@?@6@}?@}7@>8?@G 7@?@nOC2@x.ڛ?@"x5@a͞^&?@8@$tA?@ H:@Ӈ[?@gѷA<@?@&,t==@+?@)!?@#}`yq?@@?@.i @v?x-zp@j`R@Bx? p@2AA"@c!G+? p@0IÀ0?K&~@Oe]@9F?X!~@G+ˇ]@'7?4vF r~@ht]@Q*]?pVM?D0 @)e?p󯸑?D0 @,I.?^U?D0 @?R2pWz?D0 @?#pQU?R! @~ 3?4Ə?S! @?3?S! @Vof?|BYtZ?S! @w:u?m?)Y"@7߂? k ?)Y"@@?-M?)Y"@Cv?:K?)Y"@M L?K 2?1uq!@~'? *?1uq!@O.8[?ri/$?1uq!@DGp?Ƥk?1uq!@X?rQB?gti#@4CNb?>GKw?eti#@留?w6?dti#@0zӞ[??bti#@M?iP'@|l?@iP'@y1J7?F/PUO@+@L4rFF?fD\@+@(l@?y@+@в ?@+@Ο?t uv@=y*@yU? @=y*@=?*i@=y*@V$?| WĒ@=y*@,݄^M?f.@Ŕwb-@{>?hO@Ŕwb-@Ea:y?ps"@Ŕwb-@p}?$ O@Ŕwb-@GDRg? 4@4MC,@\/LJ?*f:#@4MC,@ؒE|?OGq@4MC,@29|?R@4MC,@6?<@ی /@WJ?$qL@܌ /@bW?.?@ތ /@"R}0?KCi@ /@Ya%N?Mhb@X5&_.@4D#?;$\@X5&_.@‹_~?B'@X5&_.@M&i?R@Y5&_.@DiSD?J1@ѿ/@cC.?d q@ѿ/@AGQ0?{)@ѿ/@QB`r ?o$@ѿ/@l n?Z@뚵?nW?@뚵?7?Rk<@뚵??s[@뚵?򋗤iz?@2Ӑ?n#s?z>"@12Ӑ?{2?)T7@J2Ӑ?T?%\OX@]2Ӑ?4gjC ?G~7}Z@&ݠ$?] zZ?Ir@&ݠ$?#?"2@&ݠ$? 6r8Y?S(6@&ݠ$?Qʄ,?uH;@Сj?Ԥ?L1@¡j?R?B9?j?Q]P?]&?j?[k"?l?731? 1(?kytL@731?$2$/?FG3@731?8PH?.C>9n@731?/6G?KS9@q?kb?sO=?q?#uGg?,__U?q?j}?d4]?q?NYI?ߺ4?8;T,?PQ?8R.2?J;T,?'@5?SMj/@`;T,?gP[?MN@q;T,?naX&?^T=?Γ"@ ?4o?Γ"@>?TE?ʓ"@* x??ʓ"@ C?ȗJqf@?H&@>70?ٷD?H&@T?,?H&@8:@?iDqD5?H&@( N2?wA0?>@ 6t2s?I7?:@ ?ҵ?au>?5@D/ݯ?F?0@d׈6?N:?@ %?)Gñ?$@`N̤D?6?)@4,^e?T*)H?+@e,?rfn?.?;x@92?^?.?;x@zpCnp? ̩?,?;x@r2nA?$Ys?*?;x@aaq,?ς *?@b ?9?@y??@Kia?=?@U?M1s,@ Ws?|{G؂?_0i@ Ws?bxa\?>@ Ws?N"?Z}Z@ Ws?,w?&ˡ? \/o@Sm1?A? \/o@9fw?? \/o@k)S?Wet?' \/o@-UW[?yS#?N]%?kl?k ?N]%?3?*?R b?N]%?T9w?tݥ@N]%?ACIS BinaryFile MegaCAD 2015 unfold-SF  ACIS 25.0 NTMon May 04 11:31:25 2015?ư>|= 4RA5ZVJU64H_QGGTJ7YES6BU846MCJC6FWCCCQE5V2B_CPGP5KCC4 body   wstring_attrib name_attribgen attrib   idUnfold<1VR3F4NKY8KUT6NR28QUFMNRJ8R3GARR29JKU6RRTE3NF45NK86DECRJU865 lump   FldVDatmeg attrib    shell     face     ftreemeg attrib   face    loop    plane surface   @K@@@? ftreemeg attrib   face       loop    plane surface  @K@@@??  coedge       ftreemeg attrib   face       loop   plane surface  @@@@?  coedge      coedge  !  " #   coedge   !  $   coedge   %     edge  &? 'K@  ( unknown FoldAttmeg attrib  )   face * + ,  -  loop  %  plane surface  @<@@<?  coedge  . / 0 1   coedge  2   $  coedge   2 . 3  coedge  0     edge  ' 4@  5 unknown  coedge    6 7   coedge  8 9  # ,  edge  : &? " ; unknown  edge  < '?  = unknown  coedge   0 > ?   vertex   @ vertex   Astraight curve   @<@@? ftreemeg attrib  B  L!_Dftreemeg attrib   face C D E  F  loop  8  plane surface   @?@@?  coedge  G   3   coedge   G H I   coedge  %   1   edge  4 JJ@ 0 K unknown  coedge    L M  edge  N 4?  O unknown  vertex  Pstraight curve   @K@@@?  coedge  Q L ! 7 R  edge  :? <K@ 6 S unknown  coedge  T " U V ,  coedge  " T W X ,  vertex  7 Ystraight curve   @?H@  vertex  7 Zstraight curve   @K@H@  coedge  [ U % ? \  edge  Js &s@ % ] tangent  point   @?@@ point   @K@@@FldEntIdmeg attrib  ) ftreemeg attrib  + face ^ _ \  `  loop  a + plane surface  @?8@?  coedge  / . b c   coedge  d a / I E  edge  J e? H f unknown  vertex  ? gstraight curve  @K@@@  coedge  6 b 2 M R  edge  < N@ L h unknown  vertex  M istraight curve  @K@H@  point  @K@@@ coedge  b 6 j k R  loop  Q l straight curve   @H@?  coedge  9 8 m n ,  coedge  > o 8 V \  edge  &-DT! p-DT!? U q unknown  coedge  r j 9 X s  edge  :-DT! t-DT!? W u unknown  point   @?H@ point   @K@H@ coedge  o > a v \  loop  U D straight curve  t@@@@ ftreemeg attrib  D face w x y  z cone surface  t@@8@;f;f?? ??  coedge  H { [ v E  coedge  L Q G c R  edge  N eJ@ b | unknown  coedge  { H } ~ E  vertex  k straight curve  @@@@?  point  @@@@straight curve   @K@H@?  point  @K@H@ coedge  W } Q k s  edge  es :s@ Q tangent  face  R   coedge  T n  edge  t p? m unknown  coedge  U [ \  vertex  ellipse curve   @@8@?;f;f??  coedge  } W s  loop  W  vertex  ellipse curve   @@8@?;f;f??  edge  -DT! J-DT!? [ unknown ftreemeg attrib  _ face    loop  _ plane surface  ??