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@<gF@ ?-DT! @<E@ ƖgF @ Ɩ<q@ ƖgF @ Ɩ<gF@ ?-DT! @<gF @ Ɩ~F@ Ɩ<gF @ ƖgF @ Ɩ<gF@gF@<-ά@ ƖgF @ Ɩ<gF @ Ɩ`$@ Ɩ<gF@gF@<ߨ@ q+5@ <gF @gF @<gF@ ?-DT! @<$@ N5@ N<\Zy@P/@P<\Zy@ V/@ V< gF@M"\&流@M"\< gF@M"\~F@M"\<E@M"\D|@M"\<Nm@M"\gF@M"\<gF @G@<BF@gF @<gF@ ngF@ n<gF @ ƖgF @ Ɩ<gF @gF @<0ut8@][c0ut8@in=ܨ@inܨ@][c=&.@in&.@][c=fgt@][cfgt@in=gF@ ը@+==?@+gF@ =ը@+ը@xic==?@xic=?@+=ը@xicgF@ ^=gF@ ^=?@xic=fgt@ingFy@ =gFy@ ^fgt@][c=gF@ &.@in=&.@][cgF@ ^=ܨ@][cܨ@in=0ut8@in0ut8@][c=gF@ gF@ ==?@+ը@+==?@xicը@xic=gF@ ^gF@ ^=gFy@ n}@ = n}@ ^gF@ ^=gF@ ^:@ ^=gFy@ ^ n}@ ^=:@ gF@ =gF@ :@ = n}@ gF@ =:@ ^gF@ ^= n}@ gF@ =gF@ :@ =gF@ ^:@ ^= n}@ ^gF@ ^=0ut8@ gF@in0ut8@in"i$p@I0b! xρЎ@)oLz%@qgF@ =gF@ ܨ@ingF@ p@~qGGT@O+ ,@Gܨ@in=gF@][cܨ@ ^ܨ@][cru@]g9`GGT@ ot_{9Ԝ@Ј^gF@ ^=0ut8@][cgF@ ^gF@ ^QP@@_l%^ xρЎ@o_D6@V$9`0ut8@][c=ܨ@ :@inܨ@in3@ɭƛnI$@Gߨϙ|ந@}W0w:@ =:@ &.@in:@ f*@P1vu嵨@꒎9@//xƛ&.@in=:@][c&.@ ^&.@][c9@GR9`[浨@ Wr_M*@ ψ^:@ ^=ܨ@][c:@ ^:@ ^ |ந@^,h%@$mq_^3@Ї!9`ܨ@][c=fgt@ n}@infgt@inx@˭ƛ0#.y@Gߨ?Uz@}W0w n}@ = n}@ 0ut8@in n}@ 4@P1va#O@꒎/&Y@//xƛ0ut8@in= n}@][c0ut8@ ^0ut8@][cp%Y@IR9`=@ Wr_54@ ψ^ n}@ ^=fgt@][c n}@ ^ n}@ ^{iUz@^0/y@$mq_x@Ї!9`fgt@][c=fgt@ n}@infgt@inx@//xƛ0/y@꒎{iUz@P1v n}@ =fgt@][c n}@ ^ n}@ ^?Uz@ ψ^0#.y@ Wr_x@GR9`fgt@][c= n}@][c0ut8@ ^0ut8@][c/&Y@Ї!9`a#O@$mq_4@^ n}@ ^=0ut8@][cgF@ ^gF@ ^Lz%@]w}^ xρЎ@o_"i$p@ϝK`0ut8@][c=gF@ ܨ@ingF@ {9Ԝ@/wGGT@O+ru@ƛܨ@in=ܨ@ :@inܨ@in^3@//xƛ,h%@꒎ |ந@P1v:@ =gF@][cܨ@ ^ܨ@][c ,@_LL`GGT@ ot_p@^gF@ ^=ܨ@][c:@ ^:@ ^ϙ|ந@ ψ^nI$@ Wr_3@GR9`ܨ@][c=0ut8@ gF@ingF@ QP@@v xρЎ@)oD6@ƛ0ut8@in= n}@ 0ut8@in0ut8@inp%Y@˭ƛ=@Gߨ54@}W0w n}@ =:@ &.@in&.@in9@ɭƛ[浨@GߨM*@}W0w:@ =:@][c&.@ ^:@ ^f*@^u嵨@$mq_9@Ї!9`&.@][c=gF@ gF@ >gF@ gF@ >gF@ gF@ >gFr@ gFr@ >gF@ gF@ >gF@ gF@ >gFr@ gF@ >gFr@ gF@ >lܪ@9~וs{ܪ@n?@۪@X*۪@e?M@V٪@t;=x;٪@L?:8;٪@J*$&٪@=k|׋?C%۪@@O%kqߪ@ Ɩ?E@ Ɩ?{۪@u^?gF ު@ ƖgF ު@ ?%tm۪@ wVqߪ@ Ɩ?gF ٪@ gF ٪@ Ɩ?Nmת@ Ɩi۪@O?"ߴ[۪@Mu~FǪ@ Ɩ?%ת@ ƖTM۪@uN??`$ͪ@ ƖgFǪ@?gF@-ά@ Ɩ?gF@gF@?gFǪ@gFǪ@?>oɪ@q+5ʪ@ ?@ Oe@? */ɪ@>oɪ@?Oe@ b@?gBc}@/gF@?gFǪ@~hJǪ@/?>Ȫ@#-\ */ɪ@? b@O6[@#-\?O6[@#-\ y@jfp? y@jfpT~tt@4?VBV@8(gBc}@/?~hJǪ@/xJxǪ@8(?9QǪ@42tRȪ@jfp?2tRȪ@jfp>Ȫ@#-\?xJxǪ@8(9QǪ@4?T~tt@4VBV@8(?gF ٪@gF ٪@ Ɩ?gF ު@ ƖgF ު@?uj[o'ڪ@+וlڪ@7n(oa?bL۪@eMm۪@X?\Zy@P$@ N?5˪@ N/ʪ@P?\Zy@ V\Zy@P?/ʪ@P/ʪ@ V?gF@M"\\Zy@ V?/ʪ@ VgFǪ@M"\?gF ު@ gF ު@ Ɩ?gF ٪@ ƖgF ٪@ ?gF ު@ gF ު@?gF ٪@ gF ٪@?gF ٪@gF ٪@ ?gF ު@ gF ު@?gF ު@ ƖgF ު@?gF ٪@ ƖgF ٪@?gF۪@ ?-DT! @?gF۪@ ?-DT! @?E@ ƖgF ު@ Ɩ?qߪ@ ƖgF ު@ Ɩ?gF۪@ ?-DT! @?gF ٪@ Ɩ~FǪ@ Ɩ?gF ު@ ƖgF ٪@ Ɩ?gF@gFǪ@?-ά@ ƖgF ު@ Ɩ?gF ٪@ Ɩ`$ͪ@ Ɩ?gF@gFǪ@?@ q+5ʪ@ ?gF ު@gF ٪@?gF۪@ ?-DT! @?$@ N5˪@ N?\Zy@P/ʪ@P?\Zy@ V/ʪ@ V? gF@M"\&۪@M"\? gF۪@M"\~FǪ@M"\?E@M"\D|ת@M"\?Nmת@M"\gFǪ@M"\?gF ٪@Gͪ@?BF@gF ު@?gF@ ngFͪ@ n?gF ު@ ƖgF ٪@ Ɩ?gF ު@gF ٪@?0ut8ʪ@][c0ut8ʪ@in@@in@][c@&.@in&.@][c@fg渪@][cfg渪@in@gF@ @+@=?ʪ@+gFǪ@ @@+@xic@=?ʪ@xic=?ʪ@+@@xicgF@ ^@gFǪ@ ^=?ʪ@xic@fg渪@ingF@ @gF@ ^fg渪@][c@gF@ &.@in@&.@][cgF@ ^@@][c@in@0ut8ʪ@in0ut8ʪ@][c@gFǪ@ gF@ @=?ʪ@+@+@=?ʪ@xic@xic@gFǪ@ ^gF@ ^@gF@ n@ @ n@ ^gF۪@ ^@gF۪@ ^:@ ^@gF@ ^ n@ ^@:@ gF@ @gF۪@ :@ @ n@ gF۪@ @:@ ^gF@ ^@ n@ gF۪@ @gF۪@ :@ @gF۪@ ^:@ ^@ n@ ^gF۪@ ^@0ut8ʪ@ gF۪@in0ut8ʪ@in"i$pЪ@I0b! xρҪ@)oLz%֪@qgF۪@ @gF۪@ @ingF۪@ q@~qGGT@O+ ,@G@in@gF۪@][c@ ^@][cru@]g9`GGT@ ot_{9@Ј^gF۪@ ^@0ut8ʪ@][cgF۪@ ^gF۪@ ^QP@֪@_l%^ xρҪ@o_D6Ъ@V$9`0ut8ʪ@][c@@ :@in@in3@ɭƛnI$@Gߨϙ|@}W0w:@ @:@ &.@in:@ f*@P1vu@꒎9@//xƛ&.@in@:@][c&.@ ^&.@][c9@GR9`[@ Wr_M*@ ψ^:@ ^@@][c:@ ^:@ ^ |@^,h%@$mq_^3@Ї!9`@][c@fg渪@ n@infg渪@in@˭ƛ0#.@Gߨ?U꾪@}W0w n@ @ n@ 0ut8ʪ@in n@ 4Ī@P1va#OŪ@꒎/&YǪ@//xƛ0ut8ʪ@in@ n@][c0ut8ʪ@ ^0ut8ʪ@][cp%YǪ@IR9`=Ū@ Wr_54Ī@ ψ^ n@ ^@fg渪@][c n@ ^ n@ ^{iU꾪@^0/@$mq_@Ї!9`fg渪@][c@fg渪@ n@infg渪@in@//xƛ0/@꒎{iU꾪@P1v n@ @fg渪@][c n@ ^ n@ ^?U꾪@ ψ^0#.@ Wr_@GR9`fg渪@][c@ n@][c0ut8ʪ@ ^0ut8ʪ@][c/&YǪ@Ї!9`a#OŪ@$mq_4Ī@^ n@ ^@0ut8ʪ@][cgF۪@ ^gF۪@ ^Lz%֪@]w}^ xρҪ@o_"i$pЪ@ϝK`0ut8ʪ@][c@gF۪@ @ingF۪@ {9@/wGGT@O+ru@ƛ@in@@ :@in@in^3@//xƛ,h%@꒎ |@P1v:@ @gF۪@][c@ ^@][c ,@_LL`GGT@ ot_q@^gF۪@ ^@@][c:@ ^:@ ^ϙ|@ ψ^nI$@ Wr_3@GR9`@][c@0ut8ʪ@ gF۪@ingF۪@ QP@֪@v xρҪ@)oD6Ъ@ƛ0ut8ʪ@in@ n@ 0ut8ʪ@in0ut8ʪ@inp%YǪ@˭ƛ=Ū@Gߨ54Ī@}W0w n@ @:@ &.@in&.@in9@ɭƛ[@GߨM*@}W0w:@ @:@][c&.@ ^:@ ^f*@^u@$mq_9@Ї!9`&.@][c@gF@ gF@ AgFƪ@ gFƪ@ AgF@ gF@ AgF@ gF@ AgFƪ@ gF@ AgFƪ@ gF@ AgF@ gF@ AgF@ gF@ Alܪ@9~וs{ܪ@nB@۪@X*۪@eBM@V٪@t;=x;٪@LB:8;٪@J*$&٪@=k|׋BC%۪@@O%kqߪ@ ƖBE@ Ɩ?{۪@u^BgF ު@ ƖgF ު@ B%tm۪@ wVqߪ@ ƖBgF ٪@ gF ٪@ ƖBNmת@ Ɩi۪@OB"ߴ[۪@Mu~FǪ@ ƖB%ת@ ƖTM۪@uN?B`$ͪ@ ƖgFǪ@BgF@-ά@ ƖBgF@gF@BgFǪ@gFǪ@B>oɪ@q+5ʪ@ B@ Oe@B */ɪ@>oɪ@BOe@ b@BgBc}@/gF@BgFǪ@~hJǪ@/B>Ȫ@#-\ */ɪ@B b@O6[@#-\BO6[@#-\ y@jfpB y@jfpT~tt@4BVBV@8(gBc}@/B~hJǪ@/xJxǪ@8(B9QǪ@42tRȪ@jfpB2tRȪ@jfp>Ȫ@#-\BxJxǪ@8(9QǪ@4BT~tt@4VBV@8(BgF ٪@gF ٪@ ƖBgF ު@ ƖgF ު@Buj[o'ڪ@+וlڪ@7n(oaBbL۪@eMm۪@XB \Zy@P$@ NB 5˪@ N/ʪ@PB \Zy@ V\Zy@PB /ʪ@P/ʪ@ VB gF@M"\\Zy@ VB /ʪ@ VgFǪ@M"\BgF ު@ gF ު@ ƖBgF ٪@ ƖgF ٪@ BgF ު@ gF ު@BgF ٪@ gF ٪@BgF ٪@gF ٪@ BgF ު@ gF ު@BgF ު@ ƖgF ު@BgF ٪@ ƖgF ٪@BgF۪@ ?-DT! @BgF۪@ ?-DT! @BE@ ƖgF ު@ ƖBqߪ@ ƖgF ު@ ƖBgF۪@ ?-DT! @BgF ٪@ Ɩ~FǪ@ ƖBgF ު@ ƖgF ٪@ ƖBgF@gFǪ@B-ά@ ƖgF ު@ ƖBgF ٪@ Ɩ`$ͪ@ ƖBgF@gFǪ@B@ q+5ʪ@ BgF ު@gF ٪@BgF۪@ ?-DT! @B $@ N5˪@ NB$@ N5˪@ NB \Zy@P/ʪ@PB\Zy@P/ʪ@PB \Zy@ V/ʪ@ VB\Zy@ V/ʪ@ VB gF@M"\~FǪ@M"\BE@M"\gFǪ@M"\BgF ٪@Gͪ@BBF@gF ު@BgF@ ngFͪ@ nBgF ު@ ƖgF ٪@ ƖBgF ު@gF ٪@B 0ut8ʪ@][c0ut8ʪ@inC @in@][cC &.@in&.@][cC fg渪@][cfg渪@inCgF@ @+C=?ʪ@+gFǪ@ C@+@xicC=?ʪ@xic=?ʪ@+C@xicgF@ ^CgFǪ@ ^=?ʪ@xicC fg渪@ingF@ C gF@ ^fg渪@][cC gF@ &.@inC &.@][cgF@ ^C@][c@inC0ut8ʪ@in0ut8ʪ@][cCgFǪ@ gF@ C=?ʪ@+@+C=?ʪ@xic@xicCgFǪ@ ^gF@ ^CgF@ n@ C n@ ^gF۪@ ^C gF۪@ ^:@ ^C gF@ ^ n@ ^CgF@ ^ n@ ^C:@ gF@ CgF۪@ :@ C n@ gF۪@ C :@ ^gF@ ^C:@ ^gF@ ^C n@ gF۪@ CgF۪@ :@ CgF۪@ ^:@ ^C n@ ^gF۪@ ^C 0ut8ʪ@ gF۪@in0ut8ʪ@in"i$pЪ@I0b! xρҪ@)oLz%֪@qgF۪@ C gF۪@ @ingF۪@ q@~qGGT@O+ ,@G@inC gF۪@][c@ ^@][cru@]g9`GGT@ ot_{9@Ј^gF۪@ ^C 0ut8ʪ@][cgF۪@ ^gF۪@ ^QP@֪@_l%^ xρҪ@o_D6Ъ@V$9`0ut8ʪ@][cC @ :@in@in3@ɭƛnI$@Gߨϙ|@}W0w:@ C :@ &.@in:@ f*@P1vu@꒎9@//xƛ&.@inC :@][c&.@ ^&.@][c9@GR9`[@ Wr_M*@ ψ^:@ ^C @][c:@ ^:@ ^ |@^,h%@$mq_^3@Ї!9`@][cC fg渪@ n@infg渪@in@˭ƛ0#.@Gߨ?U꾪@}W0w n@ C n@ 0ut8ʪ@in n@ 4Ī@P1va#OŪ@꒎/&YǪ@//xƛ0ut8ʪ@inC n@][c0ut8ʪ@ ^0ut8ʪ@][cp%YǪ@IR9`=Ū@ Wr_54Ī@ ψ^ n@ ^C fg渪@][c n@ ^ n@ ^{iU꾪@^0/@$mq_@Ї!9`fg渪@][cCfg渪@ n@infg渪@in@//xƛ0/@꒎{iU꾪@P1v n@ Cfg渪@][c n@ ^ n@ ^?U꾪@ ψ^0#.@ Wr_@GR9`fg渪@][cC n@][c0ut8ʪ@ ^0ut8ʪ@][c/&YǪ@Ї!9`a#OŪ@$mq_4Ī@^ n@ ^C0ut8ʪ@][cgF۪@ ^gF۪@ ^Lz%֪@]w}^ xρҪ@o_"i$pЪ@ϝK`0ut8ʪ@][cCgF۪@ @ingF۪@ {9@/wGGT@O+ru@ƛ@inC@ :@in@in^3@//xƛ,h%@꒎ |@P1v:@ CgF۪@][c@ ^@][c ,@_LL`GGT@ ot_q@^gF۪@ ^C@][c:@ ^:@ ^ϙ|@ ψ^nI$@ Wr_3@GR9`@][cC0ut8ʪ@ gF۪@ingF۪@ QP@֪@v xρҪ@)oD6Ъ@ƛ0ut8ʪ@inC n@ 0ut8ʪ@in0ut8ʪ@inp%YǪ@˭ƛ=Ū@Gߨ54Ī@}W0w n@ C:@ &.@in&.@in9@ɭƛ[@GߨM*@}W0w:@ C:@][c&.@ ^:@ ^f*@^u@$mq_9@Ї!9`&.@][cCgF@ gF@ DgFƪ@ gFƪ@ D gF@ gF@ D gF@ gF@ DgFƪ@ gF@ DgFƪ@ gF@ D gF@ gF@ DgF@ gF@ DgF@ gF@ D ev  ev E ev  ev E ev  ev E evئ  evئ E ev  ev E ev  ev E ev  ev E ev  ev E ev  ev E evئ  evئ E ev  ev@ E ev@  ev@ E ev@  ev E  ev  ev E ev@  ev E ev  ev E ev@  ev E ev@  ev@ E ev  ev E ev  ev E evئ  ev E evئ  ev E ev  ev E ev  ev E ev  ev E ev  ev E evئ  ev E evئ  ev E ev  ev  ev  ev  ev  ev  ev  ev  ev  ev  ev&  ev G ev  evMG evM ev&MG  ev&M ev& G evM ev&MG ev  evMG ev&M ev& G ev  ev& GN?s9~ו7 HnH vXueH]GtmLH MNJ*Bv c=k|׋Hrw@b@ ƖH>ev Ɩ<ҒHu^H e Ɩ e H b# wVLg ƖH e  e ƖH9] ƖVOHeҤMu ev ƖH(s\ ƖuN?Hzl Ɩ evH ev ƖH ev evH ev evH;Pju[ H H\g;PHHrH i$/ evH ev\ah/HF#-\\gHHrQ l#-\HQ l#-\1=jfpH1=jfp 74H21i8( i$/H\ah/aB8(H64XUjfpHXUjfpF#-\HaB8(64H 7421i8(H e e ƖH e Ɩ eHfP+ו:x?j7n(oaHx;weuXHN-P> NHQ& N@{dPH N- VN-PH@{dP@{d VH evM"\N- VH@{d V evM"\H e  e ƖH e Ɩ e H e  eH e  eH e e H e  eH e Ɩ eH e Ɩ eH ev ?-DT! @H ev ?-DT! @H>ev Ɩ e ƖHLg Ɩ e ƖH ev ?-DT! @H e Ɩ ev ƖH e Ɩ e ƖH ev evH Ɩ e ƖH e Ɩzl ƖH ev evH ju[ H e eH ev ?-DT! @H> NQ& NHN-P@{dPHN- V@{d VH  evM"\UM"\H  evM"\ evM"\H>evM"\.\M"\H9]M"\ evM"\H ecvHDev eH ev n ev nH e Ɩ e ƖH e eHDW6][cDW6inI#in#][cI in][cIt '][ct 'inI ev *+II+ ev I*+*xicIIxicI+I*xic ev ^I ev ^IxicIt 'in ev" I ev" ^t '][cI ev inI][c ev ^I#][c#inIDW6inDW6][cI ev  ev II+*+IIxic*xicI ev ^ ev ^I ev" q Iq ^ ev ^I ev ^LM+z ^I ev" ^q ^ILM+z  ev I ev LM+z Iq  ev ILM+z ^ ev ^Iq  ev I ev LM+z I ev ^LM+z ^Iq ^ ev ^IDW6  evinDW6inBcI0b!0 )o q ev I ev #in ev j~q@«O+[nZG#inI ev][c# ^#][c(̻]g9`@« ot_`q+Ј^ ev ^IDW6][c ev ^ ev ^Y7 _l%^0 o_BPaV$9`DW6][cI# LM+zin#inwɭƛl>Gߨ }W0wLM+z ILM+z inLM+z !P1v꒎M//xƛinILM+z][c ^][cڼMGR9`,O Wr_ ψ^LM+z ^I#][cLM+z ^LM+z ^x ^B$mq_|wЇ!9`#][cIt ' qint 'inN#˭ƛzd"Gߨ2!}W0wq Iq DW6inq X$P1vz8꒎aRt//xƛDW6inIq][cDW6 ^DW6][cjbRtIR9`J Wr_R% ψ^q ^It '][cq ^q ^`2!^>W"$mq_ #Ї!9`t '][cIt ' qint 'in #//xƛ>W"꒎`2!P1vq It '][cq ^q ^2! ψ^zd" Wr_N#GR9`t '][cIq][cDW6 ^DW6][caRtЇ!9`z8$mq_X$^q ^IDW6][c ev ^ ev ^ ]w}^0 o_BcϝK`DW6][cI ev #in ev `q+/w@«O+(̻ƛ#inI# LM+zin#in|w//xƛB꒎x P1vLM+z I ev][c# ^#][c[nZ_LL`@« ot_j^ ev ^I#][cLM+z ^LM+z ^ ψ^l> Wr_wGR9`#][cIDW6  evin ev Y7 v0 )oBPaƛDW6inIq DW6inDW6injbRt˭ƛJGߨR%}W0wq ILM+z ininڼMɭƛ,OGߨ}W0wLM+z ILM+z][c ^LM+z ^!^$mq_MЇ!9`][cI ev  ev J ev  ev J  evߨ  evߨ J ev)  ev) J ev  ev J ev  ev J ev)  evߨ J ev)  evߨ JN?s9~ו7 HnK vXueK]GtmLK MNJ*Bv c=k|׋Krw@b@ ƖK>ev Ɩ<ҒHu^K e Ɩ e K b# wVLg ƖK e  e ƖK9] ƖVOKeҤMu ev ƖK(s\ ƖuN?Kzl Ɩ evK ev ƖK ev evK ev evK;Pju[ K K\g;PKHrK i$/ evK ev\ah/KF#-\\gKHrQ l#-\KQ l#-\1=jfpK1=jfp 74K21i8( i$/K\ah/aB8(K64XUjfpKXUjfpF#-\KaB8(64K 7421i8(K e e ƖK e Ɩ eKfP+ו:x?j7n(oaKx;weuXKN-P> NKQ& N@{dPKN- VN-PK@{dP@{d VK evM"\N- VK@{d V evM"\K e  e ƖK e Ɩ e K e  eK e  eK e e K e  eK e Ɩ eK e Ɩ eK ev ?-DT! 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A% %  ~uIR@y$bοk?@qQa?k?  %  B C D  % E S@ F(@N;C@ G tangent  % H I  J  %   ~S@% %  .~.P@y$b?k@qQa?k?  %  .0~.P@ %  1 K L 7  %  M N O  %  OP3@ P&Z]@ Q unknown  %  C M R  %  S  %  T% %   #~v'=B@?  %   ~u'=B@%% %  Cۘ/T % U V W  X  %  Y % %  .|<?@Լ? ?@  %  Z [ \ h  %  ]  % ^ 1=P@ _Ca9@ ` tangent  %  a b c h  %  Y  % d  e~ow{v@ f tangent %% %  Cۘ/T % g h i  j % %  2}<  %  ] ; k  %  I  %  k l% %  .~.P@y$bοk?@qQa?k?  %  2~1=P@ %  m n C  %  o p  W  %   q0@  r unknown  %  Y o s  %  t% %  .|?@?  %  2| %  u v  w  %   x0@  y unknown  %  v z  %   {% %  .|?@?  %  | } %  %  ~     %  !1ι@ 8&v@  tangent  %      %   ~    %      %  % %  //}A&v@  %  <+DT!? -DT! @  unknown  %     %  /|?&v@ %       %  U7K ؕ!  unknown  %  [    %     %   % %  /#~f9@  %  -DT! !-DT!  unknown  %  /~e9@ %     %  !Pe&T@ 6[@  unknown %%% %  %22 %   % %  .0~<? % %   ~+?B@y$bοk?@qQa?k?  %   0~+?B@ %      %  m u   %   ( 5  %  -DT!  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T-DT! @   unknown  %  /|?&v@% %  -~8ww@y$bοk?@qQa?k?  %  \  X    %  _V /Ҟ X  unknown %%% %  Y%22 %   % %  .P~<? %% %  ZCۘ/T %   t   % %  P~? % %   ~hPX@y$b?k@qQa?k?  %   P~hPX@%% %  bCۘ/T %    d  t  %  h/P _@ d  unknown  %  e     %%% %  f%22 %  f  %   g     %  g  i    %    %%% %  h%22 %  h % %   |<?  %  } i     %  *,DT! j   unknown  %   |sT@%% %  nCۘ/T %   r   t  %  s    t  %      t  %  y  v    % ! bQa@ {hPX@  " tangent  %   #% %  |bQa@y$b?k@qQa?k?  %   y  $   %     %  z %% %  9YY}{pW џ@ky$bο  %   {hPX@%% %  Cۘ/T% %  ~bQa@y$b?k@qQa?k? %% %  Cۘ/T % &   ' % %  {?  %    ( ) %  %     * %  %  +8OW@ ,49E3@  - unknown  %     .  %      %  % / 0 8ww@  1 tangent  % 2  ~ow{v@  3 tangent  %   4 %   5% %  -|8ww@y$b?k@qQa?k? %%% %  %22 %  8OW@ 649E3@  7 unknown  %  0~bQa@ %  6/@ @@  8 unknown  % 9 :bQa@ +?B@  ` tangent  %   P~+?B@ %       % %  1/}ow{v@?  %  *,DT!? -DT! @  ; unknown  %  1~ow{v@ %  (   . 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W% %  .{<? %%% %  %22% %  2|<?  %  1|ow{v@ %  -{8ww@ %   X% %  13I 0~$^m@ky$bο % %  0~ %%% %  %22 %   Y% %  -~8ww@y$b?k@qQa?k?  %  2|% %  .~?@?  %  F/@ @@  Z unknown  %     @ t  %  F49E3 :8OW  [ unknown  %  .P~ %  ,<@ C>@  \ unknown  %  B ]% %  .{?  %  .{ %  > ^% %  &z %% %  Cۘ/T% %  |<?@Լ? ?@ % %  ~bQa@y$bοk?@qQa?k? % %  |bQa@y$bοk?@qQa?k? % %  9YY}{pW џ@k?y$b?  %   {hPX@% %  13I {$^m@k?y$b? %%% %  $%22% %  .{<? % %  .{? %%% %  *%22% %  {<?  %  {bQa@ %  {% %  .|?@?  %  .{ %  0~ %  P~bQa@% %  P~ % %  13I P~$^m@k?y$b? % %  &z  %  { %  P~ End-of-ACIS-dataBD y$b?k?ky$bοek@.9Z]Lq@?AgACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  (9uEu %    loop%    plane% surface%  afLv ^m"@y$bοk?? %% %  Cۘ/T %       %    % %  0~?  coedge%       %% %  Cۘ/T %       %   % %  P~?  %       %   !   %  " # $   %  % &  '  edge%  (8OW@ )49E3@  * unknown %% %  Cۘ/T % + , -  .  %  /   cone% %  ~<?@Լ? ?@  %  0 1 2 3   %  4  5 6  %   7 8 9  %  : ;     %  <8OW@ =49E3@  > unknown  %  ?  @ A   %  B C  ! 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(@  %  m  %  o F  %  o p F  %  r o $  %  -DT!  o unknown  %  q p *  %   @ tangent  %  % %  @_@? %% %  t t %  y t X  %  { !@ t unknown  %  % %  @_?  %  @_@%% %  z z% %  ` %% %  { { %  ` %  X  %   %   W@ unknown % %  Ȋ@\? %% %    %  Ȋ@\ %  $  %   %   K@ unknown  %   %   %   %  % %  h5@?(@?  %   @ tangent  %  `   %  Ȋ5@%% %   7R %    %  % %  1"?  %   %  m  %  m  %  $  %   W@ unknown  %  F  %   @ tangent  %  % %  T@\@?(@? %% %    %  X  %   K@ unknown  %  % %  T@_?  %  T@_@%% %   % %  `? %% %    %  @_ %     X  %   %  -DT!? -DT! @  unknown %% %   %% %    %  % %  Ȋ5  %     $  %      %   !@  unknown  %    %      %    %   % %  "@  %   @  tangent  %     %  h"@% %  Ȋ5? %% %  7R% %  ȊP?? %% %  7R %       %   % %    %       %    !  %    %   $  %   "-DT!? # unknown  % $ % & m  %  ' @ ( tangent  %  )% %  @\@? %% %    %  % X  % * -DT!  + unknown  % , & -% %  @\?  %  @\@%% %   % %  @_? %% %    %  T@_ %  . / 0 X  % 1   % 2 3 K@  4 unknown %% %   %% %    % 5 6% %  h5?(@? %% %    %  Ȋ5 %    7 $  %  8 9    %  : a@  ; unknown  %  /    %  / 8 <   %    %  < =% %  @  %  3 @ > unknown  % ?  @  %  "@% %  h"? %% %  7R% %  h5?(@? (@ %% %  7R % A    B  %   % %  ފ?  %  C D  7  %  E D F  %  E !  %    $  %  " GK@ H unknown  % I J K  %  L "@  M tangent  %  ! N% %  T5@?(@? %% %    %  J & X  % O  'W@ P unknown  % Q K R% %  5?  %  5@%% %   % %  T@\?(@? %% %    %  @\ %   S T U X  % V    0   % W X 3!@ / Y unknown %% %   %% %    % Z  [% %  " %% %    %  h" %  G :!@  \ unknown  %  T   <   %   T C ]   %  ] ^% %  @?  %  X @  _ unknown  %  @% %  "? %% %  7R% %  "? %% %  7R% %  ??  %  `  9 ]  %   `  F  % a   b c  %  d G@ D e unknown  %  F f% %  T"@ %% %    %  b %  K X  % g ' L-DT!?  h unknown  % i c j% %  T"?  %  T"@%% %  & &% %  @\? %% %  ' ' %  5 %  . b ` k X  % l 9 8 . U   % m n Xa@ T o unknown %% %  / /%% %  0 0 % p 0 q% %   %% %  3 3 %  "% %  "@?  %  n :@ 9 r unknown  %  @% %  ?  % s D C S k %% %  E E %  S J E c X  % t L dK@ E u unknown  % v k w% %  "?  %  "@%% %  K K% %  T5?(@? %% %  L L %  T" % x d n!@ ` y unknown %% %  T T%% %  U U % z U {% %  ? %% %  X X %  % %  ? %% %  ` `%% %  c c% %  T" %% %  d d %  "%% %  k k% %  "? %% %  n n %   End-of-ACIS-data @?U ??h@_Ȋ@\h@\(@-DT! @-DT!Ȋ5Ȋ5Ȋ@\h"h5(@-DT!?-DT! @""h""""T" T""5 T5(@-DT!?@\ @\5T@_ T@\(@-DT!@_ @_T@_``@_```@_@_`h@_h@_@_#fORU)???o@adפ@-*w@;@D{~l@adפ@-*w@;@D{~l@ky$bο<ܢ}#?ܯRxi&,Dgi9uEuG ???W*ݏQ?Lz)IBAlYغv!AlYغw!@z)IB@ ) غuau A ) غuau @.=̿A>A.=̿A>@ 9uEu 9uEu 9uEu 9uEu 9uEu 9uEuGG ???W*ݏQ?Mz)IBAVӺ'AVӺ'@z)IB@Lzm% ӺALzm% Ӻ@.=̿A>A.=̿A>@ 9uEu 9uEu 9uEu 9uEu 9uEu 9uEuGG ???W*ݏQ?Nz)IBAVӺ'AVӺ'@z)IB@#MD Ӻes/ǃ}A#MD Ӻes/ǃ}@# RAOzA# RAOz@ 9uEu 9uEu 9uEu 9uEu 9uEu 9uEuG ???W*ݏQ?OE%G#NďAVӺ'AVӺ'@E%G#Nď@#MD Ӻes/ǃ}A#MD Ӻes/ǃ}@/FHoqA/FHoq@ 9uEu 9uEu 9uEu 9uEu 9uEu 9uEu A@?U ??W*ݏQ/FHoq E%G#NďE%G#Nď/FHoq VӺ'VӺ'E%G#Nď #MD Ӻes/ǃ}#MD Ӻes/ǃ}\SӺn#5 /FHoq/FHoq#MD Ӻes/ǃ}@ř?;e|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%     %    shell%     %     face%     %     ftree%meg% attrib%  7R %       loop%     cone% surface%  WQзL|nߖkk?y$b?|[h2dCM'@? (@ %% %   Cۘ/T %       %     plane% %   }< %% %  7R %       %    % %  ?.׷Lx}F΂ ?  .  %  @  % %   }??  %  A B C D   %  E  B F  %   G H I  %  J C  * K  %  L-DT! M-DT!  N unknown %% %  7R % O P 9  Q  %  R  % %   ͷL~%E/amy$b?k  %  S T U V   %  W   7   %   W S X   %  U  3 9  %  YxaJ8d ::K7Z 2 Z unknown  %    [ \  %  ] ^  6 _  %  ;$ć" `=,Ⱥ 5 a unknown  %  b`Kҍ@ :/D~@  c tangent  %  d ] e 9  %  ,  vertex%  ! f %  ! g ellipse% curve%  0L|`EX@?<V6%/(@k? %% %  #7R % h i j    %  k #  %  l m n o $  %  p & m q   %  & p ' F   %  ) n & D K  %  rD|$ LVz & s unknown  %  G ' t u  %  L0E@ v0O@ ' w unknown  %  ( E x y  %  z { ( I |  %  M; o\@ }@[Te@ ( ~ unknown  %  n ) {  K  %  n  %  F  %  * % %   L|X!^0@<<V6%/(@k? %% %  ,Cۘ/T %  _  % %  0}??  %  d -  %  / 1 X   %  /   %  d 2 / V 9  %  @# Y& U unknown  %  1 0   %  Y >@ Y#dSO@ 1 unknown  %  3  straight% %  0Lx}F΂7R %  |    %  >  %  ?  %  @ $  %  @ A q $  %  C J @ o K  %  -DT!? r-DT! @ @ unknown  %  B A   %  0O r0E m unknown  %  o % %  M| Ӽ@ky$bο  %  E u ?  %  wig v|^ E unknown  %  % %   &zv@  %  G y j  %  }&? @#@ G unknown  %  H |  %  H J  |  %  i  %  I % %   Lx}F΂@ #dSO@ T unknown  %  V % %  0&f}|4P@?  %  [ W  %  bFGZ@ (d@ unknown  %  % %  LXݷLx}B&dk?y$b?  %  0Lx}|4P@ %  [ ^  %  [ % %  2L|@^=G@<<V6%/(@k?  %  ^ ] _  %  h? `@wM'@ unknown  %  2F}[aQ}  %  2Lx}@^=G@ %  e % %  0~? %% %  i7R %  j  %  t k ?  %  k t p ?  %  m k $  %  pV[^@ @Y"tg@ unknown  %  l $  %  { z l |  %  !rde y[ណ\ l unknown  %  o % %   L| ULpH1@?<V6%/(@k?  %  v(nS~@ |F|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%   S %    loop%    plane% surface%  yN@΋ @mAէ??mAէ< %% %   S %       %    % %  0N@P=N@={?a:T  coedge%       %% %  7R %       %   % %  }V@??  %       %      %   ! "   %  #     edge%  $6/}~@ %ٮ/f@  & unknown %% %  7R % ' ( )  *  %    % %  ,~V@  %  + ,  -   %  .  / 0  %   1   %   2     %  3@> $/  4 unknown  %     -   %  563^|OQ@ $!gR@  6 unknown  %  7 8  " 9  %  %X6`1 :d^-3( ! ; unknown  %  <  8 =   vertex%   > %  " ? straight% curve%  ,~M@΋ @? %% %  7R % @ A B  C  %  D   cone% %  }F@?(@? (@  %  E  1 F   %   G 7 H   %  :cp 5jXK  I unknown  %  J  K L  %  M N  0 O  %  P-DT! 3 / Q unknown  %   R + F  %   S M T   %  0 U% %  ,~R@λfʱ@?  %  - V% %  yN@΋ @a:T={ο  %  W ! , H 9  %  ! X # = 9  %  ! Y  %  H Z% %  -E&o}N@J@k?TO$@ + j unknown  %  , g k l   %  :pQ m@ , n unknown % %  }M@΋ @  %  o . p q  %  r s . L t  %  u``1Z@ Pߓ5d@ K v unknown  %  w / 2 T O  %  / w r x O  %  / y  %  L z ellipse% %  ~F@eH(q@={οa:T?(@Gh2ȉ@a:T?  %  1 { D f  %  2 < | }   %  ~:mhm@ 3λfʱ@ 2  tangent  %  ,~F@λfʱ@ %  }N@t{@ %  7 9  %  8 9  %  9   %  }M@TG>@ %  < \  %  :mhm@ ]J]8@ [ tangent  %  % %  ,~8`@J]8@ %% %  A 7R %    %  A % %  y@=@??  %  { B  %  D )  %  D E h )  %  i-DT! -DT! D unknown  %  G E   %  :mhm@ it{@ e tangent  %  f % %  }R@t{@  %  G l  %  :mhm@ mTG>@ G tangent  %  % %  }8`@TG>@?  %  J  %  J q  %  3 u@& p unknown  %  K N x t  %  K t  %  K  %  q % %  j2^@@.=@a:T?={?  %  N M O  %  :mhm@ PeH(q@ N tangent  %  O   %  ~@@eH(q@ %  R c  %  S }  %  ~U @ S unknown  %  T % %  ,~F@?  %  W 9  %  k W  %  m-DT! -DT! unknown  %  X 9  %  [ X  %  -DT! ] unknown %% %  Y$fOR %   % %  p`e@~e@WQ7@y$bοk?ky$bο  %  [  %   %  \ % %  ,~0a@?  %  ,~0a@J]8@%% %  `%fOR %    %  | ` % %  dbpc~e@:mhm@`?`  %  a  %  c B  %  c d B  %  Y86b@ }@ei@ c unknown  %  e d )  %  :mhm@ PŒc@ tangent  %  % %  }F@PŒc@={οa:T?(@Gh2ȉ@a:T?  %  g  %   U@ g unknown  %  h % %  }F@?  %  }F@t{@ %  k  %   %  l % %  }0a@?  %  }0a@TG>@ %  { o  %  o  %  ©]l ^b U unknown  %  p s  %  p  %  p  %  % %  0PF@P=N@?  %  s r t  %  Ȏ:mhm@ uP=N@ s unknown  %  y t   %  0@@P=N@ %  | w  %  -DT! ~ w unknown  %  x % %  ~@@? %% %  y 7R% %  ~F@?(@? (@  %  | % %  ,~8`@:mhm@?  %  ,~F@:mhm@ %  9  %   %  KmF M'#@  unknown  %  % %  0@@? %% %   7R% %  S@@? % %  ~F@:mhm@`<?(@?  %  ~@@:mhm@ %  ! " #  %  $ % 9  %  & ' (  %  & ) * unknown  %  +  %  + & ,  %  +  %  -% %  Jb@0AǑ@k?y$b?  %  :mhm@ -J@ . tangent  %  }b@-J@ %  / 0 1  %  2@ &@ 3 unknown  %  " 0 4  %  "   %  " 5  %  6% %  Nۄb@~}@k?y$b?  %  :mhm@ [` -@ 7 tangent  %  ~b@[` -@%% %   7R% %  0@=@  %   8% %  ~0a@:mhm@`<?(@? %% %  7R% %  ~0a@?(@? (@ %% %  7R % 9 : (  ; % %  Z{b@?  %  < = a  %  >:mhm@ ΋ @ ? unknown % %  yPF@΋ @  %  <   %  &` @I@ @ unknown  %  A% %  y@@?  %  y@@΋ @% %  }F@:mhm@`<?(@?  %  }@@:mhm@ %  B + C  %  D% %  }0a@:mhm@`<?(@?  %  E F  %  y9@΋ @ %  E   %  hR HP G unknown  %  H% %  09@? % %  h?1@@Ž:mhm@?`  %  0@@Ȏ:mhm@ %  I J K  %  #  %  M'# Llv>F@ " M unknown  %  N O % P  %  )gj 2CZ_Q $ Q unknown  %  R , (  %  R N S (  %  R   %  T% %  yd@]S@?  %   C  %  U:mhm@ \S@ V unknown  %  yb@\S@% %  }b@?  %  J O W 1  %  J 4 1  %  J X  %  % Y% %  0d@,Y)@  %  LȎ:mhm@ ,Y)@ 0 Z unknown  % [  \  %  0b@,Y)@% %  ~b@?  %  ~b@:mhm@%% %  7R % ] X P  ^ % %  y8c@??  %  E   =  %  HP@ >hR@  _ unknown  %   `% %  y9@? % %  h?1|@@:mhm@?`  %  y@@:mhm@ %   I R a  %  U@I &` @ + b unknown  %  }b@:mhm@ %   <  F  %  >FR `6;P@  c unknown % %  0X@Ȏ:mhm@?  %  09@Ȏ:mhm@ %  B ! d e  %  0 / ! K 1  %  L& f J g unknown  %  4 h% %  h?1b@Ž:mhm@`<  %  d $ ' S P  %  $ d / W P  %  d : % %  Kc@|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  %fOR %    loop%    plane% surface%  dbpc~e@:mhm@`?` %% %  7R %       %     cone% %  }0a@?(@? (@  coedge%       %% %  7R %       %   % %  Z{b@?  %       %   !   %  " # $   %  % &  '  edge%  (U )@  * unknown %% %  7R % + , -  .  %  /  % %  y8c@??  %  0 1 2 3   %  4  1 5  %   4 6 7  %  8 2     %  9-DT!? :-DT! @  ; unknown  %  <  = >   %  ? @  ! A  %  ) B-DT!? C unknown  %   D E F   %  G H  $ I  %  J-DT! ( # K unknown  %  L  H M '  %   L ? N '  %   O  vertex%  M P %  N Q straight% curve%  ,~8`@:mhm@? %% %  7R % R S T  U  %  V  % %  ~c@?  %  W X Y Z   %  [  X \   %   [  5   %   Y  3   %  ]@I 9&` @  ^ unknown  %    _ `  %  9:mhm@ a-J@  b tangent  %  c d  7 e  %  ::mhm@ fTG>@ 6 g tangent  %  h  d i   %  5 j %  7 k ellipse% %  }0a@:mhm@`<?(@?  %  l  m n   %  o p  > q  %  BM'# rlv>F@ = s unknown  %  t & N A  %  t o u A  %  v  %  u w% %  ~0a@:mhm@`<?(@?  %  " x y z   %  { | " F }  %  ~lv>F JM'#@ E  unknown  %  # | I  %  # % M I  %  #  %  % %  ~F@:mhm@`<?(@?  %  & % '  %  (:mhm@ J]8@ % tangent  %  ):mhm@ J]8@ ? tangent  %  '   point%  ,~F@:mhm@ %  ,~0a@:mhm@%% %  ,7R %  v q   %  m , % %  08c@  %  l -  %  /   %  / 0 \   %  2 l / Z   %  @ ]&@ / unknown  %  1 0   %  ]:mhm@ \S@ 0 unknown  %  \ % %  h?1|b@:mhm@`<  %  4 `  %  f-DT! a-DT! 4 unknown  %  ` % %  }b@?  %  6 e  %  6 8 i e  %  d  %  ` % %  }0a@?  %  8   %  : U@ d unknown  %  }b@:mhm@ %  }0a@:mhm@ %  Y < V   %  < n T  %  r&  m unknown  %  = @ u q  %  = q  %  = S  %  % %  h?1b@Ž:mhm@`<  %  @ ? A  %  B:mhm@ [` -@ o tangent  %  O A   %  ~b@:mhm@ %  D   %  D z  %  hR ~HP y unknown  %  E }  %  E G }  %  E  %  % %  h?1@@Ž:mhm@?`  %  H G I  %  J:mhm@ [` -@ G tangent  %  I   %  ~@@:mhm@ %  L  %   U@ L unknown  %  % %  ,~F@?  %  % %  ,~0a@? %% %  O7R %   % %  ,~V@ %% %  S7R% %  Sb@?  %  V -  %  V W -  %  `6;P FR@ V unknown  %  X W   %  :mhm@ \S@ W unknown  %  % %  yd@:mhm@  %  _ [  %  aKm@ %  h   %  h  %  -DT! -DT! unknown  %  % %  }8`@:mhm@  %  m p T  %  m T  %  % %  0d@Ȏ:mhm@?  %  p o q  %  rȎ:mhm@ ,Y)@ unknown  %  0b@Ȏ:mhm@ %  t  %  -DT!  t unknown  %  % %  ~b@? %% %  v7R% %  ~0a@?(@? (@  %  x   %  x  %  FR `6;P@ unknown  %  y  %  y {  %  y  %  % %  0X@Ȏ:mhm@?  %  | { }  %  ~Ȏ:mhm@ ,Y)@ { unknown  %  }   %  0@@Ȏ:mhm@ %   %   -DT!? unknown  %  % %  ~@@? %% %   7R% %  ~F@?(@? (@ % %  ,~8`@J]8@  %  ,~F@J]8@ %  ,~0a@J]8@%% %  $fOR% %  p`e@~e@WQ7@y$bοk?ky$bο  %    -  %  Ȏ:mhm@ ,Y)@  unknown % %  h?11~c@:mhm@?`  %    %  &   unknown  %  % %  yc@?  %  yc@:mhm@% %  Jb@0AǑ@k?y$b?  %  yb@\S@ %      %    %  :mhm@ TG>@  tangent  %  % %  }8`@TG>@? %% %  7R %     % %  }V@??  %      %  &` @I@  unknown  %      %   %   % %  }F@:mhm@`<?(@?  %  }F@:mhm@ %    T  %  0c@Ȏ:mhm@ %    %  kx@V@ 1^b@  unknown  %   % %  0b@? % %  ~0a@[` -@y$b?k(@#BH@k?  %  ~b@[` -@ %      %  HP@ hR@  unknown  %      %    %    %   % %  h?11~9@:mhm@`<  %  ! "  %  Ȏ:mhm@ #,Y)@ $ unknown  % %  &  %  09@Ȏ:mhm@ %  !  %  1^b kx@V ' unknown  %  " (% %  0@@? %% %   7R% %  S@@? % %  ~F@[` -@y$b?k(@#BH@k?  %  ~@@[` -@ %     %  gj CZ_Q ) unknown  %   *% %  0c@? % %  yd@]S@?  %  yc@\S@ %  + , -  %    %  .-DT!? -DT! @  / unknown % %  }F@?  %  }F@TG>@%% %  7R % 0 1   2 % %  }F@?(@? (@  %  ,    %  ,  3   %    %  3 4% %  h?1|@@:mhm@?`  %  :mhm@ .-J@  5 tangent  %  }@@:mhm@ %     %  @ &@ 6 unknown % %  Nۄb@~}@k?y$b?  %  0b@,Y)@ %  7  3   %  7    %  1 % %  yX@:mhm@  %  8 9  %  :mhm@ :\S@ ; unknown  % <  =  %  y9@:mhm@ %  8 "  %  HP@ #hR@ > unknown  %  9 ?% %  09@? %% %   7R% %  0@=@ % %  Nۄ@@~}@ky$bο  %  0@@,Y)@% %  Kc@|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  $fOR %    loop%    plane% surface%  p`e@~e@WQ7@y$bοk?ky$bο %% %  7R %       %    % %  ,~V@  coedge%       %% %  7R %       %    cone% %  ~0a@?(@? (@  %       %   !   %  " # $   %  % &  '  edge%  (-DT! )-DT!  * unknown %% %  7R % + , -  .  %  /  % %  Sb@?  %  0 1 2 3   %  4  1 5  %   4 6 7  %  8 2     %  9 :U@  ; unknown  %  <  = >   %  ? @  ! A  %  )Km q  %  B& r = s unknown  %  t & N A  %  t o u A  %  v  %  ! w% %  Jb@0AǑ@k?y$b?  %  " x y z   %  { | " F }  %  ~-DT!? J-DT! @ E  unknown  %  # | I  %  # % M I  %  #  %  $ % %  }8`@TG>@?  %  & % '  %   (TG>@ H tangent  %   )-J@ & tangent  %  '   point%  }0a@TG>@ %  }b@-J@%% %  ,7R %  v q   %  m , % %  ~c@?  %  l -  %  /   %  / 0 \   %  2 l / Z   %  kx@V@ ]1^b@ / unknown  %  1 0   %   ][` -@ X tangent  %  Z % %  ~0a@[` -@y$b?k(@#BH@k?  %  4 `  %  f aW@ 4 unknown  %  % %  ,~0a@?  %  6 e  %  6 8 i e  %  d  %  ` % %  ,~F@?  %  8   %  : -DT!? d unknown  %  ,~0a@J]8@ %  ,~F@J]8@ %  Y < V   %  < n T  %  rgj CZ_Q m unknown  %  = @ u q  %  = q  %  = S  %  > % %  yd@]S@?  %  @ ? A  %   B\S@ @ unknown  %  O A   %  yb@\S@ %  D   %  D z  %  B#h ~Km@ | tangent  %  I   %  }F@TG>@ %  L  %  -DT!? -DT! @ L unknown  %  % %  }0a@?  %  % %  }b@? %% %  O7R% %  }0a@?(@? (@ %% %  S7R% %  y8c@??  %  V -  %  V W -  %  @ &@ V unknown  %  X W   %   ,Y)@ unknown  %  % %  Nۄb@~}@k?y$b?  %  _ [  %  a -DT!? 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M  %  @ A   B  %  aЫ Cգy^  D unknown  %  %      %   % @ E   %  % F  %   G% %  /L|%5u@?<[6%/(@k?  %  H  : I   %  (7$آ@ k,ܢ@  J tangent  %  K L M N   % O F   P  %  /L|搁@ %  I Q% %  -|>k@y$bοk?@qQa?k? %% %  Cۘ/T%% %   7R %  R  % %  1QvUL|Ь4@k?y$b?[m2dCM'@? (@  %  S T U V   %  W  T X s  %   W Y Z s  %  [ U   N  %  \&? ]@#@  ^ unknown %% %  Cۘ/T% %  {? % %   &f}adZչ@  %  w(X@ _&Z]@ @ ` unknown  %   L~adZչ@ %   Lx}adZչ@ %    a b   %  a !     %  #~@@ ë^@  c unknown  %   d% %  /L~K**R@  %  !   e   %  , f% %  1#~ogι@  %  1L~mgι@ %   % g h   %  i j %    %  7 k @ % l unknown  %  & ( i m  %%% %  '%22 %  m n %  o +  e O  %  + o -  O %%% %  ,%22% %  2~<?  %  *,DT!? .-DT! @  p unknown  %  1~ow{v@% %  -|8ww@y$b?k@qQa?k? %% %  30-z % q r s  t  %  5 u  v   %  _z1 c"> B w unknown  %  9 i 6    %  <V /Ҟ 6 x unknown %%% %  7%22 %   y% %  .{<? % %   |hPX@y$bοk?@qQa?k?  %   {hPX@ %  z C  v   %  C z E    %   N %%% %  D%22 %  D {% %   ~<?  %  j E | }   %  ~<+DT! 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Ӽ@ H3승@  tangent  %   "% %   &z Ӽ@?  %  #  $ % l  %  0DHۭۿ &P[)?  ' unknown %% %   Cۘ/T % ( )   /  %   L~<$vkR@%% %  5-z % *    4 % %  -y"~RFSy$bοk??  %  + ,     %  -z1 c">  . unknown  %  /  , 0   %   /     %    %%% %  %22 %  0 1 %     2   %  3-DT!   4 unknown  %   ~S@ %  5  6 7  %  8 9   :  % ; 1=P@ <Ca9@   tangent  %    8 =   %   >% %  2Xv~1=P@  %  , ?     %  19s& ؕ!   unknown  %  6  ? @   %   A     %  B C  %   D% %  /#~f9@  %    E F   %  -DT! G-DT!  H unknown  % I J   t  %  /~e9@ %  "  K L   %  E M   N  %  Oq,:t WSr  P unknown  %  F Q% %  .~.P@y$b?k@qQa?k?  %  $ 5 R S  %  A @ $  B  %  TRHV]@ =ϫ@ $ U unknown  %   V% %  1L|0It@<<[6%/(@k?  %  ' K 0    %  1L|ka@% %  -|>k@y$b?k@qQa?k?  %  ? , 5 W   %  > R ,    %  д_ XhG4S , Y unknown  %  6?@ Zqx@ 0 [ unknown  %    1    % \ bQa@ Zd@  , tangent  %   ]% %  13I {$^m@ky$bο %% %  3Cۘ/T %  -{?k@ %    8  ^  % _ bQa@ d@ 8 = tangent  %   `% %  13I {$^m@k?y$b? %% %  ;Cۘ/T %  R > A    %  R a  %   b% %  /&f}?BN<@  %  Tј x@ CXK@   unknown  % c a B    %  /Lx}>BN<@% %  1QvULx}Ь4@k?z$b? %% %  F 7R %  L H d e   %   f H  ^  %  g -DT!?  h unknown  %   i% %  3{Cri@kz$bο  %    K    %  Z-DT!   j unknown  %  k R L    %  l A&@ A"*@  J tangent  %  U M R  N  %  N m %  N n% %   &t{N3승@  %  R k S    %   -DT!?  o unknown  %  T S p q   %  rYKn @ ю%@ S  tangent  %   s% %   Lx}@  %  p t W  l  %  @# &  u unknown  %  q v% %  ; AHLx}e3@k?z$b?  %  w Y t x   %  Y w [    %  Y   %  Z y% %  > L~#)@ky$bο  %  ]K)9 -rL4 [ ] unknown  %   Lx}E@ %   L~E@ %   L~7el׹@ %  u a  z   %  h {% %  /#~)1ι@? % %  -~BcϹ@y$bοk?@qQa?k?  %  | g j  s  %  g |  z s %%% %  h%22 %  k-DT! <+DT!  } unknown  %  /~?&v@% %  -|8ww@y$bοk?@qQa?k? %% %  rCۘ/T %   r % %  0~?  %    u    %  uD ~6$   unknown  %   % %   ~}ZD׹@y$b?k@qQa?k?  %   | z    %  wZD׹@ ~hPX@ z  tangent  %  |  |    %  } % %  9YY}0~pW џ@k?y$b?  %   0~hPX@%%% %  %22% %  .P~<?  %  -P~BcϹ@%% %  Cۘ/T %  C :  P  %     2   %   d f  l  %  f    ^  %  -DT!    unknown  %   % %   &zv@  %        %   -DT!?   unknown  %    %%% %  %22 %   | Ӽ@ %  t  B  l  %  K   %   %  &2$vkR@ o'=B@   tangent  %  % % %   Xv~.$vkR@ %% %  Cۘ/T %  3 ^  ? %% %  0-z %  B  w    %     0   %   % %   #~0@N;C@  %        %   *,DT!?   unknown  %   ~.@N;C@ %  WSr@ 3q,:t@   unknown  %   % %  ~uIR@y$bοk?@qQa?k?  %     W  %     7   %  <c">@ z1 @   unknown  %     = :  %      :  %  8  %%% %  %22 %    %  -DT! -DT! 8  unknown  %  2~1=P@ %     @   %  1T*+fY@ {Y@ ?  unknown  %        %   + #    %       %  /L~e9@ %     F N  %  .P@ GGN^:@ E  tangent  %   % %  -~GN^:@y$bοk?@qQa?k? %% %  Cۘ/T %   N    %   $  L   %  & O-DT!? K  unknown  %      N  %   J  %   % %  /OT0~('\ky$bο  %  .0~.P@ %     S   %  X@# T&   unknown  %  S % %  1Lx}@<?  %  1Lx}0It@ %  sϵ @ Xww%@ 5 $ unknown  %  S % %  > L~#)@ky$bο  %   % %  3{Cri@k?z$b? %%% %  %22 %  {bQa@ %   ) %%% %  %22 %  {bQa@ %    t  %  /L~>BN<@%% %   7R %     e l  %  l`@4 g@# d  unknown  %      ^  %  e % %   |d@y$bοk?@qQa?k?  %   {d@% %   |d@y$b?k@qQa?k?  %        %  e  %   |O3승@ %   L|N3승@% %   L|_r~@?<[6%/(@k?  %     q l  %  a}p@ r@ z1 @ #  unknown  %  $      %  K  %%% %  %%22 %    %   ~7$vkR@%% %  )Cۘ/T %  -2WF:O@ _|Y/!P@ w  unknown  %  ,      %   L~.@N;C@ %  3uIR@ +?B@   tangent  %   % %   ~+?B@y$b?k@qQa?k?  %   % %  /OTP~('\k?y$b?  %  P~uIR@ %   6 9    %  W % %  1#~Ca9@?  %  9 8   :  %  -DT!? <-DT! @ 9  unknown  %  1~Ca9@% %  .~.P@y$bοk?@qQa?k? % %  sFZͳL~K**R@ky$bο  %  A B     %  M E A  N  %  GPe&T@ 6[@   unknown %% %  C0-z% %  sFZͳFK**R@y$b?k %%% %  F%22% %  .0~<?  %  -0~GN^:@%% %  JCۘ/T %  p     %   K M   % %  ~uIR@y$b?k@qQa?k?  %  OuIR@ +?B@   tangent  %  0~uIR@% %  1&f};@?  %  1Lx};@ %  1L~;@ %   {d@%% %  a7R %  d p k  l % %   &t{E"n@?  %   |E"n@ %  r-DT! l   unknown  %   L|E"n@% %   Lx}@<?  %   Lx}.a~@ %  x % %  -~BcϹ@y$b?k@qQa?k?  %  -0~BcϹ@%%% %  %22 %        %  .P@ GN^:@   tangent %%% %  %22% %   #~v'=B@?  %  <+DT!    unknown  %   ~u'=B@ %  6[ Pe&T   unknown %%% %  %22 %   P~+?B@ %  .P~.P@ %  1L~Ca9@ %   % %  -~GN^:@y$b?k@qQa?k?  %   % %  0~n$@k?y$b? %% %  Cۘ/T%%% %  %22% %   L|.a~@<<[6%/(@k?  %   L~u'=B@%%% %  %22% %   ~+?B@y$bοk?@qQa?k? % %  P~n$@ky$bο  %  -P~GN^:@ %   0~+?B@ End-of-ACIS-datas B ??R׽g@Z!t??W;zLBB ??R׽g@Z!t??XbACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%     %    shell%     %     face%     %     ftree%meg% attrib%   7R %       loop%     cone% surface%  /=g,Qh(? (@ %% %   Cۘ/T %       %    % %  ~r?@? ?@ %% %   7R %       %     plane% %  #=g,Qd  coedge%    ! %% %  Cۘ/T % " # $  %  %  & % %  :~r?@? @  %  ' ( ) * %% %  7R % + , -  .  %  /  % %  ?=g,Q&a?  %  0 1 2 3   %  4  1 5  %   4 6 7  %  8 2  ! 9  edge%  :-DT! ; < unknown %% %  Cۘ/T % = > ?  @  %  A  % %  <??  %  B C D E   %  F  G H  %   F I J  %  K L  * M  %  N-DT! O  P unknown %% %   7R % Q R S   %  T  % %  ]=g,Qi?  %  U V W X   %  Y  V Z   %   Y  5   %  W  3 9  %  [ ףpeK@ :Q[@ 2 \ unknown  %    ] ^  %  :f/au@ _f/u@ 1 ` tangent  %  a b  7 -  %  ;d/au@ cd/u@  d tangent  %  e b f 9  %  W g  vertex%  ! h %  ! i ellipse% curve%  /,Qh?r<(? %% %  #Cۘ/T % j k l  m  %  n # % %  :pr?@? @  %  o p q r $  %  s & p t   %  & s u v   %  w q & E x  %  y-DT!? z-DT! @ & { unknown  %  ( ' | }  %  ~  ' H l  %  `{ O@Nƾxq G tangent  %  ( J  %  `{ N@Nƾxq ( tangent  %  ) M  %  ) ~ M  %   %   %  * % %  ~CNƾxq@? %% %  , 7R %     %  ,  %  -  %  /   %  / 0 Z   %  2 / X 9  %  @# [0 W unknown  %  1 0   %  [j/au@ j/u@ V unknown  %  3  straight% %  #^QTr<  %  4 ^  %  c _-DT!? ] unknown  %  ^ % %  #=g,Qh  %  6 -  %  6 8 f -  %  ^ % %  /=g,Qi  %  8 9  %  ;@4 # 8 unknown  %  9   point%  #,Qh %  /,Qi%% %  > Cۘ/T %    %  ~ > % %  ??  %  ?  %  A $  %  A B t $  %  D A r x  %  zZ/Ab@ X/Af@ A unknown  %  C B   %  `{ z,Q>j p tangent  %  C v  %  `{ y,Q>j C tangent  %  D x  %  w  %   %  E % %  :~YQ>j?@?  %  F }  %   -DT!? F unknown  %  G L l  %  G l integer_attrib%name_attrib%gen% %  Hmake_tangent%22 %  H % %  ~r?  %  I  %  I K  %  %%% %  J%22 %  J % %  ~r?  %  K M  %  z1 Nc"> unknown  %  L M  %  O,i'@ KolE@ ~ unknown  %  M  %  M   %  ~@Nƾxq %  ~@Nƾxq%% %  R 7R %     %  R  %  S  %  T -  %  T -  %  T  %  #@ @4@ unknown  %  V U   %    U   %  )ȫJ@ )ȫZ@  unknown  %  W    9  %  X % %  $,Q&a  %  ] Y  %  _Q[  ףpeK  unknown  %  % %  #=g,Q&a  %  #,Q&a %  ]  a  %   % %  /,Qh𿱰r(?  %  #,Qh %   a   -  %  #@ c@4@  unknown  %  b   -  %  /,Qi %   e   9  %    e   %  ,Qi gF @ e  tangent  %  % %  C,Qi %% %  gCۘ/T %      % %  *?r< %% %  k Cۘ/T %  ! "  #  %  k % %  pr?@? ?@  %  $ n % & ?  %  n $ o ?  %  q ' n x  %  -DT! (-DT! n ) unknown  %  p o * + $  % , -`{ ,Q>j . tangent  %  r /% %  j  %  * 0 s "  %  -DT! -DT! s 1 unknown %%% %  t%22 %  t 2% %  <~r?  %  3 u 0 4  %  u 5 w  %  6 7 %%% %  v%22 %  v 8% %  :~r?  %  9 w : ; x  %  <@4 y# = unknown  % > ? x  @  %  :~,Q>j %  <~,Q>j %  A |   %  | B  %  | % %  ~m{?@?  %   ~ C D l  %  E[ S  F unknown  %  ~`{ %  G H  %   I7@ J unknown  %  K L M  %  N 9 O  % P Q  R  %  ~`{ %  S T U M  %  L V W  %  شA@ XشB@ Y unknown  %  M Z% %  gw~@Nƾxq?  %  [ C  %   \-DT!? ] unknown  %  ^% %  r$~@Nƾxq  %  _ ` a M  %  b c d  %  \c">@ ez1 @ f unknown %% %  0-z % g h i   % %  {!`-di|@Nƾxq %% %  7R % j  k  l  %  m  %  n o p q  %  r S  %  r n s S  %  p  %   t-DT!? u unknown  %  v w -  %  x y z  %  {-DT! -DT! | unknown  %  } ~  -  %  e/s@ e/!s@ d tangent  %   x   %     %    %  % %  C~,Qi?  %    %  0? @#@  unknown  %      %       %    %   % %  Um,Q&a?  %     9  %  +$P@ 3xLrQ@  unknown  %  ,Q&a% %  #^QTr?  %  #,Q&a %      %      %  }   -  %     k  %  -DT! -DT!   unknown  %   % %  C,Qi?  %      %  -DT!? -DT! @   unknown  %     9  %       %  @ `  unknown  %       %    %%% %  %22 %  % %  :r?  %  :,Qi%% %  0-z %      %   % %  uyby`+$` %% %  9uEu %       %  0 % %  t`{??  %    ?  %    &   %  `{ (,Q>j %  tangent  %     x  %  % %  :o^Q>j?@?  %   + "  %  -[ S  unknown %%% %  %22 %  % %  <pr?  %  j %   4 " % %  :~m{@?  %  <~`{ %  T    %  7  @  unknown  %      %       %      %  :~`{ %   O x  %    ;   %  e/s@ <e/!s@  tangent  %  % %  C~,Q>j %% %  7R %     % %  ]=g,Q>j?  %      %      %   D  %  E`{ @Nƾxq C  tangent  %  D % %  by`{?  %    H   %  I`{ ,Q>j  tangent  %  H % %  "~`{  %      %   M W  %  j<&9j@ pwj@  unknown  %      %  #@ @4@  unknown %% %  Cۘ/T %      % %  *~?r<  %     M  %   3 U  %  c">@ Xz1 @ T  unknown  %     W  %     %   % %  -di|@Nƾxq  %  ~@Nƾxq %   c   %  % %  oENƾxq@?  %  o@Nƾxq %     M  %    a i  %  PKolZR@ ePKolR@ ` Y unknown  %     d  %   [  d  %     %   % %  gw@Nƾxq %% %  0-z %  7    %   %% %  Cۘ/T %   % %  :pr?