! / 0 0 0 0 1036 ` *PPPPPPPPPP٘٘٘٘٘٘٘٘٘٘٘٘٘٘٘٘٘٘٘٘٘stpoly_read_STPstpoly_buildstpoly_print_vert_degreesstpoly_unround_pointstpoly_print_bounding_boxstpoly_edge_crosses_linestpoly_edge_line_intersectionstpoly_checkstpoly_vert_checkstpoly_edge_checkstpoly_STP_is_breakstpoly_STP_is_spacestpoly_STP_skip_white_spacestpoly_STP_get_keywordstpoly_STP_check_keywordstpoly_STP_readstpoly_STP_binary_read_headerstpoly_STP_binary_read_edgestpoly_STP_ascii_read_edgestpoly_STP_print_edgestpoly_STP_round_pointstpoly_vert_countstpoly_edge_countstpoly_get_epsstpoly_vert_get_posstpoly_edge_reversestpoly_edge_naturalstpoly_vert_degreestpoly_edge_get_endpointstpoly_edge_get_endpointsstpoly_get_bounding_boxstpoly_edge_get_yrangestpoly_new_descstpoly_freestpoly_get_vertstpoly_get_edgestpoly_vert_get_unxstpoly_edge_get_unxstpoly_add_vertstpoly_add_edgestpoly_vert_printstpoly_edge_printstpoly.o/ 0 0 0 644 35656 ` ELF>@@UHSHXARAZ}HuLLUdH%(HE1C(t\HHHHHHUHHHHHHC$C$EC EfZEEЋEHHHHEH4SHEHMfHnHC(t!MUHH5HǸHCHHHHuHHHUHc҉D؋C(t'EHTHH HHǸEHD=@v(HHHHHHE}C(t#HHHHU؋E9uQHHSMH5HǸHHUHHHHƿ E؋U9sE؉EċE܉E؋EĉE܋E؉EE܉EHHSdHHSHHuHHHEȋC(t!HUH HHǸC9Es$HHSMH5HǸ;C=v(HHHHHHCCHEdH+%(tH]UHHPHdH%(HE1HEHEHH8PLH0H,H0f@IH .HHf@IHP@IH0HdH0f@IH ~HHf@IHP@IH0HHH0f@IH HHf@IHP@IH0HH0f@IH rHHf@IHP@IH0HH0f@IH HHf@IHP@I㐸XHH HH(H HHH8HH5HǸHH HHǸPfZLt HHH HfHnHHHHϸHDžHHH0HDžHHH@THH8H0H,HHTHH5HǸH@HHHHH0HHHHH9t(HHiHHHHHH5HǸHHPfnHHHUdH+%(tUHH0ARAZH}HuLUH}t(HHHHHHHEHEHEHE@9r(HHHHHHHEHHEHEUHH@ARAZH}HuHULUH}t(HHHHHHHEHEHEHEEBHEUHcҋEHEUHcҋEE;EsE9EsE}~UHH0ARAZH}HuLUH}t(HHHHHHHEHHEHEUHH@ARAZH}HuHULUH}t(HHHHHHHEHEHEHEEP+EHEHcҋE+EHEHcҋEE;E}E;E~E}~UHH@H}HuHEHEHEHEEEEHHHLHHHHHEEEHHEHEE9EsEUHEHHEHEHEЃ}uOHUH HHǸ}u(HHHHHHE9Es(HHHHHHEHHEHЋEE;E.EEEEEHHEHЋt~EHHEHЋMHEH5HǸEHHEHЋEЉE܋EHHEHЋEЉ‹EЉEEЃtEEE9EZEt(HHHHHHEEE9Et(HHHHHHE9Et(HHHHHH}t#HH+HHHEHUHHpH}HuEdH%(HE1fZEEHEf*EEYEEEEfZEEHE@f*EEYEEEEHMHEHUHHQHEdH+%(tHEUHH`H}HudH%(HE1HEHf~EHUHMHEHHHEHHHEEHDEf*EEEYEE̋EHDEf*EEEYEEfZEEfZEEEHHEHu}ЋMHEf(fHnAH5HǸE}>HEdH+%(tUHHPH}udH%(HE1EHUHEHHEVEHHTHEHHU܋EHTЃ}t'EHLHUH5HǸE}~E9EtE9Eu(HH&HHHHE9E~E9E}E9E}E9E~HUdH+%(tUHSHHXTHdH%(HE1HUHXHHDžh;hHHThHcH@HHH@HDЃhh~EԋT)‰lU܋E)‰ppu(HH5HHHHf*lxf*pEx^EEEff/vf/Ew(HH7HHHHU؋E)‰tEf*Ef*tEEYEEEXEEHYEEEEEHEdH+%(tH]UHHPẺ}HuUHME}?v(HHGHHHH}v(HHHHHHHMUȋẺΉfnHEE`EHHEHHEHUHEHHEE;Et(HHQHHHHEE;ErE`EHHEHHEHUHEHHEE;Et(HHZHHHHEE;ErHHUHHHHUHH}t