{V?G|\?D%ܨ G%ܨ G|\ؿ  coedge  a d E straight curve  @K@H@  coedge  j r d ~ s  edge  -DT! e-DT!? } unknown  point  @@H@straight curve  t@@H@ FoldAttmeg attrib  l plane surface  @H@<?  coedge  m  coedge  m  loop  straight curve   @8@?  coedge  o  edge  ps s@ tangent  edge  p@ @ unknown  point   @?8@ coedge  r  edge  ts s@ tangent  face  l s   edge  t@ @ unknown  point   @8@ vertex  ellipse curve  @@8@;f;f?? ftreemeg attrib  x face    loop  x plane surface  ??0@?  coedge  y  coedge  {  edge   ? unknown  vertex  ellipse curve  @@8@;f;f?? ftreemeg attrib  lL!_D coedge   coedge   coedge   face    coedge   loop  straight curve  t@?8@?  vertex  straight curve   @?H@  coedge   loop  straight curve  t@8@? ftreemeg attrib  cone surface  t@@8@;f;f?? ??  vertex  straight curve   @H@  point  @?8@ftreemeg attrib   loop  plane surface   @?0@??  coedge   coedge  y  coedge  y  coedge   edge  d@U@ բ@@ unknown  coedge   coedge   loop  straight curve  @?8@  point  @8@FldEntIdmeg attrib  l coedge   edge   ? unknown  coedge   coedge  ftreemeg attrib   face   plane surface   @?8@?  coedge   edge   ? unknown FldTmpmeg attrib   face    edge  @  @ unknown  point   @?0@ coedge   edge   ? unknown FldTmpmeg attrib   face    edge  @  @ unknown  point   @0@ coedge   coedge   coedge   coedge   edge   a*  unknown  coedge  y  coedge   edge    unknown  edge   ? unknown  vertex   vertex  straight curve  @?p@F%ܨ G|\ؿ  coedge     coedge  straight curve   @0@?  coedge   ftreemeg attrib  plane surface  @?0@?  coedge      edge  :#y `  tangent  vertex  straight curve  @?0@? FldEntIdmeg attrib    face     plane surface  ?  vertex  straight curve  @?0@  coedge   coedge      edge  :#y `  tangent  vertex  straight curve  @0@? FldEntIdmeg attrib   plane surface    vertex   straight curve  @0@  coedge   coedge    edge   ?  unknown straight curve  ??{V?  edge  d@U@ բ@@  unknown  coedge      coedge      loop   pcurve    exppc nubs???? spline  netsur straight@@rՅp@?  3? straightϟ' @b̰?wwKp@9f?=f  R?? straight@UT`p@   ellipse@@kuFQp@X|h# -ǿ5Ѣ%?y!?|1[`L#?tt?5Ѣ%?  H"zcҿ? ellipse@@kuFQp@_AFxؿ_toX?x!?1[`L#?tt?soX? ĵ "zcҿ????(???null_lawnull_lawnull_lawnull_law nubs???3????@@rՅp@@@rՅp@UUUUU@@rՅp@@@rՅp@@Wt0?p@@6w?p@UUUUU@@=?p@@~ a?p@QV@9捋?(*p@(X@9?(*p@@Vsۆ?(*p@ޅ@_s?(*p@]-@[UP?qKQp@!u@b8 ?qKQp@fg=@?qKQp@Z1@of?qKQp@|M@>i+q?DkDp@,h>@I@?DkDp@ջ@a@+@C?DkDp@l@jY?DkDp@ΆA@mp?Ho@Hp@nV@:F?Ho@Hp@4l@\ٙ?Ho@Hp@ܝ ?@6í?Ho@Hp@;] @IN?7ssp@_q@'4e?7ssp@T@dTRY?7ssp@w@u+'u8?7ssp@ l @)j9?Mվp@u@TQ?Mվp@y\S@]~?Mվp@60@Aa>@?Mվp@ y @d5Zq? ^p@"`@*,? ^p@i 8@[y? ^p@H@h? ^p@ΑP @]X ?_dp@ᐷG@ ?_dp@J:@R?_dp@#=j@[l -?_dp@) @0/?xk 6p@Ua @'|+?xk 6p@ ^@cW?xk 6p@fS@$S?xk 6p@E;! @]W*]?x Bۿp@ω@ԥ @',oN?x Bۿp@(#B @^9?x Bۿp@vB @xkוJ?x Bۿp@1@?p@WȒcU @ZUUUUU?p@  @CUUUUU?p@s9c @ {3p@@?UT`p@@TUUUUU?UT`p@@LUUUUU?UT`p@@UT`p@>AZ82??3??  vertex  intcurve curve   parcur?>AZ82? spline  ref null_surface nubs???? nullbs    vertex   straight curve  ?{V??  point  @?UT`p@ point  ??{V? coedge       edge   ?  ! unknown  edge   a*  " unknown  coedge  #  $   coedge  #    loop   % straight curve  @?`@  point  @?0@ftreemeg attrib  cX̀ftreemeg attrib   face & %   ' spline surface   ref  point  ??0@ coedge  (    coedge  (  )   loop   * straight curve  @`@  point  @0@ftreemeg attrib  cX̀ point  ?0@straight curve  ?0@? straight curve  @p@F%ܨ G|\ؿ  coedge  + , - edge   .  / unknown  pcurve    exppc nubs?? spline  ref  edge   0  1 unknown  pcurve    exppc nubs???? spline  ref  point  @UT`p@ point  ?{V? coedge  2   )   coedge   2  $   loop    straight curve  @?0@ straight curve  ?