@? ?@  %       %   s  %      %   q  %  tQ[  ףpeK p  unknown  %    S  %  f/s@ tf/!s@ n ` tangent  %  % %  /~,Qh𿱰r(?  %    w   %  \/Af {Z/Ab v  unknown  %    z  %     z  %    %   % %  :~YQi@?  %     -  %       %  @4 # ~  unknown  %    %    !  % " ,Qi #gF @ x tangent  %  $ p m   %  :~,Qi %  /~,Qi %  %   % %  $,Q&a?  %    & '   %  2xLrQ (+$P  ) unknown  % * g     %  ,Q&a %    + , 9  %  - &   .  %  /c">@ z1 @  0 unknown  %   1% %  %+$Pr<  %   2 3 4  %  5    k  % 6 ,Qi 7gF @  8 tangent %% %   Cۘ/T % 9 : ;  < % %  *𿱰r?  %  = >   ;  %  ?Z/Ab@ \/Af@  @ unknown  %   5 = A k  %  A B% %  :o^Qi?@?  %  :,Qi %     C   %  C D% %  :o^Qi@?  %    E F 9  %  G H   I  %  3 Jk7&  K unknown  %  L      %   3 G M   %   N  %   O% %  gF @?  %  P-DT! -DT!  Q unknown  % R S   @  %  :gF @%% %   Cۘ/T% %  *~𿱰r?  %  T U  V  %% %  !Cۘ/T % W X Y  Z  %   ! % %  ~r?@? @  %  [ * $  "  %  -DT!? --DT! @ $ \ unknown  %  ] % '    %  % ^ [ _   %  ` h %%% %  &%22 %  & a %  ' b c d x  %  (#@ e@4@  f unknown  %  :,Q>j% %  j  %  /~,Q>j%% %  ?7R %  } ? % %  ?=g(\Sq?  %  ~ A    %  C [ A   %  -DT! E   unknown  %  B ~    %   G B    %  I-DT!? -DT! @   unknown %%% %  D%22% %  pr?  %  o`{ %  G   z   %   Q %%% %  H%22 %  O % %  :~r?  %  :~`{ %  K N    %  s r K  t  %  0? @#@ K  unknown  %  V L r  W  %  M % %  ~ +$Pr<  %  -DT! -DT! N  unknown % %  C~,Q>j? %% %  QCۘ/T %     < % %  :~r?@? ?@  %   S   M  %    S    %   -DT!?   unknown  %  U % %  gw~@Nƾxq  %  Xpwj uj<&9j   unknown  %  ~@Nƾxq %  `{ \@Nƾxq c  tangent  %  @Nƾxq %  _    M  %  ^  _    %  z1 c">   unknown  %   `   i  %  `  b  i  %    %   b   d  %  epwj j<&9j b ) unknown  %  c    d  %    b  d  %  d    %  @Nƾxq%% %  hCۘ/T %      i  %   m o   %  m   V  %  0? @#@   unknown  %  o n    %  j/s@ j/!s@  unknown  %  q % %  #~YQTr?  %  ~  r    %  -DT!    unknown  %    %  #~,Qh %   v y    %  v   C   %  v S % %    %     A ;  %      ;  %   % %  >D=ru,Qi  %  ,Qi gF @ =  tangent  %  >o,Qi %  ,Qi PgF @  . tangent  %  j?  %      "  %     i   %  -DT!  h  unknown %%% %  %22% %  ~r?  %  ~`{ %     n   %  v(\ c pQJX   unknown  %        %  n % %  /~,Qk𿱰r(?  %      t  %      t  %     %    %   % %  $~(\Sq %% %  0-z %      x  %  -DT! -DT!  ! unknown  % " #   $  %  /~,Q>j %  %  `    %    & '  %  (7  @  ) unknown  %   *% %  oo{?@?  %  + ,     %  S@ -[@  . unknown  %    , /   %  / 0% %  :~m{?@?  %  :~,Q>j %        %  QJX@ (\ c@  1 unknown  %   2% %  $~(\Sq?  %  .ȫ u.ȫz  3 unknown  %  ~(\Sq %   4% %  /~,Qk?r<(? %% %  Cۘ/T % 5 { 6  l  %     %  7 8   Y  %  9KolE ,i'  : unknown  %   h 7 ;   %   <% %  ~CNƾxq?@?  %  ~@Nƾxq% %  ~ +$Pr? %%% %  %22% %  r?  %  =      %  -DT! 9  > unknown  %   `     %   ?% %  gw@Nƾxq?  %  @j<&9j@ pwj@   unknown  %  @Nƾxq %    A B d  %   %     %  @# C0  D unknown  %   E %    F G d  %     H d  %  @4 I#  J unknown %% %   Cۘ/T %  }      %  @.ȫZ .ȫJ  K unknown  %    L M  %   N% %  $~,Q&a?  %   L     %   ףpeK@ Q[@  O unknown  %   P %  #~,Q&a% %  /~,Qh?r<(?  %  #~,Qh %    L    %   L     %  #-DT!? -DT! @  Q unknown %%% %  %22 %   R%% %  Cۘ/T % S  T  U  %  V  >    %   V     %   : % %  :~YQi?@?  %  W  X Y   % Z ,Qi [gF @   tangent  % \    R  %  :~,Qi %   ] ^ _  %  ` a   T  %  bk7&@ 3@  c unknown  %  X  a d   %  ! e% %  :~gF @  %  :~gF @ %  ] $ f g  %  8xLrQ h+$P $  unknown  %   % i j  %  & k %  .  %  (z1 lc"> % m unknown % %  uyby`+$`?  %  `+$` %  n +  o   %  + n -    %   p %%% %  ,%22 %  o q% %  r?  %  r - s t .  %  u /-DT!?  v unknown  % w x .  y  %  `+$` %  2  z {  %  H G 2  I  %  |k7&@ 3@ 2 } unknown  %  3 ~ 5    %  4 % %  gF @  %  7-DT!? -DT! @ 5  unknown  %  :gF @%% %  :Cۘ/T %  > = ~  ;  %  ?,Qi gF @   tangent  %  >~,Qi%%% %  A%22 %  A % %  >pr? %%% %  C%22 %  z E H    %  E   o   %  z  % %  ޒH^`@?  %  J R@ | wS@ H  unknown  %   I  U  %  ^`@ %  @ P   unknown % %  +>ŤygF @? %% %  NCۘ/T% %  *gF @??  %  <pgF @%% %  SCۘ/T %  U T     %  L  T    %  +$P@ 8xLrQ@   unknown  %  V % %  Um,Q&a? %% %  XCۘ/T %   X % %  pr?@? @  %  g [   "  %  ` ]     %  c  ]    %  e-DT! -DT! ]  unknown  %    ^    %  `{ @Nƾxq   tangent  %   % %  "`{  %  0? @@#@ `  unknown  %  b y   x  %   c  H   %     %    %  /,Q>j %  8 7 g  Y  %  S@ [@   unknown  %  ; % %  ~m{@?  %   m s    %  m  o    %  m # % %  #~YQ2_r?  %  d/s@ pd/!s@ o  tangent  %  #~,Qk %  `/s@ v`/!s@   unknown  %   t    %  ~(\Sq %  #~(\Sq %  , + y    %  X/Af Z/Ab   unknown  %  z % %  :~YQ>j@? %% %  {7R %      % %  /=g,Qk(? (@  %   }     %  F  ~ ' 6  %  --DT! (-DT! &  unknown  %  G % %  "`{?  %  `{ %        %     /   %   % %  >by`{  %  `{ ,Q>j   tangent  %  >~`{% %  #~XQ2_r<  %  #~(\Sq% %  Um(\Sq  %  #~,Qk%% %  Cۘ/T %     %     ; Y  %    =  Y  %   % %  r$~@Nƾxq?  %  `{ @Nƾxq   tangent  %  ~@Nƾxq %    8   % %  oENƾxq?@?  %  @Nƾxq %    %     B   %  C}(\ c QJX   unknown  %   % %  $(\Sq  %  (\Sq %   &  G 6  %  (`{ I,Q>j F 8 tangent  %  -DT!? -DT! @   unknown  %   % %  C,Q>j % %  Um(\Sq  %     M   %  @# 0 L  unknown  %  ~,Q&a% %  #~XQTr<  %  #~,Q&a% %  :~gF @?@?  %  <~gF @%% %  5-z %    % %  &+>ŤJPt5F@  %        %        %     Y   %  [ ?@   unknown %%% %  %22 %   %% %  Cۘ/T %       %     _   %  @[) b@DHۭ?   unknown  %      T  %     d T  %   % %  ~MPt5F@r?  %  lU|I3t@ lU|ISt@   unknown  %  ~gF @ %   r  g .  %  hz1 c">   unknown  %    %     j   %  l`+$` ^`@   tangent  %      .  %  j % %  gw`+$`?  %        %  -DT!    unknown  %       %  ^`@ %  f    .  %     t   %  uyby= uuyby s  unknown  %   % %  o%+$`@? %% %  0-z %     % %  {!`uyby`+$`??  %     {   %  @[) |@DHۭ?   unknown  %   % %  rMPt5F@r?  %        %  gF @% %  :pgF @@?  %   @@   unknown %%% %  %22 %   % %  >~r?  %  >pgF @ %        %  p    % %  W@B|^`@ %% %  5-z% %  <pgF @  %   f   .  %  huyby!@ uyby%@   unknown  %        %    %  ~,Q&a %   =     %   -DT!?   unknown  %        %  QJX@ }(\ c@   unknown  %        %   % %  /,Qk?r<(? %%% %  %22 %  `{ %   % %  $(\Sq?  %   F   6  %  I-DT!? -DT! @   unknown  %     $  %  /,Q>j %   % %  by`{  %  ~`{% %  #=g,Qk % %  #=g(\Sq %% %  7R %   % %  >D=ru,Q>j?  %  >~,Q>j%% %  #7R% %  #=g,Q2o  %   A %    %  `/au@ C`/u@   unknown  %  &  +  6 % %  :oo{?@?  %  :`{ %  -`{ ,Q>j +  tangent  %  >o`{%%% %  /%22 %  `{ 9@Nƾxq 8  tangent  %  o@Nƾxq%%% %  ;%22% %  ~r?  %  (\Sq %  A      %     %  B % %  #^Q2_r?  %  #(\Sq%%% %  G%22% %  /,Qk𿱰r(?  %  :,Q>j% %  $~,Q&a  %  a ` W  T  %  ~ X V    %  -DT! [-DT! V  unknown  %   W     %  3 k7& W  unknown  %  d % %  :~gF @?  %  :~gF @ %    ]    %  `+$` ^`@ ] k tangent  %   ^     %  ^  `    %  _ % %  ޒH~^`@  %  NB@ bNC@ `  unknown  %  ~^`@% %  +>ŤygF @?  %   % %  gw~`+$`?  %  ~`+$` %   i k    %  i      %   x %%% %  j%22 %    %  k    .  %  l-DT!    unknown  %  `+$` %   s n    %  u`+$` ^`@   tangent  %   % %  p^`@?@? %% %  pCۘ/T %     Z  %    r    %  -DT!    unknown  %  s      %     %   !% %  uyby`+$`  %  o`+$`%% %  x Cۘ/T % " # $  m  %  % z    % %  ޒH^`@  %  ^`@% %  >pgF @?  %  >~gF @ %        %  ` wF &+)  ' unknown %% %  5-z% %  ս%" W@B|^`@  %      .  %    ( )   %  *c">@ z1 @  + unknown  %  ~`+$`% %  oo{@? % %  #^Q2_r<  %  d/au@ d/u@   tangent  %  #,Qk %  #(\Sq% %  :o^Q>j@? %% %  7R % ,     %  o`{ %  >o,Q>j%%% %  %22%%% %  %22% %  pr?  %  #,Qk% %  :~gF @@?  %   -     %  @DHۭۿ .@[)?  / unknown  %   0% %  ~MPt5F@r<  %  ~gF @ %        %    %%% %  %22 %  & -DT!?  1 unknown  %  ~^`@ %  ~`+$` %    2 3   %  4 -DT!?  5 unknown  %  ^`@ %    6 7 .  %  8 2   $  %  uyby@ 9uyby=@  : unknown  %  3 ;% %  o%+$`?@? %%% %  %22 %  p^`@%% %  Cۘ/T % < N     %       % %  ~ +$`@?  % = `+$` &^`@   tangent  %  ~`+$`%% %   Cۘ/T % > ?    %  @   %  -  @ A   %   B% %  +^~^`@?  %  C 6  ) ?  % D *`+$` .^`@ ( tangent  %  ) E% %  gw~`+$` %% %  7R %   % C F   %   G% %  ޒH~^`@?  %  ~^`@% %  ~^`@?@?  %   @  3 $  % H `+$` 4^`@   tangent  %  A I% %  p^`@@?  %  ( J  7 ?  %  9 *-DT!? 6 K unknown  %  @  J L $  %  L M% %  uyby`+$`?  %  o`+$`%% %  Cۘ/T%%% %  %22%% %  # Cۘ/T %  C #  %  2 8 % A $  %  N+)@ 4` wF@ @ O unknown  %  ~^`@ %  J ( - F ? %%% %  )%22 %  ~`+$` %  .-DT! N C P unknown  %  ~^`@%%% %  3%22 %  p^`@ %  6 C 8 L ? % %  ~ +$`?@?  % Q 9`+$` N^`@ 8 tangent  %  ~`+$` %  F R% %  +^~^`@ % %  ~^`@@? %%% %  L%22 %  ~^`@ End-of-ACIS-dataBB ??R׽g@Z!t??Y~ACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  5-z %     loop%    plane% surface%  &+>ŤJPt5F@ %% %  5-z %      %     coedge%       %% %  5-z %       %   % %  ս%" W@B|^`@  %       %      %   ! "   %  # $  %  edge%  &3 'k7&  ( unknown %% %  Cۘ/T % ) * +  ,  %  - % %  *?r<  %  . / 0 1   %  2  / 3  %   2 4 5  %  6 0   7  %  8k7&@ 93@  : unknown  %    ; <   %  = >  ?  %  @lU|I3t@ &lU|ISt@  A unknown  %  B C  "   %  'NB@ DNC@  E unknown  %  F  C G %  %   H = I %  %  # J  vertex%  K %   L straight% curve%  ~MPt5F@r< %% %  Cۘ/T % M N O  P  %  Q   cone% %  pr?@? @  %  R S 2 T   %  U  V W   %   X  3   %   Y  1 7  %  Z@[) 8@DHۭ? 0 [ unknown  %    - T  %  \ R@ 8 wS@  E unknown  %  ] ^  5 ?  %  9lU|Iq@ _lU|Iq@ 4 ` unknown  %  a  ^ b 7  %   c  %   d %  b e% %  rMPt5F@r?  %  f g  < h  %  Dk7&@ @3@ ; i unknown  %  j  $ I ?  %   k f l ?  %  4 m  %  l n% %  +>ŤygF @?  %  o ! g p   %  ! q # G   %  < r% %  W@B|^`@  %  s # t u %  %  '@DHۭۿ v@[)? # w unknown  %  $ x y z %  %  { &?@ $ | unknown  % } %  ~  point%  ~gF @ %  ~^`@%% %  *Cۘ/T %  m   %  * % %    %  +  %  - X   %  - ]   %  _3 \k7& - unknown  %  q .   %  . W  %   Z-DT!? V unknown  %  / R   %  0 7  %  W % %  ޒH^`@  %  T  %  4 S ?  %  4 6 b ?  %  T % %  +>ŤygF @?  %  6 7  %  9`? @@ 6 unknown  %  7   %  ^`@ %  gF @ %  ; > l h  %  ; B p h  %  g % %  ~MPt5F@r?  %  = ?  %  > ?  %  @?  f unknown  %  ?   %  ~gF @ %  B   %  @[) D@DHۭ? g unknown  %  C U   %  ~^`@ %  F %  %  F u  %  `+$` v^`@ t tangent  %  G % %  ޒH~^`@?  %  H %  %  H z  %  `{ {gF @ H tangent  %  z % %  :~gF @? %% %  JCۘ/T% %  *~?r< %% %  NCۘ/T %  N % %  ~r?@? @  %  O  %  Q +  %  Q +  %  X Q   %  -DT!  Q unknown  %  R   %  \@DHۭۿ @[)? 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P unknown  %  Q  %  -DT!? R-DT! @ S unknown  %  G T U 7  %  V W   %  7 X @ Y unknown  %  Q V Z  %  [ %%% %  %22 %  \% %  :r?  %  :gF @%% %   Cۘ/T % ]   ^ % %  pr?@? ?@  %  _ ` a h  %  b   % c d`{ gF @ e tangent  %  f g h h  %  i  % j k`+$` ^`@ l tangent %% %   Cۘ/T % m n   o % %  *~𿱰r?  %  p q  r  %  R @@ s unknown  %  p t  %  t u% %  :~gF @@?  %  v w  x  %  @ O  y unknown  %  b w z   %  b {  %  z |% %  :~gF @?@?  %  :~gF @ %  i '  %  }% %  ~^`@?@?  %  ~^`@ %  @ % %  ~^`@@?  %  ~  %  %       %  +$P@ pwj@  unknown  %      %  g     %   %   % %  gw~`+$`  %   -DT!?  unknown  %      %  ~`+$` %       %  !`{ @Nƾxq  tangent  %       %   #   %     %   % %  "~`{  %  -DT!? -DT! @  unknown  %  J    %  :~`{ %    O  %  `+$` ^`@   tangent % %  +^~^`@?  %   4 *   %  , /-DT!?  unknown %%% %  %22 %  % %  pr? %%% %  %22 %  % %  r?  %  ^`@ %  p^`@ %       %  ) J 5   %  /c">@ z1 @  unknown  %       %    8   %   <7@  unknown  %  N   :  %  9  %%% %  %22 %  % %  :r?  %  :gF @ %     %  `+$` ^`@  tangent  %  ~^`@ %   C   %  -DT! 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H  I unknown  %  ~@Nƾxq %  F J   K  %  %[ S  L unknown  %  G M% %  ~m{?@?  %  S@ [@  N unknown %% %  9uEu% %  t`{??  %  >~`{% %  uyby`+$`  %  ~`+$` %   O     %  z1 c">  P unknown  %   Q% %  %+$Pr<  %  `+$` %  R  O S   %   R    %%% %  %22 %  S T %    U V   %  W -DT!?  X unknown  %     <   %  `{ %   Y% %  :oo{@? %% %  Cۘ/T% %  :pr?@? @ % %  uyby`+$`?  %  A   #   %       % %  gw@Nƾxq  %  PKolZR@ PKolR@  B unknown  %  @Nƾxq%%% %  %22% %  <pr? %%% %  %22% %  >pr?  %    J Z   %  [ -DT!?  \ unknown  %  @Nƾxq %  Z ]% %  oo{?@?  %  >o`{%% %   Cۘ/T % ^  K  ^  %  _   +   %  0c">@ 4z1 @  ` unknown  %  a   1 .  %   a _ b .  %  - D %%% %  %22 %  + c %  -DT! d , e unknown  %  ~`{% %  :~m{@?  %   f% %  ~ +$Pr?  %  ~`+$`% %  ~ +$`@? %% %  0-z % g c   h %% %  Cۘ/T% %  >  %  [ S  i unknown %% %  Cۘ/T% %  <??  %  <~`{%% %   Cۘ/T %    j k  % %  -di|@Nƾxq %% %  Cۘ/T % l  .   %  m   %  j   G K  % n `{ H@Nƾxq F  tangent  %   o% %  ~CNƾxq@?  %   j " Z K  %  j ) % %  by`{?  %  ~`{% %  >by`{  %   p  S  % %  gw@Nƾxq?  %  @Nƾxq %    q r   %  -DT! s  t unknown  %  @Nƾxq %  q u  V E  %  dS@ W[@ U v unknown  %  r w% %  oo{@?  %  |= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  0-z %    loop%    plane% surface%  {!`uyby`+$`?? %% %  0-z %      %    % %  uyby`+$`  coedge%       %% %  0-z %       %    %       %      %  ! " #   %  $ %  &  edge%  'z1 (c">  ) unknown %% %  0-z % * + &  ,  %  -  % %  {!`-di|@Nƾxq  %  .  % /   %  0  1 2  %   0 3 4  %  5 6   7  %  8+$P@ 9pwj@  : unknown  %  ;  < =   %   >    %  'uybyՠ@ ?uyby٠@  @ unknown  %   A B C   %  D E  # F  %  (-DT! G " H unknown  %  I  E J &  %   K  / &  %  K   vertex%  / L %  J M straight% curve%  gw`+$`? %% %   Cۘ/T % N O F  P % %  *𿱰r?  %  Q R K S   %  >  R T   %  Upwj '+$P % V unknown  %    W X  %  Y Z  2   %  [uyby!@ 8uyby%@  @ unknown  %  \ ]  4   %  9شA@ ^شB@  _ unknown  %  `  ] a 7  %   b Y c 7  %  5 d  %   e %   f% %  ~ +$Pr<  %  g  h i   %  j k  = l  %  mc">@ ?z1 @ < n unknown  %   . j o   %  o p% %  uyby`+$`?  %  ! Y q r   %  s t ! C u  %  Guyby@ vuyby=@ B w unknown  %  x " t y F  %  " x $ J F  %  " +  %  y z ellipse% %  o%+$`?@?  %  { $ | } &  % ~ (`+$` gF @ $ tangent  %  % - S &  point%  `+$` %  `+$`%% %  + Cۘ/T %  u   cone% %  pr?@? ?@  %  -   %  - . T   %  c">@ Uz1 @ K unknown  %  PKolZR@ UPKolR@ . _ unknown  %  / % %  &+$Pr?  %  0 X  %  ^pwj [+$P W unknown  %  A 1 6 c   %  1   %  X  %  3   %  3 5 a   %  X % %  -di|@Nƾxq  %  5 7  %  9z1 c"> 5 unknown  %  6 7  %  c">@ 8z1 @ 6 unknown  %  7   %  ~`+$` %  ~@Nƾxq %  ;   %  ; i  %   m-DT!? h unknown  %  < > o l  %  < l  %  <  %  % %  gw`+$`  %  ?+$P@ pwj@ j unknown  %  `+$` %  A r  %  v -DT!? q unknown  %  B u  %  B D y u  %  B O  %  % %  uyby`+$`?  %  E D F  %  G`+$` gF @ D tangent  %  o`+$` %  I &  %  I }  %   @@ I unknown integer_attrib%name_attrib%gen% %  Jmake_tangent%22 %  J % %  r?  %  K & %% %  O Cۘ/T %   % %  ??  %  Q   %  Q  %   -DT!? unknown  %  R   %  % %  gw@Nƾxq  %  o  %  @Nƾxq %  W Z  %  W \  %  % %  ~ +$Pr?  %  Z g   %  [z1 c"> unknown  %  ~`+$` %  \   %  c">@ ^z1 @ unknown  %  ]   %  ~@Nƾxq %  ` 7  %  `  %  `{ @Nƾxq tangent  %  a % %  gw~@Nƾxq?  %  b 7  %  q b  %  `+$` gF @ tangent  %  % %  gw~`+$` %% %  dCۘ/T %   % %  *~?r<  %  g  %  uyby= uyby unknown  %  h k  %  h  %  h  %  % %  o%+$`@?  %  j l  %  k l  %  m`+$` gF @  tangent  %   l    %  `+$`% %  %+$Pr<  %  q s  %  q % %  ~ +$`?@?  %  t s   u  %  v`+$` gF @ s  tangent  %  ~`+$` %   | x  %   -DT!? x  unknown %%% %  y%22 %  y % %  pr?  %  {   &  %    {   %  `{ gF @  tangent  %  |     %     %  % %  gF @  %  gF @ %    %  `{ @Nƾxq tangent %% %   Cۘ/T% %  ~r?@? ?@  %      %  ,i'@ KolE@  unknown  %      %  !  %  "% %  oENƾxq@?  %  # $   %  z1 %c"> & unknown  %  @Nƾxq %  @Nƾxq %  ' ( )  %  * + ,  %  - ( .  %  -DT!  / unknown  %  ) 0% %  gw~`+$`?  %  1 2   %  + 3 4  %  5 -DT!? 6 unknown  %  7% %  gw~@Nƾxq  %  8  %  -DT!  9 unknown  %  : ; 7  %  < = >  %   ?7@ @ unknown  %  8 < A  %  B %%% %  %22 %  C% %  ~r?  %  ~@Nƾxq %  D   %  E @@ F unknown  %   G %%% %  %22 %  H %  ~`+$`%% %   Cۘ/T % I J  K % %  *~𿱰r?  %  L  %  L - M  %  J  %  M N% %  uyby`+$`  %  O P  % Q `+$` RgF @ S tangent  %  o`+$` %  T U V l  %  T W X l  %  Y O Z  %  [@  \ unknown %%% %  %22 %  ]% %  r? %% %  Cۘ/T % ^ _ `  K % %  *?r<  %     %   @@ a unknown %%% %  %22 %  b% %  ~r? % %  pgF @@?  %  pgF @ %  c d  >  %  7  @ e unknown  %  f    %  f c g   %   h %%% %  %22 %  i% %  :r?  %  D j k  %  -DT!? l-DT! @  m unknown  %   G  % n Z  o  %  :gF @ %  d p %%% %  %22 %  q %  r    %  r 8 s   %  t  %  u% %  r$~@Nƾxq  % v w`{ @Nƾxq tangent  % x t  P  %  o@Nƾxq %  y U $ `  %  %-DT! z # { unknown  %  $ |% %  gw@Nƾxq?  %  } ~   %   ) .  %  `+$` gF @  tangent  %  }    %   , 4  %  `{ @Nƾxq  tangent  %   M .  %   % %  ~ +$`@?  %  ~`+$` %    2   %  zKolE 5,i' 1  unknown  %     4  %    %  % %  ~CNƾxq?@?  %  ~@Nƾxq %   s % %  ~CNƾxq@?  %    ;   %  ?`{ EgF @  tangent  %   A >  %     >  %  <   %  ; % %  "~`{  %   -DT!?  unknown  %     %  ~`{ %      %  ; % %  :~gF @?  %  -DT!   unknown  %  ~gF @%% %  Cۘ/T %     % %  pr?@? @  %     %  `+$` gF @ -  tangent  %  ~`+$` %   P Z  %  -DT! 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[-DT!   unknown  %  :gF @%% %  _Cۘ/T %  j  f    %  `{ lgF @   tangent  %   % %  :oo{?@? %% %  hCۘ/T% %  :pr?@? ?@  %   j     %     %   % %  >pgF @?  %  >pgF @% %  oo{?@?  %  w[ S r  unknown %%% %  s%22%% %  t Cۘ/T %       %  o`{ %  `{ z@Nƾxq  S tangent  %  o@Nƾxq %    }    %  `{ gF @   tangent  %   ~   Z  %  ~    Z  %   % %  :~gF @  %   -DT!?   unknown  %  ~gF @ %        %        %  >    %   % %  "~`{?  %  -DT!    unknown  %  ~`{%% %  Cۘ/T% %  ~r?@? @  %       %%% %  %22 %   %% %  Cۘ/T %        %  d     %        %  S@ [@   unknown  %   % %  :~m{?@? %% %  9uEu% %  t`{??  %  ~`{%% %  Cۘ/T% %  > % %  :~gF @@? % %  ~gF @?  %  ~gF @ %        %       % %  "`{  %   -DT!?   unknown  %  `{ %        %  -DT!? -DT! @   unknown  %  :`{ %        %  !@   " unknown  %   #% %  :pgF @?@? %%% %  %22% %  >pr?  %  >o`{ % $ `{ gF @  % tangent  %  >~gF @% %  by`{? %% %  Cۘ/T % & '   ( % %  :pr?@? @ %%% %  %22 %   ) %  *      %   *     %   ' %%% %  %22% %  :~r?  %  -DT!? !-DT! @  + unknown  %  :~gF @% %  ~gF @?@?  %    , -   %  .-DT! -DT!  / unknown  %        %  :~`{% %  ~m{@?  %  S@ [@  0 unknown  %  ~`{%% %  Cۘ/T% %  :~r?@? ?@ % %  >by`{  %  >~`{% %  oo{@?  %  ,      % 1 `{ gF @  2 tangent  %   3% %  :oo{@?  %   , * 4   %  ,   %  4 5% %  <pgF @  %  <pgF @%%% %  %22% %  >~r? %% %  Cۘ/T % 6 B   7 % %  <??  %  o`{ %     4  % %  :~gF @?@?  %     -   %  [ .S , 8 unknown  %  4 9% %  :~m{@? % %  by`{ %%% %  %22% %  <pr?  %  |= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  9uEu %    loop%    plane% surface%  t`{?? %% %  Cۘ/T %       %     cone% %  :pr?@? ?@  %     coedge%       %% %   Cۘ/T %       %   % %  *𿱰r?  %      %  ! " # $  %  % & '   %  ( ) *   %  + ,  -  edge%  .7 / @  0 unknown %% %   Cۘ/T % 1 2 3  4  %  5  % %  pr?@? ?@  %  6 7 8 9   %  :  7 ;  %   : < =  %  > 8   %  ?-DT! @-DT!  A unknown  %  B  C D  %   E F G  %  H I  $ J  %  K L-DT!? # M unknown  %  N  O P   %  Q R  ' S  %  T-DT! .-DT! & U unknown  %   V W X   %  Y Z  * [  %  /-DT! \ ) ] unknown  %  ^  Z _ -  %   ^ Q ` -  %   a  vertex%  ` b %  _ c straight% curve%  "~`{? %% %   Cۘ/T % d e f  g  %  C  % %  ??  %  h i B j   %  k  i l   %   k  ;   %   B  9  %  @7 m @  n unknown  %    o p  % q @`{ rgF @  s tangent  %  t u  = v  % w ?`{ xgF @ < y tangent  %  E  u z  %  = { %  ; | ellipse% %  :oo{?@?  %  8 ! 5 j  %  } ~ ! 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Z b =  %  ! a # B =  %  < c %%% %  "%23 % d b e% %  ~r?  %  f # g h $  %  i %@@ < j unknown  % k l m  n  point%  ~gF @ %  ~gF @%% %  )Cۘ/T % o c p  q  %  r ) % %  >  %  s t u v *  %  w , t x   %  , w - P   %  / u , N $  %  Q y@@ , z unknown  % { . - | }   % ~  QgF @ L tangent  %  P % %  pgF @@? %% %  1 1 %  | 6 1 U [  %  9 W@@ 1 unknown %%% %  2%23 %  U % %  pr?  %  pgF @ %  6 ; b [  %  Z l %% %  7 7% %  ~?@? %% %  9 9 %  ~%% %  ; ; %  < ; =  %   ?@@ ; unknown  %  =  %% %  ? ? %  ~ %  u A r $  %  A h p  %  -DT! i-DT! g unknown  %  % %  :~gF @? %% %  CCۘ/T %    %  $ C % %  *gF @?? %% %  GCۘ/T %  g G % %  :~r?@? ?@  %  f H  %  J *  %  J K x *  %  M f J v $  %  y-DT!? -DT! @ J unknown  %  L K   %   ygF @ t tangent  %  x % %  gF @ %% %  O O %  T O } [  %  -DT! 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E unknown  %  F K l  %  F l integer_attrib%name_attrib%gen% %  Gmake_tangent%22 %  G % %  ~r?  %  H  %  H J  %  %%% %  I%22 %  I % %  ~r?  %  J L  %  z1 Mc"> unknown  %  K L  %  N,i'@ KolE@ ~ unknown  %  L  %  L   %  ~@Nƾxq %  ~@Nƾxq%% %  Q7R %    %  Q  %  R  %  S -  %  S -  %  S  %  0? @#@ unknown  %  U T   %   U   %   @?  unknown  %   V   8  %   % %  /gF @𿱰r(?  %  \ X  %  gF cgF*  unknown  %  % %  #`⊍$/UgF @  %  #gF @ %   \ _  %  % %  $gFʸ@?  %  _ ^   `  %  a7͗* k7&  unknown  %   `    %  gFʸ@ %  #gFʸ@ %  e    8  %    e   %  @[) @DHۭ? e  unknown  %  f % %  rMPt5F@r? %% %  g Cۘ/T %      % %  *𿱰r? %% %  k Cۘ/T %       %  k % %  pr?@? ?@  %  ! n " # >  %  n ! o >  %  q $ n x  %  -DT! %-DT! n & unknown  %  p o ' ( $  % ) *`{ ,Q>j + tangent  %  r ,% %  j  %  ' - s   %  -DT! -DT! s . unknown %%% %  t%22 %  t /% %  <~r?  %  0 u - 1  %  u 2 w  %  3 4 %%% %  v%22 %  v 5% %  :~r?  %  6 w 7 8 x  %  9@4 y# : unknown  % ; < x  =  %  :~,Q>j %  <~,Q>j %  > |   %  | ?  %  | % %  ~m{?@?  %   ~ @ A l  %  B[ S  C unknown  %  ~`{ %  D E  %   F7@ G unknown  %  H I J  %  K 6 L  % M N  O  %  ~`{ %  P Q R L  %  I S T  %  شA@ UشB@ V unknown  %  J W% %  gw~@Nƾxq?  %  X @  %   Y-DT!? Z unknown  %  [% %  r$~@Nƾxq  %  \ ] ^ L  %  _ ` a  %  Yc">@ bz1 @ c unknown %% %  0-z % d e f  g % %  {!`-di|@Nƾxq %% %  Cۘ/T % h i j   % %  *?r<  %  k l m n  %  o l p R  %  o R  %  m  %  qgF gF* r unknown  %  s t -  %  #I6Ty@ u#I6ty@ d unknown  %  v w j  %  töp$\ xtöp[ y unknown  %  z w {  %  |  %  } %  { ~% %  $~gFʸ@?  %    %  -DT! -DT!  unknown  %       %      %    %  % %  /pgF @?  %     8  %  5@ @@  unknown  %  /gF @% %  #ogFjԧ@r<  %  #gF @ %      %      %   R@  wS@  unknown  %  % %  rMPt5F@r< %% %  5-z %      % %  &+>ŤJPt5F@  %     8  %       %  `+$` ^`@  tangent  %       %    %   % %  ޒH^`@  %  ^`@%% %  Cۘ/T %  |     %   % %  > %% %  9uEu %       %  - % %  t`{??  %    >  %    #   %  `{ %,Q>j "  tangent  %     x  %  % %  :o^Q>j?@?  %   (   %  *[ S  unknown %%% %  %22 %  % %  <pr?  %  j %   1  % %  :~m{@?  %  <~`{ %  Q    %  7  @  unknown  %      %       %      %  :~`{ %   L x  %    8   %  e/s@ 9e/!s@  tangent  %  % %  C~,Q>j %% %  7R %     % %  ]=g,Q>j?  %      %      %   A  %  B`{ @Nƾxq @  tangent  %  A % %  by`{?  %    E   %  F`{ ,Q>j  tangent  %  E % %  "~`{  %      %   J T  %  j<&9j@ pwj@  unknown  %      %  #@ @4@  unknown %% %  Cۘ/T %      % %  *~?r<  %     L  %   0 R  %  c">@ Uz1 @ Q  unknown  %     T  %     %   % %  -di|@Nƾxq  %  ~@Nƾxq %   `   %  % %  oENƾxq@?  %  o@Nƾxq %     L  %    ^ f  %  PKolZR@ bPKolR@ ] V unknown  %     a  %   X  a  %     %   % %  gw@Nƾxq %% %  0-z %  4    %   % %  uyby`+$` %% %  5-z %       %   %      %   p  %   n  %  -DT! q-DT! m  unknown  %    R  %  q'I6Ty@ 'I6ty@ l tangent  %  % %  #~gFjԧ@r<  %    t   %  x@# u0 s  unknown  %  t  %     j  %   { j  %  t % %  LԂgFʸ@  %      %  7͗* k7&  unknown  %    O  %  #~gFʸ@ %  ~gFʸ@ %    % %  /gF @?r<(?  %       %  @ 5   unknown  %        %       %  /gF @ %    ! " 8  %   #   $  % % &,Qi gF @  ' tangent  %   (% %  gF @  %  )  * +  %   ,     %  @DHۭۿ -@[)?  . unknown % %  W@B|^`@  %  ^`@%% %  5-z % / 0 1  2 % %  ս%" W@B|^`@  %   3 4 5 8  %  6 7   8  %  9z1 c">  : unknown  %  ;  7 <   %   ;     %   = %%% %  %22 %   >% %  r?  %  ?  @ A   %  B -DT!?  C unknown  %  ^`@%% %  Cۘ/T %  D  % %  :~r?@? ?@  %  E F G H  %% %  Cۘ/T % I J K  L  %    % %  ~r?@? @  %  M ' !    %  -DT!? *-DT! @ ! N unknown  %  O " $    %  " P M Q   %  R e %%% %  #%22 %  # S% %  :r?  %  $ T U V x  %  %#@ W@4@  X unknown  %  :,Q>j% %  j  %  /~,Q>j%% %  <7R %  o < % %  ?=g(\Sq?  %  p >  q  %  @ X >   %  r-DT! B  s unknown  %  ? p t u  %  v D ?    %  F-DT!? w-DT! @  x unknown %%% %  A%22% %  pr?  %  o`{ %  D v  l   %   N %%% %  E%22 %  L y% %  :~r?  %  :~`{ %  H K z {  %  e d H  f  %  |0? @#@ H } unknown  %  S I d ~ T  %  J % %  ~ +$Pr<  %  -DT! -DT! K  unknown % %  C~,Q>j? %% %  NCۘ/T %       %   P   L  %    P    %   -DT!?   unknown  %  R % %  gw~@Nƾxq  %  Upwj gj<&9j   unknown  %  ~@Nƾxq %  r`{ Y@Nƾxq `  tangent  %  @Nƾxq %  \    L  %  P  \    %  z1 c">   unknown  %   ]   f  %  ]  _  f  %    %   _   a  %  bpwj j<&9j _  unknown  %  `   q a  %    T  a  %  a   %  @Nƾxq%% %  eCۘ/T %      f %% %  i Cۘ/T %  s i  %  l k    %    k    %   ?   unknown  %  m     %   % %  /~gF @?r<(?  %   s o    %  ugF*@ gF @   unknown  %    %  #~gF @ %  s  v   % %  $~gFʸ@  %  #~gFʸ@ %  w v   j  %  k7&@ x7͗*@   unknown  %  ~gFʸ@ %   z    %   ? z    %  @DHۭۿ @[)? z  unknown  %  { % %  ~MPt5F@r< %% %  |Cۘ/T %     g  %       %        %        %  -DT! -DT!   unknown  %   % %  gF @?  %        %      $  %  -DT!? -DT! @   unknown %% %  Cۘ/T %      % %  *gF @??  %      8  %     "   %  &#@ @4@   unknown  %      $  %  #  %%% %  %22 %   % %  :r?  %  :gF @ %       %     + 1  %  `+$` -^`@ *  tangent  %        %   % %  ޒH^`@? %% %  Cۘ/T %     L  %    % %  pr?@? @  %      8  %     5   %  2xLrQ 9+$P   unknown  %      8  %     < 8  %     %  5 % %  gw`+$`?  %        %  -DT!    unknown  %      %  `+$` %        %     A   %  +)@ B` wF@ @  unknown  %  A % %  p^`@@?  %        %        %        %     H   %  Z/Ab@ \/Af@   unknown %% %  Cۘ/T %     2  %    % %    %     Q  % %  :oo{@?  %        %        %   7@   unknown  %    o    %  :`{ %      x  %     V   %  Wd/au@ d/u@   tangent  %   % %  C,Q>j?  %        %     [   %  -DT!  Z  unknown %%% %  %22% %  ~r?  %  ~`{ %     `   %  h(\ c bQJX   unknown  %        %  ` % %  /~,Qk𿱰r(?  %     ~ f  %      f  %     %   ! %   "% %  $~(\Sq %% %  0-z %    # $ x  %  %-DT! -DT!  & unknown  % ' (   )  %  /~,Q>j %  *  R    %    + ,  %  -7 r @  . unknown  %   /% %  oo{?@?  %  0 1  u   %  wS@ 2[@ t 3 unknown  %    1 4   %  4 5% %  :~m{?@?  %  :~,Q>j %     {   %  QJX@ |(\ c@  6 unknown  %   7% %  $~(\Sq?  %  .ȫ g.ȫz  8 unknown  %  ~(\Sq %  { 9% %  /~,Qk?r<(? %% %  Cۘ/T % : m ;  <  %  #   %  = >   K  %  ?KolE ,i'  @ unknown  %   Z = A   %   B% %  ~CNƾxq?@?  %  ~@Nƾxq% %  ~ +$Pr? %%% %  %22 %  C      %  -DT! ?  D unknown  %   R     %   E% %  gw@Nƾxq?  %  Fj<&9j@ pwj@  G unknown  %  @Nƾxq %    H I a  %   *     %  @# J0  K unknown  %   L% %  &+$Pr?  %    M N a  %     O a  %  @4 P#  Q unknown %% %   Cۘ/T %  o      %  F.ȫZ .ȫJ  R unknown  %  S      %  -DT!? -DT! @  T unknown  %        %    S U   %  U V% %  /~gF @?  %   W  X  %  Y  %@  Z unknown  %  /~gF @% %  #~gFjԧ@r?  %  #~gF @ %   [ \ ]   %  \      %  NB@ NC@   unknown  %   ^% %  ~MPt5F@r?  %  _  ` a  %   b   c  % d e`+$` ^`@  tangent  %   f% %  ޒH~^`@?  %  ~^`@%% %  0-z % g h i  g  %     %   j k l  %  m      % n o,Qi gF @   tangent  %    p q   %  r s   t  %  u@   v unknown  %   m r w   %  m h  %  w x% %  :pgF @?@?  %  :gF @ %    y z   %  F E     %   {@@  | unknown  %  #  E  $  %   }% %  :pgF @@? %% %   7R % ~      %    % %  /=g,Qh(? (@  %  3    8  %        %   -DT!?   unknown  %  G ! #    %  ! k     %     %   % %  C,Qi?  %  -DT! &-DT! #  unknown  %  g $  <  %  :,Qi %   )    %   6 )  8  %  c">@ z1 @ )  unknown  %   * ,  1  %  *    1 %%% %  +%22 %  + % %  r?  %  ,      %  --DT!    unknown  %  ^`@%% %  0Cۘ/T %       %   0  %    3    %  0? @#@ 3  unknown  %   4     %  4  6    %  5  %  9uybyՠ@ uyby٠@   unknown  %  7    8  %  = 8    %  `+$` %   @ ;    %  `+$` B^`@ ;  tangent  %   % %  o%+$`?@? %% %  = Cۘ/T %     m  %    ?  c  %  -DT!    unknown  %  @      %  @   %   % %  +^~^`@  %  p^`@ %  y D F    %  D y  X   %   G D    %  -DT!? -DT! @ D  unknown  %  ,Qi gF @ E  tangent  %  ,Qi {gF @   tangent  %    %   % %  >D=ru,Qi %% %  JCۘ/T %   J  %  Y M     %  R O     %  U  O    %  W-DT! -DT! O  unknown  %    P    %  `{ @Nƾxq   tangent  %   % %  "`{  %  0? F@#@ R  unknown  %  T k   x  %   U  O   %     %    %  /,Q>j %  > = Y  K  %  S@ [@   unknown  %  A % %  ~m{@?  %  z _ e    %  _ z a    %  _ ( % %  #~YQ2_r?  %  d/s@ bd/!s@ a  tangent  %  #~,Qk %  |`/s@ h`/!s@   unknown  %   f    %  ~(\Sq %  #~(\Sq %  1 0 k $   %  X/Af %Z/Ab #  unknown  %  l % %  :~YQ>j@? %% %  m7R %      % %  /=g,Qk(? (@  %   o     %  M  p , ;  %  2-DT! --DT! +  unknown  %  N % %  "`{?  %  `{ %  # t     %  t # v 4   %   % %  >by`{  %  w`{ %,Q>j v  tangent  %  >~`{% %  #~XQ2_r<  %  #~(\Sq% %  Um(\Sq  %  #~,Qk%% %  Cۘ/T %    % %  :pr?@? ?@  %     A K  %    C  K  %   % %  r$~@Nƾxq?  %  `{ @Nƾxq   tangent  %  ~@Nƾxq %    >   % %  oENƾxq?@?  %  @Nƾxq %   % %  %+$Pr<  %     I   %  J}(\ c QJX   unknown  %   % %  $(\Sq  %  (\Sq %   +  N ;  %  -`{ P,Q>j M ' tangent  %  -DT!? -DT! @   unknown  %   % %  C,Q>j % %  Um(\Sq  %     U  % %  /~gF @𿱰r(?  %   %  S  unknown  %  /~gF @ %       %  ,Qi YgF @   tangent  %  X % %  :~gF @?  %        %     ]   %  @[) @DHۭ?   unknown  %  ~^`@ %       %     a 8  %  ec">@ z1 @   unknown  %      c  %    %%% %  %22 %    %  ~^`@%% %  0-z %     ?  %     %       %     l   %  @4 o#   unknown  %       %%% %  %22 %    %     q   %  -DT!? u-DT! @ p  unknown  %     w t  %      t  %     %   % %  <pgF @  %  ,Qi gF @  + tangent  %  <pgF @ %     z   %  {-DT! Y-DT! y  unknown  %   % %  >pgF @?  %  >pgF @%% %   7R %       %    % %  #=g,Qd  %    j    %        %  Q[  ףpeK   unknown  %        %        %   % %  /,Qh𿱰r(?  %  d/au@ d/u@   tangent  %     !   % " #   $  %  /,Qi% %  :o^Qi?@? %% %  Cۘ/T %    % &  %        %  +$P@ '3xLrQ@  G unknown  %  (    8  %   )% %  gw`+$`  %    * + 1  %  , -DT!?  - unknown  %  `+$` %   \ . /   %  0 *     %  ` wF 1+)  2 unknown  %   3% %  p^`@?@? %% %  Cۘ/T %  .   %  %   4   %   %     %  %   %   5% %  $,Q&a?  %  )ȫJ@ ')ȫZ@  6 unknown  %  ,Q&a% %  uyby`+$`?  %   ` b  8  %        %  uyby@ 7uyby=@  8 unknown %% %  0-z% %  {!`uyby`+$`?? %%% %  %22 %  o`+$`%% %   Cۘ/T % 9 c    %  b    c % %  ~^`@@?  % : 7`+$` ^`@  tangent  %  ~^`@ %    W    %  X ;% %  :~YQi?@? %%% %  %22% %  >pr? %%% %  %22% %  >~r?  %  >~,Qi %  >o,Qi %   C     %   -DT!?  < unknown  %        %  QJX@ }(\ c@  = unknown  %     >   %   ?% %  /,Qk?r<(? %%% %  %22 %  `{ %   @% %  $(\Sq?  %   M   ;  %  P-DT!? -DT! @  A unknown  % B C   )  %  /,Q>j %   D% %  by`{  %  ~`{% %  #=g,Qk % %  #=g(\Sq %% %  7R %  $ E% %  >D=ru,Q>j?  %  >~,Q>j%% %  (7R% %  #=g,Q2o  %   H *    %  `/au@ J`/u@   unknown  %  +  0  ; % %  :oo{?@?  %  :`{ % F 2`{ ,Q>j 0  tangent  %  >o`{%%% %  4%22 % G `{ ?@Nƾxq > H tangent  %  o@Nƾxq%%% %  A%22% %  ~r?  %  (\Sq %  H   >   %   C  %  I I% %  #^Q2_r?  %  #(\Sq%%% %  N%22% %  /,Qk𿱰r(?  %  :,Q>j %   S  J   %  J K% %  :~gF @  %  W L M N  %  O@4 # W P unknown %%% %  X%22 %  :~gF @ %  [ Q R S   %  T . [    % U V`+$` ^`@ [ ] tangent  %  ] W% %  ޒH~^`@  %  L _ X Y  %  Z  _  i  %  +$P@ [8xLrQ@ _  unknown  %  ` R Z \ 8  %   ]% %  gw~`+$`  %  7 e-DT!? b ^ unknown  %  ~`+$`%% %  hCۘ/T % _ ` t  %  %   a b c i  %  j   d  %  e-DT!  j f unknown  %  k g m    %   h% %  C,Qi  %  o-DT!? -DT! @ m i unknown  %  :,Qi %  j p s    %  p j  J   %  j ` % %  :~gF @?@?  %  s r g k t  % l m,Qi ugF @ s tangent  %  <~gF @%%% %  w%22 %  w n% %  :~gF @@?  %  >~gF @%% %  7R% %  ?=g,Q&a?  %     d   %        %     4  % %  #^QTr?  %  ef/au@ f/u@  o tangent  %  #,Qh% %  /=g,Qi  %  g  j p   %    q r   %  s   !   %  t#@ u@4@  v unknown %% %   7R % w x y   % %  ]=g,Qi?  %     &   %  '@# z0  { unknown  %  & | %  }  ~  8  %  `+$` %   ~  +   %  ,`+$` ^`@ * H tangent  %  + % %  o%+$`@?  %     /   %  1 -DT!? .  unknown  %  ~      %  / % %  +^~^`@?  %  p^`@ %  zj/au@ j/u@   unknown  %  #,Q&a% %  Um,Q&a?  %   % %  uyby`+$`? %% %   Cۘ/T%%% %  %22 %  :~,Qi% %  oo{@? % %  #^Q2_r<  %  d/au@ d/u@   tangent  %  #,Qk %  #(\Sq% %  :o^Q>j@? %% %  7R %      %  o`{ %  >o,Q>j%%% %  %22%%% %  %22% %  pr?  %  #,Qk %  t,Qi gF @  tangent  %  :~gF @ %       %   q  N y  %  -DT! O   unknown  %   % %  C~,Qi  %    a    %   }  S 8  %  z1 Vc">   unknown  %    }   %%% %  %22 %    %  ~^`@ %  b   Y   %  [@# 0   unknown  %  a   \ i  %  c  %  uyby!@ uyby%@ Z  unknown  %  ~`+$`% %  ~ +$`?@? %% %  Cۘ/T %      %   Z Q  i  %   X  c   %  )ȫz@ [)ȫ@   unknown  %  z ףpeK@ eQ[@   unknown  %   % %  /,Qh?r<(?  %     k   %  /,Qi% %  :o^Qi@?  %     p   %  \/Af mZ/Ab   unknown %%% %  %22 %    %  |= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  5-z %     loop%    plane% surface%  >&ڱ&h.e,x@?k?4z$b? %% %  5-z %      %     coedge%       %% %  5-z %       %   % %  >&ڱXv.e,x@4z$b?k  %       %      %   ! "   %  # $  %  edge%  &bo '1e  ( unknown %% %   Cۘ/T % ) * +  ,  %  -  cone% %  p?@<? @  %  . / 0 1   %  2  / 3  %   2 4 5  %  6 0   +  %  7׷^f@ 8bo@  9 unknown  %    : ;   %  < =  >  %  ?AWM &AWL  @ unknown  %  A B  "   %  'b1Y@ Cvg^5Y@  D unknown  %  E  B F %  %   G < H %  %  # I  vertex%  J %   K straight% curve%  <&h.e,h@< %% %   Cۘ/T % L M N  O  %  0  % %    %  P Q . R   %  S  - R   %   T  3   %   U  1 +  %  VP[) 70DHۭ? 0 W unknown  %    X Y  %  ZN?~N@ 7;Y!#O@  D unknown  %  [ \  5 >  %  8`55 ]`53 4 ^ unknown  %  _  \ ` +  %   a %  ` b% %  &h.e,h@?  %  c d  ; e  %  Cv/oe@ ?bo@ : f unknown  %  g  $ H >  %   h c i >  %  4 M  %  i j% %  }P&h஼$|@?  %  k ! d l   %  ! m # F   %  ; n% %  >&ڱ&h.e,x@k4z$bο  %  o # p q %  %  '0DHۭۿ rP[)? # s unknown  %  $ o t u %  %  v@ &h $ w unknown  % x y %  z  point%  <&h஼$|@ %  <&hniew@%% %  *  Cۘ/T % { | >  }  %  X * % %  ?<?  %  ~ - U    %  - ~   %  -DT! 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"   %  # $  %  edge%  &K@ 'p`9ק@  ( unknown %% %    Cۘ/T % ) * +  ,  %  -   cone% %  :~<?@? ?@  %  . / 0 1   %  2  / 3  %   4 - 5  %  6 0   7  %  80DHۭۿ 9P[)?  : unknown  %    ; <   %  = >   %  ?ŀ@ &+Հ@  @ unknown  %  A B  " C  %  'jl_@ DxϪ_@ ! E unknown  %  F  B G %  %   H = I %  %  $ J  vertex%   K %  G L straight% curve%  ~YdG\ J@<? %% %    Cۘ/T % M J N  O  %  P  % %  *~?  %  Q R  5   %  S  T U   %   S  3   %   V  1 7  %  WdHϸ 8tsFV 0 X unknown  %  Y  Z [  %  8g&@ \$VF@ / @ unknown  %   ] P ^  %  9-DT! _-DT! - ` unknown  %  a  R b 7  %   c  %  1 d %   e% %  =-~g]Qз@?  %  f g  < h  %  DGyا ?c L ; i unknown  %  ]  $ I  %   j f k  %  < l% %  n},~I_}@Ǐ&}?N98  %  m ! g n C  %  ! o # G C  %  T p  %  < q% %  ^J~4(bB@Ǐ&}N98?  %  r # s t %  %  '0O u_@ # v unknown  %  $ w x y %  %  zP[) &0DHۭ? $ { unknown  % | } %  ~  point%  ~˷@ %  ~@%% %  * Cۘ/T %   * % %  ~<?@? ?@  %  4 ^ +  %  -   %  - 6 b   %  / .   %  . 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Z unknown  %   %  4 =   %  _ qNa 2ŠZ P unknown  %  ^  ellipse% %  9~} Ϸ@N98Ǐ&}@cP(Ǐ&}?  %  6 7  %  ~Cc 9l]Qз@ R tangent  %  7   %  =~g]Qз@ %  =~f]Qз@ %  ; > k h  %  ; A n h  %  ; } % %  ~YdG\ J@ڼ  %  >  %  ?0DHۭۿ P[)? f unknown  %  ~'4D˷@ %  A C  %  _@@ D0O@ g unknown  %  B C  %  C   %  ~VnA@ %  F %  %  F t  %  h} u@ s tangent  %  G % %  u@  %  H %  %   H y N  %  K:(vd z˷@ H tangent  %  I % %  -~˷@ %% %  J Cۘ/T %  h  % %  ?ڼ?  %  x ] N  %  P +  %  P Q +  %  R Q   %  c _} Ϸ@ tangent  %  Z S  %  \U@ pr@ unknown  %  T V C  %  T C  %  % %  ^J~4(bB@Ǐ&}N98?  %  V 7  %  _@@ W0O@ V unknown  %  =~_V @ %  j Y  %  Y  %  -DT!? -DT! @ unknown  %  Z  %   %  % %  ;-~..Ϸ@  %  ;~-.Ϸ@ %  -DT! z  unknown  %  % %  .~>Ե7@Ǐ&}?M98  %  9~} Ϸ@ %  a 7  %  a  %  c">@ z1 @ a unknown integer_attrib%name_attrib%gen% %  bmake_tangent%22 %  b % %  >~<? %% %  c  Cۘ/T %    % %  ><  %  f h  %  g h  %  j  %   -DT!? unknown  %  % %  -~(4D˷@?  %  m C  %  m   %  -DT!   unknown  %  % %  uVnA@?  %  o   C  %   s o  %  u -DT!?  unknown %% %  p)9uEu %      % %  $ϥQW@N98Ǐ&}  %   r   %  %    r   %  7  @ r  unknown  %  s     %   %%% %  t%22 %  t % %  p<?  %  p@ %  w    %  %    w  %  z1 c"> w  unknown  %  x   N %%% %  y%22 %  y % %  ~<?  %  ~˷@%% %  } Cۘ/T %  ! "  # % %  <  %   N  %  $ % +  % & 'R=oed f:؄˷@ ( tangent  %  $  %  -DT!? -DT! @ ) unknown %%% %  %22 %  *% %  :~<?  %  + % %  ;~YdG\ J@<?  %  , - C  %  . / C  %  0O 0_@ 1 unknown  %  ;~%[@ %  2 3 4 7  %  5 ,   % 6 7V[XmO} dV @ 8 tangent  %  9% %  =u_V @?  %  : ; <  %  2ŠZ@  qNa@ = unknown  %  >  %  > : ?  %  @  %  A% %  9~} Ϸ@N98?Ǐ&}??cP(пǏ&}?  %  B C D  % E FC쩤c 3.Ϸ@ G tangent  % H I  J  %  ;~-.Ϸ@% %  ~`:؄˷@N98Ǐ&}@cP(Ǐ&}?  %  ~`:؄˷@ %  2 K L 7  %  M N O  %  Gg3@ P{d@ Q unknown  %  C M R  %  S  %  T% %  > qvk~}Cc  %  >~yCc%% %    Cۘ/T % U V W  ,  %  X  %  Y Z [ h  %  \  % ] ^znd -4D˷@ _ tangent  %  ` a b h  %  c   % d eT_5} $VnA@ f tangent  %  \ ; g  %  I  %  h% %  ~`:؄˷@N98?Ǐ&}??cP(пǏ&}?  %  ~'4D˷@ %  i j k  %  lrXK} e[G{ m unknown  %  c i n   %  o  %  p% %  pW2@N98?Ǐ&}??cP(пǏ&}?  %  pVnA@ %  q r  s  %  e[G{@ trXK}@  u unknown  %  r v  %  w% %  pW2@N98Ǐ&}@cP(Ǐ&}? %% %    Cۘ/T % x y z  {  %  , % %  :p<?@? ?@  %  | } %  %  ~     %  h} Nb.Xs tangent  %      %   ~    %     %   % %  gh}?  %  -DT!   unknown  %      %  ph} %       %  6Ue g=8  unknown  %  Z    %  $   %   % %   qvk~K:(vd?  %   '-DT!?  unknown  %  ~K:(vd%% %  0-z %       %  K % %  5iE|:AaN98Ǐ&}  %   %  %  'ٜIq{@ ⏨u}@  unknown %%% %  %22 %  % %  ~<? % %  :~cN98?Ǐ&}?@cP(Ǐ&}?  %  :~c %      %   -   %  t-DT!? -DT! @ ,  unknown  %    / z  %  0-DT! l-DT! .  unknown  %  / % %  ;u%[@  %    7  %    4   %   77@  unknown  %      %%% %  %22 %  % %  >p<?  %  =p^V @ %   ? <  %   g <  %   % %  .~>Ե7@Ǐ&}M98?  %     %  c } Ϸ@  tangent  %      %  9~} Ϸ@ %      %   D  %  z1 Fc">  unknown %%% %  %22 %  % %  <~<? %% %   Cۘ/T %     % %  <?ڼ?  %    L "  %  Pz1 c">  unknown  %   R O  %     O  %    %  % %  >~W[aڼ  %   ,@ e}DM@ M  unknown  %  c    %  >~yCc%% %    Cۘ/T %    O  %    %       %     h  %    [  %  ^c">@ z1 @  unknown  %    %%% %  %22 %  % %  ~<?  %     h  %    b   %   e7@  unknown  %     %%% %  %22 %  % %  p<?  %  R=oed f:؄˷@ ;  tangent  %  ~`:؄˷@ %   n k  %     k  %  y  %  % %  xhHڷ@Ǐ&}?M98  %  } ]2@  tangent  %       %  W2@ %      s  %     v s  %     %   % %  xhHڷ@Ǐ&}M98?  %  } ]2@ r  tangent  %  W2@%% %   Cۘ/T %   k    %  .  % %  :p<?@? @  %     } "  %  c">@ z1 @   unknown  %        %        %   V %%% %  %22 %  }  %        %        %   -DT!? ~  unknown  %  3  5    %  o     %  ~h} %  v % %  p}N98?Ǐ&}?@cP(Ǐ&}? %% %   Cۘ/T %  s   % %  p<?@? ?@  %        %        %   !  %   % %  ~W[a<?  %  2 s@ K0*ヌ@   unknown  %  ~K:(vd% %  ~M=oedN98?Ǐ&}?@cP(Ǐ&}? %% %  !0-z %  S O   % %  ;5f~W[qǏ&}?N98 % %  F)]f~MEkǏ&}M98?  %  ~M=oed %   +    %  .  +  z  %  QS} 0*[@   tangent  %  , 5 q   % %  9p-,D@N98Ǐ&}@cP(Ǐ&}?  %   . j  z % %  9p-,D@N98?Ǐ&}??cP(пǏ&}?  %  ;p$[@ %  X  2   %  V[XmO} 2s  tangent  %   3     %   % %  >gN[XmO}  %  7-DT! -DT! 5  unknown  %  >pO[XmO} %  ; :   <  %   <    %  C  >   %  F-DT! -DT! >  unknown %%% %  ?%22 %  ? % %  :~<? %% %  @ Cۘ/T %  p    % %  :~<?@? @  %  B     %  N M B  O  %  .td 4 B  unknown  %   % %  < qvk~C쩤c?  %  <~C쩤c%% %  I Cۘ/T %      % %  ~<?@? @  %   K N  "  %  K  X  "  %   % %  > qvk~2s?  %  POUȄF@ u!$ N@ N  unknown  %  >~2s% %  ;5f~W[qǏ&}N98? %% %  S0-z% %  ;5f|W[qN98?Ǐ&}?? %% %  V Cۘ/T %   !  " W  %   X ! #  %  -DT! $-DT! X % unknown  %  ` Y & ' h  %    Y    %   ;8@ (vMe@ Y ) unknown  %   Z \   %   *% %   qvk~ynd  %  -DT! ^ \ + unknown  %  ~und %  , - `    % . T_5} /iTs  _ tangent  %  0 a - 1   %  a 2 c    %   3   %   4% %  gM_5}  %  e -DT!? c 5 unknown  %  pM_5}%%% %  g%22 %  g 6% %  ~<?  %  j i 2 7 k  % 8 9JW} l-,D@ j : tangent  %  9-,D@%%% %  n%22 %  n ;% %  <? %% %  o Cۘ/T% %  p<?@? @  %  r q   s  % < JW} t-,D@  = tangent  %  9-,D@%%% %  v%22% %  <? %% %  y Cۘ/T% %  *?  %   |   "  %  | &   " % %   qvk~Hb.Xs  %   ~  >   %  ?-DT!   @ unknown  %  ~Ib.Xs %  Ԛ8d!o@ )q@  A unknown  %  !    W  %  )q BԚ8d!o  C unknown  %  > D% %  ~}N98?Ǐ&}?@cP(Ǐ&}? %% %  9uEu% %  i.a߷~eWqN98?Ǐ&}??  %  }%% %   Cۘ/T% %  *?  %  ({ؤߔ@ HT@   unknown  %  ~Hb.Xs%% %  0-z %    E F  %  G 3     %  7 H @  I unknown  %    G J z %%% %  %22 %   K% %  <p<?  %      %%% %  %22 %  B-DT!? -DT! @  L unknown  %  >~O[XmO} %   M% %  :pxJW}N98?Ǐ&}?@cP(Ǐ&}?  %       %  ⏨u} ٜIq{  N unknown %% %    Cۘ/T % O @ P   % %  *~? % %  :~cN98Ǐ&}?cP(пǏ&}?  %  :~c%% %   Cۘ/T %  Q   %  R    "  %  Sc">@ z1 @  T unknown  %   U% %  <~W[a<?  %  <~C쩤c%% %   Cۘ/T %  ,   %     " "  %  >~2s% %  5iE~:AaǏ&}?N98  %     > W  %     # W  %  $4ף@ ?[%@  V unknown  % W BJW} $,ܘs ! tangent  %  " X% %  :~,ܘsN98Ǐ&}@cP(Ǐ&}?  %   Y  ' "  %  (z1 /c">  Z unknown  %   [% %  ~W[aڼ  %  ~und% %  ~M=oedN98Ǐ&}?cP(пǏ&}?  %  \  Y ]   %   \  1  %%% %  %22 %  ' ^ %  3  _ `   %  a-DT!  - b unknown  %   G  7   %   0 c d   %  ~M_5}% %  p}N98Ǐ&}?cP(пǏ&}?  %  ~M=oed %  )q 9Ԛ8d!o  e unknown %%% %  %22 %   f% %  :<?  %  }%%% %  %22% %  :<?  % g } ?%fpȌPs  ( tangent  %   h% %  ~ fpȌPsN98Ǐ&}@cP(Ǐ&}? % %  :i!γywǏ&}?M98  %  # i% %  :i!~γywǏ&}M98?  %  ~} %  c Q  F   % j HQS} SOe s  G tangent  %  2   J   %  F k% %  %22 %  ~ fpȌPs %  :~xJW}%%% %  F%22 %  <~QS}% %  :pxJW}N98Ǐ&}?cP(пǏ&}?  %  v r p { P  %  Q c v |   %  }-DT!? S-DT! @ Q ~ unknown  %  Y R m { "  %  <~Je s %  m _ \ s P  %  a} t%fpȌPs r  tangent  %  { % %  ~ fpȌPsN98?Ǐ&}??cP(пǏ&}?  %  _ m n | P  %  | % %  :i!~γywǏ&}?M98  %  ~}% %  :~xJW}N98Ǐ&}?cP(пǏ&}?  %  t[% }4ף m  unknown  %  wJW} },ܘs n  tangent  %  o % %  :~,ܘsN98?Ǐ&}??cP(пǏ&}? %%% %  s%22 %  ~ fpȌPs %  :~xJW}% %  ʴ~dkǏ&}M98? %%% %  |%22 %  :~,ܘs End-of-ACIS-dataBB N98?Ǐ&}Ǐ&}?N98? O&`^3e[ Qх?mACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  0-z %    loop%    plane% surface%  5iE|:AaN98Ǐ&} %% %  0-z %      %    % %  ;5f~W[qǏ&}?N98  coedge%       %% %  0-z %       %    %       %      %  ! " #   %  $ %  &  edge%  'z1 (c">  ) unknown %% %  0-z % * + &  ,  %  -  % %  ;5f|W[qN98?Ǐ&}??  %  .  % /   %  0  1 2  %   0 3 4  %  5 6   7  %  86Ue 9g=8  : unknown  %  ;  < =   %   >    %  'OUȄF@ ?u!$ N@  @ unknown  %   A B C   %  D E  # F  %  (-DT! G-DT! " H unknown  %  I  E J &  %   K  / &  %  K   vertex%  / L %  # M straight% curve%  > qvk~2s? %% %    Cۘ/T % N O F  P % %  ><  %  Q R K S   %  >  R T   %  UGg3@ '{d@ % V unknown  %    W X  %  Y Z  2   %  [{ؤߔ@ 8HT@  @ unknown  %  \ ]  4   %  92 s@ ^K0*ヌ@  _ unknown  %  `  ] a 7  %   b Y c 7  %  5 d  %   e %   f% %  ~W[a<?  %  g  h i   %  j k  = l  %  mc">@ ?z1 @ < n unknown  %   . j o   %  o p% %  5iE~:AaǏ&}?N98  %  ! Y q r   %  s t ! C u  %  G4ף@ v[%@ B w unknown  %  x " t y F  %  " x $ J F  %  " +  %  C z ellipse% %  :~,ܘsN98Ǐ&}@cP(Ǐ&}?  %  { $ | } &  % ~ V[XmO} (2s E tangent  %  % - S &  point%  >~2s %  >~2s%% %  +  Cۘ/T %  u   cone% %  :~<?@? ?@  %  -   %  - . T   %  c">@ Uz1 @ K unknown  %   ,@ Ue}DM@ . _ unknown  %  / % %  >~W[aڼ  %  0 X  %  ^ ;8@ [vMe@ W unknown  %  A 1 6 c   %  1   %  X  %  3   %  3 5 a   %  X % %  ;5f~W[qǏ&}N98?  %  5 7  %  9z1 c"> 5 unknown  %  6 7  %  c">@ 8z1 @ 6 unknown  %  7   %  ~Hb.Xs %  ~K:(vd %  ;   %  ; i  %  -DT!? m-DT! @ h unknown  %  < > o l  %  < l  %  <  %  = % %  < qvk~Je s  %  ?.td 4 j unknown  %  <~Je s %  A r  %  v-DT!  q unknown  %  B u  %  B D y u  %  B O  %  r % %  ʴ~dkǏ&}?M98  %  E D F  %  JW} G,ܘs t tangent  %  :~,ܘs %  I &  %  I }  %   7@ I unknown integer_attrib%name_attrib%gen% %  Jmake_tangent%22 %  J % %  >~<?  %  K & %% %  O  Cۘ/T %   % %  *~?  %  Q   %  Q  %  -DT!? -DT! @ unknown  %  R   %  % %  > qvk~}Cc  %  o  %  >~yCc %  W Z  %  W \  %  % %  ~W[aڼ  %  Z g   %  [z1 c"> unknown  %  ~iTs %  \   %  c">@ ^z1 @ unknown  %  ]   %  ~und %  ` 7  %  `  %  K:(vd @ ` tangent  %  % %   qvk~K:(vd?  %  b 7  %  q b  %  h} Nb.Xs b tangent  %  c % %   qvk~Hb.Xs %% %  d Cۘ/T %   % %  ?ڼ?  %  g  %  [% 4ף unknown  %  h k  %  h  %  h  %  i % %  :~,ܘsN98?Ǐ&}??cP(пǏ&}?  %  j l  %  k  l  %  QS} mOe s k  tangent  %   l    %  <~Je s% %  <~W[a<?  %  q s  %  q % %  ~ fpȌPsN98Ǐ&}@cP(Ǐ&}?  %  t s   u  %  } v%fpȌPs  tangent  %  ~ fpȌPs %   | x  %  -DT!? -DT! @ x  unknown %%% %  y%22 %  y % %  :~<?  %  {   &  %    {   %  V[XmO} dV @ {  tangent  %  |     %    %  % %  >gN[XmO}  %  >~O[XmO} %    %  ~Cc dV @ tangent %% %   Cۘ/T% %  ~<?@? ?@  %      %  ٜIq{@ ⏨u}@ ! unknown  %    "  %  #  %  " $% %  :~cN98?Ǐ&}?@cP(Ǐ&}?  %  % &   %  z1 'c"> ( unknown  %  >~yCc %  <~C쩤c %  ) * +  %  , - .  % /  0  %  1 * 2  %   -DT!? 3 unknown  %  4% %   qvk~iTs?  %  5 6   %  - 7 8  %  9-DT!  : unknown  %  . ;% %   qvk~ynd  %  <  %   -DT!? = unknown  %  > ? 7  %  @ A B  %  h/P C_@ D unknown  %  < @ E  %  F %%% %  %22 %  E G% %  ~<?  %  ~K:(vd %  H I  %  J7  @ K unknown  %  I L %%% %  %22 %  M %  ~Ib.Xs%% %   Cۘ/T % N O  P  %  Q % %  p<?@? ?@  %  R  %  R 1 S  %  T  %  U% %  ʴ~dkǏ&}M98?  %  V W  % X YJW} ,ܘs Z tangent  % [ \  ]  %  :~,ܘs %  ^ _ ` l  %  ^ a b l  %  c V  d  %  e7  @ f unknown %%% %  %22 %  g% %  <~<? %% %   Cۘ/T % h i 8  j % %  <?ڼ?  %  I   %  )q Ԛ8d!o k unknown %%% %  %22 %  l% %  ~<? % %  :~xJW}N98?Ǐ&}?@cP(Ǐ&}?  %  :~xJW} %  m n  B  %  _@@ h/P@ o unknown  %  p    %  p m q   %   r %%% %  %22 %   s% %  >p<?  %  H t u  %  -DT! v-DT!  w unknown  % x F d  y  %  >pO[XmO} %  n z %%% %  %22 %  z { %  | "   %  | < }   %  ~  %  } % %  F)]f~MEkǏ&}M98?  %  c -,D@  tangent  %  ~  P  %  :~c %   _ &   %  '-DT! -DT! %  unknown  %  ` % %  < qvk~C쩤c?  %      %   + 2  %  T_5} iTs *  tangent  %      %   . 8  %  znd $VnA@ -  tangent %% %   Cۘ/T% %  <  %   S 2  %  i % %  ~ fpȌPsN98?Ǐ&}??cP(пǏ&}?  %  ~iTs %    6   %  ⏨u} 9ٜIq{ 5  unknown  %     8  %    %   % %  ~M=oedN98Ǐ&}?cP(пǏ&}?  %  ~und %   } % %  ~M=oedN98?Ǐ&}?@cP(Ǐ&}?  %  Q  ?  %  Jh} C@ >  tangent  %   E B  %   Q  B  %  @ \  %  % %  u@  %  -DT!   unknown  %     %  ~@ %      %   L  %  ? % %  gh}?  %   -DT!?  unknown  %  ~h}%% %   Cۘ/T %   % %  *?  %   > A   %     %  } %fpȌPs  tangent  %      %  ~ fpȌPs %   W d  %  -DT! Y-DT!  unknown %%% %  %22 %  % %  :~<? %% %   Cۘ/T %  r    % %  :~<?@? @  %    l  %  %  `   %  'C쩤c *[@  tangent  %    b   %  eQS} *[@ a  tangent  %     d  %  V   %  b % %    H  %%% %  ?%22% %  p<?  %  n @ |  B  %  A m   B  %  C -DT!? Q  unknown  %  p@ %  E % %  ~W2@N98Ǐ&}@cP(Ǐ&}? %% %  F Cۘ/T %  d     %  -DT! 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(@ %% %  t7R %       %  ~xՎAd %  ~ |    %    |  u  %  &? @#@ |  unknown  %  } % %  ~xuE2<?  %  -DT! -DT! ~  unknown % %  m?  %  -DT!    unknown  %  pm%% %   Cۘ/T% %  p<?@? @  %  x:+@ w <@   unknown  %  wE˙2s% %  |㼨O~ZǏ&}?Q98  %        %   %% %  7R %  m% %   UGVTaǏ&}?M98  %  m %        %  @# &   unknown  %   % %  |= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%     %    shell%     %     face%     %     ftree%meg% attrib%  7R %       loop%     cone% surface%  l:ˑ]~u@Ǐ&}?N98֗VT ܝ'? (@ %% %   Cۘ/T %       %     plane% %  <?ڼ? %% %  7R %       %    % %   ]@wZ@N98Ǐ&}  coedge%    ! %% %  )9uEu % " # $  %  %  & % %  $ϥQW@N98Ǐ&}  %  ' ( ) * %% %  7R % + , -  .  %  /  % %  s3ɑh>@N98Ǐ&}?  %  0 1 2 3   %  4  5 6  %   4 0 7  %  2 8  ! 9  edge%  :-DT!? ;-DT! @ < unknown %% %    Cۘ/T % = > ?    %  @  % %  ><  %  A B C D   %  E  B F  %   G H I  %  J C  * K  %  L2`ay M2p7  N unknown %% %  7R % O P 9  Q  %  R  % %  m~$VJ @?N98?Ǐ&}?  %  S T U V   %  W   7   %   W S X   %  U  3 9  %  YZ@@ : @ 2 Z unknown  %    [ \  %  ] ^  6 _  %  ;T~(4 `HLV$2 5 a unknown  %  b#@ :i:P@  c tangent  %  d ] e 9  %  ,  vertex%  ! f %  ! g ellipse% curve%  h@?ڼ@gds0(Ǐ&}? %% %  #7R % h i j    %  k #  %  l m n o $  %  p & m q   %  & p ' F   %  ) n & D K  %  rV]%u@ L@Ecfv@ & s unknown  %  G ' t u  %  L0O v0E ' w unknown  %  ( E x y  %  z { ( I ?  %  M@# |& ( } unknown  %  n ) { ~ K  %  n   %  F  %  I  straight% %  ;~$VJ @ڼ %% %  , Cۘ/T %  _   % %  ?ڼ?  %  d -  %  / 1 X   %  /   %  d 2 / V 9  %  @# Y& U unknown  %  1 0   %  ĭ>@ Y/0N@ 1 unknown  %  3 % %  wZ@<?  %  4 \  %  `-DT! b-DT! 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B unknown  %   C% %  ~YdG\ J@<?  %   D E F  %  G      % H I]V3m $VnA@  tangent %% %   Cۘ/T % J K #  L  %  M  N O d  %  P Q   R  %  SrXK} e[G{  T unknown  %   G P U   %  G K  %   V% %  pW2@N98?Ǐ&}??cP(пǏ&}?  %  pVnA@ %   W X Y d  %  Z [   \  %  e[G{@ ]rXK}@  ^ unknown  %  "  [ _ #  %   `% %  pW2@N98Ǐ&}@cP(Ǐ&}? %% %   7R % a b c  d  %  e  % %  IFf@N98?Ǐ&}?  %  f  g h 9  %  i j   c  %   k-DT!?  l unknown  %  m  "    %   E i n   %  ! o% %  5j;m?  %  p-DT! % " q unknown  %  p7j;m%% %  , Cۘ/T % r s t  u  %  T S v w -  %  v 0 /    %  [% Z4ף / x unknown  %  0 y P    %  z { % %  :~,ܘsN98?Ǐ&}??cP(пǏ&}? %%% %  2%22% %  <p<?  %  <p1LSm %  :xJW} %  A 9 | } &  %  ~  9    %  )q Ԛ8d!o   unknown  %   : =    %  :  ~    %     %   % %  :~xJW}N98?Ǐ&}?@cP(Ǐ&}?  %  =  z  >  %  ?V[XmO} 2s   tangent  %  >~O[XmO} %    A    %  7  @   unknown  %   B     %  B  D    %     %   % %  p}N98?Ǐ&}?@cP(Ǐ&}?  %  E D u  F  %  G} m D  tangent  %   F    %  }%%% %  J%22 %  v % %  :<? %%% %  K%22% %  >p<? %% %  L  Cۘ/T% %  :p<?@? ?@  %   P    %  ]c">@ z1 @ P  unknown  %  Q     %  ~M_5}%%% %  W%22 %   % %  ~<?  %  :~,ܘs %  <~Je s %    _    %  Tl k~j@ 9p@ _  unknown  %  ` p   q  %   % %  xEgo<gds0(Ǐ&}?  %   v b    %  z1 c"> b  unknown %%% %  c%22 %   % %  ~<?  %    e    %  1`v$e@ vMe@ e  unknown  %   f     %  f      %     %  g  %   % %  f.s? %% %  i  Cۘ/T% %  ><  %   % %    %  {-DT! -DT! y  unknown  %  >p|m8Km %  > |m8Km%% %  ~7R %       %       %  W M   d  %  ''B ߣ [ui?   unknown  %    W    %   % %  =*Q( @<@gds0(Ǐ&}?  %     # )  %  *I@ $/ RS@ "  unknown  %  #  %  =w*Q( @ %     * ) % %  ;%@ҷ@  %  ;w%@ҷ@ %        %  U@ ~%Y@ &  unknown  %     ;  %  ;~%@ҷ@ %        %     / @  %  00DHۭۿ P[)?   unknown  %   % %  =~YdG\ J@ڼ %% %    Cۘ/T %       %       %     6 @  %  7ŀ@ +Հ@   unknown  %   % %  ~YdG\ J@ڼ %% %  5-z %  + @   % %  Dgib~YdG\ J@Ǐ&}?N98  %      9  %     >   %  K:(vd A˷@   tangent  %      @  %  . :  %   % %  -~˷@  %  ~˷@ %       %     F   %  `@4 I@#   unknown  %       %%% %  %22 %   %% %   Cۘ/T %      % %  p<?@? ?@  %      d  %     O   %  -DT! S-DT! N  unknown  %     U R  %      R  %     %   % %  xhHڷ@Ǐ&}?M98  %  qA+m ]2@  tangent  %  W2@ %      d  %     Y   %  ]-DT!? -DT! @ X  unknown  %      \  %     _ \  %     %   % %  xhHڷ@Ǐ&}M98?  %  pqA+m ]2@ [  tangent  %  W2@%% %   7R %     d  %    % %  CK E@4;5Ǐ&}?N98֗VT ܝ'? (@  %        %      9  %     h   %  kMhSl .Ke  ! unknown  %     n c  %     " c  %   #% %  9|^k?ڼgds0(Ǐ&}?  %     $   %   o@ +M@ i % tangent  %  7j;m %  _ &% %  pqA+mN98?Ǐ&}?@cP(Ǐ&}? %% %   Cۘ/T % '    (  %  )  % %  ~<?@? ?@  %     w   %   -DT!?  * unknown % %  ʴ~dkǏ&}M98?  %   z + ,   %  y -     % .   /  %  0 1  } t  %   -DT!? | 2 unknown  %  3      %   3 0 4   %  3 s  %  4 5% %  :i!~γywǏ&}M98?  %    - 6   % 7 JW} 8,ܘs ~ 9 tangent  % : ;   <  %  :~xJW} %    = > >  %  ?z1 c">  @ unknown %%% %  %22 %  6 A% %  >~<?  %  B  1 C   %  C D% %  gh}?  % E h} 4 dm  & tangent  % F    L  %  ph}%%% %  %22 %   G% %  <? %% %   Cۘ/T% %  *?  %  :Ys9a[m %    H I  %  + J   K  %  .td L^}Kpd  M unknown  %   N% %  < qvk~Je s  %    O P  %  Q-DT!? -DT! @  R unknown  %  ~ fpȌPs %  S      %   S     %  S  % %  wx_tCڼ  %  01[E@ U@  T tangent  %  wxEgo %  U   V   %   W% %   qvk~iTs?  %  ~iTs %  X      %   X  V   %   Y % %  ~W[aڼ  %     Z   %  x:+@ [w <@  \ unknown  %  ;B;.v@ ]1|Nv@  ^ unknown  % _   `  %  wf.s %  ~f.s %  <1LSm% %  pmN98Ǐ&}@cP(Ǐ&}?  %    S a   %   b  Z   % c    %  p- dm %  a d% %  Qoo?ڼgds0(Ǐ&}? % %   UGPTaǏ&}M98?  %    e f   %    g h >  %  e i     %  Zlzi@ j&xmp@  k unknown  %   l% %  >}ĴDn<gds0(Ǐ&}? %% %  7R % m n     %    % %  N2Lww_tSQ98Ǐ&}  %   "   )  %  $-DT!? -DT! @  o unknown  %   p% %  ձ<)Lܖ@Ǐ&}N98?  %     q   %  _@@ 0E@  r unknown  %  =^V @% %  ;wZ@<?  %  ;w" @ %  & s t u )  %  t . )  @  %  0g&@ $VF@ )  unknown  %  * v% %  ;~YdG\ J@<? %% %  +5-z % w x y  <  %  z - { |   %  } ~ -  y  %  ~Cc l]Qз@   tangent  %  .  }  @  %  / % %  =-~g]Qз@?  %  =~g]Qз@%% %  30-z %   3 % %  ;5f~W[qǏ&}?N98  %   4    %  5  4  @  %  70DHۭۿ P[)? 4  unknown % %  n},~I_}@Ǐ&}?N98  %  ~'4D˷@%% %  :5-z% %  n},O[)}I_}@N98Ǐ&}  %  < f   9  %    <    %  z1 c"> <  unknown  %   =     %  =  ?    %    %%% %  >%22 %  > % %  ~<?  %   ?   @  %  -DT! A   unknown  %  ~˷@ %  D     %  j i D  c  %  -DT!  D  unknown  %  E  G    %  F % %  ]V3m  %  I  -DT!? G  unknown  %  p]V3m%% %  K Cۘ/T %   \    %    M  )  %  0E _@   unknown  %   N Q    %  N      %     %  O % %  9p-,D@N98?Ǐ&}??cP(пǏ&}?  %  Q P   R  %  kϘl S-,D@ Q 7 tangent  %   R  %  %  9-,D@%%% %  U%22 %  U  %   X  q   %  X  Z    %     %   % %  9p-,D@N98Ǐ&}@cP(Ǐ&}?  %  [ Z m $ \  %  kϘl ]-,D@   tangent  %  9-,D@%%% %  _%22%% %  b 7R %       %   b  %   e     %  e m     %    e    %  `@4 @#   unknown  %    f    %  &? @#@ f  unknown  %   g j "   %  g      %  g   %  h % %  wȡ:G@<?  %  :_@ kӵp@   tangent  %  w9|^k %  2"n@ p}Ƙ@   unknown % %  IFf@Ǐ&}?Q98  %  qA+m%% %  s  Cۘ/T% %  *~?  %  1 0   t % %  ~ fpȌPsN98?Ǐ&}??cP(пǏ&}?  %  =  y , K  %  ?OUȄF@ u!$ N@ +  unknown  %  z   6  %% %  {0-z% %  5iE|:AaN98Ǐ&}  %  ) |  4 t  %  | )  C t % %  ~}N98?Ǐ&}?@cP(Ǐ&}?  %   ~     %  } %fpȌPs 0  tangent  %  ~} %  -DT! 8-DT!   unknown %%% %  %22 %   % %  :~<? %% %    Cۘ/T %  Y K   % %  :~<?@? ?@  %  J +  > K  %  6Xhd@ ?{d@   unknown  %  > % %  > qvk~2s?  %  >~2s %  b  U    %  h} Nb.Xs   tangent  %  ~h}%%% %  %22%% %   Cۘ/T %  m %     I   %  L@# &   unknown  %   =   K  %  J ;  %   % %  <~W[a<?  %  <~Je s %  i e  P   %  R4qp Qk_i   unknown  %  P % %  <IYn?ڼgds0(Ǐ&}?  %     a  % %  ˑ0Hw0M–IǏ&}?Q98  %    B    %  {ؤߔ@ HT@   unknown  %  ~iTs %    b    %  {     %  ]@# [&   unknown  %  Z % %  |㼨OwZǏ&}?Q98  %  Z % %  hGx~>OgpǏ&}?N98 %% %  7R% %  |㼨O3ZN98Ǐ&}?  %  [VCp }s_qj   unknown  %   B X   %% %   Cۘ/T %  wQoo %  O   f   %  4 \@ QV| d@  T tangent  %     h   %  j&? @#@   unknown  %   O     %  h % %  >wx_tCڼ  %  >w}ĴDn%% %  7R %     ` % %  ;" @?ڼ@gds0(Ǐ&}?  %  ;%[@ %  ҙl dV @   tangent % %  =u_V @?  %      )  %     u @  %  P[) 0DHۭ?   unknown  %  ;~-.Ϸ@%% %    Cۘ/T %     (  %  }   %        %     |   %  c">@ z1 @   unknown  %      y  %      y %%% %  %22 %    %  -DT! -DT! }  unknown  %  =~f]Qз@ %        %       %        %  znd -4D˷@   tangent  %      @  %   % %  -~(4D˷@?  %        %  pzL5; g=8   unknown  %        %        %  {   %   % %   qvk~K:(vd?  %        %   -DT!?   unknown  %     u  %  ~K:(vd %        %   qNa 2ŠZ   unknown  %   % %  ~`:؄˷@N98Ǐ&}@cP(Ǐ&}?  %       %        %  !{6e@ %3?l@  " unknown  %   #% %  Jk<gds0(Ǐ&}?  %   $     %  ]V3m% %  pqA+mN98Ǐ&}?cP(пǏ&}? %% %   Cۘ/T %  %    ) % %  ;u%[@  %    $ &   % ' (Bx2l *[@   tangent  % )    @  %  ;p$[@ %  }Ƙ 2"n  * unknown %%% %  %22 %   +%% %   Cۘ/T % ,      %  qA+m %        %  =p^V @%%% %  %22 %   -%% %   7R % . / 0   % %  HΆAw:G@Q98Ǐ&}  %  1   2   %  $  % 3   %   4     %  _/:S@ 5pJ[@  % tangent  %  -DT! -DT!  6 unknown  %   7  2   %   8 %  q 9% %  >ҙl  %        %     :   %   /  %   ;% %  Ud?  %  !׌0Oyʘ@ XҘ@  < unknown  %  wUd% %  CK Ew@4;5Ǐ&}?Q98 % %  F=LnKX`Ǐ&}?M98  %   U )    %  -DT!  ) = unknown % %  5iE~:AaǏ&}?N98  %  -  3    %  84ף@ [%@ 3 > unknown %%% %  4%22 %   ?% %  ~<? % %  :~,ܘsN98Ǐ&}@cP(Ǐ&}?  %  :~,ܘs%% %  ;0-z %  > @% %  >~W[aڼ  %  >~2s %  c">@ z1 @ B A unknown %%% %  C%22 %   B %  g H J    %  H g i    %  g n  %  I C% %  <AK0r  %  &8hs@ LVq>s@ J D unknown  %  <~AK0r% %  Q&r?  %  j w@  Q0@ i \ unknown  %  >wQ&r%% %  n7R%%% %  q%22 %  s F G H )  %  I J s  K  % L MC쩤c 3.Ϸ@ s ^ tangent  %   t J N @  %  N O% %  ;-~..Ϸ@ %% %  x  Cۘ/T %   x  %  7 z P Q   %  R  z    %  Gg3@ SXh5(6@ z  unknown  %   { ~    %  { G R T   %   U% %  > qvk~}Cc  %  ~ }  V y  %  W-DT!? -DT! @ ~ X unknown  %  >~yCc %   Y% %  9~} Ϸ@N98Ǐ&}@cP(Ǐ&}?  %   R F Z   %  [ P   \  %  ]HNr StYHr  ^ unknown  %    _ `  %  a      %  c">@ bz1 @  c unknown  %  d      %   d a e   %   f %%% %  %22 %   g %    h i @  %   j-DT!?  k unknown  %  ~'4D˷@ %  _   :   %   _     %   l % %  ~W[a<?  %  2 s@ bK0*ヌ@  m unknown  %    n o   % p f   q  %  ~K:(vd %  n      % r R=oed f:؄˷@   tangent  %   s% %  ~M=oedN98?Ǐ&}?@cP(Ǐ&}? %% %   Cۘ/T %   n  V  % %  .~>Ե7@Ǐ&}?M98  %  ~`:؄˷@ %        %  t@# !&  u unknown  %   v% %  wˡ:G@ڼ  %  wJk %     &   %  w   3 )  %  -DT!? (-DT! @  x unknown %%% %  %22 %   y%% %   Cۘ/T% %  F=LnKX`Ǐ&}M98?  %  :dϘl%% %    Cۘ/T %  :dϘl%% %   7R % z {   |  %  }   %  4  ~    %  -DT!    unknown  %  (@#@ 5`@4@ %  unknown  %   1 w    %  3 % %  :pdϘlN98?Ǐ&}?@cP(Ǐ&}?  %    }    %  >ҙl %  >pҙl %  0v 3u tEqu   unknown  %  ~Ud% %  Xd>w0vls@@Ǐ&}?Q98 % %  ~ fpȌPsN98Ǐ&}@cP(Ǐ&}? % %  ʴ~dkǏ&}?M98  %  ~ fpȌPs %  >~Q&r% %   qvk~Hb.Xs  %  ~Ib.Xs %  OgpǏ&}?N98  %  ~Hb.Xs %     Z )  %     H   %  z1 Mc">   unknown  %      K  %     N K  %  J  %%% %  %22 %    %  -DT!? -DT! @ J  unknown  %  ;~-.Ϸ@ %     Q \  %  S@# &   unknown  %     T   %    %   ,@ e}DM@ R m unknown  %  >~yCc %  Wc } Ϸ@  9 tangent  %  V % %  :~cN98?Ǐ&}?@cP(Ǐ&}?  %  9~} Ϸ@ %  ]ze0i6 4 F M unknown  %      \  %  P {  %  Z % %  DwJf~\`^Ǐ&}N98?  %     `   %  b ;8@ t0潩:@   unknown  %     e   %  ` % %   qvk~ynd  %        %  -DT!    unknown  %     .  %  ~und %     i   %  j2ŠZ@  qNa@ h  unknown  %   % %  ~`:؄˷@N98?Ǐ&}??cP(пǏ&}?  %      % %  ;5f~W[qǏ&}N98?  %     o   %  ٜIq{@ W⏨u}@ n  unknown %% %  0-z% %  ;5f|W[qN98?Ǐ&}?? %%% %  %22 %  ~M=oed %   % %  xՎAd  %  wxՎAd %   % 4  ) % %  :pdϘlN98Ǐ&}?cP(пǏ&}?  %  <p;x2l%% %  /7R %  l \  | % %  Xd>30vls@@N98?Ǐ&}?  %   ~ 7  0  %  }  1  0  %   *M@ %$;U@ ~  tangent  %  2 % %  >k<gds0(Ǐ&}? % %  <:x2l?  %  5 -DT!? w  unknown  %  <;x2l %  xd@ *ٞnk@ 7  unknown % %  DwJf~\`^Ǐ&}N98?  %  F  [  )  %  G  I    %  Z % %  < qvk~C쩤c?  %  J I   K  %  M-DT! -DT! I  unknown  %  K  o  %  <~C쩤c %  i % %  9~} Ϸ@N98?Ǐ&}??cP(пǏ&}?  %  P [   \  %   % %  >p d  %  >~p d%%% %  V%22 %  :~c %  &? ]@#@   unknown  %  <~!c(d %   a     %  ~und %  h  d    %  R=oed jf:؄˷@   tangent  %   % %  ~M=oedN98Ǐ&}?cP(пǏ&}? %% %  f Cۘ/T %      %   h     %  h  % %  .~>Ե7@Ǐ&}M98?  %  ~`:؄˷@%% %  l0-z% %  F)]f~MEkǏ&}M98?  %  ~xՎAd %   w   ) %% %  {7R %   }   0  %  ~    0  %    %  >wk% %  <1k?ڼgds0(Ǐ&}? % %  >w :G@ڼ  %  <~C쩤c %  c } Ϸ@  [ tangent  %   % %  :~cN98Ǐ&}?cP(пǏ&}? %% %   Cۘ/T %  9~} Ϸ@ %  KfsD1@ m2|T9@  < unknown  %  >wp d %   % %  < c(d?  %        %  ⏨u} ٜIq{   unknown %%% %  %22 %  ~M=oed%% %    Cۘ/T %  R`vk &ǀd   unknown  %  |= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%     %    shell%     %     face%     %     ftree%meg% attrib%   7R %       loop%     plane% surface%  If@N98?Ǐ&}? %% %    Cۘ/T %       %    % %  *~? %% %   7R %       %     cone% %  CK @3;5Ǐ&}?N98֗VT ܝ'? (@  coedge%     %% %   Cۘ/T % ! " #  $  %  % % %  ~<?@? @  %  & ' ( ) %% %   7R % * + ,  -  %  .   %  / 0 1 2   %  3  4 5  %   6 7 8  %  9 :  ;  edge%  <`@4 =@#  > unknown %% %   Cۘ/T % ? @ A  B  %  C  % %  :~<?@? @  %  D E F G   %  H  I J  %   H D K  %  F L  ) M  %  Nl~ O y+|  P unknown %% %   7R % Q R S  -  %  T  % %  HΆw:G@Q98Ǐ&}  %  U 4 : V   %  W  X Y   %   W Z [   %  \ ]  2 ^  %  _ `-DT!? 1 a unknown  %  b  c d  %  . e  5   %  <K@ fDH@ 4 g tangent  %   h i j  %  k l  8 m  %  =-DT! n-DT! 7 o unknown  %  p  l q ;  %   r . V ;  %   s  vertex%  t %  q u straight% curve%  >Yq'If %% %  "9uEu % v w x  y  %  z { " % %  i.aO~eWqN98?Ǐ&}??  %  | I L } #  %  ~ % ' K   %  % ~    %  ( % G M  %   N-DT!? % unknown  %  ' &  %  C & J #  %  /z O?>o I tangent  %  O"0pz Na(p ' tangent  %  ( C } M  %   %  G  %  ) % %  "I~(=hǏ&}M98? %% %  + 7R %    %  +  %  Z \ ,  %  e .   %  -DT! < : unknown  %  0 /   %  / Y  %  r⻟@ _8>t$̧@ / g tangent  %  T 0 [ ,  %  @ `X׼@ Z tangent  %  1 T ^  %  1 ^  %  ]  %   %  2  ellipse% %  @-nhe?ڼgds0(Ǐ&}?  %  3  %  3 d  %  @#@ f`@4@ c unknown  %  4 U   %  d % %  If@Ǐ&}?Q98  %  6  %  6 j  %  n{A0@ 2@ i unknown  %  7 m  %  7 9 q m  %  7  %  % %  :pgV ZfN98?Ǐ&}?@cP(Ǐ&}?  %  9 ;  %  =Yq'If rE,@ 9 tangent  %  : ;  %  ;   point%  >Yq'If %  >pYq'If%% %  @ Cۘ/T %    %  @ % %  ~<?@? ?@  %  "  %  A  %  C #  %  O-DT!? -DT! @ C unknown  %  E D   %  E  %  ctz ݬ(,p E tangent  %  F M  %  % %  ~\(pN98?Ǐ&}??cP(пǏ&}?  %  { H A  %  $Q! @ o>˳) @ H unknown  %  I | { # integer_attrib%name_attrib%gen% %  Jmake_tangent%22 %  J % %  :~<? %%% %  K%22 %  K % %  ~<?  %  L M  %  M   %  ~](p %  :~7>o%% %  R7R %    %  R % %  Xd3vls@@N98?Ǐ&}?  %  r S  %  T ,  %  `ce l.qض] \ unknown  %  U S  %  ,fRw@ N2@ tangent  %  V % %  >;d<gds0(Ǐ&}?  %  W  %  -DT!  unknown  %  h X ]  %  X  %   %  Z ,  %  % %  CK w@3;5Ǐ&}?Q98  %  \  ^  %  ]    ^  %  @#@ _`@4@ ]  unknown  %   ^    %  c{f %  w@-nhe %  b    %    b   %  -DT!? -DT! @  unknown  %   c e  %  c     %     %   % %  p<?  %  r - . / ;  %  0(Q\@ A%e@ r 1 unknown %% %  s  Cۘ/T % 2 3 4  5 % %  >< %% %  w  Cۘ/T % 6 7  8  %  9 w % %  *~?  %  : ; < = x  %  > ? @ A z  %  B { C D A  %  E-DT! -DT! F unknown  %  C | G  % H E'Ӕ+z ;L&o I tangent  %  } J% %  :~7>oN98?Ǐ&}??cP(пǏ&}?  %  K ~ A  %  -DT!  ~ L unknown  %  M  K N  %   O  %  P Q %%% %  %22 %  R% %  ~<?  %  S T U M  %  Vz1 c"> W unknown  %  ~ݬ(,p% %  } 3V~tuǏ&}?M98  %  :~/z %  ~O"0pz %  X Y Z M  %  [ G  %  c">@ \z1 @ ] unknown %% %  0-z % ^ _ `  a % %  5i|AaN98Ǐ&} %% %  7R % b c  d  %  .  %  e   %  f g S  %  h  %  iy&}@ $gօ@ j unknown  %  k% %  w^:G@<?  %   l S  %  m %  >w;d %  n  %  o  %  o p % %  ;qZ`e<gds0(Ǐ&}?  %  q r  %  `@4 s@# t unknown  %  aqff %  i ]@ I%Oe@ u unknown  %  w;qZ`e %  v w x ^  %  &? y@#@ z unknown  %  { | } ^  %  ~    %  c{f rE,@   tangent  %   % %  c{f? %% %   Cۘ/T %  p    % %  ?ڼ?  %       %  2 {A0   unknown  %      %       %    %   % %  :pgV ZfN98Ǐ&}?cP(пǏ&}?  %   l  %      %  cQf rE,@   tangent  %       %  s    %  <pcQf% %  <D-Fd?ڼgds0(Ǐ&}?  %  ~    %  c % %  p_~RRfN98?Ǐ&}?@cP(Ǐ&}?  %     %  f~RRf rE,@  tangent  %  _~RRf %    )  %  )DT!? -DT! @  unknown %%% %  %22 %  % %  :<? %% %    Cۘ/T %  )   % %  :p<?@? ?@  %     ;  %    '   %  *Cv @  unknown  %     )  %   #  %  ' % %  =prE,@?  %  =p~rE,@ %     ;  %   f /  %  @# 0&  unknown  %  % %  >w:G@ڼ %% %  0-z %       %   % %  ;5f|W[qN98?Ǐ&}?? %% %    Cۘ/T %   % %  :~<?@? ?@  %       %     x  %     x  %   S = M  %  -DT!   unknown  %     z  %     z  %    A   %  -DT! -DT! @  unknown  %     A  %   D G  %  7 E @ C  unknown  %  % %  :~/zN98Ǐ&}?cP(пǏ&}?  %    %%% %  %22% %  <~<?  %  <~;L&o %   N A % %  ~O"0pzN98Ǐ&}?cP(пǏ&}?  %      %   7@  unknown  %  P    %  O     %      %  ~ctz %  <   M  %    U   %  VB &@ T9{-6@ T  unknown  %   % %   qvk~ݬ(,p?  %     M  %    Z   %  ?@ \;M@ Y  unknown  %     G  %   % %  < qvk~;L&o %% %   Cۘ/T %       %   % %  p<?@? @ %% %   Cۘ/T %     % %  *?  %  h    %  .  g  %  0tHJ@ ċ@ f j unknown  %  e o   %  % %  Xdwvls@@Ǐ&}?Q98  %  w*ќ\ %  c&e xqa\   unknown  %  0J7@ }/ 9@  unknown  %  x % %  &ќ\?  %      ^  %     } )  %  h? @@   unknown  %       %%% %  %22 %   % %  p<?  %  pc{f%% %  0-z %    % %  ;5f~W[qǏ&}?N98  %        %        %     %   !% %  JgY{bzZǏ&}M98?  %    " #   % $ gV Zf %rE,@  & tangent  % '   (  %  :gV Zf %   ) * +  %  ( "   )  %  ,?   - unknown %%% %  %22 %   .% %  <p<?  %  /  0 1  %  f     %  &? 2@#@  3 unknown %% %   Cۘ/T% %  <?ڼ?  %      )  %  p ?@  4 unknown %%% %  %22 %   5% %  <? % %  9prE,@@?  %  9~rE,@%% %  # Cۘ/T% %  )rE,@??  %   % 6 7 ;  %  8 9 %  :  %  0DHۭۿ ;P[)? % < unknown  %  * & (    %  & * 8 =   %  *   %  ' >% %  =~[dG\ J@ڼ  %  ,´r@ *´r@ ( ? unknown  %  @ | A B )  %  =~rE,@ %  -  C D ;  %  E F -    %  G]> SV< - H unknown  %   . F I  %  I J% %  >߲[  %  >w䲷[%% %  30-z % K L M  8  %  F 3  %  N O / P 4  %  Q R  S 7  %  T 9 ;   %  9 T Q U  %   < 9  M  %  V y+|@ l~@ 9 W unknown  %  ; : X Y x  %   Z :  [  % \ ]%xz ![0p  ^ tangent  % _ `O"0pz a(p ; a tangent  %  = b %   c% %  ~\(pN98Ǐ&}@cP(Ǐ&}?  %  d > e f z  %  g h >  i  %  j 7@  k unknown  %  ? l m n z  %  o p ?  q  %  $Q! @ ro>˳) @  s unknown  %  t @ p u   %  @ t g v   %  t w  %  v x %  u y% %  :p/zN98?Ǐ&}?@cP(Ǐ&}?  %   B z { A  %  | } B  ~  %  -DT!? -DT! @   unknown  %  C  |  G  %   % %  @ z1 @   unknown  %  T      %     %   % %  5i~AaǏ&}?N98  %  ~ݬ(,p %  X   S M  %  h  X  i  %  z1 c">   unknown  %   Y     %  Y  [    %     %    %  \q.gE\ LA\ [  unknown  %  <~;L&o%% %  _ Cۘ/T %  Q ~  (  %   _ % %  *?  %      ` %% %  c Cۘ/T% %  p<?@? ?@  %   w e    %  yO@ k}P@   unknown  %  l  %  @# i& o  unknown  %  w·ң\% %   v  unknown  %  w      %  x % %  ~֣W[a<?  %  ~*ќ\ %  {    ^  %   A {    %  X\@ Cv@ {  unknown  %  |  ~  )  %  } % %  ~rE,@  %   )DT!? ~  unknown  %  p~rE,@ %        %  f~RRf rE,@   tangent  %       %  _~RRf %     # )  %  -DT! %%DT!   unknown %%% %  %22 %   % %  :<? %% %   Cۘ/T% %  :p<?@? @  %       %     +   %  xYl@ ,Cv@   unknown  %   % %  ;prE,@  %  ;p~rE,@ %     P  %  F E  1   %  2RL<@ ׽/w>@   unknown  %  1 % %  <0|ű[? % %  rE,@  %  ~rE,@ %     7 M  %  I=A [ ;)sΏ@ 6  tangent  %     = :  %      :  %     %   % %  =-~$sΏ@?  %  &^DW@ uHPX@   unknown  %  =~#sΏ@% %  ӳ4~rE,@  %      )  %     B   %  ´tp@ ´p@   unknown  %   N  D 4  %  c">@ Gz1 @   unknown  %  0  N    %   0  I   %   % %  >~գW[aڼ  %  2=TRY@ jZ@ F  unknown  %  >~䲷[%% %    Cۘ/T %      %     %  C  E  4  %      4  %  z1 c"> /  unknown  %  e   U 7  %   e h  7  %  -DT! V-DT!   unknown  %    d   %  /z V?>o   tangent  %   % %  "I~(=hǏ&}?M98  %  l d  Y z  %  ] `-DT!?   unknown  %    l  [  %    %%% %  %22 %   % %  ~<? %%% %  %22 %   % %  ~<?  %  ~](p %  ~![0p %  X  T  z  %  R Q  f 7  %  -DT!? j-DT! @ e  unknown  %     v i  %    R  i  %     %   % %  >g'z  %   X Z  z  %     n   %  r-DT!  m  unknown  %      q  %     u q  %     %   % %  } 3VtuǏ&}?M98  %        %  /z q g  ! tangent  %  'z Hf g tangent  %     $  %  >p'z %  :/z %     {   %  o>˳) $Q! z  unknown  %      ~  %      ~  %     %   !% %  :p/zN98Ǐ&}?cP(пǏ&}?  %   " # $ G  % % 'Ӕ+z &k.]g |  tangent  %  <p Ӕ+z %  "  ' ( G  %  ) *   +  %  @# ,&  - unknown %% %   Cۘ/T % .      %      `  %   -DT!?  / unknown  %    0 1  %   2   3  %  @#@ 4`@4@  5 unknown %%% %  %22 %   6% %  p<?  %  pctz %     7   %   8% %  ~֣W[aڼ  %  9 :   ;  %  <Te{.d@ $k@  = unknown  %  >  : ?   %   >  7   %  > @  %   A% %  O6p? %% %  0-z %  B    [ % %   qvk~![0p  %  g>gL ^ C؟nt]   unknown  %  ~![0p %   D   i  %   E% %  > qvk~Yo?  %    ) F   %  G#b1\@ ! \@  H unknown  %  >~Yo %   H% %  <~գW[a<? %% %   Cۘ/T %    I J   %     K `  %  I    3  %  L-DT!   M unknown  %        %   N% %  DwJֱ~^\`^Ǐ&}N98?  %  ~<?  %  9 e v w :  %  ;-DT! x-DT!  y unknown  %  f z O { :  %  =~#sΏ@% %  n}~I_}@Ǐ&}?N98  %   @  R )  %  A   P   %  B |% %  ӳ4~rE,@  %  a C  t 4 % %  > qvk~I=A [  %  h퀉@ G'@ E d unknown  %  >~I=A [% %  DwJֱ~^\`^Ǐ&}N98? %% %  L  Cۘ/T % }  ^  y  %  v L  %  O ~   4  %   l O    %  -DT! -DT!   unknown  %  m % %  < qvk~8Xj[?  %  j'z Yo R  tangent % %  :~7>oN98Ǐ&}@cP(Ǐ&}?  %  `o>˳) $Q! T  unknown %%% %  U%22 %  U % %  :~<?  %  :~7>o% %  ~O"0pzN98?Ǐ&}?@cP(Ǐ&}?  %  Z    [  %  7 ] @ Z  unknown  %      [  %   [    %  ~xz %  ~O"0pz% %  :~/zN98?Ǐ&}?@cP(Ǐ&}?  %   g   i  %  w i   %  >~'z %   m     %  m  o    %     %   % %  pO"0pzN98?Ǐ&}?@cP(Ǐ&}?  %  p o   q  %  rO"0pz [e"g o  tangent  %   q  d  %  O"0pz %    t  3  %  -DT!? -DT! @ t  unknown %%% %  u%22 %   %%% %  v%22 %   %% %  w  Cۘ/T %   z }    %  z   K   %  K % %  } 3VtuǏ&}M98?  %  } |   ~  %  /z q g  & tangent  %  :/z %      G  %     $ 3  %  `@4 &@#   unknown %%% %  %22 %    %     (   %  , j : c   unknown  %     F +  %      +  %     %   % %  <q|o %% %  0-z% %  pO"0pzN98Ǐ&}?cP(пǏ&}?  %     1   %  4-DT! <-DT!   unknown  %      3  %     %  1 % %  zY̔g?  %  p}Y̔g %  5Ẏ$H Ch_"G   unknown  %  ~M6p %      ;  %     ? ;  %     %   % %  w#x_tCڼ  %    B    %  0xĒ@ ̒@ :  unknown  %      %  wM6p %    >  [  %  7  %      i  %  >~Yo %  GoU S$U   unknown  %    %  <~q|o %     J 3  %  eL6@ LT8@   unknown  %  O"0pz L[e"g   tangent  %   % %  pTe"gN98?Ǐ&}??cP(пǏ&}?  %  ~·ң\ %  T   {  %  Cv j~   unknown % %  ~rE,@?  %  %DT!    unknown  %  p~rE,@ %   O    %  ~   V 4  %  c">@ Wz1 @   unknown  %   %% %  5-z %      % %  n}O[)}I_}@N98Ǐ&} %% %   Cۘ/T %     b ^  %    e  ^  %  ]  %%% %  %22 %    %      4  %   -DT!? \  unknown  %  ~+h*qL\% %  ;5f~W[qǏ&}N98?  %    ]  :  %     h : % %  -~@  %  ؜I`@ r`@   unknown  %  ~@% %  rE,@?  %  ~rE,@ %     m   %  ;Xj[ oY+O@  I tangent  %      :  %   % %  ;-~Y+O@  %  ;~Y+O@ %  <~4Xj[ %      M  %  -DT!? -DT! @   unknown  %  >~I=A [ %     w   %  xU&P8su 3'os v  unknown  %   % %  9~J*@N98Ǐ&}@cP(Ǐ&}?  %      :  %  0DHۭۿ P[)? O  unknown  %  ~rE,@%% %   Cۘ/T %   U   4  %        %  .4 {M   unknown  %        %     %   % %  :~fԒ)[N98Ǐ&}?cP(пǏ&}?  %  <~4Xj[%%% %  %22% %  } 3V~tuǏ&}M98?  %  :~/z %  %xz sg   tangent % %  gxz?  %      [  %  2    3  %  `@4 @#   unknown %% %   Cۘ/T %       %      i  %      3  %  @#@ `@4@   unknown %% %    Cۘ/T %        %  pxz %      3  %  T8 eL6   unknown %%% %  %22 %   %% %   Cۘ/T %   3   % %  :pq gN98Ǐ&}@cP(Ǐ&}?  %  :q g %  >pHf %  O"0pz %  # I   3  %  &-DT! -DT!   unknown %%% %  %22 %  J  %    "    %  -DT!? -DT! @ "  unknown  %   #   3  %   % %  ~d*]to% %  N;2|9N;[Ǐ&}?M98 %%% %  K%22 %  Ue"g %  P #% %  ~[dG\ J@ڼ % %  prE,@???  %    T  $  % % Y_H<\ r@  tangent  %   &% %   qvk~Y_H<\  %  ~Y_H<\%% %  Y5-z % ' ( $    %  ] \  ) ^  %  -DT! ` ] * unknown  %  ~@ %    a    %  {M@ .4 @  + unknown  %  ) ,% %  ~K,\N98?Ǐ&}?@cP(Ǐ&}?  %  l  n   %%% %  m%22 %  z n - . :  %  /-DT!? o-DT! @  0 unknown  %  ;~Y+O@ %  v  s    % 1 fԒ)[ xJ*@   tangent  %   2% %  :~fԒ)[N98?Ǐ&}?@cP(Ǐ&}?  %   v  )   %  w 3% %  d]~Y ׷@Ǐ&}?M98  %  9~J*@ %  4  z  $  %   5.DT!?  6 unknown  %  { 7% %  -~r@?  %   4 ~  $  %  -DT!   8 unknown  %  -  4 9   %   -     %  - (  %  9 :% %  ׾s6~VGV*hǏ&}?M98  % ; fԒ)[ /J*@  tangent  % <    $  %  :~fԒ)[%%% %  %22 %   = %        %  -DT!? -DT! @  > unknown  %      3  %   ?% %  sg %% %   Cۘ/T %        %  -DT! @-DT!  A unknown  %   B% %  >~Hf?  %   -DT!?  C unknown % %  N;2|9N;[Ǐ&}M98?  %  Ue"g%% %  7R % D    E % %  M(Yk<@^ڢCN98Ǐ&}? % %  :pq gN98?Ǐ&}??cP(пǏ&}?  %  :q g %        %        %    % %  <=uih?ڼgds0(Ǐ&}?  %   N @  vOK^@   tangent  %  <k.]g %     !   %  @^IV]@ [ŗm@   tangent  % F      %  d*]to?  %  ~r@ %    %%% %  %22 %  ~Y_H<\%% %   Cۘ/T % L      % M K,\ #1U@  a tangent % %  ~1U@N98Ǐ&}@cP(Ǐ&}? % %  ׾s6~VGV*hǏ&}M98?  %  ~K,\ %     .   %  53'os@ /U&P8su@ - N unknown  %   O% %  9~J*@N98?Ǐ&}??cP(пǏ&}? %%% %  %22 %  :~fԒ)[ %  ~1U@ %     9 $  %  . P% %  ~1U@N98?Ǐ&}??cP(пǏ&}?  %  ~r@% %  ~K,\N98Ǐ&}?cP(пǏ&}?  % Q K,\ 5#1U@  tangent  %  ~K,\%%% %  %22%% %   Cۘ/T %  psg% %  =i?ڼgds0(Ǐ&}?  %  sg %  ! R% %  >*KU~h<gds0(Ǐ&}?  %  >Hf% %  pTe"gN98Ǐ&}@cP(Ǐ&}? %% %  7R% %  ˑ0ߙM–IǏ&}?N98֗VT ܝ'? (@ %% %  7R %  >wd*]to%% %  7R% %  w#x_tC<?  %  w=i% %  >wx_tCڼ %% %  (  Cۘ/T%%% %  )%22% %  d]~Y ׷@Ǐ&}M98?  %  9~J*@ %  ~1U@%%% %  9%22 %  >w*KU~h End-of-ACIS-dataBB N98?Ǐ&}Ǐ&}?N98? yα Qх?v~ACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  5-z %    loop%    plane% surface%  N~ZdG\ J@Ǐ&}?N98 %% %  5-z %       %    % %  n}O[)}I_}@N98Ǐ&}  coedge%       %% %  5-z %       %    %       %      %   ! "   %  # $  %  edge%  &xYl@ 'Cv@  ( unknown %% %   Cۘ/T % ) * +  ,  %  -   cone% %  ~<?@? @  %  . / 0 1   %  2  / 3  %   4 - 5  %  6 0   7  %  80DHۭۿ 9P[)?  : unknown  %    ; <   %  = >   %  ?&^DW@ &uHPX@  @ unknown  %  A B  " C  %  '´r@ D´r@ ! E unknown  %  F  B G %  %   H = I %  %  $ J  vertex%   K %  G L straight% curve%  ;~[dG\ J@<? %% %    Cۘ/T % M J N  O  %  P  % %  *~?  %  Q R  5   %  S  T U   %   S  3   %   V  1 7  %  WCv 8j~ 0 X unknown  %  Y  Z [  %  8؜I`@ \r`@ / @ unknown  %   ] P ^  %  9 _.DT!? - ` unknown  %  a  R b 7  %   c  %  1 d %   e% %  -~r@?  %  f g  < h  %  DCv ?@ ; i unknown  %  ]  $ I  %   j f k  %  < l% %  n}~I_}@Ǐ&}?N98  %  m ! g n C  %  ! o # G C  %  T p  %  < q% %  ӳ4~rE,@  %  r # s t %  %  '? u # v unknown  %  $ w x y %  %  zP[) &0DHۭ? $ { unknown  % | } %  ~  point%  ;~Y+O@ %  ;~rE,@%% %  * Cۘ/T %   * % %  :~<?@? @  %  4 ^ +  %  -   %  - 6 b   %  / .   %  . U C  %  ´tp@ W´p@ T unknown  %  0 7  %  U % %  ~[dG\ J@ڼ  %  2  %  2 [  %  P[) \0DHۭ? 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S Q ~ unknown  %  Y R m {   %  ~![0p %  m _ \ s P  %  a/z t?>o r  tangent  %  { % %  :~7>oN98Ǐ&}@cP(Ǐ&}?  %  _ m n | P  %  | % %  } 3V~tuǏ&}M98?  %  :~/z% %  ~O"0pzN98?Ǐ&}?@cP(Ǐ&}?  %  t y+|@ }l~@ m  unknown  %  wO"0pz }a(p n  tangent  %  o % %  ~\(pN98Ǐ&}@cP(Ǐ&}? %%% %  s%22 %  :~7>o %  ~O"0pz% %  "I~(=hǏ&}?M98 %%% %  |%22 %  ~](p End-of-ACIS-dataBB N98?Ǐ&}Ǐ&}?N98? yα Qх?wACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  0-z %    loop%    plane% surface%  ;5f|W[qN98?Ǐ&}?? %% %  0-z %      %    % %  ;5f~W[qǏ&}?N98  coedge%       %% %  0-z %       %    %       %      %  ! " #   %  $ %  &  edge%  'z1 (c">  ) unknown %% %  0-z % * + &  ,  %  -  % %  5i|AaN98Ǐ&}  %  .  % /   %  0  1 2  %   0 3 4  %  5 6   7  %  8?    %  'h퀉@ ?'@  @ unknown  %   A B C   %  D E  # F  %  (-DT! G-DT! 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D  %  %%% %  %22 %  E% %  ~<?  %  ~ݬ(,p %  F G  %  H@  I unknown  %  G J %%% %  %22 %  K %  ~Y_H<\%% %   Cۘ/T % L     %  M  %  M 0 N  %  O  %  N P% %  ׾s6~VGV*hǏ&}M98?  %  Q R  % S fԒ)[ TrE,@ U tangent  % V W  X  %  :~fԒ)[ %  Y Z [ l  %  Y \ ] l  %  ^ Q   %  _ @@ ` unknown %%% %  %22 %  a% %  >~<? %% %    Cۘ/T % b c d  e % %  ><  %  G   %  @ p f unknown %%% %  %22 %  g% %  ~<? % %  9~rE,@???  %  9~~rE,@ %  h i  A  %  7  @ j unknown  %  k    %  k h l   %   m %%% %  %22 %  n% %  <p<?  %  F o p  %  -DT! q%DT!  r unknown  %  ^   % s  t  %  ;p~rE,@ %  i u %%% %  %22 %  v%% %   Cۘ/T% %  ?ڼ?  %  w #   %  w ; x   %   %  y% %  "I~(=hǏ&}M98?  % z {/z ?>o tangent  % | d  P  %  :~7>o %  } Z ' ~  %  (-DT! -DT! &  unknown  %  % %  > qvk~Yo?  %      %   , 1  %  2h*qL\ rE,@  tangent  %      %   / 7  %  %xz ![0p  tangent  %   N 1  %   % %  ~K,\N98?Ǐ&}?@cP(Ǐ&}?  %  ~+h*qL\ %    5   %   y+|@ 8l~@ 4  unknown  %     7  %    %  % %  ~\(pN98Ǐ&}@cP(Ǐ&}?  %  ~![0p %   x % %  ~\(pN98?Ǐ&}??cP(пǏ&}?  %    > d  %  Bctz HrE,@  tangent  %   D A  %     A  %   i   %  > % %  gctz  %  -DT!   unknown  %  ~ctz %      %   J  %  > % %  ~rE,@?  %   %DT!?  unknown  %  ~~rE,@%% %    Cۘ/T %     %  K,\ rE,@ 0  tangent  %      %  ~K,\ %   R   %  -DT! T)DT!  unknown %%% %  %22 %  % %  :~<? %% %    Cۘ/T %  O ~  X % %  :~<?@? ?@  %    l  %  &  [ ~  %  'z (Yo Z  tangent  %    ]   %  'z _rE,@  tangent  %       %  ] % %  =prE,@?  %  =~~rE,@%% %   Cۘ/T %  m     %    % %  p<?@? @ % %  9~rE,@  %  ~~rE,@ %     l A  %     u A % %  oN98Ǐ&}@cP(Ǐ&}?  %  >~Yo %  - *    %    *    %   @@ *  unknown  %  + 0   1 %%% %  ,%22 %  , % %  ~<?  %    -    %  7  @ -  unknown  %  6 .   7 %%% %  /%22 %  /  %   1    %   4 6    %  4  }    %  4  % %  "I~(=hǏ&}?M98  %  O"0pz 8a(p 6  tangent  %   7    %  ~](p %   = @  d  %  =  F  d %%% %  >%22% %  p<?  %  i ? w  A  %  @ h   A  %  B -DT!?   unknown  %     %  A    %  pctz %  x % %  ~O"0pzN98Ǐ&}?cP(пǏ&}?  %  %DT! H   unknown  %  p~rE,@% %  ~rE,@???  %  Q  M    %  Tp= @@ M  unknown %%% %  N%22 %  N % %  ~<? %% %  O  Cۘ/T %      % %  *~? % %  9~rE,@@?  %  9~~rE,@%% %  W  Cۘ/T %    Y    %   7@ Y  unknown  %  Z }   ~ %%% %  [%22 %  [  %   \     %  \  ^    %    %%% %  ]%22 %  ] % %  >p<?  %   ^     %  )DT!? _-DT! @   unknown  %  =p~rE,@%% %  c Cۘ/T %   c % %  *?  %  o  k    %  /z qrE,@   tangent  %   % %  :p/zN98Ǐ&}?cP(пǏ&}? %% %  m Cۘ/T %      % %  :p<?@? @  %   o     %   % %  rE,@?  %  9~rE,@% %  :~/zN98Ǐ&}?cP(пǏ&}?  %  {$Q! @ o>˳) @ w  unknown %%% %  x%22 %  :~/z %  /z ?>o  U tangent  %  :~7>o %        %  %xz rE,@   tangent  %        %        %   % %  ~rE,@  %  )DT!    unknown  %  ~~rE,@ %        %        %   % %  gxz?  %   -DT!?   unknown  %  ~xz%% %   Cۘ/T% %  ~<?@? ?@  %       %%% %  %22 %   %% %   Cۘ/T %      d  %        %  o>˳) $Q!   unknown  %   % %  pO"0pzN98Ǐ&}?cP(пǏ&}?  %       %% %  9uEu% %  i.aO~eWqN98?Ǐ&}??  %  ~O"0pz% %  prE,@??? % %  9~rE,@?  %  ~~rE,@%% %    Cۘ/T %       % %  >g'z  %  -DT!? -DT! @   unknown  %  >~'z %        %  -DT! -DT!   unknown  %  >p'z %        %  !p ?@  " unknown  %   #% %  9prE,@@? %%% %  %22% %  :<?  %  :/z%% %    Cۘ/T % $ %   & % %  :p<?@? ?@  % ' O"0pz rE,@  ( tangent  %  ~rE,@% %  } 3V~tuǏ&}?M98 %%% %  %22 %   ) %  *      %   *     %    %%% %  %22% %  p<?  %   !)DT!?  + unknown  %  p~rE,@% %  ~rE,@@?  %    , -   %  .-DT!   / unknown  %        %  pxz% %  ~O"0pzN98?Ǐ&}?@cP(Ǐ&}?  %  o>˳) $Q!  0 unknown  %  ~O"0pz% %  } 3VtuǏ&}M98?  %  O"0pz% %  :~/zN98?Ǐ&}?@cP(Ǐ&}?  %  ,      % 1 /z rE,@  2 tangent  %   3% %  :p/zN98?Ǐ&}?@cP(Ǐ&}?  %   , * 4   %  , %  %  4 5% %  rE,@  %  9~rE,@%% %   Cۘ/T % 6 $   7 % %  p<?@? ?@ %%% %  %22% %  <?  %  :~/z %     4  % %  prE,@@?  %     -   %  $Q! @ .o>˳) @ , 8 unknown  %  4 9% %  pO"0pzN98?Ǐ&}?@cP(Ǐ&}? % %  } 3V~tuǏ&}M98? %%% %  %22% %  :<?  %  :/z % : .O"0pz !rE,@  ; tangent  %  ~rE,@%% %  % Cۘ/T% %  *? % %  } 3VtuǏ&}?M98  %  O"0pz%%% %  4%22% %  <?  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P unknown  %  Q% %  ~[dG\ J@<?  %  R S T  % U ;  V  %  W X Y a  %  S Z [  %  \%DT!  ] unknown  %  T ^% %  ~rE,@?  %  _ ` a a  %  b  %   c)DT!? d unknown %% %   Cۘ/T % e f g  h % %  )rE,@??  %  i j k 7  %  l m g  %  @#@ n`@4@ o unknown  %  b l p  %  q %%% %  %22 %  r% %  p<?  %  p~rE,@%% %    Cۘ/T %  s % %  :~<?@? ?@  %  t u v w  %  x y z j  %  x t { j  %  v   I  %  |-DT! } ~ unknown  %     l  %     l  %       %  -DT! -DT!   unknown  %     =  %      %  7  @   unknown  %  % %  :~/zN98Ǐ&}?cP(пǏ&}?  %    %%% %  %22% %  <~<?  %  <~;L&o %    = % %  ~O"0pzN98Ǐ&}?cP(пǏ&}?  %      %   7@  unknown  %      %       %    V  %  ~ctz %     I  %       %  !B &@ T9{-6@   unknown  %   % %   qvk~ݬ(,p?  %     I  %    %   %  ?@ ';M@ $  unknown  %       %   % %  < qvk~;L&o %% %   Cۘ/T %       %   % %  p<?@? @  %   /  %   :  %  @ 2Jx@ -  unknown  %  _ 5 a  %  W   a  %   % %  .kwrE,@  %      %   6@  unknown  %  =wrE,@% %  ;@  %  ;w@ %     %  xYl@ ga@ .  unknown  %    I  %  ;~@ %      %    ? 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(@  %     s g  %   i   7  %    i    %  ce l.qض] i  unknown  %   j m    %  j      %  k % %  @-nhe?ڼgds0(Ǐ&}?  %   l   g  %  r⻟@ n8>t$̧@   tangent  %  c{f %   % %  p_~RRfN98?Ǐ&}?@cP(Ǐ&}? %% %  q Cۘ/T %    Y % %  p<?@? ?@  %  " s u    %  s " %    %  _-DT! -DT! s  unknown  %  u t !   %  /z ?>o u  tangent  %  w % %  "I~(=hǏ&}?M98  %  ) ! x  l  %   -DT!? x  unknown  %  y  )    %    %%% %  z%22 %  z %%% %  {%22 %  { % %  ~<?  %  ~](p %  ~![0p %      l  %     #   %  -DT!? '-DT! @ "  unknown  %     3 &  %      &  %     %   % %  >g'z  %      l  %     +   %  /-DT!  *  unknown  %      .  %     2 .  %     %   % %  } 3VtuǏ&}?M98  %        %  /z q g   tangent  %  'z Hf $ x tangent  %       %  >p'z %  :/z %     8   %  o>˳) <$Q! 7  unknown  %     ? ;  %      ;  %     %   % %  :p/zN98Ǐ&}?cP(пǏ&}?  %        %  'Ӕ+z k.]g 9  tangent  %  <p Ӕ+z %        %     C   %  d@# &   unknown %% %   Cۘ/T %     Y  %  i   G +  %   -DT!? F  unknown  %       %  j   J   %  L@#@ `@4@   unknown %%% %  %22 %  k  %  pctz %    T    %   % %  ~֣W[aڼ  %     R   %  Te{.d@ V$k@   unknown  %      U  %    N  U  %     %   % %  O6p? %% %  0-z% %  ;5f~W[qǏ&}?N98  %     \  % %   qvk~![0p  %  g>gL ^ ؟nt] Z  unknown  %  ~![0p %     b &  %   % %  > qvk~Yo?  %     !   %  "#b1\@ ! \@ ^ # unknown  %  >~Yo %  C $% %  <~գW[a<? %% %   Cۘ/T% %  :p<?@? @  %    % &   %   F  ' +  %  % I  k   %  (-DT! L  ) unknown  %  *   +  %   , - .  %  /   o N  %  0P[) 0DHۭ?  1 unknown  %  + 2% %  ;prE,@  %   3 4 5  %  6`@4 w@#  7 unknown  %     8 u  %  t 9 %%% %  %22 %   :% %  >p<?  %  =p~rE,@ %  ;~Y+O@%% %  5-z% %  n}O[)}I_}@N98Ǐ&}  %  ;  < =  %  > ?     %  c">@ @z1 @  A unknown  %  B      %   B > C   %   D %%% %  %22 %   E% %  >~<?  %  -DT! F-DT!  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X@#@   unknown  %  g      %   g     %     %   % %  w^:G@<?  %  i@ X׼@   tangent  %  w@-nhe %  w{A0@ 2@   unknown % %  If@Ǐ&}?Q98  %  _~RRf%% %  0-z %  V   %  ''z _Yo   tangent % %  :~7>oN98Ǐ&}@cP(Ǐ&}?  %  o>˳) $Q!   unknown %%% %  %22 %   % %  :~<?  %  :~7>o% %  ~O"0pzN98?Ǐ&}?@cP(Ǐ&}?  %        %  7  @   unknown  %        %     O  %  ~xz %  ~O"0pz% %  :~/zN98?Ǐ&}?@cP(Ǐ&}?  %   $   &  %  4 &   %  >~'z %   *     %  *  ,    %     %   % %  pO"0pzN98?Ǐ&}?@cP(Ǐ&}?  %  - ,   .  %  /O"0pz [e"g ,  tangent  %   .  y  %  O"0pz %    1    %  -DT!? -DT! @ 1  unknown %%% %  2%22 %   % %  :<? %%% %  3%22 %   %% %  4  Cۘ/T% %  :p<?@? ?@  %  h 7 :    %  7 h i '   %  ' % %  } 3VtuǏ&}M98?  %  : 9   ;  %  </z q g  s tangent  %  :/z %  > A     %    >    %  `@4 @# >  unknown %%% %  ?%22 %   % %  <p<?  %    A    %   j : c A  unknown  %   B a !   %  B      %     %  C % %  <q|o %% %  E0-z% %  pO"0pzN98Ǐ&}?cP(пǏ&}?  %    H    %  -DT! -DT! 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S  %  ;Xj[ 0Y+O@ m  tangent  %  N n   N  %  o % %  ;-~Y+O@  %  ;p~rE,@ %  r ;    %   ~ r 5   %  -DT! 6 r  unknown  %  s % %  >Yq'If  %  w-DT! w-DT! t  unknown  %  u    %  >pYq'If %  3 }    %    } =   %  @]> SV< } # unknown  %  Z ~  C   %  ~ [     %  = % %  > qvk~I=A [  %    b    %  -DT!? -DT! @   unknown  %       %  >~I=A [ %   % %  9~J*@N98Ǐ&}@cP(Ǐ&}?  %  f     %     J   %  Mc">@ z1 @   unknown  %   U    %%% %  %22 %    %   / T  N  %   .DT!?   unknown  %  ~r@%% %   Cۘ/T %       %     %    N    %  K      %        %     Y   %    %  P@ @ W  unknown  %   >     %  ?  ,    %  ~,h*qL\ %     ^ c  %  _K,\ #1U@   tangent  %  ^ % %  ~K,\N98?Ǐ&}?@cP(Ǐ&}? %% %   Cۘ/T %    B  c  %    % %  d]~Y ׷@Ǐ&}?M98  %  ~1U@ %   H    %     h   %   ]@ iI%Oe@   unknown  %   % %  ;qZ`e<gds0(Ǐ&}?  %     p g  %  aqff% %  p_~RRfN98Ǐ&}?cP(пǏ&}?  %        %  9   g  %  2 r{A0   unknown %%% %  %22 %   % %  :<? %% %   Cۘ/T %  _~RRf%%% %  %22 %   %% %   Cۘ/T% %  *? %% %   7R %     | % %  HΆw:G@Q98Ǐ&}  %    *  g  %  4      %  6K@ DH@ ~  tangent  %        %    V    %    % %  &ќ\?  %  y&}@ $gօ@   unknown  %  w*ќ\% %  CK w@3;5Ǐ&}?Q98 % %  JgY{bzZǏ&}?M98 %%% %  %22% %  } 3V~tuǏ&}M98?  %  :~/z %  %xz sg  tangent % %  gxz?  %        %        %  `@4 @#   unknown %% %   Cۘ/T %       %    ! 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(@ %% %  57R %  >wd*]to%% %  97R% %  w#x_tC<?  %  w=i% %  >wx_tCڼ  %  S R D    %  c&e xqa\ D  unknown  %  E % %  <D-Fd?ڼgds0(Ǐ&}?  %  Y X H  Z  %  &? @#@ H  unknown  %  J  %  <~4Xj[ %  j % %  :~fԒ)[N98Ǐ&}?cP(пǏ&}?  %  9~J*@ %  TtHJ@ ċ@ Y  unknown  %  >w䲷[% %  DwJֱ~^\`^Ǐ&}N98?  %  ~·ң\ %  .4 d{M i  unknown  %  ~K,\%%% %  j%22%% %  r7R %  >w*KU~h %   % %  |= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%   Cۘ/T %    loop%    cone% surface%  ~?@? ?@ %% %   Cۘ/T %       %     plane% %  ??  coedge%       %% %   Cۘ/T %       %   % %  p?@? ?@  %       %      %   ! "   %  #   $  edge%  %-DT! & ' unknown %% %   Cۘ/T % ( ) *  +  %  ,  % %  *?  %  - . / 0   %  1  . 2  %   1   %   /   $  %  & 3@@  4 unknown  %    5 6   % 7 8t7 &`/[s@  9 tangent  %  : ;  " <  % = >t7 %`/[s@  ? tangent  %  @  ; A $  %   B  vertex%  " C %  D ellipse% curve%  ~`/[s@@? %% %  Cۘ/T % E F G  H  %  I  % %  :p?@? ?@  %  J K L M   %  N  K O   %   N  2   %   L  0 $  %  3 P-DT!?  Q unknown  %    R S  % T Ut7 3`/[s@ . V tangent  %  2 W straight% %  ~`/[s@  %  R X  6 Y  %  8 >-DT!?  Z unknown integer_attrib%name_attrib%gen% %  make_tangent%21 %  6 [% %  ~?  %  \ ! 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Q% %  Pf~iQ@  %  Pf~iQ@% %  :~Pf~iQ@?@?  %  <~Pf~iQ@ %  :~Pf~iQ@ %  0   ? =  %   0  F =  %   R % %  :p/\ cy$bοk?@ qQa?k?  % S /\ 5Pf~iQ@ ; T tangent  % U R   V  %  :/\ %%% %  %22% %  ? %% %   Cۘ/T% %  p?@? ?@  % W  | l 2Pf~iQ@  X tangent  %  >p | l%%% %  %22% %  >~?  % Y "  Z %%% %  $%22% %  :~? %% %  %Cۘ/T% %  *~? % %  :pPf~iQ@@?  %  >pPf~iQ@ %  :Pf~iQ@ % [ =  \ %%% %  ?%22% %  :? %% %  @ Cۘ/T% %  *? %%% %  F%22% %  >p? %% %  JCۘ/T% %  :~?@? @ %% %  RCۘ/T% %  :p?@? ?@  End-of-ACIS-data @ ??澝?@o^@U@?^6@@ ??RS@@. @@?^ACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  Cۘ/T %    loop%    plane% surface%  .`D=rI#@GN<݉+ ߑ$)$ %% %   Cۘ/T %       %    % %  *4 ?  %     coedge%       %% %   Cۘ/T %       %    cone% %  p4 ?@? ?@  %      %  ! 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N unknown  %  7 H 3 O %%% %  %22% %  4 ?  %  #@ %  # 4 $ % %  0%~gF{@?b3/=aݱnҼ<  %  - O  % P Q#@ gF{@ R tangent  % S K  T  %  ~gF{@ %   - 8  %  :zl zh U unknown %%% %  %22 %  V% %  ~4 ? %% %   Cۘ/T% %  ?? % %  p#@GN<@?  %  p#@ %  !   A  %  zh@ )zl@  W unknown % %  :p#@GN<@?  %  >p#@%% %  Cۘ/T% %  p4 ?@? @ % %  9#@?  %  p#@ %  - ! # J % %  :~#@GN<@?  %  &Or; Q,]6@ # X unknown  % Y $  Z  %  :~#@ %  >~#@% %  p#@GN?@?  %  Q-DT! : 3 [ unknown %%% %  4%22 %  4 \% %  ~4 ? %% %  5 Cۘ/T% %  ~4 ?@? ?@ % %  9#@  %  ~#@% %  >9#@? % %  Kk~#@?1ڏaGN< %% %  KCۘ/T% %  *~?4 5 % %  ~#@GN<@?  %  ~#@ End-of-ACIS-data B y$b?k$Yi}p <=PѰ/?]YᅴPοLapu^*]@vC9:}%z@?B@ y$b?k$Yi}p <=PѰ/?]YᅴPοLapu^*]@vC9:}%z@?^ACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  $Cۘ/T %    loop%    plane% surface%  c/ʹ.Jy<Q1y$bοk?4 ݉+ ߑ?E}v0ο %% %  Cۘ/T %       %     cone% %  .|<?@Լ? ?@  %     coedge%       %% %  Cۘ/T %       %   % %  {?  %      %  ! " # $  %  % & '   %  ( ) *   %  + ,  -  edge%  .HbaG / ]/  0 unknown %% %  Cۘ/T % 1 2 -  3  %  )  % %  |<?@Լ? ?@  %  4 5 ( 6   %  7  8 9  %   7 4 :  %  ( ;    %  <-DT!? =-DT! @  > unknown  %  ?  @ A  %   B C D  %  E F  $ G  %  HHbaG I ]/ # J unknown  %  K  L M   %  N O  ' P  %  Q-DT! . & R unknown  %     6   %  S T  *   %  / U-DT!? ) V unknown  %  W  T X -  %   W N Y -  %     vertex%   Z %   [ straight% curve%   S_{C50|? %% %  Cۘ/T % \ ] ^  _ % %   }??  %  `   :   %   ` S a   %  UxnJ <(ia*3  b unknown  %    c d  %  e f  9 g  % h =R`| inow{v@  j tangent  % k <GƩ\| l8ww@ 4 m tangent  %   K e n   %  6 o %  p ellipse% %  .|CƩ\|y$bοk?@qQa?k?  %  q ! r s  %  t u ! A v  %  w-DT!? H-DT! @ @ x unknown  %  " y z {  %  | } " D ~  %  I-DT! -DT! C unknown  %  # } G  %  # t G  %  #  %  $  %  $ % %  0S_{1t|?  %  ; %   %  % M  %  (ia*3@ QxnJ@ L unknown  %  & , Y P  %  & P  %  &  %  ' % %  ~| c׌@|y$bοk?@qQa?k?  %  ) 5 a   %  ) + X   %  * % %  || c׌@|y$bοk?@qQa?k?  %  , + -  %  /G50| sT@ + tangent  %  .G50| sT@ N tangent  point%   ~C50| %   |C50|%% %  2Cۘ/T %    %  2 % %  |<?@ļ? @  %  5 4   %  U c׌@| ~hPX@ S tangent % %  @{@%}ky$bο  %  7 d  %  i-DT! l-DT! 7 unknown  %  8 ; n g  %  8 g  %  e integer_attrib%name_attrib%gen% %  9make_tangent%22 %  d % %  2|<? %%% %  :%22 %  d % %  .{<?  %  = ]/@ HbaG@ e unknown  %  .{CƩ\| %  2||R`| %  ?  %  ? s  %  xnJ w(ia*3 r unknown  %  @ F v  %  @ v  %  @  %  A % %  .~CƩ\|y$b?k@qQa?k?  %  B  %  B {  %  (ia*3@ xnJ@ z unknown  %  C ~  %  C E ~  %  C  %  D % %  .|CƩ\|y$b?k@qQa?k?  %  F E G  %  I1t| (&v@ E tangent  %  H1t| (&v@ t tangent  %  G   %  0~1t| %  0|1t| %  K  %  -DT! -DT! unknown  %  L O  %  L  %  L  %  M % %  @P~@%}k?y$b?  %  O N P  %  Q c׌@| ~hPX@ tangent  %  P   %  P~| c׌@| %  T S   %  {| c׌@| %  W  %  @? ? W unknown %%% %  X%22 %  % %   |<? %%% %  Y%22 %  % %   ~<? %% %  ]Cۘ/T %  ~   %  z ] % %  {?  %  y ^  %  c `  %  l.񫼢ٔ@ ru]@ ` unknown %%% %  a%22 %  % %  {<?  %  c f  %  c % %  -|8ww@x$b?k@KpQa?k?  %  f e g  %   i@?@ f unknown  %  g   %  1|kow{v@ %  -{8ww@ %  % %  2S_{}R`|  %  y q  %  q  %   -DT!? unknown  %  r u  %  r  %  r  %  s % %  @0~@%}ky$bο  %  u t v  %  wGƩ\| 8ww@ tangent  %  v    %  .0~CƩ\| %  -DT!   unknown  %   z   %  z  |  %  { % %  @{@%}k?y$b?  %  } |   ~  %  GƩ\| 8ww@ |  tangent  %  .{CƩ\| %     %  @? ?  unknown %%% %  %22 %   % %  0|<? %%% %  %22 %  % %  0~<? %% %  Cۘ/T %     % %  0}??  %    %    %   % %  .~CƩ\|y$bοk?@qQa?k?  %     %  GƩ\| 8ww@  tangent  %      %  .P~CƩ\| %    %   -DT!?  unknown %%% %  %22 %   % %  P~<? %% %  Cۘ/T% %  ~<?@Լ? ?@  %   %  -DT!   unknown % %   ~sT@  %   |sT@ %   ~sT@%% %  Cۘ/T% %  .|<?@ļ? @  %     ^  %    ^ % %  b>s={%W:m8@k?x$b?  %   {{hPX@ %    !  % " R`| now{v@ # tangent  %  $% %  1~now{v@? %% %  Cۘ/T% %  2}<  %  2~|R`| %  %  &  %   ]/@ HbaG@ ' unknown  %  (  %  ( % )  %  *  %  +% %  ~| c׌@|y$b?k@qQa?k?  %  , -  % .  c׌@| /~hPX@ 0 tangent  % 1 *  2  %  0~| c׌@| %  ,   %  -DT! -DT! 3 unknown %%% %  %22 %  - 4% %  .0~<? %% %  Cۘ/T% %  .~<?@ļ? @  %  5% %  || c׌@|y$b?k@qQa?k?  %  6 7  % 8  c׌@| 9~hPX@ : tangent  %  {| c׌@| %  6    %  -DT!? -DT! @ ; unknown %%% %  %22 %  7 <% %  .{<?  %  = % %  /~(&v@  %  /|%&v@ %  /~%&v@%% %  #Cۘ/T% %  h%-͏7~;vx@x$b?kkx$bο  %  !  % >  ?  %    %  ru] .񫼢ٔ @ unknown %%% %  %22 %  ! A% %  .P~<? %% %  Cۘ/T% %  P~? % %   ~{hPX@x$b?k@KpQa?k?  %   P~{hPX@% %   |{hPX@x$b?k@KpQa?k?  %  = B ^  %  C  &  % D 8| E8[b@ F tangent  %  -DT!? -DT! @  G unknown %%% %  %22% %  2~<?  %  1~kow{v@ %  C ) &  %  H % %   S_{8|  %  I J  % K 8| L8[b@ % M tangent  % N H  O  %   ~ߠ8| %  I -   %  .񫼢ٔ@ /ru]@ P unknown %%% %  %22 %  J Q% %  0~<? %% %  Cۘ/T% %  0~? % %  -~8ww@x$bοk?@KpQa?k?  %  -0~8ww@ %   |ߠ8| %  =   7   %  9ru] .񫼢ٔ  R unknown %%% %  %22 %  B S% %  {<? % %  -|8ww@x$bοk?@KpQa?k?  %  -{8ww@ %  T 6  B  %% %  Cۘ/T% %  .