HEHHEUHH0H}HEHEE,UHE؉HHEHUHEHHEE;ErHEHEE,UHE؉HHEHUHEHHEE;Er̐UHH H}HuHUHEHHEUHEHH9Et(HH}HHHHUHHpH}HudH%(HE1HUHEHHEUHEHHEHUHEHHEHEHEExUHEHHEHEH;Et(HHHHHHHEH;EuEHUHEHHE}uAEHHTEHHDH9tnHHHHHHEHHT+EHHDH9t(HHHHHHUHEHHEȋEHHDH9Et(HHHHHHE}HEHHEE}~HEH;Et(HHHHHH}u(HHHHHHHEdH+%(tedge = --> ( ( %d %d ) = v[%d]stpoly.ctoo many vertices in polygonal figure )%s:%d: !! warning: edge endpoints coincide = e[%d] %s:%d: !! repeated edge, ignored too many edges in polygonal figureasciibinaryreading polygonal figure from file %s (%s) expecting about %u edges evenquantizing vertex coords to%s multiples of %.8f mm read %u edges, kept %u ne == ne_keepfound %u distinct vertices and %u distinct edges sz == sizeof(stpoly_vert_unx_pair_t)e->v[0] < e->v[1]sz == sizeof(i2_t)no mem** vertex %u has zero degree d > 0d <= deg_maxthere are %u vertices shared by %u edges (ne_tot % 2) == 0nv_tot == nvne_tot == ne!! warning: polygonal figure is not closed bounding box: %c [ %d _ %d ] = [ %.8f mm _ %.8f mm ] XYendpoint %d at Y = %+d (vY[0] != pY) && (vY[1] != pY)dY != 0(t > 0.0) && (t < 1.0)too many verticestoo many edgesuxv2 == uxvuxe2 == uxev == stpoly_get_vert(poly, uxv)c1 == cvc[k] == ve[k]vc[k] == ve[1 - k]vc[k] == ukc == efoundstpoly_read_STPcmp_verthash_vertcmp_edgehash_edgeprocess_STP_edgestpoly_print_vert_degreesstpoly_print_vert_degreesstpoly_edge_crosses_linestpoly_edge_line_intersectionstpoly_buildstpoly_buildstpoly_vert_checkstpoly_edge_check?%! :  "    )r#int*A -: 1+3r6 7 8 9 : (; 0< 8= @@ HA PB XDD`FIhHrpIrtJ xMQNXONQ^Y [h\r]I^ H_ .`rbw$+? ^ :7cm  :+% f y&A$   +c + ; : '; \ : tc L &\t   rHH. !H. v ) t : 1 '++ <A 1#RW 4#hm n tv; r :C SF\ H\\ ~0\ r*0F {\E0~ ~`0`r r0G 0 ;;F W\F 0GG 0( H B +F zFF0r:HpHAH. & 0 % 0 .A = H T;( O>+ YH. 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