{V?  coedge    3 4   edge  5-DT! -DT!?  6 unknown  face 7 8   9 ftreemeg attrib  plane surface  @@0@??  coedge    : ;   edge  <-DT! -DT!?  = unknown  face >   ?  coedge  @ A  , B  edge  0 . + C unknown  pcurve    exppc nubs?? spline  ref  vertex  4 Dintcurve curve   parcur??3????>AZ82? spline  ref null_surface nubs?? nullbs    vertex  ; Eintcurve curve   parcur??3????ae;? spline  ref null_surface nubs???? nullbs    coedge    F G   coedge  H I # 4 J  edge  .`@ 5:#y@ 3 K tangent  vertex  4 Lellipse curve  @@0@;f?;f? ftreemeg attrib  % face M N O  P cone surface  @@`@;f?;f? ?@  coedge  Q R ( ; S  edge  0`@ <:#y@ : T tangent  vertex  ; Uellipse curve  @@0@;f?;f? ftreemeg attrib  *cone surface  @@`@;f?;f? ?@  coedge  V + I W B  coedge  + V Q X B  loop  @ Y intcurve curve   parcur?>AZ82? spline  ref null_surface nubs?? nullbs    point  @@rՅp@ point  @@rՅp@ coedge  Z [ 2 G \  edge  5 <? F ] unknown  coedge  ^ 3 _ ` J  coedge  3 ^ @ W J  loop a H b straight curve  @?`@?  point  @@0@ftreemeg attrib  8 face c d e  f  loop  g 8 spline surface   netsur  straight@0~@ Sot@?  ;'p,s? straightџ' @?3OP~@9ut@:f?<f? <f&= ?? straight@~@>>vt@? P= ? ellipse@~@9Ikt@-mvɿ!%A?Ę? @ *~@~rt@PQ @^$~@~rt@t@5Sc'~@lftt@^@vJZ,~@lftt@,tsU @I~@,Xtt@>S@CQ;!~@,Xtt@D0@ %~@,Xtt@V|@ 6)~@,Xtt@!' @@H~@YXut@{@` ~@YXut@])e@y$~@XXut@W5BN@j1/(~@XXut@+? @rz~@ut@Kn@"IN~@ut@d6;I@-lT!#~@ut@O~8l%@ r&~@ut@.\| @!e~@dܺut@q|@02~@dܺut@v[@I="~@dܺut@]:@DC\K&~@dܺut@2[@!>8~@E-ITvt@y@7#c8~@E-ITvt@ @-EF ~@E-ITvt@Ae@B|Nq#~@E-ITvt@V(@aO8~@vt@ݛ_?@j~@vt@ @~@vt@FQ@؟q ~@vt@@ 8^~@%p vt@I\z[@{%+~@%p vt@@{~O~@%p vt@s9V@q~@%p vt@@,a/~@HQBvt@@f~@HQBvt@WUUUU@ ~@HQBvt@@X<^~@HQBvt@@~@>>vt@@~@>>vt@WUUUU@~@>>vt@@~@>>vt@@ o3.??;'p,s??  coedge  h : A X S  coedge  : h i j S  loop k R l straight curve  @?`@?  point  @@0@ coedge  A @ m n B  edge  oG[d@ .}c4J~@ I p unknown  edge  qG[d@ 0}c4J~@ Q r unknown  face s b B  t  coedge  u F v w \  coedge  F u x y \  loop  [ z straight curve  @@0@?  coedge  I H { | J  coedge  x } H ` ~  edge  5m m@ H  tangent FldTmpmeg attrib  J face  z J   ftreemeg attrib  N face       loop   N plane surface  @ ~@0@??  coedge   m   O  coedge  R Q   S  coedge   v R j   edge  <m m@ R  tangent FldTmpmeg attrib  S face   S    coedge  g  V n O  edge  o q? V  unknown  vertex  W straight curve  @0~@#yt@ON  vertex  X straight curve  @0~@#yt@ON ftreemeg attrib  Yplane surface  @@rՅp@N?O  coedge  [ Z   \  coedge  i  Z w   edge  -DT! <-DT!? v  unknown  coedge   _ [ y ~  edge  -DT! 5-DT!? x  unknown  face   \    coedge    ^ |   edge  NNo o_F{= ^  tangent  coedge  _    ~  loop  x   vertex  | straight curve  @0n@0@Z:~8<?ʉR ftreemeg attrib   bcX̀plane surface  @Z:~8<p@?Z:~8 ftreemeg attrib  d face       loop   d cone surface  @~@؉؝r@?;f?;f?? ??  coedge      e  coedge   g   O  coedge  {  g    edge  o    unknown  pcurve    exppc nubs?? spline  ref   coedge    h    edge  NNo q_F{= h  tangent  coedge   i     loop  v   vertex   straight curve  @0n@0@Z:~8<?ʉR ftreemeg attrib   lcX̀ face      plane surface  @p@?Z:~8  coedge  m    O  pcurve    exppc nubs???? spline  ref  intcurve curve   parcur ?@ o3.? spline  ref  null_surface nubs???? nullbs    point  @~@>>vt@ point  @~@>>vt@ coedge    u    edge   ? u  unknown  coedge  v      vertex   ellipse curve  @@0@?;f?;f??  coedge  } x   ~  vertex   ellipse curve  @@0@?;f?;f?? ftreemeg attrib  z face      plane surface  @@8@  coedge   {    straight curve  @~@؉؝r@  coedge    }    edge  -DT! -DT!? }  unknown  face   ~    point  @~@0@FldEntIdmeg attrib   bftreemeg attrib   face       loop    plane surface  `@@8@  coedge      e  coedge      e  edge  5DT! -DT!?   unknown  coedge        edge      unknown  pcurve    exppc nubs?? spline  ref   coedge        vertex   intcurve curve   parcur???;'p,s???