~<?@Լ? ?@ % %  b>s=P~%W:m8@kx$bο  %  -P~8ww@ %  E 9-DT!?  U unknown  %   % T V & %%% %  %22 %  B W% %   |<? % %  -~8ww@x$b?k@KpQa?k?  % X &  Y  %  , T ( J   %  /-DT! L ( Z unknown %%% %  )%22 %  V [% %   ~<? %% %  *Cۘ/T% %  ~<?@ļ? @ % %  b>s=0~%W:m8@k?x$b?  %   0~{hPX@% %  b>s={%W:m8@kx$bο  %   {{hPX@ %  I = C V  % %   |{hPX@x$bοk?@KpQa?k?  %  L E@?@ C \ unknown  %   |5[b@%% %  H Cۘ/T% %   }< % %   ~{hPX@x$bοk?@KpQa?k?  %   ~5[b@% %   ~8[b@?  End-of-ACIS-data@@ y$b?k?ky$bο ?@MF &@?^ACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  #Cۘ/T %    loop%    plane% surface%  h%-͏7~;vx@x$b?kkx$bο %% %  Cۘ/T %       %     % %  }~??  %     coedge%       %% %  Cۘ/T %       %   % %  0}??  %     %   ! "  %  # $ % &  %  ' ( )   %  * + ,   %  - .  /  edge%  0 1-DT!?  2 unknown %% %  Cۘ/T % 3 4 5  6  %  7   cone% %  .|<?@ļ? @  %  8 9 : ;   %  < = > ?   %  @  A B  %   C D E  %  F G  " H  %  I J@@ ! K unknown  %  L  M N  %   O P Q  %  R S  & T  %  U-DT! V-DT! % W unknown  %  X  Y Z   %  G F  ) H  %  [ 0@?@ ( \ unknown  %   : 7 ]   %  ^ _  , 5  %  1ru] `.񫼢ٔ + a unknown  %  A  _ b /  %   A G c /  %   4  vertex%   d %   e ellipse% curve%   |{hPX@x$bοk?@KpQa?k? %% %  Cۘ/T % f g /  h  %  +  % %  {?  %  i j * ]   %  k  l m   %   k i n   %  * o  ;   %  p@? q?  r unknown  %  s  t u   %   v w x   %  y z  ? {  %  | }@@ > ~ unknown  %     %  . -  B /  %  I -DT!? A unknown  %   %  E  %  -DT! J D unknown  %  ( ! H  %  ! ( . c H  %  (  %  "  %  E  straight% %   |~  %  #  %  z y # N {  %   U@?@ M unknown  %  $  %  $ Q  %  V.񫼢ٔ@ ru]@ P unknown  %  t % T  %  % t z T  %  %  %  &  %  & % %  -|8ww@x$b?k@KpQa?k?  %  o '   %  ' Z  %  -DT! [ Y unknown  %  ) % %   ~8[b@?  %  `-DT!? p-DT! @ 7 unknown  %  + j 5  %  + - b 5  %  , % %  b>s={%W:m8@kx$bο  %  䔢~ 1~hPX@ _ tangent  %  I䔢~ 08[b@ . tangent  point%   |5[b@ %   {{hPX@%% %  4Cۘ/T %   % %  |<?@ļ? @  %  7 9 n   %  7 ^   %  9 8   %  8 m  %  䔢~ q(&v@ l tangent  %  䔢~ p(&v@ 9 tangent  %  : X   %  ]  %  ; % %  /~(&v@  %  <   %  S R < u T  %  -DT!? }-DT! @ t unknown  %  =   %  = x  %  |-DT! -DT! w unknown  %  M > {  %  > M S {  %  M  %  x  %  ? % %  2~~?  %  @  %  _ ^ @ 5  %   @@ unknown  %  B % %  |~?@?  %  C  %  C  %   @@ unknown  %  Y D  %  D Y F  %  Y  %  % %  ~~?@?  %  J䔢~ [8[b@ F tangent  %  H   %   |~ %   ~~ %  L  %  L  %  -DT!? -DT! @ unknown  %  N % %  1~now{v@?  %  O  %  O  %  -DT!  unknown  %  P  %  P R  %  P  %  Q % %  b>s={%W:m8@k?x$b?  %  䔢~ V8ww@ tangent  %  }䔢~ Unow{v@ S tangent  %  T   %  1|kow{v@ %  -{8ww@ %  X  %  .񫼢ٔ@ ru]@ unknown  %  Z % %   ~{hPX@x$bοk?@KpQa?k?  %   ~5[b@% %  -|8ww@x$bοk?@KpQa?k?  %  䔢~ `8ww@ j tangent  %  -{8ww@integer_attrib%name_attrib%gen% %  bmake_tangent%22% %  {<? %%% %  c%22% %   |<? %% %  gCۘ/T %    %  g % %   }??  %  j i    %   k  %   @@ k  unknown  %   l o  %  l   %   %%% %  m%22 %  % %  0~<? %%% %  n%22 %  % %  0|<?  %  q-DT! -DT!  unknown  %  /|%&v@ %  /~%&v@ %   s     %  s  %   @@  unknown  %  u % %  .|~?@?  %  v      %    v   %   @@  unknown  %  w    %  w y  %    %  % %  .~~?@?  %  |䔢~ now{v@ y  tangent  %   {    %  2~~ %  2|~ %  -DT!? -DT! @  unknown  %  % %  .{~?  %  {~ %  -DT! -DT!  unknown  %     %   %    %  % %  0~~  %  䔢~ ~hPX@ ! tangent  % "   #  %  0~~%%% %  %22% %   ~<? %% %   Cۘ/T% %   }<  %  $ %  %      %  &ru] .񫼢ٔ ' unknown  %  (% %  -~8ww@x$b?k@KpQa?k?  %  1~kow{v@ %  ) *  %  @? +? , unknown  %   * -  %    %   %  .% %   |{hPX@x$b?k@KpQa?k?  % / 䔢~ ~hPX@ 0 tangent  % 1  2  %   {{hPX@%%% %  %22% %  .{<? %%% %  %22% %  2|<? %% %  Cۘ/T% %  .|<?@Լ? ?@  %  3% %  b>s=0~%W:m8@k?x$b?  %   0~{hPX@%%% %  %22% %  .{<? %% %  Cۘ/T% %  |<?@Լ? ?@ % %  0~~?  %    % 4  5  %  0~~ %  0|~% %  -~8ww@x$bοk?@KpQa?k?  %  6 7   %    %  8 -DT!?  9 unknown  %  :% %  .{~?  %  .{~ %  ; <  =  %  -DT! >  ? unknown  %  < @   %     %  A  %   B% %  P~~  % C 䔢~ 8ww@ D tangent  % E A  F  %  .P~~%%% %  %22% %  2~<? %% %  Cۘ/T% %  2}< % %  .|~?@?  %  .{~% %  .~~?@?  % G 䔢~ 8ww@ H tangent  % I   J  %  .0~~%%% %  %22% %  0~<? %% %  Cۘ/T% %  ~<?@ļ? @  %  < ; % =  %  + &-DT!? $ K unknown  %  L% %  b>s=P~%W:m8@kx$bο  %  -P~8ww@ %  6 ; M  %  6 -  %  N% %   ~sT@  % O 8䔢~ sT@ * P tangent  %   |sT@%%% %  %22% %  {<? %% %  Cۘ/T% %  {?  %  -0~8ww@%% %  Cۘ/T% %  .~<?@ļ? @  %  * )  7  %  8 >@@ 6 Q unknown  %   R% %  |~?@?  %  {~ %  $  ) M =  %   $  @ =  %  $ S  %  7 T% %  ~~?@?  % U 䔢~ &~hPX@  V tangent  % W S   X  %  P~~%%% %  %22% %  .P~<? %% %  Cۘ/T% %  .~<?@Լ? ?@ %%% %  %22% %  .0~<? %% %  Cۘ/T% %  0~? % %   ~{hPX@x$b?k@KpQa?k?  %   P~{hPX@ % Y >䔢~ +sT@ ; Z tangent  %   ~sT@%%% %  -%22% %   |<? % %   |~  %   |~ % [ =  \  %   ~~%%% %  @%22% %  P~<? %% %  ACۘ/T% %  P~? %%% %  M%22% %   ~<? %% %  SCۘ/T% %  ~<?@Լ? ?@  End-of-ACIS-data@G y$b?k?ky$bο ?@MF &@?^ACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%  Cۘ/T %    loop%    cone% surface%  .|<?@Լ? ?@ %% %  Cۘ/T %       %     plane% %  {?  coedge%       %% %  Cۘ/T %       %   % %  |<?@Լ? ?@  %       %      %   ! "   %  #   $  edge%  %-DT! &-DT! ' unknown %% %  Cۘ/T % ( ) *  +  %  ,  % %   }??  %  - . / 0   %  1  . 2  %   1   %   /   $  %  & 3?@  4 unknown  %    5 6   % 7 8䔢~ &8lG@  9 tangent  %  : ;  " <  % = >䔢~ %8lG@  ? tangent  %  @  ; A $  %   B  vertex%  " C %  D ellipse% curve%  .|5lG@9@? %% %  Cۘ/T % E F G  H  %  I  % %  ~<?@Լ? ?@  %  J K L M   %  N  K O   %   N  2   %   L  0 $  %  3-DT! P  Q unknown  %    R S  % T U䔢~ 38lG@ . V tangent  %  2 W straight% %  .{5lG@?  %  R X  6 Y  %  8-DT!? >-DT! @  Z unknown integer_attrib%name_attrib%gen% %  make_tangent%21 %  6 [% %  .{<?  %  \ ! X ] <  %  ! \ # A <  %  ; ^ %%% %  "%21 %  ] _% %  2|<?  %  ` # a b $  %  c %?@ ; d unknown  % e f g  h  point%  2|5lG@ %  .{5lG@%% %  )Cۘ/T % i ^ j  k  %  l ) % %  P~?  %  m n o p *  %  q , n r   %  , q - O   %  / o , M $  %  P s?@ , t unknown  %  . - u v   % w x䔢~ P8lG@ K y tangent  %  O z% %  |5lG@9@?  %  u 5 1 S Y  %  8 U@@ 1 { unknown %%% %  2%21 %  S |% %  {<?  %  {5lG@ %  5 } : ] Y  %  X f % %  .|~?@?  %  .{~ %  ; : ~  <  %   >@@ : unknown  %  <   %  2|~ %  o @ l $  %  ~ @ b j  %  -DT!? c-DT! @ a unknown  %   % %  2~5lG@? %% %  BCۘ/T %    %  $ B % %  }5lG@?? %% %  FCۘ/T %  a F % %  .~<?@Լ? ?@  %  ` G  %  I *  %  I J r *  %  L ` I p $  %  s -DT!? I unknown  %  K J   %  䔢~ s8lG@ n tangent  %  r % %   |5lG@  %  R N v Y  %  x U-DT!? N unknown %%% %  O%21 %  v % %   |<?  %   |5lG@% %  .{~?  %  {~ %  X Y  %  a \  j  %  䔢~ c8lG@ \ tangent  %  % %  2~~? %% %  ^Cۘ/T %   % %  2}<  %   ?@ l unknown  %  a j  %  % %  .~5lG@9@?  %  2~5lG@%% %  fCۘ/T %  Y f % %  }~??  %  g  %  l G  %  l m G  %  n m *  %  䔢~ 8lG@ tangent  %  % %  ~5lG@9@?  %  u q Y  %  x @@ q unknown %%% %  r%21 %  % %   ~<?  %   ~5lG@% %  |~?@?  %   |~ %  } Y  %  ~ } j  %  -DT! -DT! unknown %%% %  %21% %  2~<?  %  2~~%% %  Cۘ/T %    %  % %  |<?@ļ? @ % %  P~5lG@9  %  䔢~ 8lG@ tangent  %  .P~5lG@ %   %  g  %  g  %   %   -DT!? unknown  %  G  %  Y  %  -DT!  unknown %%% %  %21 %  % %  P~<?  %  P~5lG@% %   |~  %   ~~ %   @@ unknown  %  % %  .~~?@? %% %  Cۘ/T %    %  % %  {? %%% %  %21% %  .P~<?  %   %   %   %   @@ unknown  %  g  %   %  ?  unknown  %  g  %   %  ?  unknown  %   %   %   %  % %  |5lG@?@? % %  ~~?@?  %  P~~% %  P~~  %  .P~~%% %  Cۘ/T %    %  % %  .|<?@ļ? @  %   %   %   -DT!? unknown  %   %     %  -DT!   unknown  %     %   %    %   %  % %   |~  %     g  %     %  -DT!   unknown  %   % %   |5lG@?  %     g  %     %  -DT!? -DT! @  unknown  %     %   %   % %  .{5lG@9  %  䔢~ 8lG@  tangent  %  䔢~ 8lG@  tangent  %   |5lG@ %  {5lG@%% %  Cۘ/T %       %   % %  0}??  %      %   %  ! @@ " unknown  %  #% %  |~?@?  %   $ %  %  & ' (  %   )@@ * unknown  %  ' +   %     %  ,  %  -% %  ~~?@?  % . 䔢~ 8lG@ / tangent  % 0 B  1  %   |~ %   ~~ %  2 3 g  %  ' &  (  %  4?   5 unknown  %  + 6% %  ~5lG@?@?  %   ~5lG@ %  7 8   %  ? 9  : unknown  %   8 ;  %     %  ; <% %  .|5lG@?@?  % = !䔢~ 8lG@  > tangent  %  .{5lG@%%% %  %21% %  {<? %%% %  %21% %   |<? %% %  Cۘ/T % ? , (  @  %  2 % %  .~<?@ļ? @  %  A B  %      %  !-DT!? 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X ] <  %  ! \ # A <  %  ; ^ %%% %  "%21 %  ] _% %  2|<?  %  ` # a b $  %  c %@@ ; d unknown  % e f g  h  point%  1|D kn@ %  -{D kn@%% %  )Cۘ/T % i ^ j  k  %  l ) % %  P~?  %  m n o p *  %  q , n r   %  , q - O   %  / o , M $  %  P s@@ , t unknown  %  . - u v   % w x䔢~ PG kn@ K y tangent  %  O z% %   |D kn@9@?  %  u 5 1 S Y  %  8 U@@ 1 { unknown %%% %  2%21 %  S |% %  {<?  %   {D kn@ %  5 } : ] Y  %  X f % %  .|~?@?  %  .{~ %  ; : ~  <  %   >@@ : unknown  %  <   %  2|~ %  o @ l $  %  ~ @ b j  %  -DT!? c-DT! @ a unknown  %   % %  1~D kn@? %% %  BCۘ/T %    %  $ B % %  }D kn@?? %% %  FCۘ/T %  a F % %  .~<?@Լ? ?@  %  ` G  %  I *  %  I J r *  %  L ` I p $  %  s -DT!? I unknown  %  K J   %  䔢~ sG kn@ n tangent  %  r % %   |D kn@  %  R N v Y  %  x U-DT!? N unknown %%% %  O%21 %  v % %   |<?  %   |D kn@% %  .{~?  %  {~ %  X Y  %  a \  j  %  䔢~ cG kn@ \ tangent  %  % %  2~~? %% %  ^Cۘ/T %   % %  2}<  %   ?@ l unknown  %  a j  %  % %  -~D kn@9@?  %  1~D kn@%% %  fCۘ/T %  Y f % %  }~??  %  g  %  l G  %  l m G  %  n m *  %  䔢~ G kn@ tangent  %  % %   ~D kn@9@?  %  u q Y  %  x @@ q unknown %%% %  r%21 %  % %   ~<?  %   ~D kn@% %  |~?@?  %   |~ %  } Y  %  ~ } j  %  -DT! -DT! unknown %%% %  %21% %  2~<?  %  2~~%% %  Cۘ/T %    %  % %  |<?@ļ? @ % %   P~D kn@9  %  䔢~ G kn@ tangent  %  -P~D kn@ %   %  g  %  g  %   %   -DT!? unknown  %  G  %  Y  %  -DT!  unknown %%% %  %21 %  % %  P~<?  %   P~D kn@% %   |~  %   ~~ %   @@ unknown  %  % %  .~~?@? %% %  Cۘ/T %    %  % %  {? %%% %  %21% %  .P~<?  %   %   %   %   @@ unknown  %  g  %   %  @  unknown  %  g  %   %  ?  unknown  %   %   %   %  % %   |D kn@?@? % %  ~~?@?  %  P~~% %  P~~  %  .P~~%% %  Cۘ/T %    %  % %  .|<?@ļ? @  %   %   %   -DT!? unknown  %   %     %  -DT!   unknown  %     %   %    %   %  % %   |~  %     g  %     %  -DT!   unknown  %   % %   |D kn@?  %     g  %     %  -DT!? -DT! @  unknown  %     %   %   % %  -{D kn@9  %  䔢~ G kn@  tangent  %  䔢~ G kn@  tangent  %   |D kn@ %   {D kn@%% %  Cۘ/T %       %   % %  0}??  %      %   %  ! @@ " unknown  %  #% %  |~?@?  %   $ %  %  & ' (  %   )@@ * unknown  %  ' +   %     %  ,  %  -% %  ~~?@?  % . 䔢~ G kn@ / tangent  % 0 B  1  %   |~ %   ~~ %  2 3 g  %  ' &  (  %  4?   5 unknown  %  + 6% %   ~D kn@?@?  %   ~D kn@ %  7 8   %  @ 9  : unknown  %   8 ;  %     %  ; <% %  -|D kn@?@?  % = !䔢~ G kn@  > tangent  %  -{D kn@%%% %  %21% %  {<? %%% %  %21% %   |<? %% %  Cۘ/T % ? , (  @  %  2 % %  .~<?@ļ? @  %  A B  %      %  !-DT!? C-DT! @  D unknown  %  E% %  .{~?  %  {~ %  F G %   %  H-DT! )-DT! $ I unknown  %   G J (  %   + (  %     %  % K% %  0~~  % L 䔢~ G kn@ M tangent  % N    O  %  0~~%%% %  %21% %   ~<? %% %   Cۘ/T% %   }<  %  G F  3   %  9-DT! 4-DT! 2 P unknown  %  J Q% %   0~D kn@?  %   0~D kn@ %  A  F R  %   A  ;  %  R S% %  /~D kn@  % T C䔢~ G kn@ 8 U tangent  %  /|D kn@%%% %  %21% %  .{<? %% %  Cۘ/T% %  0~?  %  8 7  B  %  H C@@ A V unknown  %   W% %  .|~?@?  %  .{~ %  2 $ 7 R   %  $ 2 & J   %  B X% %  .~~?@?  % Y )䔢~ 4G kn@ & Z tangent  %  .0~~%%% %  +%21% %  0~<? %% %  ,Cۘ/T% %  ~<?@ļ? @ % %  -~D kn@?@?  %  -0~D kn@ % [ H䔢~ 9G kn@ F \ tangent  %  /~D kn@%%% %  ;%21% %  0|<? % %  0~~?  %  0|~ %  0~~%%% %  J%21% %  .0~<? %%% %  R%21% %  0~<?  End-of-ACIS-dataG By$b?k?ky$bο ?@MF &@?D۔~@k?y$b?Cۘ/T ~~~@ky$bοCۘ/T{5lG@#Cۘ/TU)??Pn@ f %6  !f@. ƣ@ f %6 !f@. ƣ@$Cۘ/TU)?݉+ ߑ?h Uh@RR+Ёgy@ RR+,ͣ@RR+,ͣ@RR+Ёgy@?? 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" #   %  $ %  &  edge%  '6>@ (\S3@  ) unknown %% %  +-z % * + ,  -  %  .   %  / 0 1 2   %  3  4 5  %   3 6 7  %  8 9   :  %  ;^ <rȨ  = unknown  %  >  ? @   %  . A    %  BoDE@ ' F@  C unknown  %   D E F   %  G H  # I  %  (t Q J] " K unknown  %  L  H M &  %   1 . N &  %   O  vertex%   P %  M Q straight% curve%  1R0|cg̹@U:5<԰/￟Iap? %% %  Cۘ/T % R S I  -  %  T   cone% %  .~<?@Լ? ?@  %  U  % N   %  V  T W   %   X U Y   %  % Z  2 &  %  [EE2 \_6> 1 ] unknown  %    ^ _  %  ` a  5   %  ;@ b1z@ 4 C unknown  %  c d  7   %  e׍v&WE@ <^F@ 6 f unknown  %  g  d h :  %   i ` j :  %  9 k  %  j l %  h m% %   Q]} Ҍé@νLapϰ/  %  n  o p   %  q r  @ s  %  t$YsT3 B6> ? u unknown  %   U q v   %  @ w% %  *I}<<ֹ@k<=PPο  %  ! ` x y   %  z { ! F |  %  J@@ }J@ E ~ unknown  %   " { I  %  "  $ M I  %  " +  %   ellipse% %  -~\[!͹@y$bοYi}p?UY?HO@=7旅?XY?  %  $ &  %  (-Ą$̹@ now{v@ $ tangent  %  \5[@ 'QJթ@ % unknown  %  &   point%  1 }H+̹@ %  1~3Ą$̹@%% %  +Cۘ/T %    %  / W ,  %  A . 0 Y   %  /   %  ]? 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Z   unknown  %   |sT@% %   ~{hPX@x$b?k@KpQa?k? %% %  _Cۘ/T% %  ~<?@ļ? @  %  d  `  o  %  g.񫼢ٔ@ ru]@ `  unknown %%% %  a%22 %   % %  0~<? %% %  bCۘ/T% %  0~? % %  -~8ww@x$bοk?@KpQa?k?  %  -0~8ww@%% %  j$Cۘ/T% %  c/ʹ.Jy<Q1y$bοk?4 ݉+ ߑ?E}v0ο  %   l     %  l  n    %    %%% %  m%22 %   % %  0|<?  %   n   o  %  -DT!? p-DT! @   unknown  %      o  %  /|%&v@ %  z  v    %  GƩ\| |8ww@   tangent  %   % %  .|CƩ\|y$bοk?@qQa?k? %% %  xCۘ/T %      % %  .|<?@Լ? ?@  %   z     %     %  { % %  b>s={%W:m8@k?x$b?  %  -{8ww@% %  @P~@%}k?y$b?  %  P~| c׌@| %        %  b     %        %  -DT!? -DT! @   unknown %%% %  %22 %    %       % %  0S_{1t|?  %  0~1t| %        %  xnJ (ia*3   unknown  %        %  8| 8[b@   tangent  %      o  %   % %   ~8[b@?  %  -DT!    unknown  %   ~5[b@ %        %        %   % %   S_{8|  %   -DT!?   unknown  %   ~ߠ8|%% %  Cۘ/T%%% %  %22 %    %        %       %   % %  || c׌@|y$bοk?@qQa?k? % %   |{hPX@x$b?k@KpQa?k? % %  b>s=0~%W:m8@k?x$b?  %   0~{hPX@ %        %  -DT! -DT!   unknown  %  (     %  0|1t| %      !  %  "ru] .񫼢ٔ  # unknown  %   $% %  -|8ww@x$bοk?@KpQa?k?  %  %      %   "-DT!?  & unknown %%% %  %22% %  .{<?  %  .{CƩ\|%% %  Cۘ/T% %  {?  % '  c׌@| ~hPX@  ( tangent  %   {{hPX@ %        %  xnJ (ia*3  ) unknown %% %  Cۘ/T% %  .~CƩ\|y$b?k@qQa?k?  %  .0~CƩ\| %    * +  % %  @{@%}ky$bο  %   %     %    %%% %  %22% %   |<?  %   |5[b@% %   ~{hPX@x$bοk?@KpQa?k?  %  ,-DT!   - unknown  %   |ߠ8|% %  ~| c׌@|y$b?k@qQa?k?  %  0~| c׌@|%% %  Cۘ/T % . /   0 % %  |<?@Լ? ?@  %  {| c׌@| %  *    !  % 1 GƩ\| 8ww@  2 tangent  %   3% %  .|CƩ\|y$b?k@qQa?k? %% %  Cۘ/T% %  .|<?@ļ? @  %   * % 4 !  %  * /  %   5% %  b>s={%W:m8@kx$bο  %  -{8ww@ %     4  % %   |{hPX@x$bοk?@KpQa?k? %%% %  %22% %  {<? % %  @0~@%}ky$bο  %     + !  %  (ia*3@ ,xnJ@ * 6 unknown  %  + 7% %  || c׌@|y$b?k@qQa?k? %% %  Cۘ/T % 8  !  9 % %  |<?@ļ? @ %%% %  %22% %  .{<?  %  .{CƩ\| % : , c׌@| "~hPX@  ; tangent  %   {{hPX@% %  @{@%}k?y$b?  %  {| c׌@|%% %  /Cۘ/T% %  {? %%% %  4%22% %  {<?  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Z b =  %  ! a # B =  %  < c %%% %  "%23 % d b e% %  p4?  %  f # g h $  %  i0 %?@ < j unknown  % k l m  n  point%  p#j橦@ %  #j橦@%% %  ){$ST % o c p  q  %  r ) % %  *~?  %  s t u v *  %  w , t x   %  , w - P   %  / u , N $  %  Q y@@ , z unknown  % { . - | }   % ~  Q"j橦@ L tangent  %  P % %  :p#j橦@@? %% %  1 1 %  | 6 1 U [  %  9 W@@ 1 unknown %%% %  2%23 %  U % %  :4?  %  :#j橦@ %  6 ; b [  %  Z l %% %  7 7% %  p?@? %% %  9 9 %  %% %  ; ; %  < ; =  %   ?@@ ; unknown  %  =  %% %  ? ? %  p %  u A r $  %  A h p  %  %DT! i g unknown  %  % %  ~#j橦@ %% %  C{$ST %    %  $ C % %  *#j橦@?? %% %  G{$ST %  g G % %  ~4?@4<? ?@  %  f H  %  J *  %  J K x *  %  M f J v $  %  y,DT! %DT! J unknown  %  L K   %   y"j橦@ t tangent  %  x % %  >p#j橦@? %% %  O O %  T O } [  %  -DT! W-DT! 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9l0`!?x<?@I@?f3#` @@ =޼T@Arialm@wͫ l`u" @Vorderkante Haus? 9l1^| u@^ >@ I@4@M>@.@^| u@^ >@?!osl2`!? -DT!??@I@?oڡ #Z@:AxXq@Th4OCArialm@wͫ l`u" @Vorderkante Haus?!osl3 N X???AbhpWc|@BT~?4RNN ???4@_@?F/ACIS BinaryFile( MegaCAD 2016 3D  ACIS 26.0 NTThu Mar 17 12:23:51 2016?ư>|= 4Y5N4B4NDNJPM6YNYXCB8DYZUM5UCF37VCAPKNA69BBJCNENEUBU4 body%    lump%    shell%     face%       ftree%meg% attrib%   Z(bX %    loop%     cone% surface%  t@t@$@\3&<?(@? ?(@ integer_attrib% name_attrib% gen% %     BohrsetPos%14%% %   Z(bX %       %     % %  >@t@$@\3&<?(@? ?(@  %     coedge%       rgb_color%st% %   ???% % % %   %14%% %   Z(bX %       %  ! % %  >@>@$@\3&<?(@? ?(@  %  "   %    # $  %    % &  %      '  edge%  ( (-DT!@  ) unknown %% %   ???% % % %  *  %14%% %  + Z(bX % , - .  /  %  0 1  % %  t@>@$@\3&<?(@? ?(@  %  2  %  ! ! 3 4   %  " " 5 6   %  # #  $ 7  %  8 8-DT!@ # 9 unknown  %  % %  & .  %  : :-DT!@ % ; unknown  %  7  <  vertex%   = ellipse% curve%  t@t@3@(@? %% %   ???% % % %  >  %14%% %  Z(bX % ? @ A  B  %  C %   plane% %  u@  %  D   %  1 1 E F   %  2 2 G H  %  3 3 ! 4 I  %  J J-DT!@ 3 K unknown  %  5 5 " 6 C  %  L L-DT!@ 5 M unknown  %  I # <  %  $ N% %  >@t@3@(@? 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MbX9? unknown  %  q  %  q t  %   %    % %ʪS '=W?yqc?b;=:n?>Cp?gP -DT!?gP bުE?N|&d@,|ѓd`?;^ @T71ۮh? @ӱNM@MZPZ1@ʹįKNn_@gP <@gP !3|@, EN? % @@@$@?? ? -DT!% %  r <% %   % % >C@?>CP?]xuX?>C`?*b?N:7d?]xuh?l{l?>Cp?@@[5#@9ޏ)@@[5#@ R@@.yzJ=#@Öh@@Cax}#@6e@@1U#@A"@@K}Դ1#@** A@d#tq(n#@eA@8u5 տXW#@ӕUA@]pſs* #@+ A@A?$@fA@S?tz#@j\+A@r:?=z#@,A@E!͸?#@C@?>CP?]xuX?>C`?*b?N:7d?]xuh?l{l? ?   %  w@?  hi? t  unknown  %"  6@[5#@ %"  @@[5#@%% %   yuL$X %      %  @  y % %  rhf@?$@? ;f;f?$@  %   ~  %  Z!-J? s6? ~  unknown %! %  f@?[5#@@ MbX9Ŀ 7A`¿%% %   uL$X %    % %  @@?$@@  %  M %! %  f@[5#@@ MbX9Ŀ 7A`¿ %    %  s6 Z!-J  unknown  %  7A`?  I?  unknown  %    %  % %  RUUUUU=@@?  @ y#j@ %"  RUUUUU=@F*Ɍ %    %  % %  RUUUUU=@@? 'K? 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