@ o3.? spline  ref  null_surface nubs?? nullbs    coedge        coedge        loop    straight curve  @~@؉؝r@  coedge        edge  -DT! -DT!?   unknown  face  l     point  @~@0@FldEntIdmeg attrib   lFoldAttmeg attrib     face  *     loop    plane surface  @0~@@@?  edge  q    unknown  pcurve    exppc nubs???? spline  ref   coedge        coedge       straight curve  @@@@  coedge        edge  m m@   tangent  edge  @ K@   unknown  point  @@@@ coedge        edge  m m@   tangent  edge  @ K@   unknown  point  @@8@ftreemeg attrib   loop    plane surface  @~@0@??  coedge        coedge        vertex   ellipse curve  @~@0@;f?;f?? ftreemeg attrib   face      cone surface  @0n@0@Z:~8ʉR9;f?;f?? ?? ftreemeg attrib   face       loop    plane surface  `@~@8@?  coedge      e  edge   ?   unknown  coedge        edge   ?   unknown  vertex   ellipse curve  @~@0@;f?;f??  coedge        coedge        loop     vertex   intcurve curve   parcur?@ o3.? spline  ref  null_surface nubs?? nullbs    coedge  !    "  edge  $X+=@ NNo@  # tangent  point  @ ~@ Sot@ coedge    $    edge  1DT! -DT!?  % unknown  vertex   &ellipse curve  @~@0@;f?;f?? ftreemeg attrib  cone surface  @0n@0@Z:~8ʉR9;f?;f?? ?? ftreemeg attrib  '  I!_Dftreemeg attrib  cone surface  @~@؉؝r@?;f?;f?? ?? FldTmpmeg attrib  intcurve curve   parcur???;'p,s???C6? spline  ref  null_surface nubs???? nullbs    coedge    ( )   coedge   *     coedge  +      coedge  *  , -  straight curve  @0n@@@Z:~8ʉR9  vertex   .straight curve  @@@@  coedge   + / 0   loop 1   straight curve  @0n@8@Z:~8ʉR9  vertex   2straight curve  @@8@  coedge  / ,     edge   ?  3 unknown  point  @~@8@ftreemeg attrib   face 4 5 6  7  loop  8  spline surface   netsur straight~@Md]@  (b? straightb̰??3OP~@&UO]@;f;f? ;f< ?? straight@ ~@#]@?  ? ellipse@~@0]@Gs+࿑0Aؿ@?nC=s鿹eXf3-R@? פ  ϗ? ellipse@~@0]@MQӿe̿{?_C=seXf3-R{? פ  ϗ???????null_lawnull_lawnull_lawnull_law nubs???(b????~@Md]@TUUUUU?~@Md]@TUUUUU?~@Md]@~@Md]@?#~!~@gp#i]@SUUUUU?6{@~@gp#i]@KUUUUU?9 ~@gp#i]@GC~@gp#i]@aCn?y_C~@TH4on]@GcK?!Y6~@TH4on]@Б:Y2?K~@TH4on]@txЭ?@3~@TH4on]@v_?¸\2~@ޒew]@٪?2~@ޒew]@MT9?8[~@ޒew]@q(?qEd~@ޒew]@8H.?J!~@hz]@!'?Bg~@hz]@Əu?7DA~@hz]@Arp?-C ~@hz]@}ǁV?`j~@_8]@s1=?~@_8]@"?Nd ~@_8]@<DM?r #~@_8]@I)?Ǜ~@]@r(?3cr %~@]@ҍ?&hJ!~@]@HJ?<2_7%~@]@k u3?ی~@]+;]@ot?sa!~@]+;]@Y]W?f-Db%~@]+;]@%/Թ? )~@]+;]@)?_~@-[MH]@< X?0تı"~@-[MH]@(aGB??`'~@-[MH]@%R1?.; ,~@-[MH]@_i?Qw~@Tv]@o?+H$~@Tv]@'?N*~@Tv]@VӲ? 2/~@Tv]@x W? ~@,]@T(I>?UUUUU%~@,]@Vf?*~@,]@?0~@,]@? ~@#]@?UUUUU%~@#]@?*~@#]@?0~@#]@) %??(b?? ftreemeg attrib   face 9 Y   :  loop  /  plane surface  @~@8@??  coedge  ( ; + <  straight curve  @~@0@  coedge  =  > ?   coedge   = ! @   loop   A  vertex   Bstraight curve  @ ~@0@?  point  @ ~@0@ coedge    C D   coedge   E   "  edge  FR> @ !$v@  G unknown  coedge  H $   I  edge  JR> @ !$v@  K unknown  face L A   M  edge  $X+=@ NNo@ $ N tangent  point  @0~@ Sot@ coedge  O   @ "  loop P O Q straight curve  @ ~@؉؝r@?  coedge   >   I ellipse curve  @~@0@;f?;f??  point  @~@@@FldEntIdmeg attrib    coedge  R   )   edge   ?  S unknown  coedge    R T   coedge     <   coedge   U  -   edge  V  J@  W unknown  point  `@@@@ coedge  U   0   edge  X  J@  Y unknown FldTmpmeg attrib   point  `@@8@straight curve  @~@8@? ftreemeg attrib   face Z [ \  ]  loop  ^  plane surface  ?~@0@??  coedge  _ C ` a  bFoldAttmeg attrib  c  plane surface  @0~@8@?  coedge   R U d   edge   X}@ + e unknown  coedge    f g   coedge  $ h  ? I  edge  i@ @ > j unknown  edge  k@ @ ! l unknown  face m Q   n  point  @0~@0@ coedge  8 o  D  p edge  F J?  q unknown  coedge   r s t "  vertex   ustraight curve   ~@|,A]@@Al??  coedge  v  w x I  loop y h z  vertex   {straight curve  0~@|,A]@@Al?? ftreemeg attrib  plane surface  @ ~@ Sot@?@Al@Alӿ straight curve  @0~@؉؝r@?  coedge  r ! | } " FldTmpmeg attrib  " face ~  "    coedge  ; ( * T  straight curve  `@@@@  edge   V}@ *  unknown  coedge  , / ; d   vertex  T straight curve  `@~@@@?  vertex  < straight curve  `@~@8@? ftreemeg attrib  5 face       loop  ` 5 cone surface  @~@˛ k@?;f;f?? ??  coedge      6  coedge  o 8     coedge  s  8 a \  edge  F  `  unknown  pcurve    exppc nubs?? spline  ref ftreemeg attrib   9 I!_D edge  V X? ;  unknown straight curve  `@@8@?  coedge    = g   edge  k i? f  unknown  coedge  > v   I  vertex  ? straight curve  @0~@H@  vertex  @ straight curve  @ ~@H@ ftreemeg attrib  Aplane surface  @ ~@8@?  coedge  C _     pcurve    exppc nubs???? spline  ref intcurve curve   parcur?) %? spline  ref null_surface nubs???? nullbs    coedge  E O   "  coedge   ` E t \  edge  2{rt FZ@ E  tangent  point  @ ~@#]@ coedge  h H   I  coedge    H x   edge  2{rt JZ@ H  tangent FldTmpmeg attrib  I face   I    point  @0~@#]@ coedge    O }   edge  ks s@ O  tangent ftreemeg attrib   QcX̀ face      plane surface  @ ~@#yt@?? straight curve  `@@@@?  point  `@~@@@ point  `@~@8@ftreemeg attrib  [ face       loop   [ plane surface  @z@@@?  coedge   ^   6  coedge  ^    6  coedge   s ^  \  edge  -DT! -DT!?   unknown  coedge    _    edge      unknown  pcurve    exppc nubs?? spline  ref  coedge  `    \  vertex   intcurve curve   parcur??(b???) %? spline  ref null_surface nubs?? nullbs   FldEntIdmeg attrib  c straight curve  `@~@@@  coedge   f     coedge  f      loop    straight curve  @ ~@8@?  coedge    h    edge  is s@ h  tangent  point  @0~@8@ point  @ ~@8@ coedge   w o    edge  J    unknown  pcurve    exppc nubs???? spline  ref  coedge    r    edge   ? r  unknown  vertex  t straight curve  @ ~@˛ k@  coedge    v    edge   ? v  unknown  coedge  w      loop     vertex  x straight curve  @0~@˛ k@ ftreemeg attrib   zcX̀ face      plane surface  @0~@#yt@??  coedge   |     coedge  |      loop     vertex  } straight curve  t@ ~@8@ FldEntIdmeg attrib  ~ Qftreemeg attrib   face      plane surface  @~@@@? ftreemeg attrib   face       loop    plane surface  @z@@@  coedge        coedge      6  coedge        edge   ?   unknown  coedge        edge   ?   unknown  vertex   ellipse curve  @~@0@;f;f??  coedge        coedge        loop     vertex   intcurve curve   parcur?) %? spline  ref null_surface nubs?? nullbs    coedge        edge  ]FQZ 2{rt@   tangent  point  ?~@Md]@ coedge        coedge        edge  -DT! i-DT!?   unknown  edge  -DT! k-DT!?   unknown  coedge        loop     vertex   straight curve  t@0~@8@  coedge       intcurve curve   parcur??(b???ߐ&JKd0? spline  ref null_surface nubs???? nullbs    coedge        loop    straight curve  @ ~@0@?  point  @ ~@0@straight curve  @0~@0@?  edge  -DT! -DT!?   unknown  face       point  @0~@0@FldEntIdmeg attrib   zFoldAttmeg attrib     loop    plane surface  0~@H@?  coedge        coedge        edge  -DT! -DT!?   unknown  face       point  @ ~@8@ftreemeg attrib   loop    plane surface  @ ~@8@? ftreemeg attrib   face       loop  !  plane surface  @~@@@?  coedge  " # $ %   coedge  &      coedge   & " '   coedge  $      edge  @ (K@  ) unknown straight curve  @0~@0@  coedge  *  + ,   coedge   *  -   loop   .  vertex   /straight curve  ?~@0@  point  ?~@0@ coedge    0 1   coedge   2     edge  3ҘP@ Jd~@  4 unknown  coedge  5    6  edge  7ҘP@ Jd~@  8 unknown  face 9 .   :  edge  ]FQZ 2{rt@  ; tangent  point  ~@Md]@ coedge  <   -   loop = < > straight curve  ?~@˛ k@?  edge   ?  ? unknown  coedge     @   vertex  A Bellipse curve  @~@8@;f?;f??  vertex   Cellipse curve  @~@8@;f?;f??  coedge        edge  -DT! D-DT!?  E unknown  face F z   G  point  @0~@8@ coedge   +   6  coedge        edge   ?  H unknown  face I    J ellipse curve  @~@0@;f;f?? ftreemeg attrib  cone surface  @~@˛ k@?;f;f?? ?? ftreemeg attrib  K  K!_DFldTmpmeg attrib   coedge  L M  @   coedge   N     edge  s s@  O tangent  coedge    P Q   vertex   Rellipse curve  @~@8@?;f?;f?? ftreemeg attrib   face S T U  V cone surface  t@~@8@?;f?;f?? ?? FoldAttmeg attrib  W   loop X   plane surface  0~@@@?  coedge  Y P N Z   coedge  [   '   coedge   [ Y \   coedge  N   %   edge  ( ]@ $ ^ unknown  coedge    M A   edge  _ (?  ` unknown  vertex   astraight curve  @0~@@@  coedge    b c   coedge   d  , 6  edge  e}@ ~@ + f unknown  edge  g}@ ~@  h unknown  face i >   j  point  ~@0@ coedge  k l  1 m n edge  3 7?  o unknown  coedge   p q r   vertex   sstraight curve  ??E4"d?  coedge  t  u v 6  loop w d x  vertex   ystraight curve  ?E4"d? ftreemeg attrib  plane surface  ?~@Md]@E4"d? straight curve  ~@˛ k@?  coedge  p  z {  FldTmpmeg attrib   face | }   ~ straight curve  @~@H@  edge  Ds s@   tangent  edge  @ _K@ M  unknown  point  @~@H@ point  @~@@@ vertex  @ ellipse curve  @~@8@?;f?;f?? ftreemeg attrib  cone surface  t@~@8@?;f?;f?? ?? straight curve  @0~@8@ ftreemeg attrib  plane surface  @ ~@0@? FldEntIdmeg attrib    coedge        coedge    & A   coedge   $ ! Z  straight curve  t@~@@@?  coedge  !   Q   edge   D?   unknown  point  @~@@@ftreemeg attrib   face       loop    plane surface  K@@ @?? ftreemeg attrib    K!_DFldTmpmeg attrib   coedge   ! # \   edge  ] J@ N  unknown  coedge  # "     edge   ]? #  unknown  vertex  % straight curve  @z@@@  vertex  A straight curve  @z@H@  point  @z@@@ coedge    * c   edge  g e? b  unknown  coedge  + t   6  vertex  , straight curve  0@?  vertex  - straight curve  ?0@? ftreemeg attrib  .plane surface  ?}@0@??  coedge   0   m  coedge  0    m  loop  k   pcurve    exppc nubs???? spline  netsur straight@@y:W@  ?vj? straightE>Y?YAJN@`Ҭ?rL{ֲؙ  ?? straight?@^#8uw?  ? intcurve  offsurfintcuraΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs OB<}%?> aΈ:?aΈ:?O6W?aΈ:?ipu?ZX? ¯@?R?sq?Qɾ?/t*? *D?(J$`e?ņmC"?bö!?? m8X?= 1B6< -DT! -DT! @ intcurve  parcur ?????????w5? null_surface cone@@ԿXM@?;f;f? ?? nullbs nubs?r==-DT!7`־R=eQԊݿnx W<^g?4E6<-DT!?    ?  ??  ?? intcurve  offsurfintcur?^Z{IG?쑲6A?zg??g˫N? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs 7kj@> ????^ґ?D/#?ƃw?^Z{IG?+?/?B9q:z?쑲6A?K?6dT?ƈ(]?zg?? 1C= Lu*6< -DT! -DT! @ intcurve  offsurfintcur aΈ:?R? *D??K? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  m8X?= 1B6< -DT! -DT! @ intcurve  ref  ?  ??  ?  ???  ????????null_lawnull_lawnull_lawnull_law nubs ?????vj??????@@y:W@@?y:W@@VUUUUU?y:W@@?y:W@=)?@@5??@I϶?VUUUUU?@{nS??@cU? {jU@"2c<@dv>R?*x?"2c<@T??\(Um?"2c<@>?u4U!?"2c<@EB HF?Pv7@L @@h?U}U7E?L @@6o?Ff?L @@Q@?5uS?L @@nji??Qd?>F@D@";s]?F0/@Bm?D@A?m58?D@?1Q?D@.흶@f? i h}@ڇG<\@3֐{?q?ڇG<\@ M1?5Γ?ڇG<\@~l?-c'?ڇG<\@0e?FNYʰ@F{@J (?qJ҂?C{@zr ? ؝?F{@W 9?Me)?C{@ye?ÙG;@^eKk:?(΁?s[j-8?^eKk:?foj? \rwk?^eKk:?65K??^eKk:?bkd?`L@0#`=?a_/?ź$?0#`=?^v?ʾ?0#`=?d?3J?0#`=?o/8?R@1F?h?Yv@1F?)ŕ_?cH?x1F?C ?GW?w1F?~?T1@tl3?_9P?!]B@tl3?e#1J?"Q?Gtl3? ??Ftl3??^[mj@W1?/;?BѸݍ@W1?*8-@4sl?W8t?{Zi@4sl?|!?G L@4sl?T ?hn[@4sl?JG"v ?^7 ;1@h[? q?3gD$@h[?rؑ,?A0;@[?0ȹax?vb@[??']@#?YUUUUU?@#?\UUUUU?ǘ? e@#?<KhI@#??@O#8uw?YUUUUU?@O#8uw?\UUUUU?@O#8uw?<@O#8uw?O3 ??vj?? intcurve curve   parcur!?O3 ? spline  ref null_surface nubs???? nullbs    coedge  2 <     coedge    2 r   edge  lԈ~ 3r=M@ 2  tangent  point  ?@^#8uw? coedge  d 5   6  coedge    5 v   edge  lԈ~ 7r=M@ 5  tangent FldTmpmeg attrib  6 face   6    point  @^#8uw? coedge    < {   edge  gm m@ <  tangent FldEntIdmeg attrib   > face      plane surface  ?0~@|,A]@? straight curve  t@~@H@? straight curve  @0~@H@  point  @~@H@ coedge  M L [    coedge  P Y L    edge   DJ@ L  unknown straight curve  @~@@@? ftreemeg attrib  T face       loop   T plane surface  K@@L]9@?  coedge      U FldEntIdmeg attrib  W straight curve  @z@@@?  edge  _ @   unknown  vertex   straight curve  @z@H@  point  @z@@@ point  @z@H@ coedge   b     coedge  b      loop   } straight curve  ?}@0@  coedge    d    edge  em m@ d  tangent  point  }@0@ point  ?}@0@ coedge  l k   m  coedge  q  k    edge  3    unknown  pcurve    exppc" nubs?? spline  ref  coedge   u l    edge  7    unknown  pcurve    exppc# nubs???? spline  ref  face   m    coedge    p    edge  @ @ p  unknown  coedge   q     loop     vertex   straight curve  ?@ԿXM@  coedge    t    edge  @ @ t  unknown  coedge  u      loop     vertex   straight curve  @ԿXM@ FldEntIdmeg attrib   x face      plane surface  0~@|,A]@?  coedge   z     coedge  z      loop     vertex   straight curve  ?Hn@0@ ftreemeg attrib  | >cX̀ftreemeg attrib  } face      plane surface  ?}@8@?? straight curve  @z@H@? ftreemeg attrib   face       loop    plane surface  @@y:W@]D?&y p(y p]Dٿ  coedge        coedge      U  coedge      U  coedge        edge  ? K@   unknown straight curve  @z@H@  point  @z@H@ coedge        coedge        edge  -DT! e-DT!?   unknown  edge  -DT! g-DT!?   unknown  coedge        loop     vertex   straight curve  <Hn@0@  coedge        edge   ?   unknown  pcurve    exppc$ nubs?? spline  ref  coedge        vertex   intcurve curve   parcur% ????vj??????O3 ? spline  ref null_surface nubs?? nullbs    coedge        vertex   intcurve curve   parcur& ????vj??????M(? spline  ref null_surface nubs???? nullbs   ftreemeg attrib   face      spline surface   ref  coedge        coedge        loop    straight curve  ?0@?  coedge        edge      unknown  point  ?@0@straight curve  0@?  coedge        edge  !   " unknown  face # $   %  point  @0@ftreemeg attrib   xcX̀FoldAttmeg attrib  &   loop ' (  plane surface  ?@@<?<  coedge    ) *   coedge  +      edge  -DT! ,-DT!?  - unknown  face .    /  point  ?@0@ftreemeg attrib   loop    plane surface  ?@0@ FoldAttmeg attrib  0   face 1    2  loop 3   plane surface  <@$8uw?<??  coedge  4  5 6   coedge  7      coedge   7 4 8   coedge  5      edge   9MU@  : unknown  coedge    ; < U  coedge       = edge  !   > unknown  edge  ? ?  @ unknown  coedge   5     vertex   A vertex   Bstraight curve  <@ @?  coedge  C D   E  edge   ?  F unknown  coedge    ( G   vertex  H Iellipse curve  @}@0@;f;f??  vertex  J Kellipse curve  @}@0@;f;f??  coedge   +     edge  -DT! L-DT!?  M unknown  face N x   O  point  @0@ coedge   4 P Q  intcurve curve   parcur'?O3 ? spline  ref null_surface nubs?? nullbs    edge  4E6L lԈ~@  R tangent  point  @@y:W@ coedge  P ;   S  edge  4E6L !lԈ~@  T tangent  point  @?y:W@ftreemeg attrib   face U V E  W cone surface  @@ԿXM@?;f;f? ??  coedge        edge   ?  X unknown  coedge       Y edge     Z unknown  face [    \  loop     pcurve    exppc( nubs?? spline  netsur) straight@0@  ļ? straightb̰?1`fW@(@;f;f 9 ?? straight?? @   intcurve  offsurfintcur*%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs r/^C> %Tѕ?%Tѕ?8?%Tѕ?vx?Pi>?F?4?>V*?PpB,?&4JVZe?C> ????pz?2O?LjRo?e8%?Bl ?O|?h0?5 ?+'B?A]?\6?=wY?? >cn@ %En@ -DT! -DT! @ intcurve  offsurfintcur-%Tѕ?>V*?y="??4F5nK? cone@@ԿXM@?;f;f? ?? null_surface nullbs nullbs  Y{~n@ ?T+n@ -DT! -DT! @ intcurve  ref+  ?  ??  ?  ???  ??#??????null_lawnull_lawnull_lawnull_law nubs ???????????@0@YUUUUU?@0@\UUUUU?@0@<@0@?@0@XUUUUU?YUUUUU@0@^UUUUU?*@0@<@0@gN?@o/@x?Ynq@o/@L?[ϖD@p/@tjN? @p/@͔6u?8/S@7.@9,?}{]!@7.@<- ?Ek@7.@O#?mͦ@7.@H/U?梢W@-@td[?2_@-@{_# ? igf@-@W?ݥ%R1@-@m=F?YJq@,@v'?օ@,@Hʪ1?^ δ@,@i?@,@=?ɎuJ@+@8Y ?؅ɶ @+@o+*?~@+@ڞm\]?8;+@+@ZOc ?[E@*@ Yw?k@*@~0i?;@*@pS?/oQ?*@A@N? @(@1&)?nv @(@e^?&(?)@Jպ|}? bd?)@Pg?W@'@D4?ό?y\@&@si)Pf?@GG?&@)a@?V֐q?&@=<3?sr&?&@o ?8k\@%@vH?EQ?%@oY.? L?%@Ke3?Wr?%@C? @ $@m?'k? $@3Q?FpA?$@AD*)?T茫?$@3V?N@@#@S| ?9fh?@#@Z6i?x hLk?@#@{V-I?cI3;?@#@< x?>A4JF@!@j5E?T1io?!@a2?hG:4?!@Lj?@v(=?!@ye׵?zrS(@!@/{&?"JF?!@_?ѩi? !@6Ǯk?M? !@$l4̅?=`@@ @٧?A쿻?@ @Y?cd?? @r5n ?jHW?? @RUUUUU?@ @qq?? @88?UUUUUU? @?? @?@ @?? @?UUUUUU? @?? @~ *???? intcurve curve   parcur. ?????????~ *? spline  ref) null_surface nubs?? nullbs    pcurve    exppc/ nubs???? spline  ref)  vertex  < ]intcurve curve   parcur0 ?????????N_3? spline  ref) null_surface nubs???? nullbs   ftreemeg attrib   face ^  S  _ cone surface  @@ԿXM@?;f;f? ?? ftreemeg attrib  `  H!_DFldTmpmeg attrib   coedge  a b  G   coedge  c d  * e  edge  ,m m@ ) f tangent  coedge    g h   vertex  * iellipse curve  @@0@?;f;f?? ftreemeg attrib  cone surface  @Hn@0@?;f;f?? ?? ftreemeg attrib  j  F!_Dftreemeg attrib  spline surface   ref) FldTmpmeg attrib   coedge     8   coedge     6   edge  9 ?≸L@ 5 k unknown  coedge    l m   edge  n 9?  o unknown  vertex   pstraight curve  K@@ @  coedge   l  < S  edge  !? ?K@ ; q unknown  pcurve    exppc1 nubs???? spline  ref) intcurve curve   parcur2?~ *? spline  ref) null_surface nubs???? nullbs    vertex  < rstraight curve  K@? @?  point  ?@ @ point  K@@ @ coedge  s  b H E  coedge   s c J E  loop  D  straight curve  ?}@@@  edge  Lm m@ ( t tangent  edge  ? u@e@ b v unknown  point  ?}@@@ edge  ? w@e@ c x unknown  point  ?}@8@ vertex  G yellipse curve  @@0@?;f;f?? ftreemeg attrib  cone surface  @Hn@0@?;f;f?? ??  coedge  l   Q S  edge  n ?≸L@ P z unknown straight curve  @@ԿXM@?  loop {  $ straight curve  @?ԿXM@? ftreemeg attrib   face | } ~   plane surface  @e@}@8@?? straight curve  @0@?  pcurve    exppc3 nubs?? spline  ref) intcurve curve   parcur4?~ *? spline  ref) null_surface nubs?? nullbs   ftreemeg attrib  plane surface  ?@0@??  point  ?? @FoldAttmeg attrib   $ plane surface  ?$8uw?<?? FldEntIdmeg attrib  &   coedge   (     coedge  (  C H   coedge   ) D J e  coedge  )    e  loop  )  straight curve  @Hn@8@?  coedge    + h   edge  , L? +  unknown  point  @@8@FldEntIdmeg attrib  0  straight curve  K@@L]9@$y p]Dٿ  coedge  ; P 7 m S  edge  ? nMU@ l  unknown  vertex  m straight curve  K@?L]9@?  point  K@@L]9@straight curve  ? @?  point  K@? @ coedge  D C   E straight curve  @Hn@@@?  vertex  H straight curve  }@@@?  vertex  J straight curve  <}@8@?  point  @@@@straight curve  K@?L]9@ y p]Dٿ FldTmpmeg attrib  Sftreemeg attrib  V face       loop   V plane surface  @e@@8@? ftreemeg attrib   ^ $F!_D coedge  b a     coedge  g  a    edge   Le@ a  unknown  coedge  d c   e  coedge   g d    edge   ,e@ d  unknown FldTmpmeg attrib  e face   e    loop   } straight curve  @@8@? straight curve  K@? @  point  K@?L]9@ coedge    s  ~  edge  u w? s  unknown  point  @e@}@@@ point  @e@}@8@ftreemeg attrib  }plane surface  @@8@  coedge      ~ FldEntIdmeg attrib   $  coedge      ~  edge  u }@   unknown  coedge        vertex   straight curve  @e@@@@  edge  w }@   unknown  vertex   straight curve  @e@@8@ FoldAttmeg attrib    plane surface  <?8@<?< straight curve  @e@}@@@  coedge      ~ straight curve  @e@}@@@  edge   ?   unknown  point  @e@@@@straight curve  @e@}@8@  point  @e@@8@ftreemeg attrib    H!_Dstraight curve  @e@@@@ FldEntIdmeg attrib     End-of-ACIS-datat@Hp@y@:)ڿ?< @ y@M@y@ :J